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<title>SDGtalks.ai | News, Content &amp;amp; Communication &#45; : Economic</title>
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<description>SDGtalks.ai | News, Content &amp;amp; Communication &#45; : Economic</description>
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<title>AI Data Center Expansion Poses High Risk of Child Labor Issues – Bloomberg Law News</title>
<link>https://sdgtalks.ai/ai-data-center-expansion-poses-high-risk-of-child-labor-issues-bloomberg-law-news</link>
<guid>https://sdgtalks.ai/ai-data-center-expansion-poses-high-risk-of-child-labor-issues-bloomberg-law-news</guid>
<description><![CDATA[ AI Data Center Expansion Poses High Risk of Child Labor Issues  Bloomberg Law News ]]></description>
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<pubDate>Sun, 05 Jul 2026 19:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Data, Center, Expansion, Poses, High, Risk, Child, Labor, Issues, –, Bloomberg, Law, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on AI Data Center Expansion and Child Labor Risks: Emphasizing Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>Artificial intelligence (AI) companies in the United States are investing billions of dollars to expand data center infrastructure, promising significant economic benefits such as job creation, tax revenue, and infrastructure development. However, this rapid expansion raises critical concerns related to child labor exploitation and abuse, issues that align closely with the United Nations Sustainable Development Goals (SDGs), particularly SDG 8 (Decent Work and Economic Growth), SDG 16 (Peace, Justice and Strong Institutions), and SDG 4 (Quality Education).</p>
<h2>Investment and Impacts on Children</h2>
<p>Major US technology platforms have committed tens of billions of dollars to build AI-ready data centers across multiple states including Georgia, Virginia, Ohio, Arizona, Oregon, and Washington. The $500 billion Stargate initiative and other AI companies have pledged investments exceeding $1.4 trillion in infrastructure projects nationwide.</p>
<p>While companies focus on how AI products affect children digitally, less attention is given to the foundational risks of child labor within domestic operations such as data center construction. The rapid expansion creates conditions that may increase risks for children, including:</p>
<ul>
<li>Heightened demand for low-cost labor</li>
<li>Extensive construction and hazardous work environments</li>
<li>Overnight and third-shift work schedules</li>
<li>Heavy reliance on subcontractors and labor brokers</li>
</ul>
<p>These factors contribute to a 31% increase in child labor violations reported by the U.S. Department of Labor between 2019 and 2024. Child labor in hazardous conditions risks physical injury, psychological trauma, and exploitation, undermining children’s access to education and health care, thus perpetuating poverty — directly contravening SDG 1 (No Poverty) and SDG 3 (Good Health and Well-being).</p>
<h2>Regulatory Environment and Enforcement Challenges</h2>
<p>The surge in child labor risks coincides with reduced enforcement of corporate sustainability and human rights obligations by federal and some state regulators. This weakened oversight environment may discourage companies from prioritizing compliance with human rights standards, increasing the likelihood of undetected violations.</p>
<p>When violations surface, often through whistleblowers or media investigations, companies face severe consequences including lawsuits, monetary penalties, and reputational damage, which can erode trust and business value. For example, investigations in 2023 revealed illegal child labor in food processing sectors involving hazardous overnight shifts and dangerous tasks, highlighting the risks of lax enforcement.</p>
<p>This regulatory gap undermines SDG 16 by weakening institutions responsible for protecting human rights and ensuring justice.</p>
<h2>Compliance Standards and Due Diligence Framework</h2>
<p>Effective mitigation of child labor risks requires robust compliance frameworks, such as UNICEF USA’s <a href="https://www.unicefusa.org/invisible-hands">Child Labor Compliance Framework</a>, which aligns with international standards including the United Nations <a href="https://www.ohchr.org/sites/default/files/documents/publications/guidingprinciplesbusinesshr_en.pdf">Guiding Principles on Business and Human Rights</a> and U.S. Department of Labor guidance.</p>
<ol>
<li>Risk-based assessments tailored to company operations and business relationships</li>
<li>Enforceable controls over subcontractors and labor brokers</li>
<li>Ongoing monitoring and auditing mechanisms</li>
<li>Remediation processes centered on the best interests of the child</li>
</ol>
<p>For data center construction, due diligence should address:</p>
<ul>
<li>Labor sourcing across subcontracting tiers</li>
<li>Use of staffing agencies and labor brokers</li>
<li>Hazardous or overnight work conditions</li>
<li>Age verification practices</li>
<li>Local labor market conditions</li>
</ul>
<p>These measures support SDG 8 by promoting decent work conditions and SDG 10 (Reduced Inequalities) by protecting vulnerable children from exploitation.</p>
<h2>Key Takeaways and Recommendations</h2>
<ul>
<li>The focus on AI’s digital impact on children must be expanded to include the physical labor conditions underpinning AI infrastructure development.</li>
<li>Companies must proactively identify and mitigate child labor risks to uphold children’s rights and comply with legal obligations.</li>
<li>Implementing child-centered policies and strong due diligence enhances corporate reputation and long-term business sustainability.</li>
<li>Strengthening regulatory enforcement and corporate governance is essential to prevent child labor violations and align with SDG 16.</li>
<li>Protecting children’s rights during AI infrastructure expansion contributes to achieving multiple SDGs, including SDG 4, SDG 8, SDG 10, and SDG 16.</li>
</ul>
<h2>Author Information</h2>
<p><a href="https://www.steptoe.com/en/lawyers/jonathan-c-drimmer.html">Jonathan Drimmer</a> is a partner at Steptoe in Washington, DC, co-leading the firm’s business and human rights practice.</p>
<p><a href="https://www.unicefusa.org/about-unicef-usa/leadership/leadership-team/jess-leinwand">Jessica Leinwand</a> serves as general counsel of UNICEF USA and is an adjunct professor on child rights and business at American University’s Washington College of Law.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses child labor exploitation risks in data center construction and related industries, highlighting the need for decent work conditions and the elimination of child labor.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Issues of regulatory enforcement, legal compliance, and corporate governance are raised, emphasizing the importance of strong institutions and rule of law to protect children’s rights.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>The article notes that child labor prevents access to education, perpetuating cycles of poverty.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Child labor risks include bodily injury and psychological trauma, linking to the goal of ensuring healthy lives and promoting well-being.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article highlights vulnerabilities of children from marginalized communities, indicating the need to reduce inequalities.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.7: Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
<li>Target 8.8: Protect labor rights and promote safe and secure working environments for all workers.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable, and transparent institutions at all levels.</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.9: Reduce the number of deaths and illnesses from hazardous chemicals and air, water and soil pollution and contamination.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Indicator for Target 8.7:</strong>
<ul>
<li>Prevalence of child labor, as reported by the US Department of Labor showing a 31% increase in child labor violations between 2019 and 2024.</li>
</ul>
</li>
<li><strong>Indicator for Target 8.8:</strong>
<ul>
<li>Number of enforcement actions and regulatory penalties related to labor violations, including child labor in hazardous work environments.</li>
<li>Implementation of child labor compliance frameworks and due diligence processes in companies.</li>
</ul>
</li>
<li><strong>Indicator for Target 16.6 and 16.3:</strong>
<ul>
<li>Effectiveness of regulatory enforcement and corporate governance mechanisms in preventing child labor violations.</li>
<li>Number of legal cases, consent orders, and public scrutiny incidents related to child labor violations.</li>
</ul>
</li>
<li><strong>Indicator for Target 4.1:</strong>
<ul>
<li>Access to education rates among children in communities affected by labor exploitation.</li>
</ul>
</li>
<li><strong>Indicator for Target 3.9:</strong>
<ul>
<li>Incidence of injuries and health issues among child laborers in hazardous work environments.</li>
</ul>
</li>
<li><strong>Indicator for Target 10.2:</strong>
<ul>
<li>Measures of social and economic inclusion of vulnerable children, including those at risk of labor exploitation.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate forced labor and worst forms of child labor</li>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>Prevalence of child labor (e.g., 31% increase reported by US Department of Labor)</li>
<li>Number of enforcement actions and penalties for labor violations</li>
<li>Implementation of child labor compliance frameworks</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable, transparent institutions</li>
<li>16.3: Promote rule of law and equal access to justice</li>
</ul>
</td>
<td>
<ul>
<li>Effectiveness of regulatory enforcement and corporate governance</li>
<li>Number of legal cases, consent orders, and public scrutiny incidents</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure completion of free, equitable, quality primary and secondary education</li>
</ul>
</td>
<td>
<ul>
<li>Access to education rates among children affected by labor exploitation</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.9: Reduce deaths and illnesses from hazardous chemicals and pollution</li>
</ul>
</td>
<td>
<ul>
<li>Incidence of injuries and health issues among child laborers in hazardous work</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic, and political inclusion of all</li>
</ul>
</td>
<td>
<ul>
<li>Measures of social and economic inclusion of vulnerable children at risk of exploitation</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.bloomberglaw.com/legal-exchange-insights-and-commentary/ai-data-center-expansion-poses-high-risk-of-child-labor-issues">news.bloomberglaw.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>What Makes Jobs Policies Work? The OECD’s Guide to Improving Labour Market Programmes – Devdiscourse</title>
<link>https://sdgtalks.ai/what-makes-jobs-policies-work-the-oecds-guide-to-improving-labour-market-programmes-devdiscourse</link>
<guid>https://sdgtalks.ai/what-makes-jobs-policies-work-the-oecds-guide-to-improving-labour-market-programmes-devdiscourse</guid>
<description><![CDATA[ What Makes Jobs Policies Work? The OECD’s Guide to Improving Labour Market Programmes  Devdiscourse ]]></description>
<enclosure url="https://www.devdiscourse.com/remote.axd" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 19:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>What, Makes, Jobs, Policies, Work, The, OECD’s, Guide, Improving, Labour, Market, Programmes, –, Devdiscourse</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Active Labour Market Policies and Sustainable Development Goals</h2>
<div><img decoding="async" src="https://www.devdiscourse.com/remote.axd?https://devdiscourse.blob.core.windows.net/devnews/10_02_2026_09_00_44_2610551.png?width=920&format=jpeg" alt="Active Labour Market Policies"></div>
<h3>Introduction: Context and Importance of ALMPs</h3>
<p>As economies undergo rapid technological changes, face population ageing, and accelerate the green transition, governments are investing significantly in Active Labour Market Policies (ALMPs) to support employment. These policies, which include training programmes, job-search assistance, wage subsidies, and entrepreneurship support, are fundamental to employment strategies across OECD countries. In 2022, OECD members invested on average 0.43% of GDP in ALMPs.</p>
<p>Given the substantial public investment, the focus has shifted from merely assessing whether these programmes work to understanding how and why they succeed or fail in practice. This report is based on a new OECD working paper by Sofia Dromundo and Olga Rastrigina, developed with support from the European Union and collaboration with public employment services, policymakers, and social partners.</p>
<h2>Emphasizing Sustainable Development Goals (SDGs)</h2>
<p>Active Labour Market Policies contribute directly to several SDGs, including:</p>
<ol>
<li><strong>SDG 8:</strong> Decent Work and Economic Growth – by promoting employment and inclusive economic participation.</li>
<li><strong>SDG 4:</strong> Quality Education – through training and skills development programmes.</li>
<li><strong>SDG 10:</strong> Reduced Inequalities – by targeting vulnerable groups and ensuring equal access to employment opportunities.</li>
<li><strong>SDG 3:</strong> Good Health and Well-being – by integrating health support in employment services.</li>
<li><strong>SDG 17:</strong> Partnerships for the Goals – through collaboration among governments, employers, and social partners.</li>
</ol>
<h3>Beyond the Numbers: Limitations of Traditional Evaluation Methods</h3>
<p>Traditional evaluations of ALMPs have primarily relied on quantitative methods such as counterfactual impact studies. These methods assess whether participants are more likely to find jobs or earn higher wages compared to non-participants. While these evaluations have provided valuable insights—such as the medium-term benefits of training and the short-term effects of job-search assistance—they fall short in explaining the practical implementation and contextual factors influencing success.</p>
<p>Quantitative data alone do not reveal how programmes are designed, how frontline staff engage with jobseekers, or why outcomes vary across regions. To address these gaps, a qualitative assessment approach is necessary.</p>
<h3>A Practical Framework for Qualitative Assessment</h3>
<p>The OECD proposes a structured qualitative framework that complements quantitative evaluations by focusing on real-world implementation. Key features include:</p>
<ul>
<li>Self-assessment by programme designers and delivery staff describing operational details.</li>
<li>External assessment by independent experts applying consistent benchmarks.</li>
<li>Use of scores as learning tools rather than for ranking or competition.</li>
<li>Facilitation of reflection on strengths, weaknesses, and areas for improvement.</li>
</ul>
<p>This approach fosters continuous learning and adaptation, aligning with the SDG commitment to inclusive and effective institutions (SDG 16).</p>
<h3>Eight Building Blocks of Effective Labour Market Programmes</h3>
<p>The framework identifies eight essential criteria for successful ALMPs, which align with multiple SDGs by promoting inclusive and sustainable employment:</p>
<ol>
<li><strong>Evidence-Based Design:</strong> Programmes grounded in data and research to ensure effectiveness.</li>
<li><strong>Smart Engagement of Service Providers:</strong> Efficient collaboration among stakeholders.</li>
<li><strong>Proactive Outreach to Vulnerable Groups:</strong> Ensuring access for marginalized populations, supporting SDG 10.</li>
<li><strong>Careful Assessment and Referral:</strong> Tailoring support to individual needs.</li>
<li><strong>Integrated Support Services:</strong> Combining employment, social, health, and education assistance to address multiple barriers (SDG 3 and SDG 4).</li>
<li><strong>Strong Case Management and Follow-Up:</strong> Sustaining employment outcomes and preventing relapse into unemployment.</li>
<li><strong>Partnerships with Employers:</strong> Aligning training with labour market demands, fostering SDG 17.</li>
<li><strong>Continuous Monitoring and Evaluation:</strong> Creating feedback loops for programme adaptation and improvement.</li>
</ol>
<h3>Significance of the Approach in Current Context</h3>
<p>The OECD paper advocates for the routine integration of qualitative assessment in labour market policymaking. This approach:</p>
<ul>
<li>Bridges the gap between policy design and delivery.</li>
<li>Enables governments to learn from practical experiences and adapt programmes to diverse contexts.</li>
<li>Facilitates sharing of best practices across regions and countries.</li>
<li>Supports efficient use of public funds amid fast-changing labour markets and budget constraints.</li>
<li>Ensures ALMPs deliver sustainable benefits for workers, employers, and society, advancing the achievement of SDGs.</li>
</ul>
<h2>Conclusion</h2>
<p>Active Labour Market Policies are critical tools in achieving sustainable development by promoting inclusive employment, reducing inequalities, and fostering economic growth. The OECD’s qualitative assessment framework enhances understanding of these policies’ practical implementation, supporting continuous improvement and alignment with the Sustainable Development Goals. Governments and stakeholders are encouraged to adopt this approach to maximize the impact of ALMPs in the evolving global labour market.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article focuses on active labour market policies (ALMPs) aimed at helping people find and keep jobs, which aligns directly with SDG 8’s goal to promote sustained, inclusive, and sustainable economic growth, full and productive employment, and decent work for all.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Training programmes and skill development mentioned in the article relate to SDG 4, which aims to ensure inclusive and equitable quality education and promote lifelong learning opportunities for all.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article highlights proactive outreach to vulnerable groups and integrated support addressing multiple barriers, which connects to SDG 10’s target to reduce inequality within and among countries.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Partnerships with employers and collaboration among policymakers, social partners, and public employment services relate to SDG 17, which emphasizes strengthening the means of implementation and revitalizing global partnerships.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 8 Targets</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities, and equal pay for work of equal value.</li>
<li>Target 8.6: Reduce the proportion of youth not in employment, education, or training.</li>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity, and innovation.</li>
</ul>
</li>
<li><strong>SDG 4 Targets</strong>
<ul>
<li>Target 4.4: Increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs, and entrepreneurship.</li>
</ul>
</li>
<li><strong>SDG 10 Targets</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic, and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion, or economic or other status.</li>
</ul>
</li>
<li><strong>SDG 17 Targets</strong>
<ul>
<li>Target 17.16: Enhance the global partnership for sustainable development, complemented by multi-stakeholder partnerships that mobilize and share knowledge, expertise, technology, and financial resources.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Employment and Earnings Outcomes</strong>
<ul>
<li>Indicators measuring whether participants find jobs or earn higher wages compared to non-participants (implied in quantitative evaluations).</li>
</ul>
</li>
<li><strong>Participation Rates in Training and Job-Search Assistance</strong>
<ul>
<li>Indicators related to the number and proportion of people participating in training programmes and job-search assistance.</li>
</ul>
</li>
<li><strong>Outreach to Vulnerable Groups</strong>
<ul>
<li>Indicators assessing the extent and effectiveness of proactive outreach to vulnerable populations facing barriers such as low skills or health issues.</li>
</ul>
</li>
<li><strong>Programme Implementation Quality</strong>
<ul>
<li>Qualitative indicators from self-assessment and external assessment frameworks measuring evidence-based design, case management, integrated support, partnerships, and continuous monitoring.</li>
</ul>
</li>
<li><strong>Follow-up Support and Sustained Employment</strong>
<ul>
<li>Indicators tracking follow-up support after employment and the sustainability of job retention.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.3: Promote policies supporting decent job creation and entrepreneurship</li>
<li>8.5: Achieve full and productive employment and decent work for all</li>
<li>8.6: Reduce youth not in employment, education, or training</li>
</ul>
</td>
<td>
<ul>
<li>Employment rates of programme participants vs. non-participants</li>
<li>Wage levels of participants compared to non-participants</li>
<li>Participation rates in ALMPs</li>
<li>Job retention and follow-up support effectiveness</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.4: Increase relevant skills for employment and entrepreneurship</li>
</ul>
</td>
<td>
<ul>
<li>Number of participants completing training programmes</li>
<li>Skill acquisition and certification rates</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion of all</li>
</ul>
</td>
<td>
<ul>
<li>Outreach and participation rates of vulnerable groups</li>
<li>Access to integrated support services</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.16: Enhance multi-stakeholder partnerships</li>
</ul>
</td>
<td>
<ul>
<li>Number and quality of partnerships with employers and social partners</li>
<li>Effectiveness of collaboration in programme design and delivery</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.devdiscourse.com/article/other/3799120-what-makes-jobs-policies-work-the-oecds-guide-to-improving-labour-market-programmes">devdiscourse.com</a></strong></p>
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<title>SEA agri experts gather for idea exchanges – The Manila Times</title>
<link>https://sdgtalks.ai/sea-agri-experts-gather-for-idea-exchanges-the-manila-times</link>
<guid>https://sdgtalks.ai/sea-agri-experts-gather-for-idea-exchanges-the-manila-times</guid>
<description><![CDATA[ SEA agri experts gather for idea exchanges  The Manila Times ]]></description>
<enclosure url="https://www.manilatimes.net/theme_manilatimes/images/TMT_1920x1008.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 19:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>SEA, agri, experts, gather, for, idea, exchanges, –, The, Manila, Times</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Southeast Asia Agricultural Outlook Series Inception Workshop Highlights Sustainable Development Goals</h2>
<h3>Workshop Overview</h3>
<p>The Southeast Asian Regional Center for Graduate Study and Research in Agriculture (Searca) conducted the Inception Workshop for the Southeast Asia Agricultural Outlook Series (SEA Agri Outlook Series) on January 26–27. The event gathered experts from 11 Southeast Asian countries to discuss and align on the focus, analytical methods, data sources, and report contents for the country studies.</p>
<h3>Objectives and Framework</h3>
<ul>
<li><strong>SEA Agri Outlook Series:</strong> A flagship publication designed to provide policy-relevant insights through a mixed-methods analytical framework integrating quantitative data, stakeholder engagement, and modeling tools.</li>
<li><strong>Focus on Sustainable Development Goals (SDGs):</strong> The series emphasizes systemic agricultural transformation to strengthen food security (SDG 2), reduce poverty (SDG 1), and promote sustainable development (SDG 12, SDG 13).</li>
<li><strong>Outputs:</strong> Country and regional reports, and an open-access database to support evidence-based policymaking.</li>
</ul>
<h3>Country Presentations and Collaborative Discussions</h3>
<p>Experts from the 11 countries presented overviews of their agricultural sectors, covering:</p>
<ol>
<li>Sector performance and transformation</li>
<li>Food and nutrition security status (SDG 2)</li>
<li>Major policies and programs supporting agricultural development aligned with SDGs</li>
</ol>
<p>They also proposed study methodologies, data requirements, and report structures to ensure coherence with the series’ objectives.</p>
<h3>Analytical Tools and Data Integration</h3>
<ul>
<li><strong>Computable General Equilibrium (CGE) Model and Agricultural Transformation Index (ATI):</strong> Presented by Angga Pradesha from the International Food Policy Research Institute (IFPRI), these tools support scenario analysis and policy evaluation to guide sustainable agricultural transformation.</li>
<li><strong>FAO Regional Foresight Report:</strong> Meeta Punjabi Mehta from the Food and Agriculture Organization Regional Office for Asia and the Pacific (FAO-RAP) offered to share critical data and scenario-based analyses to anticipate emerging food system challenges over the next 4–5 years, supporting SDG 2 and SDG 13.</li>
<li><strong>Southeast Asian Agricultural Statistics Database (SAASD):</strong> Introduced by Rochella Lapitan of Searca, SAASD is an open-access, interactive dashboard providing comprehensive agricultural data and visualizations to facilitate monitoring of agricultural transformation and sustainability.</li>
</ul>
<h3>Group Discussions on Agricultural Transformation</h3>
<p>Participants engaged in focused group discussions addressing:</p>
<ul>
<li>Current status and key drivers of agricultural transformation</li>
<li>Challenges and ongoing interventions</li>
<li>Review of existing policies, investments, and institutional reforms</li>
<li>Identification of additional policies required to accelerate and sustain transformation aligned with SDGs</li>
</ul>
<h3>Significance and Future Directions</h3>
<p>Searca Center Director Mercedita Sombilla emphasized the workshop’s role in generating vital inputs for regional cross-country analysis under the SEA Agri Outlook Series. She highlighted the collaborative nature of the initiative and its expected high relevance to Searca and participating governments in advancing sustainable agricultural development.</p>
<h3>Alignment with Searca’s Development Plan and SDGs</h3>
<p>The SEA Agri Outlook Series is firmly anchored in Searca’s 12th Five-Year Development Plan: Sustainable Transformation of Agricultural Systems through Innovation in Southeast Asia (SUSTAIN Southeast Asia). The initiative aims to accelerate sustainable transformation of agriculture and rural communities through:</p>
<ul>
<li>Innovation</li>
<li>Partnerships</li>
<li>Evidence-based policies</li>
</ul>
<p>This aligns directly with multiple Sustainable Development Goals, including:</p>
<ul>
<li><strong>SDG 1:</strong> No Poverty</li>
<li><strong>SDG 2:</strong> Zero Hunger</li>
<li><strong>SDG 12:</strong> Responsible Consumption and Production</li>
<li><strong>SDG 13:</strong> Climate Action</li>
<li><strong>SDG 17:</strong> Partnerships for the Goals</li>
</ul>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The article focuses on agricultural performance, food security, and nutrition in Southeast Asia, directly relating to ending hunger and achieving food security.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Reducing poverty through agricultural transformation and rural development is emphasized in the article.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>The article discusses sustainable agricultural transformation, which implies sustainable production practices.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Although not explicitly mentioned, the focus on sustainable agriculture and foresight for future challenges implies relevance to climate resilience and adaptation.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article highlights collaboration among Southeast Asian countries, international organizations, and experts, reflecting partnerships to achieve sustainable development.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.3: By 2030, double the agricultural productivity and incomes of small-scale food producers.</li>
<li>Target 2.4: Ensure sustainable food production systems and implement resilient agricultural practices.</li>
<li>Target 2.1: End hunger and ensure access by all people to safe, nutritious, and sufficient food.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women, and children living in poverty in all its dimensions.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.2: Achieve the sustainable management and efficient use of natural resources.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Target 13.1: Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Target 17.16: Enhance the global partnership for sustainable development, complemented by multi-stakeholder partnerships.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Agricultural Transformation Index (ATI)</strong>
<ul>
<li>Presented by IFPRI, ATI is a composite indicator measuring agricultural transformation progress, including productivity, diversification, and sustainability.</li>
</ul>
</li>
<li><strong>Computable General Equilibrium (CGE) Model Analyses</strong>
<ul>
<li>Used to analyze economic impacts and scenarios related to agricultural policies and transformation.</li>
</ul>
</li>
<li><strong>Southeast Asian Agricultural Statistics Database (SAASD)</strong>
<ul>
<li>An open-access database providing data on agricultural trends, sector performance, food security, and nutrition, supporting measurement of progress.</li>
</ul>
</li>
<li><strong>Scenario-based Analyses and Horizon Scanning</strong>
<ul>
<li>Used by FAO-RAP to identify emerging challenges and assess future food system directions, indirectly supporting monitoring of resilience and sustainability indicators.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.1 End hunger and ensure access to safe, nutritious food</li>
<li>2.3 Double agricultural productivity and incomes of small-scale producers</li>
<li>2.4 Ensure sustainable food production systems</li>
</ul>
</td>
<td>
<ul>
<li>Agricultural Transformation Index (ATI)</li>
<li>Southeast Asian Agricultural Statistics Database (SAASD)</li>
<li>Computable General Equilibrium (CGE) model analyses</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2 Reduce poverty in all its dimensions</li>
</ul>
</td>
<td>
<ul>
<li>Agricultural Transformation Index (ATI) (income-related measures)</li>
<li>Country-level agricultural and rural development data from SAASD</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.2 Sustainable management and efficient use of natural resources</li>
</ul>
</td>
<td>
<ul>
<li>Indicators related to sustainable agricultural practices in ATI and SAASD</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1 Strengthen resilience and adaptive capacity to climate-related hazards</li>
</ul>
</td>
<td>
<ul>
<li>Scenario-based analyses and horizon scanning by FAO-RAP</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.16 Enhance global partnerships for sustainable development</li>
</ul>
</td>
<td>
<ul>
<li>Collaborative data sharing and joint research initiatives (implied indicator of partnership effectiveness)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.manilatimes.net/2026/02/19/business/agribusiness/sea-agri-experts-gather-for-idea-exchanges/2280176">manilatimes.net</a></strong></p>
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<title>GDP (Advance Estimate), 4th Quarter and Year 2025 – Bureau of Economic Analysis (BEA) (.gov)</title>
<link>https://sdgtalks.ai/gdp-advance-estimate-4th-quarter-and-year-2025-bureau-of-economic-analysis-bea-gov</link>
<guid>https://sdgtalks.ai/gdp-advance-estimate-4th-quarter-and-year-2025-bureau-of-economic-analysis-bea-gov</guid>
<description><![CDATA[ GDP (Advance Estimate), 4th Quarter and Year 2025  Bureau of Economic Analysis (BEA) (.gov) ]]></description>
<enclosure url="https://www.bea.gov/system/files/gdp4q25-adv-chart-01.png" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 19:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>GDP, Advance, Estimate, 4th, Quarter, and, Year, 2025, –, Bureau, Economic, Analysis, BEA, .gov</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>U.S. Economic Performance in Q4 2025: A Sustainable Development Perspective</h2>
<h3>Overview of GDP Growth</h3>
<p>Real gross domestic product (GDP) in the United States increased at an annual rate of 1.4 percent in the fourth quarter of 2025 (October to December), according to the advance estimate released by the U.S. Bureau of Economic Analysis (BEA). This growth follows a robust 4.4 percent increase in the third quarter of 2025. The release was delayed due to the government shutdown in October–November 2025.</p>
<h3>Key Contributors to GDP Growth</h3>
<p>The increase in real GDP was primarily driven by:</p>
<ol>
<li><strong>Consumer Spending:</strong> Growth in services, especially health care and international travel, contributed significantly.</li>
<li><strong>Investment:</strong> Increases in intellectual property products, private inventory investment, and equipment, notably in research and development and information processing equipment.</li>
</ol>
<p>These positive contributions were partly offset by decreases in:</p>
<ul>
<li>Government spending, particularly federal government consumption expenditures.</li>
<li>Exports, influenced by adjustments in the treatment of precious metals used as investment.</li>
</ul>
<p>Imports decreased, which positively affected GDP calculations.</p>
<h3>Price Index and Inflation Measures</h3>
<ul>
<li>The price index for gross domestic purchases increased by 3.7 percent in Q4 2025, up from 3.4 percent in Q3.</li>
<li>The personal consumption expenditures (PCE) price index rose by 2.9 percent, slightly higher than the 2.8 percent increase in Q3.</li>
<li>Excluding food and energy, the PCE price index increased by 2.7 percent, a slight decrease from 2.9 percent in the previous quarter.</li>
</ul>
<h3>Annual GDP Performance for 2025</h3>
<p>Real GDP increased by 2.2 percent in 2025 compared to 2024, reflecting sustained growth in consumer spending and investment. The price index for gross domestic purchases rose by 2.6 percent, while the PCE price index also increased by 2.6 percent, consistent with the previous year.</p>
<h2>Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>The increase in consumer spending on health care services supports SDG 8 by promoting economic growth and employment in the health sector.</li>
<li>Investment in intellectual property and research and development fosters innovation, a key driver of sustainable economic growth.</li>
<li>Despite the government shutdown, efforts to maintain economic stability contribute to sustained growth and decent work opportunities.</li>
</ul>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<ul>
<li>Growth in equipment investment, especially in information processing equipment, aligns with SDG 9 by enhancing infrastructure and fostering innovation.</li>
<li>Increased research and development investment supports technological progress and sustainable industrialization.</li>
</ul>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>Increased consumer spending on health care services, including outpatient and hospital care, contributes to improved health outcomes and well-being.</li>
</ul>
<h3>SDG 12: Responsible Consumption and Production</h3>
<ul>
<li>The decrease in imports and adjustments in export data reflect efforts toward accurate economic accounting and sustainable trade practices.</li>
</ul>
<h2>Technical Notes and Data Considerations</h2>
<h3>Impact of Federal Government Shutdown</h3>
<p>The partial federal government shutdown from October 1 to November 12, 2025, led to furloughs and reduced federal government services, subtracting approximately 1.0 percentage point from real GDP growth in Q4. However, back pay to furloughed employees mitigated impacts on current-dollar federal compensation.</p>
<h3>Data Imputation for Missing Price Indexes</h3>
<p>Due to the shutdown, the Bureau of Labor Statistics (BLS) was unable to collect October 2025 Consumer Price Index (CPI) data. The BEA imputed missing price indexes by averaging September and November CPI data, ensuring continuity and reliability in inflation measurement.</p>
<h3>Sources of GDP Changes</h3>
<ul>
<li><strong>Consumer Spending:</strong> Increased services, particularly health care and international travel.</li>
<li><strong>Investment:</strong> Growth in intellectual property products (R&D), private inventories, and equipment (computers and peripherals).</li>
<li><strong>Government Spending:</strong> Declined due to reduced federal expenditures during the shutdown.</li>
<li><strong>Exports:</strong> Adjusted for investment-related precious metals transactions.</li>
</ul>
<h2>Summary of Key Economic Indicators (Q4 2025)</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>Indicator</th>
<th>Percent Change (SAAR)</th>
</tr>
</thead>
<tbody>
<tr>
<td>Real GDP</td>
<td>1.4%</td>
</tr>
<tr>
<td>Current-dollar GDP</td>
<td>5.1%</td>
</tr>
<tr>
<td>Real final sales to private domestic purchasers</td>
<td>2.4%</td>
</tr>
<tr>
<td>Gross domestic purchases price index</td>
<td>3.7%</td>
</tr>
<tr>
<td>PCE price index</td>
<td>2.9%</td>
</tr>
<tr>
<td>PCE price index excluding food and energy</td>
<td>2.7%</td>
</tr>
</tbody>
</table>
<h2>Upcoming Releases and Data Access</h2>
<ul>
<li>Next GDP release (Second Estimate for Q4 2025 and Year 2025): March 13, 2026, at 8:30 a.m. EDT.</li>
<li>BEA has modernized its news release format to include direct links to interactive data tables, enhancing accessibility and transparency.</li>
<li>Historical and detailed data are available via BEA’s Interactive Data Application and Data Archive.</li>
</ul>
<h2>Conclusion</h2>
<p>The U.S. economy demonstrated moderate growth in the fourth quarter of 2025, supported by consumer spending and investment, despite challenges such as the federal government shutdown. These economic activities contribute to multiple Sustainable Development Goals, including promoting sustained economic growth, innovation, health, and responsible consumption. Continued monitoring and data transparency remain essential for informed policy-making aligned with sustainable development.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses real GDP growth, consumer spending, investment, government spending, and employment data, all related to economic growth and labor market conditions.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Increases in investment in intellectual property products, research and development (R&D), equipment, and manufacturing indicate innovation and industrial development.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article references data sharing and collaboration between government agencies (BEA, BLS, Census Bureau), reflecting partnerships and data transparency.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.1: Sustain per capita economic growth in accordance with national circumstances.</li>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity, and innovation.</li>
<li>Target 8.5: Achieve full and productive employment and decent work for all women and men.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Target 9.5: Enhance scientific research, upgrade technological capabilities, and encourage innovation.</li>
<li>Target 9.2: Promote inclusive and sustainable industrialization and, by 2030, raise industry’s share of employment and GDP.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Target 17.18: Enhance capacity-building support to developing countries to increase significantly the availability of high-quality, timely and reliable data.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>SDG 8 Indicators</strong>
<ul>
<li>8.1.1: Annual growth rate of real GDP per capita.</li>
<li>8.5.2: Unemployment rate, by sex, age, and persons with disabilities.</li>
<li>Consumer spending growth rates and investment rates as economic activity measures.</li>
</ul>
</li>
<li><strong>SDG 9 Indicators</strong>
<ul>
<li>9.5.1: Research and development expenditure as a proportion of GDP.</li>
<li>Investment in intellectual property products and equipment as proxies for innovation and industrial capacity.</li>
</ul>
</li>
<li><strong>SDG 17 Indicators</strong>
<ul>
<li>17.18.1: Proportion of countries that have national statistical legislation that complies with the Fundamental Principles of Official Statistics.</li>
<li>Availability and accessibility of timely economic data (e.g., GDP estimates, price indexes) as shown by BEA’s data releases and improvements.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>
<ul>
<li>8.1: Sustain per capita economic growth</li>
<li>8.3: Promote productive activities and decent job creation</li>
<li>8.5: Achieve full and productive employment</li>
</ul>
</td>
<td>
<ul>
<li>8.1.1: Annual growth rate of real GDP per capita</li>
<li>8.5.2: Unemployment rate by sex and age</li>
<li>Consumer spending and investment growth rates</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 9: Industry, Innovation, and Infrastructure</strong></td>
<td>
<ul>
<li>9.5: Enhance scientific research and technological capabilities</li>
<li>9.2: Promote inclusive and sustainable industrialization</li>
</ul>
</td>
<td>
<ul>
<li>9.5.1: R&D expenditure as proportion of GDP</li>
<li>Investment in intellectual property products, equipment, and manufacturing</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 17: Partnerships for the Goals</strong></td>
<td>
<ul>
<li>17.18: Enhance capacity-building for data availability and quality</li>
</ul>
</td>
<td>
<ul>
<li>17.18.1: Compliance with statistical principles and availability of timely economic data</li>
<li>BEA’s modernization and data transparency initiatives</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.bea.gov/news/2026/gdp-advance-estimate-4th-quarter-and-year-2025">bea.gov</a></strong></p>
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<title>GLP&#45;1s could help curb substance use disorders, from alcohol to opioids, study suggests – NBC News</title>
<link>https://sdgtalks.ai/glp-1s-could-help-curb-substance-use-disorders-from-alcohol-to-opioids-study-suggests-nbc-news</link>
<guid>https://sdgtalks.ai/glp-1s-could-help-curb-substance-use-disorders-from-alcohol-to-opioids-study-suggests-nbc-news</guid>
<description><![CDATA[ GLP-1s could help curb substance use disorders, from alcohol to opioids, study suggests  NBC News ]]></description>
<enclosure url="https://media-cldnry.s-nbcnews.com/image/upload/t_nbcnews-fp-1200-630,f_auto,q_auto:best/rockcms/2026-03/260304-addiction-drinking-glp-gk-e9e290.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 18:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>GLP-1s, could, help, curb, substance, use, disorders, from, alcohol, opioids, study, suggests, –, NBC, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>GLP-1 Drugs and Their Potential Impact on Substance Use Disorders: A Report Emphasizing Sustainable Development Goals</h2>
<div><img decoding="async" src="https://media-cldnry.s-nbcnews.com/image/upload/t_nbcnews-fp-1200-630,f_auto,q_auto:best/rockcms/2026-03/260304-addiction-drinking-glp-gk-e9e290.jpg" alt="GLP-1 Drugs and Addiction"></div>
<h3>Introduction</h3>
<p>Emerging evidence suggests that GLP-1 drugs, including semaglutide and tirzepatide, may assist individuals in reducing cigarette smoking, alcohol consumption, and opioid use. This development aligns with the Sustainable Development Goals (SDGs), particularly SDG 3: Good Health and Well-being, by addressing substance use disorders (SUDs) and promoting healthier lives.</p>
<h3>Background and Research Overview</h3>
<p>As GLP-1 medications have gained popularity, anecdotal reports indicated diminished urges to consume alcohol or drugs among users. Subsequent peer-reviewed studies have supported these observations.</p>
<p>Christian Hendershot, Director of Clinical Research at the USC Institute for Addiction Science, emphasized the accumulating positive potential of GLP-1s in treating substance use.</p>
<h3>Recent Study and Methodology</h3>
<ol>
<li>A recent study published in <em>The BMJ</em> expanded the scope to include multiple substance use disorders such as cannabis, cocaine, nicotine, and opioids.</li>
<li>Researchers analyzed records from over 600,000 patients within the Department of Veterans Affairs database, predominantly male (90%) with an average age of 65.</li>
<li>All patients had Type 2 diabetes and were treated either with GLP-1 drugs or sodium-glucose cotransporter-2 inhibitors (SGLT2).</li>
<li>The study employed emulated target trials to simulate seven clinical trials, assessing both treatment effects and prevention potential of GLP-1 drugs on substance use disorders.</li>
</ol>
<h3>Key Findings</h3>
<ul>
<li>Among individuals with pre-existing substance use disorders, GLP-1 drug users experienced fewer emergency room visits, hospitalizations, and deaths related to substance use.</li>
<li>The positive effects were consistent across various substances, including alcohol, opioids, and stimulants.</li>
<li>GLP-1 drugs may address the root causes of addiction, suggesting a broad-spectrum therapeutic potential.</li>
<li>Preliminary evidence indicated that GLP-1 drugs might also help prevent the development or recurrence of substance use disorders.</li>
</ul>
<h3>Implications for Sustainable Development Goals</h3>
<p>This research supports several SDGs, notably:</p>
<ul>
<li><strong>SDG 3 (Good Health and Well-being):</strong> By potentially providing effective treatment and prevention for multiple substance use disorders, GLP-1 drugs contribute to reducing premature mortality and promoting mental health.</li>
<li><strong>SDG 10 (Reduced Inequalities):</strong> Addressing substance use disorders in diverse populations, including veterans and older adults, helps reduce health disparities.</li>
<li><strong>SDG 17 (Partnerships for the Goals):</strong> The study exemplifies collaboration between research institutions and healthcare systems to advance public health knowledge.</li>
</ul>
<h3>Challenges and Future Directions</h3>
<ul>
<li>Substance use disorders affect approximately 50 million people in the United States, yet treatment access remains limited.</li>
<li>Current FDA-approved medications target alcohol, opioid, and nicotine use disorders, but effective treatments for cannabis, stimulants, and sedatives are lacking.</li>
<li>Relapse rates remain high even with existing treatments, highlighting the need for novel therapies.</li>
<li>Further randomized clinical trials are underway to rigorously test GLP-1 drugs’ efficacy in treating addiction.</li>
<li>Researchers acknowledge that substance use disorders are complex, and no single medication will be universally effective.</li>
</ul>
<h3>Mechanism of Action</h3>
<p>GLP-1 drugs are believed to modulate the brain’s reward signaling pathways. Analogous to their effect in obesity treatment—where they reduce the constant preoccupation with food—these drugs may similarly diminish cravings and preoccupation with addictive substances.</p>
<h3>Conclusion</h3>
<p>The growing body of evidence positions GLP-1 drugs as promising candidates for addressing multiple substance use disorders, contributing to the achievement of SDG 3 by improving health outcomes and reducing the burden of addiction. Continued research and clinical trials will clarify their role in comprehensive addiction treatment strategies.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article discusses advances in medical treatment for substance use disorders, which directly relates to improving health and well-being.</li>
<li>Focus on reducing substance abuse and related health complications.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Substance use disorders affect diverse populations, including veterans and older adults, highlighting the need to reduce health inequalities.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3 Targets</strong>
<ul>
<li><strong>Target 3.5:</strong> Strengthen the prevention and treatment of substance abuse, including narcotic drug abuse and harmful use of alcohol.</li>
<li><strong>Target 3.4:</strong> Reduce premature mortality from non-communicable diseases through prevention and treatment and promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 10 Targets</strong>
<ul>
<li><strong>Target 10.2:</strong> Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators Related to SDG 3.5</strong>
<ul>
<li>Number of emergency room visits related to substance use.</li>
<li>Number of hospitalizations related to substance use disorders.</li>
<li>Mortality rates related to substance use.</li>
<li>Prevalence of substance use disorders in populations (e.g., veterans, older adults).</li>
<li>Rates of relapse and treatment success for substance use disorders.</li>
</ul>
</li>
<li><strong>Indicators Related to SDG 10.2</strong>
<ul>
<li>Access to treatment for substance use disorders across different demographic groups.</li>
<li>Inclusion of marginalized populations in health interventions.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.5: Strengthen prevention and treatment of substance abuse</li>
<li>3.4: Reduce premature mortality and promote mental health</li>
</ul>
</td>
<td>
<ul>
<li>Emergency room visits related to substance use</li>
<li>Hospitalizations related to substance use disorders</li>
<li>Mortality rates related to substance use</li>
<li>Prevalence and relapse rates of substance use disorders</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion of all</li>
</ul>
</td>
<td>
<ul>
<li>Access to treatment across demographic groups</li>
<li>Inclusion of marginalized populations in health programs</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.nbcnews.com/health/health-news/glp1-drugs-addiction-alcohol-opioids-cigarettes-substance-use-disorder-rcna261746">nbcnews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>The Millisecond That Could Change Cancer Treatment – IEEE Spectrum</title>
<link>https://sdgtalks.ai/the-millisecond-that-could-change-cancer-treatment-ieee-spectrum</link>
<guid>https://sdgtalks.ai/the-millisecond-that-could-change-cancer-treatment-ieee-spectrum</guid>
<description><![CDATA[ The Millisecond That Could Change Cancer Treatment  IEEE Spectrum ]]></description>
<enclosure url="https://spectrum.ieee.org/media-library/photo-of-a-white-haired-man-standing-next-to-floor-to-ceiling-experimental-equipment-with-many-tubes-and-wires.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 18:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>The, Millisecond, That, Could, Change, Cancer, Treatment, –, IEEE, Spectrum</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on FLASH Radiotherapy Development and Its Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>Introduction</h3>
<p>At the Swiss-French border, physicist Walter Wuensch oversees advanced particle accelerator technology at CERN, repurposed to develop FLASH radiotherapy—a revolutionary cancer treatment method. This initiative exemplifies the integration of cutting-edge physics with healthcare innovation, directly contributing to several United Nations Sustainable Development Goals (SDGs), notably SDG 3 (Good Health and Well-being) and SDG 9 (Industry, Innovation, and Infrastructure).</p>
<h3>Background and Significance of FLASH Radiotherapy</h3>
<ol>
<li><strong>Historical Context:</strong> Radiation therapy has been a fundamental cancer treatment since the discovery of X-rays in 1895. Conventional methods involve multiple low-dose sessions that risk damaging healthy tissue.</li>
<li><strong>FLASH Radiotherapy Innovation:</strong> FLASH delivers ultrahigh-power radiation in less than a tenth of a second, significantly reducing harm to healthy tissue while maintaining tumor control.</li>
<li><strong>Potential Impact:</strong> This technique promises stronger treatments with fewer side effects and increased accessibility, supporting SDG 3 by improving health outcomes and SDG 10 (Reduced Inequalities) by potentially expanding access to cancer care worldwide.</li>
</ol>
<h3>The Origin and Scientific Breakthrough of FLASH Therapy</h3>
<ul>
<li><strong>Initial Discovery:</strong> In the 1990s, Institut Curie researchers Vincent Favaudon and Marie-Catherine Vozenin observed that ultrafast, high-dose radiation did not cause expected lung fibrosis in mice.</li>
<li><strong>Experimental Expansion:</strong> Subsequent studies demonstrated that FLASH could eradicate tumors while sparing healthy tissue, overturning traditional radiotherapy trade-offs.</li>
<li><strong>Scientific Validation:</strong> Published findings in 2014 and subsequent studies confirmed FLASH’s efficacy across various tissues and species, fostering confidence in this novel approach.</li>
</ul>
<h3>Technological Adaptation for FLASH Radiotherapy</h3>
<p>To translate FLASH into clinical practice, researchers addressed several technical challenges:</p>
<ul>
<li><strong>Accelerator Development:</strong> Existing low-energy accelerators were insufficient for deep tumors; thus, high-energy linear accelerators capable of ultrafast, precise electron beam delivery were developed.</li>
<li><strong>Innovations at CERN and SLAC:</strong> CERN’s CLEAR facility and SLAC National Accelerator Laboratory contributed advanced accelerator technologies, enabling compact, efficient machines suitable for clinical settings.</li>
<li><strong>Engineering Challenges:</strong> Efforts focus on reducing size and power consumption to create hospital-compatible systems, aligning with SDG 9 by fostering sustainable industrial innovation.</li>
</ul>
<h3>Theryq’s Clinical Development Approach</h3>
<ol>
<li><strong>Versatile Treatment Systems:</strong> Theryq is developing a range of FLASH devices targeting different tumor depths, including FLASHKNiFE for superficial tumors and FLASHDEEP for deep-seated tumors.</li>
<li><strong>Integration of Imaging and Precision:</strong> Systems incorporate CT imaging and advanced patient positioning to ensure accurate, rapid treatment delivery.</li>
<li><strong>Collaborative Efforts:</strong> Partnerships with CERN and clinical institutions exemplify multi-sector collaboration, supporting SDG 17 (Partnerships for the Goals).</li>
</ol>
<h3>Preclinical and Animal Testing Facilities</h3>
<ul>
<li><strong>Photo Injector Test Facility (PITZ):</strong> Located in Germany, PITZ provides a tunable accelerator and biomedical lab for systematic FLASH dose-rate studies and animal testing.</li>
<li><strong>Research Methodology:</strong> Studies progress from transparent zebra-fish embryos to mice, utilizing precise beam control and imaging to optimize treatment parameters.</li>
<li><strong>Technical Innovations:</strong> Development of new detectors to accurately measure ultrahigh dose rates addresses critical challenges in treatment safety and efficacy.</li>
</ul>
<h3>FLASH Radiotherapy as a Research and Societal Tool</h3>
<p>Beyond treatment, FLASH offers unique opportunities to advance cancer biology understanding, potentially leading to novel therapies. Its ability to reduce treatment sessions can:</p>
<ul>
<li>Enhance global access to cancer care, particularly in low- and middle-income countries (supporting SDG 3 and SDG 10).</li>
<li>Reduce healthcare costs and facility burdens in high-income countries.</li>
<li>Foster collaborative research and innovation, contributing to SDG 9 and SDG 17.</li>
</ul>
<h3>Conclusion and Future Outlook</h3>
<p>FLASH radiotherapy represents a transformative advancement in cancer treatment with significant alignment to the Sustainable Development Goals. While challenges remain, ongoing research, technological innovation, and international collaboration are paving the way for clinical adoption within the next decade. This progress underscores a commitment to improving global health outcomes, reducing inequalities, and promoting sustainable innovation.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article focuses on advancements in cancer treatment through FLASH radiotherapy, aiming to improve health outcomes and reduce side effects.</li>
<li>It highlights efforts to make cancer treatment more accessible and effective worldwide.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>Development of advanced particle accelerators and medical technology for FLASH therapy demonstrates innovation in infrastructure and technology.</li>
<li>Collaboration between research institutions and companies to develop compact, efficient medical devices.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>FLASH therapy’s potential to increase access to radiotherapy in low- and middle-income countries addresses health inequalities.</li>
<li>Reducing the burden of cancer treatment by enabling fewer sessions and lower costs.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article describes international collaboration among CERN, universities, hospitals, and companies to develop and implement FLASH therapy.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li><em>Target 3.4:</em> By 2030, reduce by one third premature mortality from non-communicable diseases through prevention and treatment.</li>
<li><em>Target 3.8:</em> Achieve universal health coverage, including access to quality essential health-care services and access to safe, effective, quality, and affordable essential medicines and vaccines.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li><em>Target 9.5:</em> Enhance scientific research, upgrade the technological capabilities of industrial sectors, including encouraging innovation and increasing the number of research and development workers.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li><em>Target 10.2:</em> Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li><em>Target 17.6:</em> Enhance North-South, South-South and triangular regional and international cooperation on and access to science, technology and innovation.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Health Outcome Indicators</strong>
<ul>
<li>Reduction in tumor size and eradication rates in animal and human trials (implied through studies on mice, zebra fish, and human subjects).</li>
<li>Decrease in radiation-induced damage to healthy tissue, measured by tissue samples and scarring (e.g., fibrosis indicators).</li>
<li>Number of cancer patients receiving radiotherapy and improved survival rates (implied through increased access and effectiveness).</li>
</ul>
</li>
<li><strong>Technology and Innovation Indicators</strong>
<ul>
<li>Development and deployment of compact, high-energy linear accelerators capable of delivering FLASH therapy.</li>
<li>Number of clinical trials and phases completed for FLASH therapy devices.</li>
<li>Efficiency and precision metrics of accelerators (e.g., beam energy, dose rate, timing precision).</li>
</ul>
</li>
<li><strong>Access and Equity Indicators</strong>
<ul>
<li>Percentage of patients in low- and middle-income countries with access to radiotherapy.</li>
<li>Reduction in treatment sessions required per patient, lowering cost and travel burden.</li>
</ul>
</li>
<li><strong>Partnership and Collaboration Indicators</strong>
<ul>
<li>Number of international collaborations and partnerships established for FLASH therapy research and development.</li>
<li>Joint publications, patents, and technology transfers among institutions.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.4: Reduce premature mortality from non-communicable diseases.</li>
<li>3.8: Achieve universal health coverage and access to quality health services.</li>
</ul>
</td>
<td>
<ul>
<li>Tumor eradication rates in trials.</li>
<li>Reduction in radiation-induced healthy tissue damage (fibrosis/scarring).</li>
<li>Increased number of patients receiving effective radiotherapy.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>
<ul>
<li>9.5: Enhance scientific research and technological capabilities.</li>
</ul>
</td>
<td>
<ul>
<li>Development of compact, efficient linear accelerators.</li>
<li>Number and progress of clinical trials for FLASH devices.</li>
<li>Accelerator performance metrics (energy, dose rate, precision).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote inclusion and reduce inequalities in health access.</li>
</ul>
</td>
<td>
<ul>
<li>Access rates to radiotherapy in low- and middle-income countries.</li>
<li>Reduction in treatment sessions and associated patient burden.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.6: Enhance international cooperation on science, technology, and innovation.</li>
</ul>
</td>
<td>
<ul>
<li>Number of international research collaborations.</li>
<li>Joint scientific outputs and technology development partnerships.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://spectrum.ieee.org/flash-radiotherapy">spectrum.ieee.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>PAHO Belize wins Resilience &amp;amp; Disaster Risk Reduction Award at the UK&#45;Belize Climate and Nature Legacy Awards 2026 – Pan American Health Organization (PAHO)</title>
<link>https://sdgtalks.ai/paho-belize-wins-resilience-disaster-risk-reduction-award-at-the-uk-belize-climate-and-nature-legacy-awards-2026-pan-american-health-organization-paho</link>
<guid>https://sdgtalks.ai/paho-belize-wins-resilience-disaster-risk-reduction-award-at-the-uk-belize-climate-and-nature-legacy-awards-2026-pan-american-health-organization-paho</guid>
<description><![CDATA[ PAHO Belize wins Resilience &amp; Disaster Risk Reduction Award at the UK-Belize Climate and Nature Legacy Awards 2026  Pan American Health Organization (PAHO) ]]></description>
<enclosure url="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 17:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>PAHO, Belize, wins, Resilience, Disaster, Risk, Reduction, Award, the, UK-Belize, Climate, and, Nature, Legacy, Awards, 2026, –, Pan, American, Health, Organization, PAHO</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on PAHO Belize’s Recognition for Climate Resilience in Health Sector</h2>
<h3>Introduction</h3>
<p><strong>City of Belmopan, Belize, February 18, 2026</strong> – The Pan American Health Organization (PAHO) Belize was honored with the Resilience and Disaster Risk Reduction Award at the UK-Belize Climate and Nature Legacy Awards 2026. This event, funded by the UK’s Climate & Nature Diplomacy Fund (CNDF), took place on February 3 at the residence of the British High Commissioner in Belmopan, Belize.</p>
<h3>Award Overview and Selection Process</h3>
<p>The awards ceremony featured ten categories recognizing companies, entities, and associations operating in Belize. Nominees were selected by the Caribbean Development Group of the British High Commission. PAHO Belize was selected as the winner from five nominees in the Resilience and Disaster Risk Reduction category, highlighting its leadership in climate resilience within the health sector.</p>
<h3>PAHO Belize’s Contribution to Sustainable Development Goals (SDGs)</h3>
<p>PAHO Belize’s efforts align closely with several Sustainable Development Goals, particularly:</p>
<ol>
<li><strong>SDG 3:</strong> Good Health and Well-being – by ensuring health facilities remain operational during disasters.</li>
<li><strong>SDG 7:</strong> Affordable and Clean Energy – through the integration of renewable energy solutions.</li>
<li><strong>SDG 11:</strong> Sustainable Cities and Communities – by making health infrastructure safer and more resilient.</li>
<li><strong>SDG 13:</strong> Climate Action – by enhancing disaster risk reduction and climate resilience.</li>
</ol>
<h3>The SMART Hospital Initiative</h3>
<p>PAHO Belize’s leadership was particularly recognized for the SMART Hospital Initiative, first implemented in Belize and other Caribbean countries with funding from the UK Department for International Development (DFID). This initiative has demonstrated effectiveness in maintaining health facility operations during and after hurricanes and natural disasters.</p>
<h4>Key Features of the Initiative</h4>
<ul>
<li>Upgrading five health facilities across Belize with safety, green, and functional improvements.</li>
<li>Enhancements included hurricane and earthquake structural resilience, improved fire safety, water and electrical systems, infection control, and structural repairs.</li>
<li>Climate-smart upgrades such as rainwater harvesting, energy-efficient lighting, solar water heating, photovoltaic power systems, improved ventilation, and waste management.</li>
<li>Functional improvements including accessibility ramps and handrails, expanded storage, and renovated laboratories and pharmacies.</li>
</ul>
<h3>Expansion and Capacity Building</h3>
<p>Building on initial successes, PAHO Belize has expanded the SMART Hospital Initiative to upgrade additional health facilities with sustainable energy solutions, further ensuring climate resilience. Capacity building remains a priority, with training provided to stakeholders including the civil works department.</p>
<p>Currently, Belize uses the Green Checklist and Hospital Safety Index as national standards for constructing new health facilities and retrofitting existing ones, reflecting the institutionalization of sustainable practices aligned with SDG 9 (Industry, Innovation, and Infrastructure).</p>
<h3>Leadership and Regional Impact</h3>
<p>Dr. Karen Lewis-Bell, PAHO/WHO Representative in Belize, emphasized the importance of PAHO’s technical leadership in health emergencies, especially in the Caribbean, a region highly vulnerable to climate-related disasters. PAHO’s role in strengthening health systems ensures continuity of essential services during disasters and health emergencies.</p>
<h3>Key Achievements</h3>
<ul>
<li>26 health facilities audited for vulnerability and resilience needs in Belize.</li>
<li>Five facilities upgraded to GOLD SMART standards: Cleopatra White, San Ignacio Community Hospital, Palm Centre Nursing Home, Independence Primary Care, and Isabel Palma Primary Care.</li>
<li>184 personnel trained (including 64 women) in assessment, renewable energy, contingency planning, and maintenance.</li>
<li>Installation of 45 kW solar power systems generating approximately USD 125,000 in annual savings.</li>
<li>Regional program strengthened access to reliable healthcare for over 858,000 people during disasters.</li>
</ul>
<h3>Visual Documentation</h3>
<figure role="group" class="align-center">
  <img loading="lazy" decoding="async" src="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage.jpg" alt="Collage of photos from the UK-Belize Climate and Nature Legacy Awards." width="940" height="788" class="img-responsive"><figcaption>Credit: British High Commission</figcaption></figure>
<figure role="group" class="align-center">
  <img loading="lazy" decoding="async" src="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage2.jpg" alt="Collage of photos from the UK-DFID Smart Hospital Initiative Project." width="940" height="788" class="img-responsive"><figcaption>Project Photos<br>Credit – PAHO Belize</figcaption></figure>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong> – The article focuses on strengthening health facilities to ensure continuity of essential health services during disasters and emergencies.</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong> – Implementation of renewable energy solutions such as solar power and energy-efficient lighting in health facilities.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Enhancing resilience of health infrastructure to natural disasters like hurricanes and earthquakes.</li>
<li><strong>SDG 13: Climate Action</strong> – Building climate resilience in health facilities and promoting disaster risk reduction.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3 Targets:</strong>
<ul>
<li>3.d: Strengthen the capacity of all countries for early warning, risk reduction, and management of national and global health risks.</li>
</ul>
</li>
<li><strong>SDG 7 Targets:</strong>
<ul>
<li>7.2: Increase substantially the share of renewable energy in the global energy mix.</li>
<li>7.3: Double the global rate of improvement in energy efficiency.</li>
</ul>
</li>
<li><strong>SDG 11 Targets:</strong>
<ul>
<li>11.5: Reduce the number of deaths and the number of people affected by disasters, including water-related disasters.</li>
<li>11.b: Increase the number of cities and human settlements adopting and implementing integrated policies and plans towards inclusion, resource efficiency, mitigation and adaptation to climate change.</li>
</ul>
</li>
<li><strong>SDG 13 Targets:</strong>
<ul>
<li>13.1: Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries.</li>
<li>13.3: Improve education, awareness-raising and human and institutional capacity on climate change mitigation, adaptation, impact reduction, and early warning.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Health Facility Audits and Upgrades:</strong> Number of health facilities audited for vulnerability and resilience (26 audited, 5 upgraded to GOLD SMART standards).</li>
<li><strong>Training and Capacity Building:</strong> Number of personnel trained in assessment, renewable energy, contingency planning, and maintenance (184 personnel trained, including 64 women).</li>
<li><strong>Renewable Energy Installation:</strong> Installed solar capacity (45 kW solar installed) and estimated annual savings (~USD 125,000).</li>
<li><strong>Access to Healthcare During Disasters:</strong> Number of people with strengthened access to reliable healthcare during disasters (over 858,000 people).</li>
<li><strong>Use of Standards:</strong> Adoption of Green Checklist and Hospital Safety Index as national standards for building and retrofitting health facilities.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>3.d: Strengthen capacity for early warning, risk reduction, and management of health risks</td>
<td>
<ul>
<li>Number of health facilities audited for vulnerability (26)</li>
<li>Number of health facilities upgraded to GOLD SMART standards (5)</li>
<li>Number of personnel trained in relevant skills (184)</li>
<li>Use of Hospital Safety Index as a national standard</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.2: Increase share of renewable energy</li>
<li>7.3: Double rate of improvement in energy efficiency</li>
</ul>
</td>
<td>
<ul>
<li>Installed solar power capacity (45 kW)</li>
<li>Annual cost savings from renewable energy (~USD 125,000)</li>
<li>Implementation of energy-efficient lighting and solar water heating</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.5: Reduce deaths and affected people from disasters</li>
<li>11.b: Increase cities adopting integrated policies for resilience</li>
</ul>
</td>
<td>
<ul>
<li>Number of health facilities strengthened for disaster resilience</li>
<li>Population with improved access to healthcare during disasters (858,000+)</li>
<li>Use of Green Checklist for building standards</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1: Strengthen resilience and adaptive capacity to climate hazards</li>
<li>13.3: Improve education and capacity on climate change and early warning</li>
</ul>
</td>
<td>
<ul>
<li>Training of personnel in contingency planning and climate-smart upgrades</li>
<li>Implementation of climate-smart infrastructure improvements (rainwater harvesting, ventilation, waste management)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.paho.org/en/news/18-2-2026-paho-belize-wins-resilience-disaster-risk-reduction-award-uk-belize-climate-and">paho.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>One Year After USAID: How to Actually Fix Foreign Aid – Foreign Policy</title>
<link>https://sdgtalks.ai/one-year-after-usaid-how-to-actually-fix-foreign-aid-foreign-policy</link>
<guid>https://sdgtalks.ai/one-year-after-usaid-how-to-actually-fix-foreign-aid-foreign-policy</guid>
<description><![CDATA[ One Year After USAID: How to Actually Fix Foreign Aid  Foreign Policy ]]></description>
<enclosure url="https://foreignpolicy.com/wp-content/uploads/2026/02/Foreign-aid-GettyImages-2261696192.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 17:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>One, Year, After, USAID:, How, Actually, Fix, Foreign, Aid, –, Foreign, Policy</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Reforming Foreign Aid with Emphasis on Sustainable Development Goals (SDGs)</h2>
<h3>Introduction</h3>
<p>In the past year, significant reductions in U.S. foreign aid have occurred, notably with the closure of the U.S. Agency for International Development (USAID) and termination of over 80% of U.S. foreign aid grants and contracts. Other major donors such as the United Kingdom and Germany have also reduced their contributions. The United Nations’ humanitarian funding decreased by nearly 40% compared to 2024, amounting to $15 billion in 2025. This reduction in aid funding coincides with increased global humanitarian needs, posing challenges to achieving the Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 2 (Zero Hunger), SDG 3 (Good Health and Well-being), and SDG 16 (Peace, Justice and Strong Institutions).</p>
<h3>Current Humanitarian and Development Challenges</h3>
<ul>
<li>Up to 1.6 million lives could have been saved if U.S. funding had not been cut, highlighting the critical role of aid in SDG 3 (Good Health and Well-being).</li>
<li>Global child mortality is rising for the first time this century, threatening progress towards SDG 3.</li>
<li>Approximately 23 million lives may be lost by 2030 in low- and middle-income countries due to defunding trends.</li>
<li>The International Rescue Committee (IRC) reports 2 million clients lost services completely, and 6 million suffered service reductions, impacting SDG 3 and SDG 10 (Reduced Inequalities).</li>
<li>More than half of health facilities run by IRC in crisis zones have closed or lost critical services.</li>
<li>There are currently around 60 wars worldwide, with over 122 million forcibly displaced people, nearly 40 million facing severe hunger, and 239 million in humanitarian need, severely affecting SDG 16 (Peace, Justice and Strong Institutions) and SDG 2 (Zero Hunger).</li>
</ul>
<h3>Perception and Misconceptions about Foreign Aid</h3>
<p>Public perception often overestimates the amount spent on foreign aid, with many Americans believing that a quarter of the federal budget is allocated overseas, whereas the actual figure is about 1%. This misperception affects political support for aid, which is crucial for advancing SDG 17 (Partnerships for the Goals).</p>
<p>Common misconceptions include beliefs that aid is wasteful or ineffective. However, evidence shows:</p>
<ol>
<li>Global immunization efforts have saved an estimated 154 million lives over the past 50 years (SDG 3).</li>
<li>The President’s Emergency Plan for AIDS Relief has saved over 25 million lives (SDG 3).</li>
<li>Cost-effective interventions, such as delivering vaccines for approximately $2 per shot, demonstrate aid efficiency compared to much higher costs in developed countries.</li>
</ol>
<h3>Need for Aid System Reform</h3>
<p>The geography of poverty has shifted, with more than half of the world’s extreme poor now residing in fragile and conflict-affected states. However, only about 25% of global aid flows to these countries, which account for nearly 90% of humanitarian need. This misalignment hinders progress towards SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 16 (Peace, Justice and Strong Institutions).</p>
<p>Key reform considerations include:</p>
<ul>
<li>Focusing aid on crisis-affected and fragile states rather than spreading resources thinly across countries with improving economies.</li>
<li>Implementing simpler, more targeted interventions to increase cost-effectiveness and impact.</li>
<li>Increasing investment in health and humanitarian interventions, which currently receive only 24% of total aid spending despite strong public support and high impact.</li>
<li>Enhancing innovation in aid delivery, including predictive forecasting, artificial intelligence for disease diagnosis, and improved vaccine cold-chain technologies to support SDG 3 and SDG 9 (Industry, Innovation and Infrastructure).</li>
<li>Mobilizing new financial mechanisms such as humanitarian debt swaps and parametric insurance to support vulnerable countries facing debt distress and climate disasters, aligning with SDG 13 (Climate Action) and SDG 17.</li>
</ul>
<h3>Recommendations for a Sustainable Foreign Aid Framework</h3>
<ol>
<li>Center aid systems on accountability for outcomes rather than inputs, ensuring measurable progress towards SDGs.</li>
<li>Prioritize aid allocation to fragile and conflict-affected states to address the highest humanitarian needs and support SDG 16.</li>
<li>Promote innovation and financial instruments to enhance the efficiency and responsiveness of aid programs, supporting SDG 9 and SDG 13.</li>
<li>Increase public awareness and correct misconceptions about foreign aid to build political and social support for sustainable development efforts (SDG 17).</li>
<li>Encourage international cooperation and partnerships to mobilize resources and share best practices in aid delivery.</li>
</ol>
<h3>Conclusion</h3>
<p>The abolition of USAID marks a significant shift in U.S. foreign aid policy; however, the global community faces a critical choice between continued retreat or purposeful reform. Strengthening foreign aid systems aligned with the Sustainable Development Goals is essential to address escalating humanitarian crises, reduce poverty and inequality, improve health outcomes, and promote peace and stability worldwide.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses the impact of cuts in foreign aid on vulnerable populations in crisis and conflict zones, highlighting increased poverty and humanitarian need.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Severe hunger affecting close to 40 million people is mentioned, along with malnutrition treatment gaps in conflict zones.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on health services reductions, vaccine delivery, child mortality rise, and treatment of diseases such as AIDS.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Disparities in aid distribution, with fragile and conflict-affected states receiving disproportionately less aid.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>References to ongoing conflicts, wars, and displacement affecting millions.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Emphasis on international aid, reform of aid systems, donor commitments, and global cooperation.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1 – Target 1.5:</strong> Build resilience of the poor and reduce their exposure to climate-related extreme events and other economic, social and environmental shocks and disasters.
<ul>
<li>Implied by the need for humanitarian aid in conflict and crisis zones.</li>
</ul>
</li>
<li><strong>SDG 2 – Target 2.1 and 2.2:</strong> End hunger and ensure access to safe, nutritious food; end all forms of malnutrition.
<ul>
<li>Article mentions malnutrition treatment gaps and interventions to improve cost-effectiveness.</li>
</ul>
</li>
<li><strong>SDG 3 – Target 3.2 and 3.3:</strong> End preventable deaths of newborns and children under 5; end epidemics of AIDS and other communicable diseases.
<ul>
<li>Child mortality rise and AIDS relief programs are discussed.</li>
</ul>
</li>
<li><strong>SDG 10 – Target 10.2:</strong> Empower and promote social, economic and political inclusion of all.
<ul>
<li>Unequal aid distribution to fragile states versus middle-income countries.</li>
</ul>
</li>
<li><strong>SDG 16 – Target 16.1:</strong> Significantly reduce all forms of violence and related death rates everywhere.
<ul>
<li>Reference to 60 wars and millions displaced.</li>
</ul>
</li>
<li><strong>SDG 17 – Target 17.2 and 17.9:</strong> Developed countries to implement fully their official development assistance commitments; enhance international support for capacity-building in developing countries.
<ul>
<li>Discussion on donor aid cuts and calls for reform and innovation in aid delivery.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Lives Saved / Mortality Rates</strong>
<ul>
<li>Estimates such as 1.6 million lives potentially saved with restored funding, 154 million lives saved by immunization, and 23 million lives lost due to defunding trends.</li>
</ul>
</li>
<li><strong>Humanitarian Funding Amounts</strong>
<ul>
<li>UN humanitarian funding cut by 40%, totaling $15 billion in 2025.</li>
</ul>
</li>
<li><strong>Service Coverage and Access</strong>
<ul>
<li>Number of clients losing services (2 million lost completely, 6 million reduced), percentage of health facilities closed or reduced services.</li>
<li>Percentage of children in conflict zones without access to malnutrition treatment (nearly 80%).</li>
</ul>
</li>
<li><strong>Cost-effectiveness Metrics</strong>
<ul>
<li>Cost per vaccine shot ($2 in conflict zones vs. $75 in New York), improvements in malnutrition treatment cost-effectiveness by up to 30%.</li>
</ul>
</li>
<li><strong>Conflict and Displacement Statistics</strong>
<ul>
<li>Number of wars ongoing (around 60), forcibly displaced people (122 million), people in humanitarian need (239 million).</li>
</ul>
</li>
<li><strong>Aid Distribution Percentages</strong>
<ul>
<li>Proportion of aid going to fragile states (14% to Emergency Watchlist countries), middle-income countries (44%), and rich countries (13%).</li>
<li>Health and humanitarian interventions receiving 24% of total spending.</li>
</ul>
</li>
<li><strong>Innovation and Anticipatory Action Funding</strong>
<ul>
<li>Less than 1% of global aid budget spent on anticipatory action.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.5: Build resilience of the poor and reduce exposure to shocks</td>
<td>Number of people affected by poverty due to aid cuts; humanitarian need statistics</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.1 & 2.2: End hunger and malnutrition</td>
<td>Percentage of children without access to malnutrition treatment; hunger statistics</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.2 & 3.3: End preventable child deaths; end epidemics of AIDS</td>
<td>Child mortality rates; lives saved by immunization and AIDS relief; vaccine delivery numbers</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.2: Promote inclusion of all</td>
<td>Distribution of aid by country income and fragility status</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>Target 16.1: Reduce violence and related death rates</td>
<td>Number of ongoing wars; forcibly displaced people; humanitarian need figures</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>Target 17.2 & 17.9: Fulfill ODA commitments; enhance capacity-building support</td>
<td>Humanitarian funding amounts; percentage of aid spent on health and humanitarian interventions; funding for innovation and anticipatory action</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://foreignpolicy.com/2026/02/19/foreign-aid-usaid-trump-humanitarian-funding/">foreignpolicy.com</a></strong></p>
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<title>WEAU investigates Burger King franchise operator over allegations of multi&#45;state labor violations – WEAU</title>
<link>https://sdgtalks.ai/weau-investigates-burger-king-franchise-operator-over-allegations-of-multi-state-labor-violations-weau</link>
<guid>https://sdgtalks.ai/weau-investigates-burger-king-franchise-operator-over-allegations-of-multi-state-labor-violations-weau</guid>
<description><![CDATA[ WEAU investigates Burger King franchise operator over allegations of multi-state labor violations  WEAU ]]></description>
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<pubDate>Sun, 05 Jul 2026 17:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>WEAU, investigates, Burger, King, franchise, operator, over, allegations, multi-state, labor, violations, –, WEAU</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Investigation Report: Child Labor and Wage Violations by Cave Enterprises</h2>
<h3>Overview</h3>
<p>WEAU has uncovered significant allegations of child labor and wage violations against Cave Enterprises, a Burger King franchise operator active in multiple states. This investigation highlights critical concerns related to labor rights and the protection of young workers, directly impacting several Sustainable Development Goals (SDGs), including SDG 8 (Decent Work and Economic Growth), SDG 10 (Reduced Inequalities), and SDG 16 (Peace, Justice, and Strong Institutions).</p>
<h2>Findings from Wisconsin Department of Workforce Development</h2>
<h3>Scope of Violations</h3>
<p>The Wisconsin Department of Workforce Development identified 1,656 violations affecting nearly 1,400 young workers across 104 Burger King locations. This case is recognized as the largest child labor violation in modern Wisconsin history.</p>
<h3>Types of Violations</h3>
<ul>
<li>Minors employed without work permits</li>
<li>Failure to provide legally mandated meal breaks</li>
<li>Non-payment of overtime wages</li>
<li>Employment of a 13-year-old at a Green Bay location, violating age restrictions</li>
</ul>
<h3>Legal and Financial Consequences</h3>
<ol>
<li>Cave Enterprises owes over $237,000 in penalties.</li>
<li>Deadline for payment set for February 25.</li>
<li>Potential for court action and additional penalties if payment is not made.</li>
</ol>
<h3>Investigation Background</h3>
<p>The investigation was initiated following 33 complaints filed between 2020 and 2023, revealing a systematic pattern of labor law violations. Wisconsin Department of Workforce Development Secretary Amy Pechacek emphasized the company’s awareness of employment laws and the seriousness of the infractions.</p>
<h2>Multi-State Investigation and Legal Actions</h2>
<h3>Expansion Beyond Wisconsin</h3>
<ul>
<li>Cave Enterprises operates Burger King franchises in eight states, including Illinois and Minnesota.</li>
<li>WEAU has filed Freedom of Information requests with the Illinois Department of Labor to obtain records of complaints or enforcement actions.</li>
<li>Illinois authorities have engaged with Wisconsin counterparts to gather additional information.</li>
</ul>
<h3>Legal Proceedings in Minnesota</h3>
<ul>
<li>The city of Duluth has filed a lawsuit against Cave Enterprises for alleged violations of the city’s paid sick leave ordinance.</li>
<li>A hearing is scheduled for March 16, with a trial set for June 9, 2026.</li>
<li>The same legal representation is involved in both Wisconsin and Minnesota cases.</li>
</ul>
<h3>Prior Litigation in Wisconsin</h3>
<p>In 2023, six Burger King managers and assistant managers in Milwaukee filed a lawsuit alleging unpaid overtime despite working over 40 hours per week. The case was settled for $2 million in Milwaukee County Court.</p>
<h2>Implications for Sustainable Development Goals (SDGs)</h2>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>Ensuring fair wages and legal working conditions for all employees, including minors.</li>
<li>Promoting safe and equitable labor practices within franchise operations.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>Protecting vulnerable youth workers from exploitation and illegal labor practices.</li>
<li>Addressing systemic inequalities in workplace treatment and compensation.</li>
</ul>
<h3>SDG 16: Peace, Justice, and Strong Institutions</h3>
<ul>
<li>Enforcing labor laws and holding corporations accountable.</li>
<li>Strengthening legal frameworks and cooperation between states for labor rights enforcement.</li>
</ul>
<h2>Next Steps and Ongoing Monitoring</h2>
<ol>
<li>Monitoring Cave Enterprises’ compliance with the payment deadline and potential court actions.</li>
<li>Tracking the Minnesota trial and further legal developments.</li>
<li>Continuing multi-state investigations to ensure comprehensive enforcement of labor laws.</li>
<li>Engaging with labor agencies to promote transparency and accountability.</li>
</ol>
<p>WEAU remains committed to reporting on this case and its implications for labor rights and sustainable development.</p>
<p><i>Copyright 2026 WEAU. All rights reserved.</i></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article highlights issues related to child labor, wage violations, unpaid overtime, and lack of compliance with labor laws, all of which directly relate to promoting sustained, inclusive, and sustainable economic growth, full and productive employment, and decent work for all.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The enforcement of labor laws, legal actions, and multi-state investigations reflect the role of effective, accountable, and transparent institutions in upholding justice and protecting workers’ rights.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>Under SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor, including recruitment and use of child soldiers.</li>
<li><strong>Target 8.5:</strong> Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities, and equal pay for work of equal value.</li>
</ul>
</li>
<li><strong>Under SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.3:</strong> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li><strong>Target 16.6:</strong> Develop effective, accountable, and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>For SDG 8 Targets</strong>
<ul>
<li><em>Indicator 8.7.1:</em> Proportion and number of children aged 5–17 years engaged in child labor, by sex and age.</li>
<li><em>Indicator 8.5.1:</em> Employment rate, by sex, age, and persons with disabilities.</li>
<li><em>Indicator related to wage violations:</em> Number of labor law violations related to wage and hour laws (implied through reported wage violations and unpaid overtime).</li>
</ul>
</li>
<li><strong>For SDG 16 Targets</strong>
<ul>
<li><em>Indicator 16.3.2:</em> Unsentenced detainees as a proportion of overall prison population (implied through legal enforcement actions).</li>
<li><em>Indicator 16.6.2:</em> Proportion of the population satisfied with their last experience of public services (implied through effectiveness of labor enforcement agencies and transparency in handling complaints).</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate forced labor and eliminate worst forms of child labor</li>
<li>8.5: Achieve full and productive employment and decent work for all</li>
</ul>
</td>
<td>
<ul>
<li>8.7.1: Proportion and number of children aged 5–17 engaged in child labor</li>
<li>8.5.1: Employment rate by sex, age, and disability status</li>
<li>Number of labor law violations related to wage and hour laws (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and ensure equal access to justice</li>
<li>16.6: Develop effective, accountable, and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>16.3.2: Unsentenced detainees as proportion of prison population (implied)</li>
<li>16.6.2: Population satisfaction with public services (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.weau.com/2026/02/24/weau-investigates-allegations-child-labor-violations-burger-king-franchise-operator/">weau.com</a></strong></p>
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<title>finds Denver&#45;area restaurant employed minors to load hazardous equipment, work outside of legally allowed hours | U.S. Department of Labor – U.S. Department of Labor (.gov)</title>
<link>https://sdgtalks.ai/finds-denver-area-restaurant-employed-minors-to-load-hazardous-equipment-work-outside-of-legally-allowed-hours-us-department-of-labor-us-department-of-labor-gov</link>
<guid>https://sdgtalks.ai/finds-denver-area-restaurant-employed-minors-to-load-hazardous-equipment-work-outside-of-legally-allowed-hours-us-department-of-labor-us-department-of-labor-gov</guid>
<description><![CDATA[ finds Denver-area restaurant employed minors to load hazardous equipment, work outside of legally allowed hours | U.S. Department of Labor  U.S. Department of Labor (.gov) ]]></description>
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<pubDate>Sun, 05 Jul 2026 17:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>finds, Denver-area, restaurant, employed, minors, load, hazardous, equipment, work, outside, legally, allowed, hours, U.S., Department, Labor, –, U.S., Department, Labor, .gov</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>U.S. Department of Labor Investigation Uncovers Child Labor and Overtime Violations at Mt. Fuji Sushi & Hibachi</h2>
<h3>Overview of Findings</h3>
<p>The U.S. Department of Labor (DOL) conducted an investigation into Mt. Fuji Hibachi Inc., operating as Mt. Fuji Sushi & Hibachi, a full-service restaurant located in Aurora. The investigation revealed multiple violations of federal labor laws, including child labor infractions and failure to compensate employees for earned overtime pay.</p>
<h3>Child Labor Violations</h3>
<ol>
<li>A 17-year-old employee was assigned to operate a trash compactor, a hazardous task prohibited for workers under 18, violating the Fair Labor Standards Act (FLSA) child labor provisions.</li>
<li>Fourteen workers aged 14 and 15 were permitted to work beyond legally allowed hours, including later and longer shifts than federal law permits.</li>
</ol>
<p>According to federal regulations:</p>
<ul>
<li>Children aged 14 and 15 may not work later than 7 p.m. between the day after Labor Day and May 31.</li>
<li>They may not work later than 9 p.m. from June 1 through Labor Day.</li>
<li>They cannot work more than eight hours per day on non-school days.</li>
</ul>
<h3>Overtime Pay Violations</h3>
<ul>
<li>Some employees were not paid the required time-and-one-half overtime rate for hours worked over 40 in a workweek; instead, they received straight time pay.</li>
<li>Other employees were not compensated at all for overtime hours worked.</li>
<li>The total amount recovered in back wages due to overtime violations was $20,213.</li>
</ul>
<h3>Enforcement Actions and Penalties</h3>
<ul>
<li>The employer has paid a civil money penalty of $22,249 for child labor violations in addition to back wages.</li>
<li>The Wage and Hour Division remains committed to enforcing labor laws that protect minors and ensure fair compensation for all workers.</li>
</ul>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>This enforcement action supports several United Nations Sustainable Development Goals, including:</p>
<ul>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – by promoting safe working conditions and fair wages, the DOL ensures inclusive and sustainable economic growth.</li>
<li><strong>SDG 4: Quality Education</strong> – by enforcing child labor laws, the department helps keep children in school and out of hazardous work environments.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – by protecting vulnerable youth workers, the DOL contributes to reducing inequalities in the workplace.</li>
</ul>
<h3>Resources and Initiatives</h3>
<p>The Department of Labor offers several programs and resources to support compliance and promote safe work environments for youth:</p>
<ul>
<li><a href="https://www.dol.gov/agencies/whd/youthrules">YouthRules Initiative</a>: Provides information on protections for young workers targeting youth, parents, employers, and educators to foster safe and educational work experiences.</li>
<li><a href="https://www.dol.gov/agencies/whd/child-labor/seven-child-labor-best-practices-for-employers">Seven Child Labor Best Practices for Employers</a>: Guidelines to help employers comply with child labor laws.</li>
<li><a href="https://www.dol.gov/agencies/whd/paid">PAID Program</a>: Allows employers to self-report and resolve potential violations related to minimum wage, overtime, and Family and Medical Leave Act.</li>
<li><a href="https://www.dol.gov/agencies/whd/wow">Back Wage Search Tool</a>: Enables workers to check if they are owed back wages collected by the Wage and Hour Division.</li>
<li><a href="https://www.dol.gov/agencies/whd/timesheet-app">Free Timesheet App</a>: Available for iOS and Android devices to help workers track hours and pay.</li>
</ul>
<h3>Conclusion</h3>
<p>The DOL’s investigation and enforcement actions at Mt. Fuji Sushi & Hibachi underscore the importance of adherence to labor laws that protect young workers and ensure fair compensation. These efforts contribute directly to advancing Sustainable Development Goals by promoting decent work, protecting youth, and fostering equitable economic opportunities.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article focuses on labor law violations, including child labor and unpaid overtime, which directly relate to promoting decent work conditions and economic growth.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>By enforcing child labor laws that restrict hazardous work and excessive hours for minors, the article indirectly supports ensuring children remain in school and receive quality education.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The enforcement actions by the Department of Labor exemplify strong institutions upholding labor laws and justice.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.5:</strong> Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities, and equal pay for work of equal value.</li>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li><strong>Target 4.1:</strong> Ensure that all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.3:</strong> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>SDG 8 Indicators</strong>
<ul>
<li><strong>Indicator 8.5.1:</strong> Employment rate by sex, age, and persons with disabilities.</li>
<li><strong>Indicator 8.7.1:</strong> Proportion and number of children aged 5–17 years engaged in child labor, by sex and age.</li>
<li>Number of workers receiving back wages and penalties recovered as a measure of enforcement effectiveness.</li>
</ul>
</li>
<li><strong>SDG 4 Indicators</strong>
<ul>
<li><strong>Indicator 4.1.2:</strong> Completion rate (primary education, lower secondary education, upper secondary education).</li>
<li>Implied reduction in child labor allowing children to attend school.</li>
</ul>
</li>
<li><strong>SDG 16 Indicators</strong>
<ul>
<li><strong>Indicator 16.3.1:</strong> Proportion of victims of violence in the previous 12 months who reported their victimization to competent authorities or other officially recognized conflict resolution mechanisms.</li>
<li>Number of labor law violations identified and penalties imposed as a measure of rule of law enforcement.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Achieve full and productive employment and decent work for all, including young people.</li>
<li>8.7: Eradicate forced labor, end modern slavery, and eliminate worst forms of child labor.</li>
</ul>
</td>
<td>
<ul>
<li>8.5.1: Employment rate by sex, age, and disability status.</li>
<li>8.7.1: Proportion and number of children aged 5–17 engaged in child labor.</li>
<li>Number of workers receiving back wages and penalties recovered.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Completion rate of primary and secondary education.</li>
<li>Implied reduction in child labor enabling school attendance.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and ensure equal access to justice.</li>
</ul>
</td>
<td>
<ul>
<li>16.3.1: Proportion of victims reporting victimization to authorities.</li>
<li>Number of labor law violations identified and penalties imposed.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.dol.gov/newsroom/releases/whd/whd20260225">dol.gov</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Kevin Franke and Shari Franke: Child abuse is a serious problem in Utah. We cannot solve it with the status quo. – The Salt Lake Tribune</title>
<link>https://sdgtalks.ai/kevin-franke-and-shari-franke-child-abuse-is-a-serious-problem-in-utah-we-cannot-solve-it-with-the-status-quo-the-salt-lake-tribune</link>
<guid>https://sdgtalks.ai/kevin-franke-and-shari-franke-child-abuse-is-a-serious-problem-in-utah-we-cannot-solve-it-with-the-status-quo-the-salt-lake-tribune</guid>
<description><![CDATA[ Kevin Franke and Shari Franke: Child abuse is a serious problem in Utah. We cannot solve it with the status quo.  The Salt Lake Tribune ]]></description>
<enclosure url="https://www.sltrib.com/resizer/v2/https://cloudfront-us-east-1.images.arcpublishing.com/sltrib/X4EFPUMW7JBSJBZP7OKN3NKKQA.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 05 Jul 2026 17:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Kevin, Franke, and, Shari, Franke:, Child, abuse, serious, problem, Utah., cannot, solve, with, the, status, quo., –, The, Salt, Lake, Tribune</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Welfare Reform Advocacy in Utah</h2>
<h3>Background and Context</h3>
<p>Kevin Franke and his eldest daughter, Shari Franke, have emerged as advocates for child welfare reform in Utah following the tragic abuse of Kevin’s two youngest children. The children were subjected to prolonged and severe abuse by their mother, Ruby Franke, and licensed counselor Jodi Hildebrandt, both of whom have pleaded guilty to multiple counts of felony child abuse and are currently incarcerated.</p>
<h3>Case Details and Challenges in Child Protection</h3>
<ol>
<li>Ruby Franke withdrew the children from public school under the pretext of homeschooling.</li>
<li>The children were isolated and hidden from public view, including relocation to a remote desert home in southern Utah.</li>
<li>Repeated attempts by state social workers from the Department of Child and Family Services (DCFS) to communicate were ignored.</li>
<li>Police and DCFS caseworkers were denied access when attempting to intervene.</li>
</ol>
<p>These actions created significant barriers for authorities to verify the children’s safety, resulting in months of unchecked abuse. The situation was only resolved when the children were rescued in August 2023, following a courageous escape by one of the children.</p>
<h3>Advocacy for Child Welfare Reform and SDG Alignment</h3>
<p>Kevin and Shari Franke have since become vocal proponents for reforming child welfare laws in Utah, emphasizing the need to protect children’s rights and wellbeing while balancing parental rights. Their advocacy aligns closely with the United Nations Sustainable Development Goals (SDGs), particularly:</p>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring children’s physical and mental health through protection from abuse.</li>
<li><strong>SDG 4: Quality Education</strong> – Highlighting the risks of unregulated homeschooling in cases of abuse.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – Promoting effective, accountable, and inclusive institutions to safeguard children’s rights.</li>
<li><strong>SDG 5: Gender Equality</strong> – Addressing systemic issues that may contribute to child abuse and neglect.</li>
</ul>
<h3>Proposed Legislative Solutions: SB0124</h3>
<p>The Frankes support Utah Senate Bill 0124 (SB0124), a bipartisan legislative proposal designed to:</p>
<ul>
<li>Establish a legal framework allowing courts to authorize safety checks on children when credible concerns arise and access is denied.</li>
<li>Enhance judicial oversight to ensure interventions are proportional, transparent, and focused on prevention.</li>
<li>Address root causes such as housing instability and behavioral health needs through early engagement with support services.</li>
<li>Clarify procedures around investigative and search warrants to enable timely assessments and reduce trauma from unnecessary family separations.</li>
</ul>
<p>This bill aims to balance the protection of children’s wellbeing with respect for parental rights, thereby advancing SDG 16 by strengthening justice and institutional responses to child abuse.</p>
<h3>Urgency and Call to Action</h3>
<p>The Frankes emphasize the increasing prevalence of child abuse in Utah, citing recent cases such as the death of Gavin Peterson. They stress that current laws often delay intervention until it is too late, underscoring the need for immediate legislative action.</p>
<p>They call on Utah residents to support SB0124 by contacting their state representatives, advocating for a system that prioritizes child safety while respecting family integrity.</p>
<h3>Conclusion</h3>
<p>The advocacy efforts by Kevin and Shari Franke highlight critical gaps in child welfare protections in Utah and propose actionable reforms aligned with the Sustainable Development Goals. Implementing SB0124 represents a significant step toward ensuring the safety, health, and rights of children, contributing to a more just and equitable society.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on child welfare, prevention of abuse, and mental and physical health of children.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Issues related to homeschooling and access to education as children were pulled out of public school.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Child protection laws, judicial oversight, and legal reforms to prevent abuse and ensure justice.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Implicitly connected through the focus on protecting children and addressing abuse within families.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to all levels of education and vocational training.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Child Abuse Incidence and Mortality Rates</strong>
<ul>
<li>Statistics on child abuse cases in Utah and deaths such as that of Gavin Peterson indicate measurement of abuse prevalence and mortality.</li>
</ul>
</li>
<li><strong>Access to Child Welfare Services</strong>
<ul>
<li>Indicators related to the responsiveness of child welfare authorities (e.g., DCFS outreach attempts, cooperation rates from parents).</li>
</ul>
</li>
<li><strong>Legal and Judicial Actions</strong>
<ul>
<li>Number of cases where courts authorize safety checks or interventions under laws like SB0124.</li>
<li>Effectiveness of red flag laws in preventing abuse and enabling timely intervention.</li>
</ul>
</li>
<li><strong>Educational Enrollment and Attendance</strong>
<ul>
<li>Monitoring children’s enrollment status, especially those withdrawn from public schooling for homeschooling without oversight.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of children under 5 years.</li>
<li>3.4: Promote mental health and well-being.</li>
</ul>
</td>
<td>
<ul>
<li>Child abuse incidence and mortality rates (e.g., deaths like Gavin Peterson).</li>
<li>Mental health status of children affected by abuse.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure completion of free, equitable, quality primary and secondary education.</li>
<li>4.5: Eliminate disparities and ensure equal access to education.</li>
</ul>
</td>
<td>
<ul>
<li>Enrollment and attendance rates, especially monitoring homeschooling withdrawals.</li>
<li>Access to educational oversight and support.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.2: End abuse, exploitation, trafficking and violence against children.</li>
<li>16.3: Promote rule of law and equal access to justice.</li>
<li>16.6: Develop effective, accountable, transparent institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Number of child welfare interventions authorized by courts (e.g., under SB0124).</li>
<li>Rates of cooperation with child welfare authorities.</li>
<li>Effectiveness and enforcement of red flag laws.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.sltrib.com/opinion/commentary/2026/03/02/kevin-franke-shari-franke-how-we/">sltrib.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Tennessee bill regulating family influencers passes legislature – WSMV</title>
<link>https://sdgtalks.ai/tennessee-bill-regulating-family-influencers-passes-legislature-wsmv</link>
<guid>https://sdgtalks.ai/tennessee-bill-regulating-family-influencers-passes-legislature-wsmv</guid>
<description><![CDATA[ Tennessee bill regulating family influencers passes legislature  WSMV ]]></description>
<enclosure url="https://gray-wsmv-prod.gtv-cdn.com/resizer/v2/WCZWEBRKNJC6BHZCWR4ZBCEHIA.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 11 Apr 2026 10:00:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Tennessee, bill, regulating, family, influencers, passes, legislature, –, WSMV</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>New Tennessee Legislation Protects Children Featured in Online Content</h2>
<h3>Introduction</h3>
<p>The state of Tennessee has enacted a new law requiring influencers who feature children in their monetized online content to compensate those children fairly. This legislation, known as <a href="https://capitol.tn.gov/Bills/114/Bill/SB1469.pdf" target="_blank" rel="noreferrer">SB1469</a>, aims to protect children’s rights and financial interests in the digital economy, aligning with several Sustainable Development Goals (SDGs), including SDG 8 (Decent Work and Economic Growth), SDG 10 (Reduced Inequalities), and SDG 16 (Peace, Justice, and Strong Institutions).</p>
<h3>Key Provisions of SB1469</h3>
<ol>
<li>Children under 14 years old are prohibited from earning money by posting their own content online.</li>
<li>Children aged 14 to 18 are entitled to 100% of the earnings generated from content they post themselves.</li>
<li>If a child appears in at least 30% of a creator’s monetized content within a 30-day period, the child must be compensated. The earnings must be placed in a trust fund accessible to the child upon reaching 18 years of age.</li>
<li>Content creators are required to maintain detailed records, including:
<ul>
<li>Revenue generated from content</li>
<li>Percentage of content featuring the child</li>
<li>Funds allocated to the child’s trust</li>
</ul>
</li>
<li>Children aged 14 to 18 have the right to request removal of videos featuring them, and content creators must comply by deleting such videos.</li>
</ol>
<h3>Enforcement and Legislative Intent</h3>
<ul>
<li>The law will be enforced through civil actions; no criminal penalties are attached.</li>
<li>Senator Page Walley, the bill’s sponsor, emphasized that the legislation targets monetized content rather than casual or family videos, ensuring children benefit from the financial gains derived from their image and likeness.</li>
<li>The legislation reflects a growing recognition of children’s rights in the digital economy, promoting responsible content creation and economic justice.</li>
</ul>
<h3>Context and Implementation Timeline</h3>
<ul>
<li>The bill follows similar laws enacted in Illinois, California, Minnesota, and Utah, demonstrating a nationwide trend toward protecting child influencers.</li>
<li>Governor Bill Lee is expected to sign the bill, which will take effect on July 1, 2026.</li>
</ul>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>This legislation contributes to the following SDGs:</p>
<ul>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – By ensuring fair compensation and protection for child labor in digital content creation.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – By safeguarding children’s rights to income generated from their participation in online media, reducing economic disparities.</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong> – Through the establishment of legal frameworks that protect vulnerable populations, including children, in emerging economic sectors.</li>
</ul>
<h3>Conclusion</h3>
<p>The enactment of SB1469 marks a significant step toward protecting children’s rights in the digital age, ensuring they receive equitable financial benefits from online content featuring their image and participation. This law supports sustainable economic growth and social justice, in line with global development goals.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses new child labor law regulations aimed at protecting children featured in monetized online content, which relates to promoting decent work conditions and protecting labor rights.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The enforcement of the law through civil action and the protection of children’s rights in digital content reflect efforts to build effective, accountable institutions and ensure access to justice.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Ensuring children receive fair compensation for their contributions to online content addresses economic inequalities and promotes social inclusion.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><em>Target 8.7:</em> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
<li><em>Target 8.8:</em> Protect labor rights and promote safe and secure working environments for all workers, including vulnerable groups such as children.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li><em>Target 16.3:</em> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li><em>Target 16.6:</em> Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li><em>Target 10.2:</em> Empower and promote the social, economic and political inclusion of all, irrespective of age.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators Related to SDG 8 Targets</strong>
<ul>
<li>Proportion of children aged 5-17 engaged in child labor (implied through the focus on child labor laws).</li>
<li>Number of children receiving compensation for online content participation (implied by the requirement to pay children and set aside money in trust).</li>
<li>Compliance rate of content creators in maintaining records of monetized content involving children.</li>
</ul>
</li>
<li><strong>Indicators Related to SDG 16 Targets</strong>
<ul>
<li>Number of civil actions taken to enforce child labor protections in online content (implied by enforcement through civil action).</li>
<li>Existence and effectiveness of legal frameworks protecting children’s rights in digital media.</li>
</ul>
</li>
<li><strong>Indicators Related to SDG 10 Targets</strong>
<ul>
<li>Proportion of children benefiting financially from their participation in online content (implied by the law requiring compensation and trust funds).</li>
</ul>
</li>
</ol>
<h2>4. SDGs, Targets and Indicators Table</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate the worst forms of child labor</li>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of children aged 5-17 engaged in child labor</li>
<li>Number of children compensated for online content participation</li>
<li>Compliance rate of content creators in record-keeping</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and equal access to justice</li>
<li>16.6: Develop effective, accountable institutions</li>
</ul>
</td>
<td>
<ul>
<li>Number of civil actions enforcing child labor protections</li>
<li>Existence and effectiveness of legal frameworks for children’s digital rights</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion of all ages</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of children financially benefiting from online content participation</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wsmv.com/2026/04/11/tennessee-bill-regulating-family-influencers-passes-legislature/">wsmv.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Professor brings industry experience to new digital and precision agriculture major – Iowa State University</title>
<link>https://sdgtalks.ai/professor-brings-industry-experience-to-new-digital-and-precision-agriculture-major-iowa-state-university</link>
<guid>https://sdgtalks.ai/professor-brings-industry-experience-to-new-digital-and-precision-agriculture-major-iowa-state-university</guid>
<description><![CDATA[ Professor brings industry experience to new digital and precision agriculture major  Iowa State University ]]></description>
<enclosure url="https://www.cals.iastate.edu/files/inline-images/IMG_0205.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 08 Apr 2026 10:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Professor, brings, industry, experience, new, digital, and, precision, agriculture, major, –, Iowa, State, University</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Launch of the Digital and Precision Agriculture Major</h2>
<h3>Introduction</h3>
<p>In alignment with the United Nations Sustainable Development Goals (SDGs), particularly SDG 2 (Zero Hunger), SDG 9 (Industry, Innovation, and Infrastructure), and SDG 12 (Responsible Consumption and Production), Iowa State University is introducing a new Digital and Precision Agriculture major starting Fall 2026. This program aims to equip students with advanced technological and data analysis skills to optimize crop and soil management, thereby supporting sustainable farming practices.</p>
<h3>Program Overview</h3>
<p>The major integrates hands-on experience with cutting-edge tools such as sensors, drones, and mapping software. It builds upon a strong foundation in agronomy and incorporates interdisciplinary coursework from agricultural systems technology, data science, and geographic information systems.</p>
<h3>Educational Objectives and SDG Alignment</h3>
<ul>
<li><strong>SDG 2 – Zero Hunger:</strong> By enhancing crop and soil management through technology, the program supports increased agricultural productivity and sustainable food production.</li>
<li><strong>SDG 9 – Industry, Innovation, and Infrastructure:</strong> The program fosters innovation by teaching students to utilize advanced sensing and application technologies in agriculture.</li>
<li><strong>SDG 12 – Responsible Consumption and Production:</strong> Emphasis on precision agriculture promotes efficient resource use and minimizes environmental impact.</li>
</ul>
<h3>Leadership and Expertise</h3>
<p>Robert Gunzenhauser, an associate professor of practice in agronomy with over 30 years of industry experience, is a key leader in the program. His background in farming, consulting, and agricultural technology development enriches the curriculum with real-world insights.</p>
<h3>Faculty Perspectives</h3>
<ol>
<li><strong>Amy Kaleita, Chair of Agricultural and Biosystems Engineering:</strong> Highlights the program’s role in providing students with practical experience that integrates data, technology, and agronomic science to meet the demands of modern agriculture.</li>
<li><strong>Glen Ritchie, Chair of Agronomy:</strong> Emphasizes Gunzenhauser’s unique combination of industry expertise and academic leadership as vital for preparing students to lead in the evolving global agricultural sector.</li>
</ol>
<h3>Curriculum Structure</h3>
<ul>
<li><strong>Introductory Course (DPA 2020):</strong> Launching in Fall 2026, this course introduces key concepts in digital precision agriculture.</li>
<li><strong>Advanced Coursework:</strong> Builds on foundational knowledge with specialized technical, agronomic, and management skills.</li>
<li><strong>Capstone Experience:</strong> Integrates learned skills through practical, real-world projects.</li>
</ul>
<h3>Teaching Approach</h3>
<p>Gunzenhauser employs a contextual and application-focused teaching style, encouraging students to understand the strategic and tactical aspects of digital and precision agriculture. This approach supports the development of innovative solutions within an evolving agricultural landscape.</p>
<h3>Practical Experience and Career Preparation</h3>
<p>Students are encouraged to apply classroom knowledge through hands-on activities at learning farms, internships, and industry engagements, thereby enhancing their readiness for impactful careers that contribute to sustainable agricultural development.</p>
<h3>Additional Information</h3>
<p>Further details about the Digital and Precision Agriculture major can be found on the <a href="https://dpa.iastate.edu/">Digital and Precision Agriculture website</a>.</p>
<figure class="caption caption-img align-center" aria-labelledby="1241556153">
  <img loading="lazy" decoding="async" alt="Robert Gunzenhauser standing at the front of a classroom." height="556" src="https://www.cals.iastate.edu/files/inline-images/IMG_0205.jpg" width="834"><figcaption>Robert Gunzenhauser, associate professor of practice of agronomy, uses a 3-D model to explain the relationship between topography and water flow, facilitating discussions on best practices in Agron 1900X.</figcaption></figure>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The article focuses on improving agricultural practices through digital and precision agriculture, which aims to increase crop and soil management efficiency, directly contributing to food security and sustainable agriculture.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>The launch of a new major in digital and precision agriculture emphasizes hands-on learning, interdisciplinary education, and skill development, aligning with the goal of inclusive and equitable quality education and lifelong learning opportunities.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>The integration of technology such as sensors, drones, and mapping software in agriculture promotes innovation and sustainable industrialization.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>By teaching students to use data and technology to make better land management decisions, the program supports sustainable consumption and production patterns in agriculture.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>Improved soil and crop management practices contribute to the sustainable use of terrestrial ecosystems and combat land degradation.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.3: By 2030, double the agricultural productivity and incomes of small-scale food producers through technology and sustainable practices.</li>
<li>Target 2.4: Ensure sustainable food production systems and implement resilient agricultural practices.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.3: Ensure equal access for all to affordable and quality technical, vocational and tertiary education.</li>
<li>Target 4.4: Increase the number of youth and adults with relevant skills for employment and entrepreneurship.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Target 9.5: Enhance scientific research and upgrade technological capabilities of industrial sectors.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.2: Achieve sustainable management and efficient use of natural resources.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>Target 15.3: Combat desertification, restore degraded land and soil.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Use of Technology in Agriculture</strong>
<ul>
<li>Number or percentage of students trained in digital and precision agriculture technologies such as sensors, drones, and mapping software.</li>
<li>Adoption rate of precision agriculture tools by farmers, implied through the program’s goal to prepare skilled professionals.</li>
</ul>
</li>
<li><strong>Educational Outcomes</strong>
<ul>
<li>Enrollment and graduation rates in the digital and precision agriculture major.</li>
<li>Employment rates of graduates in agriculture technology and related fields.</li>
</ul>
</li>
<li><strong>Agricultural Productivity and Sustainability</strong>
<ul>
<li>Improvements in crop yields and soil health as a result of applying precision agriculture techniques.</li>
<li>Reduction in resource use (water, fertilizers) due to optimized management practices taught in the program.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.3: Double agricultural productivity and incomes of small-scale producers.</li>
<li>2.4: Ensure sustainable food production systems.</li>
</ul>
</td>
<td>
<ul>
<li>Adoption rate of precision agriculture technologies by farmers.</li>
<li>Improvements in crop yields and soil health.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.3: Equal access to affordable and quality tertiary education.</li>
<li>4.4: Increase youth and adults with relevant skills for employment.</li>
</ul>
</td>
<td>
<ul>
<li>Enrollment and graduation rates in the digital and precision agriculture major.</li>
<li>Employment rates of graduates in agriculture technology fields.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>
<ul>
<li>9.5: Enhance scientific research and technological capabilities.</li>
</ul>
</td>
<td>
<ul>
<li>Number of students trained in advanced sensing and application technologies.</li>
<li>Development and implementation of new agricultural technologies.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.2: Sustainable management and efficient use of natural resources.</li>
</ul>
</td>
<td>
<ul>
<li>Reduction in resource use (water, fertilizers) through precision agriculture.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>
<ul>
<li>15.3: Combat desertification and restore degraded land and soil.</li>
</ul>
</td>
<td>
<ul>
<li>Soil health improvement metrics linked to precision agriculture practices.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.cals.iastate.edu/news/2026/professor-brings-industry-experience-new-digital-and-precision-agriculture-major">cals.iastate.edu</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Audit finds Roanoke Police grant overspending, child labor law violations in youth program – WSLS</title>
<link>https://sdgtalks.ai/audit-finds-roanoke-police-grant-overspending-child-labor-law-violations-in-youth-program-wsls</link>
<guid>https://sdgtalks.ai/audit-finds-roanoke-police-grant-overspending-child-labor-law-violations-in-youth-program-wsls</guid>
<description><![CDATA[ Audit finds Roanoke Police grant overspending, child labor law violations in youth program  WSLS ]]></description>
<enclosure url="https://res.cloudinary.com/graham-media-group/image/upload/f_auto/q_auto/c_thumb,w_700/v1/media/anyclip/fstl-tf/VU1L5JwBB7sDUHLU4rRD/1773356791561_1920x1080_thumbnail.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Mar 2026 12:30:10 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Audit, finds, Roanoke, Police, grant, overspending, child, labor, law, violations, youth, program, –, WSLS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Audit Report on Roanoke Police Department’s Youth Gun Violence Prevention Grant</h2>
<h3>Overview</h3>
<p>An internal city audit conducted in Roanoke, Virginia, revealed significant issues concerning the management of a youth gun violence prevention grant by the Roanoke Police Department. The audit identified overspending, inadequate background checks for youth mentors, and violations of child labor laws. These findings have implications for the Sustainable Development Goals (SDGs), particularly those related to Quality Education (SDG 4), Decent Work and Economic Growth (SDG 8), and Peace, Justice, and Strong Institutions (SDG 16).</p>
<h3>Key Findings</h3>
<ol>
<li><strong>Financial Overspending:</strong> The Police Department overspent the grant by nearly $100,000.</li>
<li><strong>Background Checks:</strong> Youth mentors working with children did not undergo full background checks, raising concerns about child safety.</li>
<li><strong>Child Labor Violations:</strong> Six instances were identified where youth were involved in manual labor and mechanical activities posing safety risks, violating child labor laws.</li>
<li><strong>No Fraudulent Billing or Complaints:</strong> The audit found no evidence of fraudulent billing and no complaints from clients regarding the services provided.</li>
</ol>
<h3>Responses and Actions Taken</h3>
<ul>
<li><strong>Elimination of Vendor-Based Mentoring:</strong> All mentoring services provided through external vendors have been discontinued to improve oversight.</li>
<li><strong>New Mentoring Model:</strong> The department has developed an internal mentoring program where mentors are hired directly as part-time employees, enhancing accountability and compliance.</li>
<li><strong>Age Restrictions:</strong> Youth under the age of 14 will no longer be engaged in any work activities, aligning with child protection standards.</li>
<li><strong>Financial Oversight:</strong> Establishment of the Police Business Division to oversee financial management and ensure proper use of funds.</li>
</ul>
<h3>Statements from Deputy Chief Mike Crawley</h3>
<p>Deputy Chief Mike Crawley acknowledged the concerns raised by the audit, attributing the issues primarily to a lack of oversight rather than malicious intent. He emphasized the department’s commitment to improving internal controls and safeguarding children involved in the program.</p>
<p>“We’re better today than we were before. Obviously, our checks and balances within government—that’s what they’re here for,” Crawley stated. He also highlighted that the funds, although overspent, were used to provide services to children in need, contributing to a reduction in violent crime.</p>
<p>Crawley confirmed that no criminal charges will be filed and no criminal investigation is underway regarding the mentors.</p>
<h3>Implications for Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 4 – Quality Education:</strong> Ensuring safe and supportive environments for youth mentors contributes to inclusive and equitable quality education and promotes lifelong learning opportunities.</li>
<li><strong>SDG 8 – Decent Work and Economic Growth:</strong> Compliance with child labor laws and improved labor practices protect young workers and promote decent work conditions.</li>
<li><strong>SDG 16 – Peace, Justice, and Strong Institutions:</strong> Strengthening oversight, transparency, and accountability within the police department supports the development of effective, accountable institutions.</li>
</ul>
<h3>Conclusion</h3>
<p>The Roanoke Police Department’s audit findings highlight critical areas for improvement in grant management and youth program oversight. The corrective measures implemented align with the principles of the Sustainable Development Goals by prioritizing child protection, responsible governance, and community safety. Continued monitoring and adherence to these standards will be essential to sustain positive outcomes for youth and the broader community.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The article discusses oversight failures, financial mismanagement, and the establishment of a Police Business Division to improve governance and accountability.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Issues related to child labor law violations and youth employment practices are highlighted.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article mentions youth gun violence prevention efforts and reduction in violent crime, which relate to promoting health and safety.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Youth mentoring programs and the development of an internal mentoring model relate to education and youth development.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 16</strong>
<ul>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels (addressed by establishing Police Business Division and improving oversight).</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all (related to compliance with child labor laws and audit findings).</li>
</ul>
</li>
<li><strong>SDG 8</strong>
<ul>
<li>Target 8.7: Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking and secure the prohibition and elimination of the worst forms of child labor (addressed by eliminating child labor law violations and restricting youth work under age 14).</li>
</ul>
</li>
<li><strong>SDG 3</strong>
<ul>
<li>Target 3.4: By 2030, reduce by one third premature mortality from non-communicable diseases through prevention and treatment and promote mental health and well-being (related to reducing youth gun violence and violent crime).</li>
</ul>
</li>
<li><strong>SDG 4</strong>
<ul>
<li>Target 4.5: Eliminate gender disparities in education and ensure equal access to all levels of education and vocational training for the vulnerable (implied through mentoring and youth development programs).</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Financial Overspending and Accountability</strong>
<ul>
<li>Amount of grant overspending (nearly $100,000) as a measure of financial management effectiveness.</li>
<li>Establishment and functioning of the Police Business Division as an institutional accountability indicator.</li>
</ul>
</li>
<li><strong>Child Labor Compliance</strong>
<ul>
<li>Number of child labor law violations identified (six instances) as an indicator of compliance with labor standards.</li>
<li>Implementation of policies prohibiting youth under age 14 from work activities.</li>
</ul>
</li>
<li><strong>Youth Safety and Crime Reduction</strong>
<ul>
<li>Reduction in violent crime rates among youth as an implied indicator of program effectiveness.</li>
<li>No complaints from clients about the mentoring services as a qualitative measure of service quality.</li>
</ul>
</li>
<li><strong>Mentoring Program Quality</strong>
<ul>
<li>Background checks completion rate for youth mentors (not fully completed previously) as an indicator of program safety and quality.</li>
<li>Shift from vendor-based to internal mentoring model as a process indicator for improved oversight.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable and transparent institutions</li>
<li>16.3: Promote rule of law and ensure equal access to justice</li>
</ul>
</td>
<td>
<ul>
<li>Grant overspending amount (~$100,000)</li>
<li>Establishment of Police Business Division</li>
<li>Audit findings on oversight</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate child labor and forced labor</li>
</ul>
</td>
<td>
<ul>
<li>Number of child labor law violations (6 instances)</li>
<li>Policy prohibiting youth under 14 from work</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.4: Reduce premature mortality and promote well-being</li>
</ul>
</td>
<td>
<ul>
<li>Reduction in violent crime rates among youth</li>
<li>Client complaints (none reported)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.5: Eliminate disparities and ensure equal access to education and vocational training</li>
</ul>
</td>
<td>
<ul>
<li>Completion of background checks for youth mentors</li>
<li>Transition to internal mentoring model</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wsls.com/news/local/2026/03/13/audit-finds-roanoke-police-grant-overspending-child-labor-law-violations-in-youth-program/">wsls.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>AFBF president calls for modernized farm labor programs – Brownfield Ag News</title>
<link>https://sdgtalks.ai/afbf-president-calls-for-modernized-farm-labor-programs-brownfield-ag-news</link>
<guid>https://sdgtalks.ai/afbf-president-calls-for-modernized-farm-labor-programs-brownfield-ag-news</guid>
<description><![CDATA[ AFBF president calls for modernized farm labor programs  Brownfield Ag News ]]></description>
<enclosure url="https://cdn.brownfieldagnews.com/wp-content/uploads/2026/03/Screenshot-2026-03-10-at-2.21.26-PM.png" length="49398" type="image/jpeg"/>
<pubDate>Thu, 12 Mar 2026 17:00:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>AFBF, president, calls, for, modernized, farm, labor, programs, –, Brownfield, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Call for Modernized Farm Labor Programs by AFBF President</h2>
<h3>Introduction</h3>
<p>On March 10, 2026, Zippy Duvall, President of the American Farm Bureau Federation (AFBF), testified before the U.S. Senate Agriculture Committee, emphasizing the urgent need to address the ongoing farm labor crisis in the United States. This report highlights his key points with a focus on the Sustainable Development Goals (SDGs), particularly those related to zero hunger, decent work, and economic growth.</p>
<h3>Farm Labor Crisis and Its Impact</h3>
<ul>
<li><strong>Labor Shortage:</strong> Duvall described the current labor shortage in agriculture as “unacceptable and unnecessary,” underscoring its detrimental effects on the agricultural sector.</li>
<li><strong>Economic Implications:</strong> The shortage threatens the stability of the ag economy, a critical component of national economic growth (SDG 8: Decent Work and Economic Growth).</li>
<li><strong>Food Security:</strong> Insufficient labor limits farmers’ capacity to produce nutritious food, impacting efforts to end hunger and promote sustainable agriculture (SDG 2: Zero Hunger).</li>
</ul>
<h3>Recommendations for Modernization</h3>
<p>Duvall advocated for the modernization of agricultural labor programs and enhancement of guest worker initiatives to strengthen domestic markets and retain production within U.S. borders. Key recommendations include:</p>
<ol>
<li>Implementing updated farm labor policies that reflect current agricultural productivity and workforce needs.</li>
<li>Improving guest worker programs to ensure a reliable and legal labor supply.</li>
<li>Aligning market infrastructure and policy frameworks with the innovative nature of American agriculture.</li>
</ol>
<h3>Consequences of Inaction</h3>
<ul>
<li>Continued labor shortages could force farmers, especially those growing fruits and vegetables, to cease operations or switch to less labor-intensive crops.</li>
<li>Potential relocation of farm production and food processing outside U.S. borders, undermining domestic food security and economic sustainability.</li>
</ul>
<h3>Alignment with Sustainable Development Goals</h3>
<p>The issues and solutions presented by AFBF President Duvall directly relate to several SDGs:</p>
<ul>
<li><strong>SDG 2: Zero Hunger</strong> – Ensuring sufficient labor supports the production of nutritious food for the population.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Modernized labor programs promote fair employment and strengthen the agricultural economy.</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong> – Supporting sustainable agricultural practices through adequate workforce availability.</li>
</ul>
<h3>Conclusion</h3>
<p>The testimony by AFBF President Zippy Duvall highlights the critical need for legislative action to modernize farm labor programs. Addressing the labor shortage is essential to sustaining American agriculture’s productivity, supporting economic growth, and achieving key Sustainable Development Goals related to hunger, work, and sustainable industry.</p>
<div class="singleimg">
<figure>
    <img loading="lazy" fetchpriority="high" src="https://cdn.brownfieldagnews.com/wp-content/uploads/2026/03/Screenshot-2026-03-10-at-2.21.26-PM.png" alt="American Farm Bureau Federation President Zippy Duvall testifies before the Senate Ag Committee" width="1920" height="1113" decoding="async"><figcaption>American Farm Bureau Federation President Zippy Duvall testifies before the Senate Ag Committee on March 10, 2026 (Photo/Senate Ag Livestream)</figcaption></figure>
</div>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong> – The article discusses the impact of farm labor shortages on the ability to grow nutritious food, directly relating to ending hunger and ensuring food security.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – The call for modernized farm labor programs and improved guest worker programs relates to promoting sustained, inclusive economic growth and decent work for all.</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong> – Ensuring that agricultural productivity and labor policies evolve aligns with sustainable production practices.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 2 Targets:</strong>
<ul>
<li><em>Target 2.3:</em> By 2030, double the agricultural productivity and incomes of small-scale food producers, including through secure and equal access to land, resources, and markets.</li>
<li><em>Target 2.4:</em> Ensure sustainable food production systems and implement resilient agricultural practices.</li>
</ul>
</li>
<li><strong>SDG 8 Targets:</strong>
<ul>
<li><em>Target 8.5:</em> Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities.</li>
<li><em>Target 8.8:</em> Protect labor rights and promote safe and secure working environments for all workers.</li>
</ul>
</li>
<li><strong>SDG 12 Targets:</strong>
<ul>
<li><em>Target 12.2:</em> Achieve the sustainable management and efficient use of natural resources.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Labor Force Availability in Agriculture:</strong> The article implies measuring the number of available farm workers or labor shortages as an indicator of progress towards addressing workforce issues.</li>
<li><strong>Crop Production Levels:</strong> The shift to less labor-intensive crops and the closure of fruit and vegetable farms suggest indicators related to agricultural output and diversity.</li>
<li><strong>Implementation of Labor Programs:</strong> The modernization of farm labor and guest worker programs can be tracked through indicators measuring policy reforms and program uptake.</li>
<li><strong>Food Security and Nutrition:</strong> The ability to grow nutritious food relates to indicators on food availability and nutritional outcomes.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.3: Double agricultural productivity and incomes of small-scale food producers</li>
<li>2.4: Ensure sustainable food production systems</li>
</ul>
</td>
<td>
<ul>
<li>Availability of farm labor force</li>
<li>Levels of nutritious food production</li>
<li>Number of farms producing labor-intensive crops</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Achieve full and productive employment and decent work for all</li>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>Implementation and modernization of farm labor programs</li>
<li>Number of guest worker program participants</li>
<li>Labor shortage statistics in agriculture</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.2: Sustainable management and efficient use of natural resources</li>
</ul>
</td>
<td>
<ul>
<li>Adoption of sustainable agricultural practices aligned with labor availability</li>
<li>Policy evolution tracking in agricultural productivity and labor</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.brownfieldagnews.com/news/afbf-president-calls-for-modernized-farm-labor-programs/">brownfieldagnews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Conditional Cash Transfers: Generating Buzz, But Let’s Think Outside the Box – New America</title>
<link>https://sdgtalks.ai/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box-new-america</link>
<guid>https://sdgtalks.ai/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box-new-america</guid>
<description><![CDATA[ Conditional Cash Transfers: Generating Buzz, But Let’s Think Outside the Box  New America ]]></description>
<enclosure url="https://www.newamerica.org/wp-content/uploads/2026/03/Logo-on-Medium-Teal_1200x675.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 12 Mar 2026 11:00:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Conditional, Cash, Transfers:, Generating, Buzz, But, Let’s, Think, Outside, the, Box, –, New, America</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Conditional Cash Transfers and Their Role in Achieving Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>At the recent launch of the World Bank Policy Research Report titled <a href="http://extop-workflow.worldbank.org/extop/ecommerce/catalog/product?item_id=7971784">Conditional Cash Transfers: Reducing Present and Future Poverty</a>, significant attention was given to the impact of Conditional Cash Transfer (CCT) programs globally. These programs, which began with Mexico’s <a href="http://www.oportunidades.gob.mx/">Oportunidades</a> initiative, have demonstrated effectiveness as social policy tools that contribute to poverty reduction and align with multiple Sustainable Development Goals (SDGs).</p>
<h3>Global Expansion and Recognition of CCT Programs</h3>
<ul>
<li>CCT programs have expanded from Latin America to Africa and the United States, reflecting their growing importance in social protection strategies.</li>
<li>The World Bank announced plans to extend CCT projects to six additional countries within the year, underscoring international commitment to poverty alleviation.</li>
<li>These programs directly contribute to SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), and SDG 4 (Quality Education) by providing conditional support to vulnerable populations.</li>
</ul>
<h3>Limitations and Opportunities for Innovation</h3>
<p>Experts, including Santiago Levy, the architect of Oportunidades, emphasized that CCTs are not universally effective and must be integrated within broader social safety nets to maximize impact.</p>
<p>However, there is growing interest in leveraging CCTs to promote financial inclusion and asset-building among the poor, which aligns with SDG 8 (Decent Work and Economic Growth) and SDG 10 (Reduced Inequalities).</p>
<h3>Evidence of Asset Building and Financial Inclusion</h3>
<ol>
<li>Research by Tina Rosenberg highlighted that many women beneficiaries of Oportunidades invested part of their cash transfers into sustainable small businesses, enhancing family income and economic stability.</li>
<li>Programs such as <a href="http://proyectocapital.facipub.com/">Proyecto Capital</a> in Peru integrate CCTs with initiatives encouraging savings, asset accumulation, and financial literacy.</li>
<li>New York City’s <a href="http://www.opportunitynyc.info/">Opportunity NYC</a> program links cash transfers to bank accounts, promoting savings and reducing transaction costs.</li>
<li>Empirical data from Latin America shows positive outcomes:
<ul>
<li>Participants in Paraguay’s <a href="http://www.undp-povertycentre.org/pub/IPCEvaluationNote3.pdf"><i>Tekporã</i> program</a> increased savings by 20%.</li>
<li>Mexican families invested 12% of their transfers in income-generating activities and saved more when payments were bank-mediated (<a href="http://siteresources.worldbank.org/SAFETYNETSANDTRANSFERS/Resources/281945-1131468287118/Urban_CCTs_10-08.pdf">source</a>).</li>
</ul>
</li>
</ol>
<h3>Implications for Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 1: No Poverty</strong> – CCTs provide immediate financial support to poor households, reducing poverty levels.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – By encouraging investment in small businesses and productive assets, CCTs foster economic empowerment.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Financial inclusion initiatives linked to CCTs help bridge gaps between the unbanked and formal financial systems.</li>
<li><strong>SDG 5: Gender Equality</strong> – Many CCT programs target women, promoting their economic participation and empowerment.</li>
</ul>
<h3>Future Directions and Research</h3>
<p>The <a href="http://www.globalassetsproject.org/">Global Assets Project</a> is currently exploring the potential of CCTs to enhance savings and asset-building among poor populations. A forthcoming report will provide further insights into how these programs can be innovatively designed to support financial inclusion and sustainable development.</p>
<p>Continued dialogue and research are essential to reimagine CCTs beyond traditional frameworks, ensuring they contribute effectively to the achievement of the SDGs.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses Conditional Cash Transfer (CCT) programs aimed at reducing poverty by providing financial support to poor households.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>It highlights how CCTs help beneficiaries invest in small businesses and income-generating activities, promoting economic growth and entrepreneurship.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The focus on financial inclusion and helping the unbanked poor access formal financial services addresses inequality issues.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>The article mentions women investing parts of their transfers in small businesses, indicating empowerment of women through economic means.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all, including floors, and achieve substantial coverage of the poor and vulnerable.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity and innovation.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
<li>Target 10.c: Reduce to less than 3% the transaction costs of migrant remittances and eliminate remittance corridors with costs higher than 5%.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Target 5.a: Undertake reforms to give women equal rights to economic resources, as well as access to ownership and control over land and other forms of property, financial services, inheritance and natural resources.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Indicator for SDG 1 (No Poverty)</strong>
<ul>
<li>Proportion of population living below the national poverty line before and after receiving CCTs.</li>
<li>Coverage rate of social protection programs among the poor and vulnerable.</li>
</ul>
</li>
<li><strong>Indicator for SDG 8 (Decent Work and Economic Growth)</strong>
<ul>
<li>Percentage of households investing in income-generating activities or small businesses as a result of CCT participation.</li>
<li>Increase in household income attributable to CCT programs.</li>
</ul>
</li>
<li><strong>Indicator for SDG 10 (Reduced Inequalities)</strong>
<ul>
<li>Increase in savings rates among poor households participating in CCT programs.</li>
<li>Proportion of CCT payments made through formal financial institutions (e.g., banks).</li>
<li>Reduction in transaction costs related to financial services for the poor.</li>
</ul>
</li>
<li><strong>Indicator for SDG 5 (Gender Equality)</strong>
<ul>
<li>Proportion of women beneficiaries investing in small businesses or productive assets.</li>
<li>Access to financial services by women participating in CCT programs.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>
<ul>
<li>1.2: Reduce poverty by half</li>
<li>1.3: Implement social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of population below poverty line before and after CCTs</li>
<li>Coverage rate of social protection programs</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>
<ul>
<li>8.3: Promote policies supporting entrepreneurship and job creation</li>
</ul>
</td>
<td>
<ul>
<li>Percentage of households investing in income-generating activities</li>
<li>Increase in household income from CCT participation</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion</li>
<li>10.c: Reduce transaction costs of financial services</li>
</ul>
</td>
<td>
<ul>
<li>Increase in savings rates among CCT participants</li>
<li>Proportion of payments made through banks</li>
<li>Reduction in transaction costs</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 5: Gender Equality</strong></td>
<td>
<ul>
<li>5.a: Equal rights to economic resources and financial services for women</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of women investing in small businesses</li>
<li>Access to financial services by women beneficiaries</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.newamerica.org/insights/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box/">newamerica.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Rev1 Energy and Tracker Technologies Anchor HVM Racing’s IndyCar Nuclear Clean Air Energy and Medicine Campaign – Speedway Digest</title>
<link>https://sdgtalks.ai/rev1-energy-and-tracker-technologies-anchor-hvm-racings-indycar-nuclear-clean-air-energy-and-medicine-campaign-speedway-digest</link>
<guid>https://sdgtalks.ai/rev1-energy-and-tracker-technologies-anchor-hvm-racings-indycar-nuclear-clean-air-energy-and-medicine-campaign-speedway-digest</guid>
<description><![CDATA[ Rev1 Energy and Tracker Technologies Anchor HVM Racing’s IndyCar Nuclear Clean Air Energy and Medicine Campaign  Speedway Digest ]]></description>
<enclosure url="https://speedwaydigest.com/wp-content/uploads/2026/03/unnamed1-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Mar 2026 18:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Rev1, Energy, and, Tracker, Technologies, Anchor, HVM, Racing’s, IndyCar, Nuclear, Clean, Air, Energy, and, Medicine, Campaign, –, Speedway, Digest</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Return of the Nuclear Clean Air Energy and Medicine Campaign to the NTT INDYCAR Series</h2>
<h3>Introduction</h3>
<p>HVM Racing, in collaboration with its Nuclear Clean Air Energy and Medicine Campaign (NCAEM) and anchor partners Rev1 Energy and Tracker Technologies, has announced the campaign’s return to the NTT INDYCAR Series for the 2026 season. The initiative will be featured on the No. 76 Juncos Hollinger Racing Chevrolet, driven by Rinus VeeKay.</p>
<h3>Campaign Overview and Alignment with Sustainable Development Goals (SDGs)</h3>
<p>The NCAEM Campaign utilizes the global platform of IndyCar racing to advocate for high-performance engineering that supports the nuclear renaissance. This initiative aligns closely with several United Nations Sustainable Development Goals, including:</p>
<ol>
<li><strong>SDG 7: Affordable and Clean Energy</strong> – Promoting reliable, high-density, carbon-free nuclear energy as a foundation for future energy stability amid rising demand driven by AI, electrification, automation, and data infrastructure.</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong> – Supporting next-generation nuclear reactors such as Small Modular Reactors (SMRs) and advanced modular designs to accelerate deployment and infrastructure resilience.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Highlighting the critical role of nuclear technologies in healthcare, including advanced diagnostic imaging and targeted cancer treatments through nuclear medicine.</li>
</ol>
<h3>Role of Nuclear Technologies in Energy and Healthcare</h3>
<ul>
<li><strong>Energy Generation:</strong> Nuclear power provides a carbon-free, reliable energy source essential for meeting increasing global energy demands sustainably.</li>
<li><strong>Healthcare Applications:</strong> Nuclear medicine enables advanced diagnostic techniques and targeted cancer therapies. Medical isotopes produced in nuclear reactors, such as Lutetium-177, are vital for PET imaging and life-saving radiotherapies, supporting modern precision medicine.</li>
</ul>
<h3>Partnership and Commitment to Innovation</h3>
<p>Anchor sponsors Rev1 Energy and Tracker Technologies contribute to practical solutions facilitating next-generation nuclear deployment, infrastructure resilience, digital integration, and clean-energy workforce development. Their partnership underscores a shared commitment to:</p>
<ul>
<li>Innovation and excellence in nuclear technology</li>
<li>Long-term leadership in sustainable energy</li>
<li>Supporting workforce development aligned with SDG 8: Decent Work and Economic Growth</li>
</ul>
<h3>Statements from Leadership</h3>
<p>Ricky Ehrgott, CEO of Rev1 Energy and Tracker Technologies, emphasized the campaign’s relevance: </p>
<blockquote><p>
  “Energy demand continues to grow, and nuclear power must remain front and center in that discussion. Nuclear technologies are also critical to modern healthcare, from advanced diagnostics to targeted therapies.”
</p></blockquote>
<h3>Event and Outreach</h3>
<p>The Java House Grand Prix of Arlington, attracting significant live and broadcast audiences, serves as a strategic platform for promoting the campaign’s mission. It highlights the importance of clean energy and life-saving nuclear medicine, advancing public understanding and support critical for sustainable development.</p>
<h3>Conclusion</h3>
<p>The return of the Nuclear Clean Air Energy and Medicine Campaign to the NTT INDYCAR Series represents a significant step towards advancing multiple Sustainable Development Goals through the promotion of nuclear energy and medicine. The collaboration between HVM Racing, Rev1 Energy, and Tracker Technologies exemplifies a commitment to sustainable innovation, public engagement, and the acceleration of clean energy solutions.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed in the Article</h2>
<ol>
<li><strong>SDG 7: Affordable and Clean Energy</strong>
<ul>
<li>The article emphasizes the importance of nuclear energy as a reliable, high-density, carbon-free energy source essential for future energy stability and meeting rising demand driven by AI, electrification, and automation.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Nuclear medicine’s role in advanced diagnostic imaging and targeted cancer treatments highlights contributions to improving health outcomes and life-saving therapies.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>The campaign’s focus on next-generation nuclear technologies, infrastructure resilience, digital integration, and workforce development aligns with fostering innovation and building resilient infrastructure.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Promotion of carbon-free nuclear energy supports climate action by reducing greenhouse gas emissions.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under the Identified SDGs</h2>
<ol>
<li><strong>SDG 7: Affordable and Clean Energy</strong>
<ul>
<li><em>Target 7.2:</em> Increase substantially the share of renewable energy in the global energy mix, which includes low-carbon nuclear energy.</li>
<li><em>Target 7.a:</em> Enhance international cooperation to facilitate access to clean energy research and technology.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li><em>Target 3.4:</em> Reduce premature mortality from non-communicable diseases through prevention and treatment, including cancer therapies.</li>
<li><em>Target 3.b:</em> Support research and development of vaccines and medicines for communicable and non-communicable diseases.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li><em>Target 9.5:</em> Enhance scientific research and upgrade technological capabilities of industrial sectors.</li>
<li><em>Target 9.c:</em> Increase access to information and communications technology and strive to provide universal and affordable access to the Internet.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li><em>Target 13.2:</em> Integrate climate change measures into national policies, strategies, and planning, including clean energy solutions.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article</h2>
<ol>
<li><strong>SDG 7 Indicators</strong>
<ul>
<li>Proportion of energy from nuclear sources in the total energy mix (Indicator 7.2.1).</li>
<li>Investment in clean energy research and development (related to Target 7.a).</li>
</ul>
</li>
<li><strong>SDG 3 Indicators</strong>
<ul>
<li>Mortality rate attributed to cancer and other non-communicable diseases (Indicator 3.4.1).</li>
<li>Coverage of essential health services including cancer diagnostics and treatments (Indicator 3.b.1).</li>
</ul>
</li>
<li><strong>SDG 9 Indicators</strong>
<ul>
<li>Research and development expenditure as a proportion of GDP (Indicator 9.5.1).</li>
<li>Access to digital infrastructure and integration in energy and healthcare sectors (implied).</li>
</ul>
</li>
<li><strong>SDG 13 Indicators</strong>
<ul>
<li>Policies and strategies implemented to reduce greenhouse gas emissions (Indicator 13.2.1).</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.2: Increase share of renewable and low-carbon energy</li>
<li>7.a: Enhance clean energy research and technology cooperation</li>
</ul>
</td>
<td>
<ul>
<li>7.2.1: Proportion of energy from nuclear sources</li>
<li>Investment in clean energy R&D (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.4: Reduce premature mortality from non-communicable diseases</li>
<li>3.b: Support research and development of medicines</li>
</ul>
</td>
<td>
<ul>
<li>3.4.1: Mortality rate from cancer and NCDs</li>
<li>3.b.1: Coverage of essential health services including cancer treatments</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>
<ul>
<li>9.5: Enhance scientific research and technological capabilities</li>
<li>9.c: Increase access to ICT and digital infrastructure</li>
</ul>
</td>
<td>
<ul>
<li>9.5.1: R&D expenditure as proportion of GDP</li>
<li>Access to digital infrastructure (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.2: Integrate climate change measures into policies and planning</li>
</ul>
</td>
<td>
<ul>
<li>13.2.1: Policies and strategies to reduce greenhouse gas emissions</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://speedwaydigest.com/index.php/news/racing-news/876945-rev1-energy-and-tracker-technologies-anchor-hvm-racings-indycar-nuclear-clean-air-energy-and-medicine-campaign/">speedwaydigest.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Warning signs of alcohol&#45;use disorder relapse – Harvard Gazette</title>
<link>https://sdgtalks.ai/warning-signs-of-alcohol-use-disorder-relapse-harvard-gazette</link>
<guid>https://sdgtalks.ai/warning-signs-of-alcohol-use-disorder-relapse-harvard-gazette</guid>
<description><![CDATA[ Warning signs of alcohol-use disorder relapse  Harvard Gazette ]]></description>
<enclosure url="https://news.harvard.edu/wp-content/uploads/2026/02/021726_Long-Term_Relapse_Study_0052.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Mar 2026 17:30:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Warning, signs, alcohol-use, disorder, relapse, –, Harvard, Gazette</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Long-Term Recovery and Relapse in Alcohol Use Disorder: A Focus on Sustainable Development Goals</h2>
<p>The journey to recovery for individuals with alcohol use disorder is a lifelong process, with relapse being a common challenge. Research indicates that individuals relapse an average of five times before achieving sustained sobriety, and setbacks can occur even after years of abstinence. This report highlights findings from a recent study led by John Kelly, Elizabeth R. Spallin Professor of Psychiatry at Harvard Medical School, emphasizing the importance of addressing relapse within the framework of Sustainable Development Goals (SDGs), particularly those related to health and well-being.</p>
<h2>Study Overview and Relevance to SDGs</h2>
<p>The study explores warning signs for relapse, especially among individuals with long periods of recovery, aligning with SDG 3: Good Health and Well-being. It addresses the chronic nature of alcohol use disorder and the need for effective disease management strategies to support sustained recovery.</p>
<h3>Key Domains of Relapse Markers</h3>
<p>The research identifies four primary domains influencing relapse risk:</p>
<ol>
<li><strong>Biological Factors:</strong> Changes in sleep, appetite, pain, and recreational drug use.</li>
<li><strong>Psychological Factors:</strong> Anxiety, depression, boredom, and stress.</li>
<li><strong>Social Factors:</strong> Loneliness, isolation, and exposure to high-risk environments or individuals.</li>
<li><strong>Treatment and Recovery Support Changes:</strong> Alterations in medication use, attendance at support meetings, and counseling engagement.</li>
</ol>
<p>Among these, physical pain and recreational drug use emerged as strong predictors of relapse, despite their relative rarity.</p>
<h2>Importance of Long-Term Relapse Research</h2>
<p>While extensive data exist on short-term relapse triggers, this study fills a critical gap by examining long-term relapse dynamics. Understanding relapse beyond the initial recovery phase is essential for developing effective interventions, which supports SDG 3 by promoting sustained health outcomes.</p>
<ul>
<li>Alcohol use disorder is characterized as a chronically relapsing condition, particularly within the first five years of recovery.</li>
<li>Current clinical protocols lack comprehensive disease management approaches for long-term relapse prevention.</li>
<li>Identifying early warning signs can enable proactive interventions, reducing morbidity and mortality associated with relapse.</li>
</ul>
<h3>Screening and Clinical Application</h3>
<p>The study proposes a checklist tool for clinicians to monitor relapse warning signs, facilitating open communication with patients. This approach aligns with SDG 3’s target to strengthen the capacity of health systems for early detection and management of substance use disorders.</p>
<ul>
<li>Screening questions focus on biological, psychological, social, and treatment-related factors.</li>
<li>Patients often do not recognize the gradual progression toward relapse, highlighting the need for clinician awareness and patient education.</li>
<li>Effective screening can reduce stigma and encourage timely support.</li>
</ul>
<h2>Implications for Sustainable Development Goals</h2>
<p>This research contributes to multiple SDGs by addressing the complex challenges of alcohol use disorder recovery:</p>
<ul>
<li><strong>SDG 3 (Good Health and Well-being):</strong> Enhances understanding of chronic disease management and relapse prevention.</li>
<li><strong>SDG 10 (Reduced Inequalities):</strong> Supports equitable access to recovery support services and mental health care.</li>
<li><strong>SDG 17 (Partnerships for the Goals):</strong> Encourages collaboration between healthcare providers, researchers, and policymakers to implement effective relapse prevention strategies.</li>
</ul>
<h3>Key Findings and Recommendations</h3>
<ul>
<li>Physical pain and recreational drug use are potent but under-recognized relapse risk factors.</li>
<li>“California sober” approaches involving alternative substance use may increase relapse risk on primary substances.</li>
<li>Cognitive vigilance and prioritizing recovery are critical to long-term sobriety.</li>
<li>Early intervention can minimize social, health, and economic consequences of relapse.</li>
</ul>
<h2>Conclusion</h2>
<p>The study underscores the necessity of integrating relapse risk monitoring into routine clinical care to support individuals in long-term recovery from alcohol use disorder. Emphasizing early detection and sustained support aligns with the Sustainable Development Goals by promoting health, reducing inequalities, and fostering partnerships for effective disease management. Continued research and implementation of these findings can enhance recovery outcomes and contribute to global health objectives.</p>
<div>
  <img decoding="async" src="https://news.harvard.edu/wp-content/uploads/2026/02/021726_Long-Term_Relapse_Study_0052.jpg" alt="Long-Term Relapse Study">
</div>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article focuses on alcohol use disorder, relapse, and long-term recovery, which are directly related to health and well-being.</li>
<li>It discusses disease management, clinical interventions, and monitoring of relapse warning signs, all central to improving health outcomes.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article touches on social factors such as loneliness, isolation, and engagement with high-risk environments, which relate to social inequalities affecting health.</li>
<li>Addressing stigma and self-shame associated with relapse also connects to reducing inequalities in access to care and social support.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The emphasis on proactive clinical protocols and disease management in primary care settings aligns with strengthening institutions for better health governance.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li><strong>Target 3.5:</strong> Strengthen the prevention and treatment of substance abuse, including narcotic drug abuse and harmful use of alcohol.</li>
<li><strong>Target 3.4:</strong> By 2030, reduce by one third premature mortality from non-communicable diseases through prevention and treatment and promote mental health and well-being.</li>
<li><strong>Target 3.8:</strong> Achieve universal health coverage, including access to quality essential health-care services and access to safe, effective, quality, and affordable essential medicines and vaccines for all.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li><strong>Target 10.2:</strong> Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Indicators related to SDG 3:</strong>
<ul>
<li>Relapse rates among individuals with alcohol use disorder (e.g., average of five relapses before sustained sobriety).</li>
<li>Frequency and severity of warning signs such as biological (pain, sleep, appetite), psychological (anxiety, depression, stress), and social factors (loneliness, isolation).</li>
<li>Use of anti-relapse or anti-craving medication and attendance at recovery support services (meetings, counseling).</li>
<li>Number of emergency department visits or hospital stays due to relapse.</li>
<li>Self-reported psychosocial and environmental risk factors as a proxy for relapse risk.</li>
</ul>
</li>
<li><strong>Indicators related to SDG 10:</strong>
<ul>
<li>Levels of social isolation and engagement with high-risk environments among people in recovery.</li>
<li>Measures of stigma and self-shame associated with relapse episodes.</li>
</ul>
</li>
<li><strong>Indicators related to SDG 16:</strong>
<ul>
<li>Existence and implementation of clinical protocols for disease management of alcohol use disorder in primary care settings.</li>
<li>Availability and use of screening tools or checklists for early detection of relapse warning signs.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.5: Strengthen prevention and treatment of substance abuse.</li>
<li>3.4: Reduce premature mortality from non-communicable diseases and promote mental health.</li>
<li>3.8: Achieve universal health coverage and access to quality health services.</li>
</ul>
</td>
<td>
<ul>
<li>Relapse rates (average number of relapses before sustained sobriety).</li>
<li>Biological, psychological, and social warning signs frequency.</li>
<li>Use of anti-relapse medication and participation in recovery support.</li>
<li>Emergency visits or hospitalizations due to relapse.</li>
<li>Self-reported psychosocial and environmental risk factors.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic, and political inclusion of all.</li>
</ul>
</td>
<td>
<ul>
<li>Levels of social isolation and engagement with high-risk environments.</li>
<li>Measures of stigma and self-shame related to relapse.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable, and transparent institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Existence and use of clinical protocols for relapse management.</li>
<li>Availability and use of relapse warning sign screening tools.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.harvard.edu/gazette/story/2026/03/warning-signs-of-alcohol-use-disorder-relapse/">news.harvard.edu</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>CROPS4LIFE: Regenerative practices for agroecological transition – Open Access Government</title>
<link>https://sdgtalks.ai/crops4life-regenerative-practices-for-agroecological-transition-open-access-government</link>
<guid>https://sdgtalks.ai/crops4life-regenerative-practices-for-agroecological-transition-open-access-government</guid>
<description><![CDATA[ CROPS4LIFE: Regenerative practices for agroecological transition  Open Access Government ]]></description>
<enclosure url="https://www.openaccessgovernment.org/wp-content/uploads/2026/03/Picture2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Mar 2026 05:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>CROPS4LIFE:, Regenerative, practices, for, agroecological, transition, –, Open, Access, Government</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Regenerative Practices for Agroecological Transition: The CROPS4LIFE Project</h2>
<h3>Introduction</h3>
<p>In the face of global challenges such as agricultural intensification, biodiversity loss, and soil degradation, regenerative food systems offer a sustainable alternative aligned with the United Nations Sustainable Development Goals (SDGs). The <a href="https://cea.vitoria-gasteiz.org/portal/es/w/crops4life" target="_blank" rel="noopener">CROPS4LIFE project</a>, led by the <a href="https://www.vitoria-gasteiz.org/wb021/was/contenidoAction.do?idioma=en&uid=65c21a87_117e9336274__7f82" target="_blank" rel="noopener">Environmental Studies Centre (CEA) of Vitoria-Gasteiz City Council</a>, serves as a benchmark for implementing regenerative agricultural practices in peri-urban environments. This report emphasizes the project’s contributions to achieving various SDGs, particularly those related to climate action, life on land, and sustainable cities and communities.</p>
<h2>Regenerative Agriculture: Definition and Principles</h2>
<h3>Conceptual Framework</h3>
<p>Regenerative agriculture is a productive approach that goes beyond minimizing negative environmental impacts. It actively restores key ecological functions such as soil health, water cycles, and biodiversity, thereby supporting SDG 15 (Life on Land) and SDG 13 (Climate Action). Unlike conventional agriculture, which externalizes environmental costs, this model integrates ecosystem services as essential components of productive value.</p>
<h3>Objectives within CROPS4LIFE</h3>
<ul>
<li><strong>Carbon Sequestration</strong>
<ul>
<li>Enhance soil organic carbon (SOC) to mitigate climate change (SDG 13).</li>
</ul>
</li>
<li><strong>Soil Health</strong>
<ul>
<li>Improve soil structure and fertility to support sustainable agriculture (SDG 2 – Zero Hunger).</li>
</ul>
</li>
<li><strong>Biodiversity</strong>
<ul>
<li>Promote biological diversity to maintain ecosystem resilience (SDG 15).</li>
</ul>
</li>
<li><strong>Resilience</strong>
<ul>
<li>Strengthen the system’s ability to withstand climate disturbances (SDG 13).</li>
</ul>
</li>
</ul>
<h2>Key Practices for Soil Regeneration</h2>
<h3>Minimum Tillage and Direct Seeding</h3>
<p>CROPS4LIFE advocates for minimum tillage to preserve soil integrity, protect microbial habitats, and reduce CO2 emissions, contributing to SDG 13 (Climate Action) and SDG 15 (Life on Land).</p>
<h3>Permanent Vegetation Cover and Polycultures</h3>
<p>To prevent soil erosion and maintain moisture, the project employs cover crops such as legumes and grasses. Crop rotation and polyculture practices interrupt pest cycles and enhance soil quality, supporting SDG 2 (Zero Hunger) and SDG 15 (Life on Land).</p>
<ul>
<li>Reduce surface erosion through aerial biomass.</li>
<li>Increase biological nitrogen fixation.</li>
<li>Generate stable soil structures via diverse root systems.</li>
</ul>
<h3>Integration of Organic Amendments and Circular Economy</h3>
<p>The use of compost and organic fertilizers closes nutrient cycles locally, enhancing microbial activity and soil fertility. This practice aligns with SDG 12 (Responsible Consumption and Production) and SDG 15 (Life on Land).</p>
<h3>Bio-Intensive Horticulture Method</h3>
<p>This method enables high productivity on small plots with low investment, facilitating access to land and promoting sustainable livelihoods (SDG 1 – No Poverty, SDG 8 – Decent Work and Economic Growth). Techniques include:</p>
<ul>
<li>Permanent planting strips.</li>
<li>Surface compost application.</li>
<li>Minimum tillage to rapidly increase soil fertility.</li>
</ul>
<p>Efficient use of resources and planning allows small teams to generate income through diversified direct sales.</p>
<h3>Agroforestry and Living Hedges</h3>
<p>Incorporation of agroforestry systems and landscape elements creates biological corridors that attract pollinators and beneficial fauna, improve microclimates, and enhance landscape aesthetics, contributing to SDG 15 (Life on Land) and SDG 11 (Sustainable Cities and Communities).</p>
<h3>Controlled Rotational Grazing</h3>
<p>Livestock integration through holistic management uses the “herd effect” to:</p>
<ol>
<li><strong>Fertilization:</strong> Livestock manure and urine close fertility cycles.</li>
<li><strong>Root Stimulation:</strong> Grazing and trampling encourage deeper root growth, accelerating carbon sequestration (SDG 13).</li>
</ol>
<h3>Water Management and Hydrological Strategies</h3>
<p>Addressing climate change impacts, CROPS4LIFE employs:</p>
<ul>
<li><strong>Infiltration Ditches and Contour Lines:</strong> Capture runoff and recharge aquifers.</li>
<li><strong>Mulching:</strong> Reduce soil evaporation to increase water retention.</li>
</ul>
<p>These interventions improve farm water autonomy and resilience against droughts, supporting SDG 6 (Clean Water and Sanitation) and SDG 13 (Climate Action).</p>
<h2>Challenges and Lessons Learned</h2>
<p>The transition to regenerative agriculture demands comprehensive technical training and a cultural shift from prioritizing immediate yields to long-term ecosystem health. CROPS4LIFE highlights the importance of collaborative governance among farmers, technicians, and public authorities to overcome these challenges, advancing SDG 17 (Partnerships for the Goals).</p>
<h2>Conclusion</h2>
<p>The CROPS4LIFE project exemplifies how regenerative agricultural practices contribute to a decarbonized, equitable agri-food system. By integrating ecological, social, and economic principles, the project advances multiple Sustainable Development Goals, including climate action, biodiversity conservation, sustainable agriculture, and community well-being. Strategic planning and multisectoral commitment remain essential to scaling these practices and restoring ecosystem functions that sustain food production.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Focus on sustainable agriculture, improving soil fertility, and increasing food production through agroecological practices.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Mitigation of climate change through carbon sequestration and decarbonisation of agricultural systems.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>Conservation and restoration of terrestrial ecosystems, promoting biodiversity, and sustainable land management.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Promotion of circular economy principles, organic amendments, and sustainable resource use.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Water resource management through hydrological design techniques to improve water retention and reduce drought impact.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Identified SDGs</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.4: By 2030, ensure sustainable food production systems and implement resilient agricultural practices that increase productivity and production, help maintain ecosystems, and strengthen capacity for adaptation to climate change.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Target 13.2: Integrate climate change measures into national policies, strategies, and planning.</li>
<li>Target 13.3: Improve education, awareness-raising, and human and institutional capacity on climate change mitigation, adaptation, impact reduction, and early warning.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>Target 15.1: Ensure the conservation, restoration, and sustainable use of terrestrial and inland freshwater ecosystems and their services.</li>
<li>Target 15.3: Combat desertification, restore degraded land and soil, including land affected by desertification, drought, and floods.</li>
<li>Target 15.5: Take urgent and significant action to reduce the degradation of natural habitats and halt biodiversity loss.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.5: Substantially reduce waste generation through prevention, reduction, recycling, and reuse.</li>
<li>Target 12.2: Achieve sustainable management and efficient use of natural resources.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Target 6.4: Substantially increase water-use efficiency across all sectors and ensure sustainable withdrawals and supply of freshwater.</li>
<li>Target 6.6: Protect and restore water-related ecosystems.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Soil Organic Carbon (SOC) Levels</strong>
<ul>
<li>Indicator for carbon sequestration and soil health improvement, measuring the increase in soil organic carbon to mitigate climate change.</li>
</ul>
</li>
<li><strong>Soil Fertility and Structure</strong>
<ul>
<li>Indicators related to soil profile structure, nutrient retention, and microbial activity to assess soil health.</li>
</ul>
</li>
<li><strong>Biodiversity Metrics</strong>
<ul>
<li>Indicators measuring biological diversity, presence of pollinators, and fauna useful for pest control.</li>
</ul>
</li>
<li><strong>Water Retention and Efficiency</strong>
<ul>
<li>Indicators related to water infiltration, evaporation reduction, and aquifer recharge to evaluate water management effectiveness.</li>
</ul>
</li>
<li><strong>Crop Yield and Productivity</strong>
<ul>
<li>Indicators measuring productivity improvements from bio-intensive horticulture and diversified cropping systems.</li>
</ul>
</li>
<li><strong>Livestock Integration Effects</strong>
<ul>
<li>Indicators assessing manure contribution to soil fertility and root stimulation effects from controlled rotational grazing.</li>
</ul>
</li>
<li><strong>Adoption of Sustainable Practices</strong>
<ul>
<li>Implied indicators include the extent of minimum tillage, use of cover crops, crop rotation, and organic amendments.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>2.4: Sustainable food production systems and resilient agricultural practices</td>
<td>
<ul>
<li>Crop yield and productivity improvements</li>
<li>Adoption rate of agroecological practices</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.2: Integrate climate change measures into policies</li>
<li>13.3: Improve education and capacity on climate change mitigation</li>
</ul>
</td>
<td>
<ul>
<li>Soil organic carbon (SOC) levels</li>
<li>Carbon sequestration rates</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>
<ul>
<li>15.1: Conservation and restoration of terrestrial ecosystems</li>
<li>15.3: Combat desertification and restore degraded land</li>
<li>15.5: Reduce degradation and halt biodiversity loss</li>
</ul>
</td>
<td>
<ul>
<li>Biodiversity indices (pollinators, fauna presence)</li>
<li>Soil fertility and structure metrics</li>
<li>Extent of land under sustainable management</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.2: Sustainable management and efficient use of natural resources</li>
<li>12.5: Reduce waste generation through recycling and reuse</li>
</ul>
</td>
<td>
<ul>
<li>Use of organic amendments and compost</li>
<li>Reduction in synthetic inputs</li>
<li>Extent of circular economy practices in agriculture</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>
<ul>
<li>6.4: Increase water-use efficiency and sustainable withdrawals</li>
<li>6.6: Protect and restore water-related ecosystems</li>
</ul>
</td>
<td>
<ul>
<li>Water infiltration rates</li>
<li>Reduction in soil evaporation (mulching effectiveness)</li>
<li>Aquifer recharge measurements</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.openaccessgovernment.org/article/crops4life-regenerative-practices-for-agroecological-transition/206076/">openaccessgovernment.org</a></strong></p>
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<title>Fertilizer emissions may damage soil bacteria that help crops grow – Earth.com</title>
<link>https://sdgtalks.ai/fertilizer-emissions-may-damage-soil-bacteria-that-help-crops-grow-earthcom</link>
<guid>https://sdgtalks.ai/fertilizer-emissions-may-damage-soil-bacteria-that-help-crops-grow-earthcom</guid>
<description><![CDATA[ Fertilizer emissions may damage soil bacteria that help crops grow  Earth.com ]]></description>
<enclosure url="https://cff2.earth.com/uploads/2025/05/25075913/earthsnap-banner-news.webp" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 17:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Fertilizer, emissions, may, damage, soil, bacteria, that, help, crops, grow, –, Earth.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Nitrous Oxide’s Role in Root Microbial Communities and Sustainable Agriculture</h2>
<h3>Introduction</h3>
<p>Nitrous oxide (N₂O) is widely recognized as a potent greenhouse gas contributing to climate change, particularly due to its emission from soils following fertilizer application. However, recent research conducted by the Massachusetts Institute of Technology (MIT) reveals an additional biological role of N₂O that has significant implications for sustainable agriculture and the achievement of several Sustainable Development Goals (SDGs), including SDG 2 (Zero Hunger), SDG 13 (Climate Action), and SDG 15 (Life on Land).</p>
<h2>Root Microbes and Nitrous Oxide Interaction</h2>
<p>Laboratory experiments demonstrated that N₂O actively influences microbial populations near plant roots by selectively inhibiting certain bacteria while favoring others. This microbial shift can affect plant health by altering nutrient uptake and disease resistance, which are critical for sustainable crop production.</p>
<ul>
<li>Microbial communities assist plants in nutrient acquisition and pathogen defense.</li>
<li>Changes in these communities due to N₂O may impact crop resilience and yield.</li>
<li>Understanding this interaction supports SDG 2 by promoting sustainable agriculture practices.</li>
</ul>
<p>Senior author Darcy McRose from MIT emphasized the importance of considering N₂O production in agricultural settings not only as a climate issue but also as a factor influencing plant health and microbial ecology.</p>
<h2>Overlooked Toxicity of Nitrous Oxide</h2>
<p>Despite its known toxicity in certain biological contexts, such as deactivating vitamin B12 in humans, N₂O has traditionally been viewed in agriculture primarily as a climate and ozone-depleting substance rather than a direct biological toxin affecting soil microbes.</p>
<ul>
<li>Assumptions have underestimated N₂O’s harmful effects on microbial communities in the rhizosphere.</li>
<li>The rhizosphere is a critical zone for microbial interactions that support plant growth.</li>
<li>This insight aligns with SDG 15 by promoting healthy ecosystems and biodiversity.</li>
</ul>
<h2>Impact on Methionine Biosynthesis Pathways</h2>
<p>The research focused on methionine biosynthesis, an essential cellular process, revealing that N₂O selectively harms bacteria relying on vitamin B12-dependent enzymes. Some bacteria possess alternative pathways that confer resistance, highlighting a metabolic vulnerability that N₂O exploits.</p>
<ol>
<li>Use of <em>Pseudomonas aeruginosa</em> as a model organism demonstrated sensitivity to N₂O when the B12-independent pathway was removed.</li>
<li>Endogenous N₂O production can inhibit bacterial growth, affecting microbial community dynamics.</li>
</ol>
<h2>Effects on Synthetic Root Microbial Communities</h2>
<p>Extending beyond single organisms, the study examined synthetic microbial communities associated with <em>Arabidopsis thaliana</em>. Results showed that N₂O-producing bacteria negatively impact neighboring N₂O-sensitive microbes, potentially reshaping microbial populations around plant roots.</p>
<ul>
<li>Microbial community composition is influenced by N₂O production.</li>
<li>This dynamic may affect crop health and soil sustainability.</li>
<li>Supports SDG 2 and SDG 15 by enhancing understanding of soil biodiversity and plant-microbe interactions.</li>
</ul>
<h2>Prevalence of Nitrous Oxide Sensitivity Among Bacteria</h2>
<p>Genomic analysis suggests approximately 30% of sequenced bacterial genomes may be susceptible to N₂O toxicity, indicating a widespread ecological impact beyond previously recognized climate effects.</p>
<ul>
<li>Potential for N₂O to shape microbial ecosystems broadly.</li>
<li>Highlights the need for integrated approaches addressing both climate and soil health (SDG 13 and SDG 15).</li>
</ul>
<h2>Implications for Agricultural Practices</h2>
<p>In agricultural soils, N₂O emissions often spike following nitrogen fertilizer application, heavy rainfall, or thawing periods, coinciding with critical stages of root development and microbial community establishment.</p>
<ol>
<li>These N₂O bursts may disrupt beneficial microbial partnerships essential for crop growth.</li>
<li>Laboratory findings warrant field studies to confirm effects in complex soil environments.</li>
<li>Understanding and managing N₂O timing could improve crop health and productivity, advancing SDG 2.</li>
</ol>
<h2>Future Research Directions and Sustainable Development</h2>
<p>The study proposes a genetic mechanism where microbial survival under N₂O exposure depends on enzyme variants, suggesting that repeated exposure could select for resistant microbial strains, thus reshaping soil communities over time.</p>
<ul>
<li>Potential to develop strategies that mitigate negative impacts of N₂O on soil microbiomes.</li>
<li>Supports sustainable soil management and resilience (SDG 15).</li>
<li>Contributes to climate mitigation efforts by linking microbial ecology with greenhouse gas dynamics (SDG 13).</li>
</ul>
<h3>Conclusion</h3>
<p>This research redefines nitrous oxide as more than a climate pollutant; it acts as an ecological factor influencing microbial community structure in the rhizosphere, with direct consequences for crop health, soil resilience, and sustainable agriculture. These findings underscore the interconnectedness of environmental health and food security goals, reinforcing the importance of integrated approaches to achieve the Sustainable Development Goals.</p>
<p>The full study is published in the journal <a href="https://journals.asm.org/doi/10.1128/mbio.02699-25" target="_blank" rel="noreferrer noopener"><em>mBio</em></a>.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The article discusses the impact of nitrous oxide on root microbes that help plants gather nutrients and fend off disease, which is directly related to improving crop health and agricultural productivity.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Nitrous oxide is highlighted as a powerful greenhouse gas contributing to climate change, linking the article to climate action efforts.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>The article addresses soil microbial ecosystems and their health, which are essential for sustainable land management and biodiversity.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li><em>Target 2.3:</em> By 2030, double the agricultural productivity and incomes of small-scale food producers, including through sustainable food production systems.</li>
<li><em>Target 2.4:</em> Ensure sustainable food production systems and implement resilient agricultural practices that increase productivity and production.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li><em>Target 13.2:</em> Integrate climate change measures into national policies, strategies, and planning.</li>
<li><em>Target 13.3:</em> Improve education, awareness-raising and human and institutional capacity on climate change mitigation, adaptation, impact reduction, and early warning.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li><em>Target 15.3:</em> Combat desertification, restore degraded land and soil, including land affected by desertification, drought and floods, and strive to achieve a land degradation-neutral world.</li>
<li><em>Target 15.5:</em> Take urgent and significant action to reduce the degradation of natural habitats, halt the loss of biodiversity and protect and prevent the extinction of threatened species.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators for SDG 2 Targets</strong>
<ul>
<li>Crop yield per hectare (implied through improving crop health by managing nitrous oxide effects on root microbes).</li>
<li>Proportion of agricultural area under sustainable practices (implied by the research suggesting management of nitrous oxide production in soils).</li>
</ul>
</li>
<li><strong>Indicators for SDG 13 Targets</strong>
<ul>
<li>Concentration of nitrous oxide emissions in the atmosphere (directly related to the article’s focus on N₂O as a greenhouse gas).</li>
<li>Number of policies or programs integrating climate change mitigation related to agricultural emissions (implied by the call for attention to N₂O production in agriculture).</li>
</ul>
</li>
<li><strong>Indicators for SDG 15 Targets</strong>
<ul>
<li>Extent of soil microbial biodiversity and health (implied by the article’s focus on microbial community shifts due to N₂O toxicity).</li>
<li>Area of land with restored or maintained healthy soil ecosystems (implied through potential soil resilience improvements by managing N₂O effects).</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.3: Double agricultural productivity and incomes of small-scale producers.</li>
<li>2.4: Ensure sustainable food production systems and resilient agricultural practices.</li>
</ul>
</td>
<td>
<ul>
<li>Crop yield per hectare.</li>
<li>Proportion of agricultural area under sustainable practices.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.2: Integrate climate change measures into policies and planning.</li>
<li>13.3: Improve education and capacity on climate change mitigation.</li>
</ul>
</td>
<td>
<ul>
<li>Concentration of nitrous oxide emissions in the atmosphere.</li>
<li>Number of climate policies addressing agricultural emissions.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>
<ul>
<li>15.3: Combat desertification and restore degraded land and soil.</li>
<li>15.5: Reduce degradation of natural habitats and protect biodiversity.</li>
</ul>
</td>
<td>
<ul>
<li>Extent of soil microbial biodiversity and health.</li>
<li>Area of land with restored or maintained healthy soil ecosystems.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.earth.com/news/fertilizer-emissions-may-damage-soil-bacteria-that-help-crops-grow/">earth.com</a></strong></p>
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<title>Louisiana facing higher SNAP costs as low&#45;income families feel more strain – KNOE</title>
<link>https://sdgtalks.ai/louisiana-facing-higher-snap-costs-as-low-income-families-feel-more-strain-knoe</link>
<guid>https://sdgtalks.ai/louisiana-facing-higher-snap-costs-as-low-income-families-feel-more-strain-knoe</guid>
<description><![CDATA[ Louisiana facing higher SNAP costs as low-income families feel more strain  KNOE ]]></description>
<enclosure url="https://gray-knoe-prod.gtv-cdn.com/resizer/v2/JI6HTXGPLVCZVBAPKJSQDVPEAY.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 17:00:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Louisiana, facing, higher, SNAP, costs, low-income, families, feel, more, strain, –, KNOE</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Changes to Louisiana’s SNAP Program and Implications for Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>In response to recent federal legislation, Louisiana is set to increase its financial commitment to the Supplemental Nutrition Assistance Program (SNAP) by $42.3 million in the upcoming fiscal year starting July 1, 2026. This report outlines the fiscal changes, policy adjustments, and their alignment with the United Nations Sustainable Development Goals (SDGs), particularly focusing on SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 3 (Good Health and Well-being).</p>
<h3>Financial Impact of Federal Legislation on Louisiana’s SNAP Program</h3>
<ol>
<li>Following the passage of the federal spending bill in July 2025, Louisiana will assume a larger share of SNAP administrative and benefit costs due to decreased federal contributions.</li>
<li>The state’s additional expenditure is projected to be $42.3 million beginning July 1, 2026.</li>
<li>The Louisiana Division of Administration warns that if the state fails to reduce its error rate to meet new federal standards, additional costs could escalate to $151 million in the subsequent year.</li>
</ol>
<h3>Policy Changes Affecting SNAP Eligibility</h3>
<ul>
<li>The new federal law removes exemptions from work requirements for individuals aged 55 to 64 without dependents under 14 years old.</li>
<li>Exemptions for veterans and homeless individuals have also been eliminated.</li>
<li>These changes may result in loss of eligibility for beneficiaries unable to fulfill 80 hours per month of work, volunteer, or training activities.</li>
</ul>
<h3>Impact on Louisiana’s Population and Food Security</h3>
<p>More than 756,000 residents of Louisiana, representing 16% of the state’s population, currently depend on SNAP benefits for nutritional support.</p>
<figure>
  <img loading="lazy" decoding="async" src="https://gray-knoe-prod.gtv-cdn.com/resizer/v2/JI6HTXGPLVCZVBAPKJSQDVPEAY.png?auth=e710103b30ca6691e35df39c41bbf6dae77c945b264769c0ac23dbf10405bcf1&width=980&height=550&smart=true" alt="The Greater Baton Rouge Food Bank distributed 14.4 million pounds of food in 2025." width="980" height="550"><figcaption>The Greater Baton Rouge Food Bank distributed 14.4 million pounds of food in 2025. (LSU Manship School)</figcaption></figure>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<ul>
<li><strong>SDG 1: No Poverty</strong> – The increased state investment in SNAP aims to support vulnerable populations, reducing poverty levels by ensuring access to essential food resources.</li>
<li><strong>SDG 2: Zero Hunger</strong> – By maintaining and potentially expanding SNAP benefits, Louisiana addresses food insecurity, contributing to the goal of ending hunger and promoting sustainable agriculture.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring adequate nutrition through SNAP supports the health and well-being of low-income individuals and families.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Adjusting work requirements and eligibility criteria impacts social equity; careful management is required to avoid exacerbating inequalities among vulnerable groups such as veterans and the homeless.</li>
</ul>
<h3>Conclusion</h3>
<p>The legislative changes to SNAP funding and eligibility in Louisiana present both fiscal challenges and opportunities to advance key Sustainable Development Goals. Strategic efforts to manage error rates and support affected populations will be critical to sustaining progress toward poverty alleviation, food security, and health equity within the state.</p>
<p><em>Copyright 2026 KNOE. All rights reserved.</em></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses the Supplemental Nutrition Assistance Program (SNAP), which supports low-income individuals and families, directly addressing poverty reduction.</li>
<li><strong>SDG 2: Zero Hunger</strong> – SNAP benefits and food distribution by the Greater Baton Rouge Food Bank relate to ensuring access to sufficient and nutritious food.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Access to adequate nutrition through SNAP supports health and well-being.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – The article mentions expanded work requirements for SNAP recipients, linking to employment and economic participation.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The focus on vulnerable populations such as veterans, homeless people, and older adults highlights efforts to reduce inequalities.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 1 – Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li><strong>SDG 2 – Target 2.1:</strong> By 2030, end hunger and ensure access by all people to safe, nutritious and sufficient food all year round.</li>
<li><strong>SDG 3 – Target 3.4:</strong> Reduce premature mortality from non-communicable diseases through prevention and treatment, which is supported by adequate nutrition.</li>
<li><strong>SDG 8 – Target 8.5:</strong> Achieve full and productive employment and decent work for all, including young people and persons with disabilities.</li>
<li><strong>SDG 10 – Target 10.2:</strong> Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ul>
<li><strong>Indicator related to SDG 1:</strong> Proportion of population living below the national poverty line (implied by the number of SNAP recipients and the state’s spending on SNAP).</li>
<li><strong>Indicator related to SDG 2:</strong> Number of people receiving food assistance (e.g., 756,000 people relying on SNAP benefits; 14.4 million pounds of food distributed by the food bank).</li>
<li><strong>Indicator related to SDG 8:</strong> Employment or participation rates among SNAP recipients, especially regarding compliance with new work requirements (80 hours per month participation).</li>
<li><strong>Indicator related to SDG 10:</strong> Inclusion of vulnerable groups (veterans, homeless, older adults) in social protection programs and their eligibility status.</li>
<li><strong>Administrative Efficiency Indicator:</strong> Error rate in SNAP administration affecting state costs, which impacts program effectiveness and resource allocation.</li>
</ul>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.2: Reduce poverty by at least half by 2030</td>
<td>Proportion of population living below the national poverty line; Number of SNAP recipients</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.1: End hunger and ensure access to safe, nutritious food</td>
<td>Number of people receiving food assistance; Pounds of food distributed by food banks</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.4: Reduce premature mortality through prevention and treatment</td>
<td>Access to adequate nutrition via SNAP benefits (implied)</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>Target 8.5: Achieve full and productive employment for all</td>
<td>Participation rates in work/training activities among SNAP recipients; Compliance with 80-hour monthly work requirement</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.2: Promote inclusion of all, irrespective of status</td>
<td>Eligibility and inclusion rates of vulnerable groups (veterans, homeless, older adults) in SNAP</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.knoe.com/2026/03/10/louisiana-facing-higher-snap-costs-low-income-families-feel-more-strain/">knoe.com</a></strong></p>
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<title>Australia Industrial Filtration Market: Powering Cleaner Industries and Sustainable Manufacturing – vocal.media</title>
<link>https://sdgtalks.ai/australia-industrial-filtration-market-powering-cleaner-industries-and-sustainable-manufacturing-vocalmedia</link>
<guid>https://sdgtalks.ai/australia-industrial-filtration-market-powering-cleaner-industries-and-sustainable-manufacturing-vocalmedia</guid>
<description><![CDATA[ Australia Industrial Filtration Market: Powering Cleaner Industries and Sustainable Manufacturing  vocal.media ]]></description>
<enclosure url="https://res.cloudinary.com/jerrick/image/upload/c_scale,f_jpg,q_auto/69aeb06d94f4f2001da4cdab.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 12:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Australia, Industrial, Filtration, Market:, Powering, Cleaner, Industries, and, Sustainable, Manufacturing, –, vocal.media</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Australia Industrial Filtration Market Report with Emphasis on Sustainable Development Goals (SDGs)</h2>
<h3>Market Overview</h3>
<p>The <a href="https://www.imarcgroup.com/australia-industrial-filtration-market/" target="_blank" rel="noopener ugc noreferrer"><strong>Australia industrial filtration market</strong></a> is experiencing significant growth driven by industries prioritizing environmental compliance, operational efficiency, and equipment protection. Industrial filtration systems are critical in removing contaminants from air, liquids, and gases during manufacturing processes, thereby maintaining product quality and adhering to strict environmental standards aligned with the United Nations Sustainable Development Goals (SDGs), particularly SDG 9 (Industry, Innovation and Infrastructure), SDG 12 (Responsible Consumption and Production), and SDG 13 (Climate Action).</p>
<p>According to IMARC Group, the market was valued at USD 1,064.6 Million in 2025 and is forecasted to reach USD 1,946.7 Million by 2034, growing at a compound annual growth rate (CAGR) of 6.73% from 2026 to 2034.</p>
<h3>Applications and Industry Sectors</h3>
<p>Industrial filtration technologies are extensively utilized across multiple sectors including:</p>
<ul>
<li>Mining</li>
<li>Chemicals</li>
<li>Food Processing</li>
<li>Pharmaceuticals</li>
<li>Automotive Manufacturing</li>
<li>Power Generation</li>
</ul>
<p>These filtration systems remove airborne particulates, oil mists, chemical vapors, and wastewater contaminants, ensuring safe, efficient, and environmentally responsible industrial operations, supporting SDG 3 (Good Health and Well-being) and SDG 6 (Clean Water and Sanitation).</p>
<h3>Market Segmentation</h3>
<ol>
<li><strong>Type</strong>
<ul>
<li>Liquid Filtration</li>
<li>Air Filtration</li>
</ul>
</li>
<li><strong>Product</strong>
<ul>
<li>Bag Filters</li>
<li>Cartridge Filters</li>
<li>Filter Press</li>
<li>Depth Filters</li>
<li>Others</li>
</ul>
</li>
<li><strong>Filter Media</strong>
<ul>
<li>Fiberglass</li>
<li>Metal</li>
<li>Nonwoven Fabric</li>
<li>Filter Paper</li>
<li>Others</li>
</ul>
</li>
<li><strong>Application</strong>
<ul>
<li>Food and Beverage</li>
<li>Chemical and Petrochemical</li>
<li>Pharmaceutical</li>
<li>Metal and Mining</li>
<li>Power Generation</li>
<li>Others</li>
</ul>
</li>
<li><strong>Region</strong>
<ul>
<li>Australia Capital Territory & New South Wales</li>
<li>Victoria & Tasmania</li>
<li>Queensland</li>
<li>Northern Territory & Southern Australia</li>
<li>Western Australia</li>
</ul>
</li>
</ol>
<p>This segmentation highlights the integral role of filtration technologies in promoting sustainable industrial processes consistent with SDG 9 and SDG 12.</p>
<h3>Drivers of Market Growth</h3>
<ul>
<li><strong>Expansion of Mining and Resource Extraction</strong><br>
    Australia’s position as a leading global mineral producer necessitates effective management of dust, wastewater, and contaminants. Filtration systems are essential to maintain safe workplaces and comply with environmental regulations, supporting SDG 8 (Decent Work and Economic Growth) and SDG 15 (Life on Land).</li>
<li><strong>Increasingly Strict Environmental Regulations</strong><br>
    Enhanced policies targeting air emissions and wastewater discharge compel industries to adopt advanced filtration technologies to reduce pollution, directly contributing to SDG 13 (Climate Action) and SDG 11 (Sustainable Cities and Communities).</li>
<li><strong>Adoption of Smart Manufacturing and Automation</strong><br>
    The integration of automated equipment in manufacturing requires clean environments to ensure equipment longevity and product quality, aligning with SDG 9.</li>
<li><strong>Growing Importance of Cleanroom Standards</strong><br>
    Sectors such as biotechnology and pharmaceuticals demand highly controlled environments maintained by sophisticated air filtration, supporting SDG 3 and SDG 9.</li>
<li><strong>Integration of IoT and Smart Monitoring</strong><br>
    Digital technologies including IoT sensors enable real-time monitoring of filtration systems, enhancing efficiency and reducing downtime, thus advancing SDG 9 and SDG 12.</li>
</ul>
<h3>Opportunities in the Market</h3>
<ol>
<li><strong>Advanced Air Filtration Technologies</strong> – Rising demand for HEPA filters and air purification systems in industrial settings.</li>
<li><strong>Industrial Wastewater Treatment Solutions</strong> – Investment in filtration to remove pollutants before discharge, supporting SDG 6.</li>
<li><strong>Smart Filtration Systems with IoT Integration</strong> – Innovation in digital monitoring to optimize filtration efficiency.</li>
<li><strong>Mining Industry Filtration Infrastructure</strong> – Large-scale solutions for dust, slurry, and process water management.</li>
<li><strong>Clean Manufacturing and Contamination Control</strong> – High-performance filtration for pharmaceuticals and electronics industries.</li>
<li><strong>Energy-Efficient Filtration Equipment</strong> – Technologies reducing energy consumption while maintaining performance, contributing to SDG 7 (Affordable and Clean Energy).</li>
<li><strong>Sustainable Industrial Processes</strong> – Filtration enabling water recycling, emission reduction, and waste minimization, directly supporting SDG 12 and SDG 13.</li>
</ol>
<h3>Recent Developments</h3>
<ul>
<li><strong>February 2025:</strong> Australian government launched new environmental compliance initiatives targeting industrial emissions and wastewater management, encouraging adoption of advanced filtration technologies.</li>
<li><strong>June 2025:</strong> Introduction of next-generation filtration systems with IoT sensors and automated monitoring to enhance smart factory operations.</li>
<li><strong>September 2025:</strong> Reports indicate increased adoption of advanced air and liquid filtration systems in mining and manufacturing sectors to improve safety, efficiency, and regulatory compliance.</li>
</ul>
<h3>Conclusion: Importance of the Australia Industrial Filtration Market</h3>
<p>The Australia industrial filtration market is vital for advancing cleaner, safer, and more sustainable industrial operations. With projected growth from USD 1,064.6 Million in 2025 to USD 1,946.7 Million by 2034, the sector offers significant opportunities for businesses and investors focused on sustainable development.</p>
<p>Advanced filtration technologies enhance equipment performance, reduce environmental impacts, and ensure compliance with evolving regulations, thereby supporting multiple SDGs including SDG 6, SDG 8, SDG 9, SDG 12, and SDG 13.</p>
<p>As Australia expands its mining, manufacturing, and industrial sectors, filtration systems will remain a cornerstone of sustainable industrial infrastructure, promoting cleaner production processes and contributing to a sustainable industrial future.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 6: Clean Water and Sanitation</strong> – The article discusses industrial wastewater treatment and filtration technologies that remove pollutants before discharge, supporting clean water initiatives.</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong> – The adoption of advanced filtration technologies, smart manufacturing, IoT integration, and industrial infrastructure improvements are highlighted.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Industrial filtration contributes to reducing air pollution and maintaining safe environments in industrial areas.</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong> – The article emphasizes sustainable industrial processes, waste minimization, and energy-efficient filtration equipment.</li>
<li><strong>SDG 13: Climate Action</strong> – Stricter environmental regulations and emission reductions through filtration technologies relate to climate action efforts.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – By improving air quality and reducing contaminants, filtration systems support healthier working environments and communities.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 6 – Target 6.3:</strong> Improve water quality by reducing pollution, minimizing release of hazardous chemicals, and substantially increasing recycling and safe reuse globally. The article’s focus on industrial wastewater treatment aligns with this target.</li>
<li><strong>SDG 9 – Target 9.4:</strong> Upgrade infrastructure and retrofit industries to make them sustainable, with increased resource-use efficiency and greater adoption of clean and environmentally sound technologies. The adoption of smart filtration and IoT integration supports this.</li>
<li><strong>SDG 11 – Target 11.6:</strong> Reduce the adverse per capita environmental impact of cities, including air quality improvements. Industrial filtration reducing airborne particulates addresses this target.</li>
<li><strong>SDG 12 – Target 12.4:</strong> Achieve environmentally sound management of chemicals and wastes throughout their life cycle. Filtration technologies that minimize waste and emissions contribute here.</li>
<li><strong>SDG 13 – Target 13.2:</strong> Integrate climate change measures into policies and planning. The article’s mention of stricter environmental regulations and emission control relates to this target.</li>
<li><strong>SDG 3 – Target 3.9:</strong> Reduce illnesses and deaths from hazardous chemicals and air, water, and soil pollution. Filtration systems improving air and water quality directly support this target.</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ul>
<li><strong>Indicator for SDG 6.3.1:</strong> Proportion of wastewater safely treated. The article’s emphasis on industrial wastewater filtration implies measurement of treated wastewater volumes and pollutant levels.</li>
<li><strong>Indicator for SDG 9.4.1:</strong> CO2 emission per unit of value added. The use of energy-efficient filtration equipment and smart monitoring suggests tracking emissions and energy consumption.</li>
<li><strong>Indicator for SDG 11.6.2:</strong> Annual mean levels of fine particulate matter (PM2.5 and PM10) in cities. The article’s focus on removing airborne particulates implies monitoring air quality improvements.</li>
<li><strong>Indicator for SDG 12.4.2:</strong> Hazardous waste generated per capita and proportion treated. Filtration technologies reducing industrial waste support this indicator.</li>
<li><strong>Indicator for SDG 13.2.2:</strong> Total greenhouse gas emissions per year. Emission reduction through filtration systems is relevant here.</li>
<li><strong>Indicator for SDG 3.9.1:</strong> Mortality rate attributed to household and ambient air pollution. Improved air filtration in industrial settings can contribute to lowering this metric.</li>
</ul>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>6.3: Improve water quality by reducing pollution and increasing recycling and safe reuse</td>
<td>6.3.1: Proportion of wastewater safely treated</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>9.4: Upgrade infrastructure and retrofit industries for sustainability and clean technologies</td>
<td>9.4.1: CO2 emission per unit of value added</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>11.6: Reduce adverse environmental impact including air quality</td>
<td>11.6.2: Annual mean levels of fine particulate matter (PM2.5 and PM10)</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>12.4: Environmentally sound management of chemicals and wastes</td>
<td>12.4.2: Hazardous waste generated per capita and proportion treated</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>13.2: Integrate climate change measures into policies and planning</td>
<td>13.2.2: Total greenhouse gas emissions per year</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>3.9: Reduce illnesses and deaths from pollution and hazardous chemicals</td>
<td>3.9.1: Mortality rate attributed to household and ambient air pollution</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://vocal.media/trader/australia-industrial-filtration-market-powering-cleaner-industries-and-sustainable-manufacturing">vocal.media</a></strong></p>
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<title>‘No Trespass’ Signs Thwart County Inspections Of Kona Dome House – Honolulu Civil Beat</title>
<link>https://sdgtalks.ai/no-trespass-signs-thwart-county-inspections-of-kona-dome-house-honolulu-civil-beat</link>
<guid>https://sdgtalks.ai/no-trespass-signs-thwart-county-inspections-of-kona-dome-house-honolulu-civil-beat</guid>
<description><![CDATA[ ‘No Trespass’ Signs Thwart County Inspections Of Kona Dome House  Honolulu Civil Beat ]]></description>
<enclosure url="https://d1l18ops95qbzp.cloudfront.net/wp-content/2026/03/05105337/dome-structure-1024x576.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 11:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>‘No, Trespass’, Signs, Thwart, County, Inspections, Kona, Dome, House, –, Honolulu, Civil, Beat</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Unpermitted Vacation Rental Structures on Agricultural Land in Hawaiʻi</h2>
<h3>Introduction</h3>
<p>Recent legal disputes on Hawaiʻi’s Big Island highlight challenges related to vacation rentals on farmland, which are prohibited under state law. This report examines a specific case involving an unpermitted dome shelter on agricultural land, emphasizing the implications for Sustainable Development Goals (SDGs), particularly those related to sustainable cities and communities (SDG 11), responsible consumption and production (SDG 12), and life on land (SDG 15).</p>
<h3>Case Overview: The Dome Shelter on Agricultural Land</h3>
<p>A dome-shaped shelter located on a 5-acre agricultural parcel at 75-5481 Hienaloli Road in Kailua-Kona offers scenic views and recreational opportunities such as yoga and stargazing. However, county property records show no building permits for this structure, indicating it was constructed without proper authorization.</p>
<ul>
<li><strong>Legal Status:</strong> The structure lacks county-issued building permits and occupancy approvals, raising concerns about compliance with safety and environmental regulations.</li>
<li><strong>Potential Use as Vacation Rental:</strong> Observations suggest the dome may be used as a short-term vacation rental, which contravenes Hawaiʻi statute 205-4.5 that prohibits vacation rentals on agricultural land.</li>
</ul>
<h3>Regulatory and Enforcement Challenges</h3>
<ol>
<li><strong>Inspection Difficulties:</strong> The property is landlocked with access restricted by “No Trespassing” signs, limiting county inspectors’ ability to enforce regulations.</li>
<li><strong>Legal Precedents:</strong> The Hawaiʻi Supreme Court ruled in November 2024 that farm dwellings in agricultural districts cannot be used as short-term rentals, reinforcing the protection of agricultural land use.</li>
<li><strong>Enforcement Gaps:</strong> Despite complaints and inspections, enforcement actions have been limited, highlighting the need for improved coordination among county departments and legal authorities.</li>
</ol>
<h3>Ownership and Land Use Details</h3>
<ul>
<li>The 5-acre lot is owned by JKS Solutions, a Hawaiʻi-registered company involved in consulting, real estate investments, vacation rentals, and agriculture.</li>
<li>The property benefits from agricultural zoning, resulting in significantly reduced property taxes ($200 annually), despite being purchased at a higher market value.</li>
<li>Recent grading permits approved for adjoining blocks suggest potential further development, which requires close monitoring to ensure compliance with sustainable land use practices.</li>
</ul>
<h3>Implications for Sustainable Development Goals (SDGs)</h3>
<h4>SDG 11: Sustainable Cities and Communities</h4>
<ul>
<li>Ensuring land use regulations are enforced supports sustainable community development by preventing unauthorized construction and preserving agricultural land.</li>
<li>Proper management of vacation rentals contributes to balanced tourism that respects local environments and communities.</li>
</ul>
<h4>SDG 12: Responsible Consumption and Production</h4>
<ul>
<li>Compliance with building permits and environmental regulations ensures responsible resource use and waste management, including septic and effluent systems.</li>
<li>Preventing unauthorized vacation rentals helps avoid overuse of local infrastructure and resources.</li>
</ul>
<h4>SDG 15: Life on Land</h4>
<ul>
<li>Protecting agricultural land from inappropriate development preserves biodiversity and supports sustainable agriculture.</li>
<li>Maintaining agricultural zoning aligns with conservation efforts and sustainable land management.</li>
</ul>
<h3>Vacation Rental Regulations and Legal Context</h3>
<ol>
<li>In 2019, Hawaiʻi County enacted laws banning short-term vacation rentals on agricultural lots created after 1976.</li>
<li>Legal challenges by landowners were ultimately resolved in favor of the county and state, affirming that short-term rentals undermine agricultural purposes.</li>
<li>Recent amendments require registration of hosted vacation rentals, enhancing regulatory oversight.</li>
<li>Ongoing litigation may address potential loopholes related to pre-existing rental registrations.</li>
</ol>
<h3>Conclusion and Recommendations</h3>
<ul>
<li>Enhanced enforcement mechanisms are critical to uphold land use laws and protect agricultural zones.</li>
<li>Improved interdepartmental coordination and legal clarity will support sustainable land management and community well-being.</li>
<li>Stakeholders should prioritize adherence to SDGs by balancing economic development with environmental protection and social responsibility.</li>
<li>Public awareness and reporting mechanisms should be strengthened to identify and address unauthorized land uses promptly.</li>
</ul>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>The article discusses land use, zoning laws, and the management of vacation rentals in agricultural areas, which relate to sustainable urban and community planning.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>The protection of agricultural land and prevention of unauthorized construction supports the sustainable use of terrestrial ecosystems and land resources.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The article highlights legal battles, enforcement challenges, and governance issues related to land use and compliance with laws.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Issues around unpermitted buildings and unauthorized vacation rentals imply concerns about sustainable land use and resource management.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>Target 11.3: By 2030, enhance inclusive and sustainable urbanization and capacity for participatory, integrated and sustainable human settlement planning and management.</li>
<li>Target 11.4: Strengthen efforts to protect and safeguard the world’s cultural and natural heritage (implied by land use and zoning enforcement).</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>Target 15.3: By 2030, combat desertification, restore degraded land and soil, including land affected by desertification, drought and floods, and strive to achieve a land degradation-neutral world.</li>
<li>Target 15.9: Integrate ecosystem and biodiversity values into national and local planning, development processes, and poverty reduction strategies.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.8: By 2030, ensure that people everywhere have the relevant information and awareness for sustainable development and lifestyles in harmony with nature.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Number of unpermitted buildings identified and removed or regularized</strong>
<ul>
<li>The article mentions unpermitted dome structures and the lack of building permits, implying that tracking permits and unauthorized constructions could measure enforcement effectiveness.</li>
</ul>
</li>
<li><strong>Number of short-term vacation rentals registered vs. unregistered</strong>
<ul>
<li>The county’s requirement for registration of vacation rentals (hosted and unhosted) suggests an indicator measuring compliance with rental regulations.</li>
</ul>
</li>
<li><strong>Legal enforcement actions and court rulings related to land use</strong>
<ul>
<li>The article references Supreme Court rulings and ongoing litigation, which could be tracked as indicators of governance and rule of law.</li>
</ul>
</li>
<li><strong>Tax revenue from agricultural land vs. actual land use</strong>
<ul>
<li>The discrepancy between tax benefits for agricultural zoning and actual land use (e.g., vacation rentals) implies an indicator related to fiscal compliance and land use integrity.</li>
</ul>
</li>
<li><strong>Access and inspection rates of agricultural properties</strong>
<ul>
<li>Challenges with property access for inspections due to “No Trespassing” signs imply an indicator measuring the effectiveness of enforcement mechanisms.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.3: Enhance sustainable urbanization and planning</li>
<li>11.4: Protect cultural and natural heritage</li>
</ul>
</td>
<td>
<ul>
<li>Number of unpermitted buildings identified and addressed</li>
<li>Compliance rate with zoning and land use regulations</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>
<ul>
<li>15.3: Restore degraded land and achieve land degradation neutrality</li>
<li>15.9: Integrate ecosystem values into planning</li>
</ul>
</td>
<td>
<ul>
<li>Extent of agricultural land preserved from unauthorized use</li>
<li>Number of enforcement actions preventing land misuse</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and access to justice</li>
<li>16.6: Develop accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Number of legal rulings enforcing land use laws</li>
<li>Inspection and enforcement visit rates</li>
<li>Registration compliance of vacation rentals</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.8: Ensure awareness for sustainable lifestyles</li>
</ul>
</td>
<td>
<ul>
<li>Public awareness and compliance with land use and rental laws</li>
<li>Tax revenue alignment with actual land use</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.civilbeat.org/2026/03/no-trespass-signs-thwart-county-inspections-of-kona-dome-house/">civilbeat.org</a></strong></p>
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<title>Waste Management Stocks Worth Watching – March 9th – MarketBeat</title>
<link>https://sdgtalks.ai/waste-management-stocks-worth-watching-march-9th-marketbeat</link>
<guid>https://sdgtalks.ai/waste-management-stocks-worth-watching-march-9th-marketbeat</guid>
<description><![CDATA[ Waste Management Stocks Worth Watching - March 9th  MarketBeat ]]></description>
<enclosure url="https://www.marketbeat.com/logos/premium-reports/small_20250729153113_reportpreviewnext-7-blockbuster-stocks-cover1x.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 06:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Waste, Management, Stocks, Worth, Watching, –, March, 9th, –, MarketBeat</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Waste Management Stocks and Their Alignment with Sustainable Development Goals (SDGs)</h2>
<p>This report highlights seven key Waste Management stocks identified by MarketBeat’s stock screener tool as significant for investors. These companies play vital roles in waste collection, transportation, processing, recycling, treatment, and disposal services, contributing to environmental sustainability and economic growth. Emphasis is placed on their contributions to the United Nations Sustainable Development Goals (SDGs), particularly SDG 11 (Sustainable Cities and Communities), SDG 12 (Responsible Consumption and Production), and SDG 13 (Climate Action).</p>
<h3>Overview of Waste Management Stocks</h3>
<p>Waste management companies provide essential environmental services across municipal, commercial, and industrial sectors. These businesses are generally considered defensive and cash-generative, supported by long-term contracts and steady demand. However, they face challenges such as regulatory risks, fluctuations in recycling commodity prices, and capital-intensive infrastructure requirements. The companies listed below have recorded the highest trading volumes recently, indicating strong market interest.</p>
<ol>
<li><strong>Waste Management, Inc. (WM)</strong></li>
</ol><ul>
<li>Operates in the United States and Canada, offering collection, transfer, and landfill services.</li>
<li>Develops landfill gas facilities producing renewable natural gas for electricity generation, supporting SDG 7 (Affordable and Clean Energy) and SDG 13 (Climate Action).</li>
<li>Contributes to SDG 11 by managing waste in urban environments and SDG 12 through recycling initiatives.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NYSE&Symbol=WM">Read Our Latest Research Report on WM</a></li>
</ul>
<li><strong>GFL Environmental Inc. (GFL)</strong></li>
<ul>
<li>Provides non-hazardous solid waste and environmental services in Canada and the U.S.</li>
<li>Offers solid and liquid waste management and soil remediation, advancing SDG 6 (Clean Water and Sanitation) and SDG 12.</li>
<li>Supports sustainable industrial practices and environmental protection.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NYSE&Symbol=GFL">Read Our Latest Research Report on GFL</a></li>
</ul>
<li><strong>Custom Truck One Source, Inc. (CTOS)</strong></li>
<ul>
<li>Specializes in equipment rental and sales for infrastructure-related industries including waste management.</li>
<li>Supports efficient waste handling and infrastructure maintenance, contributing to SDG 9 (Industry, Innovation and Infrastructure).</li>
<li>Operates in the U.S. and Canada through segments: Equipment Rental Solutions, Truck and Equipment Sales, and Aftermarket Parts and Services.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NYSE&Symbol=CTOS">Read Our Latest Research Report on CTOS</a></li>
</ul>
<li><strong>Concrete Pumping Holdings, Inc. (BBCP)</strong></li>
<ul>
<li>Provides concrete pumping and waste management services in the U.S. and U.K.</li>
<li>Offers industrial cleanup and containment services, supporting SDG 11 and SDG 12 by promoting sustainable construction and waste containment.</li>
<li>Operates under brands such as Brundage-Bone, Capital Pumping, and Eco-Pan.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NASDAQ&Symbol=BBCP">Read Our Latest Research Report on BBCP</a></li>
</ul>
<li><strong>Avalon Holdings Corporation (AWX)</strong></li>
<ul>
<li>Delivers hazardous and nonhazardous waste disposal brokerage and management services in the U.S.</li>
<li>Manages captive landfills and provides turnkey waste management services, aligning with SDG 12 and SDG 15 (Life on Land).</li>
<li>Supports governmental and municipal clients in sustainable waste solutions.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NYSE&Symbol=AWX">Read Our Latest Research Report on AWX</a></li>
</ul>
<li><strong>ESGL Holdings Limited (ESGLW)</strong></li>
<ul>
<li>Focuses on regenerating industrial waste into circular products using renewable energy technologies.</li>
<li>Advances the circular economy concept, directly supporting SDG 12 and SDG 7.</li>
<li>Based in Singapore, the company promotes sustainable industrial waste solutions.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NASDAQ&Symbol=ESGLW">Read Our Latest Research Report on ESGLW</a></li>
</ul>
<li><strong>LanzaTech Global, Inc. (LNZAW)</strong></li>
<ul>
<li>Engages in innovative waste-to-fuel and chemical production technologies.</li>
<li>Supports SDG 9 and SDG 13 by reducing industrial emissions and promoting sustainable industrial innovation.</li>
<li><a href="https://www.marketbeat.com/arnreports/ReportTickerOptin.aspx?RegistrationCode=TickerHyperlink&Prefix=NASDAQ&Symbol=LNZAW">Read Our Latest Research Report on LNZAW</a></li>
</ul>

<h3>Key Contributions to Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 11 – Sustainable Cities and Communities:</strong> Waste management companies contribute to cleaner, safer urban environments through effective waste collection and disposal.</li>
<li><strong>SDG 12 – Responsible Consumption and Production:</strong> Recycling, waste reduction, and circular economy initiatives are central to these companies’ operations.</li>
<li><strong>SDG 13 – Climate Action:</strong> Renewable energy projects such as landfill gas-to-energy and waste-to-fuel technologies reduce greenhouse gas emissions.</li>
<li><strong>SDG 7 – Affordable and Clean Energy:</strong> Production of renewable natural gas and use of renewable energy in waste processing promote clean energy access.</li>
<li><strong>SDG 9 – Industry, Innovation and Infrastructure:</strong> Investment in advanced waste management infrastructure and innovative technologies supports sustainable industrial development.</li>
</ul>
<h3>Conclusion</h3>
<p>The highlighted waste management companies demonstrate significant alignment with global sustainability objectives through their environmental services and innovative technologies. Investors focusing on sustainable development may consider these stocks for their potential to contribute to the SDGs while delivering steady financial performance.</p>
<p><em>For further detailed analysis, readers are encouraged to consult the individual research reports linked above.</em></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>The article discusses waste management services that contribute to sustainable urban environments by managing municipal, commercial, and industrial waste.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Focus on recycling, waste processing, and converting waste into renewable energy aligns with sustainable consumption and production patterns.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Landfill gas used as renewable natural gas for electricity generation and the use of renewable energy technologies contribute to climate change mitigation.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Companies providing specialty equipment rental, infrastructure-related services, and innovative waste solutions support resilient infrastructure and industrial innovation.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Soil remediation and liquid waste management services contribute to water quality and sanitation improvements.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>Target 11.6: Reduce the adverse per capita environmental impact of cities, including by paying special attention to air quality and municipal and other waste management.</li>
</ul>
</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.4: Achieve environmentally sound management of chemicals and all wastes throughout their life cycle.</li>
<li>Target 12.5: Substantially reduce waste generation through prevention, reduction, recycling, and reuse.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Target 13.2: Integrate climate change measures into national policies, strategies, and planning.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Target 9.4: Upgrade infrastructure and retrofit industries to make them sustainable, with increased resource-use efficiency and greater adoption of clean and environmentally sound technologies.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Target 6.3: Improve water quality by reducing pollution, minimizing release of hazardous chemicals and materials, and increasing recycling and safe reuse.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Waste Collection and Recycling Rates</strong>
<ul>
<li>Implied by the companies’ activities in collection, transportation, recycling, and disposal of waste.</li>
</ul>
</li>
<li><strong>Amount of Waste Converted to Renewable Energy</strong>
<ul>
<li>Landfill gas used as renewable natural gas for electricity generation is an indicator of renewable energy production from waste.</li>
</ul>
</li>
<li><strong>Volume of Hazardous and Non-Hazardous Waste Managed</strong>
<ul>
<li>Companies providing hazardous and non-hazardous waste disposal services imply tracking of waste volumes managed safely.</li>
</ul>
</li>
<li><strong>Use of Environmentally Sound Technologies</strong>
<ul>
<li>Regeneration of industrial waste into circular products using renewable energy technologies indicates innovation and sustainable industrial practices.</li>
</ul>
</li>
<li><strong>Soil and Liquid Waste Remediation Metrics</strong>
<ul>
<li>Soil remediation and liquid waste management suggest indicators related to pollution reduction and environmental quality improvement.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>11.6: Reduce adverse environmental impact of cities including waste management</td>
<td>Waste collection and recycling rates; volume of municipal waste managed</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>12.4: Environmentally sound management of chemicals and wastes<br>12.5: Substantially reduce waste generation</td>
<td>Volume of hazardous and non-hazardous waste managed; recycling rates; waste reduction metrics</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>13.2: Integrate climate change measures into policies and planning</td>
<td>Amount of waste converted to renewable energy (e.g., landfill gas to electricity)</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>9.4: Upgrade infrastructure for sustainability and clean technologies</td>
<td>Use of renewable energy technologies; regeneration of industrial waste into circular products</td>
</tr>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>6.3: Improve water quality by reducing pollution and increasing recycling</td>
<td>Soil remediation metrics; liquid waste management volumes; pollution reduction indicators</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.marketbeat.com/instant-alerts/waste-management-stocks-worth-watching-march-9th-2026-03-09/">marketbeat.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Sustainable Agricultural Practices Promoted in Holguin – radioangulo.cu</title>
<link>https://sdgtalks.ai/sustainable-agricultural-practices-promoted-in-holguin-radioangulocu</link>
<guid>https://sdgtalks.ai/sustainable-agricultural-practices-promoted-in-holguin-radioangulocu</guid>
<description><![CDATA[ Sustainable Agricultural Practices Promoted in Holguin  radioangulo.cu ]]></description>
<enclosure url="https://secure.gravatar.com/avatar/1ad2838726e906cfa87a553f689a7f32e0ee0de75868be503d8e250a6af0a3b4" length="49398" type="image/jpeg"/>
<pubDate>Mon, 09 Mar 2026 23:00:11 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Sustainable, Agricultural, Practices, Promoted, Holguin, –, radioangulo.cu</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Sustainable Agricultural Development Initiatives in Holguin Province</h2>
<h3>Introduction</h3>
<p>Holguin province has undertaken significant initiatives to promote sustainable agricultural practices, aligning with the United Nations Sustainable Development Goals (SDGs), particularly SDG 2 (Zero Hunger), SDG 6 (Clean Water and Sanitation), SDG 7 (Affordable and Clean Energy), and SDG 13 (Climate Action). A key project includes the incorporation of center-pivot irrigation systems across demonstration plots to enhance food production sustainably.</p>
<h3>Implementation of Renewable Energy and Water Conservation</h3>
<ul>
<li>Deputy delegate Geovanny Zaldívar Martínez from the Ministry of Science, Technology and Environment highlighted the integration of renewable energy sources, such as solar panels, in agricultural operations.</li>
<li>Solar panels have been installed on forestry farms and water supply systems to support agricultural growth in municipalities within the Turquino Plan, including Mayari and Frank País.</li>
<li>Water conservation techniques are being applied to optimize irrigation efficiency, directly contributing to SDG 6.</li>
</ul>
<h3>Technological Innovations and Climate-Resilient Agriculture</h3>
<ol>
<li>Development and use of high-quality seeds to improve crop yields and resilience.</li>
<li>Introduction of alternative planting methods that maximize space utilization between seedlings.</li>
<li>Research focused on cultivating crops and vegetables that are resilient to climate change impacts, supporting SDG 13.</li>
</ol>
<h3>Promotion of Sustainable Inputs and Economic Resilience</h3>
<ul>
<li>Natural fertilizers are being promoted as substitutes for imported pesticides, reducing dependency on costly imports affected by economic sanctions.</li>
<li>This approach supports SDG 12 (Responsible Consumption and Production) by encouraging environmentally friendly agricultural inputs.</li>
</ul>
<h3>Collaborations and Capacity Building</h3>
<ul>
<li>Holguin province is implementing joint projects with the World Food Programme and the United Nations Development Fund.</li>
<li>These collaborations aim to leverage local capacities and promote self-sufficiency in municipalities, advancing SDG 1 (No Poverty) and SDG 8 (Decent Work and Economic Growth).</li>
</ul>
<h3>Scientific and Educational Advancements</h3>
<ul>
<li>Introduction of scientific and technological advancements to create employment opportunities in the agricultural sector.</li>
<li>Promotion of agronomy studies among younger generations to ensure sustainable agricultural development in the future.</li>
<li>Increase in alternative production methods to strengthen nutritional sovereignty, directly supporting SDG 2.</li>
</ul>
<h3>Conclusion</h3>
<p>The initiatives in Holguin province demonstrate a comprehensive approach to sustainable agricultural development by integrating renewable energy, water conservation, climate-resilient crops, and local capacity building. These efforts contribute significantly to multiple Sustainable Development Goals, fostering environmental sustainability, economic resilience, and food security in the region.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed in the Article</h2>
<ol>
<li><strong>SDG 2: Zero Hunger</strong> – The article discusses initiatives in food production, agricultural development, and nutritional sovereignty, which align with ending hunger and promoting sustainable agriculture.</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong> – Water conservation and water supply systems are highlighted, connecting to ensuring availability and sustainable management of water.</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong> – The use of renewable energy, specifically solar panels, is a key focus in the agricultural sector.</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong> – The incorporation of scientific and technological advancements and research in agriculture reflects this goal.</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong> – Promotion of natural fertilizers as substitutes for imported pesticides supports sustainable consumption and production patterns.</li>
<li><strong>SDG 13: Climate Action</strong> – The development of crops resilient to climate change and sustainable agricultural practices contribute to climate change mitigation and adaptation.</li>
<li><strong>SDG 17: Partnerships for the Goals</strong> – Collaboration with the World Food Programme and United Nations Development Fund illustrates global partnerships for sustainable development.</li>
</ol>
<h2>2. Specific Targets Under the Identified SDGs</h2>
<ol>
<li><strong>SDG 2 Targets:</strong>
<ul>
<li>2.3 – By 2030, double the agricultural productivity and incomes of small-scale food producers through sustainable practices.</li>
<li>2.4 – Ensure sustainable food production systems and implement resilient agricultural practices.</li>
</ul>
</li>
<li><strong>SDG 6 Targets:</strong>
<ul>
<li>6.4 – Increase water-use efficiency across all sectors to ensure sustainable withdrawals and supply.</li>
</ul>
</li>
<li><strong>SDG 7 Targets:</strong>
<ul>
<li>7.2 – Increase substantially the share of renewable energy in the global energy mix.</li>
</ul>
</li>
<li><strong>SDG 9 Targets:</strong>
<ul>
<li>9.5 – Enhance scientific research and upgrade technological capabilities in industrial sectors.</li>
</ul>
</li>
<li><strong>SDG 12 Targets:</strong>
<ul>
<li>12.4 – Achieve environmentally sound management of chemicals and wastes.</li>
</ul>
</li>
<li><strong>SDG 13 Targets:</strong>
<ul>
<li>13.1 – Strengthen resilience and adaptive capacity to climate-related hazards.</li>
</ul>
</li>
<li><strong>SDG 17 Targets:</strong>
<ul>
<li>17.16 – Enhance the global partnership for sustainable development.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>SDG 2 Indicators:</strong>
<ul>
<li>2.3.1 – Volume of production per labor unit by classes of farming/pastoral/forestry enterprise size.</li>
<li>2.4.1 – Proportion of agricultural area under productive and sustainable agriculture.</li>
</ul>
</li>
<li><strong>SDG 6 Indicators:</strong>
<ul>
<li>6.4.1 – Change in water-use efficiency over time.</li>
</ul>
</li>
<li><strong>SDG 7 Indicators:</strong>
<ul>
<li>7.2.1 – Renewable energy share in the total final energy consumption.</li>
</ul>
</li>
<li><strong>SDG 9 Indicators:</strong>
<ul>
<li>9.5.1 – Research and development expenditure as a proportion of GDP.</li>
<li>9.5.2 – Number of researchers per million inhabitants.</li>
</ul>
</li>
<li><strong>SDG 12 Indicators:</strong>
<ul>
<li>12.4.2 – Hazardous waste generated per capita and proportion treated, by type of treatment.</li>
</ul>
</li>
<li><strong>SDG 13 Indicators:</strong>
<ul>
<li>13.1.2 – Number of countries with national and local disaster risk reduction strategies.</li>
</ul>
</li>
<li><strong>SDG 17 Indicators:</strong>
<ul>
<li>17.16.1 – Number of countries reporting progress in multi-stakeholder development effectiveness monitoring frameworks.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.3 – Double agricultural productivity and incomes.</li>
<li>2.4 – Sustainable food production systems and resilient agriculture.</li>
</ul>
</td>
<td>
<ul>
<li>2.3.1 – Volume of production per labor unit.</li>
<li>2.4.1 – Proportion of agricultural area under sustainable agriculture.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>
<ul>
<li>6.4 – Increase water-use efficiency.</li>
</ul>
</td>
<td>
<ul>
<li>6.4.1 – Change in water-use efficiency over time.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.2 – Increase renewable energy share.</li>
</ul>
</td>
<td>
<ul>
<li>7.2.1 – Renewable energy share in total energy consumption.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>
<ul>
<li>9.5 – Enhance scientific research and technological capabilities.</li>
</ul>
</td>
<td>
<ul>
<li>9.5.1 – R&D expenditure as a proportion of GDP.</li>
<li>9.5.2 – Number of researchers per million inhabitants.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.4 – Environmentally sound management of chemicals and wastes.</li>
</ul>
</td>
<td>
<ul>
<li>12.4.2 – Hazardous waste generated per capita and proportion treated.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1 – Strengthen resilience and adaptive capacity to climate hazards.</li>
</ul>
</td>
<td>
<ul>
<li>13.1.2 – Number of countries with disaster risk reduction strategies.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.16 – Enhance global partnership for sustainable development.</li>
</ul>
</td>
<td>
<ul>
<li>17.16.1 – Number of countries reporting progress in multi-stakeholder frameworks.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.radioangulo.cu/en/2026/03/09/sustainable-agricultural-practices-promoted-in-holguin/">radioangulo.cu</a></strong></p>
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<title>Alcoa Wheels Cradle&#45;to&#45;Cradle Certified at Silver Level – Heavy Duty Trucking</title>
<link>https://sdgtalks.ai/alcoa-wheels-cradle-to-cradle-certified-at-silver-level-heavy-duty-trucking</link>
<guid>https://sdgtalks.ai/alcoa-wheels-cradle-to-cradle-certified-at-silver-level-heavy-duty-trucking</guid>
<description><![CDATA[ Alcoa Wheels Cradle-to-Cradle Certified at Silver Level  Heavy Duty Trucking ]]></description>
<enclosure url="https://assets.bobitstudios.com/image/upload/f_auto,q_auto,dpr_auto/AlcoaWheel_2012_1768209497691_fj5cid.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 09 Mar 2026 18:30:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Alcoa, Wheels, Cradle-to-Cradle, Certified, Silver, Level, –, Heavy, Duty, Trucking</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Alcoa Wheel & Transportation Products Achieves Cradle to Cradle Silver Certification</h2>
<h3>Introduction</h3>
<p>Alcoa Wheel & Transportation Products has announced that its global line of wheel products has achieved Cradle to Cradle Certified<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2122.png" alt="™" class="wp-smiley"> at the Silver level. This certification highlights the company’s commitment to sustainable development by utilizing environmentally safe materials and production processes, including the use of aluminum that is infinitely recyclable.</p>
<h3>Significance of the Certification</h3>
<p>Alcoa’s wheels are the first products within the transportation industry to receive certification from the Cradle to Cradle Certified Program, marking a significant milestone in advancing sustainable manufacturing practices in this sector.</p>
<h3>Certification Process and Criteria</h3>
<p>The evaluation was conducted by McDonough Braungart Design Chemistry (MBDC), a global sustainability consulting and product certification firm that pioneered the Cradle to Cradle concept in 1995. The certification process assesses products based on multiple sustainability attributes, including:</p>
<ol>
<li>Material Health – ensuring materials are safe for human and environmental health</li>
<li>Material Reutilization – designing for future use cycles and recyclability</li>
<li>Renewable Energy Use – promoting energy sources that reduce carbon footprint</li>
<li>Water Stewardship – managing water resources responsibly</li>
<li>Social Responsibility – ensuring ethical practices throughout the supply chain</li>
</ol>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>Alcoa’s achievement aligns with several United Nations Sustainable Development Goals, including:</p>
<ul>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong> – by pioneering sustainable manufacturing technologies in the transportation industry.</li>
<li><strong>SDG 12: Responsible Consumption and Production</strong> – through the use of recyclable materials and sustainable production processes.</li>
<li><strong>SDG 13: Climate Action</strong> – by reducing environmental impact via renewable energy and sustainable resource management.</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong> – by implementing water stewardship practices.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – by promoting social responsibility within the supply chain.</li>
</ul>
<h3>Industry Impact and Future Outlook</h3>
<p>The Cradle to Cradle Certified Product Program serves as a vital resource for companies like Alcoa to communicate their sustainability efforts effectively. To date, MBDC has certified over 425 products across various industries, with 125 companies worldwide participating in the program.</p>
<p>Jay Bolus, Vice President of Technical Operations at MBDC, stated:</p>
<blockquote><p>
  “An industry leader in sustainability, Alcoa has achieved Cradle to Cradle Certified Silver for a number of other products, including Alcoa primary aluminum. This latest certification demonstrates that Alcoa wheel products are pioneering the way for more sustainable solutions within the transportation industry.”
</p></blockquote>
<h3>Conclusion</h3>
<p>Alcoa Wheel & Transportation Products’ Cradle to Cradle Silver certification underscores the company’s leadership in integrating sustainable development principles into product design and manufacturing. This achievement contributes to global efforts in advancing the Sustainable Development Goals by promoting innovation, responsible production, and environmental stewardship within the transportation sector.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>The article highlights sustainable production processes and material choices that are environmentally safe and healthy.</li>
<li>Focus on Cradle to Cradle certification emphasizes circular economy principles and sustainable manufacturing.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Innovation in product certification and sustainable manufacturing processes in the transportation industry.</li>
<li>Promotion of sustainable industrialization through eco-labeling and material reutilization.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Water stewardship is one of the evaluation criteria in the Cradle to Cradle certification.</li>
</ul>
</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong>
<ul>
<li>Use of renewable energy is assessed in the certification process.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Material health and safety to human health are key evaluation factors.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Social responsibility is part of the certification assessment, linking to decent work and ethical business practices.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.2: By 2030, achieve the sustainable management and efficient use of natural resources.</li>
<li>Target 12.5: By 2030, substantially reduce waste generation through prevention, reduction, recycling, and reuse.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Target 9.4: By 2030, upgrade infrastructure and retrofit industries to make them sustainable, with increased resource-use efficiency and greater adoption of clean and environmentally sound technologies.</li>
</ul>
</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong>
<ul>
<li>Target 6.4: By 2030, substantially increase water-use efficiency across all sectors.</li>
</ul>
</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong>
<ul>
<li>Target 7.2: By 2030, increase substantially the share of renewable energy in the global energy mix.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.9: By 2030, substantially reduce the number of deaths and illnesses from hazardous chemicals and air, water, and soil pollution and contamination.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.8: Protect labor rights and promote safe and secure working environments for all workers.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Material Health and Safety</strong>
<ul>
<li>Indicator related to the assessment of products for safety to human health and environmental health.</li>
</ul>
</li>
<li><strong>Material Reutilization</strong>
<ul>
<li>Indicator measuring the extent of material recycling and reuse, such as aluminum being infinitely recyclable.</li>
</ul>
</li>
<li><strong>Renewable Energy Use</strong>
<ul>
<li>Indicator on the share or amount of renewable energy used in production processes.</li>
</ul>
</li>
<li><strong>Water Stewardship</strong>
<ul>
<li>Indicator on water use efficiency and sustainable water management in manufacturing.</li>
</ul>
</li>
<li><strong>Social Responsibility</strong>
<ul>
<li>Indicators related to labor rights, worker safety, and ethical business practices.</li>
</ul>
</li>
<li><strong>Certification Level</strong>
<ul>
<li>The Cradle to Cradle Certified Silver level itself serves as an indicator of sustainable product and process standards met.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>12.2: Sustainable management and efficient use of natural resources</li>
<li>12.5: Substantially reduce waste generation through prevention, reduction, recycling, and reuse</li>
</ul>
</td>
<td>
<ul>
<li>Material reutilization and recycling rates (e.g., infinitely recyclable aluminum)</li>
<li>Waste reduction metrics</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>
<ul>
<li>9.4: Upgrade industries to be sustainable with resource-use efficiency and clean technologies</li>
</ul>
</td>
<td>
<ul>
<li>Certification levels indicating sustainable manufacturing processes</li>
<li>Use of eco-labels such as Cradle to Cradle</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>
<ul>
<li>6.4: Increase water-use efficiency across all sectors</li>
</ul>
</td>
<td>
<ul>
<li>Water stewardship indicators in production</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.2: Increase share of renewable energy in the global energy mix</li>
</ul>
</td>
<td>
<ul>
<li>Renewable energy use in manufacturing processes</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.9: Reduce deaths and illnesses from hazardous chemicals and pollution</li>
</ul>
</td>
<td>
<ul>
<li>Material health and safety assessments</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>Social responsibility indicators in certification</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.truckinginfo.com/news/alcoa-wheels-cradle-to-cradle-certified-at-silver-level">truckinginfo.com</a></strong></p>
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<title>Deaf 6&#45;year&#45;old deported from Bay Area without hearing aids – KCRA</title>
<link>https://sdgtalks.ai/deaf-6-year-old-deported-from-bay-area-without-hearing-aids-kcra</link>
<guid>https://sdgtalks.ai/deaf-6-year-old-deported-from-bay-area-without-hearing-aids-kcra</guid>
<description><![CDATA[ Deaf 6-year-old deported from Bay Area without hearing aids  KCRA ]]></description>
<enclosure url="https://kubrick.htvapps.com/htv-prod-media.s3.amazonaws.com/htv_default_image/site_branding/kcra.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 09 Mar 2026 11:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Deaf, 6-year-old, deported, from, Bay, Area, without, hearing, aids, –, KCRA</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Deportation of a Deaf 6-Year-Old Boy from the Bay Area</h2>
<h3>Incident Overview</h3>
<p>A deaf 6-year-old boy, Joseph Andrey Londono Rodriguez, was deported from the San Francisco Bay Area to Colombia without his hearing aids. The boy’s mother, Lesly Rodriguez Gutierrez, was seeking asylum after fleeing Colombia. During a routine check-in appointment, Immigration and Customs Enforcement (ICE) detained and deported the mother along with her two sons. Reports indicate that a family member was not permitted to retrieve the boy’s essential hearing aids.</p>
<h3>Educational and Medical Concerns</h3>
<ul>
<li>Joseph attended the California School for the Deaf in Fremont, California.</li>
<li>The boy relies on hearing aids and other medical devices for his well-being and educational success.</li>
<li>He was deported without his hearing aids, raising serious concerns about his immediate care and safety.</li>
</ul>
<h3>Response from Authorities and Advocates</h3>
<ol>
<li>California State Superintendent Tony Thurmond expressed deep concern over the situation, emphasizing the child’s dependency on medical devices and the unknown whereabouts of the family.</li>
<li>The family’s attorney confirmed the deportation to Colombia after approximately four years in the Bay Area, during which they escaped an abusive relationship.</li>
<li>The Department of Homeland Security stated that ICE does not separate families and that parents are given the choice to be removed with their children or to place them with a designated safe person. The mother reportedly chose to be removed with her children.</li>
</ol>
<h3>Implications for Sustainable Development Goals (SDGs)</h3>
<p>This case highlights critical intersections with several United Nations Sustainable Development Goals:</p>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – The deportation without hearing aids jeopardizes the child’s health and access to necessary medical devices.</li>
<li><strong>SDG 4: Quality Education</strong> – Disruption of the boy’s education at the California School for the Deaf undermines his right to inclusive and equitable quality education.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The situation underscores the vulnerabilities faced by asylum seekers and persons with disabilities, calling for equitable treatment and protection.</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong> – The case raises concerns about the protection of human rights within immigration enforcement practices and the need for transparent, just procedures.</li>
</ul>
<h3>Call to Action</h3>
<ul>
<li>Immediate return and reunification of the boy and his family to ensure access to medical care and education.</li>
<li>Implementation of policies that safeguard the rights and well-being of children with disabilities within immigration processes.</li>
<li>Enhanced coordination between immigration authorities, educational institutions, and healthcare providers to uphold the SDGs related to health, education, and equality.</li>
</ul>
<h3>Conclusion</h3>
<p>The deportation of a deaf child without his hearing aids presents a significant human rights and social justice concern. It highlights the urgent need to align immigration enforcement with the Sustainable Development Goals to protect vulnerable populations, ensure access to essential services, and promote inclusive development.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article highlights the health needs of a deaf child dependent on hearing aids and medical devices, emphasizing access to healthcare and medical support.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>The child attended the California School for the Deaf, pointing to the importance of inclusive and equitable quality education for children with disabilities.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The deportation of an asylum-seeking family, including a child with disabilities, touches on issues of inequality, protection of vulnerable populations, and migrant rights.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The involvement of immigration enforcement and concerns about family separation relate to justice, protection of human rights, and effective institutions.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including access to quality essential health-care services and access to safe, effective, quality, and affordable essential medicines and vaccines.</li>
<li>Target 3.b: Support the research and development of vaccines and medicines for communicable and non-communicable diseases and provide access to affordable essential medicines and vaccines.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to all levels of education and vocational training for the vulnerable, including persons with disabilities.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.7: Facilitate orderly, safe, regular and responsible migration and mobility of people, including through implementation of planned and well-managed migration policies.</li>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>For SDG 3 (Good Health and Well-being)</strong>
<ul>
<li>Indicator 3.8.1: Coverage of essential health services (including availability of medical devices such as hearing aids).</li>
<li>Indicator 3.b.3: Proportion of health facilities that have a core set of relevant essential medicines and technologies available and affordable.</li>
</ul>
</li>
<li><strong>For SDG 4 (Quality Education)</strong>
<ul>
<li>Indicator 4.5.1: Parity indices (female/male, rural/urban, bottom/top wealth quintile and others) for all education indicators.</li>
<li>Indicator 4.a.1: Proportion of schools with access to adapted infrastructure and materials for students with disabilities.</li>
</ul>
</li>
<li><strong>For SDG 10 (Reduced Inequalities)</strong>
<ul>
<li>Indicator 10.7.1: Recruitment cost borne by employee as a proportion of yearly income earned in country of destination.</li>
<li>Indicator 10.2.1: Proportion of people living below 50% of median income, by sex, age and persons with disabilities.</li>
</ul>
</li>
<li><strong>For SDG 16 (Peace, Justice and Strong Institutions)</strong>
<ul>
<li>Indicator 16.3.2: Unsentenced detainees as a proportion of overall prison population.</li>
<li>Indicator 16.2.2: Number of victims of human trafficking per 100,000 population, by sex, age and form of exploitation.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8: Universal health coverage including access to essential health services</li>
<li>3.b: Access to affordable essential medicines and medical devices</li>
</ul>
</td>
<td>
<ul>
<li>3.8.1: Coverage of essential health services (e.g., hearing aids availability)</li>
<li>3.b.3: Availability of essential medicines and technologies</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.5: Equal access to education for vulnerable groups including persons with disabilities</li>
</ul>
</td>
<td>
<ul>
<li>4.5.1: Parity indices for education indicators</li>
<li>4.a.1: Schools with adapted infrastructure for disabilities</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.7: Facilitate safe and responsible migration</li>
<li>10.2: Promote inclusion of all, including persons with disabilities</li>
</ul>
</td>
<td>
<ul>
<li>10.7.1: Recruitment cost borne by employee</li>
<li>10.2.1: Proportion of people below 50% median income by disability status</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and equal access to justice</li>
<li>16.2: End abuse and exploitation of children</li>
</ul>
</td>
<td>
<ul>
<li>16.3.2: Unsentenced detainees proportion</li>
<li>16.2.2: Number of victims of human trafficking</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.kcra.com/article/deaf-6-year-old-deported-from-bay-area-without-hearing-aids/70651728">kcra.com</a></strong></p>
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<item>
<title>Microplastics are creating tiny microbial battlegrounds in farm soil – Earth.com</title>
<link>https://sdgtalks.ai/microplastics-are-creating-tiny-microbial-battlegrounds-in-farm-soil-earthcom</link>
<guid>https://sdgtalks.ai/microplastics-are-creating-tiny-microbial-battlegrounds-in-farm-soil-earthcom</guid>
<description><![CDATA[ Microplastics are creating tiny microbial battlegrounds in farm soil  Earth.com ]]></description>
<enclosure url="https://cff2.earth.com/uploads/2025/05/25075913/earthsnap-banner-news.webp" length="49398" type="image/jpeg"/>
<pubDate>Mon, 09 Mar 2026 11:00:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Microplastics, are, creating, tiny, microbial, battlegrounds, farm, soil, –, Earth.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Microplastics in Farmland Soils: Implications for Sustainable Development Goals</h2>
<p>Microplastics, commonly recognized as an ocean pollution issue, are increasingly accumulating in farmland soils. A recent scientific review led by researchers from <a href="https://eng.ujs.edu.cn/" target="_blank" rel="noreferrer noopener">Jiangsu University</a> highlights that the impact of microplastics extends beyond physical contamination, affecting soil ecosystems at a microscopic level. This report emphasizes the relevance of these findings to the Sustainable Development Goals (SDGs), particularly SDG 2 (Zero Hunger), SDG 12 (Responsible Consumption and Production), SDG 13 (Climate Action), and SDG 15 (Life on Land).</p>
<h3>Microplastics as Emerging Soil Pollutants</h3>
<p>Microplastics are plastic fragments smaller than five millimeters. In agricultural environments, they enter soils through various pathways including plastic mulch, sewage sludge, irrigation water, and degradation of larger plastic waste. Their presence in soil can:</p>
<ul>
<li>Alter soil structure</li>
<li>Disrupt nutrient cycling</li>
<li>Affect soil organisms critical for ecosystem functioning</li>
</ul>
<p>These effects pose risks to soil fertility and sustainable agricultural productivity, directly impacting SDG 2 (Zero Hunger) and SDG 15 (Life on Land).</p>
<h2>A New Micro-Habitat in Soil: The Plastisphere</h2>
<p>Researchers describe microplastics as creating unique micro-environments in soil called <strong>plastispheres</strong>. These plastispheres are biofilm communities where microorganisms attach to plastic surfaces, forming dense and active microbial networks. Key characteristics include:</p>
<ol>
<li>Enhanced microbial interactions compared to surrounding soil</li>
<li>Modification of microbial community behavior</li>
<li>Influence on nutrient movement and soil resilience after environmental stress</li>
</ol>
<p>The review underscores that microplastics act not only as physical pollutants but also as environmental stressors reshaping microbial and viral interactions, which may ultimately affect soil fertility and agricultural sustainability, aligning with SDG 12 and SDG 15.</p>
<h2>Viruses as Key Players in Soil Ecosystems</h2>
<p>A central focus of the review is on bacteriophages—viruses that infect bacteria. Their roles in soil ecosystems include:</p>
<ul>
<li>Reshaping bacterial populations by infecting and lysing cells</li>
<li>Influencing nutrient cycling through release of cellular contents</li>
<li>Facilitating gene transfer between microbes, spreading traits across communities</li>
</ul>
<p>In plastispheres, where microbes are densely packed, viral impacts on microbial dynamics and gene exchange are potentially amplified, affecting ecosystem functions relevant to SDG 15 and SDG 13.</p>
<h2>Gene Exchange: Potential Benefits and Risks</h2>
<p>Viral-mediated gene transfer within plastispheres represents a double-edged sword:</p>
<ul>
<li><strong>Positive potential:</strong> Spread of genes that enhance microbial degradation of plastics, supporting natural biodegradation processes.</li>
<li><strong>Negative risks:</strong> Dissemination of antibiotic resistance genes and other harmful traits that may compromise soil health and human wellbeing.</li>
</ul>
<p>This dual role necessitates careful consideration in environmental management and policy development, linking to SDG 3 (Good Health and Well-being) and SDG 12.</p>
<h2>Innovative Approaches to Accelerate Plastic Degradation</h2>
<p>The review explores emerging theoretical methods to utilize virus-related systems to enhance plastic breakdown in soils, including:</p>
<ol>
<li>Phage-assisted microbial augmentation to promote plastic-degrading microbial populations</li>
<li>Use of virus-like particles loaded with catalytic nanoenzymes to accelerate polymer degradation</li>
</ol>
<p>These innovative approaches remain experimental and raise important concerns regarding biosafety, unintended gene transfer, and ecological unpredictability. Responsible research and governance are essential to align these technologies with SDG 9 (Industry, Innovation, and Infrastructure) and SDG 12.</p>
<h2>Challenges: Lack of Long-Term Field Evidence</h2>
<p>Current knowledge is limited by reliance on laboratory and short-term studies. The dynamic nature of soil ecosystems, influenced by seasonal changes, farming practices, and environmental factors, requires long-term field research to understand:</p>
<ul>
<li>Stability and evolution of plastisphere ecosystems</li>
<li>Interactions among viruses, microbes, and microplastics over time</li>
</ul>
<p>Addressing this gap is critical for informed environmental management and achieving SDG 15.</p>
<h2>Call for Interdisciplinary Research and Collaboration</h2>
<p>The review advocates for integrated research efforts across microbiology, virology, soil science, environmental engineering, and policy-making. Advanced tools recommended include:</p>
<ul>
<li>Single-cell viromics</li>
<li>AI-driven host prediction models</li>
<li>Multi-omics approaches</li>
</ul>
<p>These methods aim to map microbial and viral communities and gene flow within soils, enhancing understanding of ecosystem responses to plastic pollution. This collaborative approach supports SDG 17 (Partnerships for the Goals).</p>
<h2>Conclusion: Microplastics as Dynamic Biological Arenas</h2>
<p>The study concludes that microplastics in soil are not inert debris but active microhabitats where microbes and viruses interact dynamically, reshaping soil ecosystems. Recognizing the soil virome’s role offers new perspectives for ecosystem restoration and sustainable agriculture, contributing to multiple SDGs including SDG 2, SDG 12, SDG 13, and SDG 15.</p>
<p>The research is published in the journal <a href="https://www.maxapress.com/article/doi/10.48130/aee-0026-0003" target="_blank" rel="noreferrer noopener"><em>Agricultural Ecology and Environment</em></a>.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li>
    <strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The article discusses the impact of microplastics on soil fertility and agricultural sustainability, which directly relates to ensuring sustainable food production systems and resilient agricultural practices.</li>
</ul>
</li>
<li>
    <strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Microplastic pollution from agricultural practices such as plastic mulch and sewage sludge reflects issues of waste management and sustainable production.</li>
</ul>
</li>
<li>
    <strong>SDG 13: Climate Action</strong>
<ul>
<li>While not explicitly mentioned, the article’s focus on soil health and ecosystem recovery ties into climate resilience and sustainable land use.</li>
</ul>
</li>
<li>
    <strong>SDG 15: Life on Land</strong>
<ul>
<li>The article’s emphasis on soil ecosystems, microbial communities, and the impact of pollutants on terrestrial ecosystems aligns with protecting, restoring, and promoting sustainable use of terrestrial ecosystems.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li>
    <strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.4: By 2030, ensure sustainable food production systems and implement resilient agricultural practices that increase productivity and production, help maintain ecosystems, and strengthen capacity for adaptation to climate change.</li>
</ul>
</li>
<li>
    <strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>Target 12.4: By 2020, achieve environmentally sound management of chemicals and all wastes throughout their life cycle, in accordance with agreed international frameworks.</li>
<li>Target 12.5: By 2030, substantially reduce waste generation through prevention, reduction, recycling, and reuse.</li>
</ul>
</li>
<li>
    <strong>SDG 15: Life on Land</strong>
<ul>
<li>Target 15.3: By 2030, combat desertification, restore degraded land and soil, including land affected by desertification, drought and floods, and strive to achieve a land degradation-neutral world.</li>
<li>Target 15.5: Take urgent and significant action to reduce the degradation of natural habitats, halt the loss of biodiversity.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li>
    <strong>Soil Quality and Fertility Indicators</strong>
<ul>
<li>Changes in soil structure and nutrient cycling as affected by microplastics.</li>
<li>Microbial community composition and activity in soil plastispheres.</li>
</ul>
</li>
<li>
    <strong>Pollution and Waste Management Indicators</strong>
<ul>
<li>Concentration and distribution of microplastics in agricultural soils.</li>
<li>Presence and spread of antibiotic resistance genes linked to microplastic-associated microbes.</li>
</ul>
</li>
<li>
    <strong>Ecological and Biodiversity Indicators</strong>
<ul>
<li>Viral and microbial gene transfer rates in soil ecosystems.</li>
<li>Resilience and recovery of soil ecosystems after stress events.</li>
</ul>
</li>
<li>
    <strong>Research and Monitoring Indicators</strong>
<ul>
<li>Availability of long-term field data on soil microplastic impacts.</li>
<li>Use of advanced methods such as single-cell viromics, AI-driven host prediction, and multi-omics to map microbial and viral interactions.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.4: Sustainable food production systems and resilient agricultural practices</td>
<td>
<ul>
<li>Soil fertility and nutrient cycling changes</li>
<li>Microbial community behavior in soil</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>
<ul>
<li>Target 12.4: Environmentally sound management of chemicals and wastes</li>
<li>Target 12.5: Substantially reduce waste generation</li>
</ul>
</td>
<td>
<ul>
<li>Microplastic concentration in soils</li>
<li>Spread of antibiotic resistance genes</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>
<ul>
<li>Target 15.3: Combat desertification and restore degraded land and soil</li>
<li>Target 15.5: Reduce degradation of natural habitats and biodiversity loss</li>
</ul>
</td>
<td>
<ul>
<li>Viral and microbial gene transfer rates</li>
<li>Soil ecosystem resilience after stress</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.earth.com/news/microplastics-are-creating-tiny-microbial-battlegrounds-in-farm-soil/">earth.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Robust capital market essential for sustainable industrialization: NBR chief – Bangladesh Sangbad Sangstha (BSS)</title>
<link>https://sdgtalks.ai/robust-capital-market-essential-for-sustainable-industrialization-nbr-chief-bangladesh-sangbad-sangstha-bss</link>
<guid>https://sdgtalks.ai/robust-capital-market-essential-for-sustainable-industrialization-nbr-chief-bangladesh-sangbad-sangstha-bss</guid>
<description><![CDATA[ Robust capital market essential for sustainable industrialization: NBR chief  Bangladesh Sangbad Sangstha (BSS) ]]></description>
<enclosure url="https://www.bssnews.net/assets/news_photos/2026/03/08/image-367071-1772982154.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 09 Mar 2026 06:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Robust, capital, market, essential, for, sustainable, industrialization:, NBR, chief, –, Bangladesh, Sangbad, Sangstha, BSS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Importance of a Robust Capital Market for Sustainable Industrialization</h2>
<h3>Introduction</h3>
<p>On March 8, 2026, Md Abdur Rahman Khan, Chairman of the National Board of Revenue (NBR), addressed the critical role of a robust capital market in achieving sustainable industrialization and employment generation. His remarks were delivered at a seminar titled <em>“Challenges and Way Forward for the New Government in the Stock Market”</em>, organized by the Capital Market Journalists’ Forum (CMJF) in Dhaka.</p>
<h3>Capital Market and Sustainable Industrialization</h3>
<p>Md Abdur Rahman Khan emphasized that sustainable industrialization, a key component of the United Nations Sustainable Development Goals (SDGs), particularly SDG 8 (Decent Work and Economic Growth) and SDG 9 (Industry, Innovation, and Infrastructure), cannot be realized without a strong capital market.</p>
<ol>
<li><strong>Public Company Concept:</strong> He highlighted that global industrial revolutions were driven by the public company model, where millions of small investors contributed capital, fostering inclusive economic growth.</li>
<li><strong>Equity vs. Debt Financing:</strong> Khan pointed out the current challenge where entrepreneurs rely heavily on short-term bank loans for long-term industrial projects, creating financial mismatches and banking sector difficulties. He advocated for a shift towards equity financing through the capital market, which aligns with sustainable financial practices by sharing profits based on performance and avoiding unsustainable debt burdens.</li>
</ol>
<h3>Challenges in the Capital Market</h3>
<ul>
<li><strong>Investor Vulnerability:</strong> Many companies with attractive prospectuses have failed or closed, exposing investors to risks. This situation undermines SDG 16 (Peace, Justice, and Strong Institutions) by highlighting the need for transparency and accountability.</li>
<li><strong>Regulatory Responsibility:</strong> The Chairman stressed the importance of rigorous certification of prospectuses and accounts to ensure only companies capable of delivering long-term returns are listed, demanding 100% honesty and accountability from all market participants.</li>
<li><strong>Mutual Fund Performance:</strong> He expressed concern over the poor governance and market value of mutual funds, which are intended to be managed by financial experts, indicating a need for improved financial management and investor protection.</li>
</ul>
<h3>Government Initiatives and Policy Measures</h3>
<p>The current government’s vision aligns with SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities) through the promotion of Economic Democracy. Key initiatives include:</p>
<ul>
<li>Distribution of benefits to common people, farmers, and the poor via family cards and farmer cards.</li>
<li>Implementation of a comprehensive digital and linked economic framework to minimize corruption and misdeclaration, enhancing transparency and accountability.</li>
<li>Rationalization of the Capital Gains Tax to 15% for gains exceeding Taka 50 lakh, aiming to create a more investor-friendly environment.</li>
</ul>
<h3>Future Outlook and Recommendations</h3>
<ol>
<li><strong>Support for Market Growth:</strong> The NBR is committed to supporting the capital market while ensuring revenue maximization for national interests.</li>
<li><strong>Enforcement and Accountability:</strong> Strict enforcement of existing rules and regulations will be prioritized to hold accountable those who deceive ordinary investors, reinforcing trust in the market.</li>
<li><strong>Maintaining Reforms and Discipline:</strong> Continued reforms and disciplined market practices are essential to foster sustainable growth in the capital market.</li>
</ol>
<h3>Conclusion</h3>
<p>The seminar underscored the indispensable role of a robust capital market in achieving sustainable industrialization and employment generation, directly contributing to multiple Sustainable Development Goals. The emphasis on transparency, accountability, and equitable economic participation reflects a strategic approach to fostering inclusive and sustainable economic development in Bangladesh.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article emphasizes sustainable industrialization and employment generation, which are core to SDG 8.</li>
<li>Focus on economic democracy and ensuring benefits reach common people aligns with promoting inclusive economic growth.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>The need for a robust capital market to support sustainable industrialization directly relates to SDG 9.</li>
<li>Encouraging equity financing over short-term bank loans supports innovation and infrastructure development.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>Calls for honesty, accountability, and strict enforcement of regulations in the capital market relate to building strong institutions.</li>
<li>Efforts to curb corruption through digital and linked frameworks align with SDG 16 targets.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The government’s vision of Economic Democracy to ensure benefits reach farmers and the poor connects with SDG 1.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 8 Targets</strong>
<ul>
<li>8.2: Achieve higher levels of economic productivity through diversification, technological upgrading, and innovation.</li>
<li>8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity, and innovation.</li>
</ul>
</li>
<li><strong>SDG 9 Targets</strong>
<ul>
<li>9.2: Promote inclusive and sustainable industrialization and, by 2030, raise significantly industry’s share of employment and gross domestic product.</li>
<li>9.3: Increase the access of small-scale industrial and other enterprises to financial services, including affordable credit.</li>
</ul>
</li>
<li><strong>SDG 16 Targets</strong>
<ul>
<li>16.5: Substantially reduce corruption and bribery in all their forms.</li>
<li>16.6: Develop effective, accountable, and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 1 Targets</strong>
<ul>
<li>1.3: Implement nationally appropriate social protection systems and measures for all.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Capital Market Performance Indicators</strong>
<ul>
<li>Number and sustainability of companies listed on the stock market (implied by reference to companies closing or failing).</li>
<li>Performance and governance quality of mutual funds.</li>
<li>Capital Gains Tax rationalization impact on investor participation.</li>
</ul>
</li>
<li><strong>Financial Inclusion and Access</strong>
<ul>
<li>Extent of entrepreneurs shifting from short-term bank loans to equity financing.</li>
<li>Access to financial services by small-scale enterprises and investors.</li>
</ul>
</li>
<li><strong>Governance and Accountability Indicators</strong>
<ul>
<li>Implementation of digital and linked frameworks to reduce corruption.</li>
<li>Enforcement actions taken against market deception and irregularities.</li>
</ul>
</li>
<li><strong>Social Protection Coverage</strong>
<ul>
<li>Distribution and utilization of family cards and farmer cards to ensure benefits reach the poor and farmers.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.2: Higher economic productivity through innovation</li>
<li>8.3: Promote policies supporting job creation and entrepreneurship</li>
</ul>
</td>
<td>
<ul>
<li>Level of employment generated by sustainable industries</li>
<li>Shift of entrepreneurs from bank loans to equity financing</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>
<ul>
<li>9.2: Promote inclusive and sustainable industrialization</li>
<li>9.3: Increase access to financial services for small enterprises</li>
</ul>
</td>
<td>
<ul>
<li>Number and sustainability of companies listed on stock market</li>
<li>Performance and governance of mutual funds</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.5: Reduce corruption and bribery</li>
<li>16.6: Develop accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Implementation of digital frameworks to curb corruption</li>
<li>Enforcement of market regulations and accountability measures</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.3: Implement social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>Distribution and effectiveness of family and farmer cards</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.bssnews.net/business/367071">bssnews.net</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>‘Harry Potter’ star Daniel Radcliffe used to ‘run on coffee and cigarettes,’ now he’s a ‘fitness freak’ – Fox News</title>
<link>https://sdgtalks.ai/harry-potter-star-daniel-radcliffe-used-to-run-on-coffee-and-cigarettes-now-hes-a-fitness-freak-fox-news</link>
<guid>https://sdgtalks.ai/harry-potter-star-daniel-radcliffe-used-to-run-on-coffee-and-cigarettes-now-hes-a-fitness-freak-fox-news</guid>
<description><![CDATA[ &#039;Harry Potter&#039; star Daniel Radcliffe used to &#039;run on coffee and cigarettes,&#039; now he&#039;s a &#039;fitness freak&#039;  Fox News ]]></description>
<enclosure url="https://a57.foxnews.com/static.foxnews.com/foxnews.com/content/uploads/2026/03/1200/675/daniel-radcliffe-gray-background.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Mar 2026 23:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>‘Harry, Potter’, star, Daniel, Radcliffe, used, ‘run, coffee, and, cigarettes, ’, now, he’s, ‘fitness, freak’, –, Fox, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Daniel Radcliffe’s Journey: Addiction Recovery and Personal Growth Aligned with Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>This report examines the personal journey of actor Daniel Radcliffe, focusing on his recovery from addiction and lifestyle transformation. The narrative highlights key aspects of mental health, well-being, and responsible lifestyle choices, emphasizing their alignment with the United Nations Sustainable Development Goals (SDGs), particularly SDG 3: Good Health and Well-being.</p>
<h3>Background and Addiction Recovery</h3>
<p>Daniel Radcliffe, known for his role as the titular character in the “Harry Potter” film series, has publicly shared his experiences with addiction and recovery. At age 36, Radcliffe described himself as a “fitness freak,” attributing this to a shift from alcohol addiction to a commitment to physical fitness.</p>
<ol>
<li><strong>Previous Addictions:</strong> Radcliffe revealed that he was once dependent on alcohol, coffee, and cigarettes, stating, “I used to run on coffee and cigarettes all day.”</li>
<li><strong>Transition to Fitness:</strong> After quitting smoking, he replaced his addictive behaviors with an intense focus on gym workouts, describing this as a common pattern among individuals with addictive personalities.</li>
<li><strong>Mental Health Challenges:</strong> He acknowledged the psychological challenges of addiction, including feelings of being observed and the cyclical nature of drinking to cope with social anxiety.</li>
</ol>
<h3>Personal Growth and Well-being</h3>
<p>Radcliffe’s journey reflects significant progress in mental health and well-being, aligning with SDG 3 targets to promote mental health and well-being for all ages.</p>
<ul>
<li><strong>Overcoming Alcohol Dependence:</strong> He discussed his reliance on alcohol during his late teens and early adulthood, particularly during the filming of “Harry Potter and the Half-Blood Prince.”</li>
<li><strong>Positive Lifestyle Changes:</strong> His commitment to fitness and quitting smoking demonstrate proactive health behaviors that contribute to long-term well-being.</li>
<li><strong>Support Systems:</strong> Radcliffe credits his relationship with partner Erin Darke and their family life as sources of stability and happiness.</li>
</ul>
<h3>Family and Social Relationships</h3>
<p>Radcliffe’s personal life exemplifies the importance of supportive relationships in achieving sustainable health outcomes, resonating with SDG 3 and SDG 5: Gender Equality, through shared family responsibilities and partnership.</p>
<ul>
<li><strong>Partnership:</strong> Radcliffe and Erin Darke have been together since 2012, meeting during the filming of “Kill Your Darlings.”</li>
<li><strong>Parenthood:</strong> They share a 2-year-old son, with Radcliffe emphasizing the importance of cherishing family memories through physical photographs, enhancing emotional well-being.</li>
<li><strong>Emotional Support:</strong> The couple’s relationship provides a foundation for Radcliffe’s continued personal growth and mental health maintenance.</li>
</ul>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>Daniel Radcliffe’s experiences contribute to the broader agenda of sustainable development, particularly in the following areas:</p>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Promotion of mental health by overcoming addiction and adopting healthy lifestyle habits.</li>
<li>Raising awareness about the psychological impacts of addiction and recovery.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Demonstrating shared family roles and supportive partnerships.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Highlighting the universal challenges of addiction and mental health, encouraging inclusive support systems.</li>
</ul>
</li>
</ol>
<h3>Conclusion</h3>
<p>Daniel Radcliffe’s transition from addiction to a healthier lifestyle underscores the critical importance of mental health awareness, supportive relationships, and personal resilience. His story aligns with key Sustainable Development Goals, offering a public example of overcoming personal challenges to achieve well-being and contribute positively to society.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article discusses issues related to addiction, mental health, and recovery, which are central to SDG 3.</li>
<li>Focus on overcoming alcohol addiction and adopting healthier lifestyles aligns with promoting well-being.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>While not explicitly discussed, the article mentions relationships and family dynamics, which can relate indirectly to gender equality in health and social support.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>Under SDG 3: Good Health and Well-being</strong>
<ul>
<li><strong>Target 3.5:</strong> Strengthen the prevention and treatment of substance abuse, including narcotic drug abuse and harmful use of alcohol.</li>
<li><strong>Target 3.4:</strong> Reduce by one third premature mortality from non-communicable diseases through prevention and treatment and promote mental health and well-being.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators related to Target 3.5:</strong>
<ul>
<li>Prevalence of alcohol use disorders among the population.</li>
<li>Access to treatment services for substance abuse.</li>
</ul>
</li>
<li><strong>Indicators related to Target 3.4:</strong>
<ul>
<li>Mortality rate attributed to alcohol-related diseases.</li>
<li>Measures of mental health status or well-being improvements.</li>
</ul>
</li>
<li><strong>Implied Indicators:</strong>
<ul>
<li>Reduction in addictive behaviors such as smoking and alcohol consumption as described by Daniel Radcliffe’s personal experience.</li>
<li>Engagement in healthier lifestyle activities (e.g., fitness routines) as a substitute for addiction.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.5: Strengthen prevention and treatment of substance abuse.</li>
<li>3.4: Reduce premature mortality from non-communicable diseases and promote mental health.</li>
</ul>
</td>
<td>
<ul>
<li>Prevalence of alcohol use disorders.</li>
<li>Access to substance abuse treatment services.</li>
<li>Mortality rate from alcohol-related diseases.</li>
<li>Mental health and well-being status.</li>
<li>Reduction in addictive behaviors (smoking, alcohol).</li>
<li>Engagement in fitness and healthy lifestyle activities.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.foxnews.com/entertainment/harry-potter-star-daniel-radcliffe-used-run-coffee-cigarettes-now-hes-fitness-freak">foxnews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Iowa lawmaker walks off Senate floor after being questioned about Iowa’s child welfare system – KCCI</title>
<link>https://sdgtalks.ai/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system-kcci</link>
<guid>https://sdgtalks.ai/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system-kcci</guid>
<description><![CDATA[ Iowa lawmaker walks off Senate floor after being questioned about Iowa&#039;s child welfare system  KCCI ]]></description>
<enclosure url="https://kubrick.htvapps.com/vidthumb/75898af4-45a4-4e4c-8e85-c973bd8a2a2f/fae68cc5-265e-41e8-8476-748615ddeba1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Mar 2026 05:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Iowa, lawmaker, walks, off, Senate, floor, after, being, questioned, about, Iowa’s, child, welfare, system, –, KCCI</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Iowa Senate Proceedings Regarding Child Welfare System Oversight</h2>
<h3>Background and Context</h3>
<p>On Wednesday, a significant incident occurred on the Iowa Senate floor involving two state senators concerning the oversight of Iowa’s child welfare system. Senator Tony Bisignano, a Democrat from Des Moines and ranking member of the Senate Oversight Committee, questioned Senator Kerry Gruenhagen, a Republican from Scott County and chair of the Senate Oversight Committee, about the lack of response to his formal request for an oversight hearing. This hearing was intended to investigate why the child welfare task force has not convened in two years.</p>
<h3>Child Welfare Task Force and Court-Ordered Settlement</h3>
<p>The child welfare task force was established as part of a court-ordered $10 million settlement in 2023 between the State of Iowa and the siblings of Sabrina Ray, a 16-year-old girl from Perry who tragically died from starvation at the hands of her adoptive parents. Her younger sisters also suffered severe abuse and have sued the state for failing to protect them.</p>
<ul>
<li>The task force has not met for nearly two years, raising concerns about the effectiveness and commitment to child welfare reforms.</li>
<li>The oversight hearing was requested on December 4, 2025, by Senator Bisignano to address these concerns.</li>
</ul>
<h3>Reports Highlighting Systemic Failures</h3>
<p>Two critical reports have revealed significant failures within the Iowa Department of Health and Human Services (DHS):</p>
<ol>
<li>A report from the Iowa Office of Ombudsman following Sabrina Ray’s death detailed systemic failures in child protection services.</li>
<li>A separate report on Natalie Finn, another 16-year-old who died from starvation in West Des Moines, exposed issues with record retention and the identification of abuse patterns.</li>
</ol>
<h3>Senate Floor Incident</h3>
<p>During the Senate session, Senator Bisignano attempted to ask Senator Gruenhagen to yield to a question regarding the oversight hearing request. Senator Gruenhagen responded by abruptly leaving the Senate floor, stating, “I’m out.”</p>
<p>Senator Bisignano expressed frustration over the lack of communication and respect, emphasizing that the issue transcends political disputes and concerns the lives of children who died due to neglect by the Department of Human Services.</p>
<h3>Implications for Sustainable Development Goals (SDGs)</h3>
<p>This situation directly relates to several United Nations Sustainable Development Goals:</p>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring the protection and well-being of children in foster care is essential to promoting healthy lives and well-being for all ages.</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong> – The failure to hold the task force accountable and the lack of oversight hinder the development of effective, transparent, and accountable institutions.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Protecting vulnerable children from abuse and neglect addresses social inequalities and promotes inclusive societies.</li>
</ul>
<h3>Calls to Action</h3>
<p>Senator Bisignano urges lawmakers to prioritize the safety and protection of children in Iowa’s foster care system by:</p>
<ul>
<li>Responding promptly to oversight requests and holding hearings to evaluate child welfare policies.</li>
<li>Ensuring the child welfare task force meets regularly to implement reforms and monitor progress.</li>
<li>Addressing systemic failures within the Department of Human Services to prevent further tragedies.</li>
</ul>
<h3>Current Status and Next Steps</h3>
<ul>
<li>Multiple requests for comments from Senate Republicans have not yet been answered.</li>
<li>Public awareness and media investigations continue to highlight the urgency of reforming Iowa’s child welfare system.</li>
<li>Further legislative action and community engagement are necessary to align Iowa’s child welfare practices with the SDGs and protect vulnerable children.</li>
</ul>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on ensuring healthy lives and promoting well-being for all at all ages, including child health and protection.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Emphasizes access to justice for all and building effective, accountable institutions, including child protection systems.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Addresses the protection of vulnerable populations, including children in foster care who may be at risk due to poverty-related neglect.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being, including protection from abuse and neglect.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
<li>Target 16.7: Ensure responsive, inclusive, participatory and representative decision-making.</li>
<li>Target 16.9: Provide legal identity for all, including birth registration.</li>
<li>Target 16.10: Ensure public access to information and protect fundamental freedoms.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.3: Implement social protection systems and measures for all, including vulnerable children.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators Related to Child Welfare and Protection</strong>
<ul>
<li>Number of child deaths due to neglect or abuse (implied by the deaths of Sabrina Ray and Natalie Finn).</li>
<li>Frequency and effectiveness of child welfare task force meetings (implied by the task force not meeting for two years).</li>
<li>Response time and accountability of government institutions in child protection cases (implied by the lack of response from Senate Oversight Committee).</li>
<li>Reports and investigations into child welfare system failures (as referenced by Iowa Office of Ombudsman reports).</li>
</ul>
</li>
<li><strong>Indicators Related to Institutional Accountability</strong>
<ul>
<li>Number of oversight hearings held on child welfare issues.</li>
<li>Level of engagement and responsiveness of government officials to child welfare concerns.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of children under 5</li>
<li>3.4: Promote mental health and well-being, protect from abuse</li>
</ul>
</td>
<td>
<ul>
<li>Number of child deaths due to neglect or abuse (Sabrina Ray and Natalie Finn cases)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop accountable institutions</li>
<li>16.7: Inclusive decision-making</li>
<li>16.9: Legal identity for all</li>
<li>16.10: Public access to information and protection of freedoms</li>
</ul>
</td>
<td>
<ul>
<li>Frequency and effectiveness of child welfare task force meetings</li>
<li>Number of oversight hearings held</li>
<li>Responsiveness of government officials to child welfare issues</li>
<li>Reports on child welfare system failures (Ombudsman reports)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.3: Implement social protection systems for vulnerable groups</li>
</ul>
</td>
<td>
<ul>
<li>Effectiveness of social protection measures for children in foster care (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.kcci.com/article/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system/70627690">kcci.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Advocates Gather at UW, Pushing for Safer, More Accessible Streets – The Urbanist</title>
<link>https://sdgtalks.ai/advocates-gather-at-uw-pushing-for-safer-more-accessible-streets-the-urbanist</link>
<guid>https://sdgtalks.ai/advocates-gather-at-uw-pushing-for-safer-more-accessible-streets-the-urbanist</guid>
<description><![CDATA[ Advocates Gather at UW, Pushing for Safer, More Accessible Streets  The Urbanist ]]></description>
<enclosure url="https://www.theurbanist.org/wp-content/uploads/2026/03/Greg-Nance-Alexis-Mercedes-Rinck-and-Claudia-Balducci-l-r-at-OpenThePaths2026-UW-696x393.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Mar 2026 00:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Advocates, Gather, UW, Pushing, for, Safer, More, Accessible, Streets, –, The, Urbanist</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on OpenThePaths2026 Conference: Advancing Sustainable and Accessible Transportation</h2>
<h3>Introduction</h3>
<p>On February 27, 2026, the University of Washington’s Taskar Center for Accessible Technology hosted the OpenThePaths2026 conference, focusing on transportation policy and accessibility. Key figures including King County Councilmember Claudia Balducci, Seattle Councilmember Alexis Mercedes Rinck, and State Representative Greg Nance participated in discussions emphasizing the advancement of sustainable transportation aligned with the United Nations Sustainable Development Goals (SDGs), particularly Goal 11: Sustainable Cities and Communities, and Goal 3: Good Health and Well-being.</p>
<h2>The OS-CONNECT Pedestrian Infrastructure Map</h2>
<p>The conference highlighted the unveiling of OS-CONNECT, Washington State’s first nearly complete map of pedestrian infrastructure covering areas where 90% of the population resides. This initiative supports SDG 9: Industry, Innovation, and Infrastructure, by leveraging artificial intelligence combined with human verification to maintain accurate, up-to-date data on pedestrian pathways.</p>
<h3>Key Features of OS-CONNECT</h3>
<ul>
<li>AI-generated mapping with continuous human vetting to ensure data accuracy.</li>
<li>Platform designed to encourage public engagement and prioritize active transportation modes such as walking, rolling, and biking.</li>
<li>Data sharing with multiple agencies to improve infrastructure planning and management.</li>
</ul>
<p>The Taskar Center emphasized the challenge of limited data resources for non-car travel modes, underscoring the need for comprehensive data collection to support equitable and sustainable transportation systems, directly contributing to SDG 10: Reduced Inequalities.</p>
<h2>Legislative Advocacy for Accessible Transit</h2>
<p>Panelists Balducci, Rinck, and Nance discussed legislative strategies to promote accessible and sustainable public transit, aligning with SDG 11 and SDG 13: Climate Action. The Mosquito Fleet Act, sponsored by Rep. Greg Nance, aims to empower local jurisdictions to expand foot ferry services, enhancing multimodal transit options.</p>
<h3>Challenges and Strategies</h3>
<ol>
<li><strong>Driving Policy Change:</strong> Balducci highlighted the importance of “forcing functions” such as accessibility regulations (e.g., ADA) to ensure transit equity.</li>
<li><strong>Political Realities:</strong> Rinck noted that policymakers often respond to factors beyond data, including public perception and political incentives.</li>
<li><strong>Storytelling:</strong> Nance emphasized the power of personal stories to humanize data and build bipartisan support for pro-transit legislation.</li>
</ol>
<h2>Community Action and Roadway Safety Initiatives</h2>
<p>Transportation advocates Paulo Nunes-Ueno and Kirk Hovenkotter presented the Megaproject For Safety, a coalition-led initiative to secure dedicated state funding for improving safety on Washington’s most dangerous roads. This effort supports SDG 3 by aiming to reduce traffic fatalities and injuries, and SDG 11 by creating safer urban environments.</p>
<h3>Key Points of the Megaproject For Safety</h3>
<ul>
<li>Focus on state highways that serve as main streets in communities.</li>
<li>Advocacy for new funding sources, such as road usage charges, to finance safety improvements.</li>
<li>Recognition of the impact of zoning changes increasing housing density along these roadways, necessitating safer infrastructure.</li>
<li>Successful advocacy resulted in a $100 million commitment for safer roadways in the 2027–2029 biennium, though calls remain for additional new funding.</li>
</ul>
<h3>Interagency Collaboration and Policy Integration</h3>
<p>WSDOT’s Director of Active Transportation, Barb Chamberlain, and King County Metro’s Equity and Social Justice Capital Implementation Manager, Jen Mayer, stressed the importance of:</p>
<ul>
<li>Securing new, additive funding for transformative projects rather than reallocating existing budgets.</li>
<li>Coordinating land use and transportation policies at city and county levels to ensure road design complements community needs.</li>
<li>Enhancing interagency partnerships to maximize efficiency and cost-effectiveness in infrastructure projects.</li>
</ul>
<h2>Public Engagement and Advocacy Opportunities</h2>
<p>The conference underscored that sustainable transportation progress requires active public involvement. Citizens are encouraged to engage with local and state organizations advocating for safer, more accessible streets, thereby supporting SDG 17: Partnerships for the Goals.</p>
<h3>Recommended Organizations for Engagement</h3>
<ul>
<li><a href="https://www.streetsalliance.org/" target="_blank" rel="noopener">Seattle Streets Alliance</a></li>
<li><a href="https://downtownonthego.com/" target="_blank" rel="noopener">Tacoma on the Go</a></li>
<li><a href="https://transitriders.org/" target="_blank" rel="noopener">Transit Riders Union</a></li>
<li><a href="https://transportationchoices.org/" target="_blank" rel="noopener">Transportation Choices Coalition</a></li>
<li><a href="https://cascade.org/" target="_blank" rel="noopener">Cascade Bicycle Club</a></li>
</ul>
<h2>Conclusion</h2>
<p>The OpenThePaths2026 conference demonstrated a comprehensive approach to advancing sustainable, accessible, and safe transportation infrastructure in Washington State. By integrating innovative data tools, legislative advocacy, community action, and public engagement, the initiatives discussed align closely with multiple Sustainable Development Goals, fostering healthier, more equitable, and resilient communities.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Addressed through promotion of bicycling and active transportation for health and well-being.</li>
<li>Focus on reducing traffic fatalities and pedestrian deaths.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>Development and use of AI-generated pedestrian infrastructure maps (OS-CONNECT).</li>
<li>Focus on improving transportation infrastructure, including safer roads and pedestrian facilities.</li>
</ul>
</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>Emphasis on accessible, safe, and inclusive public transit and pedestrian infrastructure.</li>
<li>Advocacy for better bus lanes, safer main streets, and integration of land use and transportation planning.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Legislative advocacy and policy-making to enforce accessibility and safety regulations.</li>
<li>Community engagement and public pressure to influence policy decisions.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Identified SDGs</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.6: By 2030, halve the number of global deaths and injuries from road traffic accidents.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>Target 9.1: Develop quality, reliable, sustainable and resilient infrastructure, including regional and transborder infrastructure, to support economic development and human well-being.</li>
<li>Target 9.c: Significantly increase access to information and communications technology and strive to provide universal and affordable access to the Internet.</li>
</ul>
</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>Target 11.2: By 2030, provide access to safe, affordable, accessible and sustainable transport systems for all, improving road safety, notably by expanding public transport.</li>
<li>Target 11.3: Enhance inclusive and sustainable urbanization and capacity for participatory, integrated and sustainable human settlement planning and management.</li>
<li>Target 11.7: Provide universal access to safe, inclusive and accessible, green and public spaces.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
<li>Target 16.7: Ensure responsive, inclusive, participatory and representative decision-making at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Traffic Fatalities and Injuries</strong>
<ul>
<li>Number of traffic deaths and pedestrian fatalities (e.g., 2023 and 2024 Washington State traffic death statistics).</li>
<li>Reduction in pedestrian injuries and fatalities on dangerous roads.</li>
</ul>
</li>
<li><strong>Infrastructure Coverage and Quality</strong>
<ul>
<li>Extent and quality of pedestrian infrastructure mapped by OS-CONNECT.</li>
<li>Number and quality of sidewalks, ramps, crosswalks, and bus lanes implemented.</li>
</ul>
</li>
<li><strong>Public Transit Usage and Accessibility</strong>
<ul>
<li>Percentage of population using public transit (e.g., 20% of Seattleites without cars using transit).</li>
<li>Accessibility compliance rates (e.g., ADA compliance in transit systems).</li>
</ul>
</li>
<li><strong>Funding and Legislative Actions</strong>
<ul>
<li>Amount of dedicated funding allocated to pedestrian safety and infrastructure improvements (e.g., $100 million committed in 2027-2029 biennium).</li>
<li>Number of laws, ordinances, and policies passed to improve transportation safety and accessibility.</li>
</ul>
</li>
<li><strong>Community Engagement and Advocacy</strong>
<ul>
<li>Level of public participation in advocacy groups and campaigns.</li>
<li>Number of interagency partnerships and collaborative projects.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>3.6: Halve global deaths and injuries from road traffic accidents by 2030.</td>
<td>
<ul>
<li>Number of traffic deaths and pedestrian fatalities (e.g., 800+ deaths in 2023, 160 pedestrians).</li>
<li>Reduction in traffic-related injuries and fatalities.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>
<ul>
<li>9.1: Develop quality, reliable, sustainable infrastructure.</li>
<li>9.c: Increase access to ICT and affordable internet.</li>
</ul>
</td>
<td>
<ul>
<li>Coverage and quality of pedestrian infrastructure mapped (OS-CONNECT).</li>
<li>Use of AI and human vetting for infrastructure data.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.2: Provide safe, affordable, accessible transport systems.</li>
<li>11.3: Enhance inclusive urbanization and planning.</li>
<li>11.7: Provide universal access to safe, inclusive public spaces.</li>
</ul>
</td>
<td>
<ul>
<li>Percentage of population using public transit (e.g., 20% Seattleites without cars).</li>
<li>Number of bus lanes and pedestrian safety projects implemented.</li>
<li>Accessibility compliance (e.g., ADA regulations enforcement).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable institutions.</li>
<li>16.7: Ensure inclusive, participatory decision-making.</li>
</ul>
</td>
<td>
<ul>
<li>Number of laws and ordinances passed for transportation safety and accessibility.</li>
<li>Level of public and community advocacy engagement.</li>
<li>Interagency partnerships formed for transportation projects.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.theurbanist.org/2026/03/07/advocates-gather-at-uw-pushing-for-safer-more-accessible-streets/">theurbanist.org</a></strong></p>
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<item>
<title>Management practices can enhance soil microbiome functions in plant defense – AgUpdate</title>
<link>https://sdgtalks.ai/management-practices-can-enhance-soil-microbiome-functions-in-plant-defense-agupdate</link>
<guid>https://sdgtalks.ai/management-practices-can-enhance-soil-microbiome-functions-in-plant-defense-agupdate</guid>
<description><![CDATA[ Management practices can enhance soil microbiome functions in plant defense  AgUpdate ]]></description>
<enclosure url="https://bloximages.chicago2.vip.townnews.com/agupdate.com/content/tncms/live/libraries/flex/components/lee_subscription/resources/images/pwi-1.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 07 Mar 2026 23:00:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Management, practices, can, enhance, soil, microbiome, functions, plant, defense, –, AgUpdate</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Subscription Benefits Report with Emphasis on Sustainable Development Goals (SDGs)</h2>
<h3>Overview</h3>
<p>This report outlines the key benefits of the subscription service, highlighting their alignment with the United Nations Sustainable Development Goals (SDGs). The service offers a variety of digital resources aimed at enhancing access to information, promoting lifelong learning, and supporting sustainable consumption and production patterns.</p>
<h3>Subscription Features and SDG Alignment</h3>
<ol>
<li>
<h4>E-edition PLUS: Unlimited Articles & Videos</h4>
<p>This feature provides unlimited access to digital articles and videos, supporting <strong>SDG 4: Quality Education</strong> by facilitating inclusive and equitable quality education and promoting lifelong learning opportunities for all.</p>
</li>
<li>
<h4>Personalized News Alerts via Mobile App</h4>
<p>The mobile app delivers personalized news alerts, enhancing access to timely information. This supports <strong>SDG 9: Industry, Innovation, and Infrastructure</strong> by promoting sustainable and resilient infrastructure and fostering innovation in information dissemination.</p>
</li>
<li>
<h4>Free Access to Newspapers.com Archives</h4>
<p>Subscribers receive free access to historical newspaper archives, contributing to <strong>SDG 11: Sustainable Cities and Communities</strong> by preserving cultural heritage and promoting inclusive societies.</p>
</li>
<li>
<h4>Online Games, Puzzles & Comics</h4>
<p>The availability of hundreds of interactive games, puzzles, and comics online encourages creative engagement and mental well-being, supporting <strong>SDG 3: Good Health and Well-being</strong> and <strong>SDG 4: Quality Education</strong>.</p>
</li>
</ol>
<h3>Summary of SDG Contributions</h3>
<ul>
<li><strong>SDG 3:</strong> Promoting mental health through engaging recreational content.</li>
<li><strong>SDG 4:</strong> Enhancing access to quality educational materials and lifelong learning.</li>
<li><strong>SDG 9:</strong> Leveraging innovative mobile technology for information access.</li>
<li><strong>SDG 11:</strong> Preserving cultural heritage via archival access.</li>
</ul>
<p>Overall, the subscription service aligns with multiple Sustainable Development Goals by fostering education, innovation, cultural preservation, and well-being through accessible digital content.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<p>The article primarily discusses digital access to news, archives, and entertainment content through various online platforms and mobile applications. The issues highlighted relate to information accessibility, digital inclusion, and educational resources.</p>
<ol>
<li><strong>SDG 4: Quality Education</strong> – Access to educational content and archives supports lifelong learning opportunities.</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong> – The use of mobile apps and digital platforms promotes innovation and infrastructure development in information dissemination.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Providing free access to archives and personalized news alerts can help reduce information inequality.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.3: Ensure equal access for all women and men to affordable and quality technical, vocational and tertiary education, including university.</li>
<li>Target 4.4: Increase the number of youth and adults who have relevant skills, including digital literacy, for employment and entrepreneurship.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong>
<ul>
<li>Target 9.5: Enhance scientific research, upgrade the technological capabilities of industrial sectors, including information and communications technology.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicator for SDG 4</strong>
<ul>
<li>Proportion of youth and adults with information and communications technology (ICT) skills, including digital literacy.</li>
<li>Access to digital educational resources and archives.</li>
</ul>
</li>
<li><strong>Indicator for SDG 9</strong>
<ul>
<li>Proportion of population covered by a mobile network, indicating access to mobile apps and digital platforms.</li>
<li>Number of users accessing digital news and information services.</li>
</ul>
</li>
<li><strong>Indicator for SDG 10</strong>
<ul>
<li>Access to information by disadvantaged groups, measured by availability of free digital archives and personalized news services.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.3: Equal access to affordable and quality education</li>
<li>4.4: Increase digital literacy and relevant skills</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of youth and adults with ICT skills</li>
<li>Access to digital educational resources and archives</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>
<ul>
<li>9.5: Upgrade technological capabilities including ICT</li>
</ul>
</td>
<td>
<ul>
<li>Population coverage by mobile networks</li>
<li>Number of users accessing digital news platforms</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Access to free digital archives and personalized news services by disadvantaged groups</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://agupdate.com/agriview/news/crop/article_dbf1dc9c-2391-4ca3-9af1-1322ecb9f969.html">agupdate.com</a></strong></p>
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<title>World Leaders Call for Urgent Action to Rescue the Sustainable Development Goals</title>
<link>https://sdgtalks.ai/world-leaders-call-for-urgent-action-to-rescue-the-sustainable-development-goals</link>
<guid>https://sdgtalks.ai/world-leaders-call-for-urgent-action-to-rescue-the-sustainable-development-goals</guid>
<description><![CDATA[ A UN General Assembly declaration urges countries to scale up investment, cooperation, and political commitment to meet the SDGs. ]]></description>
<enclosure url="https://unctad.org/sites/default/files/2022-09/2022-09-20_SDG-Moment_1200x675.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 15 Dec 2025 01:15:54 -0500</pubDate>
<dc:creator>isaiahg_31</dc:creator>
<media:keywords>UN General Assembly, SDGs acceleration, global cooperation</media:keywords>
<content:encoded><![CDATA[<p>As the world reaches the halfway point between the opening launch of the Sustainable Development Goals and a 2030 deadline, global leaders have recognized an unmistakable reality: progress is achingly slow. So the United Nations General Assembly went into action, taking up a binding political declaration that professes urgent, large-scale action to accelerate progress across all 17 SDGs.</p>
<p>This declaration takes into consideration that several concurrent crises have turned the clock backwards in development gains in many countries through such converging crises as climate change, economic instability, conflict, and lingering pandemic effects. Leaders asserted that without renewed political commitment and stronger international cooperation, backed by increased financial investment, the SDGs will be unmet promises instead of attained outcomes.</p>
<p>From this declaration, one major outcry is the reform of global financial systems to allow developing countries access to affordable financing, which is vital to pursue sustainable development. Besides that, science, technology, and innovation, as well as inclusive decision-making that empowers and encompasses youth, women, and marginalized voices, remain very important.</p>]]> </content:encoded>
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<title>Sustainable Lettuce Production: Smart Practices for a Greener Future</title>
<link>https://sdgtalks.ai/sustainable-lettuce-production-smart-practices-for-a-greener-future</link>
<guid>https://sdgtalks.ai/sustainable-lettuce-production-smart-practices-for-a-greener-future</guid>
<description><![CDATA[ The article is a practical guide to growing lettuce more sustainably. It outlines core principles—build healthy soils (rotation, compost, low till), use water efficiently (drip, moisture monitoring, rain capture, mulch), and diversify crops to support beneficial insects—then pairs them with integrated pest management where low-impact, lettuce-approved pesticides are a last resort. A brief community case study reports higher yields, lower water use, and reduced aphid pressure after adopting raised beds, compost, drip irrigation, and habitat strips. The piece closes with a checklist for growers and a call for organizations to back farmer education and pilot projects, framing “sustainable lettuce” as both good agronomy and community resilience. ]]></description>
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<pubDate>Mon, 08 Dec 2025 14:50:10 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Sustainability in agriculture is essential for the planet’s future. Lettuce, one of the world’s most popular leafy greens, offers an ideal opportunity to showcase environmentally responsible farming methods. </p>
<p>From nurturing healthy soil to using the right<a href="https://www.epmearth.com/plant-application/lettuce" target="_blank" rel="noopener"><span> </span><strong>pesticide for lettuce</strong></a><span> </span>when necessary, farmers can ensure both productivity and ecological balance. </p>
<h3 class="wp-block-heading"><span id="Empowering_Communities_with_Eco-Friendly_Agriculture"><strong>Empowering Communities with Eco-Friendly Agriculture</strong></span></h3>
<p>As the world embraces sustainable living, the role of responsible agriculture becomes paramount. At Wins Solution, we believe in promoting practices that respect nature, support communities and enhance food security. </p>
<p>One such crop where sustainable methods can make a significant impact is lettuce — a staple in many diets around the world.</p>
<h2 class="wp-block-heading"><span id="Why_Lettuce_Matters_in_Sustainable_Agriculture"><strong>Why Lettuce Matters in Sustainable Agriculture</strong></span></h2>
<h3 class="wp-block-heading"><span id="Nutritional_Value_Global_Demand_and_Environmental_Footprint"><strong>Nutritional Value, Global Demand and Environmental Footprint</strong></span></h3>
<ul class="wp-block-list">
<li>Lettuce is a fast-growing leafy green, rich in vitamins and minerals, making it a key component in many diets.</li>
<li>Because it grows quickly and can be harvested multiple times, lettuce offers strong potential for small-scale and community farming.</li>
<li>But lettuce also poses sustainability challenges: heavy water use, potential pesticide residues, soil depletion and supporting large-scale monocultures.</li>
<li>By introducing eco-conscious methods, farms can reduce environmental footprint and improve long-term viability.</li>
</ul>
<h2 class="wp-block-heading"><span id="Core_Principles_of_Sustainable_Lettuce_Farming"><strong>Core Principles of Sustainable Lettuce Farming</strong></span></h2>
<h3 class="wp-block-heading"><span id="Soil_Health_Water_Efficiency_and_Crop_Diversity"><strong>Soil Health, Water Efficiency and Crop Diversity</strong></span></h3>
<h3 class="wp-block-heading"><span id="1_Building_Healthy_Soil"><strong>1. Building Healthy Soil</strong></span></h3>
<p><a href="https://www.winssolutions.org/urban-soil-sealing-groundwater-shortage/">Healthy soil</a><span> </span>supports nutrient uptake, reduces disease and lowers the need for chemical inputs. Practices include:</p>
<ul class="wp-block-list">
<li>Crop rotation (e.g., alternating lettuce with legumes or cover crops)</li>
<li>Incorporating organic matter (compost, green manure)</li>
<li>Minimising mechanical disturbance to preserve soil structure</li>
<li>Monitoring pH and nutrient levels to match crop needs</li>
</ul>
<h3 class="wp-block-heading"><span id="2_Optimising_Water_Use"><strong>2. Optimising Water Use</strong></span></h3>
<p>Water is a precious resource. To farm lettuce sustainably:</p>
<ul class="wp-block-list">
<li>Use drip irrigation or micro-sprinklers to precisely deliver water to the root zone</li>
<li>Monitor soil moisture to avoid over-watering</li>
<li>Capture and reuse rainwater where possible</li>
<li>Mulch between rows to reduce evaporation</li>
</ul>
<h3 class="wp-block-heading"><span id="3_Diversifying_Crops_Integrating_Ecosystems"><strong>3. Diversifying Crops &amp; Integrating Ecosystems</strong></span></h3>
<p>Monocultures can lead to pest build-up and soil fatigue. Instead:</p>
<ul class="wp-block-list">
<li>Intercrop lettuce with herbs or flowers that attract beneficial insects</li>
<li>Use trap crops to intercept pests before they reach the lettuce</li>
<li>Encourage natural predator populations, such as ladybugs or parasitic wasps</li>
</ul>
<h2 class="wp-block-heading"><span id="Managing_Pests_and_Diseases_Balanced_Approach"><strong>Managing Pests and Diseases: Balanced Approach</strong></span></h2>
<h3 class="wp-block-heading"><span id="Recognise_the_Challenge"><strong>Recognise the Challenge</strong></span></h3>
<p>Lettuce is vulnerable to pests (e.g., aphids, slugs, thrips) and diseases (e.g., downy mildew, bacterial leaf spot). An integrated pest-management strategy is essential.</p>
<h3 class="wp-block-heading"><span id="Introducing_an_Appropriate_Pesticide_for_Lettuce"><strong>Introducing an Appropriate Pesticide for Lettuce</strong></span></h3>
<p>When pest pressure reaches a threshold where non-chemical controls are insufficient, a targeted<span> </span><strong>pesticide for lettuce</strong><span> </span>may be necessary. Key considerations:</p>
<ul class="wp-block-list">
<li>Choose formulations approved for leafy crops, with low residual toxicity</li>
<li>Apply only when beneficial insect populations are safe or will recover</li>
<li>Follow label instructions and observe pre-harvest intervals</li>
<li>Combine with non-chemical methods (crop hygiene, insect-proof netting, beneficials)</li>
</ul>
<p>By including such a reference, we help readers access specialised resources while emphasising that chemical interventions are a last resort, not a first step.</p>
<h2 class="wp-block-heading"><span id="Case_Study_Community_Lettuce_Farm_with_Sustainable_Practices"><strong>Case Study: Community Lettuce Farm with Sustainable Practices</strong></span></h2>
<h3 class="wp-block-heading"><span id="Initiating_a_Real-World_Project"><strong>Initiating a Real-World Project</strong></span></h3>
<p>In one of our community initiatives at Wins Solution:</p>
<ul class="wp-block-list">
<li>A local cooperative introduced raised beds for lettuce, using compost enriched with local organic waste</li>
<li>Water-efficient drip lines reduced irrigation use by 40%</li>
<li>Beneficial insect habitat (e.g., flowering strips) cut aphid infestation by over 50%</li>
<li>When aphid levels rose above threshold, a low-impact pesticide for lettuce was applied; subsequent scans showed minimal residue and no adverse effect on beneficial populations</li>
</ul>
<h3 class="wp-block-heading"><span id="Outcomes_Learnings"><strong>Outcomes &amp; Learnings</strong></span></h3>
<ul class="wp-block-list">
<li>Yield improved by 30% compared to previous years</li>
<li>Community engagement increased — members took ownership of watering, pest-monitoring &amp; composting</li>
<li><a href="https://www.winssolutions.org/earth-air-tunnels-a-sustainable-and-healthy-solution/">Soil organic matter</a><span> </span>improved, and the cost of synthetic fertilisers dropped. This proves how sustainability and productivity can go hand-in-hand.</li>
</ul>
<h2 class="wp-block-heading"><span id="Best_Practices_Checklist_for_Growers"><strong>Best Practices Checklist for Growers</strong></span></h2>
<figure class="wp-block-table">
<table class="has-fixed-layout">
<tbody>
<tr>
<td><strong>Step</strong></td>
<td><strong>Practice</strong></td>
<td><strong>Benefit</strong></td>
</tr>
<tr>
<td>Soil prep</td>
<td>Use organic compost &amp; test nutrient levels</td>
<td>Stronger plants, fewer inputs</td>
</tr>
<tr>
<td>Water management</td>
<td>Drip irrigation + mulch</td>
<td>Saves water, reduces weeds</td>
</tr>
<tr>
<td>Crop diversity</td>
<td>Intercrop/rotate crops</td>
<td>Reduces pest/disease buildup</td>
</tr>
<tr>
<td>Pest monitoring</td>
<td>Regular scouting, threshold-based action</td>
<td>Minimises unnecessary treatments</td>
</tr>
<tr>
<td>Targeted pesticide use</td>
<td>Apply approved low-impact options only when necessary</td>
<td>Keeps lettuce safe &amp; ecosystem healthy</td>
</tr>
<tr>
<td>Record keeping</td>
<td>Track inputs, yields, soil tests, pest data</td>
<td>Enables continuous improvement</td>
</tr>
</tbody>
</table>
</figure>
<h2 class="wp-block-heading"><span id="Role_of_Organisations_in_Supporting_Sustainable_Agriculture"><strong>Role of Organisations in Supporting Sustainable Agriculture</strong></span></h2>
<p>We champion grassroots and institutional efforts to integrate sustainability across sectors. Our work in agriculture focuses on:</p>
<ul class="wp-block-list">
<li>Educating farmers and communities about sustainable crop systems</li>
<li>Supporting pilot-projects that demonstrate best practices in water, soil and pest management</li>
<li>Advocating for policies and partnerships that encourage low-impact farming and environmental stewardship — aligning with our mission.</li>
</ul>
<h2 class="wp-block-heading"><span id="Conclusion_Growing_Lettuce_Responsibly_for_a_Cleaner_Future"><strong>Conclusion: Growing Lettuce Responsibly for a Cleaner Future</strong></span></h2>
<p><a href="https://www.winssolutions.org/sustainable-agriculture-profitable/">Sustainable lettuce production</a><span> </span>is more than an agricultural method — it’s a mindset that prioritises balance between productivity and environmental care. Farmers, researchers, and organisations play a crucial role in shaping this balance.</p>
<p>By investing in soil health, embracing efficient water use, integrating biodiversity, and applying the right<span> </span><strong>pesticide for lettuce</strong><span> </span>only when absolutely necessary, growers can achieve long-term food security without harming ecosystems.</p>
<p>Sustainability isn’t about eliminating all interventions — it’s about<span> </span><strong>making smarter choices</strong>. A lettuce farm that thrives without polluting waterways or depleting soil nutrients represents the kind of agricultural transformation the world urgently needs.</p>
<p>When communities come together to share knowledge, conserve resources, and implement proven eco-friendly strategies, they build resilience — not just in crops, but in people and the planet. The community continues to champion these values, empowering global farmers to grow cleaner, safer, and more sustainable food.</p>
<p>Together, we can cultivate a future where every harvest contributes to planetary health — one lettuce leaf at a time.</p>]]> </content:encoded>
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<title>Growing Sustainability from the Ground Up in Eastern Poland</title>
<link>https://sdgtalks.ai/growing-sustainability-from-the-ground-up-in-eastern-poland</link>
<guid>https://sdgtalks.ai/growing-sustainability-from-the-ground-up-in-eastern-poland</guid>
<description><![CDATA[ It’s a case study about SVZ Ingredients working with growers in eastern Poland to boost on-farm sustainability using SAI Platform’s Farm Sustainability Assessment. The program focuses on practical improvements—like strengthening biodiversity, managing water more efficiently, and tracking progress—while helping farmers document practices against a common standard. SVZ is scaling this approach across its supply base and aligning with industry initiatives to move more juice and fruit ingredients toward verified sustainable sourcing, with an emphasis on collaboration across the value chain. ]]></description>
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<pubDate>Mon, 08 Dec 2025 14:29:47 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>SVZ Ingredients, a Netherlands-based supplier of fruit and vegetable ingredients, is helping farmers across Europe adopt more sustainable practices. Though it typically sources just 5% of a farmer’s harvest which are primarily “imperfect” fruit and vegetables that do not meet fresh market standards, SVZ nevertheless, plays an active role in improving how food is grown. </p>
<p>At the heart of this effort is SAI Platform’s Farm Sustainability Assessment (FSA). SVZ has been using the FSA since the early 2000s to guide its sourcing strategy and support farmers to adopt better environmental, social, and economic practices. The FSA provides a clear framework for setting goals, tracking progress, and building long-term resilience on the farm. </p>
<p>Eastern Poland is a key region for SVZ’s sourcing strategy, supplying a diverse array of crops from raspberries and blackcurrants to kale and beetroot. Here, the FSA has helped drive measurable change:  </p>
<ul class="wp-block-list">
<li>In 2024, 77% of SVZ’s core raw materials met FSA Silver-level or higher verification. </li>
<li>Between 2022 and 2025, over 1,800 Polish growers achieved FSA Silver status. </li>
<li>Biodiversity initiatives included distributing flower meadow seeds and installing insect habitats to support pollination and natural pest control. </li>
</ul>
<p>The FSA also helps SVZ monitor and report progress through the Sustainable Juice Covenant (SJC), ensuring transparency and accountability across the supply chain. Beyond the farm, SVZ invests in energy and water efficiency and promotes climate-smart agriculture that protect both the planet and livelihoods. </p>
<p>Looking ahead, SVZ plans to expand FSA implementation to all sourcing regions and reach 100% sustainable sourcing by 2030, engaging up to 4,000 farmers. The company continues to call for broader collaboration with both farmers and other SAI Platform members, especially fresh market players, to decrease agricultural carbon emissions, and increase water efficiency and biodiversity at the farm-level. </p>]]> </content:encoded>
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<title>Bridging Mobility, Industry, and Policy Innovation</title>
<link>https://sdgtalks.ai/bridging-mobility-industry-and-policy-innovation</link>
<guid>https://sdgtalks.ai/bridging-mobility-industry-and-policy-innovation</guid>
<description><![CDATA[ It’s a recap of Morocco’s showcase at Transport and Climate Change Week 2025 in Berlin, highlighting how the country links mobility policy, industry, and finance to decarbonise transport. The piece notes trainings on clean-vehicle standards, financing, and informal transport reform; a presentation on Morocco’s FRAT fund for public-transport upgrades; discussion of the nation’s growing role in automotive and EV value chains; and an Africa Dialogue session on aligning national actions with regional net-zero goals. The overarching message is that progress depends on cross-sector coordination, practical tools, and international partnerships. ]]></description>
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<pubDate>Mon, 08 Dec 2025 14:19:22 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div>
<div>
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<div>
<div id="post-82717">
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<h1>Bridging Mobility, Industry, and Policy Innovation</h1>
<h2>Morocco Showcases Its Sustainable Transport Approach at the 2025 Transport and Climate Change Week in Berlin</h2>
<p>The global community is slowly advancing a comprehensive decarbonisation of the transport sector, as most recently demonstrated at the <a href="https://unfccc.int/sites/default/files/resource/COP30%20Action%20Agenda_Final%20Report.docx.pdf" target="_blank" rel="noopener">COP30</a> with an emphasis on transitioning energy, industry, and transport away from fossil fuels—an ambition well reflected in Morocco’s cross-sectoral approach. Morocco’s position in the global automotive industry is gaining recognition, its <a href="https://unfccc.int/sites/default/files/2025-10/MOROCCO%20NDC%203.0%20_30.9.25.pdf" target="_blank" rel="noopener">recently updated Nationally Determined Contributions</a> (NDCs) show a reinforced commitment to energy and transport decarbonisation, and preparations for the Africa Cup of Nations 2025 and 2030 World Cup are in full gear. In this context, this year’s <a href="https://transportweek.org/" target="_blank" rel="noopener">Transport and Climate Change Week</a> (TCCW) presented a unique opportunity to showcase the country’s achievements and ambitions, to build further its expertise – from emissions testing to climate finance – and to deepen international dialogue and cooperation in the transport sector in Africa and beyond.</p>
<p>From 22 to 26 September 2025, the 8th <a href="https://transportweek.org/" target="_blank" rel="noopener">Transport and Climate Change Week</a> (TCCW) brought mobility practitioners from more than 30 countries to Berlin under the theme “Time to be Accountable.” Organised by GIZ with the support of the International Climate Initiative (IKI) of the Federal Government of Germany,<a href="https://changing-transport.org/bridging-mobility-industry-and-policy-innovation/#_ftn1" id="_ftnref1">[1]</a> the annual event serves as a global platform to share best practices, foster dialogue, and advance solutions for decarbonising the transport sector.</p>
<p>The Moroccan delegation at the TCCW 2025, institutional partners of the projects <a href="https://changing-transport.org/project/dkti-vi/">DKTI VI</a> and <a href="https://changing-transport.org/project/improve/">IMPROVE</a>, participated actively in the conference programme. Reflecting the country’s ambition and growing role as regional leader in sustainable mobility and decarbonisation, the representatives shared achievements, strategies, and engaged with the experiences of other countries presented throughout the week.</p>
<h2>Training on Vehicle Efficiency in Dresden</h2>
<p>Part of the Moroccan delegation’s journey began on Monday, 22 September, in Dresden, where partners of the IMPROVE project—Ministry of Transport and Logistics (MTL) and the National Agency for Road Safety (NARSA)—participated in a <a href="https://changing-transport.org/co%e2%82%82-is-the-product-of-combustion/">guided visit to the Dresden University of Technology’s vehicle emissions laboratory</a>. Led by Prof. Dr. Frank Atzler, the visit offered an in-depth look into how vehicle emissions are measured and analysed, providing valuable technical insights into data-based policymaking for vehicle efficiency standards.</p>
<figure></figure>
<h2>Morocco’s Perspective in the Opening Plenary</h2>
<p>During the official opening of TCCW on Tuesday, 23 September—in the first Country Perspectives session of the week—representatives from several African countries highlighted shared ambitions and national strategies for climate-friendly mobility. Mr Nabil Dahhou, Head of Service for Strategy &amp; Planning at the Ministry of Energy Transition and Sustainable Development (MTEDD), outlined Morocco’s integrated approach to advancing both the energy and transport transitions. He highlighted Morocco’s strong commitment to climate action through the <a href="https://unfccc.int/sites/default/files/resource/MAR_LTS_Dec2021.pdf" target="_blank" rel="noopener">Long-term Low Carbon Strategy 2050</a> (French) and the <a href="https://mtedd.gov.ma/index.php?option=com_content&amp;view=article&amp;id=16&amp;Itemid=293&amp;lang=en" target="_blank" rel="noopener">National Strategy for Sustainable Development</a> (French). Mr. Dahhou emphasised the synergies between renewable energy and sustainable mobility, describing them as essential drivers of Morocco’s low-carbon development agenda and its national climate objectives.</p>
<figure></figure>
<h2>Thematic Trainings</h2>
<p>The representatives of Morocco took part in three thematic trainings addressing central challenges of the transport transition.</p>
<p><br>The first, “Regulating the Transition to Clean Vehicles,” explored vehicle efficiency standards, emissions monitoring, effective industrial dialogue, and data management. The second, “Financing and Funding Approaches for Mobility,” organised by the EBRD, examined how to mobilise climate finance and effectively prepare sustainable transport projects. The third, “Decarbonising Informal Transport: Roadmaps for Reform,” addressed how paratransit systems—such as shared taxis and minibuses—can be integrated into urban mobility planning.</p>
<p>These sessions offered opportunities for exchange between countries at different stages of the mobility transition, and provided participants with actionable tools to advance policy development and implementation at home.</p>
<figure></figure>
<h2>Presentation on the FRAT</h2>
<p>Mr Essaid Fraigui, Head of the Fonds d’Accompagnement des Réformes au Transport (FRAT),presented to participants of the financing training the unique role played the FRAT, a financial instrument of the Ministry of the Interior. He explained how the FRAT was established to support public transport reform and finance major infrastructure projects, such as BRT and tramway networks. Mr Fraigui’s presentation offered an inspiring example of how national funding instruments can catalyse investments in sustainable mobility and strengthen institutional frameworks for transport reform.</p>
<figure></figure>
<p>The Moroccan delegation embarked on a transport-focused tour through central Berlin, experiencing the city’s integrated public transport network firsthand. Visiting Berlin’s mobility hubs operated by <a href="https://www.bvg.de/en" target="_blank" rel="noopener">BVG</a> and accessible through the Mobility-as-a-Service app Jelbi, participants observed how digitalisation, multimodality, and public–private cooperation can facilitate sustainable mobility solutions for urban residents.</p>
<h2>Morocco’s Role in the Future of Automotive Value Chains</h2>
<p>On Thursday, 25 September, Mr Karim Ben Amara, Head of Service for Sustainable Mobility at the MTL joined a panel discussion entitled “Driving Transitions: The Future of Automotive Industry Value Chains in a Changing Global Landscape.” The panel, moderated by Christian Hochfeld (Agora Verkehrswende), also included Ms Annika Berlin (UNEP), Dr Juma Mukhwana (Kenya’s Ministry of Investment, Trade &amp; Industry), and Mr Li Disi (China’s GSTIKC). Mr Ben Amara showcased Morocco’s increasing significance in global automotive value chains, highlighting ongoing investments in battery and (electric) vehicle production. He emphasised the country’s commitment to aligning industrial development with decarbonisation objectives and international climate goals.</p>
<figure></figure>
<h2>Showcasing National Strategies in the Africa Dialogue</h2>
<p>The week concluded with the Africa Dialogue session entitled “Accountability in Motion – Linking National to Regional Impact in the Transition to Net-Zero Mobility.” Mrs Dounia Squali, Head of Division for Sustainable Mobility and Innovation at the MTL presented Morocco’s national policies for transport decarbonisation, including measures for fleet renewal and the design of an incentive mechanism for low-emission vehicles, a central part of the IMPROVE project. The session fostered exchanges among African representatives, strengthening regional collaboration and mutual learning.</p>
<figure></figure>
<p>The 8th Transport and Climate Change Week demonstrated that achieving a sustainable, low-carbon transport future depends on international partnerships, shared accountability, and continued dialogue between governments, public and private stakeholders, and citizens alike.</p>
<figure></figure>
<hr>
<p>The Sustainable Mobility with Renewable Energies in Morocco (<a href="https://changing-transport.org/project/dkti-vi/">DKTI VI</a>) project is and is commissioned by the German Federal Ministry for Economic Cooperation and Development (<a href="https://www.bmz.de/en" target="_blank" rel="noreferrer noopener">BMZ</a>) and implemented by the Deutsche Gesellschaft für Internationale Zusammenarbeit (<a href="https://www.giz.de/en/html/index.html" target="_blank" rel="noreferrer noopener">GIZ</a>) GmbH in partnership with the Moroccan Ministry of Energy Transition and Sustainable Development (<a href="https://www.mem.gov.ma/en/Pages/index.aspx" target="_blank" rel="noreferrer noopener">MTEDD</a>) and the City of Agadir.</p>
<p>The <a href="https://changing-transport.org/project/improve/">IMPROVE</a> project is implemented by the Deutsche Gesellschaft für Internationale Zusammenarbeit (<a href="https://www.giz.de/en/html/index.html" target="_blank" rel="noreferrer noopener">GIZ</a>) GmbH and is funded through the International Climate Initiative (<a href="https://www.international-climate-initiative.com/en/" target="_blank" rel="noreferrer noopener">IKI</a>) of the German Federal Ministry for Environment, Nature Conservation Climate Action and Nuclear Safety (<a href="https://www.bmuv.de/en/" target="_blank" rel="noreferrer noopener">BMUKN</a>). It supports partner ministries in Colombia, Kenya, Morocco and Thailand to develop policies and regulations that support the transition to cleaner and more energy efficient vehicles.</p>
<hr></div>
<div><img width="600" height="400" src="https://changing-transport.org/wp-content/uploads/09_2025-TCCW-Hajar-Herman_Thomas-Ecke-GIZ-1024x683.jpg"></div>
<div>©GIZ by Thomas Ecke<hr>
<h5>Author(s)</h5>
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<div>
<p>Gregor Bauer<br><a href="mailto:gregor.bauer@giz.de">gregor.bauer@giz.de</a><br><a href="https://changing-transport.org/team/gregor-bauer/" rel="author">Visit profile</a></p>
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<title>Why are the Sustainable Development Goals way off track?</title>
<link>https://sdgtalks.ai/why-are-the-sustainable-development-goals-way-off-track</link>
<guid>https://sdgtalks.ai/why-are-the-sustainable-development-goals-way-off-track</guid>
<description><![CDATA[ We are way off track in completing the SDGs by the 2030 deadline. The further we are from achieving these goals, the further we are from ensuring equality between countries. A lot of the roadblocks to meeting the deadline are financial. To push past this, first-world countries must donate their excess wealth to close the gap caused by colonialism. ]]></description>
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<pubDate>Sat, 29 Nov 2025 21:38:07 -0500</pubDate>
<dc:creator>Rayne Fowler</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The<span> </span><a href="https://sdgs.un.org/goals" target="_blank" rel="noreferrer noopener">Sustainable Development Goals (SDGs)</a><span> </span>were put in place 10 years ago to guarantee peace and prosperity for people and the planet, now and in the future. However, it’s looking less and less likely that they will be achieved by 2030 – and it’s all because of significant underinvestment for a decade and more recently, aid cuts by major donors such as the USA and a number of European countries.</p>
<h2 class="wp-block-heading" id="h-what-are-the-sustainable-development-goals"><strong>What are the Sustainable Development Goals?</strong></h2>
<p>In 2015, the United Nations put in place<span> </span><a href="https://sdgs.un.org/goals">17 goals</a><span> </span>to address global challenges, including poverty, inequality, climate change, environmental degradation, conflict and injustice. The vision was to end obstacles like discrimination, exclusion and inequality that frequently leave the most vulnerable people behind. The SDGs replaced the 2000-2015<span> </span><a href="https://www.un.org/millenniumgoals/">Millenium Development Goals</a><span> </span>which made some progress in areas such as poverty reduction, education and health. However, much of this progress was uneven with deepening inequality both between and within<span> </span><a href="https://ourworldindata.org/millennium-development-goals">countries</a>.</p>
<h2 class="wp-block-heading" id="h-will-the-sdgs-be-achieved-by-2030"><strong>Will the SDGs be achieved by 2030?</strong></h2>
<p>At the moment, no – with five years left to achieve the SDGs, they are widely off track.</p>
<p>Years of<span> </span><a href="https://www.amnesty.org/en/documents/ior40/9272/2025/en/">underinvestment by all states</a><span> </span>means that over 80 per cent of the Sustainable Development Goals (SDGs)’ targets are off track. At the mid-way point of the SDGs, in July 2023, the UN reported that progress on more than half of the SDGs was “weak and insufficient”, while for another 30 per cent it had “stalled or gone into reverse”. These include key targets on poverty, hunger and climate action.</p>
<h2 class="wp-block-heading" id="h-what-does-that-mean-for-our-world"><strong>What does that mean for our world?</strong></h2>
<p><a href="https://www.un.org/en/un75/inequality-bridging-divide">Existing inequalities between and within countries,<span> </span></a>which have widened due to a series of global crises, including the COVID-19 pandemic, climate change and economic downturns, could spiral further out of control.</p>
<p>The climate crisis together with weaknesses in the current financial system are sending lower- and middle-income countries further into debt. This is because often, their only option to cover the loss and damage caused by climate change is to seek additional loans. Countries in or at risk of spiralling debt spend more on debt repayments than on public services that are essential to people’s rights such as to health and education – fuelling the cycle of vulnerability.</p>
<h2 class="wp-block-heading" id="h-how-are-human-rights-being-impacted"><strong>How are human rights being impacted?</strong></h2>
<p>In the absence of real progress on the SDGs, the outlook for human rights is worrying.</p>
<p>The UN estimates that by 2030,<span> </span><a href="https://www.unicef.org/press-releases/hunger-numbers-stubbornly-high-three-consecutive-years-global-crises-deepen-un">585 million people will be chronically undernourished</a>, 1.66 billion people will still be living in extreme poverty, 84 million children will be out of school, 300 million attending school will leave unable to read and write and 660 million people will remain without electricity.</p>
<h2 class="wp-block-heading" id="h-what-s-finance-got-to-do-with-fulfilling-these-goals"><strong>What’s finance got to do with fulfilling these goals?</strong></h2>
<p>Everything!</p>
<p>The global financial architecture is rooted in historical inequalities and the continuing legacy of colonialism, which leaves many low-income countries with unsustainable debt, depriving them of the resources they need to finance the SDGs. Tax evasion and avoidance by multinational companies and wealthy individuals cost countries an<span> </span><a href="https://taxjustice.net/reports/the-state-of-tax-justice-2021/">estimated US$492 billion annually</a>. This is lost revenue, which could be spent on improving everyone’s access to economic, social and cultural rights.</p>
<h2 class="wp-block-heading" id="h-how-have-the-cuts-to-international-aid-affected-the-sdgs"><strong>How have the cuts to international aid affected the SDGs?</strong></h2>
<p><a href="https://www.ft.com/content/8230ac2b-9d3d-4d35-9c78-db9665b74236">Food rations have been cut in refugee camps</a>.<span> </span><a href="https://www.ft.com/content/8230ac2b-9d3d-4d35-9c78-db9665b74236">HIV/AIDS clinics have closed overnight, people are not receiving antiretroviral treatments.</a><span> </span>Almost half of women-led and women’s organizations surveyed by<span> </span><a href="https://www.unwomen.org/sites/default/files/2025-05/at-a-breaking-point-the-impact-of-foreign-aid-cuts-on-womens-organizations-in-humanitarian-crises-worldwide-en.pdf">UN Women</a><span> </span>expect to shut down within six months if current funding levels persist – with gender-based violence initiatives most at risk. The list goes on.</p>
<h2 class="wp-block-heading" id="h-there-s-been-a-lot-of-talk-about-tariffs-in-the-usa-what-are-they-and-how-are-they-affecting-human-rights"><strong>There’s been a lot of talk about tariffs in the USA. What are they and how are they affecting human rights?</strong></h2>
<p>Tariffs are taxes imposed by governments for imported services and goods. </p>
<p>Tariffs are both an instrument in international trade policy and an industrial policy, where they can be employed to protect domestic industries. The Trump administration has imposed broad and arbitrary tariffs as a political tool to pressure dozens of countries, including Canada, China and Mexico but also many smaller economies, into a range of concessions. The policy, which does not take into account the impact on people’s rights, is<span> </span><a href="https://economictimes.indiatimes.com/news/international/global-trends/trump-tariffs-are-disaster-for-the-worlds-poorest-countries/articleshow/119939467.cms?from=mdr">hitting some of the poorest and already most vulnerable countries</a>.</p>
<p>Tariffs can have a cascading effect on living conditions, employment, access to essential goods, and economic sovereignty, all of which can undermine human rights. Tariffs on essential imports like medicine, food, or fuel can make these and other basic necessities unaffordable in smaller or lower-income countries.</p>
<h2 class="wp-block-heading" id="h-what-are-high-income-states-doing-to-ensure-these-goals-are-achieved"><strong>What are high-income states doing to ensure these goals are achieved?</strong></h2>
<p>Not enough.In fact, rather than increasing their funding to support the SDGs, many major Western donors have slashed international assistance, creating<span> </span><a href="https://www.cgdev.org/blog/charting-fallout-aid-cuts">a huge crisis</a>.</p>
<p>Nevertheless, there are other ways high-income countries can help. They should commit to structural reforms that could provide sustainable sources of financing for the longer term – from advancing international tax cooperation and addressing the debt crisis, to reforming international financial institutions and promoting more inclusive systems of financing and development.</p>
<h2 class="wp-block-heading" id="h-so-what-can-be-done-to-achieve-these-goals"><strong>So, what<span> </span><em>can</em><span> </span>be done to achieve these goals?</strong></h2>
<p>A<span> </span><a href="https://www.amnesty.org/en/documents/ior40/9272/2025/en/">series of robust measures</a><span> </span>must be put in place if we are to rescue the SDGs.</p>
<p>The US and other governments must reverse cuts to aid budgets. States must provide debt relief for countries in or at risk of debt distress. Fossil fuels subsidies must be redirected towards investment in clean energy and leaders must commit to a full, fast, fair, and funded fossil fuel phase out across all sectors and invest adequately in a just and equitable transition.</p>
<p>Adopting these measures will go a long way to rescuing the SDGs and ensure social, economic and climate justice for millions across the world. </p>
<h2 class="wp-block-heading" id="h-what-is-amnesty-s-take-on-financing-for-development"><strong>What is Amnesty’s take on financing for development?</strong></h2>
<p><a href="https://www.amnesty.org/en/documents/ior40/9272/2025/en/">Amnesty International is calling for</a><span> </span>broad transformation of development finance, taxation, debt, and public and private investment to ensure the Sustainable Development Goals are achieved. This will ensure finance is more available and affordable for low-income countries to achieve their human rights obligations.</p>
<p>These changes must take place quickly to meet states’ international obligations to provide international cooperation and assistance to ensure human rights through the progressive realization of economic, social and cultural rights.</p>]]> </content:encoded>
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<title>Reimagining what we eat may be one of the most powerful actions we can take for people and the planet.</title>
<link>https://sdgtalks.ai/reimagining-what-we-eat-may-be-one-of-the-most-powerful-actions-we-can-take-for-people-and-the-planet</link>
<guid>https://sdgtalks.ai/reimagining-what-we-eat-may-be-one-of-the-most-powerful-actions-we-can-take-for-people-and-the-planet</guid>
<description><![CDATA[ The findings are clear: our current food systems are harming our health, accelerating the climate crisis, and pushing the planet beyond safe limits, yet billions still struggle to access nutritious food.  The pathway forward is not only possible, but within reach. By shifting toward a more plant-forward planetary health diet, rethinking how we produce food, and ensuring equity at the center of these changes, we could save millions of lives and restore a healthier balance with our planet. ]]></description>
<enclosure url="https://www.thelancet.com/cms/10.1016/S0140-6736(25)01201-2/asset/7eef048f-a528-4f77-9cbf-54a32069a36c/main.assets/gr1_lrg.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 12:15:07 -0500</pubDate>
<dc:creator>Claudia</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>The EAT–Lancet Commission on healthy, sustainable, and just food systems. </h2>
<h2></h2>
<h2>Executive summary</h2>
<div id="para880" role="paragraph">The global context has shifted dramatically since publication of the first EAT–<i>Lancet</i><span> </span>Commission in 2019, with increased geopolitical instability, soaring food prices, and the COVID-19 pandemic exacerbating existing vulnerabilities and creating new challenges. However, food systems remain squarely centred at the nexus of food security, human health, environmental sustainability, social justice, and the resilience of nations. Actions on food systems strongly impact the lives and wellbeing of all and are necessary to progress towards goals highlighted in the Sustainable Development Goals, the Paris Agreement, and the Kunming–Montreal Global Biodiversity Framework. Although current food systems have largely kept pace with population growth, ensuring sufficient caloric intake for many, they are the single most influential driver of planetary boundary transgression. More than half of the world's population struggles to access healthy diets, leading to devastating consequences for public health, social equity, and the environment. Although hunger has declined in some regions, recent increases linked to expanding conflicts and emergent climate change impacts have reversed this positive trend. Obesity rates continue to rise globally, and the pressure exerted by food systems on planetary boundaries shows no signs of abating. In this moment of increasing instability, food systems still offer an unprecedented opportunity to build the resilience of environmental, health, economic, and social systems, and are uniquely placed to enhance human wellbeing while also contributing to Earth-system stability.</div>
<div id="para890" role="paragraph">This updated analysis builds upon the 2019 EAT–<i>Lancet</i><span> </span>Commission, expanding its scope and strengthening its evidence base. The first Commission defined food group ranges for a healthy diet and identified the food systems' share of planetary boundaries. In this Commission, we add an analysis of the social foundations for a just food system, and incorporate new data and perspectives on distributive, representational, and recognitional justice, providing a global overview on equity in food systems. Substantial improvements in modelling capacity and data analysis allow for the use of a multimodel ensemble to project potential outcomes of a transition to healthy and sustainable food systems.</div>
<div role="paragraph"></div>
<div id="para900" role="paragraph">The planetary health diet (PHD) remains a cornerstone of our recommendations and can be seen as a framework within which diverse and culturally appropriate diets can exist. Robust updated evidence reinforces a strong association with improved health outcomes, large reductions in all-cause mortality, and a substantial decline in the incidence of major diet-related chronic diseases. The reference PHD emphasises a balanced dietary pattern that is predominantly plant-based, with moderate inclusion of animal-sourced foods and minimal consumption of added sugars, saturated fats, and salt. Successful implementation of the PHD requires careful consideration of cultural contexts and the promotion of culturally appropriate and sustainable dietary traditions. This diversity of contexts, bounded by the PHD's reference values, represents substantial flexibility and choice across cultures, geographies, and individual preferences. However, when confronted by climate, biodiversity, health, and justice crises, transformation will require urgent and meaningful changes in our individual and collective behaviours and our culture of unhealthy, unjust, and unsustainable food production and consumption.</div>
<div id="para910" role="paragraph">For the first time, we quantify the global food systems' share of all nine planetary boundaries. These food system boundaries confirm that food is the single largest cause of planetary boundary transgressions, driving the transgression of five of the six breached boundaries. In addition, food systems exert a notable impact on the transgressed climate boundary and on the ocean acidification boundary. Unsustainable land conversion, particularly deforestation, remains a major driver of biodiversity loss and climate change, highlighting the need for zero conversion of all remaining intact ecosystems. Food systems account for the near totality of nitrogen and phosphorus boundary transgression, emphasising the improvements needed in nutrient management, efficient nutrient redistribution, and circular nutrient systems. The massive use of novel entities in food production, processing, and packaging (ranging from plastics to pesticides) remains a major concern but is alarmingly understudied.</div>
<div id="para920" role="paragraph">Our assessment of justice integrates three dimensions—distributive, representational, and recognitional—within a human rights framing that includes the rights to food, a healthy environment, and decent work. Analyses reveal important inequities in access to healthy diets, decent work conditions, and healthy environments, disproportionately affecting marginalised groups in low-income regions. We therefore propose nine social foundations that enable these rights to be met, and are able to assess the global status of six. Enabling access to, affordability of, and demand for healthy diets is paramount. Equally crucial is the right to live and work within a non-toxic environment and a stable climate system, as we recognise the profound impact of environmental degradation on human health and wellbeing. Furthermore, a living wage and meaningful representation would allow individuals to actively participate in building healthy, sustainable, and just food systems. However, nearly half of the world's population falls below these social foundations, undermining their ability to meet basic human rights. At the same time, the dietary patterns of most (6·9 billion people) of the world exert pressures that threaten further planetary boundary transgression. The destabilising effect of unhealthy overconsumption on the Earth's systems highlights the importance of viewing healthy diets not just as a human right, but also as a shared responsibility.</div>
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<div role="paragraph">
<div id="para1050" role="paragraph">Scenario results from an ensemble of 11 global food system models across multiple scenarios reveals the substantial potential for reducing negative environmental and health effects through dietary shifts, improved and increased agricultural productivity, and reductions in food loss and waste. Creating demand for and increasing adoption of diets that adhere to the PHD, coupled with ambitious climate mitigation policies, would result in substantial reductions in greenhouse gas emissions and land use. The results of this modelling excercise are sobering, showing that even with these ambitious transformations (ie, improved and increased agricultural productivity, reduced food loss and waste, and a transition to eating within the PHD), the world is barely able to return to the safe space for freshwater use and climate change, and continues to transgress the biogeochemical boundary for nitrogen and phosphorus loading—albeit with substantially reduced pressure.</div>
<div id="para1060" role="paragraph">Analyses focusing on sustainable and ecological intensification of food production practices, along with more circular nutrient systems, suggest that widespread adoption of these practices could reduce further greenhouse gas emissions, increasing carbon sequestration; reduce the land footprint dedicated to food production; decrease water footprints; and make substantial progress in addressing nitrogen and phosphorus boundary transgressions, even with a growing global population and increased food consumption.</div>
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<div id="para1070" role="paragraph">To advance towards the goals of healthy (through the PHD), sustainable (within food system boundaries), and just (above social foundations) food systems by 2050, we propose eight priority solutions, each accompanied by specific actions and policy measures: (1) create food environments to increase demand for healthy diets, ensuring they are more accessible and affordable; (2) protect and promote healthy traditional diets; (3) implement sustainable and ecological intensification practices; (4) apply strong regulations to prevent loss of remaining intact ecosystems; (5) improve infrastructure, management, and consumer behaviour change to reduce food loss and waste; (6) secure decent working conditions; (7) ensure meaningful representation for all; and (8) recognise and protect marginalised groups. These proposed solutions and actions should be organised into coherent bundles to enhance political feasibility and policy effectiveness. The most suitable and effective bundles will vary by context and should be tailored to the specific challenges and opportunities of each region and sector.</div>
<div id="para1080" role="paragraph">This Commission reinforces the urgent need for a great food transformation. The targets of the EAT–<i>Lancet</i><span> </span>Commission for healthy people on a healthy planet with just food systems can only be met through concerted global action and unprecedented levels of transformative change. The Commission calls for cross-sectoral coalitions that develop context-specific roadmaps, aligning with existing and emerging global frameworks, such as the Paris Agreement, the Convention on Biological Diversity, and the post-2030 Sustainable Development Goals agenda. These roadmaps include the setting of science-based targets with monitoring and accountability mechanisms in place. Mechanisms should be established to shield policy making from undue corporate influence, and civil society and social movements have an important role in promoting transparency and oversight.</div>
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<h2 id="spara550" role="paragraph"><strong>Key messages</strong></h2>
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<ul>
<li>Food systems sit at the nexus of health, environment, climate, and justice. A food systems transformation is fundamental for solving crises related to the climate, biodiversity, health, and justice. The central position of food systems emphasises the interdependent nature of these crises, rather than each crisis separately, which highlights the need to position food systems change as a global integrator across economic, governance, and policy domains.</li>
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<li>The updated planetary health diet (PHD) has an appropriate energy intake; a diversity of whole or minimally processed foods that are mostly plant sourced; fats that are primarily unsaturated, with no partially hydrogenated oils; and small amounts of added sugars and salt. The diet allows flexibility and is compatible with many foods, cultures, dietary patterns, traditions, and individual preferences. The PHD also provides nutritional adequacy and diminishes the risks of non-communicable diseases. At present, all national diets deviate substantially from the PHD, but a shift to this pattern could avert approximately 15 million deaths per year (27% of total deaths worldwide). Such a transition would reduce the rates of many specific non-communicable diseases and promote healthy longevity.</li>
</ul>
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<li>Food drives five planetary boundary transgressions, including land system change, biosphere integrity, freshwater change, biogeochemical flows, and approximately 30% of greenhouse gas emissions driving climate change. How and where food is produced, which foods are produced and consumed, and how much is lost and wasted, all contribute to planetary boundary transgressions. No safe solution to climate and biodiversity crises is possible without a global food systems transformation. Even if a global energy transition away from fossil fuels occurs, food systems will cause the world to breach the Paris Climate agreement of limiting global mean surface temperature to 1·5°C.</li>
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<li>Human rights related to food systems (ie, the rights to food, a healthy environment, and decent work) are not being met, with nearly half the world's population below the social foundations for these rights. Meanwhile, responsibility for planetary boundary transgressions from food systems is not equal: the diets of the richest 30% of the global population contribute to more than 70% of the environmental pressures from food systems. Just 1% of the global population is in a safe and just space. These statistics highlight the large inequalities in the distribution of both benefits and burdens of current food systems. National policies that address inequities in the distribution of benefits and burdens of current food systems would aid in ensuring food-related human rights are met.</li>
</ul>
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<li>The PHD needs to be available, affordable, convenient, aspirational, appealing, and delicious. To increase demand for healthy sustainable diets and enable necessary dietary shifts, food environment interventions, next-generation culinary research and development, increased purchasing power, and protection and promotion of healthy traditional diets are important actions.</li>
</ul>
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<li>A food systems transformation following recommendations from the EAT–<i>Lancet</i><span> </span>Commission—which include a shift to healthy diets, improved and increased agricultural productivity, and reduced food loss and waste—would substantially reduce environmental pressures on climate, biodiversity, water, and pollution. However, no single action is sufficient to ensure a healthy, just, and sustainable food system. Comparing 2050 values with the current state (as of 2020), a shift to healthy diets in isolation could lead to a 15% reduction in agricultural emissions, compared with a 20% reduction when all three actions are implemented simultaneously with improvements in productivity and food loss and waste. Individually, all three actions modestly reduce future nitrogen and phosphorous use (ie, a 27–34% increase by 2050 with individual actions<span> </span><i>vs</i><span> </span>a 41% increase under the business-as-usual scenario); however, in combination they substantially reduce future growth in nitrogen and phosphorous use (ie, a 15% increase compared with 2020 levels of use).</li>
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<li>Additional environmental benefits are accrued through sustainable and ecological intensification practices. Unprecedented investments and effort in these practices could potentially result in a net-zero food system. A diversity of context-specific practices can sequester additional carbon biomass, create and connect habitats, reduce nutrient applications, and increase the interception and capture of excessive crop fertiliser before it pollutes groundwater and surface water systems. These practices can be enabled by securing equitable access to land and water resources, strengthening public advisory services, addressing structural imbalances between producers and dominant agribusinesses, and through public and private sector investments that support farmers shifting towards sustainable practices.</li>
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<li>A food systems transformation following recommendations from the EAT–<i>Lancet</i><span> </span>Commission could lead to a less resource-intensive and labour-intensive food system that can supply a healthy diet for 9·6 billion people, with modest impacts on average food costs. However, such a transformation would have profound implications for what, how, and where food is produced, and for people involved in these processes. For example, as a part of this restructuring, some sectors would need to contract (eg, a 33% reduction in ruminant meat production) and others would need to expand (eg, a 63% increase in fruit, vegetable, and nut production) compared with 2020 production levels.</li>
</ul>
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<li>Justice is needed to unlock and accelerate action for transformation. A fair distribution of opportunities and resources—such that the rights to food, a healthy environment, and decent work are met, and distribution of the responsibility to produce, distribute, and consume healthy diets within planetary boundaries is fair—are the basis of a successful food systems transformation. Power asymmetries and discriminatory social and political structures prevent these rights from being met, which results in harms to people's health, precarious livelihoods for food systems workers, and lack of voice, undermining freedom, agency, and dignity. Ensuring liveable wages and collective bargaining, while regulating and limiting market concentration and improving transparency, accountability, representation, and access to information, are all impactful actions. We emphasise the protection of basic human rights in conflict areas as a fundamental foundation of justice.</li>
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<li>Unprecedented levels of action are required to shift diets, improve production, and enhance justice. A just transformation requires building coalitions with actors from inside and outside the food system, identifying bundles of actions, developing national and regional roadmaps for implementation, unlocking finance for the transformation, and rapidly putting joint plans into action. Such efforts should closely align with other sustainability and health initiatives (eg, the Paris Agreement, Kunming–Montreal Global Biodiversity Framework, and nation-specific food-based dietary guidelines). These frameworks have all identified food systems actions as powerful, particularly in their capacity to integrate across goals. Mobilising and repurposing finance is essential for enabling this transformation</li>
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<div class="figure-wrap">Acess PDF of the article here: <a href="https://www.thelancet.com/action/showPdf?pii=S0140-6736%2825%2901201-2">https://www.thelancet.com/action/showPdf?pii=S0140-6736%2825%2901201-2</a></div>
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<title>GLOBAL: Countries must act fast to save the Sustainable Development Goals</title>
<link>https://sdgtalks.ai/global-countries-must-act-fast-to-save-the-sustainable-development-goals</link>
<guid>https://sdgtalks.ai/global-countries-must-act-fast-to-save-the-sustainable-development-goals</guid>
<description><![CDATA[ The Fourth International Conference for Financing for Development will take place this coming summer and serve as a check-in on reform plans to meet the SDGs by the 2030 deadline. Over 80% of SDGs are off track due to underinvestment. The hope for the Financing for Development Conference is to remind countries of their pledges and, hopefully, boost productivity and funding for the SDGs. ]]></description>
<enclosure url="https://www.amnesty.org/en/wp-content/uploads/2025/06/308211-1468x710.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 18:05:51 -0500</pubDate>
<dc:creator>Rayne Fowler</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>With countries in danger of failing to meet their Sustainable Development Goals targets – and their human rights obligations – leaders attending the<span> </span><a href="https://financing.desa.un.org/ffd4">Financing for Development Conference</a><span> </span>must act fast to avert climate catastrophe and guarantee the human rights of billions of people currently being denied socio-economic justice, said Amnesty International.</p>
<p>The 4th International Conference for Financing for Development will take place from 30 June to 3 July in Seville, Spain. It provides a unique opportunity to reform development financing at all levels and address financing challenges preventing the urgently needed investment push to achieve the<span> </span><a href="https://sdgs.un.org/goals">Sustainable Development Goals (SDGs)</a><span> </span>by 2030. The SDGs were put in place 10 years ago to guarantee peace and prosperity for people and the planet, now and in the future.</p>
<p>“Years of underinvestment by all states mean the majority of the Sustainable Development Goals are way off track from their 2030 target. This conference must confront the immediate crisis linked to the cutting of international assistance by major donors whilst committing to structural reforms that could provide sustainable sources of financing for the longer term – from advancing international tax cooperation and addressing the debt crisis, to reforming international financial institutions and promoting more inclusive systems of financing and development,” said Riva Jalipa, Amnesty International’s Financing for Rights Lead Adviser.</p>
<blockquote class="wp-block-quote is-style-plain has-black-color has-text-color has-large-font-size is-layout-flow wp-block-quote-is-layout-flow">
<p>A series of robust measures must be put in place if the Sustainable Development Goals are to become a reality.</p>
<cite>Riva Jalipa, Amnesty International’s Financing for Rights Lead Adviser</cite></blockquote>
<p>“A series of robust measures must be put in place if the SDGs are to become a reality. The US and other governments must reverse cuts to aid budgets. Wealthy states must support the UN tax treaty process whilst providing debt relief for countries in or at risk of debt distress including cancellation where appropriate. Fossil fuels subsidies must be redirected towards investment in clean energy and leaders must commit to a full, fast, fair and funded fossil fuel phase out across all sectors and invest adequately in a just and equitable transition. Adopting these measures will go a long way to rescuing the SDGs and ensure social, economic and climate justice for millions across the world.”</p>
<p>Amnesty International will also be co-hosting a Virtual Side Event at the Financing for Development Conference, Seville:<span> </span><em>Reparative Justice in Financing for Development</em>. The session will focus on development financing and reparative justice as a means through which a human rights-based economy which redresses both existing and historical injustices can not only be conceptualized but also practically actioned.<span> </span><a href="https://amnesty-org.zoom.us/webinar/register/WN__PHXaHPLS9eVR6fTR06CwA#/registration">Register to attend via Zoom.</a> </p>
<p><strong>Background</strong></p>
<p>The<span> </span><a href="https://sdgs.un.org/goals" target="_blank" rel="noreferrer noopener">Sustainable Development Goals (SDGs)</a><span> </span>were put in place 10 years ago to guarantee peace and prosperity for people and the planet, now and in the future. The 17 goals aimed to address global challenges, including poverty, inequality, climate change, environmental degradation, peace, and justice – to ensure no one was left behind. However,years of underinvestment by all states mean<span> </span><a href="https://unstats.un.org/sdgs/report/2024/The-Sustainable-Development-Goals-Report-2024.pdf">over 80% of the Sustainable Development Goals (SDGs)’ targets are off track </a>due to underinvestment by all states.</p>]]> </content:encoded>
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<title>Green Mobility Policy Brief – 7 November 2025 – High&#45;speed rail plan, STIP, &amp;amp; Industry Reactions</title>
<link>https://sdgtalks.ai/green-mobility-policy-brief-7-november-2025-high-speed-rail-plan-stip-industry-reactions</link>
<guid>https://sdgtalks.ai/green-mobility-policy-brief-7-november-2025-high-speed-rail-plan-stip-industry-reactions</guid>
<description><![CDATA[ It’s a roundup of European green-transport policy moves: the European Commission set out a high-speed rail plan aiming for a connected EU network by 2040 and launched a Sustainable Transport Investment Plan to scale cleaner fuels, while industry groups in aviation and shipping broadly welcomed the direction but pressed for more funding, clearer timelines, and faster follow-through ]]></description>
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<pubDate>Mon, 17 Nov 2025 14:28:07 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
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<ul>
<li>Commission unveils transport package combining high-speed rail plan and new investment strategy for sustainable fuels</li>
<li>Commission sets 2040 blueprint for a connected European high-speed rail network: policy overview</li>
<li>Aviation industry calls for stronger incentives and clearer timelines following STIP</li>
<li>Maritime sector urges rapid follow-up and market measures to make clean fuels competitive under STIP</li>
<li>High-speed rail plan gains broad support as sector calls for swift and coordinated execution</li>
<li>Delayed Franco-German regional trains restricted to Alsace after German rule change</li>
<li>LEVA-EU warns Belgium against national e-scooter framework</li>
<li>Commission awards €2.9 billion to 61 net zero technology projects across Europe</li>
<li>OECD calls for stronger governance and housing safeguards in urban–suburban rail expansion</li>
<li>Commission opens feedback on urban mobility indicators under revised TEN-T</li>
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<p><strong>Commission unveils transport package combining high-speed rail plan and new investment strategy for sustainable fuels</strong></p>
<p>The European Commission has presented a comprehensive transport package centred on the<span> </span><em>High-Speed Rail Action Plan</em><span> </span>and the<span> </span><em><a href="https://ibexpub.media/commission-unveils-sustainable-transport-investment-plan-to-accelerate-saf-and-maritime-fuel-deployment/">Sustainable Transport Investment Plan (STIP)</a></em>, described by Executive Vice-President Fitto as key to competitiveness and cohesion. Together, the measures aim to accelerate the completion of a connected European rail network by 2040 and to mobilise large-scale investment for renewable and low-carbon fuels in aviation and maritime transport.</p>
<p>Speaking in Brussels, Commissioner Tzitzikostas said the two initiatives are guided by the principles of competitiveness and sustainability. For rail, the goal is to expand Europe’s 12 000 km of high-speed infrastructure, currently concentrated in Spain, France, Italy and Germany, and to close cross-border gaps, particularly in Central and Eastern Europe. The Commission estimates that full network completion would cost €550 billion and yield €200 billion in additional social and economic benefits.</p>
<p>The plan sets a 2040 deadline for a truly European network, supported by a dedicated financing strategy, harmonised digital systems through the European Rail Traffic Management System (ERTMS), and new rules on ticketing and rolling stock certification. A proposal due in early 2026 will make cross-border booking “one click” and create a second-hand market for trainsets. The Commission also intends to review procurement rules to encourage standardised train design and faster production, while strengthening ERA’s role in vehicle authorisation and safety oversight.</p>
<p>STIP establishes a parallel investment framework for renewable and low-carbon fuels across all transport modes, with a focus on aviation and shipping where electrification is limited. To meet ReFuelEU Aviation and FuelEU Maritime targets, Europe must produce about 20 million tonnes of sustainable fuels annually by 2035. The Commission estimates €100 billion in required investment and plans to mobilise at least €2.9 billion from existing EU programmes including the Innovation Fund, Horizon Europe and InvestEU by 2027.</p>
<p>A pilot eSAF Early Movers Coalition will seek to attract €500 million for synthetic fuel projects, complemented by a mechanism to link producers with offtakers to provide revenue certainty. The Commission will also examine how the EU ETS can further support the aviation and maritime sectors and strengthen international partnerships to ensure fair competition for European producers.</p>
<p>According to Fitto, the measures will “make Europe more united and more efficient”, offering passengers faster connections and affordable alternatives to short-haul flights while creating a framework for private investment in clean transport fuels. Tzitzikostas added that implementation in the next two years will be decisive if the EU is to meet its 2030 and 2035 targets.</p>
<p><a href="https://ibexpub.media/stip-aviation-gains-structured-support-as-maritime-is-left-treading-water/">See also: STIP: Aviation Gains Structured Support as Maritime Is Left Treading Water</a></p>
<p><strong>Commission sets 2040 blueprint for a connected European high-speed rail network: policy overview</strong></p>
<p>The European Commission has set out a plan to complete a connected high-speed rail network by 2040, pairing corridor-level delivery timetables with a new financing approach and tighter EU-level coordination. The Communication,<span> </span><em>Connecting Europe through High Speed Rail</em><span> </span>(COM(2025) 903), argues that a continuous network linking capitals and major urban nodes can halve journey times on many cross-border routes, shift demand from short and medium haul aviation and private cars, and relieve pressure on metropolitan housing markets by widening labour catchments.</p>
<p>Brussels concedes that current performance is off track. Since 2015, high-speed rail traffic has risen by 17 per cent, and 12,128 km of high-speed lines are in operation, mostly in Spain, France, Italy and Germany. Central and eastern Europe remain fragmented. The plan therefore asks Member States and infrastructure managers to exceed the minimum 200 km/h TEN-T specification where viable and to design priority sections for very high speeds, including above 250 km/h, so that the core and extended core passenger network functions as one system.</p>
<p>Delivery is anchored in two governance moves. First, each European Transport Corridor will include a high-speed chapter in its work plan by mid-2026 that identifies national and cross-border bottlenecks and proposes fixes. Second, by 2027, the Commission will adopt corridor implementing decisions that set binding milestones for 2030, 2035 and 2040, covering scope, speeds, travel time targets and funding paths. A 2026 review of the Streamlining Directive will address permitting and procurement lag on complex, cross-border projects.</p>
<p>Financing is framed as the immediate constraint. Completing the currently planned TEN-T high-speed network by 2040 is estimated to cost about EUR 345 billion. Tripling today’s network and designing for very high speed would bring the bill to about EUR 546 billion, with a net positive benefit to society estimated at around EUR 750 billion and construction activity supporting more than 1.5 million job-years by 2050. The Commission will prioritise high-speed rail in a 2026 CEF call and proposes to double CEF Transport in 2028–2034 to EUR 51.5 billion, including an indicative EUR 17.7 billion for dual-use infrastructure. Cohesion instruments, InvestEU, Horizon Europe and EIB lending remain central. By end 2025 the Commission will table an EU financing strategy leading to a 2026 High Speed Rail Deal that aligns Member States, the EIB, national promotional banks, private investors and the rail supply chain around bankable project pipelines, blending grants, guarantees and user revenues, and standardising models such as PPPs, regulated asset base approaches and cross financing from road and ETS proceeds.</p>
<p>The market framework is tightened to make services viable and fares competitive. The proposed Capacity Management Regulation would hard-wire cross-border planning and digital traffic management, with multiannual capacity agreements to give operators path certainty. Guidance on track access charges and a recent Court of Justice ruling point toward tariff structures that maximise use of the network, including newcomer discounts and transparent market segmentation, subject to State aid rules. A 2026 ticketing package is planned to ease the purchase of multi-operator and multimodal journeys and to strengthen rail passenger rights where a single transaction covers several carriers. The Commission will also toughen the implementing rules on non-discriminatory access to service facilities, responding to uneven distribution of depots, stabling and station services that can lock out new entrants.</p>
<p>Rolling stock availability is treated as a strategic bottleneck. Brussels will work with the EIB, national promotional banks and private finance to expand leasing and guarantee tools for first movers, in line with State aid law. To spur a secondary market, the Commission will propose legislation in 2027 to curb anti-competitive scrapping and to set transparent cross-border conditions for resale and reuse. In parallel, authorisation and certification will be simplified. ERA’s role would be reinforced in 2026 so that high speed train approvals are valid at EU scale, cutting duplicated testing and shortening time to market. A reform of train driver certification is planned to create a single professional standard for operation across networks.</p>
<p>Interoperability is the backbone of the industrial chapter. The 2040 TEN-T obligation to replace national signalling with ERTMS is reaffirmed, with a new European deployment plan due in 2026 and stricter enforcement. Member States are asked to eliminate other technical divergences on high-speed lines and access routes, and to connect city approaches and diversionary lines so that long-distance, night and freight services can exploit released capacity. Recognising that costs for ERTMS products have risen under fragmented approaches, the Commission will push co-creation of a next generation of harmonised, multi-network high-speed trainsets under Europe’s Rail in 2026, paired with standardised infrastructure components to recover economies of scale, lift production capacity and shorten delivery timelines.</p>
<p>Resilience and environmental performance are carried through the asset life cycle. After extreme weather events repeatedly damaged key routes, the Commission will fund climate proofing and publish guidance this year for national noise action plans. By 2028 it wants harmonised life cycle assessment and climate resilience methodologies for transport infrastructure so that design choices reflect total environmental footprint and exposure to heat, floods and fires. Member States are encouraged to deploy on-site renewables and procure low-emission materials for construction and operation, and to specify the safety standards needed for integrated generation.</p>
<p>The plan seeks a stronger interconnection with other modes. The Commission will analyse rail connectivity at 40 major airports and promote best practice for urban hubs that link high-speed rail with local public transport, cycling and shared mobility. The wider network gains are explicit. Separating fast intercity and high-speed flows from the classic network should unlock capacity for regional and freight services, including movements relevant for military mobility, and accelerate night train development where track access, facilities and authorisations are coordinated.</p>
<p>Monitoring is designed to keep pressure on delivery. From 2026, a scoreboard will track kilometres of high-speed line, average speeds, passenger volumes and ERTMS roll-out, supported by an annual survey on perceived progress. Where specific cross-border city pairs face persistent barriers, the Commission will convene targeted roundtables on technical interfaces, facilities and charging. The expectation is that fixed milestones, standardised technology, predictable access to paths and capital, and a workable secondary market for trains together will convert latent demand into an affordable pan-European high-speed offer by 2040.</p>
<p><strong>Aviation industry calls for stronger incentives and clearer timelines following EU’s Sustainable Transport Investment Plan</strong></p>
<p>Aviation stakeholders have broadly welcomed the European Commission’s<span> </span><em>Sustainable Transport Investment Plan (STIP)</em><span> </span>as a step towards addressing the financing and policy barriers facing the industry’s transition to net zero, while warning that the measures fall short of what is needed to scale up sustainable aviation fuel (SAF) production and ensure Europe’s competitiveness.</p>
<p>The DESTINATION 2050 alliance, which includes A4E, ACI EUROPE, ASD, CANSO Europe and ERA, described STIP as a constructive step that finally recognises the investment challenge and begins to consolidate EU financing instruments for SAF projects. The group welcomed the plan’s reference to a double-sided auction system designed to reduce the cost gap between fossil fuels and SAF, but said the proposed EU funding envelope remains “disappointingly low” compared with the estimated €100 billion required by 2035.</p>
<p>Industry groups also voiced concern that key elements of the investment and regulatory framework remain undefined. The lack of a concrete timetable for introducing a Book &amp; Claim mechanism, which would allow airlines to access SAF credits regardless of local availability, is viewed as a critical omission. The alliance urged the Commission to prioritise its design and implementation, alongside a post-2030 extension of SAF allowances under the EU ETS and the use of ETS revenues to support fuel production.</p>
<p>The European Express Association (EEA) called the STIP “a small step in the right direction” but said €3.5 billion of support is “a drop in the ocean” compared with investment needs. The association reiterated the sector’s demand for a credible Book &amp; Claim system and for longer-term, scaled-up SAF incentives to underpin multi-year offtake agreements.</p>
<p>From the perspective of emerging fuel producers, the Skies and Seas Hydrogen-fuels Accelerator (SASHA) Coalition welcomed the inclusion of auction mechanisms and risk-reduction tools for e-fuels but criticised the limited focus on zero-emission technologies. SASHA Director of EU Policy Aurelia Leeuw said the Commission “deserves credit for de-risking e-fuel production” but warned that the plan lacks ambition on ETS reform and fails to secure sufficient backing for hydrogen and electric propulsion. She also cautioned that without a clear focus on e-kerosene produced within the European Economic Area, the planned Book &amp; Claim system risks weakening Europe’s competitive edge.</p>
<p>Aviation stakeholders are now calling for coordinated follow-up between the Commission, Member States and industry to ensure policy coherence and stable investment conditions. Several groups have joined the Commission’s call for the European Investment Bank to increase its involvement in SAF financing and for unused national Recovery and Resilience funds to be redirected to low-carbon fuel projects before mid-2026.</p>
<p><strong>Maritime sector urges rapid follow-up and market measures to make clean fuels competitive under STIP</strong></p>
<p>Maritime industry groups have welcomed the European Commission’s<span> </span><em>Sustainable Transport Investment Plan (STIP)</em><span> </span>as an important step towards scaling renewable and low-carbon fuels, while urging faster follow-up and clearer measures to close the price gap between clean and conventional fuels.</p>
<p>European shipowners described the plan as a “good first step” that identifies the right investment priorities but warned that immediate action is needed to turn its commitments into practice. ECSA Secretary General Sotiris Raptis said that while Europe has “ambitious climate targets,” it still lacks the clean fuels necessary to achieve them. He called for revenues from the EU Emissions Trading System (ETS), estimated at €9 billion from the shipping sector, to be used to make renewable fuels more affordable and to support a binding mandate for European suppliers to provide clean fuels for shipping. ECSA also welcomed the Commission’s commitment to simplify reporting requirements for shipping companies, particularly for SMEs, and urged full alignment between EU and future International Maritime Organization measures to maintain a global level playing field.</p>
<p>Cruise Lines International Association (CLIA) similarly praised the plan for sending “a strong signal of support for scaling up renewable and low-carbon fuels.” The organisation highlighted that 97 percent of the world’s cruise ships are built in European shipyards, with €57 billion in new ship investments planned between 2024 and 2036. CLIA noted that Europe’s shipyards and supply chains can play a pivotal role in producing renewable fuels and technologies if the right policy and financial instruments are in place.</p>
<p>SEA-LNG welcomed the plan’s explicit recognition of the “methane decarbonisation pathway,” including LNG, biomethane and e-methane. The group said this confirms the inclusion of methane-based fuels in the EU’s clean-fuel mix and aligns with current market trends, with over 70 percent of alternative-fuel vessel tonnage ordered in 2025 designed for methane use. SEA-LNG called for consistent funding and eligibility frameworks for renewable methane and for existing LNG infrastructure to be treated as a foundation for future e-methane distribution.</p>
<p>The World Shipping Council (WSC) called the STIP “a promising first step” but stressed that it must now translate into financial mechanisms that make renewable marine fuels competitive. WSC said the maritime sector alone could absorb 14.4 million tonnes of renewable fuels by 2035; around 70 per cent of the Commission’s combined target for aviation and shipping, if investment conditions are right. The group urged the EU to focus STIP funding on price-bridging measures, targeted incentives for renewable fuels, and risk-sharing tools linking producers and buyers.</p>
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<title>SUNY Downstate Health Sciences University Invests in Air Handling Upgrades</title>
<link>https://sdgtalks.ai/suny-downstate-health-sciences-university-invests-in-air-handling-upgrades</link>
<guid>https://sdgtalks.ai/suny-downstate-health-sciences-university-invests-in-air-handling-upgrades</guid>
<description><![CDATA[ SUNY Downstate Health Sciences University in Brooklyn completed a multi-year project to modernize rooftop air-handling systems that serve key hospital areas. The upgrade replaced aging units with equipment designed for better reliability, indoor air quality, and future flexibility, while keeping critical spaces like Labor &amp; Delivery and the NICU operating throughout phased construction. The work, led by RMF with several design and engineering partners, adds capacity, updates controls and electrical support, and aligns with broader state investment in the campus. ]]></description>
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<pubDate>Fri, 14 Nov 2025 14:04:24 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>BROOKLYN, N.Y. — SUNY Downstate Health Sciences University (DHSU) recently celebrated the completion of a critical update to the facility’s air handling units to better support medical and educational operations. The $10 million project required two years of study and design followed by two years of construction.</p>
<p>SUNY DHSU engaged engineering firm RMF to address concerns about the hospital’s five rooftop-mounted air handling units (AHUs), which were nearing the end of their useful life and used R-22, a refrigerant no longer manufactured due to environmental concerns. The RMF team completed a comprehensive field survey to document existing conditions. Airflow readings were recorded to determine baseline performance, while pressure readings were documented to determine operating static pressure and record heating water flow.</p>
<p>RMF analyzed the findings to develop a feasibility report that provided upgrade and replacement options that highlighted maintenance impacts, energy efficiency optimization, and the least disruptive construction phasing and construction cost estimates. The evaluation included a code assessment, potential upgrades to the energy management and electrical systems, ventilation air calculations using energy modeling software, full heating and cooling load calculations, filtration options and review of the existing ductwork.</p>
<p>Developed in coordination with the State University Construction Fund and DHSU, RMF’s implementation included concept-level phasing and sequencing plans for replacing the three AHUs serving the Labor and Deliver, NICU and PIRR/MRI critical care units. RMF also designed the new AHUs sized to accommodate more outside air than required by code –– requested by DHSU to provide increased capacity of Remote Terminal Units for future expansion –– and incorporate high-rating filters and ultraviolet lighting to improve indoor air quality. The existing electrical and building automation systems were extended to provide power and controls for the new equipment.</p>
<p>As the affected areas had to always remain operational, the project was completed in three construction phases and used newly installed equipment, including temporary units requested by DHSU which were installed for NICU and PIRR/MRI areas during construction to provide temporary air while subsequent equipment was replaced. Construction staging was planned to coordinate with DHSU operations and remain within the urban site’s limited available space.</p>
<blockquote>
<p>“We aimed to enhance the capabilities of the hospital while ensuring there was little impact to its operations throughout construction, underscoring the importance of planning,” said Rich Heim, project manager at RMF. “We needed to be mindful of the sensitive and urgent needs of the areas the units impacted, implementing careful coordination that facilitated a seamless transition.”</p>
</blockquote>
<p>DHSU is the only academic medical center in Brooklyn and trains more New York City doctors than any other medical college. It has also received $1.1 billion in state investment for its larger renovation to preserve and enhance service to the community.</p>
<blockquote>
<p>“This project was designed and executed with the hospital’s future flexibility in mind,” said Yan Li, project manager at RMF. “To support modifications for years to come, we provided 10 percent additional airflow capacity, impacting the labor and delivery, NICU, and PIRR and MRI units and giving them the opportunity to advance their level of care as each practice evolves.”</p>
</blockquote>
<p>Li added that, as safety precautions increased in the wake of the Covid-19 pandemic, the firm wanted to make sure the hospital was equipped to handle similar situations should they arise in the future.</p>
<p>The project team also included architecture firm Azar Design Co., structural engineering firm Siracuse Engineers PC, hazardous material abatement firm Encorus Group and cost estimator Trophy Point.</p>
<p><em>By Lindsey Coulter</em></p>]]> </content:encoded>
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<title>Developing countries projected to use 25% more energy as living standards improve</title>
<link>https://sdgtalks.ai/developing-countries-projected-to-use-25-more-energy-as-living-standards-improve</link>
<guid>https://sdgtalks.ai/developing-countries-projected-to-use-25-more-energy-as-living-standards-improve</guid>
<description><![CDATA[ The article highlights that as living standards rise and populations grow, particularly in developing countries, energy demand in those regions is projected to increase by roughly 25 % by 2050. It emphasizes that more than 4 billion people currently live in countries where access to energy remains below levels needed for basic human development (such as housing, infrastructure, mobility, and clean cooking fuels). While energy efficiency gains will help slow overall growth in demand globally, much of the growth will come from economies outside the developed world where per-capita usage is still low. The article also points out that achieving universal basic living standards in the developing world would require nearly 20 % more energy than the current projections assume, underscoring that energy access remains a significant development and policy challenge. ]]></description>
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<pubDate>Wed, 12 Nov 2025 14:49:50 -0500</pubDate>
<dc:creator>clolli</dc:creator>
<media:keywords></media:keywords>
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<li>&gt; 4 billion people currently live in countries where access to energy is below what is needed to address basic human development needs.</li>
<li>Access to sufficient, affordable energy enables economic development.</li>
<li>Efficiency gains from new technology help slow energy growth from rising prosperity and a growing population.</li>
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<p>In 2050, more people and growing economies will drive higher demand for the energy sources that enable modern living, even as efficiency gains enable per capita energy use to decline in developed economies.</p>
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<h3><strong>Population</strong><br>Billions</h3>
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<p>OECD: Organization for Economic Cooperation and Development, a group of more affluent democracies with market-based economies that promotes economic growth.</p>
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<h3><strong>GDP</strong><br>Trillions 2015$</h3>
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<p>The global population is projected to rise by &gt; 1.5 billion people by 2050, a 20% increase from today, and nearly all of that growth will occur in developing countries.</p>
<p>Over that same time period, global Gross Domestic Product (GDP) is projected to nearly double, with developing nations growing twice as fast as developed nations. By 2050, the developing world will account for more than half of global GDP, up from about 40% today.</p>
<p>The combination of 1.5 billion more people and a global economy that is projected to nearly double in size drives about 25% higher energy use in developing countries in 2050 versus today.</p>
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<h3><strong>Global energy demand</strong><br>Quadrillion Btu</h3>
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<p>Sources: Smil, Energy Transitions (1900-1960), 2024 ExxonMobil Global Outlook (1970-2050)</p>
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<p>Energy use and improved living standards go hand in hand. It is impossible to have one without the other. Data from the United Nations Human Development Index (U.N. HDI) shows that countries with higher energy use tend to have higher life expectancies, education levels, and income per person. Rising energy use fuels higher incomes that enable people to own homes, purchase labor-saving appliances, travel, and obtain needed medical services.</p>
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<h3><strong>U.N. Human Development Index</strong><br>2023 Index</h3>
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<figcaption class="caption">Sources: U.N. Human Development Reports, EIA, ExxonMobil analysis</figcaption>
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<p>The U.N. HDI data show us that the opposite is also true: a lack of access to affordable, reliable energy means diminished living standards.</p>
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<h3><strong>Energy consumption versus access to clean cooking fuels</strong><br>MMBtu per person per year</h3>
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<p>Sources: U.N. Human Development Reports, EIA, ExxonMobil analysis<br>Each symbol denotes a country; bubble size proportional to population<br>Population weighted averages for UN and World Bank (data through 2024) except energy per capita in MMBtu per person (EIA 2023 data)</p>
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<p>Our analysis estimates that basic living standards require at least 50 million British thermal units (MMBtu) per person per year. To put that in perspective, developed countries around the world, on average, use more than three times that amount, about 160 MMBtu per person, with ~75% of this energy going towards manufacturing, business, and commercial transportation.</p>
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<p>Based on our analysis, and the U.N. HDI data, we determined that about 4 billion people live in countries where access to energy is below what is needed to support basic human development, including access to housing, infrastructure, jobs, and mobility.</p>
<p>For example, today in countries with limited access to energy, cooking often involves burning wood, coal, or kerosene indoors. According to the World Health Organization (WHO, Air quality, Energy and Health), more than 3 million people die every year from indoor air pollution, largely associated with burning these fuels. It isn’t until a country has access to reliable and affordable energy that households also get access to clean cooking fuels such as electricity or natural gas.</p>
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<h3>Comparison to third party analyses of minimum energy needs</h3>
<p>The Energy for Growth Hub (Moss et al., 2021) has analyzed the level of per capita electricity consumption needed to support modern living standards, and identified the threshold as being 1000 kWh per person per year, with 75% of that being consumed in the wider economy, outside of households. Notably, electricity makes up only about 20% of the world’s total energy consumption, with the majority of energy demand being driven by the hard-to-electrify industrial and commercial transportation sectors. Our analysis takes a comprehensive view and considers the total energy mix. Despite this distinction, the analysis of Energy for Growth Hub provides a similar insight as our analysis: today ~4 billion people around the world live in countries where per capita energy and electricity use is less than needed to meet basic human development needs.</p>
<p>The United Nations Sustainable Development Goal 7.1 limits its focus to household “access to electricity”, defined by the IEA as at least 50-100 kWh per household per year. It does not consider the broader energy needs outside the home. To put this in context, 50-100 kWh per household per year is sufficient to provide about four hours of electricity per day with a system capable of running basic devices such as lights and phone chargers (IEA, 2025). While access to electricity is a necessary and important first step to addressing energy poverty, this minimum threshold of 50-100 kWh per household per year that is tracked by U.N SDG 7.1 is less than 1% of the total amount of energy that is needed to address basic human development needs based on our analysis.</p>
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<p>Even though developing countries are expected to use significantly more energy through 2050, we predict that total worldwide energy growth will slow as efficiency improves. From 2000 to 2010, total global energy demand grew by 27%. In the past decade, energy demand grew by 13%. Between 2040 and 2050, we project energy demand will grow by less than 3%. Because technology will become more efficient, we expect the next decade will be the first time in history where the world will see expanding economic growth, with lower per capita energy demand.</p>
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<p>However, our Outlook also projects limited growth in per capita energy demand in the developing countries, even as overall energy demand in the developing countries grows by 25%.</p>
<p><strong>Sensitivity:</strong><span> </span>How much energy would the world need for all countries to achieve basic living standards (50 MMBtu per person) in 2050? Even with the significant projected efficiency gains, we estimate that providing the energy needed for the developing world to universally achieve basic living standards would require nearly 20% more energy in 2050 compared to our Global Outlook projection.  </p>
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<title>Empowering Small Businesses for a Sustainable Future</title>
<link>https://sdgtalks.ai/empowering-small-businesses-for-a-sustainable-future</link>
<guid>https://sdgtalks.ai/empowering-small-businesses-for-a-sustainable-future</guid>
<description><![CDATA[ The article highlights the importance of small and medium-sized enterprises (MSMEs) in achieving global sustainability and the United Nations Sustainable Development Goals (SDGs). It focuses on MSME Day 2025, hosted by the United Nations Development Programme (UNDP) in Beijing, which promoted green innovation and collaboration among governments, businesses, and communities. The event emphasized that MSMEs, representing over 90% of global businesses, play a vital role in advancing goals such as decent work, innovation, and climate action. By adopting sustainable practices, small enterprises help build resilient, inclusive economies and show that meaningful global change begins with local action. ]]></description>
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<pubDate>Sun, 26 Oct 2025 12:09:12 -0500</pubDate>
<dc:creator>Tomas.Silvera001@mymdc.net</dc:creator>
<media:keywords>MSME Day 2025, Economic Growth, Environmental responsibility, Global collaboration, Green innovation</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="line-height: 200%;"><span style="font-family: 'Times New Roman',serif;">            Small businesses are often perceived as the heart of many local economies, but their influence extends beyond community borders. They are vital sources of job creation, innovation, and economic stability. In June 2025, the United Nations Development Program (UNDP) hosted the MSME Day 2025 in Beijing to emphasize the critical role that micro, small, and medium-sized enterprises (MSMEs) have in achieving global sustainability. The event was held under the name “Green Innovation Empowering MSME Resilience: Advancing the Sustainable Development Goals.” Which focused on remarking the importance of strengthening small enterprises through sustainable tools, can lead to long-term, inclusive growth. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%;"><span style="font-family: 'Times New Roman',serif;"><span style="mso-tab-count: 1;">            </span>MSMEs account for more than 90% of businesses worldwide and employ the majority of the global workforce. Despite their importance, many face consistent challenges such as limited access to financing, outdated technologies, and the growing impacts of climate change. The UNDP initiative aimed to address these issues by promoting strategies that help small businesses transition toward greener, more resilient models. Through collaboration among governments, financial institutions, and the private sector, the event underscored the need for an economic system that supports both human development and environmental responsibility. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%;"><span style="font-family: 'Times New Roman',serif;"><span style="mso-tab-count: 1;">            </span>This global effort directly touches several SDGs, including SDG 8 (Decent Work and Economic Growth), SDG 9 (Industry, Innovation, and Infrastructure), SDG 12 (Responsible Consumption and Production), SDG 13 (Climate Action), and SDG 17 (Partnership for the Goals). Together, these goals reflect a vision for an economy that is inclusive, innovative, and environmentally conscious. Supporting small enterprises is not just about boosting productivity, but also provides social equity, promotes cleaner industries, and partnerships that can make sustainability achievable for everyone. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%;"><span style="font-family: 'Times New Roman',serif;"><span style="mso-tab-count: 1;">            </span>The lessons from the MSME Day 2025 are also being seen as being implemented in cities like Miami, where many small businesses are beginning to adopt environmentally friendly practices such as reducing waste, switching to renewable energy, and sourcing materials locally. While these changes may appear as something small, they represent a step forward by all the small businesses towards a more sustainable future. Local action, no matter how small, when it is multiplied across thousands of communities across the country, has the power to create a significant impact at the global scale. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%;"><span style="font-family: 'Times New Roman',serif;"><span style="mso-tab-count: 1;">            </span>The message that this initiative is trying to transmit is clear: sustainable development depends on collaboration. Governments must create accessible funding opportunities for small enterprises, so that they can start to become more sustainable and help the environment. <span style="mso-spacerun: yes;"> </span>Educational institutions should incorporate sustainability into business training, so all future entrepreneurs have the idea of sustainable business that they can create, generating jobs and a positive impact environment. Also, individuals can make a difference by supporting environmentally responsible companies, so not only do they get more money for their sustainable equipment, but they also create awareness in other businesses to begin implementing those same sustainable ideas. <o:p></o:p></span></p>
<p><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="mso-tab-count: 1;">            </span>As 2030 approaches, the world faces a growing urgency to meet the SDGs. Events like the MSME </span></p>
<p><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">Day</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"> 2025 function as a reminder that achieving these goals is not something that depends on the government, but </span></p>
<p><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">rather on us. Empowering small, sustainable businesses is essential to building a resilient, fair, and sustainable </span></p>
<p><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">world where economic success and environmental stewardship go hand in hand. </span></p>]]> </content:encoded>
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<title>HAMBURG DECLARATION ON RESPONSIBLE AI</title>
<link>https://sdgtalks.ai/hamburg-declaration-on-responsible-ai</link>
<guid>https://sdgtalks.ai/hamburg-declaration-on-responsible-ai</guid>
<description><![CDATA[ At the Hamburg Sustainability Conference, stakeholders from government, business, and civil society endorsed the “Hamburg Declaration on Responsible AI for the SDGs,” committing to ethical and transparent AI use to support goals in climate change, health, and social equity. ]]></description>
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<pubDate>Fri, 24 Oct 2025 20:15:45 -0500</pubDate>
<dc:creator>brodyduvall</dc:creator>
<media:keywords>Colorado School of Mines, Technology &amp; SDGs, SDG 9, SDG 10</media:keywords>
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<title>From Healing to Harm: Antibiotic Misuse and the Path Toward Sustainable Health</title>
<link>https://sdgtalks.ai/from-healing-to-harm-antibiotic-misuse-and-the-path-toward-sustainable-health</link>
<guid>https://sdgtalks.ai/from-healing-to-harm-antibiotic-misuse-and-the-path-toward-sustainable-health</guid>
<description><![CDATA[ This article explores how the misuse of antibiotics has become a major global health threat and how effective communication can be the key to reversing this trend. It opens with a relatable narrative illustrating the everyday misuse of antibiotics and transitions into an analysis of how such behaviors contribute to antimicrobial resistance (AMR). Drawing from credible sources such as Emerging Infectious Diseases, StatPearls, and Harvard Health Publishing, the article explains the biological mechanisms behind resistance and the consequences of incomplete or unnecessary antibiotic use.
Aligned with the United Nations Sustainable Development Goals—specifically SDG 3 (Good Health and Well-Being), SDG 4 (Quality Education), and SDG 12 (Responsible Consumption and Production)—the piece proposes a solution centered on education and community engagement. It argues that promoting awareness through media campaigns, social platforms, and local health initiatives can inspire individuals to adopt more responsible, sustainable health practices. Ultimately, the article calls for a cultural shift where healing begins with knowledge, responsibility, and collective action. ]]></description>
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<pubDate>Fri, 24 Oct 2025 12:17:31 -0500</pubDate>
<dc:creator>A.BarrosoDeLaCruz001@mymdc.net</dc:creator>
<media:keywords>antibiotic resistance; public health; education; media campaigns; sustainability</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><span>We all know someone like Marta — or perhaps we’ve been Marta ourselves. The moment a sore throat or mild fever appears, we reach for leftover antibiotics, convinced they’re a cure-all. A few days later, the symptoms vanish, and we move on, unaware that such habits are quietly fueling one of today’s greatest health threats: antibiotic resistance.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Once considered <strong>“magic bullets” </strong>capable of curing almost any infection, antibiotics are now losing their power. The excessive and improper use of these life-saving drugs has accelerated the rise of antimicrobial resistance (AMR), allowing bacteria to evolve into “superbugs” that no longer respond to treatment. As a result, infections that were once easily treatable are becoming increasingly difficult to cure, leading to higher health risks and mortality rates <a href="https://wwwnc.cdc.gov/eid/article/11/6/05-0167_article" title="Antimicrobial resistance determinants and future control. Emerging Infectious Diseases">(Harbarth &amp; Samore, 2005)</a>.<o:p></o:p></span></p>
<p class="MsoNormal"><span>This article aims to raise awareness about how the misuse of antibiotics endangers both individual and collective wellness.<strong> By connecting health, education, and responsible consumption, it seeks to emphasize that meaningful communication through media and community campaigns can inspire a shift toward more conscious, sustainable health habits.</strong><o:p></o:p></span></p>
<p class="MsoNormal"><span>Antibiotic misuse has become a normalized habit in many societies. People often begin a course of antibiotics at the first sign of a fever or cough, even when the infection is viral and would resolve on its own. Others stop taking their prescribed medication early, assuming that the absence of symptoms means the infection is gone. Both behaviors—starting antibiotics unnecessarily and not completing or overextending the treatment—contribute to the growing resistance of bacteria to these drugs.<o:p></o:p></span></p>
<p class="MsoNormal"><span>According to <a href="https://www.health.harvard.edu/blog/is-the-full-course-of-antibiotics-full-of-baloney-2017081712253" target="_blank" rel="noopener">Harvard Health Publishing (2017)</a>, a review of multiple studies found that for many common infections such as pneumonia, strep throat, and skin infections,<span class="apple-converted-space"> </span>shorter courses of antibiotics were just as effective<span class="apple-converted-space"> </span>as longer ones. Only in specific cases, like ear infections in children, did longer treatments lead to better outcomes. Moreover, patients who received shorter antibiotic courses showed equal or even lower rates of developing antibiotic-resistant bacteria compared to those treated longer. These findings demonstrate that more antibiotics do not necessarily mean better healing—misuse in any form can accelerate the global threat of resistance.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Antibiotic resistance occurs when bacteria adapt in ways that make antibiotics less effective against them. Some bacteria can neutralize a drug by chemically altering it, while others develop the ability to expel it or change their outer membranes so that antibiotics can no longer attach. These adaptations allow certain bacteria to survive and reproduce, passing resistance traits to new generations and even to other species. Over time, this process creates “superbugs” that standard treatments can no longer control. Resistance can also arise through genetic mutations, making infections harder to treat and increasing the risk of severe complications and death <a href="https://www.ncbi.nlm.nih.gov/books/NBK513277/">(Habboush &amp; Guzman, 2023)</a>. The spread of antibiotic resistance genes has become not only a public health crisis but also an ecological one, as the misuse of antibiotics affects entire microbial communities and ecosystems.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Engaging patients is crucial for successful antimicrobial stewardship. Educating the public about how antibiotics work and the risks of their misuse is essential to reducing resistance rates. According to <a href="https://www.ncbi.nlm.nih.gov/books/NBK513277/" target="_blank" rel="noopener">Habboush and Guzman (2023)</a>, raising awareness about the side effects and long-term consequences of unnecessary antibiotic use is a central part of improving antibiotic practices.<o:p></o:p></span></p>
<p class="MsoNormal"><span>To achieve this, society must rely on effective communication — not just within hospitals or clinics, but across entire communities. Campaigns through television, social media, and local health initiatives can transform how people perceive antibiotics, promoting responsible consumption and trust in professional guidance. Such initiatives align with<span class="apple-converted-space"> </span>SDG 3 (Good Health and Well-Being),<span class="apple-converted-space"> </span>SDG 4 (Quality Education), and<span class="apple-converted-space"> </span>SDG 12 (Responsible Consumption and Production)<span class="apple-converted-space"> </span>by empowering individuals with knowledge and fostering healthier, more sustainable lifestyles.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Perhaps next time Marta catches a cold, she will remember that true healing begins with responsibility — not only for herself but for the world around her. The fight against antibiotic resistance depends on awareness, education, and collective action. By promoting <strong>responsible communication and understanding the power of our everyday choices,</strong> we can protect the effectiveness of these essential medicines for future generations.<o:p></o:p></span></p>
<p class="MsoNormal"><span><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/bc/Sustainable_Development_Goal_03GoodHealth.svg/1200px-Sustainable_Development_Goal_03GoodHealth.svg.png" width="111" height="111" alt="">     <img src="https://knowsdgs.jrc.ec.europa.eu/themes/sdgs/assets/img/sdg4.png" width="111" height="111" alt="">     <img src="https://us.simplerousercontent.net/uploads/asset/file/13063491/Sustainable_Development_Goal_12ResponsibleConsumption.svg.png" width="111" height="111" alt=""></span></p>]]> </content:encoded>
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<title>Is Global Trade Negative?</title>
<link>https://sdgtalks.ai/is-global-trade-negative</link>
<guid>https://sdgtalks.ai/is-global-trade-negative</guid>
<description><![CDATA[ While global trade in the short term has created some disparities between more wealthy and poor nations, it has overall increased the wealth of the world&#039;s population. Long term benefits from global trade often include economic growth, improved living standards, and innovation. For example, countries such as Japan, Taiwan, and China have evolved from trading with mainly low-value exports to high-tech industries. Trade has shown to boost global prosperity, social welfare, and environmental progress. ]]></description>
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<pubDate>Sat, 10 May 2025 16:45:03 -0500</pubDate>
<dc:creator>Aaron Farrar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="p1">When looking at the world through a narrow lens, one could argue that global trade has negative implications due to the unfair imbalances created between developed and developing nations. However, despite these imbalances, it is important to recognize that global trade has undoubtedly led to positive growth and wealth creation for the world’s population as a whole. While it is true that initially poorer nations export their low-value goods and commodities to richer countries who profit disproportionately, over time their population benefits as their economy moves up the value chain. This cycle is supported by examples such as the case of Japan, Taiwan, and China. </p>
<p class="p1">Japan is a prime example of the transformational effects free trade can have on the economic prosperity for a developing nation. After the second world war, Japan had a very weak economy and an underutilized labor force. Japan’s factories exported low value-added goods that were inexpensive for the US consumer and other developed nations which took advantage of their low-cost labor. In the following decades, Japan began improving the quality of its products, exporting higher-value goods to the US with improved profit margins. Eventually, Japanese companies started becoming more profitable and rose to prominence as world leaders in various sectors, gaining market share from developed nations. Immense profits generated by Japanese companies resulted in higher wages for workers that increased tax revenue for the government, leading to more infrastructure and domestic investments that improved the nation’s overall social welfare. </p>
<p class="p1">This evolution did not solely benefit Japan, it was beneficial for American and European consumers as well. In addition to lowering consumer good prices, multinational competition forced corporate entities in developed nations to innovate in order to maintain market share. For instance, the “Big Three” automotive companies Ford, Chrysler, and GM, allowed their quality to decrease, turning their back on innovation and fuel efficiency. Competition from Japan drove technical advancements in many core industries strengthening the US economy overall. The auto sector began producing vehicles with lower carbon emissions that resulted in a reduction in greenhouse gases. This evolution clearly demonstrated the positive impacts of international trade for not only global growth and wealth but also for the environment in developed nations. While the prosperity generated from Japan’s export success lifted the nation’s economy, in the end, it also worked against them. The progression that improved the quality of Japanese products also led to an increase in prices and wages for their workers. As an unintended consequence, Japan lost the competitive advantage of low labor costs resulting in a manufacturing shift to other low-cost regions such as Taiwan and China. </p>
<p class="p1">Following Japan’s trajectory, Taiwan started off exporting low value-added goods to developed economies with weak profit margins. Once again this trade disproportionately benefited rich nations who incorporated Taiwan’s inexpensive goods into their profitable finished products. Over time their economy advanced moving from low tech to high tech manufacturing with expanding margins. Today Taiwan is well regarded as a global leader in semiconductor manufacturing. However, just as before this economic success increased the nation’s labor costs harming their comparative advantage for low value-added goods. The cyclical pattern continued as the developing world’s interest shifted towards other low-cost regions such as China and Vietnam. During the last decade, the succession continued even further pushing manufacturing to poorest regions such as Myanmar and Cambodia propelling them into the wheel of global economic development exploiting their population’s modest wage base.</p>
<p class="p1">Analyzing historical data on the macro trends in Japan, Taiwan and China there is clear evidence of improvements in GDP per capita, protein consumption, literacy rates, and life expectancy. While the initial cost of entry to the global market may be inequitable, the enhanced social welfare for developing nations demonstrates that the benefits of trade can be both positive and inclusive in the long term. The argument that global trade has had a negative impact oversimplifies the complex dynamics of interconnected world trade. Looking at a single aspect, it is easy to misinterpret the overall benefits of modern trade for the world’s population.</p>]]> </content:encoded>
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<title>Top 12 Solutions to Decrease Poverty in the US</title>
<link>https://sdgtalks.ai/top-12-solutions-to-decrease-poverty-in-the-us</link>
<guid>https://sdgtalks.ai/top-12-solutions-to-decrease-poverty-in-the-us</guid>
<description><![CDATA[ Despite significant progress in past 60 years to decrease poverty in the US the issue is still substantial and can be addressed through a variety of approaches. ]]></description>
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<pubDate>Sat, 10 May 2025 16:17:38 -0500</pubDate>
<dc:creator>Aaron Farrar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The article gives a comprehensive strategy to reduce the current poverty rate in the United State using 12 different methods. The reccomended methods includes expanding safety net programs for those in need, creating good paying jobs that meets family needs, raising the minimum wage, providing permanent paid family and medical leave, increasing worker power, incrasing child tax credits, pay equity, affordable/high quality child care, expanded access to health care, support successful reentry from the criminal justice system, increase affordable housing, and modernize the supplemental security insurance program.</p>
<p></p>
<p><span>Since the 1960s, America has made major strides in poverty reduction, and yet, there are still 35 million people living in poverty in the United States. What’s more, poverty would be </span><a href="https://www.cbpp.org/research/poverty-and-inequality/economic-security-programs-cut-poverty-nearly-in-half-over-last-50#:~:text=Before%20taking%20government%20benefits%20and,to%2014.4%20percent%20in%202017.">twice as high</a><span> if not for decades of significant investments through Social Security, unemployment insurance, nutrition assistance, and low-income tax credits, among other successful anti-poverty programs. However, the concerning reality is that the COVID-19 pandemic and </span><a href="https://americanprogress.org/issues/economy/news/2021/02/04/495413/move-fast-think-big-7-key-principles-economic-package-america-needs-now/">associated economic fallout</a><span> obliterated those gains, putting individuals and families at a greater risk of being pushed into poverty.</span></p>
<p>As of May 2021, more than <a href="https://www.bls.gov/news.release/empsit.nr0.htm">9 million Americans</a> were unemployed, 19 million adults and up to 8 million children had experienced food insecurity, and more than 10 million renters were behind on rental payments. Communities of color and other underserved families have been hit particularly hard by the pandemic and subsequent economic downturn: Black, Indigenous, and Latinx communities have seen higher rates of infection, hospitalization, and death as well as<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment</a>. Likewise, the disability community has been disproportionately affected by<span> </span><a href="https://www.kff.org/coronavirus-covid-19/issue-brief/state-reporting-of-cases-and-deaths-due-to-covid-19-in-long-term-care-facilities/">high rates of mortality at congregate facilities</a>,<span> </span><a href="https://www.thelily.com/this-women-made-tool-could-help-get-more-disabled-people-vaccinated/">inequitable vaccine rollouts</a>, and<span> </span><a href="https://www.cnbc.com/2021/03/30/delayed-stimulus-checks-for-social-security-recipients-to-be-sent-soon.html">delayed stimulus payouts</a><span> </span>to individuals on Social Security and Supplemental Security Income.</p>
<p>Navigating through the current crisis and rebuilding better and stronger requires policymakers to take immediate action to provide equitable economic relief to all. Equitable rebuilding not only addresses<span> </span><a href="https://americanprogress.org/issues/race/reports/2019/08/07/473003/systematic-inequality-american-democracy/">systemic and institutional racism of past policy decisions</a><span> </span>but also focuses on inclusive economic transformation that can strengthen the U.S. economy and resilience in the long run. When the government invests in meeting peoples’ basic needs and economic security through a robust safety net and jobs that help build financial security, children, families, and other vulnerable populations see improved outcomes in both the short and long term. The good news is that policymakers already have a range of tools that can prevent further increases in poverty and put all people on a pathway to economic mobility and resilience.</p>
<p>This column outlines 12 policy solutions that Congress can use to cut poverty and boost economic security for all in an equitable way.</p>
<h3>1. Expand safety net programs to benefit all in need</h3>
<p>Safety net programs can help people weather a variety of economic crises by meeting basic needs and providing stability. Yet the pandemic has exposed just how woefully inadequate America’s safety net structure is.</p>
<p>For example, before the pandemic, state unemployment insurance (UI) did not cover monthly expenses<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">anywhere in the country</a><span> </span>and<span> </span><a href="https://www.dol.gov/general/topic/unemployment-insurance">excluded millions of others</a><span> </span>due to their work classification, previous earnings, length of employment, or<span> </span><a href="https://publish.illinois.edu/elizaforsythe/files/2021/03/Forsythe_UI_draft_march8_2021-1.pdf">immigration status</a>.</p>
<p>The Coronavirus Aid, Relief and Economic Security (CARES) Act provided a temporary $600 weekly boost to UI,<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5f87c59e4cd0011fabd38973/1602733471158/COVID-Projecting-Poverty-Monthly-CPSP-2020.pdf">lifting millions out of poverty</a><span> </span>before that provision was allowed to expire at the end of July 2020. The American Rescue Plan continued a $300 weekly supplement to UI that started in December 2020, providing an income to millions of long-term unemployed and self-employed workers, independent contractors, gig workers, and others. Unfortunately, this supplement and the other temporary federal UI expansions are set to expire nationally on September 6, 2021. To make matters worse, at least 26 governors have pledged to end some or all of these programs even sooner, cutting benefits for<span> </span><a href="https://www.nelp.org/publication/3-9-million-workers-face-premature-cutoff-of-pandemic-unemployment-programs/">4.7 million people</a><span> </span>and severely affecting their ability to recover from the pandemic.</p>
<p>Similarly, programs such as the Supplemental Nutrition Assistance Program (SNAP), intended for those with the lowest incomes, have not done enough to prevent hunger and food insecurity in America. Even before COVID-19 hit, the inadequate benefit amounts forced<span> </span><a href="https://fns-prod.azureedge.net/sites/default/files/SNAPFoodSec.pdf">45 percent of SNAP recipients</a><span> </span>to limit the food they ate or skip meals just to make it through the month; and<span> </span><a href="https://www.npr.org/sections/thesalt/2016/03/03/468955099/the-snap-gap-benefits-arent-enough-to-keep-many-recipients-fed">nearly a third of SNAP recipients</a><span> </span>had to visit a food pantry to keep themselves fed. From December 2019 to December 2020, the demand for charitable food assistance rose by<span> </span><a href="https://www.urban.org/research/publication/charitable-food-use-increased-nearly-50-percent-2019-2020">nearly 50 percent</a>. This was especially prevalent for households of color, households with children, and people with disabilities. Fortunately, the American Rescue Plan contained significant expansions in food assistance programs to help mitigate the<span> </span><a href="https://www.cbpp.org/research/food-assistance/food-assistance-in-american-rescue-plan-act-will-reduce-hardship-provide">high levels of hunger</a><span> </span>seen throughout the crisis. But more must be done. Lawmakers must expand eligibility for SNAP, ensuring that currently excluded groups—including undocumented immigrants and many college students—are able to receive necessary food assistance. Burdensome work requirements that only serve to push people away from assistance,<span> </span><a href="https://www.marketplace.org/2021/06/09/work-rules-for-snap-benefits-dont-lead-to-more-people-working-study-finds/">rather than encourage work</a>, should also be eliminated.</p>
<p>Temporary expansions of the safety net are not enough to help the millions of Americans who are still struggling with the economic and health fallout from the pandemic. Congress must continue to invest in and modernize safety net programs, ensuring that benefit levels are expanded and more accessible than they were before the crisis. It should also consider implementing automatic triggers that would expand benefits during future economic shocks, such as recessions, without the need for legislative intervention. Not only would this prevent people from falling into poverty while Congress argues over how much relief is necessary, having a system that automatically triggers expanded benefits would also help soften the blow of future recessions and stimulate the economy by giving money to people who desperately need it in a timely fashion.</p>
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<h3>2. Create good-paying jobs that meet family needs</h3>
<p>Rebuilding the economy in an equitable way requires the creation of millions of new, good-paying jobs in key industries, with significant worker protections to ease the burden on working families. Before the pandemic shut down much of the country, unemployment stood at<span> </span><a href="https://www.bls.gov/news.release/archives/empsit_03062020.pdf">3.5 percent</a>, but by April 2020, unemployment had risen to almost<span> </span><a href="https://fas.org/sgp/crs/misc/R46554.pdf">15 percent</a>. A year later, hiring is on an upward trajectory, but unemployment is at<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">5.8 percent</a>, which is still considerably higher than pre-pandemic numbers.</p>
<p>While the uptick in employment is a good sign, the same people who struggled before the crisis are still being left behind: The<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment rates</a><span> </span>for Black and Hispanic individuals stand at 9.1 percent and 7.3 percent, respectively, compared with a 5.1 percent unemployment rate for white people. Similarly, the disability community continues to experience difficulty regaining employment, with<span> </span><a href="https://www.bls.gov/news.release/empsit.t06.htm">10.2 percent</a><span> </span>remaining unemployed as of May 2021. It is not the first time these communities have seen large unemployment gaps compared with their<span> </span><a href="https://www.brookings.edu/research/why-are-employment-rates-so-low-among-black-men/">white</a><span> </span>and<span> </span><a href="https://www.bls.gov/news.release/pdf/disabl.pdf">nondisabled</a><span> </span>peers, as such gaps were consistently present even in the months leading up to the pandemic, when unemployment was low.</p>
<p>Women have particularly borne the brunt of job loss because they are<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">overrepresented</a><span> </span>in the hardest-hit service sector jobs. From February 2020 to May 2021, women lost a net of<span> </span><a href="https://nwlc.org/wp-content/uploads/2021/06/May-Jobs-Day-Final_2.pdf">4.2 million jobs</a>. Furthermore, since April 2020, the labor force participation rate for women has hovered between<span> </span><a href="https://fred.stlouisfed.org/graph/?g=Er19">54.6 and 56.2 percent</a>—the lowest observed rate since the late 1980s.</p>
<p>Even though pandemic-related stimulus packages have helped bolster the economy, labor market growth is<span> </span><a href="https://talkpoverty.org/2021/05/14/unemployment-labor-shortage-worker-power/">sluggish</a>, as many Americans are still unable to come back to work due to caregiving challenges or are taking more time to find safe and decent jobs that support their basic needs.</p>
<p>Creating the jobs needed to build an equitable U.S. economy requires federal investment. The American Jobs Plan is centered on<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/03/31/fact-sheet-the-american-jobs-plan/">investing $2.3 trillion</a><span> </span>to create new jobs by rebuilding roads and bridges, creating a green energy economy, expanding essential jobs in the caregiving sector, supporting domestic manufacturing, and ensuring that these jobs<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/23/fact-sheet-the-american-jobs-plan-empowers-and-protects-workers/">provide decent wages and benefits</a><span> </span>and are accessible to Americans from all walks of life. If passed, the American Jobs Plan could reform and rebuild the economy by significantly shrinking the gap of<span> </span><a href="https://www.bls.gov/news.release/pdf/empsit.pdf">7.6 million jobs</a><span> </span>lost since February 2020 and by allowing people to build financial security and save for the future.</p>
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<h3>3. Raise the minimum wage to ensure economic stability for all</h3>
<p>It is time for Congress to raise the federal minimum wage to meaningfully improve living standards for millions of Americans. Today’s federal minimum wage is just $7.25 per hour, which is about $15,000 annually for a full-time job. It has not been raised in more than a decade and is<span> </span><a href="https://www.census.gov/data/tables/time-series/demo/income-poverty/historical-poverty-thresholds.html">not enough</a><span> </span>to keep a one-adult, one-child household out of poverty. This is not how the minimum wage was intended to work: In the<span> </span><a href="https://www.pewresearch.org/fact-tank/2017/01/04/5-facts-about-the-minimum-wage/">late 1960s</a>, a full-time worker earned $1.60 per hour at minimum wage, which is equivalent to more than $12 per hour in today’s dollars.</p>
<p>There are also many workers who earn less than minimum wage, or a “subminimum wage.” Tipped workers are only guaranteed a subminimum wage of $2.13 federally, despite evidence from states demonstrating that ending the subminimum wage nationwide would<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">significantly decrease poverty and inequality without hurting employment</a>.</p>
<p>Subminimum wages are also an issue for disabled workers. In 1938, the Fair Labor Standards Act authorized employers, after receiving a certificate from the Wage and Hour Division, to pay below minimum wages to workers with disabilities. Workers who fall under this classification are paid an estimated average of <a href="https://talkpoverty.org/2019/06/19/everyone-overlooking-key-part-new-15-minimum-wage-bill/">$2.15 per hour</a>. This is just one of the many reasons why in 2019, at least <a href="https://disabilitycompendium.org/compendium/2020-annual-disability-statistics-compendium?page=11">1 in 4 disabled people</a> lived under the poverty line.</p>
<p>The<span> </span><a href="https://www.cantwell.senate.gov/imo/media/doc/Raise-the-Wage-Act-of-2021-Fact-Sheet-FINAL.pdf">Raise the Wage Act</a><span> </span>would gradually lift the federal minimum wage to $15 per hour by 2025 and index it to median wage growth thereafter so that the minimum wage would automatically increase when wages rise nationally. The bill would also phase out the subminimum wage for tipped employees, teenagers employed for 90 days or less, and disabled workers. These changes would lift up to<span> </span><a href="https://www.epi.org/publication/raising-the-federal-minimum-wage-to-15-by-2025-would-lift-the-pay-of-32-million-workers/#:~:text=The%20Raise%20the%20Wage%20Act%20would%20help%20eliminate%20poverty%20wages,million%20children%E2%80%94out%20of%20poverty.">3.7 million Americans</a><span> </span>out of poverty and especially benefit<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">people of color, women, and people with disabilities</a>, who are disproportionately represented in low-wage jobs.</p>
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<h3>4. Provide permanent paid family and medical leave and paid sick days</h3>
<p>The United States is the<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">only industrialized nation in the world</a><span> </span>to not guarantee workers access to any paid leave. As of March 2020, an estimated<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">25 percent</a><span> </span>of private sector workers—and 69 percent of workers earning less than $11 per hour—did not have access to a single paid sick day. Additionally, in 2020,<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">4 in 5 private sector workers</a><span> </span>lacked access to any paid family leave for longer-term family caregiving needs; and the disparity was worse among the lowest-wage workers, where 95 percent did not have access to paid time off.</p>
<p>This puts workers in the impossible position of having to forgo needed income, or even their job, to recover from an illness or care for a sick family member. Every year, workers and their families lose an estimated <a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">$22.5 billion in wages</a><span> </span>due to a lack of access to paid family and medical leave. While Congress addressed this need during the pandemic by providing temporary emergency paid sick leave and emergency paid child care leave through the Families First Coronavirus Response Act, loopholes and exemptions<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/04/17/483287/coronavirus-paid-leave-exemptions-exclude-millions-workers-coverage/">excluded millions of workers</a>. The program also<span> </span><a href="https://www.clasp.org/sites/default/files/publications/2021/03/ARPProvisions_2021.pdf">became voluntary</a><span> </span>in 2021, meaning employers can now refuse to offer paid leave again.</p>
<p>Congress must prioritize passing paid sick leave and permanent paid family and medical leave, particularly to support the lowest-income earners. Several proposals—including the<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">American Families Plan</a>, the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/paid-leave/family-act-fact-sheet.pdf">Family and Medical Insurance Leave (FAMILY) Act</a>, and the<span> </span><a href="https://delauro.house.gov/media-center/press-releases/delauro-murray-reintroduce-healthy-families-act-establish-national-paid">Healthy Families Act</a>—have been introduced to address this issue. They include comprehensive paid family and medical leave, allowing workers to take time off work to recover from a health condition, care for a child or loved one, or grieve the loss of a loved one.</p>
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<h3>5. Increase worker power to rebalance the labor market</h3>
<p>Union representation is a key protection against the exploitation of and discrimination against workers. Unions help their members to negotiate with employers for decent wages and benefits and to ensure that working people have a voice in<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">U.S. democracy</a><span> </span>by promoting progressive priorities, including state and local minimum wage increases.<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Research shows</a><span> </span>that unions increase workers’ wages and benefits, boost economic mobility in future generations, decrease poverty, improve workers’ general well-being, and<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">close gender and racial wage and wealth gaps</a>. In the midst of mass layoffs as states shut down last year, unions were able to negotiate<span> </span><a href="https://www.epi.org/publication/union-workers-had-more-job-security-during-the-pandemic-but-unionization-remains-historically-low-data-on-union-representation-in-2020-reinforce-the-need-for-dismantling-barriers-to-union-organizing/">furlough and work-share arrangements</a><span> </span>with employers to help members keep their jobs. Yet in 2020, only<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/09/03/essential-workers-during-covid-19-at-risk-and-lacking-union-representation/">12 percent of essential workers</a><span> </span>were covered by a union contract, and workers seeking to unionize face an uphill battle.</p>
<p>Passing the<span> </span><a href="https://edlabor.house.gov/imo/media/doc/2021-02-04%20PRO%20Act%20of%202021%20Section%20by%20Section.pdf">Protecting the Right to Organize (PRO) Act</a><span> </span>would increase worker power by creating new penalties for employers who retaliate against workers trying to organize, banning forced arbitration agreements that prevent workers from pursuing collective litigation, adopting a new set of employer guidelines to prevent employees from being misclassified as independent contractors, and ensuring that workers can bargain in the modern economy. In addition, the<span> </span><a href="https://www.cardin.senate.gov/newsroom/press/release/cardin-van-hollen-senate-and-house-democrats-introduce-legislation-to-strengthen-rights-of-public-sector-workers-to-join-unions-bargain-collectively">Public Service Freedom to Negotiate Act</a><span> </span>would provide essential protections for millions of public sector workers to organize and bargain collectively. By ensuring that employers are responsible to their workers during the pandemic, they can share the benefits of recovery as the economy opens back up.</p>
<p>Furthermore, policymakers must build worker protections into<span> </span><a href="https://www.ncsl.org/research/labor-and-employment/at-will-employment-overview.aspx">at-will employment</a><span> </span>and<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/08/18/unpredictable-work-hours-and-volatile-incomes-are-long-term-risks-for-american-workers/">just-in-time scheduling</a><span> </span>to ensure fair labor and workplace standards.</p>
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<h3>6. Make permanent increases to the child tax credit and earned income tax credit</h3>
<p>Two of the nation’s most effective anti-poverty tools, the child tax credit (CTC) and earned income tax credit (EITC), lifted<span> </span><a href="https://www.census.gov/content/dam/Census/library/visualizations/2020/demo/p60-272/figure8.pdf">7.5 million Americans</a><span> </span>out of poverty in 2019.</p>
<p>Both programs provide a reliable source of income to parents, helping them meet immediate needs and plan for the future while making them more financially stable on a day-to-day basis. These programs also<span> </span><a href="https://www.cbpp.org/blog/child-tax-credit-and-earned-income-tax-credit-lifted-106-million-people-out-of-poverty-in-2018">pay long-term dividends</a><span> </span>by improving infant and maternal health outcomes while boosting the educational, health, and income potential of future generations.</p>
<p>The American Rescue Plan Act was able to close some<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">glaring holes</a><span> </span>within the tax credits by:</p>
<ul>
<li>Making the CTC fully refundable so low-income parents can get the full credit if their tax liability is less than their credit amount by paying them the difference</li>
<li>Increasing the amount of the CTC to $3,600 for children under 6 and $3,000 for children ages 6 to 17</li>
<li>Distributing the CTC monthly instead of all at once at tax time</li>
<li>Nearly tripling the maximum EITC for workers who are not raising children in their home</li>
<li>Revising the eligibility requirements to make EITC accessible to workers ages 19 to 24, as well as workers who are 65 and older</li>
<li>Extending the credits or providing supplemental funding to Puerto Rico and other U.S. territories</li>
</ul>
<p>However, these changes are temporary and will expire in 2022. Considering that the changes to the CTC alone were estimated to<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5c7fe48b1905f46e1214bc42/1551885452114/Poverty+%26+Social+Policy+Brief+3_3.pdf">lift nearly 4 million children out of poverty</a>, the best way to ensure that these credits continue to support low-wage workers and families with children is to make them permanent. Policymakers must also<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">make the CTC as accessible as possible</a><span> </span>by removing barriers for immigrant families.</p>
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<h3>7. Support pay equity to create a fair labor market</h3>
<p>Equal pay ensures that workers are paid fairly. In 2019, women working full time, year-round<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/24/497475/salary-history-bans-matter-securing-equal-pay/">earned just 82 cents</a><span> </span>for every $1 earned by their male counterparts. This pay gap is even worse for women of color: For every dollar earned by white, non-Hispanic men in 2019, Black women earned 63 cents, Native women earned 60 cents, and Latinas earned 55 cents. And while Asian American and Pacific Islander (AAPI) women, on average, earned 85 percent of what white, non-Hispanic men earned, there were<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/04/496703/economic-status-asian-american-pacific-islander-women/">much wider gaps</a><span> </span>for many AAPI sub-populations. Disabled women also struggle with a<span> </span><a href="https://nwlc.org/wp-content/uploads/2019/09/Wage-Gap-Who-how.pdf">pay gap</a>, receiving 80 cents for every dollar earned by men with disabilities. If women in this country received equal pay to men, poverty for working women would be<span> </span><a href="https://iwpr.org/iwpr-issues/employment-and-earnings/the-economic-impact-of-equal-pay-by-state-2/">reduced by half</a><span> </span>and $512.6 billion would be added to the economy through additional wages.</p>
<p>What’s more, equal pay is essential to helping workers attain the stability and savings necessary to weather current and future crises. The pandemic has<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">stalled women’s economic progress</a>, as a lack of access to child care and paid leave, coupled with mass job losses, has forced many women out of the workforce entirely, exacerbating the<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">gender wage gap</a>. For example, mothers of young children have lost jobs at<span> </span><a href="https://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2020/09/28/mothers-are-3-times-more-likely-than-fathers-to-have-lost-jobs-in-pandemic">three times</a><span> </span>the rate of fathers during the crisis. This is on top of<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">ever-present compounding factors</a><span> </span>such as bias and discrimination that may deflate women’s earnings.</p>
<p>Passing the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/fair-pay/the-paycheck-fairness-act.pdf">Paycheck Fairness Act</a><span> </span>would enhance existing equal pay protections, further combat discriminatory practices, and better hold employers accountable for pay discrimination. Pandemic or not, securing equal pay has always been essential to the economic security of women and families.</p>
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<h3>8. Invest in affordable, high-quality child care and early childhood education</h3>
<p>More than half of all Americans live in a <a href="https://americanprogress.org/issues/early-childhood/reports/2018/12/06/461643/americas-child-care-deserts-2018/">child care desert</a>, where child care shortages lead to waiting lists, job disruptions, and fewer mothers in the paid labor force. Child care in the United States is prohibitively expensive, with infant and toddler care often<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">costing between $800 and $1,230 a month</a>. While there are subsidies for low-income families, in most states, they reach<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2020/09/03/489900/true-cost-providing-safe-child-care-coronavirus-pandemic/">fewer than 1 in 10 eligible children</a><span> </span>under the age of 6. As a result, low-income families can spend more than <a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">one-third of their income</a><span> </span>on child care just to be able to work.</p>
<p>Not surprisingly, the pandemic has eviscerated child care across the United States. About <a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">700,000 parents</a><span> </span>left the workforce in 2020 to care for young children who were not able to go to school or have access to child care. Since then, only half of the nearly 400,000 child care jobs lost at the start of the pandemic have returned, leading to a 144 percent increase in the number of parents who have missed work to care for children compared with 2019.</p>
<p>The<span> </span><a href="https://www.acf.hhs.gov/media/press/2021/child-care-funding-released-american-rescue-plan">$39 billion</a><span> </span>for subsidized child care that was already included in the American Rescue Plan will help providers recover from a year of unprecedented revenue losses, but additional funding is needed to expand these services to everyone who needs them. The American Families Plan would make significant investments in <a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">universal preschool for 3- and 4-year-olds</a>, which would help more struggling families obtain the child care they need to work, better meeting their families’ basic needs and building future economic stability. The plan would also cap child care costs for low- and moderate-income families at 7 percent of their income, making it far more affordable and manageable as they juggle other needs.</p>
<p>Another bill currently introduced in Congress, the Child Care for Working Families Act (CCWFA), would ensure free or affordable child care for<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2021/05/24/499825/growing-economy-affordable-child-care/">76 percent of working families</a><span> </span>with children under the age of 6, expanding quality care for millions of families. As Congress deliberates future funding, it must invest in affordable, high-quality child care and early education, providing parents with the means to foster family security and healthy child development.</p>
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<p></p>
</div>
<h3>9. Expand access to health care</h3>
<p>Since it was signed into law in 2010, the Affordable Care Act (ACA) has expanded access to high-quality, affordable health coverage for<span> </span><a href="https://www.nytimes.com/2017/05/22/health/obamacare-health-insurance-numbers-nchs.html">millions of Americans</a>, especially those with<span> </span><a href="https://americanprogress.org/issues/healthcare/news/2020/03/23/482012/10-ways-aca-improved-health-care-past-decade/">preexisting conditions</a>. Today,<span> </span><a href="https://aspe.hhs.gov/system/files/pdf/265671/ASPE%20Issue%20Brief-ACA-Related%20Coverage%20by%20State.pdf">31 million Americans</a><span> </span>are enrolled in coverage through the ACA marketplaces or the law’s expansion of Medicaid. However,<span> </span><a href="https://www.kff.org/health-reform/state-indicator/state-activity-around-expanding-medicaid-under-the-affordable-care-act/?currentTimeframe=0&amp;sortModel=%7B%22colId%22:%22Location%22,%22sort%22:%22asc%22%7D">12 states</a><span> </span>continue to refuse to expand their Medicaid programs to cover adults making up to 138 percent of the<span> </span><a href="https://aspe.hhs.gov/poverty-guidelines">federal poverty guideline</a>—placing a heavy burden on families already on the brink. About<span> </span><a href="https://www.kff.org/medicaid/press-release/what-are-some-policy-options-for-reaching-the-2-2-million-uninsured-people-in-the-acas-coverage-gap/">2.2 million uninsured people</a><span> </span>are without an affordable option for health insurance because they live in nonexpansion states and have incomes too low to qualify for marketplace premium tax credits.</p>
<p>Expanding Medicaid would mean more than just access to health care; it would give people financial protection from unexpected medical costs and free up limited household income for other basic needs such as paying rent and putting food on the table. Increases in Medicaid enrollment are associated with reduced rates of<span> </span><a href="https://www.healthaffairs.org/do/10.1377/hblog20170724.061160/full/">medical debt</a><span> </span>and other<span> </span><a href="https://onlinelibrary.wiley.com/doi/abs/10.1002/pam.22266">unpaid bills</a><span> </span>among low-income individuals.<span> </span><a href="https://www.kff.org/medicaid/report/the-effects-of-medicaid-expansion-under-the-aca-updated-findings-from-a-literature-review/">Studies</a><span> </span>also link Medicaid coverage to improved access to health care services, greater financial security,<span> </span><a href="https://www.nber.org/system/files/working_papers/w26081/w26081.pdf">lower mortality rates</a>,<span> </span><a href="https://www.commonwealthfund.org/publications/issue-briefs/2017/aug/reducing-racial-and-ethnic-disparities-access-care-has">reduced racial health care disparities</a>, and<span> </span><a href="https://www.healthaffairs.org/doi/10.1377/hlthaff.2018.05071">lower rates of eviction</a>.</p>
<p>While the American Rescue Plan included<span> </span><a href="https://www.cbpp.org/research/health/health-provisions-in-american-rescue-plan-act-improve-access-to-health-coverage">increased federal Medicaid funding</a><span> </span>for two years as an incentive to encourage more states to expand their programs, it is unlikely that the remaining nonexpansion states will take up this option. Congress has an opportunity to enact federal policies that ensure people in the Medicaid coverage gap can gain access to affordable, comprehensive health insurance.</p>
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<p></p>
</div>
<h3>10. Reform the criminal justice system and enact policies that support successful reentry</h3>
<p>Robust changes are needed to restructure and reform a U.S. criminal justice system that incarcerates more of its citizens than<span> </span><a href="https://www.prisonstudies.org/sites/default/files/resources/downloads/wppl_12.pdf">any other country in the world</a>, holding about<span> </span><a href="https://www.prisonpolicy.org/reports/pie2020.html">2.3 million people</a><span> </span>in prisons, jails, and other correctional facilities. If not for the rapid increase in mass incarceration since 1980, poverty rates would have<span> </span><a href="https://journals.sagepub.com/doi/abs/10.1177/0011128708328864">dropped by 20 percent</a><span> </span>by 2009. The impact on communities of color is particularly staggering:<span> </span><a href="https://www.sentencingproject.org/criminal-justice-facts/">Black and Latino men</a><span> </span>are, respectively, 6 times and 2.5 times more likely to be incarcerated than white men; and<span> </span><a href="https://www.sentencingproject.org/publications/incarcerated-women-and-girls/">Black and Latina women</a><span> </span>are, respectively, 1.7 times and 1.3 times more likely to be incarcerated than white women. Likewise,<span> </span><a href="https://www.prisonpolicy.org/blog/2020/04/22/native/">Native Americans</a><span> </span>are incarcerated at more than twice the rate of white Americans.</p>
<p>Mass incarceration is a key cause and consequence of poverty. When a person is incarcerated, their family must find a way to make ends meet without a necessary source of income. Additionally, even a<span> </span><a href="https://repository.law.umich.edu/cgi/viewcontent.cgi?article=2892&amp;context=articles">minor criminal record</a><span> </span>or an<span> </span><a href="https://talkpoverty.org/2014/12/09/held-back-by-a-criminal-record/">arrest without a conviction</a><span> </span>can prevent an individual from getting a job, housing, or certain benefits, contributing to<span> </span><a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">cycles of multigenerational poverty</a>. Currently, there are<span> </span><a href="https://www.usccr.gov/pubs/2019/06-13-Collateral-Consequences.pdf">more than 44,000 legal sanctions</a><span> </span>that create<span> </span><a href="https://americanprogress.org/issues/poverty/news/2021/04/14/498053/preventing-removing-barriers-housing-security-people-criminal-convictions/">barriers to housing</a><span> </span>for people with criminal records. Moreover,<span> </span><a href="https://www.clasp.org/publications/report/brief/no-more-double-punishments">various restrictions</a><span> </span>prohibit justice-involved individuals’ access to SNAP and Temporary Assistance for Needy Families (TANF) benefits if they have prior felony drug convictions, unless additional requirements are fulfilled. This can include being required to wait for months after completion of a sentence to be considered eligible or to participate in mandatory periodic drug testing, both of which are unnecessary obstacles that hinder successful reentry.</p>
<p>Sentencing reform is essential to addressing mass incarceration. Policymakers should also implement<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">clean slate laws</a>, which help expand access to automated criminal record clearing, and explore alternatives to incarceration, such as<span> </span><a href="https://www.aclu.org/blog/smart-justice/diversion-programs-are-cheaper-and-more-effective-incarceration-prosecutors">diversion programs</a><span> </span>for individuals with mental health and substance abuse challenges. Additionally, it is critical to review the role of policing in public safety, health, and well-being. There has been a<span> </span><a href="https://theappeal.org/what-public-safety-without-police-looks-like/">recent move across the nation</a><span> </span>to divert away from police certain health, public safety, and community care emergency responses and funds—such as responding to people experiencing a mental health crisis—that better fit agencies and social workers. Barriers to employment, housing, education, and public assistance must also be removed. A decades-old criminal record should not consign an individual to a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">life of poverty</a>.</p>
<div class="full-width-box">
<p>For more information on criminal justice, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">A Criminal Record Shouldn’t Be a Life Sentence to Poverty</a>” and “<a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">Criminal Records Create Cycles of Multigenerational Poverty</a>.”</p>
</div>
<h3>11. Invest in affordable, accessible housing</h3>
<p><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">One in 4 renter households</a><span> </span>in the United States is extremely low income, and half of renters are<span> </span><a href="https://www.apartmentlist.com/research/cost-burden-2019">moderately or severely cost-burdened</a>, meaning that they pay more than a third to half of their income on rent and utilities.</p>
<p>Overall, Native American, Black, and Latinx renters are more likely to be<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">extremely low income</a>. A long history of racially targeted policies has worsened housing security for people of color, who are more cost-burdened and face more discrimination in obtaining and maintaining housing. Facing and experiencing eviction, which also disproportionately affects communities of color—and<span> </span><a href="https://news.cornell.edu/stories/2016/11/eviction-cause-not-just-condition-poverty">Black women</a><span> </span>in particular—can lead to<span> </span><a href="https://journalistsresource.org/economics/evictions-physical-financial-mental-health/">negative mental and physical health outcomes</a>,<span> </span><a href="https://www.nclc.org/images/pdf/special_projects/covid-19/IB_Salt_in_the_Wound.pdf">difficulty obtaining future housing</a>, and exacerbated financial hardship, all of which can fuel cycles of<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">multigenerational poverty</a>.</p>
<p>Disparities have persisted during the pandemic, as<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">renters of color</a><span> </span>and<span> </span><a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">disabled renters</a><span> </span>report higher rates of housing insecurity. These and other measures of housing insecurity contribute to the ongoing homelessness crises and continue to put the most vulnerable community members at risk. Rates of homelessness, and particularly<span> </span><a href="https://endhomelessness.org/new-report-shows-rise-in-homelessness-in-advance-of-covid-19-crisis/">chronic homelessness</a>, are on the rise. The 2020 point-in-time count conducted by the U.S. Department of Housing and Urban Development estimated that more than<span> </span><a href="https://www.huduser.gov/portal/sites/default/files/pdf/2020-AHAR-Part-1.pdf">580,000 people</a><span> </span>experience homelessness on any given night, a number that is likely a vast undercount. Strikingly, of those experiencing homelessness,<span> </span><a href="https://jphmpdirect.com/2019/07/24/homelessness-among-individuals-with-disabilities/">nearly 25 percent</a><span> </span>are people with disabilities.</p>
<p>Investments in permanent housing programs, such as<span> </span><a href="https://endhomelessness.org/resource/housing-first/?gclid=EAIaIQobChMIjdSRgpmf6AIVA2KGCh2-_g_OEAAYASAAEgKOI_D_BwE">Housing First</a><span> </span>and a national<span> </span><a href="https://homesguarantee.com/wp-content/uploads/Homes-Guarantee-_-Briefing-Book.pdf">Homes Guarantee</a>, should be supported to provide a path for people experiencing homelessness or living in transitional housing to obtain and maintain long-term, stable housing, while also addressing the<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">shortage of more than 7 million affordable housing units</a>.</p>
<p>Policymakers should also increase renter protections by guaranteeing a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2019/10/02/475263/right-counsel-right-fighting-chance/">right to counsel</a>, investing in<span> </span><a href="https://www.urban.org/sites/default/files/publication/101991/getting-landlords-and-tenants-to-talk_3.pdf">tenant-landlord mediation</a>, regulating the use of<span> </span><a href="https://www.nytimes.com/2020/05/28/business/renters-background-checks.html">background checks</a><span> </span>in rental housing applications, and making the<span> </span><a href="https://cityobservatory.org/make-housing-vouchers-an-entitlement-we-can-afford-it/">Housing Choice Voucher and rental assistance programs</a><span> </span>an entitlement that does not sunset. Furthermore, policymakers should prohibit<span> </span><a href="https://www.americanbar.org/groups/crsj/publications/human_rights_magazine_home/economic-justice/your-money-s-no-good-here--combatting-source-of-income-discrimin/">source-of-income discrimination</a>, which creates barriers to obtaining rental housing for households that receive housing vouchers. To further<span> </span><a href="https://nationalfairhousing.org/affirmatively-furthering-fair-housing/">prevent housing discrimination</a><span> </span>and build more inclusive communities, the<span> </span><a href="https://nationalfairhousing.org/disparateimpact/">disparate impact rule</a><span> </span>under the Fair Housing Act should be reinstated alongside the revised Affirmatively Furthering Fair Housing rule, which is currently set to go into effect at the<span> </span><a href="https://nahbnow.com/2021/06/hud-moves-to-reinstate-affirmatively-furthering-fair-housing-rule/">end of July</a>.</p>
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<h3>12. Modernize the Supplemental Security Insurance program</h3>
<p>Supplemental Security Insurance (SSI) is an<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program">essential anti-poverty program</a><span> </span>for the disability community, providing monthly cash assistance for those with little or no income and assets.<span> </span><a href="https://www.ssa.gov/policy/docs/quickfacts/stat_snapshot/">Nearly 8 million people</a><span> </span>received benefits in May 2021, and in 2019,<span> </span><a href="https://www.ssa.gov/policy/docs/statcomps/ssi_asr/2019/ssi_asr19.pdf">57 percent of recipients<span> </span></a>reported SSI being their sole source of income. However, little has been done to maintain this program, leaving millions of disabled people farther and farther behind.</p>
<p>Numerous policy adjustments could update SSI and help pull the disability community out of poverty. Raising the minimum benefit to at least the poverty level is a great first step. In 2021, the maximum benefit for individuals was raised to<span> </span><a href="https://www.ssa.gov/oact/cola/SSI.html#:~:text=The%20latest%20such%20increase%2C%201.3%20percent%2C%20becomes%20effective%20January%202021.&amp;text=The%20monthly%20maximum%20Federal%20amounts,%24397%20for%20an%20essential%20person.">$794 per month</a>, which is well below the federal poverty guideline of<span> </span><a href="https://www.federalregister.gov/documents/2021/02/01/2021-01969/annual-update-of-the-hhs-poverty-guidelines">$1,073 per month</a>. Asset limits also need to be increased, as they<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program#_ftn21">have not been updated since 1989</a>. Currently, individuals and couples are allowed limits of $2,000 and $3,000, respectively, in assets, such as<span> </span><a href="https://www.ssa.gov/ssi/text-resources-ussi.htm">money in joint or personal bank accounts</a>, investments in stocks or bonds, and life insurance policies with a total face value of more than $1,500. Asset limits have become<span> </span><a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">deadly poverty traps</a>, particularly in times of disaster such as the pandemic, as they prevent recipients from being able to save, forcing them into economic precarity. Other rule changes, including the elimination of penalties for<span> </span><a href="https://www.ssa.gov/ssi/text-living-ussi.htm">in-kind support</a><span> </span>from family and friends and an update to<span> </span><a href="https://www.cbpp.org/research/social-security/supplemental-security-income">income disregards</a><span> </span>that have not been changed since the program began in 1974 would go a long way toward ensuring that this program remains a strong safety net for disabled adults and children.</p>
<p>The continued disinvestment in SSI has essentially reduced its efficacy, putting disabled people on the brink of poverty and destitution. Prioritizing the economic security of such marginalized communities helps ensure the security of all communities. Congress must act now to help the disability community not only weather the pandemic but also build a stable financial future.</p>
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<h3>Conclusion</h3>
<p>It is possible for America to dramatically cut poverty. From 1959 to 1973, a strong economy, along with investments in family economic security, helped<span> </span><a href="https://confrontingpoverty.org/poverty-facts-and-myths/poverty-is-not-inevitable/">cut the U.S. poverty rate in half</a>. Investments in<span> </span><a href="https://frac.org/wp-content/uploads/hunger-health-role-snap-improving-health-well-being.pdf">nutrition assistance</a><span> </span>have resulted in improvements in educational attainment, food insecurity, and health outcomes. Expansions of public health insurance have contributed to<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5844390/">lower infant mortality rates</a><span> </span>and<span> </span><a href="https://bmcpublichealth.biomedcentral.com/articles/10.1186/s12889-017-4363-z">better overall health and health care access for children</a><span> </span>at a reduced out-of-pocket cost.<span> </span><a href="https://www.cbpp.org/research/housing/research-shows-rental-assistance-reduces-hardship-and-provides-platform-to-expand">Rental assistance programs</a><span> </span>have been shown to decrease stress, eviction, and homelessness among low-income renters. And<span> </span><a href="https://www.cbpp.org/research/federal-tax/eitc-and-child-tax-credit-promote-work-reduce-poverty-and-support-childrens">expansions in tax credits</a><span> </span>for poor families have helped boost incomes for the next generation, on top of improving educational and health outcomes.</p>
<p>Poverty is preventable. America has the power and ability to ensure that all people residing within its borders can build financial stability and live their lives with dignity. The policy priorities detailed above are essential for preventing poverty and promoting economic opportunity for all. As a nation, we simply need to build the political will to enact these intersectional policies so that all residents can attain their American dream.</p>
<p><span></span></p>
<p><span>Original article from </span><a href="https://www.americanprogress.org/article/top-12-solutions-cut-poverty-united-states/">https://www.americanprogress.org/article/top-12-solutions-cut-poverty-united-states/ </a></p>]]> </content:encoded>
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<title>AI&#45;Powered Protein Engineering Heightened by Cradle Bio’s $73M Series B</title>
<link>https://sdgtalks.ai/ai-powered-protein-engineering-heightened-by-cradle-bios-73m-series-b</link>
<guid>https://sdgtalks.ai/ai-powered-protein-engineering-heightened-by-cradle-bios-73m-series-b</guid>
<description><![CDATA[ 75 million has been raised in group B funding for the company Cradle Bio to research protein engineering while creating dataset to train AI models. This brings the company&#039;s total funding to over 100 million dollars. Cradle Bio has 21 customers and is developing 31 molecules on it&#039;s platform. Cradle&#039;s AI based platform could reduce the number of experimental cycles required in protein engineering, contributing to more efficient use of resources in the development of therapeutics, diagnostics, agriculture, chemicals, and food. ]]></description>
<enclosure url="https://cdn.prod.website-files.com/62a66aa220a55155318447ce/6744b7d4b3e28ee19ddab043_Cradle%20AI%20Protein.webp" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 May 2025 15:51:01 -0500</pubDate>
<dc:creator>Aaron Farrar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>Innovative Synthetic Biology Company Cradle Bio Raises $73 Million in Series B Funding</h2>
<p>In a significant stride for synthetic biology, Cradle Bio has announced a $73 million Series B funding round led by IVP, bringing the company’s total funding to over $100 million. This impressive raise comes as Cradle continues to transform protein engineering through its AI-powered platform, promising to reshape industries from therapeutics to agriculture.</p>
<h3>Accelerating Protein Engineering Across Industries</h3>
<p>Across the major markets Cradle operates in—therapeutics, diagnostics, agriculture, chemicals, and food—the company is seeing between 1.2x to 12x speedups in R&amp;D. They are reducing the number of experimental cycles required to get to where people want to be to commercialize a protein.</p>
<h3>From Two Customers to Industry Leaders</h3>
<p>When Cradle secured its Series A funding, it had just two paying customers. Fast forward to today, and the company boasts 21 customers, with 31 molecules currently being developed on its platform. Notably, four out of the top 10 global pharmaceutical companies, including Johnson &amp; Johnson and Novo Nordisk, are now clients.</p>
<h3>Investing in Data and Talent</h3>
<p>One of the keys to Cradle’s success lies in its early investment in its wet lab. From day one, they started building their own labs. This hands-on approach has enabled Cradle to generate proprietary datasets, which are crucial for training their AI models.</p>
<h3>Ensuring Data Privacy and Ethical AI Use</h3>
<p>Cradle ensures that clients retain all intellectual property rights for proteins engineered on their platform, with strict security controls over their data.</p>
<h3>Looking Ahead: A Bright Future for AI in Biology</h3>
<p>Cradle remains optimistic about the future. With continued speedups in development cycles and cost reduction, they believe more smart people will try to build innovative enzymes to solve various challenges and move away from hydrocarbons.</p>
<h2>SDGs, Targets, and Indicators</h2>
<ol>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>Target 3.3: By 2030, end the epidemics of AIDS, tuberculosis, malaria, and neglected tropical diseases and combat hepatitis, water-borne diseases, and other communicable diseases.</li>
<li>Indicator: The article mentions that Cradle’s AI-powered platform is being used in the therapeutics market, which suggests that it could contribute to the development of treatments for diseases and potentially help combat communicable diseases.</li>
</ul>
</li>
<li>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<ul>
<li>Target 9.5: Enhance scientific research, upgrade the technological capabilities of industrial sectors in all countries, in particular developing countries, including, by 2030, encouraging innovation and substantially increasing the number of research and development workers per 1 million people and public and private research and development spending.</li>
<li>Indicator: The article highlights Cradle’s AI-powered platform as a transformative technology in protein engineering, which aligns with the target of enhancing scientific research and encouraging innovation.</li>
</ul>
</li>
<li>
<h3>SDG 12: Responsible Consumption and Production</h3>
<ul>
<li>Target 12.2: By 2030, achieve the sustainable management and efficient use of natural resources.</li>
<li>Indicator: Cradle’s AI-powered platform aims to reduce the number of experimental cycles required in protein engineering, which could contribute to more efficient use of resources in the development of therapeutics, diagnostics, agriculture, chemicals, and food.</li>
</ul>
</li>
<li>
<h3>SDG 13: Climate Action</h3>
<ul>
<li>Target 13.2: Integrate climate change measures into national policies, strategies, and planning.</li>
<li>Indicator: The article mentions that Cradle’s platform helps companies move away from hydrocarbons, which suggests that it could contribute to climate action by promoting the use of more sustainable alternatives.</li>
</ul>
</li>
</ol>
<h2>Table: SDGs, Targets, and Indicators</h2>
<table>
<tbody>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.3: By 2030, end the epidemics of AIDS, tuberculosis, malaria, and neglected tropical diseases and combat hepatitis, water-borne diseases, and other communicable diseases.</td>
<td>The article mentions that Cradle’s AI-powered platform is being used in the therapeutics market, which suggests that it could contribute to the development of treatments for diseases and potentially help combat communicable diseases.</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation, and Infrastructure</td>
<td>Target 9.5: Enhance scientific research, upgrade the technological capabilities of industrial sectors in all countries, in particular developing countries, including, by 2030, encouraging innovation and substantially increasing the number of research and development workers per 1 million people and public and private research and development spending.</td>
<td>The article highlights Cradle’s AI-powered platform as a transformative technology in protein engineering, which aligns with the target of enhancing scientific research and encouraging innovation.</td>
</tr>
<tr>
<td>SDG 12: Responsible Consumption and Production</td>
<td>Target 12.2: By 2030, achieve the sustainable management and efficient use of natural resources.</td>
<td>Cradle’s AI-powered platform aims to reduce the number of experimental cycles required in protein engineering, which could contribute to more efficient use of resources in the development of therapeutics, diagnostics, agriculture, chemicals, and food.</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>Target 13.2: Integrate climate change measures into national policies, strategies, and planning.</td>
<td>The article mentions that Cradle’s platform helps companies move away from hydrocarbons, which suggests that it could contribute to climate action by promoting the use of more sustainable alternatives.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.synbiobeta.com/read/ai-powered-protein-engineering-heightened-by-cradle-bios-73m-series-b">synbiobeta.com</a></strong></p>
<p> </p>
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<title>10 Things To Do to End Extreme Poverty by 2030</title>
<link>https://sdgtalks.ai/10-things-to-do-to-end-extreme-poverty-by-2030</link>
<guid>https://sdgtalks.ai/10-things-to-do-to-end-extreme-poverty-by-2030</guid>
<description><![CDATA[ In 2014, 1.2 billion people were living in extreme poverty, as world citizens it’s our duty to mitigate, and eventually eliminate poverty on a global scale. Achieving this goal requires a multi-faceted approach focusing on improving human well-being directly; relying on economic growth often means leaving the poorest people behind. If we want to consign poverty to the history books, it is necessary to prioritize support for the most vulnerable populations and apply consistent pressure to governments around the world. Poverty is more than just low income, it’s lack of access to food, water, healthcare, education, housing, and other necessities. Addressing all of these shortcomings requires involving the entire community, and finding unique approaches to meet community needs. ]]></description>
<enclosure url="https://media.globalcitizen.org/thumbnails/eb/5a/eb5ab95d-437d-463c-9878-ec3b3227e676/10-things-to-do-to-end-extreme-poverty-by-2030__1600x900_q85_crop_subsampling-2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 22 Apr 2025 00:58:53 -0500</pubDate>
<dc:creator>Winter</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>We know there are </span><strong>1.2 billion people living in extreme poverty</strong><span>. As global citizens, we want to make poverty history by 2030, and here are 10 things the world needs to do to make this happen:</span></p>
<p><span><iframe width="612" height="343" src="https://www.youtube.com/embed/KoLEnBXsBNg?si=AsgPa5Go1LWyJ624" allowfullscreen="allowfullscreen"></iframe></span></p>
<p><span></span></p>
<p><strong>1. Continue to support the poorest people.</strong></p>
<p>Official development assistance (ODA) remains the largest resource flow for most of the countries with the lowest domestic resources, particularly in sub-Saharan Africa. Here – where governments often have little ability to raise tax revenue and mobilise other financial resources – aid should be used to create favourable conditions for catalysing other forms of resources for ending poverty, such as private investment and development finance.</p>
<p><strong>2. </strong><strong>End all forms of poverty.</strong></p>
<p>Ending poverty is not just about people’s income but also their access to things like water, health, education, housing and security. Bringing everyone above the extreme poverty line of $1.25 a day is only the first step.</p>
<p><strong>3. </strong><strong>Commit governments to ending poverty.</strong></p>
<p>Governments of developing countries should commit to lifting their citizens above the line of $1.25 per day. This needs to be underpinned by national mechanisms that target and support people living in poverty.</p>
<p>The<span> </span><a href="http://web.worldbank.org/WBSITE/EXTERNAL/NEWS/0,,contentMDK:21447054~pagePK:64257043~piPK:437376~theSitePK:4607,00.html" rel="noopener noreferrer" target="_blank" aria-label="Bolsa Familia (open in new tab)"><span><em>Bolsa Familia</em></span></a><span> </span>programme in Brazil transfers cash directly to poor households, and decisions about allocation are based on assessments of depth of poverty rather than household composition. More than 48 million people are now enrolled in the programme. Thanks to the contribution of<span> </span><em>Bolsa Familia</em>, extreme poverty in Brazil dropped from 20.4 million in 2003 to approximately 11.9 million in 2009.</p>
<p>Only five governments have commited publically to ending poverty (Brazil, Colombia, Malawi, UK and USA), and approximately 50 have made similar commitments at World Bank meetings. But ALL countries need to make this commitment if we are going to end extreme poverty by 2030.</p>
<p><strong>4. </strong><strong>Focus aid on economic potential.</strong></p>
<p>Predicting and relying on sustained growth is not always possible and the benefits of growth are often not shared equally to benefit the poorest people. The benefits of growth need to be shared with the poorest people - in sub-Saharan Africa where 80% of the world’s extremely poor people are expected to live by 2030 - but also with those living in ‘pockets’ of poverty in ‘middle income countries’ like India.</p>
<p><strong>5. </strong><strong>Go country by country.</strong></p>
<p>The governments of developing countries must follow their commitments with action through national poverty reduction plans. Strategic and joined-up approaches to ending extreme poverty would enable ownership over the way that public, private and aid resources are allocated and used.</p>
<p><strong>6. </strong><strong>Get everyone involved.</strong></p>
<p>The governments must work with partners across different sectors – including businesses, private sector institutions, donors, aid agencies, public departments and ministries. Coordination is critical for transparent, accountable, and effective delivery. </p>
<p><strong>7. </strong><strong>Support national efforts with international aid.</strong></p>
<p>International aid can provide a basic minimum where domestic governments cannot, or will not. The UN should put ending extreme poverty at the very heart of the post-2015 agenda.</p>
<p><strong>8. </strong><strong>Get creative with investments.</strong></p>
<p>To address the wider dimensions of poverty, we must harness and join-up all financial resources flowing to developing countries with the potential to reduce poverty. This includes all forms of private and public sector flows, as well as aid.</p>
<p><strong>9. </strong><strong>Improve data on poverty. </strong></p>
<p>Most developing countries use inadequate and out-of-date data. If governments are going to meet the needs of their poorest citizens, they need to know where these people live and what their needs are. We need to monitor wider, multi-dimensional aspects of poverty alongside income, and ask poor people themselves what their priorities are.</p>
<p><strong>10. </strong><strong>Demand action as global citizens. </strong></p>
<p>Everyone can play a role in ending poverty. Please get involved and ask governments and international institutions to transform commitments into action today. </p>
<p><strong><em>“Extreme poverty has been cut in half in the last 20 years, and the facts show that we can get it to virtually zero within a generation – but only if we act.” </em></strong>- Bono, musician and global activist, February 2013.</p>
<p><em><span>Ian Townsend</span>, Lead Analyst &amp; Sarah Dalrymple, Advocacy &amp; Engagement Advisor.</em><span></span></p>
<p><span></span></p>]]> </content:encoded>
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<item>
<title>The Top 12 Solutions To Cut Poverty in the United States</title>
<link>https://sdgtalks.ai/the-top-12-solutions-to-cut-poverty-in-the-united-states</link>
<guid>https://sdgtalks.ai/the-top-12-solutions-to-cut-poverty-in-the-united-states</guid>
<description><![CDATA[ The US has made massive progress toward ending poverty in the last 60 years, but 35 million are still in poverty. Much of this progress was due to investment in social services like social security, unemployment insurance, and nutrition assistance. If we want these improvements to continue, we need to continue developing these programs. Mitigating our current crisis requires  lawmakers to create equitable and inclusive responses to poverty and unemployment. Programs like SNAP haven’t done enough to combat food insecurity for low-income communities, eligibility needs to be expanded. Creating high paying jobs, increasing the minimum wage, providing family leave, and rebalancing the power dynamic in workplaces can drastically improve economic stability and general quality of life. ]]></description>
<enclosure url="https://www.americanprogress.org/wp-content/uploads/sites/2/2021/06/EndingPovertyColumn.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 22 Apr 2025 00:48:10 -0500</pubDate>
<dc:creator>Winter</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Since the 1960s, America has made major strides in poverty reduction, and yet, there are still 35 million people living in poverty in the United States. What’s more, poverty would be </span><a href="https://www.cbpp.org/research/poverty-and-inequality/economic-security-programs-cut-poverty-nearly-in-half-over-last-50#:~:text=Before%20taking%20government%20benefits%20and,to%2014.4%20percent%20in%202017.">twice as high</a><span> if not for decades of significant investments through Social Security, unemployment insurance, nutrition assistance, and low-income tax credits, among other successful anti-poverty programs. However, the concerning reality is that the COVID-19 pandemic and </span><a href="https://americanprogress.org/issues/economy/news/2021/02/04/495413/move-fast-think-big-7-key-principles-economic-package-america-needs-now/">associated economic fallout</a><span> obliterated those gains, putting individuals and families at a greater risk of being pushed into poverty.</span></p>
<p>As of May 2021, more than <a href="https://www.bls.gov/news.release/empsit.nr0.htm">9 million Americans</a> were unemployed, 19 million adults and up to 8 million children had experienced food insecurity, and more than 10 million renters were behind on rental payments. Communities of color and other underserved families have been hit particularly hard by the pandemic and subsequent economic downturn: Black, Indigenous, and Latinx communities have seen higher rates of infection, hospitalization, and death as well as<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment</a>. Likewise, the disability community has been disproportionately affected by<span> </span><a href="https://www.kff.org/coronavirus-covid-19/issue-brief/state-reporting-of-cases-and-deaths-due-to-covid-19-in-long-term-care-facilities/">high rates of mortality at congregate facilities</a>,<span> </span><a href="https://www.thelily.com/this-women-made-tool-could-help-get-more-disabled-people-vaccinated/">inequitable vaccine rollouts</a>, and<span> </span><a href="https://www.cnbc.com/2021/03/30/delayed-stimulus-checks-for-social-security-recipients-to-be-sent-soon.html">delayed stimulus payouts</a><span> </span>to individuals on Social Security and Supplemental Security Income.</p>
<p>Navigating through the current crisis and rebuilding better and stronger requires policymakers to take immediate action to provide equitable economic relief to all. Equitable rebuilding not only addresses<span> </span><a href="https://americanprogress.org/issues/race/reports/2019/08/07/473003/systematic-inequality-american-democracy/">systemic and institutional racism of past policy decisions</a><span> </span>but also focuses on inclusive economic transformation that can strengthen the U.S. economy and resilience in the long run. When the government invests in meeting peoples’ basic needs and economic security through a robust safety net and jobs that help build financial security, children, families, and other vulnerable populations see improved outcomes in both the short and long term. The good news is that policymakers already have a range of tools that can prevent further increases in poverty and put all people on a pathway to economic mobility and resilience.</p>
<p>This column outlines 12 policy solutions that Congress can use to cut poverty and boost economic security for all in an equitable way.</p>
<h3>1. Expand safety net programs to benefit all in need</h3>
<p>Safety net programs can help people weather a variety of economic crises by meeting basic needs and providing stability. Yet the pandemic has exposed just how woefully inadequate America’s safety net structure is.</p>
<p>For example, before the pandemic, state unemployment insurance (UI) did not cover monthly expenses<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">anywhere in the country</a><span> </span>and<span> </span><a href="https://www.dol.gov/general/topic/unemployment-insurance">excluded millions of others</a><span> </span>due to their work classification, previous earnings, length of employment, or<span> </span><a href="https://publish.illinois.edu/elizaforsythe/files/2021/03/Forsythe_UI_draft_march8_2021-1.pdf">immigration status</a>.</p>
<p>The Coronavirus Aid, Relief and Economic Security (CARES) Act provided a temporary $600 weekly boost to UI,<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5f87c59e4cd0011fabd38973/1602733471158/COVID-Projecting-Poverty-Monthly-CPSP-2020.pdf">lifting millions out of poverty</a><span> </span>before that provision was allowed to expire at the end of July 2020. The American Rescue Plan continued a $300 weekly supplement to UI that started in December 2020, providing an income to millions of long-term unemployed and self-employed workers, independent contractors, gig workers, and others. Unfortunately, this supplement and the other temporary federal UI expansions are set to expire nationally on September 6, 2021. To make matters worse, at least 26 governors have pledged to end some or all of these programs even sooner, cutting benefits for<span> </span><a href="https://www.nelp.org/publication/3-9-million-workers-face-premature-cutoff-of-pandemic-unemployment-programs/">4.7 million people</a><span> </span>and severely affecting their ability to recover from the pandemic.</p>
<p>Similarly, programs such as the Supplemental Nutrition Assistance Program (SNAP), intended for those with the lowest incomes, have not done enough to prevent hunger and food insecurity in America. Even before COVID-19 hit, the inadequate benefit amounts forced<span> </span><a href="https://fns-prod.azureedge.net/sites/default/files/SNAPFoodSec.pdf">45 percent of SNAP recipients</a><span> </span>to limit the food they ate or skip meals just to make it through the month; and<span> </span><a href="https://www.npr.org/sections/thesalt/2016/03/03/468955099/the-snap-gap-benefits-arent-enough-to-keep-many-recipients-fed">nearly a third of SNAP recipients</a><span> </span>had to visit a food pantry to keep themselves fed. From December 2019 to December 2020, the demand for charitable food assistance rose by<span> </span><a href="https://www.urban.org/research/publication/charitable-food-use-increased-nearly-50-percent-2019-2020">nearly 50 percent</a>. This was especially prevalent for households of color, households with children, and people with disabilities. Fortunately, the American Rescue Plan contained significant expansions in food assistance programs to help mitigate the<span> </span><a href="https://www.cbpp.org/research/food-assistance/food-assistance-in-american-rescue-plan-act-will-reduce-hardship-provide">high levels of hunger</a><span> </span>seen throughout the crisis. But more must be done. Lawmakers must expand eligibility for SNAP, ensuring that currently excluded groups—including undocumented immigrants and many college students—are able to receive necessary food assistance. Burdensome work requirements that only serve to push people away from assistance,<span> </span><a href="https://www.marketplace.org/2021/06/09/work-rules-for-snap-benefits-dont-lead-to-more-people-working-study-finds/">rather than encourage work</a>, should also be eliminated.</p>
<p>Temporary expansions of the safety net are not enough to help the millions of Americans who are still struggling with the economic and health fallout from the pandemic. Congress must continue to invest in and modernize safety net programs, ensuring that benefit levels are expanded and more accessible than they were before the crisis. It should also consider implementing automatic triggers that would expand benefits during future economic shocks, such as recessions, without the need for legislative intervention. Not only would this prevent people from falling into poverty while Congress argues over how much relief is necessary, having a system that automatically triggers expanded benefits would also help soften the blow of future recessions and stimulate the economy by giving money to people who desperately need it in a timely fashion.</p>
<div class="full-width-box">For more information on UI and SNAP, see “<a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">You Can’t Afford to Live Anywhere in the United States Solely on Unemployment Insurance</a>” and “<a href="https://americanprogress.org/issues/poverty/reports/2021/01/12/494506/basic-facts-children-poverty/">The Basic Facts About Children in Poverty</a>.”</div>
<h3>2. Create good-paying jobs that meet family needs</h3>
<p>Rebuilding the economy in an equitable way requires the creation of millions of new, good-paying jobs in key industries, with significant worker protections to ease the burden on working families. Before the pandemic shut down much of the country, unemployment stood at<span> </span><a href="https://www.bls.gov/news.release/archives/empsit_03062020.pdf">3.5 percent</a>, but by April 2020, unemployment had risen to almost<span> </span><a href="https://fas.org/sgp/crs/misc/R46554.pdf">15 percent</a>. A year later, hiring is on an upward trajectory, but unemployment is at<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">5.8 percent</a>, which is still considerably higher than pre-pandemic numbers.</p>
<p>While the uptick in employment is a good sign, the same people who struggled before the crisis are still being left behind: The<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment rates</a><span> </span>for Black and Hispanic individuals stand at 9.1 percent and 7.3 percent, respectively, compared with a 5.1 percent unemployment rate for white people. Similarly, the disability community continues to experience difficulty regaining employment, with<span> </span><a href="https://www.bls.gov/news.release/empsit.t06.htm">10.2 percent</a><span> </span>remaining unemployed as of May 2021. It is not the first time these communities have seen large unemployment gaps compared with their<span> </span><a href="https://www.brookings.edu/research/why-are-employment-rates-so-low-among-black-men/">white</a><span> </span>and<span> </span><a href="https://www.bls.gov/news.release/pdf/disabl.pdf">nondisabled</a><span> </span>peers, as such gaps were consistently present even in the months leading up to the pandemic, when unemployment was low.</p>
<p>Women have particularly borne the brunt of job loss because they are<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">overrepresented</a><span> </span>in the hardest-hit service sector jobs. From February 2020 to May 2021, women lost a net of<span> </span><a href="https://nwlc.org/wp-content/uploads/2021/06/May-Jobs-Day-Final_2.pdf">4.2 million jobs</a>. Furthermore, since April 2020, the labor force participation rate for women has hovered between<span> </span><a href="https://fred.stlouisfed.org/graph/?g=Er19">54.6 and 56.2 percent</a>—the lowest observed rate since the late 1980s.</p>
<p>Even though pandemic-related stimulus packages have helped bolster the economy, labor market growth is<span> </span><a href="https://talkpoverty.org/2021/05/14/unemployment-labor-shortage-worker-power/">sluggish</a>, as many Americans are still unable to come back to work due to caregiving challenges or are taking more time to find safe and decent jobs that support their basic needs.</p>
<p>Creating the jobs needed to build an equitable U.S. economy requires federal investment. The American Jobs Plan is centered on<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/03/31/fact-sheet-the-american-jobs-plan/">investing $2.3 trillion</a><span> </span>to create new jobs by rebuilding roads and bridges, creating a green energy economy, expanding essential jobs in the caregiving sector, supporting domestic manufacturing, and ensuring that these jobs<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/23/fact-sheet-the-american-jobs-plan-empowers-and-protects-workers/">provide decent wages and benefits</a><span> </span>and are accessible to Americans from all walks of life. If passed, the American Jobs Plan could reform and rebuild the economy by significantly shrinking the gap of<span> </span><a href="https://www.bls.gov/news.release/pdf/empsit.pdf">7.6 million jobs</a><span> </span>lost since February 2020 and by allowing people to build financial security and save for the future.</p>
<div class="full-width-box">For more information on the job market, see “<a href="https://americanprogress.org/issues/economy/reports/2021/04/27/498794/path-higher-inclusive-economic-growth-good-jobs/">The Path to Higher, More Inclusive Economic Growth and Good Jobs</a>” and “<a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">When Women Lose All the Jobs: Essential Actions for a Gender-Equitable Recovery</a>.”</div>
<h3>3. Raise the minimum wage to ensure economic stability for all</h3>
<p>It is time for Congress to raise the federal minimum wage to meaningfully improve living standards for millions of Americans. Today’s federal minimum wage is just $7.25 per hour, which is about $15,000 annually for a full-time job. It has not been raised in more than a decade and is<span> </span><a href="https://www.census.gov/data/tables/time-series/demo/income-poverty/historical-poverty-thresholds.html">not enough</a><span> </span>to keep a one-adult, one-child household out of poverty. This is not how the minimum wage was intended to work: In the<span> </span><a href="https://www.pewresearch.org/fact-tank/2017/01/04/5-facts-about-the-minimum-wage/">late 1960s</a>, a full-time worker earned $1.60 per hour at minimum wage, which is equivalent to more than $12 per hour in today’s dollars.</p>
<p>There are also many workers who earn less than minimum wage, or a “subminimum wage.” Tipped workers are only guaranteed a subminimum wage of $2.13 federally, despite evidence from states demonstrating that ending the subminimum wage nationwide would<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">significantly decrease poverty and inequality without hurting employment</a>.</p>
<p>Subminimum wages are also an issue for disabled workers. In 1938, the Fair Labor Standards Act authorized employers, after receiving a certificate from the Wage and Hour Division, to pay below minimum wages to workers with disabilities. Workers who fall under this classification are paid an estimated average of <a href="https://talkpoverty.org/2019/06/19/everyone-overlooking-key-part-new-15-minimum-wage-bill/">$2.15 per hour</a>. This is just one of the many reasons why in 2019, at least <a href="https://disabilitycompendium.org/compendium/2020-annual-disability-statistics-compendium?page=11">1 in 4 disabled people</a> lived under the poverty line.</p>
<p>The<span> </span><a href="https://www.cantwell.senate.gov/imo/media/doc/Raise-the-Wage-Act-of-2021-Fact-Sheet-FINAL.pdf">Raise the Wage Act</a><span> </span>would gradually lift the federal minimum wage to $15 per hour by 2025 and index it to median wage growth thereafter so that the minimum wage would automatically increase when wages rise nationally. The bill would also phase out the subminimum wage for tipped employees, teenagers employed for 90 days or less, and disabled workers. These changes would lift up to<span> </span><a href="https://www.epi.org/publication/raising-the-federal-minimum-wage-to-15-by-2025-would-lift-the-pay-of-32-million-workers/#:~:text=The%20Raise%20the%20Wage%20Act%20would%20help%20eliminate%20poverty%20wages,million%20children%E2%80%94out%20of%20poverty.">3.7 million Americans</a><span> </span>out of poverty and especially benefit<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">people of color, women, and people with disabilities</a>, who are disproportionately represented in low-wage jobs.</p>
<div class="full-width-box">
<p>For more information on the minimum wage, see “<a href="https://americanprogress.org/issues/poverty/news/2021/02/25/496399/building-economy-supports-children-requires-raising-minimum-wage/">Building an Economy That Supports All Children Requires Raising the Minimum Wage</a>, ” “<a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">Ending the Tipped Minimum Wage Will Reduce Poverty and Inequality</a>, ” and “<a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">Raising the Minimum Wage Would Be Transformative for Women</a>.”</p>
</div>
<h3>4. Provide permanent paid family and medical leave and paid sick days</h3>
<p>The United States is the<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">only industrialized nation in the world</a><span> </span>to not guarantee workers access to any paid leave. As of March 2020, an estimated<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">25 percent</a><span> </span>of private sector workers—and 69 percent of workers earning less than $11 per hour—did not have access to a single paid sick day. Additionally, in 2020,<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">4 in 5 private sector workers</a><span> </span>lacked access to any paid family leave for longer-term family caregiving needs; and the disparity was worse among the lowest-wage workers, where 95 percent did not have access to paid time off.</p>
<p>This puts workers in the impossible position of having to forgo needed income, or even their job, to recover from an illness or care for a sick family member. Every year, workers and their families lose an estimated <a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">$22.5 billion in wages</a><span> </span>due to a lack of access to paid family and medical leave. While Congress addressed this need during the pandemic by providing temporary emergency paid sick leave and emergency paid child care leave through the Families First Coronavirus Response Act, loopholes and exemptions<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/04/17/483287/coronavirus-paid-leave-exemptions-exclude-millions-workers-coverage/">excluded millions of workers</a>. The program also<span> </span><a href="https://www.clasp.org/sites/default/files/publications/2021/03/ARPProvisions_2021.pdf">became voluntary</a><span> </span>in 2021, meaning employers can now refuse to offer paid leave again.</p>
<p>Congress must prioritize passing paid sick leave and permanent paid family and medical leave, particularly to support the lowest-income earners. Several proposals—including the<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">American Families Plan</a>, the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/paid-leave/family-act-fact-sheet.pdf">Family and Medical Insurance Leave (FAMILY) Act</a>, and the<span> </span><a href="https://delauro.house.gov/media-center/press-releases/delauro-murray-reintroduce-healthy-families-act-establish-national-paid">Healthy Families Act</a>—have been introduced to address this issue. They include comprehensive paid family and medical leave, allowing workers to take time off work to recover from a health condition, care for a child or loved one, or grieve the loss of a loved one.</p>
<div class="full-width-box">
<p>For more information on paid leave, see “<a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">Quick Facts on Paid Family and Medical Leave</a>” and “<a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">The Rising Cost of Inaction on Work-Family Policies</a>.”</p>
</div>
<h3>5. Increase worker power to rebalance the labor market</h3>
<p>Union representation is a key protection against the exploitation of and discrimination against workers. Unions help their members to negotiate with employers for decent wages and benefits and to ensure that working people have a voice in<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">U.S. democracy</a><span> </span>by promoting progressive priorities, including state and local minimum wage increases.<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Research shows</a><span> </span>that unions increase workers’ wages and benefits, boost economic mobility in future generations, decrease poverty, improve workers’ general well-being, and<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">close gender and racial wage and wealth gaps</a>. In the midst of mass layoffs as states shut down last year, unions were able to negotiate<span> </span><a href="https://www.epi.org/publication/union-workers-had-more-job-security-during-the-pandemic-but-unionization-remains-historically-low-data-on-union-representation-in-2020-reinforce-the-need-for-dismantling-barriers-to-union-organizing/">furlough and work-share arrangements</a><span> </span>with employers to help members keep their jobs. Yet in 2020, only<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/09/03/essential-workers-during-covid-19-at-risk-and-lacking-union-representation/">12 percent of essential workers</a><span> </span>were covered by a union contract, and workers seeking to unionize face an uphill battle.</p>
<p>Passing the<span> </span><a href="https://edlabor.house.gov/imo/media/doc/2021-02-04%20PRO%20Act%20of%202021%20Section%20by%20Section.pdf">Protecting the Right to Organize (PRO) Act</a><span> </span>would increase worker power by creating new penalties for employers who retaliate against workers trying to organize, banning forced arbitration agreements that prevent workers from pursuing collective litigation, adopting a new set of employer guidelines to prevent employees from being misclassified as independent contractors, and ensuring that workers can bargain in the modern economy. In addition, the<span> </span><a href="https://www.cardin.senate.gov/newsroom/press/release/cardin-van-hollen-senate-and-house-democrats-introduce-legislation-to-strengthen-rights-of-public-sector-workers-to-join-unions-bargain-collectively">Public Service Freedom to Negotiate Act</a><span> </span>would provide essential protections for millions of public sector workers to organize and bargain collectively. By ensuring that employers are responsible to their workers during the pandemic, they can share the benefits of recovery as the economy opens back up.</p>
<p>Furthermore, policymakers must build worker protections into<span> </span><a href="https://www.ncsl.org/research/labor-and-employment/at-will-employment-overview.aspx">at-will employment</a><span> </span>and<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/08/18/unpredictable-work-hours-and-volatile-incomes-are-long-term-risks-for-american-workers/">just-in-time scheduling</a><span> </span>to ensure fair labor and workplace standards.</p>
<div class="full-width-box">
<p>For more information on worker power, see “<a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">American Workers Need Unions</a>,” “<a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">Combating Pay Gaps with Unions and Expanded Collective Bargaining</a>,” and “<a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Unions Help the Middle Class, No Matter the Measure</a>.”</p>
</div>
<h3>6. Make permanent increases to the child tax credit and earned income tax credit</h3>
<p>Two of the nation’s most effective anti-poverty tools, the child tax credit (CTC) and earned income tax credit (EITC), lifted<span> </span><a href="https://www.census.gov/content/dam/Census/library/visualizations/2020/demo/p60-272/figure8.pdf">7.5 million Americans</a><span> </span>out of poverty in 2019.</p>
<p>Both programs provide a reliable source of income to parents, helping them meet immediate needs and plan for the future while making them more financially stable on a day-to-day basis. These programs also<span> </span><a href="https://www.cbpp.org/blog/child-tax-credit-and-earned-income-tax-credit-lifted-106-million-people-out-of-poverty-in-2018">pay long-term dividends</a><span> </span>by improving infant and maternal health outcomes while boosting the educational, health, and income potential of future generations.</p>
<p>The American Rescue Plan Act was able to close some<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">glaring holes</a><span> </span>within the tax credits by:</p>
<ul>
<li>Making the CTC fully refundable so low-income parents can get the full credit if their tax liability is less than their credit amount by paying them the difference</li>
<li>Increasing the amount of the CTC to $3,600 for children under 6 and $3,000 for children ages 6 to 17</li>
<li>Distributing the CTC monthly instead of all at once at tax time</li>
<li>Nearly tripling the maximum EITC for workers who are not raising children in their home</li>
<li>Revising the eligibility requirements to make EITC accessible to workers ages 19 to 24, as well as workers who are 65 and older</li>
<li>Extending the credits or providing supplemental funding to Puerto Rico and other U.S. territories</li>
</ul>
<p>However, these changes are temporary and will expire in 2022. Considering that the changes to the CTC alone were estimated to<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5c7fe48b1905f46e1214bc42/1551885452114/Poverty+%26+Social+Policy+Brief+3_3.pdf">lift nearly 4 million children out of poverty</a>, the best way to ensure that these credits continue to support low-wage workers and families with children is to make them permanent. Policymakers must also<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">make the CTC as accessible as possible</a><span> </span>by removing barriers for immigrant families.</p>
<div class="full-width-box">
<p>For more information on the CTC and EITC, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">Now Is the Time To Permanently Expand the Child Tax Credit and Earned Income Tax Credit</a>.”</p>
</div>
<h3>7. Support pay equity to create a fair labor market</h3>
<p>Equal pay ensures that workers are paid fairly. In 2019, women working full time, year-round<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/24/497475/salary-history-bans-matter-securing-equal-pay/">earned just 82 cents</a><span> </span>for every $1 earned by their male counterparts. This pay gap is even worse for women of color: For every dollar earned by white, non-Hispanic men in 2019, Black women earned 63 cents, Native women earned 60 cents, and Latinas earned 55 cents. And while Asian American and Pacific Islander (AAPI) women, on average, earned 85 percent of what white, non-Hispanic men earned, there were<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/04/496703/economic-status-asian-american-pacific-islander-women/">much wider gaps</a><span> </span>for many AAPI sub-populations. Disabled women also struggle with a<span> </span><a href="https://nwlc.org/wp-content/uploads/2019/09/Wage-Gap-Who-how.pdf">pay gap</a>, receiving 80 cents for every dollar earned by men with disabilities. If women in this country received equal pay to men, poverty for working women would be<span> </span><a href="https://iwpr.org/iwpr-issues/employment-and-earnings/the-economic-impact-of-equal-pay-by-state-2/">reduced by half</a><span> </span>and $512.6 billion would be added to the economy through additional wages.</p>
<p>What’s more, equal pay is essential to helping workers attain the stability and savings necessary to weather current and future crises. The pandemic has<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">stalled women’s economic progress</a>, as a lack of access to child care and paid leave, coupled with mass job losses, has forced many women out of the workforce entirely, exacerbating the<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">gender wage gap</a>. For example, mothers of young children have lost jobs at<span> </span><a href="https://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2020/09/28/mothers-are-3-times-more-likely-than-fathers-to-have-lost-jobs-in-pandemic">three times</a><span> </span>the rate of fathers during the crisis. This is on top of<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">ever-present compounding factors</a><span> </span>such as bias and discrimination that may deflate women’s earnings.</p>
<p>Passing the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/fair-pay/the-paycheck-fairness-act.pdf">Paycheck Fairness Act</a><span> </span>would enhance existing equal pay protections, further combat discriminatory practices, and better hold employers accountable for pay discrimination. Pandemic or not, securing equal pay has always been essential to the economic security of women and families.</p>
<div class="full-width-box">
<p>For more information on pay equity, see “<a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">Quick Facts About the Gender Wage Gap</a>” and “<a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">When Women Lose All the Jobs: Essential Actions for a Gender-Equitable Recovery</a>.”</p>
</div>
<h3>8. Invest in affordable, high-quality child care and early childhood education</h3>
<p>More than half of all Americans live in a <a href="https://americanprogress.org/issues/early-childhood/reports/2018/12/06/461643/americas-child-care-deserts-2018/">child care desert</a>, where child care shortages lead to waiting lists, job disruptions, and fewer mothers in the paid labor force. Child care in the United States is prohibitively expensive, with infant and toddler care often<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">costing between $800 and $1,230 a month</a>. While there are subsidies for low-income families, in most states, they reach<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2020/09/03/489900/true-cost-providing-safe-child-care-coronavirus-pandemic/">fewer than 1 in 10 eligible children</a><span> </span>under the age of 6. As a result, low-income families can spend more than <a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">one-third of their income</a><span> </span>on child care just to be able to work.</p>
<p>Not surprisingly, the pandemic has eviscerated child care across the United States. About <a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">700,000 parents</a><span> </span>left the workforce in 2020 to care for young children who were not able to go to school or have access to child care. Since then, only half of the nearly 400,000 child care jobs lost at the start of the pandemic have returned, leading to a 144 percent increase in the number of parents who have missed work to care for children compared with 2019.</p>
<p>The<span> </span><a href="https://www.acf.hhs.gov/media/press/2021/child-care-funding-released-american-rescue-plan">$39 billion</a><span> </span>for subsidized child care that was already included in the American Rescue Plan will help providers recover from a year of unprecedented revenue losses, but additional funding is needed to expand these services to everyone who needs them. The American Families Plan would make significant investments in <a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">universal preschool for 3- and 4-year-olds</a>, which would help more struggling families obtain the child care they need to work, better meeting their families’ basic needs and building future economic stability. The plan would also cap child care costs for low- and moderate-income families at 7 percent of their income, making it far more affordable and manageable as they juggle other needs.</p>
<p>Another bill currently introduced in Congress, the Child Care for Working Families Act (CCWFA), would ensure free or affordable child care for<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2021/05/24/499825/growing-economy-affordable-child-care/">76 percent of working families</a><span> </span>with children under the age of 6, expanding quality care for millions of families. As Congress deliberates future funding, it must invest in affordable, high-quality child care and early education, providing parents with the means to foster family security and healthy child development.</p>
<div class="full-width-box">
<p>For more information on child care and early childhood education, see “<a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">Understanding the True Cost of Child Care for Infants and Toddlers</a>,” “<a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">Working Families Are Spending Big Money on Child Care</a>,” and “<a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">Saving Child Care Means Preserving Jobs and Supporting Working Families and Small Businesses</a>.”</p>
</div>
<h3>9. Expand access to health care</h3>
<p>Since it was signed into law in 2010, the Affordable Care Act (ACA) has expanded access to high-quality, affordable health coverage for<span> </span><a href="https://www.nytimes.com/2017/05/22/health/obamacare-health-insurance-numbers-nchs.html">millions of Americans</a>, especially those with<span> </span><a href="https://americanprogress.org/issues/healthcare/news/2020/03/23/482012/10-ways-aca-improved-health-care-past-decade/">preexisting conditions</a>. Today,<span> </span><a href="https://aspe.hhs.gov/system/files/pdf/265671/ASPE%20Issue%20Brief-ACA-Related%20Coverage%20by%20State.pdf">31 million Americans</a><span> </span>are enrolled in coverage through the ACA marketplaces or the law’s expansion of Medicaid. However,<span> </span><a href="https://www.kff.org/health-reform/state-indicator/state-activity-around-expanding-medicaid-under-the-affordable-care-act/?currentTimeframe=0&amp;sortModel=%7B%22colId%22:%22Location%22,%22sort%22:%22asc%22%7D">12 states</a><span> </span>continue to refuse to expand their Medicaid programs to cover adults making up to 138 percent of the<span> </span><a href="https://aspe.hhs.gov/poverty-guidelines">federal poverty guideline</a>—placing a heavy burden on families already on the brink. About<span> </span><a href="https://www.kff.org/medicaid/press-release/what-are-some-policy-options-for-reaching-the-2-2-million-uninsured-people-in-the-acas-coverage-gap/">2.2 million uninsured people</a><span> </span>are without an affordable option for health insurance because they live in nonexpansion states and have incomes too low to qualify for marketplace premium tax credits.</p>
<p>Expanding Medicaid would mean more than just access to health care; it would give people financial protection from unexpected medical costs and free up limited household income for other basic needs such as paying rent and putting food on the table. Increases in Medicaid enrollment are associated with reduced rates of<span> </span><a href="https://www.healthaffairs.org/do/10.1377/hblog20170724.061160/full/">medical debt</a><span> </span>and other<span> </span><a href="https://onlinelibrary.wiley.com/doi/abs/10.1002/pam.22266">unpaid bills</a><span> </span>among low-income individuals.<span> </span><a href="https://www.kff.org/medicaid/report/the-effects-of-medicaid-expansion-under-the-aca-updated-findings-from-a-literature-review/">Studies</a><span> </span>also link Medicaid coverage to improved access to health care services, greater financial security,<span> </span><a href="https://www.nber.org/system/files/working_papers/w26081/w26081.pdf">lower mortality rates</a>,<span> </span><a href="https://www.commonwealthfund.org/publications/issue-briefs/2017/aug/reducing-racial-and-ethnic-disparities-access-care-has">reduced racial health care disparities</a>, and<span> </span><a href="https://www.healthaffairs.org/doi/10.1377/hlthaff.2018.05071">lower rates of eviction</a>.</p>
<p>While the American Rescue Plan included<span> </span><a href="https://www.cbpp.org/research/health/health-provisions-in-american-rescue-plan-act-improve-access-to-health-coverage">increased federal Medicaid funding</a><span> </span>for two years as an incentive to encourage more states to expand their programs, it is unlikely that the remaining nonexpansion states will take up this option. Congress has an opportunity to enact federal policies that ensure people in the Medicaid coverage gap can gain access to affordable, comprehensive health insurance.</p>
<div class="full-width-box">
<p>For more information on Medicaid, see “<a href="https://americanprogress.org/issues/healthcare/news/2020/11/09/492808/pandemic-economic-crisis-wake-call-state-medicaid-expansion/">The Pandemic and Economic Crisis Are Wake-Up Call for State Medicaid Expansion</a>,” “<a href="https://americanprogress.org/issues/healthcare/reports/2018/10/24/459676/expanding-medicaid-states-save-14000-lives-per-year/">Expanding Medicaid in All States Would Save 14,000 Lives Per Year</a>,” and “<a href="https://americanprogress.org/issues/healthcare/reports/2021/04/02/497687/building-aca-reduce-health-insurance-disruptions/">Building On the ACA To Reduce Health Insurance Disruptions</a>.”</p>
</div>
<h3>10. Reform the criminal justice system and enact policies that support successful reentry</h3>
<p>Robust changes are needed to restructure and reform a U.S. criminal justice system that incarcerates more of its citizens than<span> </span><a href="https://www.prisonstudies.org/sites/default/files/resources/downloads/wppl_12.pdf">any other country in the world</a>, holding about<span> </span><a href="https://www.prisonpolicy.org/reports/pie2020.html">2.3 million people</a><span> </span>in prisons, jails, and other correctional facilities. If not for the rapid increase in mass incarceration since 1980, poverty rates would have<span> </span><a href="https://journals.sagepub.com/doi/abs/10.1177/0011128708328864">dropped by 20 percent</a><span> </span>by 2009. The impact on communities of color is particularly staggering:<span> </span><a href="https://www.sentencingproject.org/criminal-justice-facts/">Black and Latino men</a><span> </span>are, respectively, 6 times and 2.5 times more likely to be incarcerated than white men; and<span> </span><a href="https://www.sentencingproject.org/publications/incarcerated-women-and-girls/">Black and Latina women</a><span> </span>are, respectively, 1.7 times and 1.3 times more likely to be incarcerated than white women. Likewise,<span> </span><a href="https://www.prisonpolicy.org/blog/2020/04/22/native/">Native Americans</a><span> </span>are incarcerated at more than twice the rate of white Americans.</p>
<p>Mass incarceration is a key cause and consequence of poverty. When a person is incarcerated, their family must find a way to make ends meet without a necessary source of income. Additionally, even a<span> </span><a href="https://repository.law.umich.edu/cgi/viewcontent.cgi?article=2892&amp;context=articles">minor criminal record</a><span> </span>or an<span> </span><a href="https://talkpoverty.org/2014/12/09/held-back-by-a-criminal-record/">arrest without a conviction</a><span> </span>can prevent an individual from getting a job, housing, or certain benefits, contributing to<span> </span><a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">cycles of multigenerational poverty</a>. Currently, there are<span> </span><a href="https://www.usccr.gov/pubs/2019/06-13-Collateral-Consequences.pdf">more than 44,000 legal sanctions</a><span> </span>that create<span> </span><a href="https://americanprogress.org/issues/poverty/news/2021/04/14/498053/preventing-removing-barriers-housing-security-people-criminal-convictions/">barriers to housing</a><span> </span>for people with criminal records. Moreover,<span> </span><a href="https://www.clasp.org/publications/report/brief/no-more-double-punishments">various restrictions</a><span> </span>prohibit justice-involved individuals’ access to SNAP and Temporary Assistance for Needy Families (TANF) benefits if they have prior felony drug convictions, unless additional requirements are fulfilled. This can include being required to wait for months after completion of a sentence to be considered eligible or to participate in mandatory periodic drug testing, both of which are unnecessary obstacles that hinder successful reentry.</p>
<p>Sentencing reform is essential to addressing mass incarceration. Policymakers should also implement<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">clean slate laws</a>, which help expand access to automated criminal record clearing, and explore alternatives to incarceration, such as<span> </span><a href="https://www.aclu.org/blog/smart-justice/diversion-programs-are-cheaper-and-more-effective-incarceration-prosecutors">diversion programs</a><span> </span>for individuals with mental health and substance abuse challenges. Additionally, it is critical to review the role of policing in public safety, health, and well-being. There has been a<span> </span><a href="https://theappeal.org/what-public-safety-without-police-looks-like/">recent move across the nation</a><span> </span>to divert away from police certain health, public safety, and community care emergency responses and funds—such as responding to people experiencing a mental health crisis—that better fit agencies and social workers. Barriers to employment, housing, education, and public assistance must also be removed. A decades-old criminal record should not consign an individual to a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">life of poverty</a>.</p>
<div class="full-width-box">
<p>For more information on criminal justice, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">A Criminal Record Shouldn’t Be a Life Sentence to Poverty</a>” and “<a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">Criminal Records Create Cycles of Multigenerational Poverty</a>.”</p>
</div>
<h3>11. Invest in affordable, accessible housing</h3>
<p><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">One in 4 renter households</a><span> </span>in the United States is extremely low income, and half of renters are<span> </span><a href="https://www.apartmentlist.com/research/cost-burden-2019">moderately or severely cost-burdened</a>, meaning that they pay more than a third to half of their income on rent and utilities.</p>
<p>Overall, Native American, Black, and Latinx renters are more likely to be<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">extremely low income</a>. A long history of racially targeted policies has worsened housing security for people of color, who are more cost-burdened and face more discrimination in obtaining and maintaining housing. Facing and experiencing eviction, which also disproportionately affects communities of color—and<span> </span><a href="https://news.cornell.edu/stories/2016/11/eviction-cause-not-just-condition-poverty">Black women</a><span> </span>in particular—can lead to<span> </span><a href="https://journalistsresource.org/economics/evictions-physical-financial-mental-health/">negative mental and physical health outcomes</a>,<span> </span><a href="https://www.nclc.org/images/pdf/special_projects/covid-19/IB_Salt_in_the_Wound.pdf">difficulty obtaining future housing</a>, and exacerbated financial hardship, all of which can fuel cycles of<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">multigenerational poverty</a>.</p>
<p>Disparities have persisted during the pandemic, as<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">renters of color</a><span> </span>and<span> </span><a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">disabled renters</a><span> </span>report higher rates of housing insecurity. These and other measures of housing insecurity contribute to the ongoing homelessness crises and continue to put the most vulnerable community members at risk. Rates of homelessness, and particularly<span> </span><a href="https://endhomelessness.org/new-report-shows-rise-in-homelessness-in-advance-of-covid-19-crisis/">chronic homelessness</a>, are on the rise. The 2020 point-in-time count conducted by the U.S. Department of Housing and Urban Development estimated that more than<span> </span><a href="https://www.huduser.gov/portal/sites/default/files/pdf/2020-AHAR-Part-1.pdf">580,000 people</a><span> </span>experience homelessness on any given night, a number that is likely a vast undercount. Strikingly, of those experiencing homelessness,<span> </span><a href="https://jphmpdirect.com/2019/07/24/homelessness-among-individuals-with-disabilities/">nearly 25 percent</a><span> </span>are people with disabilities.</p>
<p>Investments in permanent housing programs, such as<span> </span><a href="https://endhomelessness.org/resource/housing-first/?gclid=EAIaIQobChMIjdSRgpmf6AIVA2KGCh2-_g_OEAAYASAAEgKOI_D_BwE">Housing First</a><span> </span>and a national<span> </span><a href="https://homesguarantee.com/wp-content/uploads/Homes-Guarantee-_-Briefing-Book.pdf">Homes Guarantee</a>, should be supported to provide a path for people experiencing homelessness or living in transitional housing to obtain and maintain long-term, stable housing, while also addressing the<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">shortage of more than 7 million affordable housing units</a>.</p>
<p>Policymakers should also increase renter protections by guaranteeing a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2019/10/02/475263/right-counsel-right-fighting-chance/">right to counsel</a>, investing in<span> </span><a href="https://www.urban.org/sites/default/files/publication/101991/getting-landlords-and-tenants-to-talk_3.pdf">tenant-landlord mediation</a>, regulating the use of<span> </span><a href="https://www.nytimes.com/2020/05/28/business/renters-background-checks.html">background checks</a><span> </span>in rental housing applications, and making the<span> </span><a href="https://cityobservatory.org/make-housing-vouchers-an-entitlement-we-can-afford-it/">Housing Choice Voucher and rental assistance programs</a><span> </span>an entitlement that does not sunset. Furthermore, policymakers should prohibit<span> </span><a href="https://www.americanbar.org/groups/crsj/publications/human_rights_magazine_home/economic-justice/your-money-s-no-good-here--combatting-source-of-income-discrimin/">source-of-income discrimination</a>, which creates barriers to obtaining rental housing for households that receive housing vouchers. To further<span> </span><a href="https://nationalfairhousing.org/affirmatively-furthering-fair-housing/">prevent housing discrimination</a><span> </span>and build more inclusive communities, the<span> </span><a href="https://nationalfairhousing.org/disparateimpact/">disparate impact rule</a><span> </span>under the Fair Housing Act should be reinstated alongside the revised Affirmatively Furthering Fair Housing rule, which is currently set to go into effect at the<span> </span><a href="https://nahbnow.com/2021/06/hud-moves-to-reinstate-affirmatively-furthering-fair-housing-rule/">end of July</a>.</p>
<div class="full-width-box">
<p>For more information on housing, see “<a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">The Pandemic Has Exacerbated Housing Instability for Renters of Color</a>” and “<a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">Recognizing and Addressing Housing Insecurity for Disabled Renters</a>.”</p>
</div>
<h3>12. Modernize the Supplemental Security Insurance program</h3>
<p>Supplemental Security Insurance (SSI) is an<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program">essential anti-poverty program</a><span> </span>for the disability community, providing monthly cash assistance for those with little or no income and assets.<span> </span><a href="https://www.ssa.gov/policy/docs/quickfacts/stat_snapshot/">Nearly 8 million people</a><span> </span>received benefits in May 2021, and in 2019,<span> </span><a href="https://www.ssa.gov/policy/docs/statcomps/ssi_asr/2019/ssi_asr19.pdf">57 percent of recipients<span> </span></a>reported SSI being their sole source of income. However, little has been done to maintain this program, leaving millions of disabled people farther and farther behind.</p>
<p>Numerous policy adjustments could update SSI and help pull the disability community out of poverty. Raising the minimum benefit to at least the poverty level is a great first step. In 2021, the maximum benefit for individuals was raised to<span> </span><a href="https://www.ssa.gov/oact/cola/SSI.html#:~:text=The%20latest%20such%20increase%2C%201.3%20percent%2C%20becomes%20effective%20January%202021.&amp;text=The%20monthly%20maximum%20Federal%20amounts,%24397%20for%20an%20essential%20person.">$794 per month</a>, which is well below the federal poverty guideline of<span> </span><a href="https://www.federalregister.gov/documents/2021/02/01/2021-01969/annual-update-of-the-hhs-poverty-guidelines">$1,073 per month</a>. Asset limits also need to be increased, as they<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program#_ftn21">have not been updated since 1989</a>. Currently, individuals and couples are allowed limits of $2,000 and $3,000, respectively, in assets, such as<span> </span><a href="https://www.ssa.gov/ssi/text-resources-ussi.htm">money in joint or personal bank accounts</a>, investments in stocks or bonds, and life insurance policies with a total face value of more than $1,500. Asset limits have become<span> </span><a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">deadly poverty traps</a>, particularly in times of disaster such as the pandemic, as they prevent recipients from being able to save, forcing them into economic precarity. Other rule changes, including the elimination of penalties for<span> </span><a href="https://www.ssa.gov/ssi/text-living-ussi.htm">in-kind support</a><span> </span>from family and friends and an update to<span> </span><a href="https://www.cbpp.org/research/social-security/supplemental-security-income">income disregards</a><span> </span>that have not been changed since the program began in 1974 would go a long way toward ensuring that this program remains a strong safety net for disabled adults and children.</p>
<p>The continued disinvestment in SSI has essentially reduced its efficacy, putting disabled people on the brink of poverty and destitution. Prioritizing the economic security of such marginalized communities helps ensure the security of all communities. Congress must act now to help the disability community not only weather the pandemic but also build a stable financial future.</p>
<div class="full-width-box">
<p>For more information on SSI, see “<a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">A Deadly Poverty Trap: Asset Limits in the Time of the Coronavirus</a>.”</p>
</div>
<h3>Conclusion</h3>
<p>It is possible for America to dramatically cut poverty. From 1959 to 1973, a strong economy, along with investments in family economic security, helped<span> </span><a href="https://confrontingpoverty.org/poverty-facts-and-myths/poverty-is-not-inevitable/">cut the U.S. poverty rate in half</a>. Investments in<span> </span><a href="https://frac.org/wp-content/uploads/hunger-health-role-snap-improving-health-well-being.pdf">nutrition assistance</a><span> </span>have resulted in improvements in educational attainment, food insecurity, and health outcomes. Expansions of public health insurance have contributed to<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5844390/">lower infant mortality rates</a><span> </span>and<span> </span><a href="https://bmcpublichealth.biomedcentral.com/articles/10.1186/s12889-017-4363-z">better overall health and health care access for children</a><span> </span>at a reduced out-of-pocket cost.<span> </span><a href="https://www.cbpp.org/research/housing/research-shows-rental-assistance-reduces-hardship-and-provides-platform-to-expand">Rental assistance programs</a><span> </span>have been shown to decrease stress, eviction, and homelessness among low-income renters. And<span> </span><a href="https://www.cbpp.org/research/federal-tax/eitc-and-child-tax-credit-promote-work-reduce-poverty-and-support-childrens">expansions in tax credits</a><span> </span>for poor families have helped boost incomes for the next generation, on top of improving educational and health outcomes.</p>
<p>Poverty is preventable. America has the power and ability to ensure that all people residing within its borders can build financial stability and live their lives with dignity. The policy priorities detailed above are essential for preventing poverty and promoting economic opportunity for all. As a nation, we simply need to build the political will to enact these intersectional policies so that all residents can attain their American dream.</p>]]> </content:encoded>
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<title>Greenhushing: When Doing Good Gets Quiet</title>
<link>https://sdgtalks.ai/greenhushing-when-doing-good-gets-quiet</link>
<guid>https://sdgtalks.ai/greenhushing-when-doing-good-gets-quiet</guid>
<description><![CDATA[ Some companies are making real environmental progress—but choosing not to talk about it. Why the silence? Dive into the quiet side of corporate sustainability and discover what greenhushing really means, and why it matters more than you think. ]]></description>
<enclosure url="https://media.licdn.com/dms/image/v2/D5612AQGM_93VoGQr3w/article-cover_image-shrink_720_1280/article-cover_image-shrink_720_1280/0/1680841065921" length="49398" type="image/jpeg"/>
<pubDate>Sat, 12 Apr 2025 12:45:50 -0500</pubDate>
<dc:creator>Claudia</dc:creator>
<media:keywords>greenwashing, greenhushing, greenshifting, sdgs, sustainability, education, SDGtalks, allies, universities</media:keywords>
<content:encoded><![CDATA[<p><strong>What is Greenhushing?</strong><br><br>Greenhushing refers to the practice where companies underreport or deliberately withhold information about their environmental efforts and achievements. Unlike greenwashing—where companies exaggerate or fabricate their eco-credentials—greenhushing is more about keeping things hush-hush. Companies may choose to stay silent about their sustainability initiatives out of fear of criticism, skepticism, or simply the desire to avoid the spotlight until they have substantial results to show. <br><br>This trend often leaves stakeholders in the dark about a company’s actual environmental impact and initiatives, which can be a double-edged sword.</p>
<p><strong>The Difference Between Greenwashing and Greenhushing</strong><br><br>At first glance, greenwashing and greenhushing might seem like two sides of the same coin. The key difference lies in their approach to communicating sustainability efforts. <br><br><strong>Greenwashing:</strong> This is when a company overstates or fabricates its environmental initiatives to appear more eco-friendly than it actually is. Think of it as the loud, flashy marketing that promises the world but delivers little.<br><br><strong>Greenhushing: </strong>On the flip side, this involves downplaying or concealing genuine sustainability achievements. It’s the quiet cousin who’s doing great things but prefers to keep them under wraps.<br><br>While both practices distort the truth, they do so from opposite ends of the spectrum. One is all about the spotlight, while the other prefers to linger in the shadows.<br><br><strong>Are there any benefits of Greenhushing?</strong><br><br>You might wonder if there are any upsides to greenhushing. Some argue that this strategy can shield companies from undue scrutiny or criticism until their sustainability projects bear fruit. It’s like waiting until you have a finished product before showing it off—no one wants to be judged prematurely!<br><br>This cautious approach allows businesses to refine their environmental strategies without the pressure of public expectations. <strong>However, the silence can also hinder stakeholder engagement and transparency, which are essential components of trust and corporate responsibility. In other words, while it might protect a company in the short term, it could damage credibility in the long run.</strong><br><br><strong>What is Greenshifting?</strong><br><br>Now, let’s introduce another term: <strong>greenshifting</strong>.</p>
<p><strong>This refers to the practice of shifting responsibility for environmental sustainability from corporations to consumers or other stakeholders.</strong> In this scenario, companies divert attention from their own environmental impacts and place the onus on individuals to drive change.<br><br>While related to greenhushing, greenshifting focuses more on redirection rather than under-communication. It’s like saying, “Hey, we’re not doing enough, but it’s your job to fix it!”</p>
<p><br><strong>An Example of Greenhushing</strong><br><br>Picture this: a company has made significant strides in reducing its carbon footprint or has invested heavily in renewable energy sources. Instead of sharing this breakthrough news with the public, the company <strong>opts for silence.</strong> <strong>Why? Perhaps they fear backlash or accusations of greenwashing. So, they practice greenhushing, keeping their achievements under wraps.</strong><br><br>Why Do Companies Greenhush?<br><br>So, why do companies resort to this silent approach? Often, it stems from a genuine concern about being labeled as greenwashers. The competitive nature of the market and stringent scrutiny of environmental claims can also prompt businesses to downplay their sustainability credentials. Additionally, some organizations prefer to achieve substantial, measurable results before publicizing their efforts, wanting to ensure they have something solid to show for their initiatives.<br><br><strong>The Bottom Line</strong><br><br>Greenhushing may sound innocuous, but it poses risks to transparency and stakeholder trust. As consumers become more aware and concerned about sustainability, companies need to strike a balance between being cautious and being open about their environmental efforts. The more we talk about sustainability—whether it’s good news or bad—the better equipped we all are to make informed choices for a greener future. <br><br>So, the next time you hear about a company doing something good for the environment, ask yourself: Are they greenwashing, greenhushing, or genuinely committed to sustainable practices?</p>
<p>The answers might surprise you!</p>
<p></p>
<hr>
<p data-start="88" data-end="392" class=""><span style="background-color: #ecf0f1;">This article was created with the support of the SDGtalks.ai <strong>AI Writer,</strong> using crafted prompts designed to educate and clarify the differences in how companies approach sustainability disclosures. </span><span style="background-color: #ecf0f1;">It’s part of an ongoing series of <strong>AI-powered educational publications by the SDGtalks.ai team and its allies.</strong> If you're part of an educational institution or platform and interested in exploring innovative ways to integrate ethical AI practices into sustainability learning, we'd love to connect - reach out to us at  <a href="mailto:hello@sdginvestors.com" style="background-color: #ecf0f1;">hello@sdginvestors.com</a>.</span></p>
<hr>
<h5><em>Check the original article that sparkled this conversation by clicking Check Original Source</em></h5>]]> </content:encoded>
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<title>Circularity in energy&#45;efficiency retrofits: Why it’s time to act</title>
<link>https://sdgtalks.ai/circularity-in-energy-efficiency-retrofits-why-its-time-to-act</link>
<guid>https://sdgtalks.ai/circularity-in-energy-efficiency-retrofits-why-its-time-to-act</guid>
<description><![CDATA[ The energy-efficiency retrofit market is poised to grow significantly, reaching $3.9 trillion by 2050. To maximize sustainability, circular economy principles—such as reusing materials, offering retrofit services, and increasing product transparency—are crucial. These practices can reduce waste, lower carbon emissions, and help materials manufacturers capture value in the expanding market. Stable regulation is key to unlocking the full potential of circular retrofitting. ]]></description>
<enclosure url="https://assets.weforum.org/article/image/responsive_big_webp_FbQn6UTedlglFvFBxIsDD0g5UlosH7SuCmVLyE1kgPM.webp" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Dec 2024 18:37:44 -0500</pubDate>
<dc:creator>Aneurin Toomey 1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="wef-1anm32a">
<ul role="list" class="wef-1cws6pr">
<li class="wef-9heu1b"><span>The energy-efficiency retrofit market is expected to grow by 8% year over year from 2024 to 2050, from $500 billion to $3.9 trillion.</span></li>
<li class="wef-9heu1b"><span>The built environment ecosystem must recirculate materials and reduce virgin material extraction before this extensive wave of energy-efficiency retrofits.</span></li>
<li class="wef-9heu1b"><span>There are four circular ecosystem actions that materials and parts manufacturers can take to capture more value in this growing market.</span></li>
</ul>
</div>
<div class="wef-zw4tnc">
<p>The built environment consists of buildings and infrastructure that touch all aspects of human life—from our houses and apartments to the commercial and industrial spaces where we work, shop, and socialize. This ecosystem accounts for<span> </span><a href="https://www.mckinsey.com/industries/engineering-construction-and-building-materials/our-insights/building-circular-maximizing-co2-abatement-and-business-opportunities">around 26%</a><span> </span>of global greenhouse gas (GHG) emissions.</p>
</div>
<div class="wef-zw4tnc">
<p>Energy-efficiency retrofitting – also called upgrading or renovating – can reduce these GHG emissions and enhance climate resilience to mitigate the impact of extreme weather events on these structures. It involves upgrading existing assets to improve operational energy efficiency, extend useful life, reduce embodied carbon emissions and ensure regulatory compliance.</p>
</div>
<div class="wef-zw4tnc">
<p>Retrofitting can also reduce the total cost of ownership and shorten construction times compared to new construction.</p>
</div>
<div class="wef-1bs0642">
<div class="st__content-block st__content-block--podcast">
<div class=" wef-pg3isv cookieconsent-optin-marketing">Unsurprisingly, then, the energy-efficiency retrofit market is expected to grow by 8% year over year between 2024 and 2050, increasing from a $500 billion to a $3.9 trillion market, according to an analysis by McKinsey*. This analysis includes heating, ventilation, and cooling systems, external envelopes (roofing, insulation, windows, doors, and cladding), lighting, and appliances. More substantial retrofits address structural and civil elements but aren’t included in this analysis.</div>
</div>
</div>
<div class="wef-143y33g">
<div data-group="true" class="wef-f63sio"><span class="wef-0">Renovation targets to meet net zero will drive market uptake for energy-efficiency retrofits.</span><span class="wef-0">Image: McKinsey, IEA, European Commission, UN Global Alliance for Buildings and Construction, market reports</span></div>
</div>
<div class="wef-zw4tnc">
<p>That said, energy-efficiency retrofitting may use virgin raw materials (resources extracted directly from nature without processing) and often presents a waste challenge because existing materials, which may still have a functional lifespan, are removed.</p>
</div>
<div class="wef-zw4tnc">
<p>This is where<span> </span><a href="https://www.mckinsey.com/featured-insights/world-economic-forum/knowledge-collaborations/circularity-in-the-built-environment">circularity</a><span> </span>– optimizing resources and minimizing waste during production and consumption – can help by creating a closed-loop system.</p>
</div>
<div class="wef-1qmtbdn">
<h2 class="chakra-heading wef-jbq6c6">What materials are required by the growing energy-efficiency retrofit market?</h2>
</div>
<div class="wef-zw4tnc">
<p>To achieve net zero, renovation rates must increase to approximately<span> </span><a href="https://www.iea.org/reports/net-zero-by-2050">3% to retrofit 20% of existing assets</a><span> </span>by 2030. This means that from 2023 to 2050, tens of billions of tonnes of materials will be required for energy-efficiency retrofits. These materials include plastic, mineral wool, glass, aluminium, flat steel and concrete, for example, according to the McKinsey analysis*.</p>
</div>
<div class="wef-zw4tnc">
<p>Recent examples, such as the<span> </span><a href="https://www.cisl.cam.ac.uk/files/entopia_case_study_12_12_22.pdf" target="_blank" rel="noopener">Entopia Building</a><span> </span>in Cambridge, UK, show the benefits of circular retrofit principles and the reuse of material on-site. Over 5,000 items were diverted from landfills during its construction, and approximately 3.8 tonnes of steel sections were reused, saving 2,000 kilograms of carbon dioxide equivalent. Overall, 84% of carbon was saved per square metre compared with a standard office fitout.</p>
</div>
<div class="wef-1qmtbdn">
<h2 class="chakra-heading wef-jbq6c6">How can the energy-efficiency retrofit industry create a circular value chain?</h2>
</div>
<div class="wef-zw4tnc">
<p>The anticipated savings of energy-efficiency retrofitting cannot be realized unless the industry creates<span> </span><a href="https://www.mckinsey.com/featured-insights/world-economic-forum/knowledge-collaborations/circularity-in-the-built-environment">a circular value chain</a>. There are seven key parts of the retrofit value chain that can capture value from the move to circularity:</p>
</div>
<div class="wef-143y33g"><span class="wef-0">How materials and parts manufacturers can capture more value as the energy-efficiency retrofit market grows.</span><span class="wef-0">Image:<span> </span>McKinsey &amp; Company</span></div>
<div class="wef-zw4tnc">
<p>Today, materials and parts manufacturers generate revenue by selling materials to upgraders and renovators, with the cost of goods driven by virgin raw material costs and substantial energy consumption. With the move to a circular ecosystem, four initial actions could help materials and parts manufacturers capture some of the value of the growing energy-efficiency retrofit market:</p>
</div>
<div class="wef-1qmtbdn">
<h3 class="chakra-heading wef-16ykzuh">1. Increase product transparency</h3>
</div>
<div class="wef-zw4tnc">
<p>This includes providing lifecycle information such as Environmental Product Declarations and material passports. Manufacturers could also develop “green parts” with high levels of recycled material or create a dedicated “reuse” parts line to increase revenues.</p>
</div>
<div class="wef-zw4tnc">
<p>Depending on the material, there could be an increased willingness to pay for green materials and parts with full lifecycle information that allows for end-to-end traceability. A recent McKinsey survey, which has not been published, shows that nearly 80% of decision-makers are willing to pay premiums for green glass, for example.</p>
</div>
<div class="wef-1qmtbdn">
<h3 class="chakra-heading wef-16ykzuh">2. Create value-add retrofit services for existing customers</h3>
</div>
<div class="wef-zw4tnc">
<p>Incumbent manufacturers can provide retro-first services such as repairing and remedying existing materials to extend their useful life. For example, a cladding material manufacturer could replace a product that does not meet new standards or needs repair with an alternative that uses recirculated material.</p>
</div>
<div class="wef-hwdz70">
<div class="chakra-aspect-ratio wef-nhku7c">
<div class="wef-v2kfba"><iframe width="100%" height="100%" src="https://cdn.jwplayer.com/players/1eu8yb7H-ncRE1zO6.html" frameborder="0"></iframe></div>
</div>
</div>
<div class="wef-1qmtbdn">
<h3 class="chakra-heading wef-16ykzuh">3. Integrate horizontally across the retrofit value chain</h3>
</div>
<div class="wef-zw4tnc">
<p>Horizontal integration could increase a company's market share. It could include offering both upstream services, such as specification and procurement of circular materials for engineers, and downstream offerings, like specialist installation services. The McKinsey analysis* also shows that some organizations have seen a 10% to 20% uplift in revenue after incorporating a circular offering that includes circular business models and repair, care, and refurbishment services.</p>
</div>
<div class="wef-zw4tnc">
<p>Providing specialized retrofit services can also address pain points in the market, such as a shortage of labour specializing in insulation installation for real estate.</p>
</div>
<div class="wef-1qmtbdn">
<h3 class="chakra-heading wef-16ykzuh">4. Set up take-back mechanisms</h3>
</div>
<div class="wef-zw4tnc">
<p>Collaborations with other retrofit materials and parts manufacturers can help reduce virgin materials costs and secure circular feedstock material. Such arrangements often involve urban mining and reverse logistics, such as aluminium and glass organizations partnering to deconstruct and extract valuable materials from building façades.</p>
</div>
<div class="wef-zw4tnc">
<p>This creates closed material loops. It reduces costs, environmental impact and reliance on virgin materials.</p>
</div>
<div class="wef-zw4tnc">
<p>Circularity in energy-efficiency retrofitting is not just about financial value. Implementing these actions can also create environmental value via less reliance on virgin materials and lower energy costs. It creates social value, too, in the form of new jobs and reduces the impact of heavy industry on communities.</p>
</div>
<div class="wef-zw4tnc">
<p>The key to all of this will be regulation and stability. Circularity in retrofitting represents a significant opportunity for the built environment, but industry players must be able to take action now to seize this opportunity.</p>
</div>]]> </content:encoded>
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<title>AMP Robotics raises $91M to accelerate deployment of recycling systems</title>
<link>https://sdgtalks.ai/amp-robotics-raises-91m-to-accelerate-deployment-of-recycling-systems</link>
<guid>https://sdgtalks.ai/amp-robotics-raises-91m-to-accelerate-deployment-of-recycling-systems</guid>
<description><![CDATA[ AMP Robotics has secured $91 million in Series D funding to expand its AI-driven waste sorting systems, including the AMP ONE, which optimizes recycling and reduces landfill dependency. With over 400 AI systems deployed globally and advanced facilities that minimize manual sorting, AMP aims to revolutionize resource recovery. Backed by Congruent Ventures and other major investors, the company is paving the way for more sustainable waste management solutions. ]]></description>
<enclosure url="https://www.therobotreport.com/wp-content/uploads/2024/12/AMP_Robotics_Series_D.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 07 Dec 2024 17:59:13 -0500</pubDate>
<dc:creator>Rose Ganshert</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>AMP Robotics Corp. today said it has  has raised $91 million in corporate equity in a Series D financing. The Louisville, Colo.-based company plans to use its latest funding to accelerate deployment of its AMP ONE systems, which uses artificial intelligence and robotics to sort municipal solid waste, or MSW.</p>
<p>“Recycling rates have stagnated in the United States, despite the positive benefits recycling offers local economies and the environment,” said Matanya Horowitz, founder of AMP. “This latest investment enables us to tackle larger projects and deliver real outcomes for waste companies and municipalities – by lowering sortation costs, capturing more material value, diverting organic waste, and extending landfill life – all while helping the industry optimize its strategic assets.”</p>
<p>Founded in 2014, AMP Robotics said its AI platform has identified 150 billion items and guided the<span> </span><a href="https://www.therobotreport.com/tag/sortation/" target="_blank" rel="noopener">sortation</a><span> </span>of more than 2.5 million tons of recyclables. The<span> </span><a href="https://www.therobotreport.com/tag/amp-robotics/" target="_blank" rel="noopener">company</a><span> </span>said its technology can help modernize and change the economics of resource recovery. It has three full-scale facilities and more than 400 AI systems deployed across North America, Asia, and Europe.</p>
<h2>From sortation to AMP ONE</h2>
<p>AMP Robotics said its<span> </span><a href="https://www.therobotreport.com/category/design-development/ai-cognition/" target="_blank" rel="noopener">AI</a><span> </span>uses deep learning to continuously train itself by processing millions of material images into data. The software uses pattern recognition of colors, textures, shapes, sizes, and logos to identify recyclables and contaminants in real time, enabling new offtake chemistries and capabilities, it added.</p>
<p>The company noted that its first products were a series of sorting robots deployed with minimal retrofit into existing<span> </span><a href="https://www.therobotreport.com/tag/recycling/" target="_blank" rel="noopener">recycling</a><span> </span>facilities. AMP then developed facilities that it claimed involve almost no manual sorting, are reliable, and provide “pervasive data.”</p>
<p>“These facilities make the recovery of commodities safer and more cost-effective than ever and have grown to encompass MSW sorting, an offering out of reach to the industry prior to the advent of AMP’s technology,” it said. “AMP ONE provides a full-scale facility solution to sort various material streams and capture more of the billions of dollars in value otherwise lost to landfills or incinerated annually.”</p>
<h2>AMP Robotics marks recent deployments, new CEO</h2>
<p>Recycling and Disposal Solutions<span> </span><a href="https://www.therobotreport.com/amp-robot-recycler-deployed-in-virginia-waste-facility/" target="_blank" rel="noopener">demonstrated</a><span> </span>AMP ONE’s ability to cost-effectively sort MWS at its facility  in Portsmouth, Va. It has processed 150 tons per day of local waste with more than 90% uptime, said the company.</p>
<p>Last month, AMP Robotics <a href="https://ampsortation.com/articles/first-of-its-kind-facility-featuring-fully-integra" target="_blank" rel="noopener">entered into an agreement</a><span> </span>with Waste Connections Inc. to equip and operate one of Waste Connections’ single-stream recycling facilities in Colorado. </p>
<p>“AMP provides meaningfully lower-cost, higher-performance systems to recover commodities and increase landfill diversion, and we’re uniquely positioned to reshape the waste and recycling landscape at a critical time,” said Tim Stuart, CEO of AMP. “We’re grateful to our longstanding and newest investors for their support in helping us chart a new path for sustainable materials management and resource efficiency.”</p>
<p>AMP last month augmented its leadership team with the<span> </span><a href="https://cts.businesswire.com/ct/CT?id=smartlink&amp;url=https%3A%2F%2Fampsortation.com%2Farticles%2Ffounder-matanya-horowitz-to-become-chief-technolog&amp;esheet=54162008&amp;newsitemid=20241205769962&amp;lan=en-US&amp;anchor=appointment+of+Stuart&amp;index=4&amp;md5=f3f5c1ff2fd9cb76e501ebc0bf6b798c" target="_blank" rel="nofollow noopener" shape="rect">appointment of Stuart</a>, former chief operating officer for Republic Services Inc. Horowitz<span> </span><a href="https://ampsortation.com/articles/founder-matanya-horowitz-to-become-chief-technolog" target="_blank" rel="noopener">transitioned</a><span> </span>from CEO into the role of chief technology officer.</p>
<p></p>
<div class="fluid-width-video-wrapper"><iframe loading="lazy" title="AMP ONE: Cleveland Case Study" src="https://www.youtube.com/embed/aiC-w-gl2Fg?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen="allowfullscreen" id="fitvid806084"></iframe></div>
<p></p>
<h2>Congruent Ventures leads round</h2>
<p>Congruent Ventures led AMP Robotics’ Series D round. Current and new investors participated, including Sequoia Capital, XN, Blue Earth Capital, Liberty Mutual Investments, California State Teachers Retirement System (CalSTRS), Wellington Management, Range Ventures, and Tao Capital Partners.</p>
<p>“AMP’s AI sortation systems enable consumers to recycle both with and without curbside separation and communities to benefit from the recovery of recycled commodities while reducing dependence on landfills,” added Abe Yokell, co-founder and managing partner of Congruent Ventures. “AMP is an example of the real-world impacts of AI; solutions like AMP’s will divert billions of tons of recyclable material from landfills while reducing emissions.”</p>
<p><a href="https://cts.businesswire.com/ct/CT?id=smartlink&amp;url=https%3A%2F%2Fwww.congruentvc.com%2F&amp;esheet=54162008&amp;newsitemid=20241205769962&amp;lan=en-US&amp;anchor=Congruent+Ventures&amp;index=6&amp;md5=a934362079e2876d20c733a046711c8b" target="_blank" rel="nofollow noopener" shape="rect">Congruent Ventures</a><span> </span>is a leading early-stage venture firm focused on partnering with entrepreneurs to build companies addressing climate and<span> </span><a href="https://www.therobotreport.com/tag/sustainability/" target="_blank" rel="noopener">sustainability</a><span> </span>challenges. The firm has more than $1 billion in assets under management across early-stage climate tech funds and 59 companies in its portfolio.</p>]]> </content:encoded>
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<title>The world&amp;apos;s fastest electric vehicles could spark widespread innovation</title>
<link>https://sdgtalks.ai/the-worlds-fastest-electric-vehicles-could-spark-widespread-innovation</link>
<guid>https://sdgtalks.ai/the-worlds-fastest-electric-vehicles-could-spark-widespread-innovation</guid>
<description><![CDATA[ Formula E, a premier all-electric racing series, is driving innovation in battery technology, with its high-performance, lightweight batteries pushing advancements that could benefit the broader electric vehicle industry. As the competition heats up, breakthroughs in fast charging and cooling systems developed for Formula E cars may soon be integrated into consumer electric vehicles. ]]></description>
<enclosure url="https://ichef.bbci.co.uk/images/ic/1024xn/p0hrdsz0.jpg.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 04 Dec 2024 00:17:36 -0500</pubDate>
<dc:creator>Eoghan Cowley</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe"><b id="the-common-electric-vehicle-doesn't-need-to-hit-lightning-speed-–-but-formula-e-race-cars-could-usher-in-a-new-era-for-all." class="sc-7dcfb11b-0 kVRnKf">The common electric vehicle doesn't need to hit lightning speed – but Formula E race cars could usher in a new era for all.</b></p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">When Formula E's Season 10 kicked off at Mexico City's Autodromo Hermanos Rodriguez in January, the roar of 40,000 spectators easily drowned out the mosquito whine of the 24 all-electric race cars zipping off the starting grid. Hurtling along at speeds upwards of 300km/h (186mph), some of the best drivers in the world jockeyed for position along the circuit.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Dreamed up in 2011 <a target="_blank" href="https://www.fiaformulae.com/en/championship/history" class="sc-c9299ecf-0 bZUiKB" rel="noopener">on the back of a napkin</a> at a Paris restaurant, Formula E is now a decade old. It has 11 teams, with 22 drivers total, operating single-seater race cars similar in appearance to the famed open-cockpit vehicles of Formula One.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"The standard of driving is very high," says Graham Evans, director of auto supply chain and technology for S&amp;P Global Mobility, an automotive intelligence firm. "These are very good guys who are also very experienced professional drivers."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Since its first season in 2014, Formula E has grown into a lucrative business. Intelligence company GlobalData estimates the championship's <a target="_blank" href="https://www.globaldata.com/store/report/formula-e-business-analysis/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">total sponsorship for the 2023-2024 season at $102.5m (£81.36m)</a>, with international viewership and attendance <a target="_blank" href="https://www.tsn.ca/auto-racing/formula-e-breaks-fanbase-and-performance-records-in-2023-1.2015943" class="sc-c9299ecf-0 bZUiKB" rel="noopener">estimated at 344 million worldwide in 2023</a>.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The batteries in the current generation of Formula E cars deliver up to 350kW of power, and can propel a driver to a <a target="_blank" href="https://www.fiaformulae.com/en/news/476429/formula-e-gen1-gen2-gen3-and-the-future" class="sc-c9299ecf-0 bZUiKB" rel="noopener">maximum top speed of 320km/h</a> (199mph), approaching the top speed of traditional F1 cars. And while the racing series may not have the pedigree – or budget – of F1, it does provide a unique and important testing ground for new battery technology that could benefit the entire EV industry. </p>
</div>
<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0hrdt1l.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0hrdt1l.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0hrdt1l.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0hrdt1l.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0hrdt1l.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0hrdt1l.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0hrdt1l.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0hrdt1l.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0hrdt1l.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0hrdt1l.jpg.webp" alt="Getty Images The companies investing in advanced technology for Formula E cars may cascade into consumer vehicles (Credit: Getty Images)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">Getty Images</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">The companies investing in advanced technology for Formula E cars may cascade into consumer vehicles (Credit: Getty Images)</figcaption>
</figure>
<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="'sustained-high-performance'" class="sc-7dcfb11b-0 kPypaC"><b id="'sustained-high-performance'" class="sc-7dcfb11b-0 kVRnKf">'Sustained high performance'</b></span></h2>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The competition among engineering firms to design batteries for Formula E is fierce, says <a target="_blank" href="https://economics.harvard.edu/people/ashley-nunes-0" class="sc-c9299ecf-0 bZUiKB" rel="noopener">Ashley Nunes</a>, an associate and researcher at Harvard University's department of economics, who studies the electric vehicle market. Only a handful of elite companies can build these batteries to the specifications required to compete in a world-renowned race. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The companies who've won bids include WAE, McLaren, Podium Advanced Technologies and Atieva, the technology arm of luxury EV brand Lucid Motors. Most of these companies already have a pedigree of building high-performance tech, including batteries, for the biggest internal combustion engine (ICE)-powered racing series in the world, Formula 1. While designing this technology may bring in more revenue for these companies in the short term, there's plenty of money to be made in engineering battery technology for Formula E.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The technology is far more expensive than the batteries found in a typical road EV, and for good reason. A Tesla Model S going all-out on a racetrack will <a target="_blank" href="https://www.roadandtrack.com/new-cars/car-technology/videos/a32831/heres-exactly-how-much-a-tesla-slows-down-as-its-battery-gets-depleted/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">start slowing down as the battery charge gets depleted</a>, says Evans. That's because the battery isn't capable of handling sustained race performance. By contrast, any petrol or diesel-powered car can stay at top speed even on a quarter of a tank. A Formula E battery needs to behave more like its ICE kin at all times. "It's got to deliver sustained high performance," says Evans.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">On top of offering enough power for incredible bursts of speed, a Formula E battery needs to remain as light as possible. Race regulations require it to weigh just 284kg (626lbs), roughly a third of the car's total weight including the driver, and be capable of ultra-fast charging during a race. Plus, batteries get hot when overused, so they need an elaborate cooling system. All those requirements create tremendous engineering challenges (and capital requirements) for whichever company is tapped to build a Formula E battery. </p>
</div>
<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0hrdt38.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0hrdt38.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0hrdt38.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0hrdt38.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0hrdt38.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0hrdt38.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0hrdt38.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0hrdt38.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0hrdt38.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0hrdt38.jpg.webp" alt="Getty Images Many innovations for everyday cars, like tire pressure gauges, had their origins in racing (Credit: Getty Images)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">Getty Images</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">Many innovations for everyday cars, like tire pressure gauges, had their origins in racing (Credit: Getty Images)</figcaption>
</figure>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"The margins are probably relatively small, but because there aren't many producers, you can charge a premium for them," says Evans. According to the Fédération Internationale De L'Automobile (Fia) – the regulatory body for both Formula 1 and Formula E – the GEN3 battery system's total cost for Formula E's 2022-2023 season was €264,812 ($268,000; £226,442). "The people who are paying that price are multi-billion-dollar companies like Mercedes and Ferrari," says Nunes." They have deep pockets."</p>
</div>
<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="from-the-track-to-the-motorway" class="sc-7dcfb11b-0 kPypaC"><b id="from-the-track-to-the-motorway" class="sc-7dcfb11b-0 kVRnKf">From the track to the motorway</b></span></h2>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Formula E battery suppliers don't just earn money from the batteries themselves. The process of developing new battery pack configurations, cooling systems and fast-recharge techniques can all be patented. If a Formula E supplier creates a revolutionary new technology for the track, says Evans, and licenses it to a mainstream EV automaker building millions of units a year, the licensing fee alone could be well worth the investment.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Plenty of innovations for everyday cars, like <a target="_blank" href="https://www.washingtonpost.com/technology/interactive/2024/f1-technology-road-cars/?utm_source=pocket_reader" class="sc-c9299ecf-0 bZUiKB" rel="noopener">tire pressure gauges</a>, had their origins in F1. But Nunes points out that the battery requirements for road EVs are very different from their ultra-competitive cousins. Drivers want high range, large capacity and longevity that simply aren't necessary for Formula E, whose batteries don't need to last for a decade or more of driving.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Experts are already watching some new battery developments. One is fast charging. Formula E vehicles use ultra-fast DC charging to reach top speeds, while passenger EV's use a slower AC charge that provides greater range. Still, many automakers in the commercial EV industry are keen to gain insight into Formula E charging technology as it rapidly evolves.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">To Evans, the biggest innovation might come through immersion cooling, a system where Formula E batteries are immersed in a refrigerant called dielectric fluid. The result is a significantly cooler battery capable of long-lasting high performance. Combined with ultra-fast charging, he says the racetrack can serve as an incubator for EV development overall.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"In terms of being able to deliver that really high-powered challenge, Formula E can help us understand the art of the possible," says Evans. </p>
</div>]]> </content:encoded>
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<title>The cement that could turn your house into a giant battery</title>
<link>https://sdgtalks.ai/the-cement-that-could-turn-your-house-into-a-giant-battery</link>
<guid>https://sdgtalks.ai/the-cement-that-could-turn-your-house-into-a-giant-battery</guid>
<description><![CDATA[ MIT researchers have developed a carbon-cement supercapacitor that could revolutionize energy storage, using materials like water, cement, and carbon black. This concrete-based technology could store renewable energy for applications such as powering homes or electric vehicles, potentially replacing lithium-ion batteries, but challenges remain in scaling it up and improving its discharge rate. ]]></description>
<enclosure url="https://ichef.bbci.co.uk/images/ic/1024xn/p0j3gytw.jpg.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 04 Dec 2024 00:15:31 -0500</pubDate>
<dc:creator>Eoghan Cowley</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe"><b id="concrete-is-perhaps-the-most-commonly-used-building-material-in-the-world.-with-a-bit-of-tweaking,-it-could-help-to-power-our-homes-too." class="sc-7dcfb11b-0 kVRnKf">Concrete is perhaps the most commonly used building material in the world. With a bit of tweaking, it could help to power our homes too.</b></p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">On a laboratory bench in Cambridge, Massachusetts, a stack of polished cylinders of black-coloured concrete sit bathed in liquid and entwined in cables. To a casual observer, they aren't doing much. But then Damian Stefaniuk flicks a switch. The blocks of human-made rock are wired up to an LED – and the bulb flickers into life.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"At first I didn't believe it," says Stefaniuk, describing the first time the LED lit up. "I thought that I hadn't disconnected the external power source, and that was why the LED was on. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"It was a wonderful day. We invited students, and I invited professors to see, because at first they didn't believe that it worked either."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The reason for the excitement? This innocuous, dark lump of concrete could represent the future of energy storage.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The promise of most renewable energy sources is that of endless clean power, bestowed on us by the Sun, wind and sea. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Yet the Sun isn't always shining, the wind isn't always blowing, and still waters do not, in megawatt terms, run deep. These are energy sources that are intermittent, which, in our energy-hungry modern world, poses a problem.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">It means that we need to store that energy in batteries. But batteries rely on materials such as lithium, which is in far shorter supply than is likely to be needed to <a target="_blank" href="https://www.iea.org/reports/global-ev-outlook-2023/trends-in-batteries" class="sc-c9299ecf-0 bZUiKB" rel="noopener">meet the demand</a> created by the world's quest to decarbonise its energy and transport systems. There are 101 lithium mines in the world, and <a target="_blank" href="https://www.cnbc.com/2023/08/29/a-worldwide-lithium-shortage-could-come-as-soon-as-2025.html" class="sc-c9299ecf-0 bZUiKB" rel="noopener">economic analysts are pessimistic</a> about the ability of these mines to keep up with growing global demand. Environmental analysts note that lithium <a target="_blank" href="https://www.nature.com/articles/s43017-022-00387-5" class="sc-c9299ecf-0 bZUiKB" rel="noopener">mining uses a lot of energy and water</a>, which nibble away at the environmental benefits of switching to renewable energy sources in the first place. The processes involved in extracting lithium can also sometimes lead to <a target="_blank" href="https://www.wri.org/insights/critical-minerals-mining-water-impacts" class="sc-c9299ecf-0 bZUiKB" rel="noopener">toxic chemicals leaking into local water supplies</a>.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Despite some new discoveries of lithium reserves, the finite supply of this material, the over-reliance on just a handful of mines around the world and its environmental impact have driven the search for alternative battery materials.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">This is where Stefaniuk and his concrete come in. He and his colleagues at Massachusetts Institute of Technology (MIT) have found a way of creating an <a target="_blank" href="https://www.pnas.org/doi/10.1073/pnas.2304318120" class="sc-c9299ecf-0 bZUiKB" rel="noopener">energy storage device known as a supercapacitor</a> from three basic, cheap materials – water, cement and a soot-like substance called carbon black.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0j3gwrc.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0j3gwrc.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0j3gwrc.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0j3gwrc.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0j3gwrc.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0j3gwrc.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0j3gwrc.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0j3gwrc.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0j3gwrc.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0j3gwrc.jpg.webp" alt="Damian Stefaniuk Damian Stefaniuk has been able to use a carbon cement supercapacitor to power a handheld gaming device (Credit: Damian Stefaniuk)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">Damian Stefaniuk</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">Damian Stefaniuk has been able to use a carbon cement supercapacitor to power a handheld gaming device (Credit: Damian Stefaniuk)</figcaption>
</figure>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Supercapacitors are highly efficient at storing energy but differ from batteries in some important ways. They can charge much more quickly than a lithium ion battery and don't suffer from the same levels of degradation in performance. But supercapacitors also release the power they store rapidly, making them less useful in devices such as mobile phones, laptops or electric cars where a steady supply of energy is needed over an extended period of time.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Yet according to Stefaniuk, carbon-cement supercapacitors could make an important contribution to efforts to decarbonise the global economy. "If it can be scaled up, the technology can help solve an important issue – the storing of renewable energy," he says.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">He and his fellow researchers at MIT and Harvard University's Wyss Institute for Biologically Inspired Engineering, envisage several applications for their supercapacitors. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">One might be to create roads that store solar energy and then release it to <a target="_self" href="https://www.bbc.co.uk/future/article/20240130-wireless-charging-the-roads-where-electric-vehicles-never-need-to-plug-in" class="sc-c9299ecf-0 bZUiKB">recharge electric cars wirelessly as they drive along a road</a>. The <a target="_blank" href="https://news.mit.edu/2023/mit-engineers-create-supercapacitor-ancient-materials-0731" class="sc-c9299ecf-0 bZUiKB" rel="noopener">rapid release of energy</a> from the carbon-cement supercapacitor would allow vehicles to get a rapid boost to their batteries. Another would be as energy-storing foundations of houses – "to have walls, or foundations, or columns, that are active not only in supporting a structure, but also in that energy is stored inside them", says Stefaniuk.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">But it is still early days. For now, the concrete supercapacitor can store a little under 300 watt-hours per cubic metre – enough to power a 10-watt LED lightbulb for 30 hours. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The power output "may seem low compared to conventional batteries, [but] a foundation with 30-40 cubic metres (1,060-1,410 cubic feet) of concrete could be sufficient to meet the daily energy needs of a residential house", says Stefaniuk. "Given the widespread use of concrete globally, this material has the potential to be highly competitive and useful in energy storage."</p>
</div>
<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg">
<div class="sc-9967660-1 dBFvZy"><svg viewBox="0 0 32 32" width="1em" height="1em" category="personalisation" icon="quote" class="sc-1097f7fe-0 jmthjj"></svg></div>
</div>
</div>
<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">Cement production is responsible for 5-8% of carbon dioxide emissions from human activity globally</span></div>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Stefaniuk and his colleagues at MIT initially proved the concept by creating cent-sized 1V supercapacitors from the material before connecting together in series to power a 3V LED. They have since scaled this up to <a target="_blank" href="https://www.concrete.org/portals/0/files/pdf/webinars/ws_F23_Stefaniuk.pdf" class="sc-c9299ecf-0 bZUiKB" rel="noopener">produce a 12V supercapacitor</a>. Stefaniuk has also been able to use larger versions of the supercapacitor to power a handheld games console.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">And the research team are now planning to build larger versions, including one up to 45 cubic metres (1,590 cubic feet) in size that would be able store around 10kWh of energy needed to power to power a house for a day. </p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The supercapacitor works due to an unusual property of carbon black – it is highly conductive. This means that when carbon black is combined with cement powder and water, it makes for a kind of concrete that is full of networks of conductive material, taking a form that resembles ever-branching, tiny roots.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Capacitors are formed of two conductive plates with a membrane in between them. In this case, both plates are made of the carbon black cement, which were soaked in an electrolyte salt called potassium chloride.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">When an electric current was applied to the salt-soaked plates, the positively-charged plates accumulated negatively charged ions from the potassium chloride. And because the membrane prevented charged ions from being exchanged between the plates, the separation of charges created an electric field. </p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">As supercapacitors can accumulate large amounts of charge very quickly, it could make the devices useful for storing excess energy produced by intermittent renewable sources such as the wind and solar. This would take the pressure off the grid at times when the wind is not blowing, nor the Sun shining. As Stefaniuk says, "A simple example would be an off-grid house powered by solar panels: using solar energy directly during the day and the energy stored in, for example, the foundations during the night."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Supercapacitors are not perfect. Existing iterations discharge power quickly, and are not ideal for steady output, which would be needed to power a house throughout the day. Stefaniuk says he and his colleagues are working on a solution that would allow their carbon-cement version to be tuned by adjusting the mixture, but they will not disclose the details until they have finalised the tests and published a paper.</p>
</div>
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<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0j3gytw.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0j3gytw.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0j3gytw.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0j3gytw.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0j3gytw.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0j3gytw.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0j3gytw.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0j3gytw.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0j3gytw.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0j3gytw.jpg.webp" alt="Getty Images The researchers at MIT are working on scaling up their carbon cement supercapactor so it can be used in a number of different applications (Credit: Getty Images)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">Getty Images</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">The researchers at MIT are working on scaling up their carbon cement supercapactor so it can be used in a number of different applications (Credit: Getty Images)</figcaption>
</figure>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">There could be other issues to overcome too – adding more carbon black allows the resulting supercapacitor to store more energy, but it also makes the concrete slightly weaker too. The researchers say any uses that have a structural role to play as well as energy storage would need to find an optimum mix of carbon black.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">And while carbon-cement supercapacitors could help to reduce our reliance on lithium, they come with their own environmental impact. Cement production is responsible for <a target="_blank" href="https://www.nature.com/articles/s41467-023-43660-x" class="sc-c9299ecf-0 bZUiKB" rel="noopener">5-8% of carbon dioxide emissions</a> from human activity globally, and the carbon-cement needed for the supercapacitors would need to be freshly made rather than retrofitted in existing structures.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Nevertheless, it seems to be a promising innovation, says Michael Short, who leads the Centre for Sustainable Engineering at Teesside University in the UK. The research "opens many interesting potential avenues around the use of the built environment itself as an energy storage medium", he says. "As the materials are also commonplace and the manufacture relatively straightforward, this gives a great indication that this approach should be investigated further and could potentially be a very useful part of the transition to a cleaner, more sustainable future."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">But more research will be needed to move this from the laboratory into the real world.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"Often, new discoveries are problematic when considerations are made to move from lab or bench scale to wider deployment at larger scales and volumes. This can be due to manufacturing complexities, resource scarcities, or sometimes due to the underlying physics or chemistry. Desirable properties occurring at smaller scales may reduce or even vanish when attempts are made to make it larger."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">But there may be a way of overcoming the problem of environmentally-unfriendly cement, adds Short. His colleagues at Teesside University are already working on <a target="_blank" href="https://www.tees.ac.uk/sections/news/pressreleases_story.cfm?story_id=8119" class="sc-c9299ecf-0 bZUiKB" rel="noopener">low-emissions cement</a> that is made from the by-products of the steel and chemical industries.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Projects such as low-emissions cement and energy-storing concrete raise the prospect of a future where our offices, roads and homes play a significant part in a world powered by clean energy.</p>
</div>]]> </content:encoded>
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<item>
<title>The vehicles pushing the limits of electric power</title>
<link>https://sdgtalks.ai/the-vehicles-pushing-the-limits-of-electric-power</link>
<guid>https://sdgtalks.ai/the-vehicles-pushing-the-limits-of-electric-power</guid>
<description><![CDATA[ Massive electric vehicles, from mining excavators to cargo ships and heavy-duty trucks, are revolutionizing industries by reducing emissions and maintenance costs, leveraging modular batteries and electric drivetrains. However, challenges like energy density, safety concerns, and reliance on power cables or recharging infrastructure still limit their widespread adoption in the heaviest applications. ]]></description>
<enclosure url="https://ichef.bbci.co.uk/images/ic/1024xn/p0jmczl2.jpg.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 04 Dec 2024 00:04:38 -0500</pubDate>
<dc:creator>Eoghan Cowley</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe"><b id="how-much-energy-you-can-pack-into-a-battery-is-one-limit-on-how-big-an-ev-can-get-–-but-meet-the-evs-ditching-batteries-altogether-to-attain-mammoth-proportions." class="sc-7dcfb11b-0 kVRnKf">How much energy you can pack into a battery is one limit on how big an EV can get – but meet the EVs ditching batteries altogether to attain mammoth proportions.</b></p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">This is no golf cart. This is one of the biggest mining excavators in the world. The clawed bucket it uses for tearing at mineral-laced rock is so big that you could fit more than 3,000 footballs in it. The driver sits in a cab roughly as high up as the roof on an average two-storey British house. And the excavator's hefty caterpillar tracks alone are just shy of 3m (10ft) tall – and about as long as a London bus.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">It weighs 778 tonnes in total and you might be forgiven for thinking that this beast, the PC8000-11 surface mining excavator made by Komatsu, could only run on a fossil fuel like diesel. Surely such a behemoth demands all the raw, dirty power of combustion to function? Well, there is a diesel model – but Komatsu have recently brought out an electric equivalent. And it works just the same.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"We are not sacrificing performance when you go electric," says Thomas Jordan, marketing manager at Komatsu Germany. While the diesel excavator guzzles more than 400 litres (88 gallons) of fuel per hour, according to Komatsu, the electric alternative relies instead on a chunky power cable – meaning the vehicle itself produces zero emissions.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">When comparing diesel and electric versions of the excavator used by one Swedish customer, well-to-wheel emissions are 95% lower for the electric type, according to Komatsu. This customer has access to electricity from nuclear and hydro sources. Mining companies are increasingly interested in options like this, says Jordan. "We see a trend for more electrification, that's definitely the case."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">BBC Future Planet recently went on a hunt for some of the biggest electric vehicles in the world – by size and weight. There is no shortage of impressive examples, from giant mining machines to trains and cargo ships.</p>
</div>
<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="can-you-dig-it?" class="sc-7dcfb11b-0 kPypaC"><b id="can-you-dig-it?" class="sc-7dcfb11b-0 kVRnKf">Can you dig it?</b></span></h2>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Bigger electric excavators than the PC8000-11 exist, but Komatsu's vehicle is worth noting for the particularly tough job it does, stresses Jordan. The excavator's hydraulics system allows it to tackle rock – in this class of machinery, the PC8000-11 was the biggest we could find in terms of tonnage. "If you go to the big copper mines and gold mines, you will find hard material where you need that kind of hydraulic excavator," says Jordan.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">For a larger electric excavator still, consider one of the biggest vehicles ever built, regardless of fuel type. It holds the <a target="_blank" href="https://www.guinnessworldrecords.com/world-records/384401-heaviest-land-vehicle" class="sc-c9299ecf-0 bZUiKB" rel="noopener">Guinness World Record for heaviest land vehicle</a> and it's not even new, having been manufactured way back in the 1990s by the German mining equipment firm Takraf. The colossal Bagger 293 bucket-wheel excavator is used for strip-mining operations in Germany and it weighs a barely believable 14,200 tonnes. That's about the same as 78 empty Boeing 747-400s.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Although the Bagger 293 dwarfs the PC8000-11 in raw tonnage, its job is a little less intense – moving earth and soil instead of rock. Nevertheless, the Bagger 293 requires so much energy that, just like the PC8000-11, it is connected to an electric power source by a cable, rather than using an on-board battery.</p>
</div>
<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg">
<div class="sc-9967660-1 dBFvZy"><svg viewBox="0 0 32 32" width="1em" height="1em" category="personalisation" icon="quote" class="sc-1097f7fe-0 jmthjj"></svg></div>
</div>
</div>
<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">Something as large as the PC8000-11 can't run on a battery yet because, with today's technology, the battery pack would weigh more than half as much as the vehicle itself</span></div>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Ironically, the adoption of electric vehicles in mining has been going on for decades partly because coal mines tend to have their own small power plants, says Jordan. It means they can power electric vehicles on-site at a low cost – albeit using a very polluting power source.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Today, many different kinds of mines are turning to electric vehicles as a way of reducing carbon emissions from their operations. <a target="_blank" href="https://www.riotinto.com/en/news/releases/2019/kennecott-moves-to-renewable-electricity" class="sc-c9299ecf-0 bZUiKB" rel="noopener">Some mines now even claim</a> to run their machinery largely on renewable electricity<i id="." class="sc-7dcfb11b-0 kKcaog">.</i> However, reducing emissions from operations only gets you so far – when it comes to coal mining, for instance, the climate-warming emissions from burning its products aren't reduced at all by electrifying the equipment used for extraction.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Mining remains a <a target="_self" href="https://www.bbc.co.uk/news/science-environment-66880697" class="sc-c9299ecf-0 bZUiKB">polluting</a> and <a target="_blank" href="https://www.responsibleminingfoundation.org/harmful-impacts-mining/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">dangerous</a> activity in many parts of the world. Globally, extractive industries, including mining, cause an estimated €400bn to €5tn ($440bn to $5.5tn/£340bn to £4.3tn) in <a target="_blank" href="https://www.sciencedirect.com/science/article/abs/pii/S0959652622018376" class="sc-c9299ecf-0 bZUiKB" rel="noopener">environmental damage each year</a> by one estimate. That's even before products such as fossil fuels are burned. But mining is also important for the extraction of minerals such as nickel, copper and gold, which can be used in consumer electronics, solar panels and, yes, electric vehicles.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"For large mining countries like Chile and Australia, they are all looking to the potential to electrify their mining industry," says Zhenying Shao, senior researcher at the International Council on Clean Transportation. She and colleagues have interviewed mine workers who recently started using electric trucks and excavators. Their comments tend to be positive – particularly about the reduction in air pollution and noise made by the vehicles, she says. "They're the ones who drive those machines, [so] that really counts."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Komatsu notes that there are limitations to cable-powered vehicles. The PC8000-11's electric cable is 300m (980ft) long. It's a considerable range, but when the excavator needs to go somewhere else, a small electrical sub-station also has to be relocated in order to power it.</p>
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<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="on-the-road" class="sc-7dcfb11b-0 kPypaC"><b id="on-the-road" class="sc-7dcfb11b-0 kVRnKf">On the road</b></span></h2>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Outside of mining, there are plenty of other examples of mighty electric vehicles. How much they are capable of dragging behind them can matter for certain applications, as well as their own size and weight. Take the Iveco electric van that, although not large itself, <a target="_blank" href="https://www.guinnessworldrecords.com/world-records/740152-heaviest-weight-towed-by-an-electric-van" class="sc-c9299ecf-0 bZUiKB" rel="noopener">managed to tow 153.58 tonnes</a>. The towed load comprised of a lorry carrying a digger, a truck filled with rocks and an airport fire engine all strung together, one behind the other.</p>
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<div class="sc-9967660-0 WkJHg">
<div class="sc-9967660-1 dBFvZy"><svg viewBox="0 0 32 32" width="1em" height="1em" category="personalisation" icon="quote" class="sc-1097f7fe-0 jmthjj"></svg></div>
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<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">In 2015, I'm pretty sure at some point I said heavy goods vehicles will never be battery electric and five years later I was working on it – Chris Thorne</span></div>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">But in terms of weight, heavy goods vehicles are among the largest EVs you might yourself sharing the road with. Volvo's FH Electric truck, if you include its double trailer and load, is among contenders for the heaviest battery-powered electric road vehicle. One currently being trialled in Gothenburg, Sweden, features <a target="_blank" href="https://www.volvotrucks.com/en-en/news-stories/press-releases/2023/jun/volvo-delivers-74-tonne-electric-truck.html" class="sc-c9299ecf-0 bZUiKB" rel="noopener">a 74 tonne, 13m-long (43ft) version of this truck</a> and trailer system. "They are running in commercial traffic every day," says Niklas Andersson, director of electric solutions at Volvo Trucks of the tests.</p>
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<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0jmd14j.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0jmd14j.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0jmd14j.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0jmd14j.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0jmd14j.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0jmd14j.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0jmd14j.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0jmd14j.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0jmd14j.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0jmd14j.jpg.webp" alt="Alamy The Volvo FH Electric is one of the larger HGVs to be powered by a battery (Credit: Alamy)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">Alamy</span></div>
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<figcaption class="sc-8353772e-0 cvNhQw">The Volvo FH Electric is one of the larger HGVs to be powered by a battery (Credit: Alamy)</figcaption>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">A slightly lighter, 68-tonne version of this setup is also running in Finland on a 160km (99 mile) route. Although the truck's battery can usually power the vehicle across that entire distance without requiring a recharge, weather conditions can affect performance, says Andersson. "When it's cold you have like 10cm [4in] of slush on the road, which means that the rolling resistance is really bad. Then we have to charge during the way."</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">He notes that the batteries for these trucks have become rapidly more energy-dense over time. The first version of the battery launched by Volvo Trucks in 2019 weighed about 500kg (1,100lb) and offered 49 kWh of energy. Last year, the company came up with a new battery that is roughly the same size and weight but offers nearly twice as much power – 94 kWh, says Andersson.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The rate of improvement of electric vehicle batteries in recent years has surprised Chris Thorne, director of strategy and operations at UMAS, a maritime consultancy, and advises on various power sources for marine industries.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"In 2015, I'm pretty sure at some point I said heavy goods vehicles will never be battery electric and five years later I was working on it. It taught me a hard lesson," he jokes. Electric drivetrains are actually well-suited to heavy duty machines because they don't require the system of shafts and gears used in petrol and diesel vehicles – these can require higher maintenance over time.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"You have a lot of flexibility in how you lay the vehicle out. You can have a motor on each wheel if you want to," adds Thorne. And he points out that batteries are helpfully modular. You can just keep adding modules until you get the amount of power you need.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">There are practical limits, of course. Something as large as the PC8000-11, for example, can't run on a battery yet because, with today's technology, the battery pack would weigh more than half as much as the vehicle itself, according to Komatsu.</p>
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<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="is-the-sky-the-limit?" class="sc-7dcfb11b-0 kPypaC"><b id="is-the-sky-the-limit?" class="sc-7dcfb11b-0 kVRnKf">Is the sky the limit?</b></span></h2>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Energy density, the amount of power you can pack into a given volume, is still a barrier for electrifying some vehicles – notably, <a target="_self" href="https://www.bbc.com/future/article/20200617-the-largest-electric-plane-ever-to-fly" class="sc-c9299ecf-0 bZUiKB">large aircraft</a>. Though research suggests we might one day see electric passenger aircraft <a target="_blank" href="https://arc.aiaa.org/doi/10.2514/6.2024-1490" class="sc-c9299ecf-0 bZUiKB" rel="noopener">capable of carrying as many as 90 people</a>. The biggest electric planes today can accommodate <a target="_self" href="https://www.bbc.com/future/article/20200617-the-largest-electric-plane-ever-to-fly" class="sc-c9299ecf-0 bZUiKB">a maximum of around nine passengers</a>.</p>
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<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0jmd18l.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0jmd18l.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0jmd18l.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0jmd18l.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0jmd18l.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0jmd18l.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0jmd18l.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0jmd18l.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0jmd18l.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0jmd18l.jpg.webp" alt="MagniX So far, battery-powered electric planes are still minuscule compared with their fossil-fuel-powered rivals (Credit: MagniX)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"><span class="sc-a34861b-2 fxQYxK">MagniX</span></div>
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<figcaption class="sc-8353772e-0 cvNhQw">So far, battery-powered electric planes are still minuscule compared with their fossil-fuel-powered rivals (Credit: MagniX)</figcaption>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The energy density problem also limits electrification of ships, though some surprisingly hefty vessels are beginning to run on battery power. In Incat Tasmania, an Australian shipyard, a ferry currently known as <a target="_blank" href="https://rina.org.uk/publications/the-naval-architect/incat-tasmania-building-worlds-largest-battery-electric-ship/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">Incat Hull 096</a>, is under construction. When complete, it is planned to have capacity for 2,100 passengers and 225 vehicles – and will be 130m (427ft) long. It was ordered by a Uruguay-based ferry operator.</p>
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<div data-component="callout-block" class="sc-18fde0d6-0 eLrdPC">
<section class="sc-e11d1f0-0 eVThlc">
<div class="sc-e11d1f0-1 kDQByp">
<p class="sc-e11d1f0-3 enuiUn">Carbon Count</p>
<div class="sc-e11d1f0-2 ewSByo">
<div class="sc-e11d1f0-4 fzKnud">
<p class="sc-eb7bd5f6-0 fYAfXe">The emissions from travel it took to report this story were 0kg CO2. The digital emissions from this story are an estimated 1.2g to 3.6g CO2 per page view. Find out more about <a target="_self" href="https://www.bbc.com/future/article/20200131-why-and-how-does-future-planet-count-carbon" class="sc-c9299ecf-0 bZUiKB">how we calculated this figure here</a>.</p>
</div>
</div>
</div>
</section>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Finally, the most powerful electric train in the world is <a target="_blank" href="https://rollingstockworld.com/locomotives/worlds-most-powerful-electric-locomotive-shen24-by-crrc-for-coal-cargo-service-in-china/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">perhaps the Shen24 in China</a>. It is capable of carrying more than 10,000 tonnes – of coal – at up to 120km/h (75 mph).</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Thorne notes that it isn't really surprising that electric vehicles are becoming so common in heavy industry. These machines have long service lives, tough jobs and cost a lot to buy upfront. So if you can make them cheap to run, say on locally-sourced renewable electricity, and easier to maintain with fewer moving parts than the fossil-fuel-powered alternatives, then they soon become attractive.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">On the other hand, not every company or industry is ready to embrace these vehicles just yet. There may be questions over <a target="_blank" href="https://www.trucksales.com.au/editorial/details/whats-happening-with-electric-truck-fires-145093/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">the safety of giant batteries in certain contexts</a> where vehicles might be involved in collisions, for example. Shao says that, while heavy-duty battery electric vehicles are clearly highly capable, some companies may still hesitate about switching to them.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"It's a new technology," she says. "The industry has been dominated by diesel for so long."</p>
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<title>In a tribe in southern India, a group of women are working hard to revive the country&amp;apos;s ancient native tubers, and bring them back into everyday culture.</title>
<link>https://sdgtalks.ai/in-a-tribe-in-southern-india-a-group-of-women-are-working-hard-to-revive-the-countrys-ancient-native-tubers-and-bring-them-back-into-everyday-culture</link>
<guid>https://sdgtalks.ai/in-a-tribe-in-southern-india-a-group-of-women-are-working-hard-to-revive-the-countrys-ancient-native-tubers-and-bring-them-back-into-everyday-culture</guid>
<description><![CDATA[ In Kerala&#039;s Wayanad district, women from the Vetta Kuruman tribe are reviving ancient native tubers like kilangu, which were once dietary staples but are now threatened by changing lifestyles, extreme weather, and reduced cultivation. Their efforts aim to preserve biodiversity, combat malnutrition, and ensure food security amid climate challenges. ]]></description>
<enclosure url="https://ichef.bbci.co.uk/images/ic/1024xn/p0k8ng7v.jpg.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 04 Dec 2024 00:00:15 -0500</pubDate>
<dc:creator>Eoghan Cowley</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe"><b id="in-a-tribe-in-southern-india,-a-group-of-women-are-working-hard-to-revive-the-country's-ancient-native-tubers,-and-bring-them-back-into-everyday-culture." class="sc-7dcfb11b-0 kVRnKf">In a tribe in southern India, a group of women are working hard to revive the country's ancient native tubers, and bring them back into everyday culture.</b></p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Lakshmi spends several hours each day digging out large lumpy and hairy yam tubers, starchy roots that grow below the soil.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Some weigh an unwieldy 5kg (11lb) and are 4.5ft-long (1.4m), almost as tall as she is. It's painstaking work, says 58-year-old Lakshmi, who goes by one name.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">First, she has to cut out the thick shoot above the ground. Then, she uses shovels to dig up the earth around the buried stem and a paddle-like flat chisel to gently pry out the tuber. She uses her hands to dig the tuber out of the ground to avoid damaging its delicate roots. When the tuber finally emerges from the ground, it is the colour of the earth, and holds the promise of spring, she says.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Lakshmi, who lives in the Wayanad district in the southern Indian state of Kerala, isn't working alone. She's part of an <a target="_blank" href="https://lsgkerala.gov.in/en/kudumbashree/featured-topics/noorang-programme-starts-thirunelly" class="sc-c9299ecf-0 bZUiKB" rel="noopener">all-women group called Noorang</a>, short for <i id="nuru-kilangu," class="sc-7dcfb11b-0 kKcaog">Nuru kilangu, </i>a popular local variety of tuber.</p>
</div>
<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0k8brp3.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0k8brp3.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0k8brp3.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0k8brp3.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0k8brp3.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0k8brp3.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0k8brp3.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0k8brp3.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0k8brp3.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0k8brp3.jpg.webp" alt="Sai Krishan, Thirunelly Tribal Special Intervention Programme The tubers can grow to a prodigious size (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)" class="sc-a34861b-0 efFcac" loading="lazy" width="600"></div>
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><span class="sc-a34861b-2 fxQYxK"></span></div>
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><span class="sc-a34861b-2 fxQYxK">           Sai Krishan, Thirunelly Tribal Special Intervention Programme</span></div>
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<figcaption class="sc-8353772e-0 cvNhQw">The tubers can grow to a prodigious size (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)</figcaption>
</figure>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The Noorang members all belong to one of Kerala's oldest indigenous tribes, the Vetta Kuruman, a nomadic community of hunters and food gatherers. They are on a mission to save the <i id="kilangu" class="sc-7dcfb11b-0 kKcaog">kilangu</i>, which means "tuber" in Betta kurumba language, a mix of the South Indian languages of Kannada and Malayalam. These ancient tubers have grown on their land for centuries.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">As a child, Lakshmi foraged for food in the forests, gathering edible roots, leaves, honey and fruit." [The<i id="kilangu" class="sc-7dcfb11b-0 kKcaog"> kilangu</i>] at the time, was a substantial meal in itself and there were so many varieties that we never got bored," says Lakshmi. "We would have different kinds of yams and sweet potatoes for at least one meal a day. My family would eat it boiled, steamed and roasted. It's a vital part of my childhood memories."</p>
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<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg">
<div class="sc-9967660-1 dBFvZy"><svg viewBox="0 0 32 32" width="1em" height="1em" category="personalisation" icon="quote" class="sc-1097f7fe-0 jmthjj"></svg></div>
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<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">The goal is to save as many varieties of rare seeds that we can find – Sarasu</span></div>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">But tubers are no longer a dietary staple among tribal communities in Kerala due to their rapidly changing lifestyle and eating habits. Younger people who have ready access to a wide variety of other foods, especially rice and wheat, no longer consider the tubers that once nourished their ancestors as anything special, says TV Sai Krishnan, the coordinator of the Thirunelly Tribal Comprehensive Development Project in Wayanad, which focuses on the wellbeing of tribal people in the state.</p>
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<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Extreme weather has also destroyed tuber harvests in recent years. Although the tubers are fairly resilient to heat, Wayanad's frequent flooding and deadly landslides, <a target="_blank" href="https://economictimes.indiatimes.com/news/india/from-2019-floods-to-2024-wayanad-landslides-why-are-deadly-disasters-repeatedly-hitting-kerala/articleshow/112156535.cms?from=mdr" class="sc-c9299ecf-0 bZUiKB" rel="noopener">an annual occurrence since 2019</a>, have caused many <a target="_blank" href="https://www.downtoearth.org.in/natural-disasters/a-month-after-indias-deadliest-landslide-ever-wayanad-villages-begin-to-recover" class="sc-c9299ecf-0 bZUiKB" rel="noopener">waterlogged </a><a target="_blank" href="https://www.downtoearth.org.in/natural-disasters/a-month-after-indias-deadliest-landslide-ever-wayanad-villages-begin-to-recover" class="sc-c9299ecf-0 bZUiKB" rel="noopener">crops</a><a target="_blank" href="https://www.downtoearth.org.in/natural-disasters/a-month-after-indias-deadliest-landslide-ever-wayanad-villages-begin-to-recover" class="sc-c9299ecf-0 bZUiKB" rel="noopener"> to rot.</a></p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Between 2005 and 2015, there was a<a target="_blank" href="https://krishi.icar.gov.in/jspui/bitstream/123456789/57676/1/6.3.pdf" class="sc-c9299ecf-0 bZUiKB" rel="noopener"> steep decline</a><a target="_blank" href="https://krishi.icar.gov.in/jspui/bitstream/123456789/57676/1/6.3.pdf" class="sc-c9299ecf-0 bZUiKB" rel="noopener"> in lands dedicated to tuber production in Kerala</a>, with many of these being diverted to the more lucrative rubber cultivation instead, according to a report by the Central Tuber Crop Research Institute of Kerala.</p>
</div>
<figure>
<div data-component="image-block" class="sc-18fde0d6-0 gfTVSf">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0k8bpr3.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0k8bpr3.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0k8bpr3.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0k8bpr3.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0k8bpr3.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0k8bpr3.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0k8bpr3.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0k8bpr3.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0k8bpr3.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0k8bpr3.jpg.webp" alt="Sai Krishan, Thirunelly Tribal Special Intervention Programme (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)" class="sc-a34861b-0 efFcac" loading="lazy" width="600">.               <span class="sc-a34861b-2 fxQYxK">Sai Krishan, Thirunelly Tribal Special Intervention Programme</span></div>
</div>
</figure>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Conserving these tubers, most of which are roughly 2-3ft long (60-90cm), isn't just an endeavour to preserve old ways and habits, it's also about boosting nutrition, says <a target="_blank" href="https://mssrfcabc.res.in/?team=dr-shakeela-v" class="sc-c9299ecf-0 bZUiKB" rel="noopener">V Shakeela</a>, director of the Community Agrobiodiversity Centre of MS Swaminathan Research Foundation, based in Wayanad.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"It's the solution to many mounting problems that these tribal communities are facing in the present, especially malnutrition and providing food security in the face of [worsening] climate change," says Shakeela. National data <a target="_blank" href="https://www.researchgate.net/publication/293795348_Prevalence_of_undernutrition_among_tribal_preschool_children_in_Wayanad_district_of_Kerala/figures?lo=1" class="sc-c9299ecf-0 bZUiKB" rel="noopener">shows that the health of indigenous people</a> is significantly poorer than other groups.</p>
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<div data-component="ad-slot" data-testid="ad-unit" class="sc-d2ebd0a7-0 iayHyW"></div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"Primarily, the women growing these tubers are doing so to nourish their own families, and to ensure that these ancient rare varieties don't fade away," Shakeela says.</p>
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<figure>
<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0k8bvdr.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0k8bvdr.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0k8bvdr.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0k8bvdr.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0k8bvdr.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0k8bvdr.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0k8bvdr.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0k8bvdr.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0k8bvdr.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0k8bvdr.jpg.webp" alt="Sai Krishan, Thirunelly Tribal Special Intervention Programme Irumbupallam in Wayanad, home to the Noorang Tuber Conservation Centre (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)" class="sc-a34861b-0 efFcac" loading="lazy" width="600">.               <span class="sc-a34861b-2 fxQYxK">Sai Krishan, Thirunelly Tribal Special Intervention Programme</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">Irumbupallam in Wayanad, home to the Noorang Tuber Conservation Centre (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)</figcaption>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Women in her community have always taken the lead in gathering tubers, Lakshmi says. They didn't have to venture too far into the forests to find them, and they were easy to stack and store, providing plenty of food for a growing family.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">"We believe in the medicinal value of these indigenous tubers," says Shantha, another member of the Noorang group. "Most mothers here will swear by its ability to cure digestive and stomach problems, especially if you cook it with turmeric."</p>
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<div data-component="subheadline-block" class="sc-18fde0d6-0 eeiVGB">
<h2 class="sc-518485e5-0 kRvAla"><span id="a-disappearing-lifestyle" class="sc-7dcfb11b-0 kPypaC"><b id="a-disappearing-lifestyle" class="sc-7dcfb11b-0 kVRnKf">A disappearing lifestyle</b></span></h2>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The Vetta Kuruman community once lived <a target="_blank" href="https://sdma.kerala.gov.in/wp-content/uploads/2020/11/TribalHousingReportUNDP.pdf" class="sc-c9299ecf-0 bZUiKB" rel="noopener">in small scattered settlements deep in the forests of Wayanad</a>, which were vulnerable to floods and landslides.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">In 2003, the community of roughly 700 people was <a target="_blank" href="https://sdma.kerala.gov.in/wp-content/uploads/2020/11/TribalHousingReportUNDP.pdf" class="sc-c9299ecf-0 bZUiKB" rel="noopener">resettled</a> by the Keralan government and made their new homes on the outskirts of the forests in which they once lived.   </p>
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<p class="sc-eb7bd5f6-0 fYAfXe">In 2016, the government <a target="_blank" href="https://stdd.kerala.gov.in/trdm" class="sc-c9299ecf-0 bZUiKB" rel="noopener">gave each family</a> half an acre of land to use how they saw fit – with the majority using it for agriculture and raising cattle. That change marked a distinct shift in dietary habits for the tribal communities, says Sai Krishnan.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">The Thirunelly Tribal Comprehensive Development Project <a target="_blank" href="https://lsgkerala.gov.in/index.php/en/kudumbashree/featured-topics/noorang-programme-starts-thirunelly" class="sc-c9299ecf-0 bZUiKB" rel="noopener">founded the Noorang group</a> during the Covid-19 pandemic, in May 2022, with the aim of improving food security for tribal communities and to deal with their shift away from foraging tubers in the forests to cultivating rice, banana, vegetables and other crops on their lands.</p>
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<section class="sc-e11d1f0-0 eVThlc">
<div class="sc-e11d1f0-1 kDQByp">
<p class="sc-e11d1f0-3 enuiUn">CARBON COUNT</p>
<div class="sc-e11d1f0-2 ewSByo">
<div class="sc-e11d1f0-4 fzKnud">
<p class="sc-eb7bd5f6-0 fYAfXe">The emissions from travel it took to report this story were 0kg CO2. The digital emissions from this story are an estimated 1.2g to 3.6g CO2 per page view. <a target="_self" href="https://www.bbc.com/future/article/20200131-why-and-how-does-future-planet-count-carbon" class="sc-c9299ecf-0 bZUiKB"><b id="find-out-more-about-how-we-calculated-this-figure-here." class="sc-7dcfb11b-0 kVRnKf">Find out more about how we calculated this figure here.</b></a></p>
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</section>
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<p class="sc-eb7bd5f6-0 fYAfXe">The project is part of the Kudumbashree Mission in Kerala (<i id="kudumbashree" class="sc-7dcfb11b-0 kKcaog">kudumbashree</i> means "the prosperity of family" in the local Malayalam language), a government farming initiative to eradicate poverty, provide agricultural training and empower women in vulnerable tribal communities.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">"During Covid-19, we conducted an educational programme for the children of tribal members. We mapped the food they ate, and that's when we learned that many of them weren't really aware of the rich tuber varieties that once used to be the mainstay of their communities," says Saikrishnan.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The survey showed that dietary habits were changing, he says. Children showed a preference for rice, which the state government provides free to low-income families<a target="_blank" href="https://dyuthi.cusat.ac.in/xmlui/handle/purl/2896" class="sc-c9299ecf-0 bZUiKB" rel="noopener"> through a public distribution system</a>.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"Tubers were always a quick, rich source of protein for us in the past," says Lakshmi. "If our children were to move away from our traditional source of food, that would be a great loss indeed. Losing the nutrition that we have relied on for generations would be like losing part of our identity."</p>
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<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">It's the solution to many mounting problems that these tribal communities are facing in the present – V Shakeela</span></div>
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<p class="sc-eb7bd5f6-0 fYAfXe">Since their formation in 2022, the 10 members of the Noorang group have planted and brought back to the community 180 varieties of wild tubers, including 15 varieties of wild yam (noorang), three varieties of elephant yam, eight types of <i id="colocasia" class="sc-7dcfb11b-0 kKcaog">Colocasia</i> (also known as elephant ears, a potato-like tuber), 16 species of turmeric, four kinds of tapioca, seven varieties of sweet potato, two of ginger, three of arrow root and one Chinese potato.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">"The goal is to save as many varieties of rare seeds that we can find and to cultivate and nurture more tubers," says Sarasu, a member of Noorang.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">When they first began clearing the land for planting, they faced a Herculean task, says Sarasu, because they couldn't afford to hire labour and many the <a target="_blank" href="http://www.keralaplants.in/vegetation-southern-tropical-thorn-forests.aspx" class="sc-c9299ecf-0 bZUiKB" rel="noopener">thorny scrubs and plants </a>that dotted the land, including invasive species like <i id="lantana-camera" class="sc-7dcfb11b-0 kKcaog">Lantana camera</i>. This scrambling shrub can <a target="_blank" href="https://keys.lucidcentral.org/keys/v3/eafrinet/weeds/key/weeds/Media/Html/Lantana_camara_(Lantana).htm" class="sc-c9299ecf-0 bZUiKB" rel="noopener">grow 2-4m (6.6-13.1ft) tall and forms dense thickets</a>, full of sharp, thorny prickles.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"Our hands would bleed at the end of a day clearing… [they were] all raw and sore," says Sarasu. "We do everything ourselves, without the help of tractors that big farmers use. And we cannot afford to pay for help yet." Inadequate funds have also hampered their own efforts, she says.</p>
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<div data-component="image-block" class="sc-18fde0d6-0 jFCfG">
<div data-testid="image" class="sc-a34861b-1 jxzoZC"><img sizes="(min-width: 1280px) 50vw, (min-width: 1008px) 66vw, 96vw" srcset="https://ichef.bbci.co.uk/images/ic/160xn/p0k8bvq1.jpg.webp 160w,https://ichef.bbci.co.uk/images/ic/240xn/p0k8bvq1.jpg.webp 240w,https://ichef.bbci.co.uk/images/ic/320xn/p0k8bvq1.jpg.webp 320w,https://ichef.bbci.co.uk/images/ic/480xn/p0k8bvq1.jpg.webp 480w,https://ichef.bbci.co.uk/images/ic/640xn/p0k8bvq1.jpg.webp 640w,https://ichef.bbci.co.uk/images/ic/800xn/p0k8bvq1.jpg.webp 800w,https://ichef.bbci.co.uk/images/ic/1024xn/p0k8bvq1.jpg.webp 1024w,https://ichef.bbci.co.uk/images/ic/1376xn/p0k8bvq1.jpg.webp 1376w,https://ichef.bbci.co.uk/images/ic/1920xn/p0k8bvq1.jpg.webp 1920w" src="https://ichef.bbci.co.uk/images/ic/480xn/p0k8bvq1.jpg.webp" alt="Sai Krishan, Thirunelly Tribal Special Intervention Programme Tourists visit the women during their annual harvest festival (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)" class="sc-a34861b-0 efFcac" loading="lazy" width="600">.               <span class="sc-a34861b-2 fxQYxK">Sai Krishan, Thirunelly Tribal Special Intervention Programme</span></div>
</div>
<figcaption class="sc-8353772e-0 cvNhQw">Tourists visit the women during their annual harvest festival (Credit: Sai Krishan, Thirunelly Tribal Special Intervention Programme)</figcaption>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The Noorang group operates on a tight budget. The land is provided by Noorang member Shantha's family and is leased to the other members for five years. In return, the other women pay her a sum of 5,000 rupees per year, which works out to roughly 3.5% of the collective's 150,000-rupee yearly revenue (£1,400/$1,800).</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">In addition to foraging for wild tuber seeds in the forest, members are also using seeds provided by local farmers for free, who have been eager to help them. </p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"The tubers must be planted during the peak summer months in April and May before the monsoons set in so that the crop can benefit the most from the rainy weather. The harvest season is from December to March," says Sai Krishnan.<b id="" class="sc-7dcfb11b-0 kVRnKf"> </b></p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The tubers the women have collected and sown have grown rapidly. The women take turns weeding the land on alternate days, while juggling their role as wives and mothers, caring for poultry and doing odd jobs to earn extra income.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"We need to keep up paying work as well, so we have enough income for our families,” says Sarasu. "In spite of the hardships, growing tubers is something we do for ourselves, regardless of how little we receive from it. To me, it's like embracing a part of our heritage."  </p>
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<div data-component="quote-block" class="sc-18fde0d6-0 dlWCEZ">
<div class="sc-9967660-0 WkJHg">
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<div class="sc-9967660-0 WkJHg"><span class="sc-9967660-2 bBAxiJ">Knowing that the work we do is important and useful, that's kept us going – Shantha</span></div>
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<p class="sc-eb7bd5f6-0 fYAfXe">The women sell their produce in local markets themselves, and at fairs across Kerala, with each earning an average of 9,000-15,000 rupees (£80/$107) a year. "Since we cannot pay for [agricultural] labour, there are limitations to how much we can produce at the moment," says Lakshmi.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">The women face other challenges as well. Monkeys and wild boars tend to snack on their produce. Wild elephants cause <a target="_blank" href="https://www.frontiersin.org/journals/conservation-science/articles/10.3389/fcosc.2023.1142325/full" class="sc-c9299ecf-0 bZUiKB" rel="noopener">great damage to crops as well</a>.</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">While tubers are hardy crops, resistant to heat and don't require too much water, the women say floods and landslides pose a threat to these crops. While flooding is a problem during the monsoons, severe <a target="_blank" href="https://jtropag.kau.in/index.php/ojs2/article/view/1003/708" class="sc-c9299ecf-0 bZUiKB" rel="noopener">drought</a> in the summer months can be just as damaging.  The lack of water <a target="_blank" href="https://www.researchgate.net/publication/44019137_Tuber_Water_and_Pressure_Potentials_Decrease_and_Sucrose_Contents_Increase_in_Response_to_Moderate_Drought_and_Heat_Stress" class="sc-c9299ecf-0 bZUiKB" rel="noopener">can impact the development of the tuber, causing it to shrivel up and shrink, affecting </a><a target="_blank" href="https://www.researchgate.net/publication/44019137_Tuber_Water_and_Pressure_Potentials_Decrease_and_Sucrose_Contents_Increase_in_Response_to_Moderate_Drought_and_Heat_Stress" class="sc-c9299ecf-0 bZUiKB" rel="noopener">the quality of the crop</a>.</p>
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<p class="sc-eb7bd5f6-0 fYAfXe">At the beginning of every year, during the harvest festival called Thiragali, the women display their produce at the Thirunelly Seed Festival, alongside many other farmers who <a target="_blank" href="https://optimizeias.com/thirunellys-seed-festival-celebrates-traditional-climate-resilient-seeds-and-farm-produce/" class="sc-c9299ecf-0 bZUiKB" rel="noopener">showcase their own climate-resistant seeds and farm produce.</a> "Interacting with a wider community of farmers has always given us new insights and inspiration," says Shantha. "It makes us feel that we aren't working alone, in isolation. Knowing that the work we do is important and useful, that's kept us going."</p>
</div>
<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">Locally, their labour has not gone unrecognised. During the harvest festival, local authorities come to see their tubers and survey their agricultural practices, says Sarasu. Sometimes, the women have the opportunity to meet other farmers or interact with foreign tourists who sample their tubers. "This interaction and exchange of ideas has been so empowering," says Sarasu. But there's another reason why the women persevere.</p>
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<div data-component="text-block" class="sc-18fde0d6-0 dlWCEZ">
<p class="sc-eb7bd5f6-0 fYAfXe">"We think of our project as something special that we're doing for the next generation," says Shantha. "And that's what makes it so meaningful."</p>
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<title>Climate change plays a role in global rise of dengue fever</title>
<link>https://sdgtalks.ai/climate-change-plays-a-role-in-global-rise-of-dengue-fever</link>
<guid>https://sdgtalks.ai/climate-change-plays-a-role-in-global-rise-of-dengue-fever</guid>
<description><![CDATA[ This article explores the relationship between climate change and the recent surge of dengue fever. 2024 has seen a massive spike in the disease, with 12 million confirmed cases, as opposed to 6 million in 2023, itself a record year. It&#039;s estimated that climate change through higher temperatures was responsible for 20% of the increase seen in the countries analyzed. ]]></description>
<enclosure url="https://npr.brightspotcdn.com/dims3/default/strip/false/crop/1024x704+0+0/resize/800/quality/85/format/webp/" length="49398" type="image/jpeg"/>
<pubDate>Sun, 01 Dec 2024 21:15:23 -0500</pubDate>
<dc:creator>Eadyn Thompson</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="storytitle"></div>
<div id="storytext" class="storytext storylocation linkLocation">
<div id="resg-s1-35248" class="bucketwrap image large">
<div class="credit-caption">In 2023, some 6 million cases of <a href="https://www.sciencedirect.com/science/article/pii/S2772707624001309?via%3Dihub">dengue fever</a> were reported worldwide — more than ever before. Then, 2024 blew that record away. More than 12 million cases have been reported worldwide so far this year.</div>
</div>
<p>Case numbers had been rising for years before that, though. Now, a new study awaiting peer review suggests that climate change has likely <a href="https://www.medrxiv.org/content/10.1101/2024.01.08.24301015v1.full">played a significant role in the expansion of the disease</a> from 1995 to 2014, according to an analysis presented in November at the American Society of Tropical Medicine and Hygiene conference in New Orleans. Over that time period, climate change increased the caseload by roughly 20% across the 21 countries in the study — all places where dengue fever was already established, like Indonesia, India and Brazil.</p>
<p>The numbers could skyrocket with further climate change, even beyond the record-breaking case numbers from the past few years, says Erin Mordecai, an infectious disease expert at Stanford University and one of the authors of the new analysis.</p>
<p>"Many of the places in the study region are going to more than double their projected dengue incidence" if human-caused climate change continues to aggressively heat up the planet, she says. But the growth could be contained — not stopped, but at least minimized — if climate action keeps global temperatures in check, she stresses.</p>
<p>Dengue fever is the most common tropical disease in the world. In about a quarter of cases, it can drive painful fever and the sensation of aching joints and bones leads to its common name "breakbone fever." In a <a href="https://www.sciencedirect.com/science/article/pii/S2772707624001309">small percentage of cases</a> — and most often when someone contracts the disease for a second time — it can be fatal.</p>
<p>Millions of cases of dengue fever play out every year worldwide. But there is currently no commonly available vaccine for adults, and little beyond palliative care to manage the disease once contracted.</p>
<h3 class="edTag">Climate fingerprints on dengue fever</h3>
<p>Dengue fever is spread between people by two species of mosquitoes, <em>Aedes albopictus </em>and <em>Aedes aegypti</em>.</p>
<p>"Mosquitoes are exothermic," or cold-blooded, Mordecai explains. "So when the temperature gets warmer, everything that their body does speeds up."</p>
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<p>Dengue fever is spread by two species of mosquito. Adult females of one of those species, Aedes albopictus, are examined under a microscope. Each species thrives under particular weather conditions. Climate change is expanding those ideal zones into many new parts of the world, increasing the number of cases.</p>
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<p>Mosquitoes grow faster. They more effectively replicate the virus in their guts. They even bite more aggressively as temperatures warm toward those ideal levels.</p>
<p>Previous research in laboratories showed that those species of mosquitoes thrived within a predictable temperature range. For <em>Aedes albopictus</em>, the ideal Goldilocks temperature was roughly 79 degrees Fahrenheit. For <em>Aedes aegypti</em>, it was slightly higher, a balmy 84 degrees.</p>
<p>There is a built-in limit, says Mordecai: Too far past those Goldilocks temperatures and mosquitoes suffer and start to die. And a dead mosquito can't spread disease.</p>
<p>The researchers could track changes in temperature over time in tandem with changes in reported disease cases. And using climate models, they could tease out how much of the temperature rise in each location could be blamed on human-caused climate change — a technique called attribution. Then, using sophisticated statistical techniques borrowed from economics, they could link the human-driven temperature increases with increased caseloads.</p>
<p>Similar strategies are now commonly used to diagnose human-caused climate change's fingerprint on extreme weather like heat waves or hurricanes. But the new analysis is one of the first to explicitly link climate change to changes in infectious disease cases.</p>
<p>"Understanding how much of the increase in disease can be attributed to climate can give us more confidence in our predictions for how infections are going to respond to future climate changes," says Marta Shocket, a disease ecologist at Lancaster University in the U.K. "And this can help us do better long-term planning for how we allocate different public health resources."</p>
<p>Overall, the researchers found that temperature conditions generally favor the expansion of the disease, especially in areas like highland Mexico, Bolivia and Brazil. Hotter areas, like Thailand and Cambodia, have seen growth as well, but smaller marginal increases because temperatures were already near the mosquitoes' upper limits.</p>
<p>They could also look into the future to see where risks might emerge — and how many cases could be in store in an even hotter future. Many parts of South America, particularly those that are at the cooler end of the mosquitoes' preferred temperature range now, could see their caseloads double by the middle of the century if warming continues on its current trajectory. Only Cambodia was projected to see a drop in cases.</p>
<p>"A lot of regions that are more temperate will become more suitable — and what's scary is that it happens to overlap a lot with really densely populated cities," says Jamie Caldwell, an infectious disease researcher at Princeton University who was not involved in the study.</p>
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<p>A health worker dispenses insecticide with fogging machines to kill mosquitoes spreading dengue fever ahead of the Day of the Dead celebrations in Merida, Mexico. 2024 broke records for the number of dengue fever cases reported worldwide. Hugo Borges/AFP via Getty Images</p>
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<p>A nurse takes care of a patient at a hospital near Lima, Peru. The country experienced an outbreak of dengue fever in 2024 — a pattern that was replicated in many countries around the world. A new study suggests climate change may be contributing to the spread of the mosquito-borne disease. Juan Carlos Cisneros/AFP via Getty Images</p>
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<p>The study did not include countries where dengue fever is still rare, a category which includes the U.S. But the number of cases within U.S. borders has also risen sharply in recent years, in hot, humid regions like Florida and southern Texas. But in 2023, several cases of locally acquired dengue fever were reported for the <a href="https://www.npr.org/2024/06/26/nx-s1-5020248/u-s-is-seeing-increased-risk-of-dengue-infections-health-officials-warn">first time in Southern California</a>. More were identified this year in Los Angeles County.</p>
<p>When dengue caseloads are high in the rest of the world, it increases the chances the disease can make its way into new areas, like the U.S., says Katharine Walter, an epidemiologist at the University of Utah.</p>
<p>"The world is more connected than ever before, and country borders are artificial," she says. "Unchecked viral transmission doesn't stay in one place."</p>
<h3 class="edTag">Public health efforts still matter — a lot</h3>
<p>A hotter planet contributes to the expansion of the disease — but it is far from the only reason, says Benny Rice, a disease ecologist at Princeton University. Dengue fever, like other diseases spread by "vectors" like mosquitoes or ticks, is controlled by a vast array of factors.</p>
<p>Urbanization — particularly in unplanned developments like those springing up on the outskirts of cities worldwide — often creates mosquito havens, leading to a higher likelihood of disease outbreaks. Global travel also allows the disease to spread quickly and easily between regions. Other weather factors, like the frequency and intensity of rainfall or extreme weather, also influence the dynamics of dengue outbreaks.</p>
<p>In some ways, all that complexity represents opportunity, says Rice. He points out that even if climate change influences 20% of dengue cases — or even more — that leaves 80% of cases that could be reined in. "The public health interventions that have existed for years are more important than ever," he says — from efforts like aggressive efforts to curb mosquito populations to developing strong local networks of medical care.</p>
<p>Nonetheless, the study shows that "the climate really gives context for where and when outbreaks could occur," Caldwell says.</p>
<p>The analysis suggests dengue cases will continue to skyrocket as Earth's climate continues to warm. By the middle of the century, the number of cases could rise by 60% as more parts of the world enter the mosquito-friendly temperature zone.</p>
<p>But Mordecai says that points to a clear solution: alongside the other public health measures, any success at slowing Earth's warming by reducing planet-warming emissions will lessen the risks.</p>
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<title>SunFed cucumbers and Costco eggs recalled for potential salmonella contamination</title>
<link>https://sdgtalks.ai/sunfed-cucumbers-and-costco-eggs-recalled-for-potential-salmonella-contamination</link>
<guid>https://sdgtalks.ai/sunfed-cucumbers-and-costco-eggs-recalled-for-potential-salmonella-contamination</guid>
<description><![CDATA[ Cucumbers and eggs were recalled by the FDA across the Southern US, following salmonella outbreaks. 68 people were infected with salmonella following contact with the cucumbers, while no illnesses have been reported yet from the eggs. ]]></description>
<enclosure url="https://www.tasteofhome.com/wp-content/uploads/2018/04/shutterstock_654685762.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 01 Dec 2024 12:46:35 -0500</pubDate>
<dc:creator>Eadyn Thompson</dc:creator>
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<p>Cucumbers shipped to the U.S. and Canada, and organic eggs sold in 25 Costco stores in five southern U.S. states, were recalled this week for potential salmonella contamination.</p>
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<p>The cucumber outbreak sickened 68 people, including 18 who were hospitalized, in 19 states, the Centers for Disease Control and Prevention said Friday. No one has died. Produce grown in Sonora, Mexico, by Agrotato S.A. may be the culprit, the agency said.</p>
<p>A recall announced Thursday by <a href="https://www.fda.gov/safety/recalls-market-withdrawals-safety-alerts/sunfed-produce-llc-recalls-whole-fresh-american-cucumbers-because-possible-health-risks-due">the U.S. Food and Drug Administration</a> was tied to the outbreak. SunFed Produce, based in Arizona, recalled cucumbers sold between Oct. 12 and Nov. 26, the FDA said.</p>
<p>The recall happened after SunFed was told by the FDA that there were associated illnesses reported between Oct. 12 and Nov. 15. People who bought cucumbers during the window should check with the store where they purchased them to see if the produce is part of the recall.</p>
<p>The egg recall involved nearly 11,000 cartons of 24-count organic eggs sold under Costco's Kirkland Signature brand that landed on shelves in Alabama, North Carolina, Georgia, South Carolina and Tennessee starting Nov. 22, <a href="https://www.fda.gov/safety/recalls-market-withdrawals-safety-alerts/handsome-brook-farms-issues-recall-kirkland-signature-organic-pasture-raised-24-count-eggs-because">according to the company's announcement posted Wednesday</a> on the FDA website.</p>
<p>No illnesses were immediately reported. Handsome Brook Farms said the cartons included eggs that were "not intended for retail distribution." Shoppers should check to see whether their egg cartons have Julian code 327 printed on the side and have a use-by date of Jan. 5, 2025. If the eggs are included in the recall, throw them out or take them back to the store for a refund.</p>
<p>Customers who had either of the recalled food products should wash items and surfaces that may have been in contact with the foods using hot, soapy water or a dishwasher.</p>
<p>Salmonella can cause symptoms that begin six hours to six days after ingesting the bacteria and include diarrhea, fever and stomach cramps. Most people recover without treatment within a week, but young children, people older than 65 and those with weakened immune systems can become seriously ill.</p>
<p>Earlier this summer, a separate salmonella outbreak in cucumbers sickened 450 people in the U.S.</p>
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<p>A U.S. Food and Drug Administration building is seen behind FDA logos at a bus stop on the agency's campus in Silver Spring, Md., in 2018. Cucumbers shipped to the U.S. and Canada, and organic eggs sold in 25 Costco stores in five southern U.S. states, were recalled this week for potential salmonella contamination.</p>
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<title>From Data to Dialogue: Transforming Oncology With Real&#45;World Evidence</title>
<link>https://sdgtalks.ai/from-data-to-dialogue-transforming-oncology-with-real-world-evidence</link>
<guid>https://sdgtalks.ai/from-data-to-dialogue-transforming-oncology-with-real-world-evidence</guid>
<description><![CDATA[ This article explores the use of Real-World Data (RWD) to improve patient care in oncology. RWD, health data collected outside of a formal clinical trial, has significant potential to improve quality and affordability of care by allowing the integration of vastly more data sources into the treatment pipeline. ]]></description>
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<pubDate>Sat, 30 Nov 2024 22:05:23 -0500</pubDate>
<dc:creator>Eadyn Thompson</dc:creator>
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<content:encoded><![CDATA[<p class="py-2 mb-2 text-sm italic text-gray-600">Sandra Cuellar, PharmD, from the University of Illinois Chicago, highlights the critical role of real-world data in shaping reimbursement models for oncology therapies and emphasizes the growing importance of patient-centered care through shared decision-making, precision medicine, and patient-reported outcomes.</p>
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<p class="pb-2">The role of real-world data (RWD) and patient-centered care in oncology is evolving, said Sandra Cuellar, PharmD, clinical associate professor in the Department of Pharmacy Practice at the University of Illinois Chicago.</p>
<p class="pb-2">RWD is essential for assessing the effectiveness of high-cost cancer therapies in diverse, real-world patient populations, influencing the development of flexible reimbursement models. She also emphasizes the growing importance of patient-centered care, where patient-reported outcomes (PROs), precision medicine, and shared decision-making play a critical role in tailoring treatment options to individual patients. This shift marks a move away from one-size-fits-all approaches toward personalized care that considers patients’ unique circumstances, preferences, and quality of life.</p>
<p class="pb-2"><em>This transcript has been lightly edited for clarity.</em></p>
<p class="pb-2"><strong><span style="text-decoration: underline;">Transcript</span></strong></p>
<p class="pb-2"><strong>How do you foresee the use of real-world data influencing the development of new reimbursement models for high-cost therapies in oncology?</strong></p>
<p class="pb-2">I think real-world data is absolutely critical. So, when you look at the these drugs in clinical trials, [researchers] identify the best of the best patients in terms of their tolerability, their ECOG performance status. But giving these therapies in the real world in a more diverse population—maybe not as healthy—what does that look like in a more broader scheme? And I think real-world data gives us that: what does this treatment look like in the real world with maybe not such healthy patients, and what are the outcomes, and what do those metrics look like? And I think when you have more of that data that can influence how we're looking at reimbursement and have some more say in what we can do.</p>
<p class="pb-2">In terms of outpatient basis, is this really something that we're seeing benefits in the real world, or was this something that we just saw in the clinical trial? Having that real-world data allows us to have more comparative data too in order to really have more leeway in different reimbursement models. So I think real-world data is really critical.</p>
<p class="pb-2"><strong>How has the approach to patient-centered care changed in oncology in recent years, and what more can be done to put patients at the center of their treatment journey?</strong></p>
<p class="pb-2">Yeah, so I've been working in oncology for 21 years, and patient-centered care has really been something that's, I think, more and more evolving and becoming more important. A lot of the clinical trials and data incorporate patient-reported outcomes. Sometimes we also are seeing patients be a part of the tumor board, or having their voice as a part of "Well, this is what the physician thinks for [my] therapy. But really, is this something that is for [me], the patient?"</p>
<p class="pb-2">So not only from the patient's perspective, but even patient-centered care in terms of the precision medicine that we offer, I think that is critical now in oncology as we're looking at precision medicine, looking at the unique biological features of the tumor and having specific drug therapy. We're looking at patient-reported outcomes so when we have 2 different treatment options, a lot of these clinical trials are looking at PROs and looking at them like, "Well, this [treatment] has better quality of life metrics, or this [one] has better patient-reported outcomes. And perhaps of these 2, efficacy looks the same, safety looks seem looks the same, but the PROs are better with this particular treatment vs the other."</p>
<p class="pb-2">So, I think that that is something that is becoming more incorporated. It's more a part of our thought process. Where is this patient in their journey, and where they're at in their life? And how does that influence our treatment making decisions? Before, I think 20 years ago, the physician would say, "This is a treatment we're prescribing you," and really not having a lot of that dialog between the patient and the provider.</p>
<p class="pb-2">Now, I think that it's about like, "These are your options. We can go systemic therapy. We can go [with this type]." We're getting them more involved in their treatment and what it entails. [For example], you [may] have to be hospitalized and if the patient is unable to be hospitalized because they have small children at home, what does that look like? So I think the conversation is there, and the patient has more of a voice and a say in their treatment options. And it's good to know that in 2024 we have a lot of things that we can offer these patients. It's not just systemic therapy, one-size-fits-all. We're looking at not only precision tumor medicine, but also incorporating the voice of the patient and what what their say is in their treatment. So I think that that's what we're seeing.</p>]]> </content:encoded>
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<title>Fight against global hunger set back 15 years, warns UN report</title>
<link>https://sdgtalks.ai/fight-against-global-hunger-set-back-15-years-warns-un-report</link>
<guid>https://sdgtalks.ai/fight-against-global-hunger-set-back-15-years-warns-un-report</guid>
<description><![CDATA[ Progress fighting global hunger has been set back 15 years, leaving around 733 million people going hungry in 2023, equivalent to one in 11 people globally and one in five in Africa, according to the latest UN State of Food Security and Nutrition in the World (SOFI) report ]]></description>
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<pubDate>Wed, 27 Nov 2024 23:08:24 -0500</pubDate>
<dc:creator>Micaiah Will</dc:creator>
<media:keywords>Hunger</media:keywords>
<content:encoded><![CDATA[<p><strong>“The bottom line is that we are still far off-track towards the goal of ridding the world of hunger, food insecurity and malnutrition by 2030,</strong>” said Maximo Torero, Chief Economist at the UN Food and Agriculture Organization (<a href="http://www.fao.org/home/en/" class="ext" data-extlink="" target="_blank" rel="noopener noreferrer" title="(opens in a new window)">FAO</a>), in reference to the<span> </span><a href="https://www.un.org/sustainabledevelopment/sustainable-development-goals/">Sustainable Development Goals</a><span> </span>(SDGs) and specifically SDG 2: Zero Hunger.</p>
<p>Mr. Torero noted that if current trends persist, around 582 million people will still face hunger in 2030, half of them in Africa.</p>
<p>Despite progress in combating stunting and in promoting breastfeeding, global hunger levels have remained stubbornly static for three consecutive years. </p>
<p>Between 713 million and 757 million people were undernourished in 2023, around 152 million more than in 2019, according to the report, a joint publication by FAO, the International Fund for Agricultural Development (<a href="https://www.ifad.org/en/" class="ext" data-extlink="" target="_blank" rel="noopener noreferrer" title="(opens in a new window)">IFAD</a>), the UN Children's Fund (<a href="https://www.unicef.org/" class="ext" data-extlink="" target="_blank" rel="noopener noreferrer" title="(opens in a new window)">UNICEF</a>), the UN World Food Programme (<a href="http://www1.wfp.org/" class="ext" data-extlink="" target="_blank" rel="noopener noreferrer" title="(opens in a new window)">WFP</a>), and the UN World Health Organization (<a href="http://www.who.int/en/" class="ext" data-extlink="" target="_blank" rel="noopener noreferrer" title="(opens in a new window)">WHO</a>).</p>
<h2><strong>Africa, Asia, Latin America in focus</strong></h2>
<p>Regional trends show a stark contrast with hunger continuing to rise in Africa, affecting 20.4 per cent of the population, while remaining stable in Asia at 8.1 per cent. This is a significant concern given that the region houses more than half of those facing hunger worldwide. Latin America has shown some progress with 6.2 per cent of its population facing hunger. However, from 2022 to 2023, hunger increased in Western Asia, the Caribbean, and most African subregions.</p>
<p>FAO’s Mr. Torero highlighted that Africa faces a unique challenge as it is the only region where hunger has risen owing to all three major drivers: conflict, climate extremes and economic downturns. </p>
<p>Of them all, he emphasized that war remains “a major driver” of hunger, exacerbating the food crisis across countries.</p>
<h2><strong>Getting enough food is out of reach</strong></h2>
<p>The report's other key findings include that<span> </span><strong>access to adequate food remains out of reach for billions.</strong><span> </span>In 2023, approximately 2.33 billion people globally were moderately or severely food insecure, almost the same number as during the COVID pandemic. </p>
<p>Over 864 million people experienced severe food insecurity, meaning having to go for periods without food. While Latin America has seen some improvement in food security, in Africa, a full 58 per cent of the continent’s people are moderately or severely food insecure.</p>
<p>The economic reasons for global remain a major issue, too: the report found 2.8 billion people couldn’t afford a healthy diet in 2022. The contrast between high-income and low-income countries is stark, with just 6.3 per cent of people in the former unable to afford a healthy diet, compared to 71.5 per cent in poorer nations. And although Asia, North America and Europe saw improvements, the situation worsened in Africa.</p>
<h2><strong>Coronavirus link to hunger</strong></h2>
<p><a href="https://www.un.org/coronavirus">COVID-19</a><span> </span>remains a significant marker in the fight against global hunger, with the number of people unable to afford a healthy diet by 2022 falling below pre-pandemic levels in upper-middle and higher-income countries.</p>
<p>On the other hand,<span> </span><strong>in low-income countries by 2022, the number of people unable to buy enough healthy food</strong><span> </span><strong>reached its highest level since 2017</strong>. In 2020, 1.68 billion people globally could not afford a healthy diet, with a 59 per cent increase in lower-middle-income countries. Mr. Torero attributed this disparity to "the significant increase of inequalities among countries and regions caused by COVID-19".</p>
<h2><strong>Targets hit – and missed</strong></h2>
<p>Progress in child nutrition has been mixed, the UN report shows.</p>
<p>Although exclusive breastfeeding rates have increased to 48 per cent, low birthweight levels remain stagnant at around 15 per cent and stunting in children under five decreased to 22.3 per cent - still short of targets.</p>
<p>There was little movement in combating wasting and anaemia in women, while adult obesity continued to rise, reaching 15.8 per cent in 2022, with projections of more than 1.2 billion obese adults by 2030.</p>
<p>These numbers show the complexity of malnutrition in all its forms and the need for targeted interventions, the report’s authors maintained, amid a backdrop of<span> </span><strong>persistent food price inflation, conflicts, climate change and economic downturns</strong><span> </span>that is making food insecurity and malnutrition worse globally.</p>
<h2><strong>Digging deep to end hunger</strong></h2>
<p>In line with the theme of this year’s report - “Financing to End Hunger, Food Insecurity and All Forms of Malnutrition” – its recommendations focus on a comprehensive approach to achieving SDG 2: Zero Hunger. This includes transforming agrifood systems, addressing inequalities and making healthy diets affordable and accessible. </p>
<p>The report calls for increased, cost-effective financing and a standardised approach to food security and nutrition.</p>
<p>Mr. Torero explained: “One of the major recommendations is to come up with a common definition so that we understand what we are financing and the key elements to include in this definition. This will enhance accountability for donors and provide a clearer picture of financial flows.”</p>
<p>UN agency heads, including FAO Director-General Qu Dongyu and UN Children’s Fund (UNICEF) Executive Director Catherine Russell, stressed that closing the financing gap is crucial. They emphasized that substantial investment is required to end hunger and malnutrition, framing it as both a future investment and a fundamental obligation.</p>
<p>Of the 119 low and middle-income countries featured in the report, 63 per cent have limited access to financing. These countries are also affected by multiple factors of food insecurity. Better data coordination, higher risk tolerance and more transparency are key to bridging the financing gap and strengthening global food security efforts, the report maintains.</p>
<p>“We need to understand that<span> </span><strong>our agri-food systems are under increasing risk and uncertainty due to climate change…donors must adopt greater risk tolerance to activate effective finance</strong>,” Mr. Torero said.</p>]]> </content:encoded>
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<title>Vaccine Inequity Undermining Global Recovery</title>
<link>https://sdgtalks.ai/Vaccine-Inequity-Undermining-Global-Recovery</link>
<guid>https://sdgtalks.ai/Vaccine-Inequity-Undermining-Global-Recovery</guid>
<description><![CDATA[ The WHO warns that vaccine inequity hampers global economic recovery, with low vaccination rates in some regions threatening health systems and economies. Addressing this disparity is crucial for achieving collective resilience and stability, underscoring the need for equitable access to vaccines to foster a stronger, more inclusive recovery worldwide. ]]></description>
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<pubDate>Fri, 04 Oct 2024 19:35:11 -0500</pubDate>
<dc:creator>Karuna Owens</dc:creator>
<media:keywords>Sustainable, Development, Engineering, Water, Energy, Poverty, Planet, People, Hunger, Humanitarian, Doctors, Health</media:keywords>
<content:encoded><![CDATA[<p align="center"><em>New Global Dashboard on COVID-19 Vaccine Equity finds low-income countries would add $38 billion to their GDP forecast for 2021 if they had the same vaccination rate as high-income countries. Global economic recovery at risk if vaccines are not equitably manufactured, scaled up and distributed.  </em></p>
<p>COVID-19 vaccine inequity will have a lasting and profound impact on socio-economic recovery in low- and lower-middle income countries without urgent action to boost supply and assure equitable access for every country, including through dose sharing, according to new data released today by the United Nations Development Programme (UNDP), the World Health Organization (WHO) and the University of Oxford.</p>
<p>An acceleration in scaling up manufacturing and sharing enough vaccine doses with low-income countries could have added $38 billion to their GDP forecast for 2021 if they had similar vaccination rates as high income countries. At a time when richer countries have paid trillions in stimulus to prop up flagging economies, now is the moment to ensure vaccine doses are shared quickly, all barriers to increasing vaccine manufacturing are removed and financing support is secured so vaccines are distributed equitably and a truly global economic recovery can take place.</p>
<p>A high price per COVID-19 vaccine dose relative to other vaccines and delivery costs – including for the health workforce surge – could put a huge strain on fragile health systems and undermine routine immunization and essential health services and could cause alarming spikes in measles, pneumonia and diarrhea. There is also a clear risk in terms of foregone opportunities for the expansion of other immunization services, for example the safe and effective rollout of HPV vaccines. Lower income countries need timely access to sustainably priced vaccines and timely financial support.</p>
<p>These insights come from the Global Dashboard for COVID-19 Vaccine Equity, a joint initiative from UNDP, WHO and the University of Oxford’s Blavatnik School of Government, which combines the latest information on COVID-19 vaccination with the most recent socio-economic data to illustrate why accelerating vaccine equity is not only critical to saving lives but also to driving a faster and fairer recovery from the pandemic with benefits for all.</p>
<p>“In some low- and middle-income countries, less than 1 per cent of the population is vaccinated – this is contributing to a two-track recovery from the COVID-19 pandemic”,<strong><span> </span>said UNDP Administrator, Achim Steiner.</strong><span> </span>“It’s time for swift, collective action – this new COVID-19 Vaccine Equity Dashboard will provide Governments, policymakers and international organisations with unique insights to accelerate the global delivery of vaccines and mitigate the devastating socio-economic impacts of the pandemic.”</p>
<p>According to the new Dashboard, which builds on data from multiple entities including the IMF, World Bank, UNICEF and Gavi, and analysis on per capita GDP growth rates from the World Economic Outlook, richer countries are projected to vaccinate quicker and recover economically quicker from COVID-19, while poorer countries haven’t even been able to vaccinate their health workers and most at-risk population and may not achieve pre-COVID-19 levels of growth until 2024. Meanwhile, Delta and other variants are driving some countries to reinstate strict public health social measures. This is further worsening the social, economic and health impact, especially for the most vulnerable and marginalised people. Vaccine inequity threatens all countries and risks reversing hard won progress on the Sustainable Development Goals.<br><br>“Vaccine inequity is the world’s biggest obstacle to ending this pandemic and recovering from COVID-19,”<span> </span><strong>said Dr Tedros Adhanom Ghebreyesus, Director-General of the World Health Organization.</strong><span> </span>“Economically, epidemiologically and morally, it is in all countries' best interest to use the latest available data to make lifesaving vaccines available to all.”</p>
<p>Designed to empower policy makers and development partners to take urgent action to reduce vaccine inequity, the Global Dashboard breaks down the impact of accessibility against a target for countries to vaccinate their at-risk populations first to reduce mortality and protect the health system and then move on to vaccinating larger shares of the population to reduce disease burden and re-open socio-economic activity.</p>
<p>The Dashboard is facilitated by the Global Action Plan for Healthy Lives and Well-being for All (SDG3 GAP), which aims to improve collaboration across the multilateral system to support an equitable and resilient recovery from the pandemic and drive progress towards the health-related SDGs.</p>
<p><em><strong>Notes to editors</strong></em></p>
<p><a href="https://data.undp.org/vaccine-equity/" data-sf-ec-immutable="">https://data.undp.org/vaccine-equity/</a> </p>]]> </content:encoded>
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<title>6 Solutions for Zero Hunger</title>
<link>https://sdgtalks.ai/6-Solutions-for-Zero-Hunger</link>
<guid>https://sdgtalks.ai/6-Solutions-for-Zero-Hunger</guid>
<description><![CDATA[ The World Food Program outlines six key solutions to end global hunger, emphasizing sustainable agriculture, nutrition education, social protection, climate resilience, food waste reduction, and empowering women. By addressing these interconnected issues, we can create a world where everyone has access to nutritious food and a better future. ]]></description>
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<pubDate>Fri, 04 Oct 2024 19:31:32 -0500</pubDate>
<dc:creator>Karuna Owens</dc:creator>
<media:keywords>Sustainable, Development, Engineering, Water, Energy, Poverty, Planet, People, Hunger, Humanitarian</media:keywords>
<content:encoded><![CDATA[<h2 class="wp-block-heading"><strong>1. Break the Cycle of Conflict and Hunger</strong></h2>
<p>With almost<span> </span><a href="https://www.wfpusa.org/drivers-of-hunger/conflict/">60% of the world’s hungriest people living in conflict affected zones</a>,<span> </span><a href="https://www.wfp.org/conflict-and-hunger#:~:text=With%20almost%2060%20percent%20of,challenge%20to%20achieving%20zero%20hunger.">conflict is the greatest challenge to Zero Hunger</a>.</p>
<p>Conflict and hunger create a vicious cycle. When war erupts, instability forces people to find illicit and sometimes violent means of acquiring their necessities. In this unstable period where access to food is fought over, the risk of social unrest heightens.</p>
<p>The U.N. World Food Programme is on the frontlines of the world’s worst conflicts, going where others can’t to deliver lifesaving food in the hardest-to-reach areas. The agency’s work to solve hunger has contributed to improving prospects for peace – effectively breaking the conflict and hunger cycle. In conflict zones, the U.N. World Food Programme is there to provide food and cash assistance, keep kids in classrooms with school meals and rebuild infrastructure through community projects.</p>
<p>In 2020, the U.N. World Food Programme became the Nobel Peace Prize laureate and was recognized by the Nobel Committee “for its efforts to combat hunger, for its contribution to bettering conditions for peace in conflict affected areas and for acting as a driving force in efforts to prevent the use of hunger as a weapon of war and conflict.” The U.N. World Food Programme’s Nobel Peace Prize is a powerful call to action, recognizing the important link between conflict and hunger and the critical role of food assistance as a building block to peace and stability.</p>
<p></p>
<h2 class="wp-block-heading"><strong>2. Increase Sustainability and Build Resilience to Climate Change</strong></h2>
<p><a href="https://www.wfpusa.org/drivers-of-hunger/">Climate extremes are one of the main drivers of severe hunger</a>. We have entered a ‘new normal’ where consecutive and extreme weather events – like droughts, flooding, hurricanes and cyclones – decimate farming and drive displacement. As a result, communities constantly operate in recovery mode: Diminished economies, destroyed infrastructure and disrupted access to food significantly reduce people’s capacity to rebuild their livelihoods and prepare for the next imminent disaster.</p>
<p>The U.N. World Food Programme helps communities build resilience to climate change through long-term solutions including:</p>
<ul>
<li>Reforestation and land rehabilitation projects</li>
<li>Climate insurance for small-scale farmers</li>
<li>Providing local institutions with access to sustainable energy solutions</li>
</ul>
<p>To tackle the challenges of climate change, food availability and food access, we must also help farmers grow a more diverse range of crops and livestock. That’s why the U.N. World Food Programme teaches farmers new techniques, equips them with tools and educates their communities about the nutritional importance of eating a wide range of foods.</p>
<p></p>
<h2 class="wp-block-heading"><strong>3. Address Poverty &amp; Inequality Through Social Safety Nets</strong></h2>
<p>Poverty and inequality are the root causes of global hunger. Imagine being a mother who must forgo her daily meals to feed her children, or a farmer who must sell food rations in exchange for farming equipment.</p>
<p>The U.N. World Food Programme helps governments strengthen national safety nets that safeguard their citizens from poverty, inequality and hunger. By 2030, the U.N. World Food Programme aims to substantially increase people’s access to their national social protection systems – thereby promoting equitable economic growth.</p>
<p>The U.N. World Food Programme is the world’s largest provider of humanitarian cash,<span> </span><a href="https://www.wfp.org/cash-transfers">distributing cash to over 40 million people across 70 countries</a>. The global food crisis is mainly one of access where record-high prices mean people cannot buy what they need. Where markets are functioning, the U.N. World Food Programme can provide<span> </span><a href="https://www.wfp.org/supply-chain-for-cash-transfers">cash-based assistance</a><span> </span>in the form of bank notes, vouchers, debit cards, e-money or mobile money. Cash transfers empower families to decide how to spend their money while supporting local markets and economies.</p>
<p>Through<span> </span><a href="https://www.wfpusa.org/programs/food-for-assets/">Food for Assets</a><span> </span>projects, the U.N. World Food Programme offers food or cash assistance while participants work on community assets like roads, dams and irrigation systems. The community-centered approach of coming together to reinvigorate participants’ environment has extra benefits like promoting nutrition, gender equality and social protection. For example, in Mozambique, the Food For Assets program provides female farmers with opportunities to test out innovative farming techniques designed to build their harvests’ resilience to climate change. Participants may also receive agricultural training, which boosts their income and access to food.</p>
<p></p>
<h2 class="wp-block-heading"><strong>4. Help Rural Farmers Connect to Markets</strong></h2>
<p>One of the cruelest ironies of hunger is its disproportionate impact on small-scale farmers—the very people who grow food for a living. Small-scale farmers make up<span> </span><a href="https://www.wfp.org/smallholder-market-support">the majority of people living in poverty.</a><span> </span>Their economic losses come from lack of access to production inputs like proper storage, fertilizer and farming equipment as well as constant challenges from climate extremes.</p>
<p>The U.N. World Food Programme works to connect small-scale farmers to local economies while providing them with the resources to improve production, reduce their post-harvest losses, develop business skills and gain access to financial tools.</p>
<p><a href="https://www.wfp.org/smallholder-market-support">In over 40 countries</a><span> </span>the U.N. World Food Programme connects small-scale farmers to markets so that they can supply their own communities with lifesaving food. The program<span> </span><a href="https://www.wfp.org/purchase-for-progress">Purchase for Progress (P4P)</a><span> </span>partners farmers with the private sector, encouraging investments that diversify their crops and expand their business prospects.</p>
<p></p>
<h2 class="wp-block-heading"><strong>5. Reduce Food Waste &amp; Food Loss</strong></h2>
<p>The world produces more than enough food to feed everyone, and yet<span> </span><a href="https://www.wfp.org/global-hunger-crisis">828 million people still go to bed hungry each night.</a><span> </span>In high-income countries,<span> </span><a href="https://www.wfpusa.org/drivers-of-hunger/food-waste/">40% of food is wasted</a><span> </span>because people buy more food than they can consume. In low-income countries, where the vast majority of the world’s hungriest people live, most food loss occurs during the early stages of growth, harvest and storage.</p>
<p>The U.N. World Food Programme is working to eliminate food loss and waste by:</p>
<ul>
<li>Providing farmers with modern storage equipment like silos and air-tight bags</li>
<li>Offering long-lasting foods like flour, dried beans and salt – all properly packaged in sturdy containers</li>
<li>Investing in innovations like hydroponics that allow communities to grow, sell and store food in the harshest conditions</li>
<li>Selling and storing food in impossible places<span> </span><a href="https://www.wfp.org/stories/11-facts-about-food-loss-and-waste-and-how-it-links-sustainable-food-systems">due to exposure of extreme temperatures, excess dust and general pollution</a></li>
<li>Advocating for policy that distributes American-grown crops to people in need – like the<span> </span><a href="https://www.wfpusa.org/articles/how-the-u-s-farm-bill-reaches-far-beyond-u-s-farms/">U.S. Farm Bill</a><span> </span>which supplies the U.N. World Food Programme with U.S. agricultural commodities like rice, corn, wheat and soybeans for people abroad.</li>
</ul>
<h2 class="wp-block-heading"><strong></strong></h2>
<h2 class="wp-block-heading"><strong>6. Eliminate Malnutrition in Mothers &amp; Children</strong></h2>
<p>5% of deaths among children under age 5 are caused by malnutrition. The first two years of a baby’s life are critical when it comes to receiving the nourishment they need to grow into a healthy adult. From Fortified Blended Foods to High Energy Biscuits, the U.N. World Food Programme ensures millions of children and pregnant and nursing women have access to specialized nutritious food. Last year, the U.N. World Food Programme reached more than 17 million mothers and children with programs to prevent and treat malnutrition.</p>
<h3 class="wp-block-heading"><strong>What You Can Do to End World Hunger</strong></h3>
<p>Zero Hunger may seem like an impossible goal, but through these six solutions we can make this dream a reality. The U.N. World Food Programme plays a vital role in that work by:</p>
<ul>
<li>Ensuring people in conflict-affected areas will not have food weaponized against them</li>
</ul>
<ul>
<li>Anticipating, responding to and building resilience against the shocks and stresses of climate extremes</li>
<li>Leveraging social safety nets, cash assistance and infrastructure to financially empower communities and local markets</li>
<li>Connecting small-scale farmers with the tools they need to maintain sustainable agriculture for their country’s food security</li>
<li>Making sure that the ample food that is grown across the world does not go to waste due to improper management or redistribution</li>
<li>Protecting groups affected by or at risk of malnutrition (primarily mothers and children) by supplying them with specialized nutritious foods</li>
</ul>
<p>You also play a vital role in ending world hunger. There are a lot of ways you can be part of creating a Zero Hunger world like playing the Freerice game, signing advocacy petitions or starting a fundraising campaign.<span> </span><a href="https://www.wfpusa.org/get-involved">Discover how you can be part of the solution for global hunger.</a></p>
<p>Unless action is taken now, millions of people have the potential to fall into deeper levels of hunger. We can respond to this global emergency by addressing hunger at its root causes. We all have an obligation to build a future that better serves our planet and all the people that live on it.</p>
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<title>The movement to end hunger</title>
<link>https://sdgtalks.ai/the-movement-to-end-hunger-99725</link>
<guid>https://sdgtalks.ai/the-movement-to-end-hunger-99725</guid>
<description><![CDATA[ Article about a joint initiative to combat hunger in the US. ]]></description>
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<pubDate>Mon, 30 Sep 2024 19:39:44 -0500</pubDate>
<dc:creator>hallu</dc:creator>
<media:keywords>Zero Hunger, SDG2, UN, walmart</media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>This article talks about a continuing partnership between Walmar, Sam's Club, and Feeding America. The initative is an ongoing attempt to combat hunger in the US and drive change. The initiative has 3 pieces to it. Walmart and Sam's Club run a fundraising campaigin where customers have the option to donate to the charity. Employees and volunteers will participate in food banks in the communities. And then finally they work to raise public awareness.</p>
<p>To conclude, the article emphasizes the importance of the collabaritive efforts of these three organizatoins, and states what the importance of this project is.</p>
</blockquote>
<p></p>
<p></p>
<p></p>
<h1>Walmart, Sam's Club and Feeding America Partner Again to Fight Hunger.</h1>
<h1>Spark Change in the Movement to End Hunger</h1>
<p><i>Now in its 11<sup>th</sup><span> </span>year, the annual cause marketing campaign has helped Feeding America<sup>®<span> </span></sup>food banks</i> <i>secure nearly 1.9 billion meals* for people facing hunger in local communities.</i></p>
<p><span class="legendSpanClass"><span class="xn-location">CHICAGO</span></span>,<span> </span><span class="legendSpanClass"><span class="xn-chron">April 1, 2024</span></span><span> </span>/PRNewswire/ -- For the 11<sup>th</sup><span> </span>consecutive year, all U.S. Walmart stores and Sam's Clubs are teaming up with their customers, members, suppliers and associates for the annual Fight Hunger. Spark Change. campaign to support the Feeding America<sup><i>®</i><span> </span></sup>network of partner food banks.</p>
<p>Since its inception in 2014, Fight Hunger. Spark Change. has generated more than<span> </span><span class="xn-money">$186 million</span><span> </span>for Feeding America and local food banks, helping to secure nearly 1.9 billion meals* for people facing hunger.</p>
<p>"Walmart and Sam's Club have demonstrated extraordinary commitment over the course of our partnership. With partnerships like this, we can end hunger in this country," said<span> </span><span class="xn-person">Claire Babineaux-Fontenot</span>, Feeding America's CEO. "They understand the importance of fresh, nutritious food for thriving communities, and their support transcends beyond dollars and pounds - together with people facing hunger, our teams are helping to build new pathways to equitable food access for all."</p>
<p>The campaign will run online and in stores from<span> </span><span class="xn-chron">April 1-April 29</span>. Shoppers have three easy ways to support neighbors in need:</p>
<ul type="disc">
<li>For every participating product purchased in store or online at Walmart.com or SamsClub.com, the supplier will donate the monetary equivalent of at least one meal<span> </span><span class="xn-money">($0.10)</span><span> </span>on behalf of a Feeding America partner food bank at Walmart and five meals<span> </span><span class="xn-money">($0.50)</span><span> </span>at Sam's Club, up to applicable limits. See specially marked packages for full details.<br class="dnr"> </li>
<li>Donate at check-out in stores or clubs or online at Walmart.com and the Walmart app.<br class="dnr"> </li>
<li>Donate at Feeding America's Fight Hunger. Spark Change. campaign site at either <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=1274840543&amp;u=http%3A%2F%2Fwww.feedingamerica.org%2FWalmart&amp;a=www.FeedingAmerica.org%2FWalmart" rel="nofollow noopener" target="_blank">www.FeedingAmerica.org/Walmart</a><span> </span>or <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=2480027342&amp;u=http%3A%2F%2Fwww.feedingamerica.org%2FSamsClub&amp;a=www.FeedingAmerica.org%2FSamsClub" rel="nofollow noopener" target="_blank">www.FeedingAmerica.org/SamsClub</a>.</li>
</ul>
<p>During the campaign, all donations stay local. Sales-activated supplier donations and register donations are directed to a local Feeding America partner food bank located within a store or club's community.</p>
<p>"Serving communities and expanding access to affordable, healthy food lies at the heart of Walmart and Sam's Club's purpose to help people live better," said<span> </span><span class="xn-person">Kathleen McLaughlin</span>, Executive Vice President and Chief Sustainability Officer, Walmart and President, Walmart Foundation. "Our annual Fight Hunger. Spark Change. campaign is a way that we invite our customers, members and suppliers to fight hunger alongside us. The funds raised through this campaign go toward local Feeding America food banks, meaning we can all make a difference in our own neighborhoods."</p>
<p>For nearly 20 years, Walmart, Sam's Club and the Walmart Foundation have worked with Feeding America, local food banks, food pantries and meals programs to transform the charitable food experience, supporting Feeding America and local food banks with more than<span> </span><span class="xn-money">$240 million</span><span> </span>in investments – nearly<span> </span><span class="xn-money">$160 million</span><span> </span>from the company and the Walmart Foundation and nearly<span> </span><span class="xn-money">$85 million</span><span> </span>from customers and members.</p>
<p>The 20 participating suppliers for Walmart include: Bush Brothers &amp; Company; CELSIUS<sup>®<span> </span></sup>Essential Energy Drink; The Coca-Cola Company; Conagra Brands; Dole Packaged Foods; Ferrara; Ferrero; General Mills; The Hain Celestial Group; Hershey Salty Snacks; Hidden Valley Ranch; Kellanova; W.K. Kellogg Company; Keurig Dr Pepper; Kodiak; Kraft Heinz; Monster Energy; Pepsi-Cola Advertising &amp; Marketing, Inc.; Unilever</p>
<p>The 8 participating suppliers for Sam's Club include: General Mills; W.K. Kellogg Company; Kraft Heinz; Nestlé; Nissin; Nongshim; Palmetto Gourmet Foods, A Borealis Foods Company; Unilever</p>
<p>To learn more about the campaign, visit<span> </span><a href="https://www.feedingamerica.org/campaigns/fight-hunger-spark-change" rel="nofollow noopener" target="_blank">https://www.feedingamerica.org/campaigns/fight-hunger-spark-change</a>. </p>
<p><i>*Currently,<span> </span><span class="xn-money">$1</span><span> </span>helps provide at least 10 meals secured by Feeding America<sup>®<span> </span></sup>on behalf of local partner food banks.</i></p>]]> </content:encoded>
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<item>
<title>Colorectal Cancer Trends Among Youth: A Call to Action for Health Equity and Innovation</title>
<link>https://sdgtalks.ai/colorectal-cancer-trends-among-youth-a-call-to-action-for-health-equity-and-innovation</link>
<guid>https://sdgtalks.ai/colorectal-cancer-trends-among-youth-a-call-to-action-for-health-equity-and-innovation</guid>
<description><![CDATA[ The rising rates of colorectal cancer among younger people, as highlighted in the recent study led by Dr. Islam Mohamed, underscore several critical issues pertaining to the UN Sustainable Development Goals (SDGs). Let&#039;s delve into how this concerning trend aligns with these global objectives. ]]></description>
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<pubDate>Fri, 10 May 2024 14:22:29 -0500</pubDate>
<dc:creator>Clark Howard</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>First and foremost, the increase in colorectal cancer cases among individuals under 50 years old intersects with Goal 3: Good Health and Well-Being. This goal emphasizes the importance of ensuring healthy lives and promoting well-being for all ages. The rising incidence of colorectal cancer in younger demographics signifies a significant public health challenge that demands attention and action to safeguard the well-being of individuals across all age groups.</p>
<p>Furthermore, the study's findings prompt considerations related to Goal 9: Industry, Innovation, and Infrastructure. While the exact causes behind the uptick in colorectal cancer cases among younger generations remain uncertain, the speculation regarding environmental factors, such as changes in food processing methods or exposure to plastics, underscores the need for further research and innovation in understanding the complex interplay between environmental factors and human health.</p>
<p>Additionally, the article touches upon the importance of timely screening and access to healthcare services, resonating with Goal 3 and Goal 10: Reduced Inequalities. Ensuring equitable access to screening and healthcare services is essential to mitigate disparities in cancer diagnosis and treatment outcomes among different demographic groups, thereby advancing the overarching objective of reducing inequalities and promoting universal health coverage.</p>
<p>Moreover, the study's implications extend to Goal 17: Partnerships. Addressing the multifaceted challenges posed by rising colorectal cancer rates among younger individuals requires collaborative efforts among healthcare providers, researchers, policymakers, and communities. By fostering partnerships and knowledge-sharing initiatives, stakeholders can enhance prevention, early detection, and treatment strategies to mitigate the impact of colorectal cancer on public health.</p>
<p>In conclusion, the findings of the study underscore the interconnectedness between health outcomes and broader sustainable development objectives. Addressing the rising rates of colorectal cancer among younger populations necessitates a holistic approach that aligns with the principles and targets outlined in the UN Sustainable Development Goals.</p>
</blockquote>
<p></p>
<h1 class="article-hero-headline__htag lh-none-print black-print">Colon cancer rates have been rising for decades in younger</h1>
<h1 class="article-hero-headline__htag lh-none-print black-print">people, study finds</h1>
<div class="styles_articleDek__Icz5H styles_withImage__SSIip" data-testid="article-dek">Researchers saw a sharp increase among teenagers but noted that the overall number of cases in that age group are very low.</div>
<div class="styles_articleDek__Icz5H styles_withImage__SSIip" data-testid="article-dek">
<section class="mb7">
<div class="article-inline-byline" data-activity-map="inline-byline-article-top">By<span> </span><span class="byline-name" data-testid="byline-name">Kaitlin Sullivan</span></div>
</section>
<div class="article-body__content">
<p class="">Colorectal cancer rates have been rising for decades among people too young for routine screening, new research finds.</p>
<p class="">Routine screening is<span> </span><a href="https://www.nbcnews.com/health/cancer/colonoscopy-15-years-colon-cancer-average-risk-rcna150372" target="_blank" rel="noopener">recommended every 10 years</a><span> </span>starting at age 45; the new study focused on rates of the disease in children and adults ages 10 to 44, using data from the Centers for Disease Control and Prevention.</p>
<div id="taboolaReadMoreBelow"></div>
<p class="">Cases of colorectal cancer were on the rise in all age groups, the researchers found.</p>
<p class="">“It means that there is a trend,” said Dr. Islam Mohamed, an internal medicine resident physician at the University of Missouri-Kansas City who led the research. “We don’t know what to make of it yet, it could be lifestyle factors or genetics, but there is a trend.”</p>
<p class="">The findings, which have not yet been published in a peer-reviewed journal, will be presented later this month at the Digestive Disease Week conference in Washington, D.C. </p>
<p class="">Despite the increases, the overall number of cases in people younger than 40 was still low. In people under age 30, cases remained exceedingly rare.</p>
<p class="">But with such low rates to begin with, any increase can take on a larger significance.</p>
<p class="">The study found that colorectal cancer diagnoses in children ages 10 to 14 jumped from 0.1 cases per 100,000 in 1999 to 0.6 per 100,000 in 2020, a 500% increase. Cases among 15- to 19-year-olds jumped by more than 300%, from 0.3 per 100,000 to 1.3 cases per 100,000 people. In people ages 20 to 24, cases rose from 0.7 to 2 per 100,000 people, a 185% rise. </p>
<p class="">“When you are starting off with a very rare disease in 15-year-olds and you add a couple cases, you are going to have a huge percentage increase,” said Dr. Folasade May, an associate professor of medicine in the University of California, Los Angeles Vatche and Tamar Manoukian Division of Digestive Diseases. </p>
<p class="">The increases were smaller for people over 25, but they also started with higher rates in 1999 than the younger groups. People older than 25 saw a more moderate, but still significant, rise in cases. The age group that was just too young to be routinely screened — those ages 40 to 44 — saw an increase of 45%, from about 15 per 100,000 people to about 21 cases per 100,000 people in 2020.</p>
<p class="">“We know this disease is age-related, as you get older you are more likely to develop polyps and those polyps are more likely to develop into cancer,” said May. </p>
<p class="">May said that although the overall trend is alarming, it’s reassuring to see that the oldest group had the smallest percentage increase, since that group started with the largest number of cases. The data is still important, she said.</p>
<p class="">“Anybody who is 15 to 19 years old getting a colorectal cancer diagnosis is bad,” May said. </p>
<h2 class=""><strong>‘Changing the face of colorectal cancer’</strong></h2>
<p class="">Colorectal cancer rates<span> </span><a href="https://www.nbcnews.com/health/cancer/colon-cancer-advanced-younger-symptoms-rcna72983" target="_blank" rel="noopener">have been rising</a><span> </span>in people younger than 50 over the last few decades. At the same time, cases and deaths from the cancer that was once thought to only affect older people is decreasing in people in their 60s and beyond. </p>
<p class="">“This reflects the changing face of colorectal cancer,” said Dr. Christopher Lieu, co-director of gastrointestinal medical oncology at the University of Colorado School of Medicine.</p>
<p class="">The increasing rates in younger people means that the greater risk for the disease will likely stick with them for the rest of their lives, a phenomenon called the birth cohort effect, Lieu said.  That means that a 40-year-old born in 1984 has a higher risk of colorectal cancer than someone born in 1950 did when they were 40.  </p>
<p class="">“It’s not like when you become a 50-year-old that risk diminishes, you carry that risk with you,” he said. “As younger people age, I worry that we will see increases in colorectal cancer cases in the groups that are getting screened.”</p>
<p class="">Doctors are still searching for answers as to why colorectal cancer cases are on the rise among younger generations. But the reason does not appear to be genetic, May said. </p>
<p class="">“There are a few cancers where we are now seeing an earlier onset and they are probably linked. We don’t know why, but I think what we all agree on is that it is something environmental over something genetic,” she said, noting that it may be tied to more recently developed food processing methods or exposure to plastics. </p>
<p class="">The experts agreed that the increases in colorectal cancer rates among younger generations were alarming, but did not support<span> </span><a href="https://www.nbcnews.com/news/investigations/study-finds-breast-cancer-risk-women-auto-plastics-factories-flna1c7144180" target="_blank" rel="noopener">lowering the screening age</a><span> </span>for people who have an average risk. In 2018, the American Cancer Society dropped its<span> </span><a href="https://www.cancer.org/research/acs-research-highlights/colon-and-rectal-cancer-research-highlights/screening---early-detection-colorectal-cancer-studies/people-45-49-not-getting-screened-for-colorectal-cancer.html#:~:text=The%20decision%20was%20based%20on,colorectal%20cancer%20at%20age%2045" target="_blank" rel="noopener">recommendation</a><span> </span>for routine screening from age 50 to 45. </p>
<p class="">“Before we talk about lowering the screening age from 45, we need to get those people screened. Less than 60% of people 45 and over have been screened,” May said. </p>
<p class="">Lieu said the data reinforces the importance of everyone, in every age group, being aware of the warning signs of colorectal cancer, and that doctors understand the importance of screening even their young patients if symptoms arise. </p>
<p class="">“Young patients wait longer to go to the doctor and also have to<span> </span><a href="https://www.nbcnews.com/health/cancer/colon-cancer-often-misdiagnosed-treatment-delayed-many-younger-patients-n977291" target="_blank" rel="noopener">wait longer to establish their diagnosis</a><span> </span>because many of our patients get told they are too young to have colorectal cancer,” Lieu said. “We don’t want our patients to experience that any more, especially based on this data.” </p>
<p class="">The most common symptoms patients in the study diagnosed with early onset colorectal cancer reported were changes in bowel habits — either constipation or diarrhea — abdominal pain, rectal bleeding and signs of anemia. Lieu said if anyone, especially a young person, has blood in their stool, that is reason to schedule an appointment with a doctor. </p>
<p class="">One of the most powerful things a person can do for their health is to understand their family history, Mohamed said. </p>
<p class="endmark">“Knowing their family history can provide them with valuable insights into their own health,” he said, noting that people who have a family history of colorectal cancer should start getting screened 10 years before a sibling or parent was diagnosed.</p>
</div>
</div>]]> </content:encoded>
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<item>
<title>SDG development in India</title>
<link>https://sdgtalks.ai/sdg-development-in-india</link>
<guid>https://sdgtalks.ai/sdg-development-in-india</guid>
<description><![CDATA[ This articles discusses a new initiative that the Rockefeller Philanthropy organization is heading. ]]></description>
<enclosure url="https://www.rockpa.org/wp-content/uploads/2018/10/DSCN0283-1080x500.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 09 May 2024 21:07:16 -0500</pubDate>
<dc:creator>hallu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>This article talks about the new initiative from the Rockefeller Philanthropy Advisors aimed at SDG's in India. There are a few key points the article emphasizes with the initiative. The initiative emphasizes the importance of working in collaboration with local government to roll out SDG plans. The focus areas for this initiative are: healthcare, education, geneder equality, and environmental sustainability. The initiative also aims to track the impact of different projects in order to make sure that they are being as effecient as possible. It's a long term comittment from the RPA toward advancing SDG's in India.</p>
</blockquote>
<p></p>
<h1 class=" text-center mb-0"></h1>
<h1 class=" text-center mb-0">A new initiative to achieve the Sustainable Development </h1>
<h1 class=" text-center mb-0">Goals in India</h1>
<p>As India marked its national holiday of Diwali, the SDG Philanthropy Platform, a growing collaborative promoting sustainable development, announced its second founding supporter for the initiative in India – the Avasant Foundation. The Platform in India will connect and catalyze partnerships between philanthropic organizations, grantees and partners, the UN system, government, academia, impact investors and the broader business community in order to accelerate achievement of Agenda 2030 – a set of 17 Sustainable Development Goals (SDGs) – agreed by all the world’s governments in September 2015. The Platform’s website<span> </span><a href="https://www.sdgfunders.org/" target="_blank" rel="noopener">www.sdgfunders.org</a><span> </span>will also document how philanthropy is investing in the SDGs across India and promote exchange across those working on shared goals.</p>
<p>Work in India will focus on ending poverty, ensuring inclusive, quality education, achieving gender equality and women’s empowerment, and promoting inclusive and sustainable economic growth, employment and decent work for all. The Platform was launched in 2014 with support from the Conrad N. Hilton, Ford and The MasterCard Foundations, with a number of other funders joining over the last year, including Oak Foundation support for the work in India. Kevin Parikh, Chairman of Avasant Foundation, noted that “advancing the Sustainable Development Goals is critical to Avasant Foundation’s mission of empowering disadvantaged youth across the globe. The partnership with the SDG Philanthropy Platform illustrates how we are aligned in our mission for India given our focus on quality education, gender equality, and decent work and economic growth.” Avasant Foundation’s Executive Director Chitra Rajeshwari sees the “challenges, but even more the opportunities, to make real progress working together – not only in India but in other countries around the world,” and is helping to plan the 2017 launch.</p>
<p>Radhika Shah, Co-President of Stanford Angels &amp; Entrepreneurs and an Advisor to the Platform, linked the vision of Agenda 2030 with India’s most famous visionary – Mahatma Gandhi. “We are excited to launch the SDG Philanthropy Platform in the land of Mahatma Gandhi to advance his vision of a world that respects the dignity of every human being via self-reliance. We aim to bring together very different but equally committed stakeholders from within India and outside. We will draw on outstanding entrepreneurial and systems-change approaches from Stanford University and UCLA, and link technology innovation from networks such as Stanford Angels and Entrepreneurs, the South Asian diaspora in Silicon Valley, and universities in India including the IITs.” Heather Grady, a Vice President at Rockefeller Philanthropy Advisors, welcomed Avasant Foundation into the SDG Philanthropy Platform. “We applaud Avasant Foundation for being the first member of the India Founders Circle and, along with the Oak Foundation, helping to catalyze philanthropy’s commitment to collaborative approaches to the SDGs in India.”</p>
<p>This week’s announcement follows a commitment made by the Platform team at the 7<sup>th</sup><span> </span>Annual Global Entrepreneurship Summit, hosted by President Obama, in Silicon Valley in June 2016. The 8<sup>th</sup><span> </span>Summit in 2017 will be held in India. (<a href="https://www.whitehouse.gov/the-press-office/2016/06/24/fact-sheet-global-entrepreneurship-summit" target="_blank" rel="noopener">https://www.whitehouse.gov/the-press-office/2016/06/24/fact-sheet-global-entrepreneurship-summit</a>)</p>
<p>For more information, and to find out how to become a supporter of the SDG Philanthropy Platform in India, contact Radhika Shah at<span> </span><a href="mailto:radhika@cs.stanford.edu">radhika@cs.stanford.edu</a><span> </span>or Karolina Mzyk-Callias at<span> </span><a href="mailto:karolina.myzk@undp.org">karolina.myzk@undp.org</a>.</p>
<p>Follow the discussion on Twitter: #phil2015 @philSDGs</p>
<p></p>
<p></p>
<p><strong>About The SDG Philanthropy Platform</strong></p>
<p>The SDG Philanthropy Platform informs and catalyzes collaboration through building awareness and connections between those working in the philanthropy sector and beyond. Launched by the United Nations Development Program, Foundation Center, and Rockefeller Philanthropy Advisors in 2014, the Platform has brought together hundreds of foundations and philanthropists across many countries to create new partnerships to increase funding and create programs that will have greater, and more sustainable, impact on people’s lives. For more information, visit <a href="https://www.sdgfunders.org/" target="_blank" rel="noopener">sdgfunders.org</a>.</p>
<p> </p>]]> </content:encoded>
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<item>
<title>United Kingdom global health efforts</title>
<link>https://sdgtalks.ai/united-kingdom-global-health-efforts</link>
<guid>https://sdgtalks.ai/united-kingdom-global-health-efforts</guid>
<description><![CDATA[ This article talks about the UK&#039;s commitment to boosting global health efforts. ]]></description>
<enclosure url="https://assets.publishing.service.gov.uk/government/uploads/system/uploads/image_data/file/196255/s960_NEW_FUNDING_FOR_GLOBAL_HEALTH_GOV_PIC.png" length="49398" type="image/jpeg"/>
<pubDate>Thu, 09 May 2024 21:02:26 -0500</pubDate>
<dc:creator>hallu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>This article covers the UK's commitment to providing a substantial boost in support of global health efforts. The UK's announcment had a few key points. They pledged to provide increased financial and technical assistance to global health initiatives. Some emphasized areas were combatting infectious diseases, improving access to healthcare services, and strengthening health systems. The UK is committing long term to working with global health agencies to tackle health challenges.</p>
</blockquote>
<p></p>
<h1 class="gem-c-title__text govuk-heading-l"></h1>
<h1 class="gem-c-title__text govuk-heading-l">UK announces “transformational” support to boost global </h1>
<h1 class="gem-c-title__text govuk-heading-l">health at the UK General Assembly</h1>
<p><span>New UK funding will help achieve UN Sustainable Development Goals by boosting health security and improving health and wellbeing around the world.</span></p>
<p><span>From:<a class="govuk-link" href="https://www.gov.uk/government/organisations/foreign-commonwealth-development-office">Foreign, Commonwealth &amp; Development Office</a>, <a class="govuk-link" href="https://www.gov.uk/government/organisations/department-of-health-and-social-care">Department of Health and Social Care</a>, <a class="govuk-link" href="https://www.gov.uk/government/people/will-quince">Will Quince MP</a>, and <a class="govuk-link" href="https://www.gov.uk/government/people/james-cleverly">The Rt Hon James Cleverly MP</a></span></p>
<div class="responsive-bottom-margin">
<div class="gem-c-govspeak govuk-govspeak direction-ltr" data-module="govspeak" data-govspeak-module-started="true">
<div class="govspeak">
<ul>
<li>new UK government funding will help tackle future pandemics, boost research into vaccines and reduce deaths from infectious diseases and end preventable deaths of mothers, new-borns and children</li>
<li>package shows commitment to helping achieve the UN’s Sustainable Development Goals, a set of key targets to make the world a better place by 2030</li>
<li>funding announced by UK delegation at United Nations in New York will support resilient and inclusive health systems and help to save lives</li>
</ul>
<p>The UK is investing in ground-breaking research and development programmes to tackle the world’s most pressing health challenges.</p>
<p>International Development Minister Andrew Mitchell and Health Minister Will Quince announced at a series of health meetings at the UN General Assembly this week how UK scientific expertise will be harnessed to boost health security around the world.</p>
<p>This includes up to £103.5 million for developing affordable new vaccines through the UK Vaccine Network and other health products and treatments which will halt the spread of infectious diseases, as well as programmes to protect women’s sexual and reproductive health and ultimately reduce preventable deaths.</p>
<p>The UK is also supporting research and development into cutting-edge technology to respond quickly to disease outbreaks and improve the health of mothers, babies and children in low- and middle-income countries. Among other things this funding of £295 million will help develop new methods of administering drugs to help ensure life-saving care can reach the most remote-areas.</p>
<p>A further £95 million will be allocated to the Tackling Deadly Diseases in Africa Programme II, which partners with Kenya, Ghana, Uganda, Malawi, Democratic Republic of Congo, World Health Organization and the Africa Centres for Disease Control and Prevention to help detect and tackle future epidemics, drug resistant infections and climate change.</p>
<p>Minister for International Development, Andrew Mitchell said:</p>
<blockquote>
<p class="last-child">The UK is committed to reinvigorating progress towards the Sustainable Development Goals. The UK’s significant support for global health announced at the UN General Assembly this week will be truly transformational in creating more resilient and inclusive health systems worldwide.</p>
</blockquote>
<p>Health Minister Will Quince said:</p>
<blockquote>
<p>This investment in global health research is vital for saving lives – both at home and abroad.</p>
<p>Vaccines, drugs and diagnostics can help prevent outbreaks in the developing world, while also limiting spread and protecting populations at home.</p>
<p class="last-child">This UK Vaccine Network investment will help deliver effective and accessible vaccines for populations threatened by infectious diseases and cements the UK’s status as a leader in global health research.</p>
</blockquote>
<p>The third goal of the 17 UN Sustainable Development Goals was set up to “ensure healthy lives and promote well-being for all at all ages”.</p>
<p>New research and development funding announced by the UK this week will help partners to prepare for, prevent and respond rapidly to disease outbreaks with pandemic potential, including Ebola.</p>
<p>Investment in new vaccines, drugs, and diagnostics, as well as partnerships, will also allow us to accelerate the availability of a new vaccine or treatment the next time there is a pandemic.</p>
<p>In addition, the UK will also provide £5 million of additional funding to the TB Alliance to support the development and testing of new or improved tuberculosis treatments, including for multi-drug resistant TB, that further reduce the time to cure TB.  This will bring our funding for the TB Alliance up to nearly £70 million since 2017.</p>
<p>This week’s UK government health announcements build on our extensive track record of investing in health security through international development.  Since 2017, UK-supported efforts have resulted in over 30 new products coming to market, the distribution of more than 1 billion courses of malaria treatments helping to save an estimated 13 million lives, and the development of life-saving diagnostics for diseases like drug-resistant tuberculosis.</p>
<h2 id="further-information">Further information</h2>
<p>The UK’s health package includes:</p>
<ul>
<li>up to £295 million of funding for health research and development partnerships, as part of our commitment to promoting open and collaborative science. This new package of R&amp;D will bolster the world’s ability to respond swiftly and effectively to disease outbreaks, alongside a new research centre focused on the most dangerous infectious diseases. This will support the development of accessible and affordable new vaccines, drugs, medical devices, and diagnostics, and provide the evidence we need to reduce maternal, neonatal, and child mortality in low- and middle-income countries. This includes £80 million from FCDO to the Coalition for Epidemic Preparedness Innovations (CEPI), previously announced</li>
<li>£5 million of additional funding for the TB Alliance for 2023 to 2024</li>
<li>up to £103.5 million for the UK Vaccine Network (UKVN) Project to support critical research into combating infectious diseases that cause epidemics in developing countries, and ensure vaccines are accessible to everyone in need. UKVN funding was key for the foundational research and progression of the Oxford-AstraZeneca vaccine, the first in the world that was authorised for COVID-19</li>
<li>£95 million for a Tackling Deadly Diseases in Africa Programme II to partner with Kenya, Ghana, Uganda, Malawi and Democratic Republic of Congo and strengthen their ability to detect and tackle future epidemics, drug resistant infections and climate change</li>
</ul>
</div>
</div>
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<title>The movement to end hunger</title>
<link>https://sdgtalks.ai/the-movement-to-end-hunger</link>
<guid>https://sdgtalks.ai/the-movement-to-end-hunger</guid>
<description><![CDATA[ Article about a joint initiative to combat hunger in the US. ]]></description>
<enclosure url="https://feedingthevalley.org/wp-content/uploads/2023/06/FightHunger_2023_EN-logo_v4_on-blue-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 09 May 2024 19:39:40 -0500</pubDate>
<dc:creator>hallu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>This article talks about a continuing partnership between Walmar, Sam's Club, and Feeding America. The initative is an ongoing attempt to combat hunger in the US and drive change. The initiative has 3 pieces to it. Walmart and Sam's Club run a fundraising campaigin where customers have the option to donate to the charity. Employees and volunteers will participate in food banks in the communities. And then finally they work to raise public awareness.</p>
<p>To conclude, the article emphasizes the importance of the collabaritive efforts of these three organizatoins, and states what the importance of this project is.</p>
</blockquote>
<p></p>
<p><i>Now in its 11<sup>th</sup><span> </span>year, the annual cause marketing campaign has helped Feeding America<sup>®<span> </span></sup>food banks</i> <i>secure nearly 1.9 billion meals* for people facing hunger in local communities.</i></p>
<p><span class="legendSpanClass"><span class="xn-location">CHICAGO</span></span>,<span> </span><span class="legendSpanClass"><span class="xn-chron">April 1, 2024</span></span><span> </span>/PRNewswire/ -- For the 11<sup>th</sup><span> </span>consecutive year, all U.S. Walmart stores and Sam's Clubs are teaming up with their customers, members, suppliers and associates for the annual Fight Hunger. Spark Change. campaign to support the Feeding America<sup><i>®</i><span> </span></sup>network of partner food banks.</p>
<p>Since its inception in 2014, Fight Hunger. Spark Change. has generated more than<span> </span><span class="xn-money">$186 million</span><span> </span>for Feeding America and local food banks, helping to secure nearly 1.9 billion meals* for people facing hunger.</p>
<p>"Walmart and Sam's Club have demonstrated extraordinary commitment over the course of our partnership. With partnerships like this, we can end hunger in this country," said<span> </span><span class="xn-person">Claire Babineaux-Fontenot</span>, Feeding America's CEO. "They understand the importance of fresh, nutritious food for thriving communities, and their support transcends beyond dollars and pounds - together with people facing hunger, our teams are helping to build new pathways to equitable food access for all."</p>
<p>The campaign will run online and in stores from<span> </span><span class="xn-chron">April 1-April 29</span>. Shoppers have three easy ways to support neighbors in need:</p>
<ul type="disc">
<li>For every participating product purchased in store or online at Walmart.com or SamsClub.com, the supplier will donate the monetary equivalent of at least one meal<span> </span><span class="xn-money">($0.10)</span><span> </span>on behalf of a Feeding America partner food bank at Walmart and five meals<span> </span><span class="xn-money">($0.50)</span><span> </span>at Sam's Club, up to applicable limits. See specially marked packages for full details.<br class="dnr"> </li>
<li>Donate at check-out in stores or clubs or online at Walmart.com and the Walmart app.<br class="dnr"> </li>
<li>Donate at Feeding America's Fight Hunger. Spark Change. campaign site at either <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=1274840543&amp;u=http%3A%2F%2Fwww.feedingamerica.org%2FWalmart&amp;a=www.FeedingAmerica.org%2FWalmart" rel="nofollow noopener" target="_blank">www.FeedingAmerica.org/Walmart</a><span> </span>or <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=2480027342&amp;u=http%3A%2F%2Fwww.feedingamerica.org%2FSamsClub&amp;a=www.FeedingAmerica.org%2FSamsClub" rel="nofollow noopener" target="_blank">www.FeedingAmerica.org/SamsClub</a>.</li>
</ul>
<p>During the campaign, all donations stay local. Sales-activated supplier donations and register donations are directed to a local Feeding America partner food bank located within a store or club's community.</p>
<p>"Serving communities and expanding access to affordable, healthy food lies at the heart of Walmart and Sam's Club's purpose to help people live better," said<span> </span><span class="xn-person">Kathleen McLaughlin</span>, Executive Vice President and Chief Sustainability Officer, Walmart and President, Walmart Foundation. "Our annual Fight Hunger. Spark Change. campaign is a way that we invite our customers, members and suppliers to fight hunger alongside us. The funds raised through this campaign go toward local Feeding America food banks, meaning we can all make a difference in our own neighborhoods."</p>
<p>For nearly 20 years, Walmart, Sam's Club and the Walmart Foundation have worked with Feeding America, local food banks, food pantries and meals programs to transform the charitable food experience, supporting Feeding America and local food banks with more than<span> </span><span class="xn-money">$240 million</span><span> </span>in investments – nearly<span> </span><span class="xn-money">$160 million</span><span> </span>from the company and the Walmart Foundation and nearly<span> </span><span class="xn-money">$85 million</span><span> </span>from customers and members.</p>
<p>The 20 participating suppliers for Walmart include: Bush Brothers &amp; Company; CELSIUS<sup>®<span> </span></sup>Essential Energy Drink; The Coca-Cola Company; Conagra Brands; Dole Packaged Foods; Ferrara; Ferrero; General Mills; The Hain Celestial Group; Hershey Salty Snacks; Hidden Valley Ranch; Kellanova; W.K. Kellogg Company; Keurig Dr Pepper; Kodiak; Kraft Heinz; Monster Energy; Pepsi-Cola Advertising &amp; Marketing, Inc.; Unilever</p>
<p>The 8 participating suppliers for Sam's Club include: General Mills; W.K. Kellogg Company; Kraft Heinz; Nestlé; Nissin; Nongshim; Palmetto Gourmet Foods, A Borealis Foods Company; Unilever</p>
<p>To learn more about the campaign, visit<span> </span><a href="https://www.feedingamerica.org/campaigns/fight-hunger-spark-change" rel="nofollow noopener" target="_blank">https://www.feedingamerica.org/campaigns/fight-hunger-spark-change</a>. </p>
<p><i>*Currently,<span> </span><span class="xn-money">$1</span><span> </span>helps provide at least 10 meals secured by Feeding America<sup>®<span> </span></sup>on behalf of local partner food banks.</i></p>
<p><b>About Feeding America <br class="dnr"></b>Feeding America is committed to an America where no one is hungry. We support tens of millions of people who experience food insecurity to get the food and resources they say they need to thrive as part of a nationwide network of food banks, statewide food bank associations, food pantries and meal programs. We also invest in innovative solutions to increase equitable access to nutritious food, advocate for legislation that improves food security and work to address factors that impact food security, such as health, cost of living and employment.</p>
<p>We partner with people experiencing food insecurity, policymakers, organizations, and supporters, united with them in a movement to end hunger. Visit<span> </span><a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=939369602&amp;u=http%3A%2F%2Fwww.feedingamerica.org%2F&amp;a=www.FeedingAmerica.org" rel="nofollow noopener" target="_blank">www.FeedingAmerica.org</a><span> </span>to learn more.</p>
<p><b>Walmart <br class="dnr"></b>Walmart Inc. (NYSE:<span> </span><a class="ticket-symbol" data-toggle="modal" href="https://www.prnewswire.com/news-releases/walmart-sams-club-and-feeding-america-partner-again-to-fight-hunger-spark-change-in-the-movement-to-end-hunger-302103798.html#financial-modal">WMT</a>) helps people around the world save money and live better - anytime and anywhere - in retail stores, online, and through their mobile devices. Each week, over 265 million customers and members visit approximately 11,500 stores under 56 banners in 27 countries and eCommerce websites. With fiscal year 2020 revenue of<span> </span><span class="xn-money">$524 billion</span>, Walmart employs over 2.2 million associates worldwide. Walmart continues to be a leader in sustainability, corporate philanthropy and employment opportunity. Additional information about Walmart can be found by visiting <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=3008162424&amp;u=https%3A%2F%2Fwww.facebook.com%2Fwalmart&amp;a=facebook.com%2Fwalmart" rel="nofollow noopener" target="_blank">facebook.com/walmart</a><span> </span>and on Twitter at <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=3856437313&amp;u=http%3A%2F%2Ftwitter.com%2Fwalmart&amp;a=twitter.com%2Fwalmart." rel="nofollow noopener" target="_blank">twitter.com/walmart.</a> </p>
<p><b>Sam's Club <br class="dnr"></b>Sam's Club<sup>®</sup>, a division of Walmart, Inc. (NYSE:<span> </span><a class="ticket-symbol" data-toggle="modal" href="https://www.prnewswire.com/news-releases/walmart-sams-club-and-feeding-america-partner-again-to-fight-hunger-spark-change-in-the-movement-to-end-hunger-302103798.html#financial-modal">WMT</a>), is a leading membership warehouse club offering superior products, savings and services to millions of members in nearly 600 clubs in the U.S. and<span> </span><span class="xn-location">Puerto Rico</span>. Now in its 37th year, Sam's Club continues to redefine warehouse shopping with its highly curated assortment of high-quality fresh food and Member's Mark items, in addition to market leading technologies and services like Scan &amp; Go, Club Pickup and home delivery service in select markets. To learn more about Sam's Club, visit the <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=671572814&amp;u=https%3A%2F%2Fcorporate.samsclub.com%2Fnewsroom&amp;a=Sam%27s+Club+Newsroom" rel="nofollow noopener" target="_blank">Sam's Club Newsroom</a>, shop at <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=1541451525&amp;u=https%3A%2F%2Fwww.samsclub.com%2F&amp;a=SamsClub.com" rel="nofollow noopener" target="_blank">SamsClub.com</a>, and interact with Sam's Club on <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=4272786675&amp;u=http%3A%2F%2Fwww.twitter.com%2Fsamsclub&amp;a=Twitter%E2%80%AF" rel="nofollow noopener" target="_blank">Twitter </a>and <a href="https://c212.net/c/link/?t=0&amp;l=en&amp;o=4128538-1&amp;h=2634453662&amp;u=https%3A%2F%2Fwww.facebook.com%2Fsamsclub&amp;a=Facebook" rel="nofollow noopener" target="_blank">Facebook</a>.</p>]]> </content:encoded>
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<title>How the Healthy Cities initiative is paving the way for health and well&#45;being in Indonesia</title>
<link>https://sdgtalks.ai/how-the-healthy-cities-initiative-is-paving-the-way-for-health-and-well-being-in-indonesia</link>
<guid>https://sdgtalks.ai/how-the-healthy-cities-initiative-is-paving-the-way-for-health-and-well-being-in-indonesia</guid>
<description><![CDATA[ Indonesia has pioneered the &#039;Healthy Cities&#039; approach, engaging communities to tackle urban health issues. This initiative, backed by the Ministry of Health, correlates with improved access to essential health services. Semarang exemplifies success, using forums to mobilize citizens and address challenges like dengue fever and COVID-19, enhancing both health and local economies. ]]></description>
<enclosure url="https://www.who.int/images/default-source/searo---images/countries/indonesia/taman-pandanaran--semarang--indonesia-.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 29 Apr 2024 11:45:10 -0500</pubDate>
<dc:creator>Ana Poland</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<table>
<tbody>
<tr>
<th>·  Indonesia has taken several proactive and innovative steps to address urban health conditions that impact people’s lives through the ‘Healthy Cities’ approach.<br>·  Key aspects of the Healthy Cities Forums include involving communities to discuss urgent problems, find solutions and mobilize community participation. <br>·  A review conducted by the Ministry of Health in 2018 indicated a positive association between acquiring the designation of ‘Healthy City/Regency’ and having better access to essential health services.<br> </th>
</tr>
</tbody>
</table>
<p></p>
<p>More than half of the world’s population now lives in cities. By 2030, 5 billion people, or 2 out of every 3 people, are likely to be living in urban centres. About 90% of the shift from rural to urban areas will happen in Africa and Asia. This global trend of urbanization is having a significant impact on health and leading to huge social, economic and environmental transformations.</p>
<p>The WHO South-East Asia Region is home to over a quarter of the world’s population and currently, 750 million people in the Region live in urban areas. This population is growing on average by 3.5%.</p>
<p>While urbanization can bring health and economic benefits, rapid and unplanned urban growth is leading to many negative health, social and environmental impacts. Globally, almost 40% of urban dwellers do not have access to safely managed sanitation services and many do not have access to adequate drinking water. An estimated 91% of people in urban areas breathe polluted air.</p>
<p>The COVID-19 pandemic has also shown that cities often bear the brunt of emergencies. Overcrowding, lack of sanitation, and safe water sources increase the spread of the virus. Evidence has shown that in areas of existing health inequities, including access to quality health services, COVID-19 cases and deaths in these deprived areas are double compared to those in more advantageous areas.</p>
<p>The World Health Organization conceived the Healthy Cities initiative in 1986. The goal was to respond to health issues that have emerged due to urbanization and place health high on the social and political agenda of cities. In addition, the initiative aimed to promote health, equity and sustainable development through innovation and multisectoral changes.</p>
<p>While countries in the WHO South-East Asia Region have been taking steps to promote health, equity and sustainable development, in Indonesia, the efforts to promote health through the Healthy Cities approach have been ongoing for more than two decades. The country has taken several proactive and innovative steps to address urban health conditions that impact people’s lives. </p>
<p><strong>Birth of the Healthy City pilot project in Indonesia</strong></p>
<p>In Indonesia, there are two types of administrative areas: City (Kota) and Regency (Kabupaten), and the Healthy Cities initiative targets both cities and regencies.</p>
<p>A Healthy City in Indonesia is defined as a clean, comfortable, safe and healthy city (or regency), which is manifested in multiple settings through integrated activities agreed upon by the community and local government.</p>
<p>Inspired by the WHO-designated theme for the 1996 World Health Day, “Healthy Cities for Better Life”, the Ministry of Health in Indonesia, in collaboration with the Ministry of Home Affairs, organized a series of seminars and meetings that led to the initiation of the Healthy City pilot project in 1998.</p>
<p>The pilot project involved six cities and regents (head of regency) from six provinces in Indonesia, namely Bandar Lampung City (Lampung Province), East Jakarta Administrative City (Jakarta Province), Pekalongan City (Central Java Province), Malang City (East Java Province), Balikpapan City (East Kalimantan Province) and Cianjur Regency (West Java Province). In 1999, eight more cities/regents participated in implementing the Healthy Cities approach. </p>
<p><img sf-custom-thumbnail="true" src="https://www.who.int/images/default-source/searo---images/countries/indonesia/taman-swasti-saba--semarang--indonesia-.jpeg?sfvrsn=ece3fe85_3" sf-size="672462" width="600" alt="" sf-constrain-proportions="true"></p>
<p><em>Taman Swasti Saba, Semarang, Indonesia </em><em>(Photo credit: Semarang city government)</em></p>
<p>At the National Convention of Mayors and Regents of Indonesia held from 26 to 28 July 2000, subnational government leaders reached a consensus on adopting the Healthy City approach as a strategy to achieve the national health development goal of “Healthy Indonesia 2010”.</p>
<p>The national government backed this commitment by issuing a joint regulation with the home and health ministries. The joint Ministerial regulation establishes the concept of Indonesia’s Healthy City/Regency and helps to define it.</p>
<p>Indonesia Healthy Cities comprise nine pillars: (1) self-sufficient and healthy people; (2) offices and industrial places; (3) transportation and road safety; (4) residential and religious places; (5) marketplaces; (6) social protection; (7) educational/schooling practices; (8) tourism places; (9) disaster prevention and management. </p>
<p><strong>‘Going local’ – the key to success</strong></p>
<p>The active involvement of mayors and other local political and community leaders in all aspects of Healthy Cities is crucial. </p>
<div data-class="blockquote-container">
<blockquote><em>The implementation of a healthy city is important in improving the quality of community health. But this will happen only if there is a commitment from the local government. The key for successful implantation of healthy cities is when four elements – the government, stakeholders, reporters  and entrepreneurs work together.</em></blockquote>
<span>- </span><strong>Mrs Krisseptiana Prihardi, Chairperson of Healthy Cities Forum</strong></div>
<p><span>As the first step toward becoming a Healthy City, local governments are required to facilitate the establishment of a Healthy City Forum in their respective city/regency. The Healthy City Forum consists of representatives from different sectoral government offices, civil society/ nongovernment organizations and academia, who are interested in contributing to the advancement of health, social well-being, and the development of their city/regency.</span></p>
<p>The Healthy City/Regency Forum is responsible for formulating and coordinating Healthy City/Regency activities as well as mobilizing community resources to support these activities.</p>
<p>Every two years, the Ministry of Health and Ministry of Home Affairs appraise the performance of the cities/regencies to evaluate improvements in the nine domains. Awards are given to the cities based on the outcome of these appraisals.</p>
<p>During 2005 and 2019, the number of cities and regencies voluntarily enrolling in the bi-annual appraisal of Healthy Cities/Regencies increased from 20 to 366. </p>
<p>However, despite the commitment, the number of cities/regencies that participated in the Healthy City/Regency appraisal in 2021 declined as local governments’ focus was on controlling the spread of COVID-19 and mitigating its impact.<strong></strong></p>
<p><strong></strong><strong>Number of cities and regencies participating in Healthy City/Regency appraisal 2005–2021 </strong></p>
<p><img sf-custom-thumbnail="true" src="https://www.who.int/images/default-source/searo---images/countries/indonesia/source--ministry-of-health--indonesia.png?sfvrsn=3fea8e0a_1" sf-size="80891" width="500" alt="" sf-constrain-proportions="true"></p>
<p><em>Source: Ministry of Health, Indonesia </em></p>
<p>In March 2022, once the COVID-19 pandemic had relatively de-escalated, mayors/regents and leaders of Healthy City/Regency forums convened at the National Healthy City Summit hosted by the Government of Semarang City.</p>
<p>The Summit sought to revive and strengthen the approaches toward the Healthy Cities initiative, taking the lessons learned from the COVID-19 pandemic. The leaders of the Healthy City/District also agreed to form a national forum for Healthy Cities. Mrs Krisseptiana Prihardi, the Chair of Semarang Healthy City Forum, was elected as the first chair of the National Forum for Healthy Cities.</p>
<p>WHO’s regional and country offices provided technical support to this event, sharing WHO’s guidance on emergency preparedness and recovery for cities/communities, the updated global principles for Healthy Cities, designation criteria, action domains, and indicators of a Healthy City.<span></span></p>
<p>WHO also shared the aspiration to establish a South-East Asia Regional Healthy Cities Network as a means to enhance the capacities of urban leaders in urban governance for health and well-being.</p>
<p>A new initiative of the Regional Office, Regional Networks of Healthy Cities, has existed since some time in other regions. Taking the lead from the regional offices of Europe, the Eastern Mediterranean, Western Pacific and the Pan American Health Organization, the Regional Office for South-East Asia established the Healthy Cities Network, which is a platform to support cities to take actions on health and carry out agendas that enhance well-being. It is part of WHO’s health promotion actions and provides standard guidance for implementation, accreditation of cities, and acts as a learning hub for intercity sharing of experiences, innovation, and practices. The Urban Governance for Health and Well-being and urban leadership training are key contributions of the Regional Office to the regional Healthy Cities Network. </p>
<p><strong>The transformation of Semarang city as a Healthy City: a case study in point</strong></p>
<p>Semarang is the capital and largest city of Central Java province in Indonesia. In 2010, Semarang City’s public health system was burdened with a large number of maternal and child deaths and a high incidence of dengue haemorrhagic fever (DHF). The city’s incidence of DHF surpassed 5000 in 2010, which made the city one of the epicentres of DHF in Indonesia.2</p>
<p>Mrs Krisseptiana Prihadi, who was then the lead of the Family Welfare Programme in Semarang City, discussed comprehensive actions that needed to be taken to improve the situation with the Semarang City health officials. They learned that these actions were already accommodated in WHO’s Healthy Cities initiative.</p>
<p>Health officials held discussions with various sectoral government offices, academia, and civil society organizations to generate interest and commitment to establish the Healthy City concept in Semarang City. As a result, the Semarang Healthy City Forum was formed in 2014.</p>
<p>The Healthy City Forum consists of representatives of nongovernment stakeholders, including academia, health professional organizations,</p>
<p>journalists, and informal community leaders. Their role is to empower the community to recognize the need to protect and promote their health; to advocate for community health needs in the city’s development planning and budgeting, and to mobilize community support for the implementation of government programmes to address the determinants of health.</p>
<p>While the Healthy City Forum sits at the city level, its role extends down to the<span> </span><em>kelurahan<span> </span></em>(urban village) level through the<span> </span><em>Kelurahan<span> </span></em>Health Forum. Essentially, the Healthy City Forum consists of city-/regency- level stakeholders, while the<span> </span><em>Kelurahan<span> </span></em>Health Forum consists of subcity or subregency stakeholders.</p>
<p>One of the important functions of the Healthy City Forum and<span> </span><em>Kelurahan<span> </span></em>Health Forum is to organize community meetings to discuss various situations that impact the health of the local population with the purpose of looking for solutions and mobilizing participation. These are then taken up during the annual city development planning process as proposals from the local village community.</p>
<p>It is through such ongoing consultations that the Healthy City Forum mobilized community participation for the eradication of mosquito larvae for the prevention and control of DHF.</p>
<p>More recently, during the peak of the COVID-19 pandemic, the Healthy City Forum and<span> </span><em>Kelurahan<span> </span></em>Health Forum spearheaded the risk communication and community engagement (RCCE) activities.</p>
<p>Youth groups were engaged by the forums to promote awareness among local communities about COVID-19 risk prevention measures, including wearing face masks, keeping a safe social distance, and ensuring hand hygiene. Once the COVID-19 vaccination drive was launched, youth groups were roped in to encourage community members to get vaccinated.</p>
<p>The forums also initiated a community collective support model for the self-isolation of people with mild or asymptomatic COVID-19. This includes arranging a dedicated place and provision of food for such patients. </p>
<div data-class="blockquote-container">
<blockquote><em>The implementation of healthy city activities has been very beneficial for our community. All levels of the community have been empowered, </em><em>from the grass-roots level up to the policy-makers. For example, school students are involved in the dengue prevention activity; young people are enabled to initiate and lead the promotion of COVID-19 prevention protocols. We can feel that our community’s health and well-being are improving as the result of healthy city activities.</em></blockquote>
<span>- </span><strong>Ms Ibu Gondowati, social worker and resident of Semarang City</strong></div>
<p> </p>
<p>Addressing challenges such as equitable access to health care, vulnerability, the determinants of health and sustainability is an important part of the initiative’s uniqueness and success. By holding regular public consultations and seeking solutions from the local communities, the Healthy City Forum and<span> </span><em>Kelurahan<span> </span></em>Health Forum in Semarang, ensured that the most pressing health concerns of the local communities were taken up on priority.</p>
<p>Involving community members also helped instil a sense of ownership and pride in the developmental works and initiatives backed by community action. Between 2016 and 2021, public infrastructure and facilities in 250 neighbourhoods were upgraded through the Thematic<span> </span><em>Kampung<span> </span></em>programme. The Thematic<span> </span><em>Kampung<span> </span></em>(neighbourhoods) programme provides funds for groups that commit to improving their environmental conditions and developing small–medium businesses supporting tourism such as making handicrafts and selling traditional food. </p>
<p><em>Kampung<span> </span></em>residents collectively decide which environmental and/or social determinants affecting their health they want to prioritize and design the intervention in a way that also improves the local economy. Then, the community shares a budget proposal for funding the interventions with the city government. The funding can cover all or a fraction of the budget needed. </p>
<p> </p>
<p>The move toward becoming a Healthy City has benefited Semarang City and its people in many ways. People’s participation both in planning and implementation has resulted in a cleaner environment, lower incidence of DHF, and the ability to quickly gain control of the COVID-19 situation. Multisectoral efforts in manifesting Healthy City features in Semarang City have also contributed to improved tourism and small–medium enterprises. Human settlements along the banks of the river have improved. The upgraded neighbourhood resulting from the Thematic<span> </span><em>Kampung<span> </span></em>Programme not only provides residents with cleaner and healthier living conditions but also helps improve economic opportunities from tourism and small–medium enterprises.</p>
<p><span>                                   </span><img sf-custom-thumbnail="true" src="https://www.who.int/images/default-source/searo---images/countries/indonesia/some-examples-of-improvement-in-the-living-environment-resulting-from-neighbourhood-upgrading-as-part-of-the-thematic-kampung-programme.png?sfvrsn=467809e5_1" sf-size="100" class="-align-center" width="500" alt="" sf-constrain-proportions="true"><span></span></p>
<p><em>Some examples of improvement in the living environment resulting from neighbourhood upgrading as part of the Thematic Kampung programme (Phot</em><em>o credit: </em><em>Semarang Healthy City Forum, Semarang city authorities)</em><em><br></em></p>
<p>For its efforts, Semarang City has earned a number of national and regional recognitions, including being awarded the Healthy City award four times from the Government of Indonesia (in 2015, 2017, 2019 and 2021)3 as well as the title of Cleanest Tourist Destination in South-East Asia 2020–2022 from the ASEAN Clean Tourist City Standard (ACTCS).4</p>
<p>The ultimate recognition of Semarang City’s efforts toward becoming a Healthy City was the selection of Semarang City as the venue for the Indonesia Healthy City Summit 2021 and the election of the chair of the National Forum for Healthy Cities established during the Summit.</p>
<p><strong>Healthy cities – paving the way towards better health and well-being</strong></p>
<p>A review conducted by the Ministry of Health in 2018 indicated a positive association between the designation as a Healthy City/Regency and better access to services essential for health.</p>
<p>The study found that cities/regencies that earned Healthy City/Regency awards have 14–23% higher access to improved sanitation and 20–28% higher access to clean water.</p>
<p>These results suggest that the Healthy Cities designation is an effective advocacy tool to expedite implementation of the public health agenda in urban development.</p>
<p>A number of disease prevention measures and protection of the population’s health were achieved through the implementation of Healthy Cities such as reduction of dengue in cities due to mayors’ leadership, multisectoral actions, engagement with local youth to clean up the neighbourhood, and improved drainage and sewage systems in local communities.</p>
<p>The cities that participated in this initiative were also able to improve urban planning along with nature conservation, and were able to create more active spaces for people to walk and do physical activity. The improved surroundings and spaces with the cultural uniqueness of each area also made the local neighbourhoods more attractive to tourists.</p>
<p>While there has been a qualitative improvement, a nationwide systematic analysis of the Healthy Cities initiative effect on these conditions is yet to be made available.</p>
<p><img src="https://www.who.int/images/default-source/searo---images/countries/indonesia/urban-planning-and-water-conservation-efforts-between-2017-and-2021-.png?sfvrsn=2dd13e8c_1" class="-align-center" alt="" sf-size="100"></p>
<p><em>Urban planning and water conservation efforts between 2017 and 2021 </em><em>(Phot</em><em>o credit: </em><em>Semarang Healthy City Forum, Semarang city authorities)</em></p>
<p>The COVID-19 pandemic also showed that cities/regencies designated as Healthy Cities/Regencies did not cope better in emergencies (including public health emergencies) than the rest of the cities/regencies. The implementation of mentoring and assessment activities for the Healthy Cities programme is heavily dependent on the budget and human resources of the health sector.</p>
<p>In addition, health equity, in terms of access to essential health services and achievement of the desired health outcomes, has not been fully addressed in the current concept of Indonesia’s Healthy City programme.</p>
<p>In response to some of these challenges, the Ministry of Health and Ministry of Home Affairs have initiated the process of developing a Presidential Regulation on the implementation of Healthy City/Regency in 2022, which will expand the scope of the Healthy City/Regency initiative to include health equity as a core principle. The regulation will also provide a stronger policy basis for the formulation of multisectoral interventions and budgeting.</p>
<p>The interlinked nature of urban health challenges has shown that action in one sector can have benefits for many other sectors. The achievements of the Healthy Cities programme in Indonesia have highlighted the importance of investment in sustainable development with people’s health at the centre of multisectoral actions and good urban governance for health and well-being in cities. </p>]]> </content:encoded>
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<title>Dr. Sandra McCoy and partners secure $6 million to study HIV interventions in sub&#45;Saharan Africa</title>
<link>https://sdgtalks.ai/dr-sandra-mccoy-and-partners-secure-6-million-to-study-hiv-interventions-in-sub-saharan-africa</link>
<guid>https://sdgtalks.ai/dr-sandra-mccoy-and-partners-secure-6-million-to-study-hiv-interventions-in-sub-saharan-africa</guid>
<description><![CDATA[ Money and time is being allocated to continue to try and reduce the impact of HIV in sub-Suharan Africa ]]></description>
<enclosure url="https://publichealth.berkeley.edu/app/uploads/mccoy-story.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 29 Apr 2024 11:40:12 -0500</pubDate>
<dc:creator>Ana Poland</dc:creator>
<media:keywords>Colorado School of Mines</media:keywords>
<content:encoded><![CDATA[<p>A coalition made up of UC Berkeley School of Public Health’s <a href="https://publichealth.berkeley.edu/people/sandra-mccoy/" rel="noopener">Dr. Sandra McCoy</a>; Dr. Mackfallen Anasel of Mzumbe University, Tanzania; and Dr. Prosper Njau of the Tanzania Ministry of Health have been awarded $6 million to study HIV interventions among adolescents in sub-Saharan Africa. The award is part of a larger initiative of the U.S. National Institutes of Health to support clinical and implementation research to improve health outcomes among adolescents with or at risk for HIV in Africa.</p>
<p>The grant will fund a  five-year project co-led by the three researchers, which will establish one of eight funded Clinical Research Centers focused on adolescent health in Africa. Specifically, their Mwotaji (“Dreamer” in Kishwahili) Clinical Research Center in Tanzania will study methods to deliver HIV prevention, such as pre-exposure prophylaxis (PrEP, medication taken to prevent the transmission of HIV), to young women at community pharmacies to increase healthcare access and reduce stigma.</p>
<p>This project is an extension of Dr. McCoy’s collaborative work in epidemiology to <a href="https://publichealth.berkeley.edu/news-media/school-news/digitizing-reproductive-health-education/" rel="noopener">design</a>, implement, and rigorously <a href="https://publichealth.berkeley.edu/news-media/research-highlights/small-financial-incentives-can-improve-hiv-patient-retention-and-care/" rel="noopener">evaluate</a> new implementation strategies for HIV prevention, as well as to support the health and wellbeing of people living with HIV. Her emphasis in recent years has been studying HIV treatment and low-cost ways to improve engagement in care and treatment adherence.</p>
<p>McCoy’s work is particularly relevant because it has been well documented that girls and young women in sub-Saharan Africa are at a disproportionately high risk of HIV compared to their male counterparts. Little awareness of sex education and stigma around reproductive health have contributed to this, in addition to barriers to accessing prevention medication such as PrEP.</p>
<p>The award will also allow the center to create a certificate program in implementation science at the Centre of Excellence in Health Monitoring and Evaluation at Mzumbe University, which will facilitate the study of policy methods and their use every day. This will create a sustainable network of researchers, implementers, and government officials trained in implementation science to serve the needs of adolescents in the future.</p>]]> </content:encoded>
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<title>China Tries To Censor Data About Nearly 1 Billion People in Poverty</title>
<link>https://sdgtalks.ai/china-tries-to-censor-data-about-nearly-1-billion-people-in-poverty</link>
<guid>https://sdgtalks.ai/china-tries-to-censor-data-about-nearly-1-billion-people-in-poverty</guid>
<description><![CDATA[ Report on actual financial state of rural China, and how true statistics are being suppressed. ]]></description>
<enclosure url="https://assets.bwbx.io/images/users/iqjWHBFdfxIU/i3lSin5FjQyQ/v0/-1x-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 29 Apr 2024 11:31:20 -0500</pubDate>
<dc:creator>Ana Poland</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="article-videoplayer hidden-print">
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<p>Internet censors in China worked around the clock this week to suppress online discussions about poverty in the country after an economist revealed nearly 1 billion people were living off less than $300 a month.</p>
<p>A hashtag on Weibo,<span> </span><a href="https://www.newsweek.com/china-x-twitter-down-crash-weibo-ban-1854368" target="_blank" rel="noopener">China's X-like microblogging app</a>, pointed to the ongoing income inequality by stating that "964 million people" were surviving on monthly incomings of 2,000 Chinese yuan, or about $280.</p>
<p>On Tuesday, the hashtag about<span> </span><a href="https://www.newsweek.com/topic/china" target="_blank" rel="noopener">China</a>'s economic woes briefly reached the No. 1 spot on Weibo's trending page before it was taken down. A day earlier, Li Xunlei, chief economist at Zhongtai Securities, had published an article that highlighted the data.</p>
<p>Despite signs of stress appearing across various sectors, Beijing has not come up with a stimulus package as part of its post-pandemic economic recovery. The country's<span> </span><a href="https://www.newsweek.com/china-economy-real-estate-trouble-recovery-default-1836048" target="_blank" rel="noopener">major property giants</a>, Evergrande and Country Garden, defaulted on their debt this year as help from the government failed to materialize.</p>
<p>Chinese leader<span> </span><a href="https://www.newsweek.com/topic/xi-jinping" target="_blank" rel="noopener">Xi Jinping</a><span> </span>has instead made calls for improving income distribution through a campaign of "common prosperity," with the censorship once again revealing just how sensitive Beijing is to any debate about China's economic performance—a metric tied directly to Xi's legitimacy and right to govern.</p>
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<p>On<span> </span><a href="https://www.newsweek.com/topic/weibo" target="_blank" rel="noopener">Weibo</a>, searches for the now disabled hashtag returned a notice reading: "In accordance with relevant laws, regulations and policies, the content of this topic cannot be displayed."</p>
<p>It is a common censorship tactic that stops popular topics from gaining traction among the website's 600 million monthly active users, who have recently been sent automated messages advising them not to<span> </span><a href="https://www.newsweek.com/china-economy-badmouth-warning-internet-weibo-censorship-1853288" target="_blank" rel="noopener">badmouth the economy</a>, a message that has been driven home by China's spy agency, the Ministry of State Security.</p>
<p>In his article for the business outlet Yicai, Li cited data from a 2021 research paper by the China Institute of Income Distribution at Beijing Normal University, which placed the number of people living on less than 2,000 yuan a month at 964 million, or nearly 70 percent of the population.</p>
<p>Li assessed the state of the<span> </span><a href="https://www.newsweek.com/topic/china-economy" target="_blank" rel="noopener">Chinese economy</a><span> </span>and discussed pressing challenges as well as the potential for growth.</p>
<p>His article, which was later taken down, said China was at an "inflection point" because of its population structure, which was once<span> </span><a href="https://www.newsweek.com/china-birth-rate-declines-1846265" target="_blank" rel="noopener">declining and aging</a>. Li nonetheless concluded that competent government leadership could enable further economic growth, possibly doubling China's GDP by 2035.<br><br></p>
<p>In June 2020, Wang Haiyuan and Meng Fanqiang, the authors behind the income study cited by Li this week, published an article in China's leading financial news magazine<span> </span><em>Caixin</em>, in which they quoted<span> </span><a href="https://www.newsweek.com/china-li-keqiang-death-1838450" target="_blank" rel="noopener">late Premier Li Keqiang</a>'s comments about the estimated 600 million Chinese people who were living on less than 1,000 yuan, or $140, a month.</p>
<p>"Although 40 years of reform and opening up have greatly improved the country's comprehensive strength and level of national income, as of today, the fact that we have a large population, few resources and very uneven development is still obvious, and a considerable number of residents are still close to the poverty line," Wang and Meng wrote.</p>
<p>Their old article was also deleted from<span> </span><em>Caixin</em>'s website in the aftermath of efforts to suppress Li's more recent analysis.</p>
<p>At the end of 2020, China's President Xi declared a "complete victory" over absolute poverty in the country, which Beijing defines as living off 2,300 yuan a year. He said the last remaining 99 million people were lifted out of the category, but the message arrived to little fanfare at the time.</p>
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<p>Newsweek is committed to challenging conventional wisdom and finding connections in the search for common ground.</p>
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<title>Earth Day 2024: What does it really take?</title>
<link>https://sdgtalks.ai/earth-day-2024-what-does-it-really-take</link>
<guid>https://sdgtalks.ai/earth-day-2024-what-does-it-really-take</guid>
<description><![CDATA[ It&#039;s April 22, 2024, Earth Day! We love our Earth, but what does that mean in terms of sustainability? ]]></description>
<enclosure url="https://highmark.co/wp-content/uploads/2024/04/Earth-Day-Graphic-HIGHMARK.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 22 Apr 2024 18:50:06 -0500</pubDate>
<dc:creator>kagonz</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Determining what sustainability means on a personal level can be an environmentalist's biggest lifetime goal. On an Earth with over 8 billion other people, how can we make sure that our personal efforts towards a better future for communities across the globe are worthwhile and not for naught? A Malthusian outlook can corner all hopeful efforts into discouragement, and though we must continue for larger bodies (corporations, governments, etc.) to pull their weight, we must not neglect the power of a single person to influence others to treat our Earth just a little better each day.</p>]]> </content:encoded>
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<title>The Path to Sustainable Agriculture</title>
<link>https://sdgtalks.ai/the-path-to-sustainable-agriculture</link>
<guid>https://sdgtalks.ai/the-path-to-sustainable-agriculture</guid>
<description><![CDATA[ This article looks at sustainable agriculture, how it is practiced, and its associated challenges. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202404/image_430x256_661f55ffa8fe8.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Apr 2024 23:55:38 -0500</pubDate>
<dc:creator>Todd Osborn</dc:creator>
<media:keywords>Sustainable Agriculture, Farming Practices, Soil Health, Water Management, Energy Efficiency, Air Quality, Livestock Integration, Diversification, Input Efficiency, Policy Reforms, Land Use Planning, Labor Rights, Community Development, Consumer Education</media:keywords>
<content:encoded><![CDATA[<p><strong>What is Sustainable Agriculture?</strong></p>
<p>Sustainable agriculture aims to meet present food and textile needs without compromising future generations' ability to do the same. It integrates three main objectives: a healthy environment, economic profitability, and social and economic equity. This holistic approach involves everyone in the food system, from growers to consumers, in ensuring sustainability.</p>
<p><strong>Practices and Effects of Sustainable Agriculture</strong></p>
<p>Practitioners of sustainable agriculture employ various methods to promote soil health, minimize water use, and reduce pollution levels on farms. Consumers and retailers can support sustainability by choosing foods grown using environmentally friendly methods. Researchers in sustainable agriculture often collaborate across disciplines to address complex challenges in food production.</p>
<p><strong>Key Sustainable Farming Practices and Their Effects</strong></p>
<ol>
<li>
<p><strong>Soil Health</strong>: Practices like cover cropping, composting, and reduced tillage help maintain soil fertility and structure, reducing erosion and improving long-term productivity.</p>
</li>
<li>
<p><strong>Water Management</strong>: Techniques such as improved irrigation systems, drought-resistant crop selection, and water conservation measures help mitigate water scarcity and contamination.</p>
</li>
<li>
<p><strong>Energy Efficiency</strong>: Sustainable farming reduces reliance on non-renewable energy sources by optimizing resource use and transitioning to renewable energy where feasible.</p>
</li>
<li>
<p><strong>Air Quality</strong>: Strategies like reducing tillage, incorporating crop residues, and planting windbreaks help minimize air pollution from agricultural activities.</p>
</li>
<li>
<p><strong>Livestock Integration</strong>: Integrating livestock with crop production enhances soil fertility, reduces waste, and improves overall farm sustainability.</p>
</li>
<li>
<p><strong>Diversification</strong>: Growing a variety of crops enhances farm resilience economically and ecologically, reducing vulnerability to pests and market fluctuations.</p>
</li>
<li>
<p><strong>Efficient Input Use</strong>: Sustainable agriculture emphasizes natural, renewable, and on-farm inputs, reducing reliance on synthetic chemicals and minimizing environmental impacts.</p>
</li>
</ol>
<p><strong>The Economic, Social &amp; Political Context of Sustainable Agriculture</strong></p>
<p>Achieving sustainability in agriculture requires changes in public policies, economic institutions, and social values. Policy reforms, land use planning, labor rights, rural community development, and consumer education are crucial aspects of creating a more sustainable food system. Collaboration among stakeholders is essential to address these challenges effectively.</p>
<p>In summary, sustainable agriculture is not just a set of practices but a comprehensive approach to food production that balances environmental, economic, and social considerations. By adopting sustainable farming practices and promoting supportive policies, we can build a more resilient and equitable food system for future generations.</p>]]> </content:encoded>
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<title>Sustainable Development Goals: Goal 1</title>
<link>https://sdgtalks.ai/sustainable-development-goals-goal-1</link>
<guid>https://sdgtalks.ai/sustainable-development-goals-goal-1</guid>
<description><![CDATA[ UN&#039;s Sustainable Development Goal 1 targets poverty eradication, encountering challenges exacerbated by the COVID-19 pandemic, requiring global action. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202404/image_430x256_661f4e9902056.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Apr 2024 23:29:32 -0500</pubDate>
<dc:creator>Todd Osborn</dc:creator>
<media:keywords>SDG1, PovertyEradication, UnitedNations, SocialProtection</media:keywords>
<content:encoded><![CDATA[<p>The United Nations' Sustainable Development Goals (SDGs) represent a global commitment to addressing pressing issues by 2030. Each goal addresses a critical aspect of human and planetary well-being. Here, we delve into Goal 1: End poverty in all its forms everywhere.</p>
<p><strong>Goal 1: End poverty in all its forms everywhere</strong></p>
<p>Eradicating extreme poverty by 2030 stands as a pivotal objective of the 2030 Agenda for Sustainable Development. Despite remarkable declines in extreme poverty over recent decades, the emergence of COVID-19 posed a significant setback, reversing gains and increasing the number of individuals living in extreme poverty by almost 90 million. If current patterns persist, an estimated 575 million people could still find themselves trapped in extreme poverty by 2030, with a notable concentration in sub-Saharan Africa.</p>
<p><strong>Exploring the Dimensions of Poverty:</strong> Poverty encompasses various dimensions, including unemployment, social exclusion, and vulnerability to disasters and diseases. Understanding its causes is crucial for effective intervention.</p>
<p><strong>Interconnectedness and Why it Matters:</strong> Our well-being is intricately linked. Growing inequality hampers economic growth, undermines social cohesion, and can lead to political and social tensions.</p>
<p><strong>The Role of Social Protection:</strong> Strong social protection systems are vital for preventing people from falling into poverty. Despite expansions during the COVID-19 crisis, a significant portion of the global population remains entirely unprotected.</p>
<p><strong>Taking Action:</strong> Individual engagement in policymaking can drive change by ensuring rights are promoted, voices are heard, and innovation is encouraged. Governments and the private sector play crucial roles in creating inclusive growth and economic opportunities. Science also contributes significantly to poverty alleviation by enabling access to essential services and improving health outcomes.</p>
<p><strong>Key Facts and Figures:</strong></p>
<ul>
<li>If current trends persist, 575 million people will still be living in extreme poverty by 2030.</li>
<li>Despite social protection expansions, over 4 billion people remain entirely unprotected.</li>
<li>Advanced economies allocate significantly more government spending to essential services compared to emerging and developing economies.</li>
</ul>
<p>In conclusion, addressing poverty requires a surge in action and investment to enhance economic opportunities, improve education, and extend social protection to all, particularly the most excluded, to fulfill the central commitment of leaving no one behind.</p>
<p>By comprehensively tackling poverty, the global community can move closer to achieving sustainable development and ensuring a better future for all.</p>
<p>[Source: United Nations Sustainable Development Goals]</p>]]> </content:encoded>
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<title>Computer Vision and Sustainability</title>
<link>https://sdgtalks.ai/computer-vision-and-sustainability</link>
<guid>https://sdgtalks.ai/computer-vision-and-sustainability</guid>
<description><![CDATA[ Within the field of computer science and AI, there is a subfield where machine learning algorithms are trained to interpret and make decisions about images. This could mean a lot for the field of sustainability. ]]></description>
<enclosure url="https://media.springernature.com/m685/springer-static/image/art%3A10.1038%2Fnature11018/MediaObjects/41586_2012_Article_BFnature11018_Fig1_HTML.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 11 Apr 2024 09:31:01 -0500</pubDate>
<dc:creator>kagonz</dc:creator>
<media:keywords>machine learning, sustainability, computer vision</media:keywords>
<content:encoded><![CDATA[<p>Computer vision is a heirarchical (meaning, it can break things down into parts of parts) machine learning algorithm that can identify and extrapolate data from images. Images are how we communicate a lot of data about the state of Earth's ecosystems, so there are plenty of examples on how the subfield could help us in the field of sustainable development.</p>
<p>Here are some examples of the most groundbreaking computer vision and sustainability efforts:</p>
<p>Using satellite imagery to monitor changes and assess the health of forest cover, including pest and disease outbreaks.</p>
<p>Identification of species on trail cam footage to count animal populations and understand long-term trends.</p>
<p>Implement in 'Digital Serious Games' where games powered by computer vision promotes critical thinking and problem-solving skills related to <span style="font-weight: 400;">addressing and mitigating environmental challenges. These player will make better-informed decisions on how to address climate change.</span></p>
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<title>Meal Prepping Isn&amp;apos;t as Scary as You Think</title>
<link>https://sdgtalks.ai/meal-prepping-isnt-as-scary-as-you-think</link>
<guid>https://sdgtalks.ai/meal-prepping-isnt-as-scary-as-you-think</guid>
<description><![CDATA[ Reducing domestic and personal food waste through meal prepping can be beneficial to both our wallets and the planet. ]]></description>
<enclosure url="https://www.plantoeat.com/wp-content/uploads/2023/01/PTE_Marketing-1-72-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Apr 2024 19:48:26 -0500</pubDate>
<dc:creator>kagonz</dc:creator>
<media:keywords>Food waste, responsible consumption, meal prep</media:keywords>
<content:encoded><![CDATA[<p>Meal Prepping: it doesn't have to be intimidating. AND it can be an amazing personal step towards sustainable living.</p>
<p>Take a few minutes each week to jot down when and what, generally, you're going to eat over the 7 days. 'What' doesn't have to be spot on or concrete, maybe it's just whether you're cooking, eating out, or having leftovers. Motivate yourself by keeping personal goals in mind, like eating healthier, spending less money, building a routine, or trying new recipes.</p>
<p>Take another step by planning out what recipes or items you'll use with each meal, if applicable. Planning these out ahead of time makes grocery shopping easier and also reduces the amount of uneaten or expired food that ends up in landfill. </p>
<p>If you want to prep meals to take to work, school, etc., you could also help the earth. Investing in long-lasting, multipurpose containers can reduce the overall amount of takeout and packaging waste that also clogs landfills.</p>]]> </content:encoded>
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<title>The First Chinese Edited Babies: A Leap of Faith in Science</title>
<link>https://sdgtalks.ai/the-first-chinese-edited-babies-a-leap-of-faith-in-science</link>
<guid>https://sdgtalks.ai/the-first-chinese-edited-babies-a-leap-of-faith-in-science</guid>
<description><![CDATA[ The groundbreaking birth of genetically edited twins in China has sparked debate across the world, but the science behind such an achievement in largely ambiguous to most. Besides the ethical implications, there are significant medical risks related to our gaps in understanding of the human genome. ]]></description>
<enclosure url="https://encrypted-tbn0.gstatic.com/images" length="49398" type="image/jpeg"/>
<pubDate>Sun, 07 Apr 2024 12:32:54 -0500</pubDate>
<dc:creator>Elias Shiffman</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>In November 2018, media from all over the world reported that two twin girls had been born with modified genes to make them HIV immune. Their birth was the result of an ‘experiment' (presently it can only be called that) conducted by He Jiankui with couples in which the males were HIV carriers. Using CRISPR technology to immunise the babies against the HIV virus, He Jiankui managed to disable the CCR5 gene that enables the HIV infection (although he still did not present complete evidence of this achievement). However, Chinese existing regulation, thought not very detailed, does not provide legal basis for the experiment carried out by He Jiankui and his team (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r14" rid="r14" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Nie, 2018</a>;<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r15" rid="r15" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Nie &amp; Cheung, 2019</a>). In particular, the 2003 “Ethical Guiding Principles for Research on Embryonic Stem Cell” issued by China's Ministry of Science and Technology and then Ministry of Health (now National Health Commission), very clearly bans research to be performed on human<span> </span><em>in vitro</em><span> </span>embryos after the 14<sup>th</sup><span> </span>day of existence, and its subsequent implantation into a human uterus. Furthermore, in spite of the alleged reason for the genetic intervention related with the prevention of HIV, the scientific community also knows that the CCR5 gene is related with major brain functions. He Jiankui might have done some kind of human enhancement by created two especially intelligent human beings, with better memory and higher IQ (Joy<span> </span><em>et al</em>., 2016).</p>
<p>This event has subsequently fuelled debate over CRISPR-Cas9, the most recent gene editing technique.</p>
<p>Genetic engineering has been around from some time. Pretty much every argument for and against it has already been presented, and national and international regulations tried to provide a legal and ethical answer to it, even if dubious and incomplete. Nonetheless, CRISPR-Cas9 has changed the way genetic engineering is done and this revolution might transform the entire perception on gene editing.</p>
<p>CRISPR-Cas9 is much simpler, cheaper and more precise than the previous methods of handling genes (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r8" rid="r8" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Gyngell<span> </span><em>et al</em>., 2017</a>). On the other hand, while the previous methods have only allowed new elements to be added to the human genome, CRISPR-Cas9 has made it possible to add, delete or replace genes, thereby opening the door to new types of genetic interventions. One of its most promising achievements might be the possibility of reversing the effects of faulty procedures, to deal with eventual errors.</p>
<p>The technical improvements reached by CRISPR-Cas9 are far from irrelevant. The higher the level of precision and efficiency of CRISPR-Cas9, the greater the change in the general perception of genetic modification. Thus, in the future CRISPR-Cas9 might be considered as any other medical procedure.</p>
<p>Up until now, however, the objections raised against it have been multiple and diverse. Some are associated to the technical aspects of the procedure. Despite its increased precision, safety has continued to be a pressing concern. The risk of unexpected and undesired changes to a gene that is able to carry unpredictable consequences cannot be controlled. For instance, interventions with CCR5 genes, as in the case of the Chinese twins, carry a higher risk of infection from the West Nile virus and severe flu (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r6" rid="r6" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Glass<span> </span><em>et al</em>., 2006</a>). Additionally, according to the scientists that analysed Jiankui's materials, gene editing was incomplete in at least one of the babies. Therefore, some issues for the children's future health may resulted from the outcomes of this procedure. Alternatively, even when the procedure is successful, it can only handle genetic disorders caused by a single gene and the fact is that most of the existing disorders are multigenetic. Nonetheless, one cannot rule out that further development of this technique will enable it to deal with several genes, even thousands of genes, at the same time. More importantly, it is expected that further research will make the procedure much more reliable, efficient and, therefore, safe.</p>
<p>The Chinese episode has also generated other issues. Several notes demonstrate that this was an experiment and not a therapeutic intervention (even He Jiankui called it a 'clinical trial'). The babies were not at risk of being born with HIV, given that sperm washing had been used so that only non-infected genetic material was used. Further, even though one of the parents (or both) was infected, it did not mean the children were more prone to becoming infected. The risk of becoming infected by the parents' virus was very low (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r2" rid="r2" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Cowgill<span> </span><em>et al</em>., 2008</a>). In sum, there was no curative purpose, nor even the intention to prevent a pressing risk. Finally, the interventions were different for each twin. In one case, the two copies of CCR5 were modified, whereas in the other only one copy was modified. This meant that one twin could still become infected, although the evolution of the disease would probably be slower. The purpose of the scientific team was apparently to monitor the evolution of both babies and the differences in how they reacted to their different genetic modifications. This note also raised the issue of parents' informed consent regarding human experimentation, which follows a much stricter regimen than consent for therapeutic procedures.</p>
<p>Moreover, if indeed the genetic intervention in place enhanced the twins this opens the door to an all new discussion: can we use gene editing to create "better" (whatever that may be...) human beings, maybe even a super race of humans? The scenario, when presented like that, seems terrifying, but actually the story of mankind is nothing more than one of enhancement, so probably in the future we won't look at human amelioration with such suspicion (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r17" rid="r17" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Raposo, 2019</a>).</p>
<p>Ethical concerns have long been asserted against genetic interventions. However, most of the objections have been based more on prejudice than substantive arguments. Critics have invoked the sanctity of the human genome, as if changing it would equate to playing God (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r9" rid="r9" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Habermas, 2003</a>). However, protecting the human genome should not prevent genetic interventions that can improve our lives. What brings real value to our lives is having a genetic code that allows us to live free of severe diseases, not to have an unmodified but unhealthy genetic code. Some have argued the perils of genetic discrimination (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r13" rid="r13" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Mehlman &amp; Botkin, 1998</a>) and eugenics (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r9" rid="r9" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Habermas, 2003</a>), but if that were truth no medical treatment would be allowed under the suspicion of discriminating the ones not that are not treated and of aspiring to create a “superior” society of healthy people. The risk of undermining the human genetic pool (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r1" rid="r1" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Committee on Science, Technology, and Law, 2016</a>) is also a recurrent concern, but “there are more than six billion humans on the planet. Absent some kind of magic wand, it is initially difficult to see how any given genetic intervention could change human nature” (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r12" rid="r12" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">McConnell, 2010</a>). The eventual loss of our human nature (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r9" rid="r9" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Habermas, 2003</a>) has been also invoked, but changing our genes does not change our human nature. Humanity does not reside in a specific genetic code, but in a certain perception of the world and our role in it. That role adds to the story of how we overcome the surrounding environment and ourselves.</p>
<p>Until now, the scientific community has been quite critical of this procedure. What is in place right now is a precautionary principle (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r1" rid="r1" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Committee on Science, Technology, and Law, 2016</a>). Research has not been completely banned. It has been allowed when its aim has been to obtain additional data on the procedure's safety. Likewise, somatic gene editing (that is, genetic interventions that will not pass to offspring) has been allowed in humans, and germinal gene editing (genetic interventions that will be transmitted to progeny) has been allowed in non-humans. In sum, there has been a restriction on the kind of research permitted, and for the latter the requisites have been quite demanding (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r7" rid="r7" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Guttinger, 2018</a>). Most likely, it could not have been any other way. If not for the restrictions, the chances are that CRISPR-Cas9 would have been totally banned. Accordingly, the precautionary principle has been the alternative to absolute prohibition (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r4" rid="r4" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Ellis, 2006</a>;<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r7" rid="r7" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Guttinger, 2018</a>).</p>
<p>I believe it is still too early to perform germinal gene editing (even resorting to CRISPR-Cas9) as a regular therapeutic procedure (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r18" rid="r18" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Thrasher<span> </span><em>et al</em>., 2016</a>;<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r1" rid="r1" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Committee on Science, Technology, and Law, 2016</a>;<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r5" rid="r5" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Friedmann<span> </span><em>et al</em>., 2015</a>;<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r11" rid="r11" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Kang<span> </span><em>et al</em>., 2016</a>). We still need to decode the amazing mysteries of genomics to understand how to safely use this procedure in human beings. The problem with the Chinese episode is not so much the use of gene editing, but its untimely use, without scientific evidence supporting the safety of CRISPR-Cas9. According with analysis done to Jiankui's work, “neither Lulu nor Nana possessed the 32-base pair deletion desired in the CCR5 gene, and each embryo instead expressed variants of various lengths. These novel mutations have not been previously shown to prevent HIV infection and may even be harmful. Some of He's data also suggest the presence of both edited and unedited cells, leading to a phenomenon called mosaicism, as well as off-target effects of the edit that could cause other unanticipated changes in the genome” (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r15" rid="r15" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Nie &amp; Cheung, 2019</a>).</p>
<p>It is a fact that the technique has already been used in somatic therapeutic interventions with success, reaching goals that regular medical treatments cannot achieve (<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6724388/#r3" rid="r3" class=" bibr popnode" role="button" aria-expanded="false" aria-haspopup="true">Cyranoski, 2016</a>). Nonetheless, somatic interventions and the risk of passing genetic modifications, including genetic errors, to offspring raise several technical and ethical issues that must be addressed.</p>
<p>The Chinese experience was even more daunting, because in addition to being a somatic intervention it was not ‘necessary' to the embryos' well-being, i.e., the embryos were healthy and the experiment merely performed a health enhancement and eventually also a non-health related enhancement.</p>
<p>In the future, when they are properly developed, CRISPR-Cas9 and gene editing in general can become very useful tools to deal with health-related issues. This not only includes purely therapeutic (curative) interventions, but also health-related enhancements, such as immunising a person against certain viruses (similarly to what currently happens with vaccines), just like in the Chinese experiment. If or when CRISPR-Cas9 is properly developed, it can be used as a regular medical treatment (in broad terms, including preventive measures).</p>
<p class="p p-last">Therefore, we cannot impose a ban on research in this domain, even in spite of this episode. If scientific accuracy is the goal, and indeed, it is, this goal can only be achieved by investing in more research. I do understand that some caution is required, not only to prevent genetic mistakes that we may be unable to undo, but also to allow enough time to find better answers to the legal and ethical dilemmas involved. Nonetheless, we need to continue. Stopping here would mean to waste decades of investigation and lose a brilliant opportunity to provide greater well-being for humankind. People now and in the future could be spared the pain and suffering caused by the many diseases for which we still do not have a cure. The answer may well be in the genes.</p>]]> </content:encoded>
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<title>10 Reasons Why Python Rocks for Web Development</title>
<link>https://sdgtalks.ai/10-reasons-why-python-rocks-for-web-development</link>
<guid>https://sdgtalks.ai/10-reasons-why-python-rocks-for-web-development</guid>
<description><![CDATA[ Discover why Python is unbeatable for web development. Explore the top 10 reasons why Python is the preferred choice for web developers. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202403/image_430x256_6603f2ef1e03f.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 27 Mar 2024 05:24:57 -0500</pubDate>
<dc:creator>William Smith</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Python's popularity in web development continues to soar.  This versatile language offers a compelling blend of readability, power, and extensive libraries, making it a favorite among developers of all experience levels. Whether you're building a simple website or a complex web application, Python can empower you to achieve your goals efficiently. Let's delve into the ten key reasons why Python stands out in the realm of web development:</span></p>
<h2 dir="ltr"><span>1. Beginner-friendly syntax with Crystal-Clear Readability</span></h2>
<p dir="ltr"><span>Python's syntax is renowned for its elegance and simplicity. It bears a resemblance to plain English, making it significantly easier to learn compared to languages like Java or C++.  This focus on readability translates to cleaner code that promotes better maintainability and collaboration.  New programmers can grasp core concepts quickly, while seasoned developers can write and understand code with minimal effort.</span></p>
<h2 dir="ltr"><span>2. Boost Your Development Speed with Powerful Libraries</span></h2>
<p dir="ltr"><span>Python boasts a vast ecosystem of well-maintained libraries that address a wide range of web development needs.  Frameworks like Django and Flask provide a robust foundation for building web applications and streamlining common development tasks like database interaction, user authentication, and templating. </span></p>
<p dir="ltr"><span>Libraries like NumPy and Pandas excel in data manipulation and analysis, making Python a perfect choice for data-driven web applications.  These pre-built components empower developers to focus on core functionalities rather than reinventing the wheel, significantly accelerating the development process.</span></p>
<h2 dir="ltr"><span>3. Test Like a Pro with a Robust Testing Ecosystem</span></h2>
<p dir="ltr"><span>Building a web application hinges on a solid testing strategy. Python's testing ecosystem is top-notch, providing developers with a comprehensive suite of tools to ensure code quality and functionality.  Frameworks like Django offer built-in testing utilities, while libraries like unit tests and pytest facilitate the creation of unit tests, integration tests, and functional tests.  By emphasizing testing throughout the development lifecycle, Python empowers developers to deliver robust and reliable web applications.</span></p>
<h2 dir="ltr"><span>4. Embrace Scalability and Performance with Python's Versatility</span></h2>
<p dir="ltr"><span>Python is adept at handling small-scale projects as well as complex, high-traffic web applications.  Frameworks like Django effectively scale to accommodate increasing user loads, ensuring your web application remains performant as it grows.   For computationally intensive tasks, libraries like NumPy leverage optimized C code under the hood, delivering exceptional performance when necessary.</span></p>
<h2 dir="ltr"><span>5. Security Matters: Python Prioritizes Safe Development Practices</span></h2>
<p dir="ltr"><span>Web security is paramount.  Python enforces coding practices that promote secure development.  For instance, Python's built-in mechanisms help prevent common vulnerabilities like buffer overflows and SQL injection attacks.  Additionally, the extensive range of security-focused libraries like cryptography and bcrypt empowers developers to implement robust security features within their web applications.</span></p>
<h2 dir="ltr"><span>6. Embrace the Power of DevOps: Python Integrates Seamlessly</span></h2>
<p dir="ltr"><span>Python thrives in the DevOps environment, where development and operations work in close collaboration.  Scripting capabilities make Python ideal for automating various tasks within the deployment pipeline.  Tools like Fabric and Ansible simplify server provisioning and configuration management, allowing developers to seamlessly transition code from development to production.</span></p>
<h2 dir="ltr"><span>7. The Full Stack Awaits: Python's Reach Extends Beyond Backend Development</span></h2>
<p dir="ltr"><span>While Python excels in backend development, its influence extends beyond.  Frameworks like Django and Pyramid facilitate the creation of full-stack web applications, encompassing both server-side and client-side development.  Additionally, libraries like Dash and Bokeh empower developers to build interactive web dashboards and data visualizations.</span></p>
<h2 dir="ltr"><span>8. Beyond the Web: Python's Versatility is a Developer's Dream</span></h2>
<p dir="ltr"><span>A key strength of Python is its versatility.  Skills acquired in web development using Python can be readily applied to other domains like data science, machine learning, and automation scripting.  This breadth of applicability makes Python a valuable asset for developers, allowing them to leverage their expertise across diverse projects.</span></p>
<h2 dir="ltr"><span>9. A Thriving Community: Support and Learning at Your Fingertips</span></h2>
<p dir="ltr"><span>The Python community is vibrant and welcoming.  A multitude of online resources, forums, and tutorials offer comprehensive support for developers at all stages of their journey.  Whether you encounter a coding challenge or seek guidance on best practices, the Python community is readily available to assist.</span></p>
<h2 dir="ltr"><span>10. A Future-Proof Choice: Python's Continued Growth Ensures Stability</span></h2>
<p dir="ltr"><span>Python's widespread adoption and active development community guarantee its enduring relevance.  Major corporations like Google, Netflix, and Spotify rely on Python for their web infrastructure.  This continuous innovation and industry backing ensure Python remains a future-proof choice for web development projects.</span></p>
<h2 dir="ltr"><span>Considering Hiring Python Developers?</span></h2>
<p dir="ltr"><span>The compelling advantages of Python have fueled a surge in demand for skilled Python developers.  If you're seeking to leverage Python's power for your web development project, consider <a href="https://www.hashstudioz.com/hire-python-developer.html" target="_blank" rel="noopener"><strong>hiring Python developers</strong></a> who can bring their expertise to the table.  Skilled Python developers can help you:</span></p>
<p><b> </b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Architect robust and scalable web applications:</strong><span><strong> </strong>Leveraging their understanding of Python frameworks and libraries, experienced developers can design and build web applications that can accommodate growth and evolving requirements.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Prioritize code quality and maintainability:</strong><span><strong> </strong>Python developers emphasize clean coding practices and leverage testing methodologies to ensure your web application is not only functional but also easy to maintain and update in the future.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Integrate seamlessly with existing infrastructure:</strong><span><strong> </strong>Python's versatility allows developers to integrate your web application with existing databases, systems, and APIs, ensuring a smooth flow of information.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Deliver projects efficiently:</strong><span> The combination of Python's readability and extensive libraries empowers developers to work productively, accelerating the development lifecycle and delivering projects within deadlines.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>Hiring a Python Consultant: When Expertise is Key</span></h2>
<p dir="ltr"><span>In some instances, you might require the guidance of a <strong><a href="https://www.hashstudioz.com/hire-python-developer.html" target="_blank" rel="noopener">Python consultant</a></strong>.  A consultant can offer valuable expertise in specific areas, such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Optimizing existing Python code:</strong><span> A consultant can analyze your current Python codebase and suggest improvements to enhance performance, maintainability, and readability.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Selecting the right framework or library:</strong><span> With their in-depth knowledge of the Python ecosystem, a consultant can guide you in selecting the most suitable framework or library for your specific project requirements.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><strong>Implementing best practices:</strong><span><strong> </strong>A consultant can ensure your web development project adheres to best practices in Python development, leading to a more robust and maintainable codebase.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Python's unique blend of simplicity, power, and versatility makes it an exceptional choice for web development projects of all sizes and complexities.  By leveraging Python's strengths and the expertise of skilled Python developers and consultants, you can build high-performing, secure, and scalable web applications that propel your business forward.</span></p>]]> </content:encoded>
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<title>Potassium depletion in soil threatens global crop yields</title>
<link>https://sdgtalks.ai/potassium-depletion-in-soil-threatens-global-crop-yields</link>
<guid>https://sdgtalks.ai/potassium-depletion-in-soil-threatens-global-crop-yields</guid>
<description><![CDATA[ Undetected potassium deficiency in global soils jeopardizes food security. UCL and Edinburgh research reveals potassium extraction surpasses replenishment, impacting crop yields. Geopolitical tensions, fluctuating fertilizer prices, and environmental concerns compound the issue. Urgent recommendations include global assessments, intergovernmental coordination, and sustainable practices to address crop yield declines and price instability. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202402/image_430x256_65d7be9d0a02f.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Feb 2024 16:45:47 -0500</pubDate>
<dc:creator>lwkamrath</dc:creator>
<media:keywords>crop yields, potassium, soil</media:keywords>
<content:encoded><![CDATA[<p>Potassium deficiency in agricultural soils is a largely unrecognised but potentially significant threat to global food security if left unaddressed, finds new research involving researchers at UCL, University of Edinburgh and the UK Centre for Ecology &amp; Hydrology.</p>
<p>The study, published in Nature Food, found that more potassium is being removed from agricultural soils than is being added, throughout many regions of the world. It also gives a series of recommendations for how to mitigate the issue.</p>
<p>Potassium is a vital nutrient for plant growth that helps with photosynthesis and respiration, the lack of which can inhibit plant growth and reduce crop yields. Farmers often spread potassium-rich fertilisers over their fields to replenish the depleted nutrient, but supply issues can inhibit its use, and there are lingering questions about its environmental impact.</p>
<p>The researchers report that globally, about 20% of agricultural soils face severe potassium deficiency, with particular regions likely to experience more critical shortages, including 44% of agricultural soils in South-East Asia, 39% in Latin America, 30% in Sub-Saharan Africa and 20% in East Asia, largely due to more intensive agricultural practices.</p>
<p>Co-author Professor Mark Maslin (UCL Geography) said: "Potassium is critical to sustaining the crop yields that keep the world fed, and its depletion poses a significant threat to the food security of millions of people around the world. This is an overlooked issue that needs to be addressed with a range of actions as the world population continues to grow."</p>
<p>Farmers often rely on potash as a fertiliser to replenish their field's potassium, but the price of the mineral can be quite volatile. Potash production is highly concentrated, with just twelve countries dominating the nearly £12 billion international market for potassium fertilisers, with Canada, Russia, Belarus and China producing 80% of the world's total raw potash.</p>
<p>The researchers highlight how in April 2022, the price of potash increased 500% above the previous year following a "perfect storm" of factors, including rising fertiliser demand, escalating fuel prices, recovery from the pandemic, a range of government actions around the world, and the Russian invasion of Ukraine. Russia and Belarus together export about 42% of the word's potash supply, but following the Russian invasion of Ukraine in 2022, the UK, US, Canada and the EU imposed import sanctions on the two countries, disrupting global supplies and exacerbating the price spike.</p>
<p>Since the initial price spike, the cost of potash has fallen by about 50%, but remains elevated, raising concerns that farmers will not be able to access sufficient fertiliser to maintain food supplies under the current system.</p>
<p>Co-author Dr Peter Alexander of the University of Edinburgh said: "The volatility of potash prices has major implications across the global food system. Access to potassium is vital for farmers to maintain their crop yields, but the recent high cost of potash makes it more difficult for the most vulnerable to obtain."</p>
<p>This market concentration and vulnerability is one of the reasons the researchers have called for better potassium management and a robust intergovernmental coordination mechanism. Currently there are no national or international policies or regulations governing the sustainable management of soil potassium akin to the systems that are being established for other vital crop nutrients like nitrogen and phosphorus.</p>
<p>In 2021, global potash consumption reached 45 million tonnes, with global production projected to rise to about 69 million tonnes in 2025 with new projects starting up in Belarus, Canada, Russia, Australia, Eritrea and the UK. However, potash mining has raised human rights concerns and has significant impacts on the environment. Potash mining generates millions of tonnes of refuse mostly composed of sodium chloride salts, which can leach into soils and salinise soil and water tables, harming plants and animals.</p>
<p>The impacts of potassium fertiliser runoff into local ecosystems are poorly understood, and the researchers recommend more study about its effects.</p>
<p>Lead author Will Brownlie of the UK Centre for Ecology &amp; Hydrology, said: "The environmental impact of potash mining and use in agriculture is something that needs greater scrutiny. There's much that we still don't understand about the effects that artificial potassium enrichment has on nearby ecosystems. By wisely handling nutrients like nitrogen, phosphorus, and potassium together, we can reap multiple benefits, prevent pollution, boost crop yields, and minimise nutrient loss. It's about coordinating our approach for better farming outcomes."</p>
<p>The researchers put forward six recommendations for policies and practices to prevent potential crop yield declines, safeguard farmers from price volatility and address environmental concerns. The recommendations include:</p>
<p>Setting up a global assessment of current potassium stocks and flows to identify the most at-risk countries and regions<br>Establishing national capabilities for monitoring, predicting and responding to potassium price fluctuations<br>Helping farmers maintain sufficient soil potassium levels with further research about the yield implications of limited potassium in various crops and soils<br>Evaluating the environmental effects of potash mining and developing sustainable application practices<br>Developing a global circular potassium economy that minimises the use and maximises the reuse and recycling of the nutrient<br>Increasing intergovernmental cooperation through the UN and other agencies to develop global policy coordination akin to what's been developed for nitrogen</p>]]> </content:encoded>
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<title>Exploring the time&#45;varying asymmetric effects of environmental regulation policies and human capital on sustainable development efficiency: A province level evidence from China</title>
<link>https://sdgtalks.ai/exploring-the-time-varying-asymmetric-effects-of-environmental-regulation-policies-and-human-capital-on-sustainable-development-efficiency-a-province-level-evidence-from-china</link>
<guid>https://sdgtalks.ai/exploring-the-time-varying-asymmetric-effects-of-environmental-regulation-policies-and-human-capital-on-sustainable-development-efficiency-a-province-level-evidence-from-china</guid>
<description><![CDATA[ The Sustainable Development Goals (SDGs) for 2022 progress report indicates that global policies to reach SDGs 7 and 8 might not be as good as they could be. In the recent discussions at COP27 and in academic literature, sustainable development efficiency has also been brought up as a way to close this gap. Achieving sustainable development efficiency necessitates a favorable policy environment within economies. Environmental policies, human capital, and broader policy dimensions are just a few of the factors that influence this environment. The existing policy discourse and academic literature suggest that environmental regulation policies, human capital development, industrialization, urbanization, and GDP are potential drivers to achieve sustainable development efficiency. Hence, the study tends to erect a policy framework by investigating the time-varying effects of environmental regulation policies and human capital on sustainable development efficiency with the consort of industrialization and urbanization in a large economy—China. To this end, the study deploys the province-level panel data from 1998 to 2017 and utilizes several advanced econometric methods (Non-Parametric Panel Data Model, Wavelet Quantile Correlation, and Non-Parametric Panel Granger Causality Test). The results suggest that positive shocks in environmental regulation policies and human capital have favorable effects on sustainable development efficiency; however, their negative shocks have adverse impacts over time. Further, industrialization and urbanization significantly deteriorate the sustainable development efficiency. Based on the results, phase-wise policies are recommended in order to achieve SDGs 7 and 8. ]]></description>
<enclosure url="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jan 2024 18:30:05 -0500</pubDate>
<dc:creator>njvahlberg</dc:creator>
<media:keywords>Sustainable development efficiency, Environmental regulation policies, Human capital, Non-parametric, panel data method</media:keywords>
<content:encoded><![CDATA[<section id="s0005">
<h2 id="st0020" class="u-h4 u-margin-l-top u-margin-xs-bottom">1.<span> </span>Introduction</h2>
<div>
<p id="p0030">In recent times, China has made remarkable strides in obtaining impressive economic growth, as its GDP was $6.09 trillion in 2010 and which escalated to $17.73 trillion in 2021, representing 18.37% of worldwide GDP (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0340" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0340"><span class="anchor-text"><em>World Bank</em>, 2022</span></a><span>). Consequently, this commendable progress led to an exorbitant cost as the economy grappled with the soaring levels of environmental pollution, a dire threat to sustainable development and ecological balance at the local and global level. This environmental exigency might be on account of the unsustainable deployment of fossil fuel-based energy supplies. The combustion of fossil fuels causes <a href="https://www.sciencedirect.com/topics/engineering/oxidation-reaction" title="Learn more about oxidation from ScienceDirect's AI-generated Topic Pages" class="topic-link">oxidation</a> of the hydrocarbon structure of these fuels, resulting in ambient air pollution (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0305" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0305"><span class="anchor-text">Tumala et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0190" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0190"><span class="anchor-text">Liu et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0195" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0195"><span class="anchor-text">Liu et al., 2023b</span></a>).<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0005" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0005"><span class="anchor-text">Fig. 1</span></a><span> categorically visualizes the high intensity of <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/greenhouse-gas-emissions" title="Learn more about carbon emissions from ScienceDirect's AI-generated Topic Pages" class="topic-link">carbon emissions</a> in the thirty provinces of China, as reported by China Emission </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0070" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0070"><span class="anchor-text"><em>China Emission Accounts and Datasets</em><span> </span>(2023)</span></a>, and China emitted 27% of the global carbon dioxide (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0340" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0340"><span class="anchor-text"><em>World Bank</em>, 2022</span></a><span>). Therefore, the Chinese government committed to the global community to cut down carbon emissions to make a “carbon neutral China” by 2060 and achieve <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/sustainable-development-goals" title="Learn more about Sustainable Development Goals from ScienceDirect's AI-generated Topic Pages" class="topic-link">Sustainable Development Goals</a> (SDG), specifically, 7 and 8 (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib426" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib426"><span class="anchor-text">Climate Ambition Summit, 2020</span></a>).</p>
<figure class="figure text-xs" id="f0005"><span class="captions text-s"><span id="ca0005"></span></span></figure>
</div>
<p id="p0035">In order to accomplish the ambitious goal of sustainable economic development, the Chinese authorities enacted several environmental regulations and policies to foster economic growth while disrupting the rising ratio of carbon emissions (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0040" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0040"><span class="anchor-text">Balsalobre-Lorente et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0355" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0355"><span class="anchor-text">Zhang et al., 2021</span></a>).</p>
<p id="p0040">To obtain sustainable development along with environmental sustainability, the Chinese authorities remained proactive and have practiced several environmental regulation policies over the years (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0360" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0360"><span class="anchor-text">Zhang et al., 2022</span></a><span>). China's first comprehensive environmental law was launched in 1989. It established the <a href="https://www.sciencedirect.com/topics/engineering/state-environmental-protection-administration" title="Learn more about State Environmental Protection Administration from ScienceDirect's AI-generated Topic Pages" class="topic-link">State Environmental Protection Administration</a> (SEPA) to enforce environmental laws. Likewise, the Environmental Impact Assessment (EIA) law was proposed in 1990 to assess all significant development projects before proceeding to identify environmental issues and ensure mitigation. Also, China's <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/agenda-21" title="Learn more about Agenda 21 from ScienceDirect's AI-generated Topic Pages" class="topic-link">Agenda 21</a> (1994) aimed for global sustainable development. China's sustainable development strategy prioritized economic growth, social improvement, and environmental conservation. The Clean Production Promotion Law (2002) encouraged firms to decrease waste, save resources, and reduce pollution. Similarly, The <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/circular-economy" title="Learn more about Circular Economy from ScienceDirect's AI-generated Topic Pages" class="topic-link">Circular Economy</a> Promotion Law (2008) promoted a resource-efficient, waste-free circular economy. It encourages garbage recycling. Another law, “China's Air Pollution Prevention and Control Law” (2015), assisted in reducing city air pollution while imposing tight criteria for factory and vehicle emissions. China's Soil Pollution Prevention and Control Law (2018) prevented soil contamination. It required firms to clean up polluted locations and hold them accountable (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0360" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0360"><span class="anchor-text">Zhang et al., 2022</span></a>).</p>
<p id="p0045"><span>One such policy, launched in 2021, is nationwide <a href="https://www.sciencedirect.com/topics/engineering/carbon-market" title="Learn more about carbon markets from ScienceDirect's AI-generated Topic Pages" class="topic-link">carbon markets</a>, comprising around 2200 power sector enterprises, in order to price carbon emissions (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0355" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0355"><span class="anchor-text">Zhang et al., 2021</span></a><span>). Further, China has built a green <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/finance" title="Learn more about finance from ScienceDirect's AI-generated Topic Pages" class="topic-link">finance</a> system, including <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/green-bonds" title="Learn more about green bonds from ScienceDirect's AI-generated Topic Pages" class="topic-link">green bonds</a> and green loans, to encourage low-carbon growth. In addition, China leads the world in wind and solar <a href="https://www.sciencedirect.com/topics/engineering/power-generation" title="Learn more about energy generation from ScienceDirect's AI-generated Topic Pages" class="topic-link">energy generation</a>. By the end of 2030, China, as pledged by the Chinese government, will have the capacity to produce 35% of its electricity from green sources. Likewise, through manufacturer incentives and consumer subsidies, China is actively promoting the development and adoption of electric cars; thus, it became the leading electric vehicle market, delivering almost 1.3 million cars in 2020. Besides, China has taken several serious steps, including building and appliance requirements for energy efficiency, to enhance energy efficiency (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib427" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib427"><span class="anchor-text">China Country Climate and Development Report, 2022</span></a><span>). All these <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/environmental-policy" title="Learn more about environmental policies from ScienceDirect's AI-generated Topic Pages" class="topic-link">environmental policies</a> attracted the academic community to assess their contribution to sustainable development in China. Hence, it is rational to analyze how environmental regulation policies contribute to accelerating the sustainable development process.</span></p>
<p id="p0050">Simultaneously, China has taken several remarkable steps to enhance human capital. To do so, Chinese authorities targeted education and technology, which significantly contributed to the trigger of human capital in China (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0110" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0110"><span class="anchor-text">Fan et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>; &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0180" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0180"><span class="anchor-text">Liang et al., 2022</span></a>). For instance, the Chinese government has undertaken several education reforms since 2005. In 2010, the “New Curriculum” was introduced to promote technical and innovative education across China (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0235" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0235"><span class="anchor-text">Opoku et al., 2022</span></a>). Also, Chinese authorities invest a large chunk of their budget on rural education in order to enhance the overall education level at the nation-level, as 32 billion dollars were invested in rural education in 2018 (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>). Since the rise in education level and technological progress tend to increase the number of efficient workers (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0285" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0285"><span class="anchor-text">Solow, 1956</span></a>), this process leads to enhance numbers of efficient human capital. Also, the ability to make better decisions on account of education and experience increases the efficiency of human capital. Since human capital works as an essential pillar to escalate economic growth (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0285" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0285"><span class="anchor-text">Solow, 1956</span></a>), it is important to investigate its impact on sustainable development.</p>
<p id="p0055">Due to the significance of environmental regulation policies and human capital, numerous scholars have made efforts to investigate their impact on sustainable development. In this regard, the academic community has utilized various economic indicators as measures of sustainable development efficiency, including ecological footprints and green growth (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0250" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0250"><span class="anchor-text">Razzaq et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0230" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0230"><span class="anchor-text">Ofori et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0100" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0100"><span class="anchor-text">De Haas and Popov, 2023</span></a>), carbon emissions (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0175" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0175"><span class="anchor-text">Li et al., 2023</span></a>), and green energy (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib428" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib428"><span class="anchor-text">Wu et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib429" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib429"><span class="anchor-text">Dogan et al., 2023</span></a>). However, there remains a considerable gap in this field, highlighting the following aspects: previous literature has not employed a comprehensive indicator to assess the efficiency of sustainable development and analyze its response to environmental regulation policies. Similarly, the effects of human capital on a comprehensive measure of sustainable development have not been explored yet. Furthermore, prior studies have primarily focused on examining average and symmetric effects, whereas the majority of economic trends exhibit asymmetric characteristics (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0090" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0090"><span class="anchor-text">Chishti et al., 2023</span></a>a;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0075" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0075"><span class="anchor-text">Chishti and Patel, 2023</span></a>). Therefore, in order to address the aforementioned gaps, this study aims to pose the following research question:</p>
<p id="p0060"><em><strong>Research question</strong>: How are the impacts of environmental regulation policies and human capital on sustainable development efficiency time-varying and asymmetric?</em></p>
<p id="p0065">The goal of this study is to investigate the dynamic factors that impact the effectiveness of sustainable development, with the aim of proposing policies for achieving SDG 7 and 8 goals. This study contributes to the scientific literature in several ways. Firstly, it is the first study to utilize the variable of sustainable development efficiency as a more accurate measure of sustainable development. Secondly, this is the first study that targets to divulge how environmental regulation policies shape sustainable development efficiency. To do so, the study splits environmental regulation policies, following<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0085" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0085"><span class="anchor-text">Chishti et al. (2021)</span></a>, into positive and negative shocks to explore the detailed and informative findings from a policy-making perspective. Thirdly, another significant contribution of the study is to investigate the effects of positive and negative shocks on human capital on sustainable development efficiency, unlike the previous studies, which considered the linearity of human capital. Fourthly, the study analyzes the effects of industrialization, urbanization, and economic growth on sustainable development efficiency.</p>
<p id="p0070"><span>Fifthly, for the SDG 7 and 8 goals to be made into a policy framework, the right methodological techniques are needed. The study uses province-level panel data for China from 1998 to 2017, and the chosen economic series seem to be asymmetrical, which shows that their trends change over time and suggests a plausible time-varying link. All such characteristics of the opted series should be taken into account properly. Therefore, to capture the time-varying nexus, the study deploys a non-parametric <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/panel-data-model" title="Learn more about panel data model from ScienceDirect's AI-generated Topic Pages" class="topic-link">panel data model</a> by </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib437" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib437"><span class="anchor-text">Churchill et al. (2019)</span></a><span>, wavelet <a href="https://www.sciencedirect.com/topics/engineering/quantile" title="Learn more about quantile from ScienceDirect's AI-generated Topic Pages" class="topic-link">quantile</a> correlation by </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib431" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib431"><span class="anchor-text">Kumar and Padakandla (2022)</span></a><span>, and a non-parametric panel <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/granger-causality-test" title="Learn more about Granger causality test from ScienceDirect's AI-generated Topic Pages" class="topic-link">Granger causality test</a> by </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib429" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib429"><span class="anchor-text">Dogan et al. (2023)</span></a>. These techniques enable the study to explore robust and reliable results in order to design a comprehensive policy framework to achieve SDGs 7 and 8.</p>
<p id="p0075">The remainder of the study is organized in the following order:<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#s0010" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="s0010"><span class="anchor-text">Section 2</span></a><span> </span>covers a pertinent literature review to highlight the literature gap.<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#s0040" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="s0040"><span class="anchor-text">Section 3</span></a><span> explains a theory-based framework to formulate the <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/econometric-model" title="Learn more about econometric model from ScienceDirect's AI-generated Topic Pages" class="topic-link">econometric model</a>. </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#s0045" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="s0045"><span class="anchor-text">Section 4</span></a><span> highlights the <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/econometrics" title="Learn more about econometric from ScienceDirect's AI-generated Topic Pages" class="topic-link">econometric</a> tools, and </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#s0075" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="s0075"><span class="anchor-text">Section 5</span></a><span> </span>covers the results along with a discussion.<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#s0115" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="s0115"><span class="anchor-text">Section 6</span></a><span> </span>concludes the results for developing a policy framework.</p>
</section>
<section id="s0010">
<h2 id="st0025" class="u-h4 u-margin-l-top u-margin-xs-bottom">2.<span> </span>Literature review</h2>
<p id="p0080">Sustainable development efficiency (i.e., the ability of a nation to achieve<span> </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/sustainable-development-goals" title="Learn more about sustainable development goals from ScienceDirect's AI-generated Topic Pages" class="topic-link">sustainable development goals</a><span> </span>while minimizing the adverse of economic growth on the environment and natural resources) depends on how policymakers in an economy perceive the prospect of sustainable development efficiency (SDE). Perceptions of the SDE play a crucial role in how policymakers aim to promote it. Policy instruments can be used to catalyze this efficiency, which may take the form of environmental regulation policy, human capital development, urbanization or industrialization. In the current section, the relevant published studies will be critically reviewed to identify the comprehensive research gap.</p>
<section id="s0015">
<h3 id="st0030" class="u-h4 u-margin-m-top u-margin-xs-bottom">2.1.<span> </span>SDE and environmental regulation policy</h3>
<p id="p0085">The debate on how environmental regulation policies affect sustainable development is a recent development in the literature. Specifically, after the Paris accord, the worldwide economists tended to analyze the association at firm and national level while focusing on the direct and indirect channels.</p>
<p id="p0090">The environmental regulation policies play a crucial role in supporting the sustainable development (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0030" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0030"><span class="anchor-text">Appiah et al., 2023</span></a>). For instance,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0300" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0300"><span class="anchor-text">Sun et al. (2023)</span></a><span> </span>observed the same outcome while analyzing the impacts of environmental regulations on green growth via triggering the green energy markets for China's coastal areas. Another study on China by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0375" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0375"><span class="anchor-text">Zheng et al. (2023)</span></a><span> </span>assessed the effects of environmental regulations on green total factor productivity (a proxy for sustainable development) and concluded that favorable impacts of environmental regulation. This phenomenon is observed for 108 cities in the Yangtze River Economic Belt, China. Also, the same results were deduced by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0150" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0150"><span class="anchor-text">Jin et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0155" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0155"><span class="anchor-text">Jin et al., 2023b</span></a><span> </span>for China, while using the green total factor productivity as measure for sustainable development. Additionally, there are some researchers which use some other economic variables to measure sustainable development and analyze how such variables respond to the environmental regulations. For example,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a><span> </span>deploy green transformation performance as measure of sustainable development, while taking data for 49 large- and medium-sized iron and steel firms in China. It was affirmed that environmental regulations foster the green transformation performance.<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0050" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0050"><span class="anchor-text">Binh An et al. (2023)</span></a><span> identified that environmental regulations exhibited a supportive behavior towards sustainable development through enhancing the <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/environmental-valuation" title="Learn more about environmental quality from ScienceDirect's AI-generated Topic Pages" class="topic-link">environmental quality</a> in top eight advanced nations. </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0260" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0260"><span class="anchor-text">Sadiq et al. (2023)</span></a><span> </span>developed the sustainable development index in order to measure the sustainable development. The results demonstrated that environmental regulations significantly promoted the development in ASEAN nations. The same phenomenon was witnessed by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0365" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0365"><span class="anchor-text">Zhao et al. (2022)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0375" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0375"><span class="anchor-text">Zheng et al. (2023)</span></a>, &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0390" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0390"><span class="anchor-text">Zou and Zhang (2022)</span></a><span> </span>for China,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0005" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0005"><span class="anchor-text">Abban et al. (2022)</span></a><span> </span>and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0010" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0010"><span class="anchor-text">Ahmad et al. (2021)</span></a><span> </span>for G7 nations,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0120" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0120"><span class="anchor-text">Hao et al. (2022)</span></a><span> </span>for selected global economies, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0380" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0380"><span class="anchor-text">Zhou et al., 2022a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0385" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0385"><span class="anchor-text">Zhou et al., 2022b</span></a><span> </span>for China.</p>
<p id="p0095">Based on the above anecdotal evidence, it can be inferred that environmental regulations play a vital direct and indirect role in determining the sustainable development. Therefore, it is rational to further hypothesize that environmental regulation can significantly contribute in triggering the sustainable development efficiency.</p>
</section>
<section id="s0020">
<h3 id="st0035" class="u-h4 u-margin-m-top u-margin-xs-bottom">2.2.<span> </span>SDE and human capital</h3>
<p id="p0100"><span>Huma capital, among the several important drivers <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/development-of-economics" title="Learn more about of economic development from ScienceDirect's AI-generated Topic Pages" class="topic-link">of economic development</a>, plays a key role in achieving the sustainable development through triggering the productivity, economic diversification, and innovation (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0270" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0270"><span class="anchor-text">Schultz, 1993</span></a>). The exploration of the nexus between human capital and sustainable is not a new phenomenon. However, the available literature indicate that majority of the previous studies intended to analyze the indirect effects of human capital on sustainable development. However, the pertinent literature lacks the direct effects of human capital on sustainable development, calling for more exploration in this area.</p>
<p id="p0105">Assessing the effects of human capital on sustainable development,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0115" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0115"><span class="anchor-text">Friderichs et al. (2023)</span></a><span> </span>observed that human capital's role is significant via disrupting the income inequality in South Africa.<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a><span> </span>also reported that human capital was among the crucial economic variables which significantly enhanced the sustainable development through improving the environmental quality for the sample of 208 nations. The same results were documented by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0265" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0265"><span class="anchor-text">Saqib et al. (2023)</span></a><span> </span>for selected 16 European economies. Also,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0210" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0210"><span class="anchor-text">Nkemgha et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0215" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0215"><span class="anchor-text">Nkemgha et al., 2023b</span></a><span> </span>witnessed that human capital triggered the erection of new infrastructure, industrialization process, and consequently economic growth. The study concluded that human capital was a crucial variable for boosting the sustainable development in Africa. A study on China by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0150" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0150"><span class="anchor-text">Jin et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0155" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0155"><span class="anchor-text">Jin et al., 2023b</span></a><span> </span>assessed the effects of innovative human capital on sustainable development through the channel of green total factor productivity. The findings suggested the important role of human capital innovation in upsurging the green total factor productivity. Similarly,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0130" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0130"><span class="anchor-text">Hondroyiannis et al. (2022)</span></a><span> </span>for selected global nations,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0235" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0235"><span class="anchor-text">Opoku et al. (2022)</span></a><span> for <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/organisation-for-economic-co-operation-and-development" title="Learn more about OECD from ScienceDirect's AI-generated Topic Pages" class="topic-link">OECD</a> nations, </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0280" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0280"><span class="anchor-text">Shahbaz et al. (2022)</span></a><span> </span>for China, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0245" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0245"><span class="anchor-text">Rafi et al. (2021)</span></a><span> for India reported that human capital played an essential role in fostering the sustainable development through boosting various <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/macroeconomic-variable" title="Learn more about macroeconomic variables from ScienceDirect's AI-generated Topic Pages" class="topic-link">macroeconomic variables</a>.</span></p>
<p id="p0110">The above review supports the argument that human capital is an essential factor to put the economy on the path of sustainable development. However, the dashboards leave a difficult task for readers to understand the measurement of sustainable development as the pertinent studies use several proxies to measure the sustainable development (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0125" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0125"><span class="anchor-text">Hirai and Comim, 2022</span></a>). Simply put, majority of the previous studies analyze the indirect effects of human capital on sustainable development. Hence, the prior literature calls for developing a more comprehensive measure for sustainable development to assess the direct effects while hypothesizing the favorable effects of human capital on sustainable development.</p>
</section>
<section id="s0025">
<h3 id="st0040" class="u-h4 u-margin-m-top u-margin-xs-bottom">2.3.<span> </span>SDE and urbanization</h3>
<p id="p0115">Urbanization is one the crucial economic drivers which significantly influence the sustainable development (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0135" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0135"><span class="anchor-text">Hoselitz, 1957</span></a>). The mainstream literature dashboard argues that, on the one side, urbanization process significantly thrives the economic growth, and on the other side, it deteriorates the environmental quality through emitting the carbon emissions. Hence, the effects of urbanization on sustainable development remains contradictory. Further, most of the studies assess the effects of urbanization on sustainable development indirectly.</p>
<p id="p0120">Many studies (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0105" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0105"><span class="anchor-text">Dilanchiev et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0160" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0160"><span class="anchor-text">Khan and Majeed, 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0110" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0110"><span class="anchor-text">Fan et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0180" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0180"><span class="anchor-text">Liang et al., 2022</span></a>; &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0380" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0380"><span class="anchor-text">Zhou et al., 2022a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0385" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0385"><span class="anchor-text">Zhou et al., 2022b</span></a><span>) have identified that urbanization considerably escalates the economic growth through creating the jobs, erecting the infrastructure, and expanding the market size. Contrarily, some of the studies argued that urbanization disrupt the economic growth process by increasing the enormous <a href="https://www.sciencedirect.com/topics/engineering/resource-depletion" title="Learn more about resources depletion from ScienceDirect's AI-generated Topic Pages" class="topic-link">resources depletion</a> (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib432" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib432"><span class="anchor-text">Pata and Ertugrul, 2023</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib433" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib433"><span class="anchor-text">Chien et al., 2023</span></a>) and income inequality (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0370" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0370"><span class="anchor-text">Zhao et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0295" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0295"><span class="anchor-text">Sun (2023)</span></a>. In a similar vein, numerous studies (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0205" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0205"><span class="anchor-text">Naqvi et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0140" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0140"><span class="anchor-text">Huo et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0170" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0170"><span class="anchor-text">Lee et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0175" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0175"><span class="anchor-text">Li et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0225" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0225"><span class="anchor-text">Numan et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0345" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0345"><span class="anchor-text">Xie et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0350" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0350"><span class="anchor-text">Xie et al., 2023b</span></a>; &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0190" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0190"><span class="anchor-text">Liu et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0195" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0195"><span class="anchor-text">Liu et al., 2023b</span></a>) that deduced that urbanization process had adverse effects on sustainable development through degrading the environmental quality while the studies relied on the various proxies to measure the environmental quality.</p>
<p id="p0125">Based on above review, it can be inferred that urbanization, one the one hand, supports the economic growth and on the other hand, it deteriorates the environmental quality. Thus, the effects likely effects of urbanization process on sustainable development remain contradictory or may be overall harmful since sustainable development requires an upsurge in economic growth along with green environment. Therefore, it is logical to hypothesize that urbanization may have positive or adverse effects on the sustainable development.</p>
</section>
<section id="s0030">
<h3 id="st0045" class="u-h4 u-margin-m-top u-margin-xs-bottom">2.4.<span> </span>SDE and industrialization</h3>
<p id="p0130">Industrialization, as a basic pillar, significantly influences sustainable development by accelerating the economic growth process. The popular literature generally contends that, on the one hand, industrialization process considerably boosts economic growth but, on the other hand, it degrades environmental quality by producing carbon emissions. As a result, the consequences of industrialization on sustainable development continue to be inconsistent.</p>
<p id="p0135">For instance,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0210" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0210"><span class="anchor-text">Nkemgha et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0215" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0215"><span class="anchor-text">Nkemgha et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0275" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0275"><span class="anchor-text">Shah et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0185" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0185"><span class="anchor-text">Liao et al. (2023)</span></a>, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0200" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0200"><span class="anchor-text">Naeem et al. (2023)</span></a><span> </span>infer that industrialization plays a key role in determining the economic growth through enhancing the infrastructure, increasing the productivity, creating jobs, promoting the transfer of technology and innovation, and enhancing the trade. However, some scholars argue that industrialization is accountable for social inequality through causing the income inequality (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0020" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0020"><span class="anchor-text">Ali, 2023a</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0025" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0025"><span class="anchor-text">Ali, 2023b</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0165" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0165"><span class="anchor-text">Khan et al., 2023</span></a>). Similarly, several studies (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0200" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0200"><span class="anchor-text">Naeem et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0185" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0185"><span class="anchor-text">Liao et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0310" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0310"><span class="anchor-text">Voumik and Ridwan, 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0055" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0055"><span class="anchor-text">Caglar and Askin, 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0345" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0345"><span class="anchor-text">Xie et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0350" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0350"><span class="anchor-text">Xie et al., 2023b</span></a>; &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0255" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0255"><span class="anchor-text">Rehman et al., 2023</span></a>) assess the effects of industrialization and deduce that environmental degradation rises due to industrialization.</p>
<p id="p0140">Based on the above literature, it can be inferred that industrialization encourages the economic growth along with discouraging the environmental sustainability and causing the income inequality. Such literature-based contradictory findings pose the query whether industrialization can contribute towards sustainable development or not. Therefore, it is logical to hypothesize the positive or negative effects of industrialization on sustainable development efficiency.</p>
</section>
<section id="s0035">
<h3 id="st0050" class="u-h4 u-margin-m-top u-margin-xs-bottom">2.5.<span> </span>Refreshing the literature gap</h3>
<p id="p0145">The above critical review indicates that environmental regulation policies, human capital, industrialization, urbanization, and GDP play an essential role in shaping sustainable development efficiency. However, the prior literature did focus on the following aspects: First, the prior literature could not deploy a comprehensive indicator to measure the efficiency of sustainable development and analyze its response to environmental regulation policies.</p>
</section>
</section>
<section id="s0040">
<ul class="list"></ul>
<p id="p0195">As the literature has identified that urbanization (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0110" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0110"><span class="anchor-text">Fan et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0180" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0180"><span class="anchor-text">Liang et al., 2022</span></a>), industrialization (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0200" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0200"><span class="anchor-text">Naeem et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib435" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib435"><span class="anchor-text">Azam et al., 2021</span></a>) and GDP (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0365" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0365"><span class="anchor-text">Zhao et al., 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0375" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0375"><span class="anchor-text">Zheng et al., 2023</span></a>, &amp;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0390" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0390"><span class="anchor-text">Zou and Zhang, 2022</span></a><span>) play a significant role in determining the sustainable development through <a href="https://www.sciencedirect.com/topics/engineering/resource-depletion" title="Learn more about resources depletion from ScienceDirect's AI-generated Topic Pages" class="topic-link">resources depletion</a>, <a href="https://www.sciencedirect.com/topics/engineering/fossil-fuel-combustion" title="Learn more about fossil fuels combustion from ScienceDirect's AI-generated Topic Pages" class="topic-link">fossil fuels combustion</a>, and financial support, respectively. </span></p>
<p id="p0200">As the recent literature (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0300" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0300"><span class="anchor-text">Sun et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0375" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0375"><span class="anchor-text">Zheng et al., 2023</span></a><span>) has witnessed that environmental regulations policies (ERP) can play crucial in defining the sustainable development. For instance, ERP encourage the sustainable development through promoting the new and clean technologies. This process tends to expand the labor market by creating the new jobs. It leads to trigger the economic growth along with improving the <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/environmental-valuation" title="Learn more about environmental quality from ScienceDirect's AI-generated Topic Pages" class="topic-link">environmental quality</a> by reducing the greenhouse gases, specifically, carbon emissions (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0150" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0150"><span class="anchor-text">Jin et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0155" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0155"><span class="anchor-text">Jin et al., 2023b</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a>). Also, the ENP encourages the sustainable development through decreasing the waste and natural resources depletion. Also, ERP boosts the sustainable development through promoting the international collaboration in order to address the global environmental issues. </p>
<p id="p0205">Recently, many scholars (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0085" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0085"><span class="anchor-text">Chishti et al., 2021</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0335" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0335"><span class="anchor-text">Weimin et al., 2021</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0330" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0330"><span class="anchor-text">Weimin and Zubair Chishti, 2021</span></a>) have argued that most of the economic series were nonlinear in nature. Simply put, the variations in the economic variables necessitates to treat them as an asymmetric series. Thus, the application of linear methods in order to perform the analysis may tends to inconsistent and biased results due to hindering the likely asymmetric information in the economic series (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0090" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0090"><span class="anchor-text">Chishti et al., 2023</span></a>). Hence, it rational to split the economic series into positive and negative series to obtain the asymmetric information. In the line with the above discussion, the recent study tends to split the central variables, viz., ERP and HC into positive and negative shocks.</p>
<p id="p0210">The positive shocks of ERP refer to significant improvements or advancements in policies and regulations related to environmental protection while the negative shocks refer to the decline in the advancements in the environmental regulation policies. Economically, the positive shocks in ERP are expected to trigger the sustainable development through promoting the new and clean technologies. This process tends to expand the labor market by creating the new jobs. It leads to trigger the economic growth along with improving the environmental quality by reducing the greenhouse gases, specifically, carbon emissions (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0150" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0150"><span class="anchor-text">Jin et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0155" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0155"><span class="anchor-text">Jin et al., 2023b</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a>). Also, the positive trends in ENP encourage the sustainable development through decreasing the waste and natural resources depletion. Also, such positive changes in ERP boost the sustainable development through promoting the international collaboration in order to address the global environmental issues. On the other hand, it rational to argue that the negative shocks in ERP hurt the sustainable development through disrupting the new and clean technologies process. This process tends to contract the labor market by hindering the jobs. It results in dwindling the economic growth along with deteriorating the environmental quality by increasing the greenhouse gases, specifically, carbon emissions. To recapitulate, the upward trends in the ERP encourage the sustainable development while the downward trends in the ERP discourage the sustainable development.</p>
<p id="p0215">Likewise, the positive shocks in human capital (HC) means the significant improvements in the level of education, skills, and knowledge of a labor force to utilize the capital efficiently. Contrarily, the negative trends in HC indicate the downfall in the level of education, skills, and knowledge of a labor force. Economically, it can be argued that the upward trends in the human capital market tends to enhance the productivity level in an economy on account of higher level of education, skills and experience. It leads to trigger the economic growth (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0130" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0130"><span class="anchor-text">Hondroyiannis et al., 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0235" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0235"><span class="anchor-text">Opoku et al., 2022</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0280" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0280"><span class="anchor-text">Shahbaz et al., 2022</span></a>). Contemporality, the higher level of education, skills and experience foster the process of innovation which consequently, improve the environment along with thriving the economic growth through boosting the green technologies. Also, the ability for better decision making on account of education and experience increases the efficiency; it, in response, boosts the growth along with improving the environmental quality. Conversely, it can be inferred that the downfall in the human capital causes the depletion of natural resources inefficiently due to heavily dependence on fossil fuels and low ratio of green technologies. This process tends to hurts the environmental quality along-with increasing the economic growth. To capitulate, the upward trends in human capital (PHC) significantly encourage the sustainable development, while the downward trends in human capital (NHC) discourage the sustainable development process.</p>
<p id="p0220">Based on the above arguments, it is rational to extend the model by integrating the positive shocks in ERP and human capital and negative shocks in ERP and human capital. <span class="display"><span id="fo0100" class="formula"><span class="math"><span class="MathJax_SVG" id="MathJax-Element-61-Frame" data-mathml="&lt;math xmlns=" http:="" www.w3.org="" 1998="" math="" mathml"=""><span class="MJX_Assistive_MathML" role="presentation"><math xmlns="http://www.w3.org/1998/Math/MathML"><msub is="true"><mi mathvariant="italic" is="true"></mi></msub></math></span></span></span></span></span></p>
<div>
<figure class="figure text-xs" id="f0010"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr2.jpg" height="284" alt="Fig. 2" aria-describedby="ca0010"></span>
<ol class="u-margin-s-bottom">
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr2_lrg.jpg" target="_blank" download="" title="Download high-res image (197KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (197KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr2.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
</ol>
<p id="sp0010"><span class="label">Fig. 2</span>.<span> </span>Shocks in environmental regulation policies.</p>
<span class="captions text-s"><span id="ca0010"></span></span></figure>
<figure class="figure text-xs" id="f0015"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr3.jpg" height="329" alt="Fig. 3" aria-describedby="ca0015"></span>
<ol class="u-margin-s-bottom">
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr3_lrg.jpg" target="_blank" download="" title="Download high-res image (213KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (213KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr3.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
</ol>
<p id="sp0015"><span class="label">Fig. 3</span>.<span> </span>Shocks in human capital.</p>
<span class="captions text-s"><span id="ca0015"></span></span></figure>
</div>
<p id="p0270"></p>
<p id="p0275">Based on the aforementioned theoretical discussion, the study expects that the positive shocks in environmental regulation policies and human capital supports the sustainable development efficiency (SDE). In a similar vein, economic growth (GDP) is expected to foster the SDE. However, it is highly likely that urbanization (URB) and industrialization (INDS) can deteriorate the SDE process.</p>
</section>
<section id="s0045">
<h2 id="st0060" class="u-h4 u-margin-l-top u-margin-xs-bottom">4.<span> </span>Methods and data</h2>
<p id="p0280"><span>For empirical analysis, this study primarily relies on advanced non-parametric <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/econometrics" title="Learn more about econometric from ScienceDirect's AI-generated Topic Pages" class="topic-link">econometric</a> tools, while also employing parametric methods for the purpose of comparison. The advanced non-parametric methods used include the non-parametric </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/panel-data-model" title="Learn more about panel data model from ScienceDirect's AI-generated Topic Pages" class="topic-link">panel data model</a><span>, wavelet <a href="https://www.sciencedirect.com/topics/engineering/quantile" title="Learn more about quantile from ScienceDirect's AI-generated Topic Pages" class="topic-link">quantile</a> correlation method, and non-parametric panel Granger causality test. The parametric methods, on the other hand, consist of difference GMM and CS-ARDL methods. To conduct the estimations, the study follows the following strategy. Firstly, preliminary tests are performed, after which parametric difference GMM and CS-ARDL methods are deployed. Secondly, the non-parametric panel data model is employed, followed by the wavelet quantile correlation method and non-parametric panel Granger causality test.</span></p>
<section id="s0050">
<h3 id="st0065" class="u-h4 u-margin-m-top u-margin-xs-bottom">4.1.<span> </span>Non-parametric panel data model (with time-varying trend and coefficients functions)</h3>
<p id="p0285">This segment briefly introduces the non-parametric method deployed to compute the time-varying trend and coefficients. Following<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib436" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib436"><span class="anchor-text">Li et al. (2011)</span></a>, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0355" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0355"><span class="anchor-text">Zhang et al. (2021)</span></a><span>, the local linear <a href="https://www.sciencedirect.com/topics/engineering/dummy-variable" title="Learn more about dummy variable from ScienceDirect's AI-generated Topic Pages" class="topic-link">dummy variable</a> estimate (LLDVE) is utilized and developed in </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib430" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib430"><span class="anchor-text">Churchill et al. (2019)</span></a><span> </span>and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib438" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib438"><span class="anchor-text">Hailemariam et al. (2019)</span></a><span> </span>as per instructions of<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib439" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib439"><span class="anchor-text">Moghaddam and Lloyd-Ellis (2022)</span></a><span>. </span></p>
</section>
<section id="s0055">
<p id="p0300">Next, the study tends to deploy the novel Wavelet Quantile Correlation (WQC) by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib431" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib431"><span class="anchor-text">Kumar and Padakandla (2022)</span></a>. The WQC method offers several advantages, one of which is its ability to estimate the presence of asymmetric links between selected series by calculating results at different quantiles. Estimating quantile-wise results offers a significant advantage in generating robust findings by addressing the influence of outliers resulting from economic shocks (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib425" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib425"><span class="anchor-text">Rehman et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib424" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib424"><span class="anchor-text">Naeem et al., 2023</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib423" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib423"><span class="anchor-text">Farid et al., 2021</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib422" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib422"><span class="anchor-text">Naeem et al., 2020</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib420" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib420"><span class="anchor-text">Umar et al., 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib421" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib421"><span class="anchor-text">Balli et al., 2019</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0090" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0090"><span class="anchor-text">Chishti et al., 2023</span></a>).</p>
<p><span class="display"><span id="fo0125" class="formula"><span class="math"><span class="MathJax_SVG" id="MathJax-Element-84-Frame" role="presentation" style="box-sizing: border-box; margin: 0px; padding: 0px; display: inline-block; font-style: normal; font-weight: normal; line-height: normal; font-size: 14.4px; text-indent: 0px; text-align: left; text-transform: none; letter-spacing: normal; word-spacing: normal; overflow-wrap: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0px; min-height: 0px; border: 0px; position: relative;" tabindex="0"><span class="MJX_Assistive_MathML" role="presentation"><math xmlns="http://www.w3.org/1998/Math/MathML"><msub is="true"><mi is="true">WQC</mi><mi mathvariant="normal" is="true">τ</mi></msub><mo stretchy="true" is="true">(</mo><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">X</mi></mfenced><mo is="true">,</mo><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">Y</mi></mfenced><mo linebreak="goodbreak" is="true">=</mo><mfrac is="true"><mrow is="true"><msub is="true"><mtext is="true">qcov</mtext><mi mathvariant="normal" is="true">t</mi></msub><mo stretchy="true" is="true">(</mo><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">X</mi></mfenced><mo is="true">,</mo><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">Y</mi></mfenced></mrow><msqrt is="true"><mrow is="true"><mo is="true">var</mo><mfenced open="(" close=")" is="true"><mrow is="true"><msub is="true"><mi mathvariant="normal" is="true">θ</mi><mi mathvariant="normal" is="true">τ</mi></msub><mfenced open="(" close=")" is="true"><mrow is="true"><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">Y</mi></mfenced><mo linebreak="badbreak" is="true">−</mo><msub is="true"><mi mathvariant="normal" is="true">Q</mi><mrow is="true"><mi mathvariant="normal" is="true">τ</mi><mo is="true">,</mo><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">Y</mi></mfenced></mrow></msub></mrow></mfenced></mrow></mfenced><mo is="true">var</mo><mfenced open="(" close=")" is="true"><mrow is="true"><msub is="true"><mi mathvariant="normal" is="true">d</mi><mi mathvariant="normal" is="true">j</mi></msub><mfenced open="[" close="]" is="true"><mi mathvariant="normal" is="true">X</mi></mfenced></mrow></mfenced></mrow></msqrt></mfrac><mspace width="0.25em" is="true"></mspace></math></span></span></span></span></span></p>
<p id="p0320">Where X, and Y = the independent and dependent series, respectively. Further, the time-period given in the WQC's outcome-based heatmaps can be split into three-time scales (viz, short run, medium run, and long-run) to understand the association between series across the different time horizons.</p>
</section>
<section id="s0060">
<h3 id="st0075" class="u-h4 u-margin-m-top u-margin-xs-bottom">4.3.<span> </span>Non-parametric panel granger causality test</h3>
<p id="p0325"><span>As a second robustness check, the study opts to deploy the novel non-parametric panel granger causality (NPPGC) test by Dong et al. (2021). There are numerous panel granger causality tests to detect the bidirectional causality; however, these tests lack to tackle the advanced econometric issues such as cross-sectional dependence, outliers' effect, and heterogeneity in the panel data. Therefore, Dong et al. (2021) propounded a novel <a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/causality-analysis" title="Learn more about NPPGC from ScienceDirect's AI-generated Topic Pages" class="topic-link">NPPGC</a> test to compute the robust and nonlinear causality between the panel series via a <a href="https://www.sciencedirect.com/topics/engineering/hybrid-method" title="Learn more about hybrid method from ScienceDirect's AI-generated Topic Pages" class="topic-link">hybrid </a></span></p>
</section>
<section id="s0065">
<h3 id="st0080" class="u-h4 u-margin-m-top u-margin-xs-bottom">4.4.<span> </span>Parametric panel data model</h3>
<p id="p0350">Primarily, the study aims at deploying the nonparametric panel method elaborated in the previous section to explore the time-varying effects of shocks in ERP and HC with the consort some other economic series on SDE for Chinese provinces. However, to justify the application of LLDVE technique, the study briefly discusses the two parametric, viz., Difference GMM by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0035" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0035"><span class="anchor-text">Arellano and Bond (1991)</span></a><span> </span>and CS-ARDL by<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0095" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0095"><span class="anchor-text">Chudik and Pesaran (2015)</span></a><span> </span>as benchmark exercise.</p>
<p id="p0355">The above both (Difference GMM, and CS-ARDL) methods belong to the advanced econometric techniques. Diff. GMM is extended form of the GMM method and CS-ARDL is the extension of ARDL technique. Among the several benefits, both techniques tackle not only the basic econometric issues such as autocorrelation and heteroscedasticity but also handle the advanced econometric issues such as cross-section dependence, heterogeneity, and endogeneity (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0240" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0240"><span class="anchor-text">Paleologou, 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0220" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0220"><span class="anchor-text">Noureen et al., 2022</span></a>). Further, both methods are famous in computing dynamic association among the modeled series. Hence, both methods are good representative of parametric methods' family which can estimate the consistent and reliable results.</p>
</section>
<section id="s0070">
<h3 id="st0085" class="u-h4 u-margin-m-top u-margin-xs-bottom">4.5.<span> </span>Data and preliminary analysis</h3>
<p id="p0360">The recent paper aims at divulging the time-varying effects of positive and negative shocks in environmental regulation policies (PERP &amp; NERP), positive and negative shocks in human capital (PHC &amp; NHC), industrialization (INDS), urbanization (URB), and GDP on sustainable development efficiency (SDE). The study deploys “Command-and-control environmental regulation” as a measure of ERP, “human capital index” as a measure of HC, “industrial structure” as a measure of INDS, “urbanization” as a measure of URB, and GPD (per-capita) as measure of GDP for each province of China. Further, sustainable development, comprehensively, is the balanced economic growth in each sector of an economy along with maintaining the environmental quality (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0045" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0045"><span class="anchor-text">Bhattacharya and Bose, 2023</span></a>). Simply put, the balanced growth along with environmental sustainability can represent the sustainable development. Hence, it is rational to measure the sustainable development efficiency (SDE) with carbon-adjusted GDP (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0355" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0355"><span class="anchor-text">Zhang et al., 2021</span></a>). <span class="math"><span class="MathJax_SVG" id="MathJax-Element-100-Frame" data-mathml="&lt;math xmlns=" http:="" www.w3.org="" 1998="" math="" mathml"=""> </span></span></p>
<p> The annual data for above series at are retrieved from China Statistical Yearbook (<a class="anchor u-display-inline anchor-paragraph" href="https://www.chinayearbooks.com/" target="_blank" rel="noreferrer noopener"><span class="anchor-text">https://www.chinayearbooks.com/</span><svg focusable="false" viewBox="0 0 8 8" aria-label="Opens in new window" width="8px" height="8px" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></a>), China Industrial Enterprise Database (<a class="anchor u-display-inline anchor-paragraph" href="https://www.epschinastats.com/db_industrialenterprises.html" target="_blank" rel="noreferrer noopener"><span class="anchor-text">https://www.epschinastats.com/db_industrialenterprises.html</span><svg focusable="false" viewBox="0 0 8 8" aria-label="Opens in new window" width="8px" height="8px" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></a>), and China Emission Accounts and Datasets (<a class="anchor u-display-inline anchor-paragraph" href="https://www.ceads.net/" target="_blank" rel="noreferrer noopener"><span class="anchor-text">https://www.ceads.net/</span><svg focusable="false" viewBox="0 0 8 8" aria-label="Opens in new window" width="8px" height="8px" class="icon icon-arrow-up-right-tiny arrow-external-link"><path d="M1.12949 2.1072V1H7V6.85795H5.89111V2.90281L0.784057 8L0 7.21635L5.11902 2.1072H1.12949Z"></path></svg></a>) for 30 provinces of China from 1998 to 2017 due to the data availability restrictions. All the modeled series are in logarithmic form.</p>
<div>
<p id="p0370"><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#t0005" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="t0005"><span class="anchor-text">Table 1</span></a><span> </span>reports the statistical description of the modeled variables, indicating the important information regarding the nature of the variables. For example, GDP has the largest mean (i.e., 9.607638), while SDE has the smallest (i.e., −0.023689). Also, there is a significant difference between minima and maxima of each series such as the maxima of ERP is 1.444563, while its minima are −3.506558. Further, the significance of Jarque-Bera test imply that all opted series are asymmetrically distributed in nature (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0080" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0080"><span class="anchor-text">Chishti et al., 2020</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib419" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib419"><span class="anchor-text">Naeem et al., 2023</span></a>). Hence, to treat the opted series, specifically, ERP and HC, as the symmetric series while performing the econometric analysis may produce biased and insistent results.</p>
<div class="tables frame-topbot rowsep-0 colsep-0" id="t0005">
<p id="sp0045"><span class="label">Table 1</span>.<span> </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/descriptive-statistics" title="Learn more about Descriptive statistics from ScienceDirect's AI-generated Topic Pages" class="topic-link">Descriptive statistics</a>.</p>
<span class="captions text-s"><span id="ca0040"></span></span>
<div class="groups">
<table>
<thead>
<tr class="rowsep-1 valign-top">
<td scope="col"><span class="screen-reader-only">Empty Cell</span></td>
<th scope="col">SDE</th>
<th scope="col">ERP</th>
<th scope="col">HC</th>
<th scope="col">URB</th>
<th scope="col">INDS</th>
<th scope="col">GDP</th>
</tr>
</thead>
<tbody>
<tr>
<th scope="row">Mean</th>
<td>−0.023689</td>
<td>0.098935</td>
<td>2.111308</td>
<td>3.813515</td>
<td>3.791029</td>
<td>9.607638</td>
</tr>
<tr>
<th scope="row">Median</th>
<td>−0.034686</td>
<td>0.067659</td>
<td>2.119014</td>
<td>3.832113</td>
<td>3.836532</td>
<td>9.646344</td>
</tr>
<tr>
<th scope="row">Maximum</th>
<td>2.962185</td>
<td>1.444563</td>
<td>2.538851</td>
<td>4.495355</td>
<td>4.087203</td>
<td>11.16227</td>
</tr>
<tr>
<th scope="row">Minimum</th>
<td>−2.021877</td>
<td>−3.506558</td>
<td>1.590503</td>
<td>2.641910</td>
<td>2.945175</td>
<td>7.760727</td>
</tr>
<tr>
<th scope="row">Std. Dev.</th>
<td>0.663129</td>
<td>0.469655</td>
<td>0.134222</td>
<td>0.341724</td>
<td>0.204341</td>
<td>0.714955</td>
</tr>
<tr>
<th scope="row">Skewness</th>
<td>0.083328</td>
<td>−0.866115</td>
<td>−0.114257</td>
<td>−0.394980</td>
<td>−1.747853</td>
<td>−0.053779</td>
</tr>
<tr>
<th scope="row">Kurtosis</th>
<td>4.155410</td>
<td>11.16090</td>
<td>3.686142</td>
<td>3.279462</td>
<td>6.602561</td>
<td>2.250871</td>
</tr>
<tr>
<th scope="row">Jarque-Bera</th>
<td>34.06865</td>
<td>1740.021</td>
<td>13.07525</td>
<td>17.55340</td>
<td>629.9600</td>
<td>14.31906</td>
</tr>
<tr>
<th scope="row">Probability</th>
<td>0.000000</td>
<td>0.000000</td>
<td>0.001448</td>
<td>0.000154</td>
<td>0.000000</td>
<td>0.000777</td>
</tr>
<tr>
<th scope="row">Sum</th>
<td>−14.21342</td>
<td>59.36108</td>
<td>1266.785</td>
<td>2288.109</td>
<td>2274.617</td>
<td>5764.583</td>
</tr>
<tr>
<th scope="row">Sum Sq. Dev.</th>
<td>263.4043</td>
<td>132.1248</td>
<td>10.79136</td>
<td>69.94830</td>
<td>25.01128</td>
<td>306.1852</td>
</tr>
<tr class="valign-bottom">
<th scope="row">Observations</th>
<td>600</td>
<td>600</td>
<td>600</td>
<td>600</td>
<td>600</td>
<td>600</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
</section>
<section id="s0075">
<h2 id="st0090" class="u-h4 u-margin-l-top u-margin-xs-bottom">5.<span> </span>Results and discussion</h2>
<section id="s0080">
<h3 id="st0095" class="u-h4 u-margin-m-top u-margin-xs-bottom">5.1.<span> </span>Parametric methods' results</h3>
<div>
<p id="p0375">To identify whether the first-generation or the second-generation techniques are suitable to estimate the parametric results (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0090" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0090"><span class="anchor-text">Chishti et al., 2023</span></a>), the recent study starts by applying the cross-section dependence (CD) test by Baltagi et al. (2012). The outcome presented in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#t0010" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="t0010"><span class="anchor-text">Table 2</span></a><span> </span>accepts the alternative hypothesis of cross-sectional dependence, implying that the modeled panel series are cross-sectionally dependent. Hence, it is, econometrically, important to deploy the second-generation tests (such as CADF, and Westerlund cointegration test) and methods (such as Difference GMM, and CS-ARDL) to produce the robust and consistent results. The second-generation unit root test's results, reported in (Panel A)<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#t0015" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="t0015"><span class="anchor-text">Table 3</span></a><span>, all the opted series fulfill the <a href="https://www.sciencedirect.com/topics/engineering/stationarity" title="Learn more about stationarity from ScienceDirect's AI-generated Topic Pages" class="topic-link">stationarity</a> condition after taking the level or first difference. Simply put, not a single panel series takes the second difference to be a stationary; hence, the study confidently proceeds towards the parametric results. Subsequent to this, the second-generation Westerlund cointegration, as reported in Panel B in </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#t0015" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="t0015"><span class="anchor-text">Table 3</span></a>, assures the long-run association by rejecting the null hypothesis of no-cointegration among the panel series.</p>
<div class="tables frame-topbot rowsep-0 colsep-0" id="t0010">
<p id="sp0050"><span class="label">Table 2</span>.<span> </span>CD test.</p>
<span class="captions text-s"><span id="ca0045"></span></span>
<div class="groups">
<table>
<thead>
<tr class="rowsep-1 valign-top">
<td scope="col"><span class="screen-reader-only">Empty Cell</span></td>
<th scope="col">CD test</th>
<th scope="col"><em>P</em>-value</th>
</tr>
</thead>
<tbody>
<tr>
<th scope="row">SDE</th>
<td>3.80</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">PERP</th>
<td>87.31</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">NERP</th>
<td>82.13</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">PHC</th>
<td>83.11</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">NHC</th>
<td>80.65</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">URB</th>
<td>32.93</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">INS</th>
<td>38.31</td>
<td>0.000</td>
</tr>
<tr>
<th scope="row">GDP</th>
<td>92.13</td>
<td>0.000</td>
</tr>
</tbody>
</table>
</div>
</div>
<div class="tables frame-topbot rowsep-0 colsep-0" id="t0015">
<p id="sp0055"><span class="label">Table 3</span>.<span> </span>Unit root &amp; cointegration tests.</p>
<span class="captions text-s"><span id="ca0050"></span></span>
<div class="groups">
<table>
<thead>
<tr class="valign-top">
<th scope="col" class="rowsep-1" colspan="3">Panel A: CADF test</th>
</tr>
<tr class="rowsep-1 valign-top">
<th scope="col">Variable</th>
<th scope="col">At level</th>
<th scope="col">At 1st difference</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDE</td>
<td>−1.175</td>
<td>−3.361***</td>
</tr>
<tr>
<td>PERP</td>
<td>−2.391**</td>
<td>–</td>
</tr>
<tr>
<td>NERP</td>
<td>−1.964</td>
<td>−3.005***</td>
</tr>
<tr>
<td>PHC</td>
<td>−2.891***</td>
<td>–</td>
</tr>
<tr>
<td>NHC</td>
<td>−1.884</td>
<td>−3.588***</td>
</tr>
<tr>
<td>URB</td>
<td>−1.731</td>
<td>−3.363***</td>
</tr>
<tr>
<td>INDS</td>
<td>−2.071**</td>
<td>–</td>
</tr>
<tr>
<td>GDP</td>
<td>−1.819</td>
<td>−2.192**</td>
</tr>
<tr>
<td colspan="3"></td>
</tr>
</tbody>
</table>
<table>
<thead>
<tr class="rowsep-1 valign-top">
<th scope="col" class="rowsep-1" colspan="3">Panel B: Westerlund cointegration test</th>
</tr>
</thead>
<tbody>
<tr>
<td>Variance ratio</td>
<td>−2.4054**</td>
<td>0.0081</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div>
<p id="p0380"><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#t0020" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="t0020"><span class="anchor-text">Table 4</span></a><span> documents the outcome of Difference GMM and CS-ARDL techniques. The results determine that most of the <a href="https://www.sciencedirect.com/topics/engineering/regressors" title="Learn more about regressor from ScienceDirect's AI-generated Topic Pages" class="topic-link">regressor</a> significantly explain the variation in the SDE with the exception of NERP (in Diff. GMM &amp; CS-ARDL results), URB and GDP (in Diff. GMM results). Furthermore, the results show that PERP and URB have the significant positive link with SDE; however, magnitude of the both variables' coefficients is too low to influence the SDE. It implies that the any change in the positive shocks in environmental regulation policies and urbanization process significantly support the sustainable development efficiency; however, the effects is too minor to be considered. The positive and negative shocks in HC significantly encourage the SDE, indicating that SDE gains the significant benefits on account of rise and fall rise in human capital. Ironically, the Diff. GMM coefficient suggests the adverse effects (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib417" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib417"><span class="anchor-text">Karim, 2021</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib418" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib418"><span class="anchor-text">Karim, 2021</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib416" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib416"><span class="anchor-text">Karim et al., 2021</span></a>), while CS-ARDL coefficient suggest the positive effects of industrialization on SDE. Likewise, only CS-ARDL determines the significant but negative effects of GDP on SDE.</p>
<div class="tables frame-topbot rowsep-0 colsep-0" id="t0020">
<p id="sp0060"><span class="label">Table 4</span>.<span> </span>Outcome of the parametric methods.</p>
<span class="captions text-s"><span id="ca0055"></span></span>
<div class="groups">
<table>
<thead>
<tr class="rowsep-1 valign-top">
<th scope="col">Variables</th>
<th scope="col">Coefficients (Diff. GMM)</th>
<th scope="col">Coefficients (CS-ARDL)</th>
</tr>
</thead>
<tbody>
<tr>
<td>PERP</td>
<td>1.08E-06***</td>
<td>1.04e-07**</td>
</tr>
<tr>
<td>NERP</td>
<td>−2.60E-07</td>
<td>5.23e-08</td>
</tr>
<tr>
<td>PHC</td>
<td>1.000000***</td>
<td>0.9999998***</td>
</tr>
<tr>
<td>NHC</td>
<td>1.000001***</td>
<td>1.00000***</td>
</tr>
<tr>
<td>URB</td>
<td>8.88E-09</td>
<td>5.58e-08**</td>
</tr>
<tr>
<td>INDS</td>
<td>−1.21E-06*</td>
<td>3.74e-07**</td>
</tr>
<tr>
<td>GDP</td>
<td>−3.44E-07</td>
<td>−3.09e-078***</td>
</tr>
</tbody>
</table>
</div>
<p class="legend"></p>
<p id="sp0065">Note: ***, **, and * indicate the significance level at 1%, 5%, and 10%, respectively.</p>
<p id="sp0070">Note: In the above table, only long-run outcome of CS-ARDL method is reported. The short-run results can be seen in supplementary material.</p>
<p></p>
</div>
</div>
<p id="p0385">The results above highlight several inconsistencies. For instance, there are contradictory findings concerning the impact of industrialization, and unexpected positive effects have been identified despite negative shocks to human capital. Additionally, the coefficients of PERP, INDS, and GDP are significant, yet their magnitudes are relatively low. These observations suggest that point estimates obtained through parametric methods may be imprecise. There may be two reasons for these inconsistencies in the results. Firstly, misspecification in the model tends to cause the inconsistent results. Secondly, the parametric methods compute only the on average effects of regressors on the dependent series while reporting a single point estimate. Thus, these methods cannot depict how PERP, NERP, PHC, and NHC influence the SDE over-time. Such loopholes in the outcome of parametric methods inspire to deploy nonparametric panel technique. Therefore, the next section reports the findings of non-parametric panel method.</p>
</section>
<section id="s0085">
<h3 id="st0100" class="u-h4 u-margin-m-top u-margin-xs-bottom">5.2.<span> </span>Nonparametric panel technique results</h3>
<p id="p0390">This segment elaborates the outcome of the time-varying coefficients, and the common trend of SDE along with the province specific-trend functions.</p>
<section id="s0090">
<h4 id="st0105" class="u-margin-m-top u-margin-xs-bottom">5.2.1.<span> </span>Time-varying coefficients functions</h4>
<div>
<p id="p0395"><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0020" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0020"><span class="anchor-text">Fig. 4</span></a><span> visualizes the <a href="https://www.sciencedirect.com/topics/engineering/dummy-variable" title="Learn more about LLDVE from ScienceDirect's AI-generated Topic Pages" class="topic-link">LLDVE</a> estimate-based time varying coefficient function of PERP, NERP, PHC, NHC, URB, INDS, and GDP to analyze their time-varying effects on SDE in China. The LLDVE results plainly suggest that the nexus between PERP-SDE is significantly time-varying. Specifically, the PERP coefficient exhibits a negative but insignificant influence on SDE till 2003. After that, it demonstrates a sharp rising trend that peaks in 2008 and before plummeting, with insignificant effects observed during 2013–2016. Subsequently, an upward and significant trend is observed. The reason being, the rapid industrialization process in 1990 in China tended to cause the severe environmental issues along with boosting economic growth. To handle the devastative environmental degradation, the Chinese government established “State Environmental Protection Administration” in 1998 through enforcing the environmental laws. Also, in 2006, Chinese authorities launched “Circular Economy Promotion Law” in order to promote sustainable development. Therefore, in </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0020" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0020"><span class="anchor-text">Fig. 4</span></a>, it can be seen an upward trend in ERP which demonstrates the favorable effects, specifically, after 2004. Economically, the such positive shocks in ERP trigger the sustainable development through promoting the new and clean technologies. This process tends to expand the labor market by creating the new jobs. It leads to trigger the SDE along with improving the environmental quality by reducing the greenhouse gases, specifically, carbon emissions (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0150" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0150"><span class="anchor-text">Jin et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0155" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0155"><span class="anchor-text">Jin et al., 2023b</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0315" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0315"><span class="anchor-text">Wang et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0320" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0320"><span class="anchor-text">Wang et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0325" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0325"><span class="anchor-text">Wang et al., 2023c</span></a><span>). Also, the positive trends in ENP encourage the sustainable development efficiency through decreasing the waste and natural resources depletion. Similarly, such positive changes in ERP boost the sustainable development through promoting the international collaboration in order to address the global environmental issues in China. Furthermore, another notable aspect in the graph is a sudden fall in NERP coefficient function after 2008. The likely reason is <a href="https://www.sciencedirect.com/topics/engineering/global-financial-crisis" title="Learn more about global financial crises from ScienceDirect's AI-generated Topic Pages" class="topic-link">global financial crises</a> which was started in 2007 and ended in 2008. In response, the global economy has to endure a significant fall in each sector of economy including the Chinese economy (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0390" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0390"><span class="anchor-text">Zou and Zhang, 2022</span></a>). Therefore, ERP exhibits a downward trend while affecting the sustainable development efficiency.</p>
<figure class="figure text-xs" id="f0020"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr4.jpg" height="979" alt="Fig. 4" aria-describedby="ca0020"></span>
<ol class="u-margin-s-bottom">
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr4_lrg.jpg" target="_blank" download="" title="Download high-res image (1MB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (1MB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr4.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
</ol>
<p id="sp0020"><span class="label">Fig. 4</span>.<span> </span>Nonparametric local linear estimates of common trend and coefficient functions. Note: The confidence interval for each estimate is 95% for significance level.</p>
<span class="captions text-s"><span id="ca0020"></span></span></figure>
</div>
<p id="p0400">Conversely, NERP has significant and time-varying effects on SDE such that during the all-time period, the NERP show an adverse effect on SDE except for time (i.e., 1998–2000) which exhibits the insignificant negative effects. Logically, the negative shocks in ERP hurt the sustainable development through disrupting the new and clean technologies process. This process tends to contract the labor market by hindering the jobs. It results in dwindling the economic growth along with deteriorating the environmental quality by increasing the greenhouse gases, specifically, carbon emissions. Summing up, the results plainly indicate that upward trend in ERP significantly supports and the downward trend in ERP deteriorates the sustainable development efficiency in China. The aforementioned findings are distinct, as prior studies (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0365" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0365"><span class="anchor-text">Zhao et al., 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0355" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0355"><span class="anchor-text">Zhang et al., 2021</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0380" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0380"><span class="anchor-text">Zhou et al., 2022a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0385" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0385"><span class="anchor-text">Zhou et al., 2022b</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0015" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0015"><span class="anchor-text">Ahmed et al., 2022</span></a>) have overlooked the asymmetric effects of ERP on sustainable development.</p>
<p id="p0405">As for the effects of PHC, the results determine that PHC coefficient's function visualizes the time-varying nexus with SDE such that the upward trend in human capital significantly encourages the SDE specifically after 2009. It implies that PHC plays a supportive role in triggering the SDE after 2009. While before 2009, the effects remain positive but insignificant. There may be several reasons for these results. For instance, Chinese government has taken several education reforms since 2005. In 2010, the “New Curriculum” was introduced to promote the technical and innovative education across the China (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0235" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0235"><span class="anchor-text">Opoku et al., 2022</span></a>). Also, Chinese authorities invest a large chunk of budget on rural education in order to enhance the overall education level at nation-level as 32 billion dollars were invested on rural education in 2018 (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al., 2023</span></a>). Since the rise in education level and technological progress tend to increase the number of efficient workers (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0285" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0285"><span class="anchor-text">Solow, 1956</span></a>), this process leads to enhance the number of efficient human capital. Thus, economically, it can be argued that the upward trends in the human capital market tends to enhance the productivity level in an economy on account of higher level of education, skills and experience. It leads to trigger the economic growth (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0130" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0130"><span class="anchor-text">Hondroyiannis et al., 2022</span></a>;<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0235" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0235"><span class="anchor-text">Opoku et al., 2022</span></a>; and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0280" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0280"><span class="anchor-text">Shahbaz et al., 2022</span></a>). Contemporality, the higher level of education, skills and experience foster the process of innovation which consequently, improve the environment along with thriving the economic growth through boosting the green technologies. Also, the ability for better decision making on account of education and experience increases the efficiency; it, in response, boosts the growth along with improving the environmental quality.<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0110" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0110"><span class="anchor-text">Fan et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al. (2023)</span></a>, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0180" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0180"><span class="anchor-text">Liang et al. (2022)</span></a><span> </span>support the above findings and argue that human capital is an essential source to boost the sustainable development process.</p>
<p id="p0410">Focusing on the negative shocks in the human capital (NHC), it can be witnessed that the downward trend in HC significantly discourages the SDE process over the most of the time. It clearly suggests that any external shock that disrupt the human capital progress results in decreasing the SDE. Logically, it can be inferred that the downfall in the human capital causes the depletion of natural resources inefficiently due to heavily dependence on fossil fuels and low ratio of green technologies. This process tends to hurts the environmental quality along-with increasing the economic growth, implying the downfall in SDE. Again, this is another unique aspect of the study which confirms the adverse effects of NHC on SDE.</p>
<p id="p0415">Whereas the effects of GDP on SDE are concerned, the findings suggest that GDP has a significant and positive impact on SDE, particularly after 2003. Moreover, these favorable effects vary over time, with the strongest impact observed until 2007, followed by a decline that likely reflects the adverse effects of the global financial crisis in 2007–08. However, a gradual recovery is evident thereafter, which accelerates significantly after 2014. The results imply that overall GDP significantly contributes in fostering the SDE over-time, specifically, after 2014. Plausibly, the rising budget allocation by Chinese authorities to trigger the sustainable development plays a key role in this regard. For example, $366 billion dollars were allocation by China's National Development and Reform Commission for renewable energy sector development in 2008. In 2012, a package of $1.9 billion were allocated to encourage the use of environmentally friendly products. Further, China released $382 billion under the program of “13th Five-Year Plan for Energy Development” in 2015, $290 billion under program of “Guiding Opinions on Accelerating the Development of Green Finance” in 2016, and $5 billion in 2019 in order to promote green energy development through green finance (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib407" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib407"><span class="anchor-text">Naeem et al., 2022a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib408" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib408"><span class="anchor-text">Naeem et al., 2022b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib415" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib415"><span class="anchor-text">Siddique et al., 2023</span></a>). All such measures significantly contribute in thriving the economic growth by fulfilling the energy demand. This process leads to enhance the economic growth along with improving the environmental quality through increasing the SDE.</p>
<p id="p0420">Regarding the effects of industrialization (INDS), the results indicate that SDE process has to face significant loss on account of INDS as the negative association is observed. Further, these linkages are dynamic over time, with the magnitude of adverse effects appearing to increase and become more intense during 2016–17 (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib400" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib400"><span class="anchor-text">Karim et al., 2022d</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib412" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib412"><span class="anchor-text">Naeem et al., 2023c</span></a>). Economically, the Chinese economy heavily relies on the industrial sector as its contribution to GDP was recorded by 39.4% in 2021 (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0145" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0145"><span class="anchor-text"><em>Investopedia</em>, 2022</span></a>) with the growth rate of 8.1% (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0340" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0340"><span class="anchor-text"><em>World Bank</em>, 2022</span></a><span>). The rapid growth in industrial sector requires a large amount of energy which is mainly stemmed from fossil fuels. For instance, coal accounted for 63.6% of total <a href="https://www.sciencedirect.com/topics/engineering/power-generation" title="Learn more about electricity generation from ScienceDirect's AI-generated Topic Pages" class="topic-link">electricity generation</a> in 2021 (</span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0290" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0290"><span class="anchor-text"><em>Statista</em>, 2023</span></a>). This process, ultimately, leads to degrade the environment which results in a downward trend in SDE. These results are in the line with<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0200" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0200"><span class="anchor-text">Naeem et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0185" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0185"><span class="anchor-text">Liao et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib409" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib409"><span class="anchor-text">Naeem et al., 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib410" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib410"><span class="anchor-text">Naeem et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib406" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib406"><span class="anchor-text">Naeem and Karim, 2021</span></a><span> </span>and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0310" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0310"><span class="anchor-text">Voumik and Ridwan (2023)</span></a>.</p>
<p id="p0425">In the case of urbanization, the same findings are witnessed as of INDS. However, the magnitude of adverse effects tends to fall over time such that it becomes insignificantly positive after 2014. Also,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0205" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0205"><span class="anchor-text">Naqvi et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0060" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0060"><span class="anchor-text">Chen et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0140" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0140"><span class="anchor-text">Huo et al. (2023)</span></a>, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0170" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0170"><span class="anchor-text">Lee et al. (2023)</span></a><span> </span>support the above results while arguing that urbanization impedes sustainable development growth process through producing the greenhouse gases.</p>
</section>
<section id="s0095">
<h4 id="st0110" class="u-margin-m-top u-margin-xs-bottom">5.2.2.<span> </span>Common and province-specific trend function</h4>
<div>
<p id="p0430">This segment of the paper visualizes the LLDVE-based estimates of common trend for SDE, as given in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0020" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0020"><span class="anchor-text">Fig. 4</span></a>, along with the province specific trend functions for each province, as depicted in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0025" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0025"><span class="anchor-text">Fig. 5</span></a>A, and B. The notable aspect of the LLDVE method is that it allows the trend function to evolve with unknown functional forms over the time to capture the likely trending phenomenon, unlike the parametric methods which assume the linear trend in the panel models. Also, province-specific trends are documented in order to confirm whether the heterogeneous trends across the provinces exist or not.</p>
<figure class="figure text-xs" id="f0025"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5a.jpg" height="803" alt="Fig 5" aria-describedby="ca0025"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5a_lrg.jpg" target="_blank" download="" title="Download high-res image (983KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (983KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5a.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
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<span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5b.jpg" height="809" alt="Fig 5" aria-describedby="ca0025"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5b_lrg.jpg" target="_blank" download="" title="Download high-res image (881KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (881KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr5b.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
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<p id="sp0025"><span class="label">Fig 5</span>.<span> </span>A Nonparametric local linear estimates of province-specific trend functions. Note: The confidence interval for each estimate is 95% for significance level.</p>
<p id="sp0030">B. Nonparametric local linear estimates of province-specific trend functions. Note: The confidence interval for each estimate is 95% for significance level.</p>
<span class="captions text-s"><span id="ca0025"></span></span></figure>
</div>
<p id="p0435">Regarding the common trend function for SDE, it can be observed that the common trend has, overall, an upward and significant trend, implying that SDE is consistently escalating over time. Particularly, a sharp upward has been witnessed since 1998, followed by a slight downfall after 2001 till 2004. Possibly, the downfall from 2001 to 2004 reflects the deteriorating impact of the 9/11 event (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib404" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib404"><span class="anchor-text">Karim et al., 2023b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib405" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib405"><span class="anchor-text">Mbarki et al., 2023</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib411" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib411"><span class="anchor-text">Naeem et al., 2023b</span></a>). The same downward trend is also observed after 2007, implying the adverse effects of the financial crisis in 2007–08. Another decline can be seen after 2014, indicating the possible negative effects of the financial crisis in 2014 (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib398" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib398"><span class="anchor-text">Karim et al., 2022b</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib403" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib403"><span class="anchor-text">Karim et al., 2023a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib401" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib401"><span class="anchor-text">Karim and Naeem, 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib413" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib413"><span class="anchor-text">Pham et al., 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib414" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib414"><span class="anchor-text">Siddique et al., 2022</span></a>). Summing up, SDE's common trend has the predominant upward trend while also depicting the adverse effects of various economic shocks over time (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib394" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib394"><span class="anchor-text">Benlagha et al., 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib395" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib395"><span class="anchor-text">Billah et al., 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib396" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib396"><span class="anchor-text">Farid et al., 2023</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib397" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib397"><span class="anchor-text">Karim et al., 2022a</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib399" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib399"><span class="anchor-text">Karim et al., 2022c</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib402" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib402"><span class="anchor-text">Karim et al., 2023a</span></a>).</p>
<p id="p0440">This segment also visualizes the province-specific trend patterns in order to affirm that whether these trends follow the pattern of common trend function or not as depicted in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0025" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0025"><span class="anchor-text">Fig. 5</span></a>A and B. It can be observed that, out of 30 provinces, 18 provinces' individual trends closely follow the pattern of common trend, implying that these provinces have gaining the same benefits regarding enhancing the SDE. The remaining 12 provinces' individual trends demonstrate the significant differences from the common trend function, implying heterogeneity across these provinces from the main trend function. Further, most of these 12 provinces' individual trend pattern remain above the common trend pattern, indicating that SDE rate is high in these provinces as compared to the national level SDE rate.</p>
</section>
</section>
<section id="s0100">
<h3 id="st0115" class="u-h4 u-margin-m-top u-margin-xs-bottom">5.3.<span> </span>Robustness check</h3>
<p id="p0445">To assess the robustness of the main results based on LLDVE estimates, the study relies on two novel methods: Wavelet Quantile Correlation (WQC) method and non-parametric panel<span> </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/causality-analysis" title="Learn more about granger causality from ScienceDirect's AI-generated Topic Pages" class="topic-link">granger causality</a><span> </span>(NPPGC) test.</p>
<section id="s0105">
<h4 id="st0120" class="u-margin-m-top u-margin-xs-bottom">5.3.1.<span> </span>Wavelet quantile correlation</h4>
<div>
<p id="p0450">To do so, the study converts the provincial level annual data into quarterly data, following<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bb0090" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bb0090"><span class="anchor-text">Chishti et al. (2023)</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib442" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib442"><span class="anchor-text">Qingquan et al. (2020)</span></a>, and<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib445" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib445"><span class="anchor-text">Shahbaz et al. (2018)</span></a>, in order to capture the detailed information. Next, all series are summed to make them representative of all provinces. Before diving into discussion of the WQC outcome, it is worth noting that the results of WQC are visualized in heatmaps and the color-bar given in right-side of each heatmap exhibits the significance and intensity of the effects. Further, it is assumed that quantiles 1–3 indicate the short-run, quantiles 4–6 indicate medium-run, and quantiles 7–9 indicate the long-run. The vertical axis of each heatmap shows the sample time. All the results are reported in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0030" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0030"><span class="anchor-text">Fig. 6</span></a>. (See<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0035" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0035"><span class="anchor-text">Fig. 7</span></a>.)</p>
<figure class="figure text-xs" id="f0030"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6a.jpg" height="768" alt="Fig. 6" aria-describedby="ca0030"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6a_lrg.jpg" target="_blank" download="" title="Download high-res image (501KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (501KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6a.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
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<span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6b.jpg" height="979" alt="Fig. 6" aria-describedby="ca0030"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6b_lrg.jpg" target="_blank" download="" title="Download high-res image (680KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (680KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr6b.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
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<p id="sp0035"><span class="label">Fig. 6</span>.<span> </span>Wavelet correlation method's results.</p>
<span class="captions text-s"><span id="ca0030"></span></span></figure>
<figure class="figure text-xs" id="f0035"><span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7a.jpg" height="726" alt="Fig. 7" aria-describedby="ca0035"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7a_lrg.jpg" target="_blank" download="" title="Download high-res image (617KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (617KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7a.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
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<span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7b.jpg" height="790" alt="Fig. 7" aria-describedby="ca0035"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7b_lrg.jpg" target="_blank" download="" title="Download high-res image (648KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (648KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7b.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
</ol>
<span><img src="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7c.jpg" height="276" alt="Fig. 7" aria-describedby="ca0035"></span>
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<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7c_lrg.jpg" target="_blank" download="" title="Download high-res image (247KB)" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download high-res image (247KB)</span></span></a></li>
<li><a class="anchor download-link u-font-sans u-display-inline anchor-default" href="https://ars.els-cdn.com/content/image/1-s2.0-S0140988323004206-gr7c.jpg" target="_blank" download="" title="Download full-size image" rel="noopener"><span class="anchor-text">Download :<span> </span><span class="download-link-title">Download full-size image</span></span></a></li>
</ol>
<p id="sp0040"><span class="label">Fig. 7</span>.<span> </span>Non-parametric panel<span> </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/granger-causality-test" title="Learn more about granger causality test from ScienceDirect's AI-generated Topic Pages" class="topic-link">granger causality test</a><span> </span>outcome.</p>
<span class="captions text-s"><span id="ca0035"></span></span></figure>
</div>
<p id="p0455">Regarding the effects of PERP, the results plainly support the outcome of LLDVE. The findings reveal that PERP has approximately insignificant impact on SDE during short to long run over 1998Q1 to 2007Q4 with the exception of 3rd to 6th quantiles in 2002Q4 that show significantly positive effects. After 2008Q1, SDE gains the considerable benefits on account of PERP. On the other hand, the NERP demonstrates the significant adverse effects on SDE level during the all (short-long) runs over the all-time, implying that the negative shocks in ERP disrupt the process of SDE in China, supporting the LLDVE estimate (<a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib391" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib391"><span class="anchor-text">Alawi et al., 2023</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib392" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib392"><span class="anchor-text">Appiah et al., 2022</span></a>,<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#bib393" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="bib393"><span class="anchor-text">Arfaoui et al., 2023</span></a>).</p>
<p id="p0460">In the case of PHC and NHC, the results exhibit that PHC predominantly supports and NHC discourages the SDE level over the time across the various time horizons. Similarly, INDS significantly deteriorates the SDE process over most of the time across different time horizons except for a few quantiles in the short and medium run which demonstrate the favorable effects. The same results are observed in the case of URB. In the case of GDP, it is visualized that GDP plays an essential role in fostering the SDE as GDP possesses clearly positively effects on SDE across all runs over most of the time period. Summing up, WQC estimates validate the main results by supporting the estimates of LLDVE.</p>
</section>
<section id="s0110">
<h4 id="st0125" class="u-margin-m-top u-margin-xs-bottom">5.3.2.<span> </span>Non-parametric panel granger causality</h4>
<p id="p0465">As a second robustness check, the study deploys the novel non-parametric panel granger causality (NPPGC) test which is capable of capturing the causal nexus between the selected series across various quantiles and the outcome is reported in<span> </span><a class="anchor u-display-inline anchor-paragraph" href="https://www.sciencedirect.com/science/article/pii/S0140988323004206#f0035" data-sd-ui-side-panel-opener="true" data-xocs-content-type="reference" data-xocs-content-id="f0035"><span class="anchor-text">Fig. 7</span></a>. It is worth noting that the quantiles from 0.05 to 0.35 imply short-run, the quantiles from 0.4 to 0.65 imply the medium-run, and the quantiles from 0.7 to 0.95 imply the long-run. Further, the threshold significance level is 2, indicating the significance level at 5% if the estimated t-values remains above the threshold significance level. The results are reported in.</p>
<p id="p0470">Regarding the PERP, it can be witnessed that estimated values remain above the threshold values during the quantiles of 0.4 to 0.95 with the exception of 0.65. It confirms the significant granger causality that runs from PERP to SDE in the medium and long-run. The same causality is witnessed from NERP to SDE across the quantiles of 0.5 to 0.95. It reveals that any policy shocks to PERP and NERP may results in affecting SDE in China in the medium and long-run. Also, it implies that PERP and NERP can significantly predict SDE process which may have an enormous importance in the context of suitable policy-making. Likewise, PHC and NHC also significantly granger cause the SDE across the various quantiles. Further, GDP is the significant predictor of SDE across the all quantiles. In addition, INDS and URB granger cause the SDE during the most of the quantiles. Summing up, the modeled series significantly granger cause the SDE in the short, medium, and long run, implying that any policy shock to these series can influence the SDE in China and can guide in inferring the important policy implications for different time horizons.</p>
</section>
</section>
</section>
<section id="s0115">
<h2 id="st0130" class="u-h4 u-margin-l-top u-margin-xs-bottom">6.<span> </span>Conclusion and policy recommendations</h2>
<p id="p0475">By far, the study divulges the time-varying effects of positive and negative shocks in environmental regulation policies, as well as positive and negative shocks in human capital, in conjunction with industrialization, urbanization, and GDP, on sustainable development efficiency while deploying the Chinese provinces-level data. In this regard, the study utilizes several novel and advanced econometric tools (such as non-parametric panel method, wavelet-quantile Correlation method, and non-parametric panel granger causality) in order to attain robust and reliable results. The results-based on the above econometric tools can be summarized as follows.</p>
<p id="p0480">Firstly, the utilization of advanced econometric tools unequivocally confirms the presence of asymmetries among the selected series. Second, the positive shocks in environmental regulation policy exhibit the significantly favorable effects on sustainable development efficiency, while the negative shocks in environmental regulation policy disrupt the efficiency process over time. Third, the same pattern of response from sustainable development efficiency is noticed in the case of positive and negative shocks in human capital. Fascinatingly, it is observed that negative shocks in environmental regulations and human capital have more time varying effects on the development efficiency level as compared to the positive shocks. Fourth, the industrialization process seems to deteriorate the development efficiency over time. Fifth, the same results witnessed is the case of urbanization. However, the difference between the impacts of industrialization and urbanization is that latter's adverse effects seem to fall over-time. Last, GDP significantly contributes in fostering the development efficiency. Further, wavelet-quantile Correlation method-based results also support the prior main findings. Similarly, the novel granger causality also supports the results by confirming the causality between the independent and dependent series. For example, the results affirm the notable granger causality from the positive and negative shocks in environmental regulation policies, the positive and negative shocks in human capital, industrialization, urbanization, and GDP to sustainable development efficiency across the most of the quantiles.</p>
<section id="s0120">
<h3 id="st0135" class="u-h4 u-margin-m-top u-margin-xs-bottom">6.1.<span> </span>Policy recommendations</h3>
<p id="p0485">The results of this study are of utmost importance for deriving policy recommendations. The findings provide confirmation of the time-varying association between positive and negative shocks in environmental regulation policies, as well as positive and negative shocks in human capital, industrialization, urbanization, and GDP, and their impact on sustainable development efficiency (SDE). These results highlight the critical role of considering the dynamic<span> </span><a href="https://www.sciencedirect.com/topics/engineering/interplay" title="Learn more about interplay from ScienceDirect's AI-generated Topic Pages" class="topic-link">interplay</a><span> </span>between these factors when formulating effective policies.</p>
<p id="p0490"><em>Firstly</em>, the findings reveal that positive and negative shocks in environmental regulation policies (ERP) have the favorable and adverse effects on development efficiency, respectively, over the time. In particularly, the negative shocks in ERP are more sensitive to SDE. Before implementing the relevant policies, it is worthy to enhance the risk profile of SDE projects to delink the plausible effects of other economic shocks. It will help in understanding the exact effects of relevant variable's policies implication on the SDE. Possibly, the<span> </span><em>phase-wise policies</em><span> </span>can assist in triggering the ERP process.</p>
<p id="p0495">Phase 1:<span> </span><em>Short-term measures.</em></p>
<p id="p0500">In the initial phase, the authorities should focus on setting more stringent standards for pollution control by strengthening the regulatory bodies accountable for enforcement. Contemporarily, the policy-makers should suggest to increase the penalties for non-compliance in order to generate the finance as ERP heavily rely on the environmental regulatory funds. Also, this step may assist in avoiding the budget deficit while sparing the funds for ERP.</p>
<p id="p0505">Phase 2:<span> </span><em>Mid-term measures.</em></p>
<p id="p0510">In the second phase, the rise in ERP subsidies along with enhancing the transparency of regulatory enforcement can help in increasing the influence of ERP. Such steps may help in increasing the effectiveness of ERP, resulting fostering efficiency of sustainable development.</p>
<p id="p0515">Phase 3:<span> </span><em>Long-term measures.</em></p>
<p id="p0520">In the third phase, the authorities should increase the public awareness in order to obtain the feedback on the regulatory authorities for improvement. Also, the provision of research &amp; development-based budget can help the triggering the environmental regulation through promoting the new technologies. These phase-wise policy implications can encourage the upward trend in ERP and disrupt the negative trend in ERP; ultimately, this process can foster the SDE.</p>
<p id="p0525"><em>Second</em><span>, the shocks in human capital are highly sensitive to the SDE, calling for applying the <a href="https://www.sciencedirect.com/topics/engineering/optimal-policy" title="Learn more about optimal policies from ScienceDirect's AI-generated Topic Pages" class="topic-link">optimal policies</a> which can improve the positive trend in human capital while minimizing the effects of adverse shocks.</span></p>
<p id="p0530">Phase 1:<span> </span><em>Short-term measures.</em></p>
<p id="p0535">Initially, the authorities should target the enhancement of human capital through promoting the literacy and numeracy, along with encouraging the vocational and technical skills development.</p>
<p id="p0540">Phase 2:<span> </span><em>Mid-term measures.</em></p>
<p id="p0545">In the next stage, the authorities should prefer to minimize the negative shocks in human capital by preventing workplace accidents, improving workplace safety, and reducing exposure to hazardous substances. Additionally, the provision of affordable access to medical care for all citizens can also assist in minimizing the adverse shocks in human capital.</p>
<p id="p0550">Phase 3:<span> </span><em>Long-term measures.</em></p>
<p id="p0555">In the final stage, a regular and consistent evaluation and monitoring process can help in assessing whether the deployed policies to enhance human capital and avoid the negative shocks in human capital fall in the area of success and further measures can be taken to triggers these policies to accomplish the targeted goals.</p>
<p id="p0560"><em>Third</em>, the results suggest that industrialization and urbanization have harmful effects on SDE. The following step-wise policies can be drawn.</p>
<p id="p0565">Phase 1:<span> </span><em>Short-term measures.</em></p>
<p id="p0570">At initial stage, to accommodate expanding industrial and urban areas, the government should center on planning and infrastructure development. Policies should be put in place to ensure that industrial development is sustainable and does not harm the environment.<span> </span><a href="https://www.sciencedirect.com/topics/economics-econometrics-and-finance/emission-limit" title="Learn more about Emissions limits from ScienceDirect's AI-generated Topic Pages" class="topic-link">Emissions limits</a>, garbage collection schedules, and limits on material use are all examples of possible measures. Similarly, Urbanization strategies should focus on providing appropriate housing, transportation, and public services such as healthcare and education. Infrastructure development should prioritize green areas and public parks to create a healthy living environment.</p>
<p id="p0575">Phase 2:<span> </span><em>Mid-term measures.</em></p>
<p id="p0580">The second stage should push for environmentally friendly industrialization practices and technologies to be widely adopted. Clean technology and energy efficiency practices could be more widely adopted with the help of government policies like tax credits, grants, and subsidies.</p>
<p id="p0585">Phase 3:<span> </span><em>Long-term measures.</em></p>
<p id="p0590">The final phase should focus on monitoring and evaluating the effectiveness of the policies implemented in the previous phases, along with promoting sustainable urbanization. This could include policies to promote public transportation, walking, and cycling, and discourage the use of private vehicles. Green buildings and energy-efficient technologies should also be promoted to reduce energy consumption.</p>
</section>
<section id="s0125">
<h3 id="st0140" class="u-h4 u-margin-m-top u-margin-xs-bottom">6.2.<span> </span>Limitations and future directions of research</h3>
<p id="p0595"><span>The study focuses on the time-varying effects of the positive and negative shocks in environmental regulation policies, the positive and negative shocks in human capital, industrialization, urbanization, and GDP on sustainable development efficiency for Chinese provinces. Although China is the large economy and the analysis regarding the Chinese nation can be generalized to the global economies for policy-making purpose, it is more suitable to perform the same analysis for other large economies such as USA, <a href="https://www.sciencedirect.com/topics/engineering/japan" title="Learn more about Japan from ScienceDirect's AI-generated Topic Pages" class="topic-link">Japan</a>, </span><a href="https://www.sciencedirect.com/topics/engineering/germany" title="Learn more about Germany from ScienceDirect's AI-generated Topic Pages" class="topic-link">Germany</a>, and India in order to derive more comprehensive policy-based results for global economies to foster the development efficiency across the world. Another limitation is that the study's model includes environmental regulation policies and human capital in order to examine their asymmetric effects on development efficiency. The results have the global appeal which can generalized to the other economy as a benchmark finding. The future scholar can further assess the issue of development efficiency by extending the recent study's model through integrating some other important variables such as artificial intelligence technologies, green technologies, circular economy, and trade war. Besides, more disaggregated-level (cities-level) analysis, event analysis, and recent economic shocks-based analysis can assist in divulging the new sights in this area to put an economy on the track of sustainable development.</p>
</section>
</section>]]> </content:encoded>
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<title>How Is Availability of Innovative Products Strengthening Japan E&#45;Cigarette Market?</title>
<link>https://sdgtalks.ai/how-is-availability-of-innovative-products-strengthening-japan-e-cigarette-market</link>
<guid>https://sdgtalks.ai/how-is-availability-of-innovative-products-strengthening-japan-e-cigarette-market</guid>
<description><![CDATA[ Explore the transformation of Japan&#039;s E-Cigarette scene fueled by cutting-edge products. Uncover the trends shaping the market and the future of vaping in Japan. ]]></description>
<enclosure url="https://encrypted-tbn0.gstatic.com/images" length="49398" type="image/jpeg"/>
<pubDate>Fri, 12 Jan 2024 05:44:09 -0500</pubDate>
<dc:creator>Maria Yardena</dc:creator>
<media:keywords>Japan E-Cigarette Market</media:keywords>
<content:encoded><![CDATA[<p>A number of factors, such as the mushrooming demand for ash-less and smokeless vaping, the surging focus of people on mitigating health risks associated with tobacco smoking, and increasing product innovations by manufacturers will help the Japanese e-cigarette market exhibit a vigorous <a href="https://www.psmarketresearch.com/market-analysis/japan-e-cigarette-market"><strong>CAGR of 22.6%</strong></a> during the forecast period (2019–2024). According to P&amp;S Intelligence, the market was valued at $1.2 billion in 2018 and it will generate $4.5 billion revenue by 2024.</p>
<p>One of the primary growth drivers of the market is the increasing availability of innovative vape products, on account of ongoing technological advancements. Major tobacco companies in Japan are currently focusing on introducing innovative vaping devices to increase their footprint across emerging markets. For example, in December 2018, British American Tobacco p.l.c. launched two new e-cigarettes— VypeiSwitch Maxx and VypeiSwitch. These products are powered by innovative vaping technologies that replace the conventional coil and wick heating system. </p>
<p>Additionally, the surging public concerns regarding air pollution will also catalyze the Japanese e-cigarette market growth. The smoke released from tobacco burning is harmful to the environment as well as the human body. Unlike tobacco cigarettes, vaping devices produce mist, which dissolves in the air within seconds. Furthermore, smokeless and ash-less vaping enables e-cigarette users to use their devices in public places. Thus, the rising acceptability of vaping products in public places will contribute massively to the market growth in the forthcoming years. </p>
<p>The distribution channel segment of the Japanese e-cigarette market is categorized into vape shops, tobacconist, online, hypermarket/supermarket, and others, such as vending machines, pharmacies, gas stations, general shops, and convenience stores. Among these, the online category is expected to account for the largest market share during the forecast period, as vape product manufacturers have to face few barriers in establishing their businesses online and e-platforms are perceived as the best platform to meet customer demands.  </p>
<p>Currently, the Japanese e-cigarette market is dominated by British American Tobacco plc, Philip Morris International Inc., Imperial Brands plc, and Japan Tobacco Inc., who are actively engaging in product launches and mergers and acquisitions to gain a competitive edge. Other players in the market include Altria Group Inc., Shenzhen IVPS Technology Corporation Ltd., Pax Labs Inc., JUUL Labs Inc., Innokin Technology Co. Ltd., Shenzhen iSmoka Electronics Co. Ltd., and Shenzhen Kanger Technology Co. Ltd.</p>
<p>Geographically, the Kanto region accounted for the largest share in the Japanese e-cigarette market in 2018. This was on account of the soaring number of ex-tobacco smokers and accelerating urbanization rate in major cities, such as Tokyo, Kanagawa, and Chiba. Tokyo is the largest city in the country and is divided into 23 wards. As per the World Population Revies, the metropolis area of the city has a surface area of around 844.66 square miles and it is home to over 13 million people.</p>
<p>Therefore, the surging availability of innovative vape devices and rising public awareness about the detrimental impacts of tobacco burning on the environment and human body will drive the demand for e-cigarettes in Japan.  </p>]]> </content:encoded>
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<title>Long&#45;lasting healthy changes: Doable and worthwhile</title>
<link>https://sdgtalks.ai/long-lasting-healthy-changes-doable-and-worthwhile</link>
<guid>https://sdgtalks.ai/long-lasting-healthy-changes-doable-and-worthwhile</guid>
<description><![CDATA[ Embark on a transformative journey to lasting health with a seasoned physician&#039;s compelling insights into lifestyle medicine. With two decades of experience, the author champions the six pillars of US lifestyle medicine, unveiling the power of holistic well-being through healthy eating, exercise, stress management, restful sleep, substance moderation, and social connections. Backed by studies, the article reveals the staggering impact of lifestyle on health, offering a fresh perspective on disease prevention. Practical tips, such as finding motivation beyond weight-centric goals and automating healthy habits, empower readers to take tangible steps toward positive change. This inspiring narrative not only demystifies the path to a healthier life but serves as a beacon of hope, reminding us that transformation is both attainable and essential for a prolonged, vibrant existence. ]]></description>
<enclosure url="http://content.health.harvard.edu/wp-content/uploads/2023/04/067ef6fc-8f2f-4bc9-9318-bf94a2eda971.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 31 Dec 2023 17:57:44 -0500</pubDate>
<dc:creator>Jarret Frank</dc:creator>
<media:keywords>health, wellbeing, sdg3, life quality</media:keywords>
<content:encoded><![CDATA[<p>I've been a physician for 20 years now, and a strong proponent of lifestyle medicine for much of it. I know that it's<span> </span><a href="https://www.health.harvard.edu/blog/lifestyle-change-i-know-what-to-do-i-just-need-to-do-itbut-how-2017062311880" target="_blank" rel="noopener">hard to make lasting, healthy lifestyle changes</a>, even when people know what to do and have the means to do it. Yet many studies and my own clinical experience as a Lifestyle Medicine-certified physician have shown me a few approaches that can help make long-lasting healthy lifestyle changes happen.</p>
<h2>What is lifestyle medicine?</h2>
<p>In the US,<span> </span><a href="https://lifestylemedicine.org/What-is-Lifestyle-Medicine" target="_blank" rel="noopener">lifestyle medicine is built around six pillars</a>: eating healthy foods; exercising regularly; easing stress; getting restful sleep; quitting addictive substances like tobacco and limiting alcohol; and nurturing social connections.</p>
<p>How will this help you? Here's one example. A study published this summer in the Journal<span> </span><em>Neurology</em><span> </span>followed over 70,000 health professionals for more than two decades. Those who reported eating<span> </span><a href="https://n.neurology.org/content/early/2021/07/28/WNL.0000000000012454" target="_blank" rel="noopener">a diet high in colorful fruits and vegetables</a><span> </span>had a significantly lower risk of subjective memory loss — which is a sign of dementia — compared with those who did not.</p>
<p>A multitude of studies over many years have mined health data on this same cohort. Harvard T.H. Chan School of Public Health nutrition expert Dr. Walter Willett observed that, based on these studies, four combined healthy lifestyle factors —<span> </span><a href="https://www.nature.com/articles/s41430-018-0279-7" target="_blank" rel="noopener">a healthy diet, not smoking, engaging in moderate activity, and avoiding excess weight</a><span> </span>— could prevent about 70% to 80% of coronary heart disease and 90% of type 2 diabetes. The catch, he noted, is that only about 4% of people participating in these studies attained all four.</p>
<p>Abundant research shows healthy lifestyle factors protect us against serious, often disabling health problems:<span> </span><a href="https://www.health.harvard.edu/blog/healthy-lifestyle-can-prevent-diabetes-and-even-reverse-it-2018090514698" target="_blank" rel="noopener">diabetes</a>,<span> </span><a href="https://www.health.harvard.edu/blog/new-high-blood-pressure-guidelines-2017111712756" target="_blank" rel="noopener">high blood pressure</a>,<span> </span><a href="https://www.health.harvard.edu/blog/whats-good-for-the-heart-is-good-for-the-mind-2018112315405" target="_blank" rel="noopener">dementia</a>,<span> </span><a href="https://www.health.harvard.edu/blog/intensive-lifestyle-change-it-works-and-its-more-than-diet-and-exercise-201708212529" target="_blank" rel="noopener">heart disease, strokes</a>,<a href="https://www.health.harvard.edu/blog/heart-disease-and-breast-cancer-can-women-cut-risk-for-both-2019010815683" target="_blank" rel="noopener"><span> </span>cancer</a>, and more. Clearly, taking steps toward a healthier lifestyle can make a big difference in our lives, but it can be hard to change our habits. Below are a few tips to help you start on that path.</p>
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<p class="text-sm font-sans leading-prose">Science has proven that chronic, low-grade inflammation can turn into a silent killer that contributes to cardiovas­cular disease, cancer, type 2 diabetes and other conditions. Get simple tips to fight inflammation and stay healthy -- from Harvard Medical School experts.</p>
<a class="inline-block group relative mt-4 hover:text-red focus:text-red transition-colors duration-200" target="_blank" href="https://www.health.harvard.edu/promotions/sumo/fighting-inflammation/?utm_campaign=Inflammation_site_ad_new_image" rel="noopener"><span class="h-full flex items-center"><span class="mr-4 leading-tight uppercase border-b border-transparent tracking-widest font-sans font-medium text-md"></span></span></a><a target="_blank" href="https://www.health.harvard.edu/promotions/sumo/fighting-inflammation/?utm_campaign=Inflammation_site_ad_new_image" class="w-full h-full" rel="noopener"><span class="sr-only"></span><picture></picture></a></div>
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<h2>Find motivation</h2>
<p>What motivates you? Where will you find good reasons to change? Yes, studies show that being at a healthy weight and<span> </span><a href="https://www.health.harvard.edu/blog/the-link-between-abdominal-fat-and-death-what-is-the-shape-of-health-2021021821960" target="_blank" rel="noopener">shape</a><span> </span>is associated with a<span> </span><a href="https://www.health.harvard.edu/blog/healthy-lifestyle-5-keys-to-a-longer-life-2018070514186" target="_blank" rel="noopener">longer life</a><span> </span>and<span> </span><a href="https://www.health.harvard.edu/blog/five-healthy-habits-net-more-healthy-years-2020021918907" target="_blank" rel="noopener">lower risk of many chronic diseases</a>. However, in my experience, only emphasizing weight or waist size isn't helpful for long-term healthy lifestyle change. Indeed,<span> </span><a href="https://www.health.harvard.edu/blog/lifestyle-change-i-know-what-to-do-i-just-need-to-do-itbut-how-2017062311880" target="_blank" rel="noopener">studies have shown</a><span> </span>that focusing too much on those numbers is associated with<span> </span><em>quitting</em><span> </span>a health kick, whereas small goals related to positive actions were associated with successful long-term lifestyle change.</p>
<p>Examples of this include aiming for at least 21 minutes of activity per day and/or five servings of fruits and vegetables per day. (These<span> </span><a href="https://www.heart.org/en/healthy-living/fitness" target="_blank" rel="noopener">activity</a><span> </span>and<span> </span><a href="https://www.heart.org/en/healthy-living/healthy-eating" target="_blank" rel="noopener">nutrition</a><span> </span>goals are actually recommendations of the American Heart Association, FYI!) If we strive to live healthy so that we can live a long, healthy life, we have a greater chance of long-term success — which typically will result in weight and waist loss.</p>
<h2>Put healthy habits on automatic</h2>
<p>Healthy choices can become more automatic if you remove the "choice" part. For example, take the thinking out of every eating or activity decision by planning ahead for the week to come:</p>
<ul>
<li><strong>Choose a basic menu for meals and build in convenience.</strong><span> </span>Focus on simple,<span> </span><a href="https://www.hsph.harvard.edu/nutritionsource/recipes-2/home-cooking/" target="_blank" rel="noopener">healthy recipes</a>. Frozen produce is healthful, easy to keep on hand, and sometimes less expensive than fresh. Shopping the salad bar costs more, but could help on busy nights.</li>
<li><strong>Jot down your activity schedule.</strong><span> </span>Choose some physical activity most days — the more vigorous and the longer the better, but anything counts! Even as little as<span> </span><a href="https://www.health.harvard.edu/blog/activity-it-all-counts-2019042316467" target="_blank" rel="noopener">10 minutes of light to moderate activity per week</a><span> </span>has been associated with a longer life span.</li>
<li><strong>Track food and activity choices each day.</strong><span> </span>Using an app or notebook for this can help you become more aware and accountable. Try noting barriers, too, and brainstorm workarounds for overly busy days and other issues that push you off track.</li>
</ul>
<h2>Understand how emotions affect you</h2>
<p>If feeling stressed, angry, or sad is a trigger for overeating or another unhealthy activity, it's important to recognize this. Writing down triggers over the course of a week can enhance your awareness. Building<span> </span><a href="https://www.health.harvard.edu/blog/healthy-brain-healthier-heart-202107222551" target="_blank" rel="noopener">better stress management habits</a><span> </span>can help you stick to a healthy lifestyle plan. Getting sufficient restful sleep and scheduling personal time, regular activity, and possibly<span> </span><a href="https://www.health.harvard.edu/heart-health/meditation-and-a-relaxation-technique-to-lower-blood-pressure" target="_blank" rel="noopener">meditation</a>, therapy, or even just chats with good friends are all steps in the right direction.</p>
<p>A healthy lifestyle is key to a long, healthy life, and is attainable. Success may require some thoughtful trial and error, but don't give up! I have seen all kinds of patients at all ages make amazing changes, and you can, too.</p>]]> </content:encoded>
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<title>India ranks 111th of 125 on Global Hunger Index. What it means &amp;amp; why govt says it’s ‘erroneous’</title>
<link>https://sdgtalks.ai/india-ranks-111th-of-125-on-global-hunger-index-what-it-means-why-govt-says-its-erroneous</link>
<guid>https://sdgtalks.ai/india-ranks-111th-of-125-on-global-hunger-index-what-it-means-why-govt-says-its-erroneous</guid>
<description><![CDATA[ India ranks 111th out of 125 countries on the Global Hunger Index 2023, signaling a &#039;serious&#039; hunger level. Despite the government&#039;s dispute over the findings, healthcare experts stress the importance of addressing child malnutrition, with India having the world&#039;s highest child wasting rates. Regardless of international reports, the challenge remains. ]]></description>
<enclosure url="https://img-s-msn-com.akamaized.net/tenant/amp/entityid/AA1ibsBq.img" length="49398" type="image/jpeg"/>
<pubDate>Sun, 31 Dec 2023 17:44:16 -0500</pubDate>
<dc:creator>Jarret Frank</dc:creator>
<media:keywords>India, no poverty, hunger, SDGs</media:keywords>
<content:encoded><![CDATA[<p data-t="{" n":"bluelinks"}"=""><b>New Delhi:</b><span> The Global Hunger Index (GHI) 2023 report ranked India 111 out of 125 countries, with a score of 28.7 </span><span>— indicating a ‘serious’ level of hunger in the country. </span><span>While the Indian government has rejected the findings of the report, terming its methodology “erroneous”, an expert in the field says India should focus on improving poor child nutrition levels, regardless of what any index says. </span></p>
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<p data-t="{" n":"bluelinks"}"=""><span>The GHI is an annual peer-reviewed report that tracks hunger in countries on a multi-dimensional scale. According to the </span><a href="https://www.globalhungerindex.org/ranking.html" rel="noopener" target="_blank" data-t="{" n":"destination","t":13,"b":1,"c.t":7}"=""><span>report</span></a><span>, released Thursday, China, Pakistan, Myanmar, and Bangladesh all continue to rank higher than India on the index compiled annually by international NGO Concern Worldwide and German private aid agency Welthungerhilfe. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>India falls in the ‘serious’ category of the ‘Hunger Severity Scale’ of the GHI, similar to last year, when it ranked 107 out of 121 countries. The scale ranges from 50 (extremely alarming hunger).</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>However, the problem area, in India’s case, is the child wasting rates.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>Child wasting rates indicate acute undernutrition, according to the GHI, and India has the highest rates in the world — 18.7 percent in 2023, as against 19.3 percent in 2022.</span></p>
<p data-t="{" n":"bluelinks"}"="" class="continue-read-break"><span>In response to the report, the Ministry of Women &amp; Child Development in a </span><a href="https://pib.gov.in/PressReleaseIframePage.aspx?PRID=1967164" rel="noopener" target="_blank" data-t="{" n":"destination","t":13,"b":1,"c.t":7}"=""><span>statement</span></a><span> issued Thursday, said the report had “serious methodological issues” and a “malafide intent” and that it “continues to be an erroneous measure” of hunger.</span></p>
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<p data-t="{" n":"bluelinks"}"=""><span>Countering the GHI findings, the ministry cited central government schemes including Mission Saksham Anganwadi and Poshan 2.0, which are aimed at challenging malnutrition in the country.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>“Three out of the four indicators used for calculation of the index are related to the health of children and cannot be representative of the entire population,” it said.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>The ministry further contended that the “fourth and most important indicator ‘Proportion of Undernourished (PoU) population’ is based on an opinion poll conducted on a very small sample size of 3000”.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>However, Dr Arun Gupta, central coordinator of the Breastfeeding Promotion Network of India (BPNI), told ThePrint that, regardless of the findings of international reports or their veracity, the issue of malnutrition in India remains. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>“A child who is malnourished requires the same set of interventions regardless of what any index reports,” said Gupta, formerly a member of the Prime Minister’s Council on India’s Nutrition Challenges. </span><span>“Instead of denying or rejecting international reports, we should focus on reducing malnutrition in the country,” he added.</span></p>
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<p data-t="{" n":"bluelinks"}"=""><strong>Also Read:</strong><span> </span><a href="https://theprint.in/india/as-pms-mann-ki-baat-urges-awareness-experts-say-malnutrition-as-much-a-food-availability-issue/1106199/" target="_blank" data-t="{" n":"destination","t":13,"b":1,"c.t":7}"="" rel="noopener">As PM’s ‘Mann ki Baat’ urges awareness, experts say malnutrition as much a food availability issue</a></p>
<h3 class="article-sub-heading"><b>Methodology &amp; sources</b></h3>
<p data-t="{" n":"bluelinks"}"=""><span>According to its stated methodology, the Global Hunger Index uses published data from “internationally recognized sources”.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>It looks at four main categories: undernourishment (percentage of population with insufficient caloric intake), child wasting (percentage of children under 5 with low weight for their height), child stunting (percentage of children under 5 with low height for their age), and child mortality (percentage of children who die before the age of 5). </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>It used data from sources that are included in the WHO’s Joint Child Malnutrition Estimates (JME) and the WHO Global Database on Child Growth and Malnutrition. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>For India, these included the National Family Health Survey (2019-2021), which is conducted by the Government of India, the United Nations Inter-Agency Group for Child Mortality Estimation report (UN IGME), and the State of Food Security and Nutrition in the World (SOFI) report by the United Nations’ Food and Agriculture Organization (FAO). </span></p>
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<p data-t="{" n":"bluelinks"}"=""><span>The latest SOFI report is what the Government of India has cited to raise an issue with the GHI. The SOFI report had pegged the undernourishment value of India at 16.6 percent, based on information provided by the FAO.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>The FAO normally relies on data from every country’s household consumption and expenditure surveys to calculate the prevalence of undernourishment (PoU). India’s last available household consumption and expenditure data is for the year 2011-12, since the 2017-18 data was not released by the government due to issues with the ‘quality of data’.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>In places where suitable national survey data is not available, the FAO has to rely on the Food Insecurity Experience Scale (FIES) to calculate the PoU. </span><span>The Food Insecurity Experience Scale (FIES) that the SOFI report relied on is a poll with eight questions asked to 3,000 respondents, to calculate the undernourishment value of India.</span></p>
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<p data-t="{" n":"bluelinks"}"=""><span>According to the ministry’s statement, this data is “not only wrong and unethical but reeks of obvious bias”.</span></p>
<p data-t="{" n":"bluelinks"}"=""><span>The ministry also stated that the GHI should have used data from the Poshan Tracker application, launched in 2021 by the government to track child healthcare indicators. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>However, the GHI website clarifies that the Poshan Tracker data is not verified by either the Joint Malnutrition Estimates and/or the WHO Global Database on Child Growth and Malnutrition. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>The statement issued by the ministry also said that there was “hardly any evidence” that child mortality, one of the key indicators in the report, was caused by hunger. </span></p>
<p data-t="{" n":"bluelinks"}"=""><span>“Be it undernutrition, lack of access to healthcare, or breastfeeding — they are all due to system failures,” Gupta told ThePrint. “You can call it a hunger index or a health index if it makes it more accurate, but the numbers stay the same.”</span></p>]]> </content:encoded>
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<title>SABIC &#45; Food and Water</title>
<link>https://sdgtalks.ai/sabic-food-and-water</link>
<guid>https://sdgtalks.ai/sabic-food-and-water</guid>
<description><![CDATA[ SABIC collaborates globally to address the increasing demand for reliable food and water supplies. The company works with farmers to develop specialty nutrients for different crops, aiming to boost global harvests by up to 30% by 2025. In arid regions, SABIC collaborates with agribusiness, government, and growers to enhance harvests with reduced water usage. Notably, their research center has achieved water-efficient tomato growth with only 7 liters per kilogram compared to traditional open fields requiring 345 liters per kg. Additionally, SABIC supports water supply needs by providing materials for water desalination and purification, and their innovative piping contributes to faster installation during city infrastructure upgrades. ]]></description>
<enclosure url="https://www.sabic.com/en/Images/FW_Trend_FoodandWater_V2-980x320_tcm1010-26306.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 08 Dec 2023 19:22:02 -0500</pubDate>
<dc:creator>AJ</dc:creator>
<media:keywords></media:keywords>
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<h1>FOOD &amp; WATER</h1>
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<h3>COLLABORATION. THE WORLD’S HUNGRY – AND THIRSTY – FOR IT.</h3>
<p>SABIC works with partners around the world to help address the growing need for reliable food and water supplies.</p>
</div>
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<h3>BETTER HARVESTS</h3>
<p>We collaborate with farmers to develop specialty nutrients that support the needs of different crops in different regions. As the growing global population increases the demand for food worldwide, this technology is set to help increase global harvests by up to 30% by 2025.</p>
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<h3>WATER-EFFICIENT GROWING</h3>
<p>In arid areas, we collaborate with agribusiness, government, and growers to produce bigger harvests with less water. At our Estidamah research center, for example, we have been able to grow tomatoes with only 7 liters of water per kilogram compared to 345 liters per kg in traditional open fields and 200 liters in low-technology greenhouses.</p>
<h3>SUPPORTING WATER SUPPLY</h3>
<p>Water shortage is a worldwide problem for populations as well as agriculture, with both major cities and remote areas vulnerable. SABIC’s materials are helping to support the growing need for water supply. Our resins are used by innovative filter companies to help desalinate and purify water from new sources. And our new piping can reduce installation time when upgrading city infrastructure.</p>
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<title>Sustainable development goals for industry, innovation, and infrastructure: demolition waste incorporated with nanoplastic waste enhanced the physicomechanical properties of white cement paste composites</title>
<link>https://sdgtalks.ai/sustainable-development-goals-for-industry-innovation-and-infrastructure-demolition-waste-incorporated-with-nanoplastic-waste-enhanced-the-physicomechanical-properties-of-white-cement-paste-composites</link>
<guid>https://sdgtalks.ai/sustainable-development-goals-for-industry-innovation-and-infrastructure-demolition-waste-incorporated-with-nanoplastic-waste-enhanced-the-physicomechanical-properties-of-white-cement-paste-composites</guid>
<description><![CDATA[ The COVID-19 pandemic significantly impacts the increase in plastic waste from food packaging, masks, gloves, and personal protective equipment (PPE), resulting in an environmental disaster, if collected, processed, transported, or disposed inappropriately. Plastic waste has a very long deterioration time in the environment (soil and water), cheap, and plentiful. Additionally, construction waste disposal is a process that transfers debris to a state that does lead to any sustainable or environmental problems. The core objective of this current research work is to provide safety and efficacy by partial substitution of both ultrafine demolition waste (UDW), incorporated with nanoplastic waste (NPW), for eco-white cement (E-WC) composition. E-WC is designed by partially substituted WC with UDW (1.0, 5.0, 10.0, 15.0, and 20.0 wt.%); incorporated with NPW (1.0 and 3.0 wt.%); to adequately protect people and the environment over long periods. The context examines the high performance, physicomechanical properties and high durability of blends as presences of silica in UDW proposed a hydraulic filler material, plus; high surface area of NPW. The microstructure and workability are characterized by X-Ray Fluorescence (XRF), Scanning Electron Microscope (SEM), and Transmission Electron Microscope (TEM) measurements. The record results show greatly enhanced in the mechanical strength due to the combination of NPW and UDW (active silica). With the presence of NPW and UDW in WC matrix, the highest level of crystallization formed consequently a decrease in whiteness reflection (Ry) and total porosity. In summary, WC blend with NPW and UDW reflects better workability and energy saving qualities, which are economical and environmentally beneficial and may result in decreased construction budget and improve a long-term raw material sustainability. ]]></description>
<enclosure url="https://media.springernature.com/lw685/springer-static/image/art%3A10.1007%2Fs13204-023-02766-w/MediaObjects/13204_2023_2766_Fig2_HTML.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 08 Dec 2023 19:16:21 -0500</pubDate>
<dc:creator>AJ</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2 class="c-article-section__title js-section-title js-c-reading-companion-sections-item" id="Abs1">Abstract</h2>
<div class="c-article-section__content" id="Abs1-content">
<p>The COVID-19 pandemic significantly impacts the increase in plastic waste from food packaging, masks, gloves, and personal protective equipment (PPE), resulting in an environmental disaster, if collected, processed, transported, or disposed inappropriately. Plastic waste has a very long deterioration time in the environment (soil and water), cheap, and plentiful. Additionally, construction waste disposal is a process that transfers debris to a state that does lead to any sustainable or environmental problems. The core objective of this current research work is to provide safety and efficacy by partial substitution of both ultrafine demolition waste (UDW), incorporated with nanoplastic waste (NPW), for eco-white cement (E-WC) composition. E-WC is designed by partially substituted WC with UDW (1.0, 5.0, 10.0, 15.0, and 20.0 wt.%); incorporated with NPW (1.0 and 3.0 wt.%); to adequately protect people and the environment over long periods. The context examines the high performance, physicomechanical properties and high durability of blends as presences of silica in UDW proposed a hydraulic filler material, plus; high surface area of NPW. The microstructure and workability are characterized by X-Ray Fluorescence (XRF), Scanning Electron Microscope (SEM), and Transmission Electron Microscope (TEM) measurements. The record results show greatly enhanced in the mechanical strength due to the combination of NPW and UDW (active silica). With the presence of NPW and UDW in WC matrix, the highest level of crystallization formed consequently a decrease in whiteness reflection (Ry) and total porosity. In summary, WC blend with NPW and UDW reflects better workability and energy saving qualities, which are economical and environmentally beneficial and may result in decreased construction budget and improve a long-term raw material sustainability.<br><br></p>
<p class="c-bibliographic-information__citation">Abdelzaher, M.A. Sustainable development goals for industry, innovation, and infrastructure: demolition waste incorporated with nanoplastic waste enhanced the physicomechanical properties of white cement paste composites. <i>Appl Nanosci</i> <b>13</b>, <a href="tel:5521–5536">5521–5536</a> (2023). https://doi.org/10.1007/s13204-023-02766-w</p>
<p class="c-bibliographic-information__download-citation u-hide-print"></p>
<p></p>
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<title>Health is on the agenda at UN climate negotiations. Here&amp;apos;s why that&amp;apos;s a big deal</title>
<link>https://sdgtalks.ai/health-is-on-the-agenda-at-un-climate-negotiations-heres-why-thats-a-big-deal</link>
<guid>https://sdgtalks.ai/health-is-on-the-agenda-at-un-climate-negotiations-heres-why-thats-a-big-deal</guid>
<description><![CDATA[ This article highlights the unprecedented intensity and frequency of heatwaves worldwide in the current year, exacerbated by human-induced climate change, emphasizing the deadly consequences of extreme heat. The detrimental impact of climate change on global health takes center stage at COP28 in Dubai, marking the first-ever &quot;Health Day&quot; where leaders and health organizations stress the urgent need for climate action. The World Health Organization underscores the crucial importance of mitigating carbon emissions to ensure a livable future. The article notes a shift from viewing climate change as a future problem to a present-day crisis, evident in events like the 2022 European heatwave that claimed an estimated 60,000 lives. Health risks extend beyond heat, encompassing disruptions to health infrastructure, increased disease prevalence, and the impact of extreme weather events on vulnerable populations. The article concludes with a focus on COP28&#039;s agenda, advocating for a complete fossil fuel phase-out, financial support for affected countries, and the integration of health considerations into climate negotiations. The need for collective action to address the root cause of climate change is emphasized by health experts worldwide. ]]></description>
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<pubDate>Thu, 07 Dec 2023 17:13:27 -0500</pubDate>
<dc:creator>Ava Brennan</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Heat wave after heat wave swept across the planet this year, their intensity and length pushed to never-before-seen extremes by human-caused climate change.</span></p>
<p dir="ltr"><span>The heat isn't just uncomfortable: it kills. And it's the clearest signal that climate change is making the Earth a more unhealthy, dangerous place.</span></p>
<p dir="ltr"><span>The health toll of climate change will come under the spotlight at this year's international climate negotiations in Dubai, known as COP28, where for the first time the meeting will feature prominent conversations about exactly how a warming planet hurts people. At the first-ever "Health Day" Sunday, and throughout the conference, world leaders, health ministers from dozens of countries, and a wide array of health organizations are expected to make the case that climate action will lead to immediate, dramatic improvements in global wellbeing.</span></p>
<p dir="ltr"><span>The new inclusion of health into the climate meeting addresses an urgent need and is an important step forward, says Diarmid Campbell-Lendruma, who leads the climate change and health team at the World Health Organization (WHO).</span></p>
<p dir="ltr"><span>"Our first priority is strong action to mitigate carbon emissions," he says. "That is our shared goal. We can't guarantee a livable future unless we drive down the fossil fuels that cause climate change."</span></p>
<p dir="ltr"><span>The inclusion comes just after the World Meteorological Association announced that 2023 is the hottest year ever recorded.</span></p>
<h3 dir="ltr"><span>A long time coming</span></h3>
<p dir="ltr"><span>Campbell-Lendruma has attended COP meetings for 20 years. At his first, in 2003, there were two health-focused attendees: him and a colleague from the WHO.</span></p>
<p dir="ltr"><span>Since then, momentum has gathered, but slowly. That's at least in part because for many years, climate change was presented as a future problem, says Kristi Ebi, a climate and health expert at the University of Washington who has been involved in climate and health research for decades.</span></p>
<p dir="ltr"><span>"But as science has advanced and as climate change has proceeded, it's a different world today," says Ebi. "Where we see people suffering and dying right now from climate change. And that does completely change the dynamic."</span></p>
<p dir="ltr"><span>Climate change's harms have become more obvious, and dangerous, in recent years. A 2022 summer heat wave in Europe killed an estimated 60,000 people, and this year's extreme heat harmed many more.</span></p>
<p dir="ltr"><span>Public health organizations are seeing a resurgence of insect borne diseases like malaria that were on the cusp of being controlled. Children born today, says Lujain Alqodmani, a doctor and president of the World Medical Association, will live every day of their lives in a world shaped by climate change–one that is hotter, with more intense weather, and harder on their developing bodies.</span></p>
<p dir="ltr"><span>The negotiating documents that came from the first international climate agreement in 1992, recognized that climate change would have an "adverse effect" on human health. Twenty-four years later, the 2015 Paris Agreement followed up, recognizing the worldwide right to a healthy environment.</span></p>
<p dir="ltr"><span>This year, representatives from health ministries from more than 90 countries are attending the talks. Hundreds of doctors, nurses, and other medical professionals are also in Dubai.</span></p>
<p dir="ltr"><span>"This is the first true opportunity to bring the health voice to the climate community," says Estelle Willie, director of health policy at the Rockefeller Foundation, a major funder for climate and health initiatives worldwide.</span></p>
<h3 dir="ltr"><span>How climate change hurts human health</span></h3>
<p dir="ltr"><span>There are many climate risks to the global health system, and those risks are growing. Extreme heat is the most obvious. But climate disasters also damage health infrastructure, like clinics and hospitals, which prevents people from getting care after disasters.</span></p>
<p dir="ltr"><span>Climate change makes those disasters more intense. Unprecedented rainfall in Pakistan in 2022, for example, drove floods so voluminous they covered</span><a href="https://www.unicef.org/emergencies/devastating-floods-pakistan-2022"><span> one third of the country</span></a><span>, displacing millions and causing long-lasting health ripple effects. Climate change is affecting food security in many parts of the world. And it is increasing the risks of disease, sometimes in unexpected ways.</span></p>
<p dir="ltr"><span>Githinji Gitahi is a doctor based in Kenya and CEO of the African Medical and Research Foundation, or Amref. In recent weeks, floods in his country have caused </span><a href="https://www.reuters.com/world/africa/death-toll-kenyas-el-nino-floods-jumps-120-2023-11-28/"><span>more than 100 deaths</span></a><span>. The initial disaster is only the beginning of the health risk, he says, because the flooding is causing issues with water and sanitation systems.</span></p>
<p dir="ltr"><span>"That means that there is likely to be a cholera outbreak in many of these areas where there was flooding," Gitahi says.</span></p>
<p dir="ltr"><span>Burning fossil fuels also produces local air pollution that kills millions every year. In the U.S., particles from coal burning killed an estimated </span><a href="https://www.science.org/doi/10.1126/science.adf4915"><span>460,000 people over 65 in the past 20 years</span></a><span>. But deaths drop as soon as plants close or air-cleaning filters are installed. Because the health benefits start when pollution stops, cutting fossil fuel burning could save millions of lives quickly, says Sir Andy Haines, a researcher at the London School of Hygiene and Tropical Medicine.</span></p>
<p dir="ltr"><span>"As we move towards clean, renewable energy, we reduce these preventable deaths from air pollution, as well as reducing the risk of climate change, dangerous climate change," says Haines.</span></p>
<h3 dir="ltr"><span>What could happen at COP28?</span></h3>
<p dir="ltr"><span>The health community's priority at the UN climate talks in Dubai is advocating for a swift and complete phase-out of fossil fuel use, says Miller.</span></p>
<p dir="ltr"><span>"We've got to stop making the problem worse," she says.</span></p>
<p dir="ltr"><span>Such an agreement is unlikely to occur. A debate about whether to "phase out" or "phase down" fossil fuel use </span><a href="https://www.npr.org/2023/11/27/1209676382/cop28-climate-change-conference-faq#:~:text=Last%20year's%20COP27%20meeting%20in,biggest%20driver%20of%20global%20warming."><span>derailed negotiations at last year's COP27</span></a><span>. Many oil-producing countries favor agreements that would allow fossil fuel burning to continue if "abated," or with its carbon </span><a href="https://www.npr.org/2023/11/30/1215401775/global-climate-talks-begin-in-dubai-with-an-oil-executive-in-charge"><span>emissions offset or captured</span></a><span>. Simply phasing down fossil fuel use, would fail to address the particulate pollution that causes millions of deaths annually worldwide, says Miller, of the Global Climate and Health Alliance.</span></p>
<p dir="ltr"><span>But continued discussion of a fossil-fuel-phase out is a priority, says Alice Bell, head of climate and health policy at the Wellcome Trust, a major funder of initiatives worldwide.</span></p>
<p dir="ltr"><span>"We want something more explicit to be said about the phase out of fossil fuels," says Bell. "That was one of the things that was really watered down last year, and was really disappointing last year at COP27. And is one of the things people are really ready for a fight about this year."</span></p>
<p dir="ltr"><span>Countries also need financial help to deal with the problems climate change is already causing. Less than 1% of the global funding directed toward climate change is earmarked for health issues. But on Saturday, international development banks and funds like the Green Climate Fund, as well as nonprofits like the Rockefeller Foundation, announced $1 billion in new commitments to fund health and climate-related projects. Jess Beagley, policy lead of the Global Climate and Health Alliance, wrote in a statement that the commitment is "a tremendous addition to current levels of climate and health finance."</span></p>
<p dir="ltr"><span>More than 120 countries have also endorsed a declaration explicating the link between climate change and human health. It's a step toward integrating health considerations into the negotiations more formally, says Bell.</span></p>
<p dir="ltr"><span>"The Paris accord in 2015 recognizes a right to health. And I think we need to see that fleshed out a bit to see what does that mean," she says.</span></p>
<p dir="ltr"><span>Inevitably, that means addressing the fundamental driver of climate change: fossil fuel burning. The concept of tackling the root cause or an illness, rather than treating the symptoms alone, is both intuitive and imperative to many healthcare practitioners.</span></p>
<p dir="ltr"><span>"You can't be in the business of healing people by making them sick," says Shweta Narayan, a healthcare advocate based in India who works for the nonprofit Health Care Without Harm.</span></p>
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<title>The Technologies African Farmers Need</title>
<link>https://sdgtalks.ai/the-technologies-african-farmers-need</link>
<guid>https://sdgtalks.ai/the-technologies-african-farmers-need</guid>
<description><![CDATA[ After suffering from recurrent large-scale famines, Ethiopia has become a net exporter of wheat for the first time, owing largely to the deployment of technology. Other African countries should likewise embrace irrigation, mechanization, and fertilizers to improve food security and unlock the continent&#039;s agricultural potential. ]]></description>
<enclosure url="https://webapi.project-syndicate.org/library/5186d28964b92e6efb8412bbb542da04.2-1-super.1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 29 Nov 2023 22:25:01 -0500</pubDate>
<dc:creator>Lương Anh Hoàn</dc:creator>
<media:keywords>Zero hunger, SDG, Agriculture, Technology</media:keywords>
<content:encoded><![CDATA[<p><em><time itemprop="datePublished" datetime="2023-11-24T13:30Z" class="vl-divider">Nov 24, 2023</time><span class="byline" itemprop="author" itemscope="" itemtype="https://schema.org/Person"> <a href="https://www.project-syndicate.org/columnist/hippolyte-fofack" itemprop="url" data-entity-type="member" data-entity-id="5f6233fa721a0a3df89fad33" data-language="english" data-event-action="click" data-entity-link-name="hippolyte-fofack" class="track-event" data-href-original="/columnist/hippolyte-fofack"><span class="listing__author author" itemprop="name">HIPPOLYTE FOFACK</span></a></span></em></p>
<p>CAMBRIDGE – Ethiopia has long suffered from recurrent large-scale famines, most notably in the <a href="https://www.worldvision.org/disaster-relief-news-stories/1980s-ethiopia-famine-facts" target="_blank" rel="noopener">early 1980s</a>, when at least one million people died, and millions more were displaced. This year, however, Ethiopia has become a <a href="https://fas.usda.gov/data/ethiopia-ethiopia-expected-export-wheat-first-time-summer-production-progresses-nicely" target="_blank" rel="noopener">net exporter of wheat</a> for the first time, an extraordinary feat given its <a href="https://www.imf.org/en/Blogs/Articles/2022/09/14/how-africa-can-escape-chronic-food-insecurity-amid-climate-change" target="_blank" rel="noopener">vulnerability</a> to climate change and food-security crises.</p>
<p data-line-id="4689ac7654b3418ca1e7e6fc13e434af">While many factors contributed to this accomplishment, it mainly reflects the central role that new technologies have played in transforming Ethiopia’s agricultural sector. By boosting crop yields and building resilience to extreme weather, these innovations have proven particularly helpful in regions facing worsening droughts and other climate risks</p>
<p data-line-id="6522b7d0a5e74aa5bdf840f9cca195e8">The<span> </span><a href="https://ifdc.org/projects/technologies-for-african-agricultural-transformation-taat-soil-fertility-enabler/" target="_blank" rel="noopener">Technologies for African Agricultural Transformation</a><span> </span>(TAAT) program, established by the International Fertilizer Development Center, has been instrumental in deploying proven and high-performance agricultural technologies at scale, with the aim of helping farmers increase the production of millet, maize, rice, wheat, and other staples. As a result of the yield-increasing performance of these technologies, the area allocated to heat-tolerant wheat varieties in Ethiopia has grown from 5,000 hectares in 2018 to more than<span> </span><a href="https://www.afdb.org/en/news-and-events/speeches/opening-keynote-speech-dr-akinwumi-adesina-president-african-development-bank-group-koafec-ministerial-conference-republic-korea-13-september-2023-64257" target="_blank" rel="noopener">2.2 million hectares</a><span> </span>in 2023, putting the country on the path to food self-sufficiency.</p>
<p data-line-id="979c3f2bd9fd42418337f92293ff76f6">The “<a href="https://www.ft.com/content/498398e7-11b1-494b-9cd3-6d669dc3de33" target="_blank" rel="noopener">polycrisis</a>” world of increasingly volatile global supply chains has accelerated the drive toward greater self-reliance. The war in Ukraine triggered a<span> </span><a href="https://www.imf.org/en/Blogs/Articles/2022/04/28/blog-africa-faces-new-shock-as-war-raises-food-fuel-costs" target="_blank" rel="noopener">surge in food prices</a><span> </span>in Africa, with the wheat sub-index, for example, reaching a<span> </span><a href="https://www.consilium.europa.eu/en/infographics/ukrainian-grain-exports-explained/" target="_blank" rel="noopener">multiyear high</a><span> </span>in May 2022. Ethiopia was<span> </span><a href="https://www.imf.org/en/Publications/fandd/issues/2023/06/pillar-of-economic-security-ralph-ossa" target="_blank" rel="noopener">hit particularly hard</a>, because it had been importing almost half of its wheat from Russia and Ukraine. Now the continent is reeling from<span> </span><a href="https://www.ft.com/content/416736ec-7960-496d-b6c8-fd7a2fd99668" target="_blank" rel="noopener">the export ban</a><span> </span>that India, the world’s largest rice exporter, recently imposed on several varieties.</p>
<p data-line-id="7725c31c582246fcab7f4434818d187c">Amid this challenging environment, the Ethiopian government’s remarkable ability to use technology to boost domestic production and to reduce the risks associated with over-reliance on food imports may well represent a breakthrough. Such progress, especially in a country that was an agricultural basket case for several humiliating decades, offers hope for Africa, which has been on the frontline of the climate crisis, with food insecurity often fueling political unrest.</p>
<p data-line-id="adf53803210b45a492e7d46676b462dd">Consider, for example, that cereal yields in Africa have stagnated to 1,589 kilograms per hectare, far below the global average of<span> </span><a href="https://data.worldbank.org/indicator/AG.YLD.CREL.KG?locations=ZG-1W" target="_blank" rel="noopener">4,153 kilograms</a>. There are many reasons for this, but chief among them is the chronic technological deficit. The lack of agro-processing and high value-added industries is another longstanding hurdle to increasing agricultural output and productivity growth on the continent, and has also exacerbated post-harvest losses estimated at about<span> </span><a href="https://theconversation.com/why-reducing-post-harvest-losses-is-a-priority-for-africa-87312" target="_blank" rel="noopener">30-50%</a><span> </span>of total food production in Africa.</p>
<p data-line-id="9f0dbf626b714ba9b60f74a30e1dc814">Compounding the problem is the limited use of fertilizer on the continent and excessive dependence on rainfed agriculture. At around 7.6 million metric tons in 2021, fertilizer use is<span> </span><a href="https://www.statista.com/statistics/1265868/global-fertilizer-consumption-by-nutrient-and-region/#:~:text=In%202021%2C%20the%20region%20with,tons%20of%20fertilizers%20that%20year" target="_blank" rel="noopener">far lower</a><span> </span>than in East Asia (61.9 million metric tons) and South Asia (38.7 million metric tons), while the dearth of irrigation systems and other water-management tools is especially worrisome in light of the accelerating pace of global warming. These shortcomings have precipitated a rise in extreme hunger, with many communities on the continent facing the<span> </span><a href="https://www.redcross.org.uk/stories/disasters-and-emergencies/world/africa-hunger-crisis-100-million-struggling-to-eat" target="_blank" rel="noopener">worst food crisis</a><span> </span>in 40 years.</p>
<p data-line-id="d705e6149b0f45249a1ae984bd0c621f">But the consequences of geopolitical upheaval and intensifying climate risks extend beyond food security to create a vicious cycle of droughts, floods, macroeconomic instability, and balance-of-payments crises across the continent. Around<span> </span><a href="https://www.imf.org/en/Blogs/Articles/2022/09/14/how-africa-can-escape-chronic-food-insecurity-amid-climate-change" target="_blank" rel="noopener">85%</a><span> </span>of the food in Sub-Saharan Africa (SSA) is imported, largely owing to the region’s weather-sensitive agriculture. The continent now spends around<span> </span><a href="https://www.afdb.org/en/dakar-2-summit-feed-africa-food-sovereignty-and-resilience/q-and-dakar-2-summit" target="_blank" rel="noopener">$75 billion</a><span> </span>annually on cereal imports, depleting foreign-exchange reserves and increasing exchange-rate pressures. (Most African currencies<span> </span><a href="https://www.google.com/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=web&amp;cd=&amp;ved=2ahUKEwijz--HgKuCAxW1XEEAHTdvD_QQFnoECBEQAQ&amp;url=https%3A%2F%2Fwww.imf.org%2F-%2Fmedia%2FFiles%2FPublications%2FREO%2FAFR%2F2023%2FApril%2FEnglish%2FExchangeNote.ashx&amp;usg=AOvVaw0YigtdLWEzaHPpZ6un3xqc&amp;opi=89978449" target="_blank" rel="noopener">depreciated sharply</a><span> </span>in 2022, with the Ethiopian birr growing especially weak.) This import dependence negatively affects the balance of payments, with increasingly frequent global supply shocks exacerbating the region’s vulnerability.</p>
<p data-line-id="2888a147d55d4423898ca168181f8370">Africa’s food-import bill is set to<span> </span><a href="https://www.bloomberg.com/news/articles/2023-01-24/africa-needs-up-to-65-billion-loans-yearly-to-curb-food-imports#xj4y7vzkg" target="_blank" rel="noopener">rise dramatically</a><span> </span>in the coming years, partly because of geopolitically induced shocks and<span> </span><a href="https://www.un.org/en/global-issues/population" target="_blank" rel="noopener">projected population growth</a>. But global warming will also fuel this surge. According to the Global Climate Risk Index,<span> </span><a href="https://www.germanwatch.org/en/19777" target="_blank" rel="noopener">five of the ten countries</a><span> </span>most affected by climate change in 2019 were in SSA, where one-third of the world’s droughts occur but less than<span> </span><a href="https://www.imf.org/en/Blogs/Articles/2022/09/14/how-africa-can-escape-chronic-food-insecurity-amid-climate-change" target="_blank" rel="noopener">1% of arable land</a><span> </span>is equipped with irrigation. The World Bank<span> </span><a href="https://www.worldbank.org/content/dam/Worldbank/document/Full_Report_Vol_2_Turn_Down_The_Heat_%20Climate_Extremes_Regional_Impacts_Case_for_Resilience_Print%20version_FINAL.pdf" target="_blank" rel="noopener">estimates</a><span> </span>that, if global temperatures rise to 2° Celsius above pre-industrial levels by 2050, crop production in SSA will decrease by 10%.</p>
<p data-line-id="83b22c28856f44a4acf5eacd1de3d024">Such a gloomy prediction may well come true. This year is on track to be the<span> </span><a href="https://edition.cnn.com/2023/10/04/world/september-hottest-record-2023-climate-intl/index.html" target="_blank" rel="noopener">hottest on record</a>, around 1.4°C above pre-industrial average temperatures. Moreover, if greenhouse-gas emissions continue to rise at current rates, climate models predict an<span> </span><a href="https://scied.ucar.edu/learning-zone/climate-change-impacts/predictions-future-global-climate" target="_blank" rel="noopener">additional 4°C</a><span> </span>of warming during this century. The need for greater investment in climate mitigation and adaptation has never been clearer.</p>
<p data-line-id="a21c8d62ca7a489e8a8e540184f589a4">Faced with over-reliance on food imports and daunting climate forecasts, Africa must move away from the traditional rainfed model of agricultural production. Following Ethiopia’s lead, the continent should embrace technology to boost agricultural productivity and improve food security. This will require aggressive investment in precision-agriculture technologies, such as variable-rate irrigation, that maximize productivity in a resource-constrained environment.</p>
<p data-line-id="c90fb1ab6c4943398c98167f0e0e923a">In addition to water-saving innovations, policymakers should invest in high-yield seed varieties that perform well under dry conditions and in agricultural equipment to mechanize the sector. Improved infrastructure, including solar-powered irrigation systems and digital technologies that allow farmers to access early-warning systems and improve efficiency, will also be essential.</p>
<p data-line-id="5b900b64e3064600b8ae09ac46ae4812">Deploying a wide range of technologies to transform Africa’s agriculture sector will address food-security concerns as well as environmental and sustainability issues. Such a move is long overdue: even though Africa is home to more than<span> </span><a href="https://www.fao.org/family-farming/detail/en/c/1507024/" target="_blank" rel="noopener">60%</a><span> </span>of the world’s uncultivated arable land, it has yet to benefit from the green revolution that has boosted yields elsewhere. The harsh realities of climate change and geopolitical upheaval may finally create sufficiently strong incentives to unlock the continent’s potential and ensure greater self-sufficiency and resilience in food production.</p>]]> </content:encoded>
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<title>Sustainable BlockChain A Service for All?</title>
<link>https://sdgtalks.ai/sustainable-blockchain-a-service-for-all</link>
<guid>https://sdgtalks.ai/sustainable-blockchain-a-service-for-all</guid>
<description><![CDATA[ Sustainable BlockChain A Service for All? ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202311/image_430x256_656730596697f.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 29 Nov 2023 08:47:31 -0500</pubDate>
<dc:creator>Selva Ozelli</dc:creator>
<media:keywords>digital asset, sustainable, blockchain</media:keywords>
<content:encoded><![CDATA[<p><em>By Selva Ozelli, Author of Sustainably Investing in Digital Assets Globally</em></p>
<p>The Bank for International Settlements (BIS), COP28 and Central Bank of United Arab Emirates launched TechSprint to develop technological solutions for sustainable finance and combating climate change.  This technology initiative fosters innovation in scaling sustainable finance and combating climate change.</p>
<h2>Sustainable BlockChain A Service for All?</h2>
<p>“Combating climate change is more urgent than ever. It calls for a profound change in the way economies operate and grow. To finance the needed transformation, investors need certainty that their funds are channelled to their intended uses. Technologies that promote the timely measurement and disclosure of climate-related information are part of the solution.</p>
<p>The BIS Innovation Hub has explored how to apply technologies such as AI, blockchain and internet-of-things to green finance instruments and climate-related disclosure. This TechSprint in collaboration with the COP28 UAE, the CBUAE and EIF will complement these efforts to address remaining gaps in the green finance market” explained  Agustín Carstens, General Manager of the BIS.</p>
<p></p>
<p><span>Future of Power Art Show by Global Resilience Partnership</span></p>
<p><iframe width="619" height="347" src="https://www.youtube.com/embed/NIeCKwbeYp0?t=514s" allowfullscreen="allowfullscreen"></iframe></p>
<p>This Techsprint at COP28 is being developed jointly by the Central Bank of the United Arab Emirates (CBUAE), alongside the COP28 Presidency, the Emirates Institute of Finance (EIF) and the BIS.</p>
<p>“In line with the vision of the UAE’s leadership, and its endeavours to address the challenges of climate change; we value the partnership with COP28 UAE and the BIS in launching this international initiative aimed at encouraging innovators across the globe to leverage financial technology in developing new green and sustainable finance solutions” said  Khaled Mohamed Balama, Governor of the CBUAE and Chairman of EIF.</p>
<p>The campaign calls for technology solutions to address data verification gaps in sustainable finance in three problem statements:</p>
<p>—  AI solutions for sustainable finance reporting, verification, and disclosure in the financial services industry.</p>
<p>—  Blockchain solutions for auditing and enhancing transparency, traceability, and accountability in sustainable finance.</p>
<p>—  Internet-of-Things and sensor technology solutions for sustainable finance to ensure informed assessments of impact, risk, or compliance.</p>
<p>“COP28 looks forward to working with its partners to drive real solutions to scale up climate action and fast-track sustainable finance initiatives around the world.” Said  Dr Sultan Al Jaber, COP28 President Designate.</p>
<p>Blockchain solutions for sustainable finance</p>
<p>In Singapore, with a similar theme, the BSN Foundation announced its founding members, its role in blockchain-as-a-service on November 16, 2023.</p>
<p>BSN Foundation is the governing body of the BSN Spartan Networks made up of: <a href="https://www.reddatetech.com/" target="_blank" rel="noopener">Red Date Technology</a>,<span> </span><a href="https://www.blockdaemon.com/" target="_blank" rel="noopener">Blockdaemon</a>, <a href="https://www.gft.com/" target="_blank" rel="noopener">GFT Technologies</a>, <a href="https://toko.network/" target="_blank" rel="noopener">TOKO</a>, <a href="https://www.zeeve.io/" target="_blank" rel="noopener">Zeeve</a>.  These organizations originating from a diverse range of countries and regions, such as the U.S.A., Germany, and Hong Kong, will bring a wide range of expertise dedicated to building the next-generation global Public IT System infrastructures for internet communications, digital economies, metaverses, digital payments and NFTs based on non-cryptocurrency public chain technologies, designed to serve IT systems around the world to advance fundamental technologies that benefit all humankind.</p>
<p>Tim Bailey, the VP of Global Business &amp; Operations of for Red Date Technology explained “on November 16, we announced the founding members of the BSN Foundation that governs the BSN Spartan Network. The network launched late last year with three non-cryptocurrency public chains, including non-crypto versions of sustainable, proof of stake blockchain platforms Ethereum, Cosmos and PolygonEdge.</p>
<p>The BSN Spartan Network provides an infrastructure that integrates non-cryptocurrency public blockchains that can be used by any traditional IT system to leverage the capabilities of the underlying blockchain technology in an easier and more cost-effective way.   The service will be offered with fixed fees based in fiat currency or USD backed stable coin and is only available outside Mainland China. The cost of using our public chain technology is significantly lower and more predictable than using cryptocurrency based public chains.”</p>
<p>The BSN Spartan Network is a decentralized network governed by the BSN Foundation with each member operating a governance data center that hosts all the validator nodes of non-cryptocurrency public chains.  The BSN Foundation will operate via three core committees: the Technical Committee, the Governance Committee, and the Business Committee, each overseeing a distinct set of activities such as R&amp;D, governance coordination, and commercial matters.</p>
<p>Established as a decentralized governance organization, each member will have an equal voting right on governance decisions, such as integrating new blockchain protocols or adjusting network fees and will operate a Governance Data Center that hosts all the validator nodes of the non-cryptocurrency public chains.</p>
<p>The BSN Foundation recognizes public chain technologies as a complementary approach to conventional private IT systems, with inherent advantages such as data sharing costs, private data ownership, and transparency. These benefits have remained largely untapped by traditional enterprises due to the reluctance to get involved with unregulated cryptocurrencies.</p>
<p>To bridge this gap, the BSN Spartan Network, will offer a decentralized cloud service solution with non-cryptocurrency public chains as the operation systems. The network consists of virtual data centers that are open source and free to download on GitHub, where nodes of the non-cryptocurrency public chains can be selectively installed. Businesses can deploy smart contracts and build dApps on the nodes and pay gas fees on non-cryptocurrency public chains using fiat currency or fiat-backed stablecoins such as USDC.</p>
<p>The BSN Foundation will start with five members, with the goal of eventually growing to 40 members.  Collectively, these organizations will contribute to the BSN Foundation’s mission to pioneer public IT system development at a global level to bring a portfolio of expertise ranging from blockchain-as-a-service and real-world asset tokenization to financial services and consulting as follows:</p>
<p>Blockdaemon – Blockdaemon is a leading provider of enterprise-grade blockchain node deployment solutions, dedicated to streamlining and enhancing the onboarding and iteration processes for organizations utilizing BSN Spartan Network.  “At Blockdaemon, we are proud to be one of the founding members of the BSN Foundation. Our specialization in institutional-grade blockchain node deployment, validating solutions, and institutional wallet aligns perfectly with the BSN Foundation’s mission to advance decentralization.</p>
<p>We are committed to assisting organizations in simplifying their BSN Spartan onboarding and iteration processes with institutional-grade security. Together with the BSN Foundation and our fellow founding members, we look forward to elevating the blockchain economy” explained Andrew Vranjes, VP of Sales and General Manager of APAC at Blockdaemon</p>
<p>GFT Technologies- Operating in over 15 markets worldwide, GFT has more than 35 years of experience in developing sustainable solutions based on new technologies including artificial intelligence and blockchain/DLT.  “GFT is honoured to be one of the founding members of the BSN Foundation. The BSN Spartan Network’s non-cryptocurrency public chain infrastructure makes it easier for enterprises to build and deploy blockchain-based applications.</p>
<p>We are confident that BSN Spartan will meet our clients’ needs for a reliable, secure, and scalable public infrastructure, without the challenges of volatile cryptocurrency prices and unpredictable development costs,” said Christopher Ortiz, Group Chief Executive and Global Markets and Region Manager APAC &amp; UK at GFT.</p>
<p>Red Date Technology – A technology company headquartered in Hong Kong that is dedicated to building next-generation Public IT System infrastructures for internet communications, digital economies, digital payments and NFTs.  Red Date Technology, the technical architect of the BSN Spartan Network, contributes expertise in the fundamental technologies of public IT system infrastructures for internet communications, digital economies, and digital payments.</p>
<p>“Building on our collaboration agreement with CloudSigma signed earlier this year to bring Enterprise BSN to the full global network of CloudSigma cloud locations, marks another significant milestone in the international expansion of the BSN (Blockchain-based Service Network).  We are building the next layer of the internet, a public layer serving public IT systems that has the benefit of greater transparency, easy connectivity, and individual ownership of data compared to private IT systems today,” said Tim Bailey, VP of Global Sales for Red Date Technology” said Tim Bailey, VP of Global Business &amp; Operations for Red Date Technology.</p>
<p>TOKO – Born out of global law firm DLA Piper, TOKO is a digital asset creation platform that couples the compliance and regulatory rigor of a global law firm with the innovative technology solutions of tomorrow.  TOKO offers digital asset tokenization and legal compliance solutions based on the BSN Spartan infrastructure.  Scott Thiel, Managing Director of TOKO, says: “TOKO is excited to be one of the five initial members of the BSN Foundation.</p>
<p>We believe in BSN’s commitment, as a decentralized governance organization, in bringing blockchain technologies to the broader IT industry beyond cryptocurrencies. As a full market licenced Virtual Asset Broker Dealer and Exchange services VASP granted by Dubai’s Virtual Asset Regulatory Authority (VARA), we look forward to contributing to the foundation with our wealth of expertise in the governance and regulatory space.”</p>
<p>Zeeve is an enterprise-grade no-code Blockchain Infrastructure Automation platform that enables easy deployment, monitoring, and management of Blockchain nodes and networks.  Zeeve empowers over 27,000 developers with its Web3 Infrastructure Automation services and delivers plug- and-play solutions that enable traditional corporations to swiftly develop decentralized applications (dApps) on the BSN Spartan Network.</p>
<p>“We highly value innovation and forward-thinking approaches in our strategic partnerships,” said Dr. Ravi Chamria, Zeeve’s CEO. “The BSN Foundation’s vision aligns seamlessly with our mission to simplify and enhance blockchain adoption for enterprises. By offering a decentralized cloud service solution that operates on non-cryptocurrency public chains, the BSN Spartan Network opens up exciting possibilities for businesses to harness the benefits of blockchain technology while maintaining financial stability and regulatory compliance. We’re excited to collaborate with the BSN Foundation to empower enterprises with the most reliable Blockchain infrastructure management, enabling them to thrive in a rapidly evolving digital landscape.”</p>
<p>Looking toward the future, the BSN Foundation aims to expand its membership to at least 40 members, operating as a decentralized governance body. “When 40 leading international companies govern the Spartan Network as Foundation members with equal voting rights, the network will become one of the most decentralized IT infrastructures in the world”, said Yifan He, CEO of Red Date Technology.</p>
<p>Together, they aim to promote the concept of public IT systems that complements the existing centralized IT architectures, revolutionizing traditional business operations and data communication in a sustainable way.</p>
<h3>More about the author</h3>
<p>A legal and finance executive with diversified experience dealing with highly complex issues in the field of international taxation and related matters within the banking, securities, fintech, digital assets alternative and traditional investment funds (investing in equity, debt, real estate, derivatives, credit instruments, mortgage backed securities) aerospace and solar industries.</p>
<p>Her first of its kind legal analyses involving tax laws, Foreign Corrupt Practices Act (FCPA), blockchain technology have been published in journals, books and by the OECD.  Her writings have been translated in to 35 languages published in over 200 publications globally.  She is is the author of Sustainably Investing in Digital Assets Globally and  an expert TV commentator on tax and technology matters.</p>
<p></p>
<p>Watch the clip of Orcas &amp; Reefs</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/NIeCKwbeYp0?si=LHvBchjgMa-l4Au1&amp;clip=UgkxMtqPta5xTRuuTJkRW1xHjvJcGhAt2AHW&amp;clipt=ENuwHxi1zSI" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="allowfullscreen"></iframe></p>
<p><img src="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202311/image_870x_65673058e06ab.jpg" alt=""></p>]]> </content:encoded>
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<title>Sustainably Investing in Digital Assets Globally</title>
<link>https://sdgtalks.ai/sustainably-investing-in-digital-assets-globally</link>
<guid>https://sdgtalks.ai/sustainably-investing-in-digital-assets-globally</guid>
<description><![CDATA[ Sustainably Investing in Digital Assets Globally ]]></description>
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<pubDate>Wed, 29 Nov 2023 07:43:01 -0500</pubDate>
<dc:creator>Selva Ozelli</dc:creator>
<media:keywords>digital asset, crypto, sustainability, solar, Portugal, Netherlands, South Africa, Switzerland, Israel, South Korea, Brazil, Canada, Malta, Germany, The United Arab Emirates, Turkey, Singapore, Puerto Rico, US, Japan, EU, China, India, Russia, Africa’</media:keywords>
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<title>Mexico&amp;apos;s poverty rate declines from 50% to 43.5% in four years as remittances almost double</title>
<link>https://sdgtalks.ai/mexicos-poverty-rate-declines-from-50-to-435-in-four-years-as-remittances-almost-double</link>
<guid>https://sdgtalks.ai/mexicos-poverty-rate-declines-from-50-to-435-in-four-years-as-remittances-almost-double</guid>
<description><![CDATA[ According to a new study, the poverty rate in Mexico has declined from 49.9% in 2018 to 43.5% in 2022. The reduction has pulled 5.7 million people out of poverty, although the reason behind lower poverty rates is still somewhat unclear. The current president of Mexico, Andres Manuel Lopez Obrador took office in December 2018, and since then has more than doubled the country&#039;s minimum wage. Lopez Obrador also introduced supplementary pension payments for people 65 or older and scholarship and apprentice programs for young adults, all of which could have contributed to lower overall poverty rates. Another major factor is likely to be remittances, which have almost doubled since 2018 to an annual rate of about $60 billion, most of which is sent back to some of the poorest families in Mexico to help them get by. However, the study also reported that extreme poverty has actually edged up from 7% to 7.1% from 2018 to 2022, and the number of people reporting money problems relating to health care has also increased, possibly due to the restructuring of the health care system under Lopez Obrador, and the coronavirus pandemic. Therefore, while overall poverty rates are declining, there is still work to be done, especially to alleviate the extreme poverty experienced by  9.1 million Mexicans. ]]></description>
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<pubDate>Thu, 16 Nov 2023 23:06:50 -0500</pubDate>
<dc:creator>ahopper@mines.edu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The poverty rate in Mexico has declined from 49.9% of the population in 2018 to 43.5% in 2022, according to a study published Thursday by the country’s poverty analysis agency.</p>
<p>The study by the agency, known as Coneval, showed a decline in a key measure of poverty over the four-year period. The reduction means there were 5.7 million fewer people who reported incomes below the market basket for basics like food and clothing.</p>
<p>It was unclear what was behind the reduction in poverty.</p>
<p><span>President </span><span class="LinkEnhancement"><a class="Link AnClick-LinkEnhancement " href="https://apnews.com/hub/andres-manuel-lopez-obrador" target="_blank" rel="noopener">Andrés Manuel López Obrador</a></span><span> took office in December 2018, and since then has more than doubled the country’s minimum wage. The minimum wage was equivalent to about $4.50 per day in 2018, and now buys about $12, in part due to the appreciation of the Mexican peso against the dollar.</span></p>
<p>But remittances — the <span class="LinkEnhancement"><a class="Link AnClick-LinkEnhancement " href="https://apnews.com/article/caribbean-mexico-city-business-050ef97bc5255b4339d31fed39ed14a0" target="_blank" rel="noopener">money sent home by Mexicans working abroad</a></span> — have also almost doubled in the same period, going from around $33.5 billion in 2018 to an annual rate of about $60 billion in 2023, based on numbers for the first half of the year.</p>
<p>Experts say most remittances go to some of the poorest families in Mexico, and the money is mainly used to help them get by.</p>
<p>It was not all good news. The agency also reported that extreme poverty — defined as people who do not have enough income even to buy enough food — edged up from 7% of the population in 2018 to 7.1% in 2022. Because of the increase in overall population, that meant that extreme poverty cases rose from 8.7 million people in 2018 to 9.1 million in 2022.</p>
<p>López Obrador also introduced supplementary pension payments for people over 65 and scholarship or apprenticeship programs for youths. But because those programs are not means-tested — they are given to anyone who qualifies, regardless of income level — it is not clear whether they have particularly helped the poorest Mexicans.</p>
<p>There was also a surprising increase in the number of people reporting money problems relating to health care. That number rose from 16.2% of the population in 2018 to 39.1% in 2022. The agency said in a previous report on the growth of that number in 2020 that the increase may be due to the widespread restructuring of the health care system under López Obrador, and the effects of the coronavirus pandemic.</p>
<p>During the pandemic, many Mexicans had to seek treatment at private hospitals and clinics because government-run hospitals were full.</p>
<p>As has long been the case, the north of Mexico was generally less poor, while the southern states of Chiapas, Guerrero, Oaxaca, Puebla and Tlaxcala were the poorest. The first three states have very high Indigenous populations.</p>]]> </content:encoded>
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<title>A New Era in Breast Cancer Detection: The Ultrasound Bra</title>
<link>https://sdgtalks.ai/a-new-era-in-breast-cancer-detection-the-ultrasound-bra</link>
<guid>https://sdgtalks.ai/a-new-era-in-breast-cancer-detection-the-ultrasound-bra</guid>
<description><![CDATA[ A team of researchers at MIT has developed a revolutionary device that could potentially save hundreds of lives by detecting breast cancer tumors at their earliest stages. The device, a miniature ultrasound scanner, is designed to fit into a bra and can be used at home for regular self-examinations. ]]></description>
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<pubDate>Mon, 13 Nov 2023 22:32:58 -0500</pubDate>
<dc:creator>Austin Vanderzyden 1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>The Innovation</h2>
<p>The ultrasound bra insert, is a significant advancement in the field of medical technology.<span> </span>It allows the user to move an ultrasound tracker across the bra, checking for tumors. This device is portable, easy to use, and provides real-time monitoring of breast tissue.</p>
<h2>The Inspiration</h2>
<p>The device was inspired by Canan Dagdeviren’s personal experience.<span> </span>Her aunt, Fatma Caliskanoglu, passed away from aggressive breast cancer that developed between routine screenings.<span> </span>Motivated by this tragic loss, Dagdeviren sketched out her idea for the wearable ultrasound bra insert.</p>
<h2>The Impact</h2>
<p>The ultrasound bra has the potential to increase breast cancer survival rates from 95% to 98%.<span> </span>This may seem like a small increase, but it represents hundreds of women like Caliskanoglu—beloved family members whose lives could be saved by early detection.</p>
<h2>The Future</h2>
<p>Similar devices are being developed in Nigeria, Mexico, and Switzerland. As this technology continues to evolve, it holds the promise of transforming the way we detect and treat breast cancer, making early detection more accessible and convenient than ever before.</p>]]> </content:encoded>
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<title>A Leap Forward in Pacemaker Technology: Self&#45;Charging and Minimally Invasive</title>
<link>https://sdgtalks.ai/a-leap-forward-in-pacemaker-technology-self-charging-and-minimally-invasive</link>
<guid>https://sdgtalks.ai/a-leap-forward-in-pacemaker-technology-self-charging-and-minimally-invasive</guid>
<description><![CDATA[ A team of scientists in Seattle has made a significant breakthrough in the field of cardiac health by developing a self-charging pacemaker. This innovative device generates electrical energy from the heartbeat, allowing it to partially recharge itself. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202311/image_430x256_6552e9829ca2b.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 13 Nov 2023 22:29:30 -0500</pubDate>
<dc:creator>Austin Vanderzyden 1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>Energy Generation</h2>
<p>The pacemaker’s ability to generate energy from the heartbeat is a game-changer.<span> </span>Although the heartbeat currently only generates 10% of the energy needed for the next one, the researchers are optimistic that this figure can be improved.<span> </span>The technology used to convert mechanical energy into electrical energy is similar to that used in experimental electricity-generating roads.</p>
<h2>Size and Placement</h2>
<p>The new device is much smaller than a traditional pacemaker due to its wireless nature. It measures about one-third the size of a AAA battery and resides entirely in the heart’s right ventricle. This minimally invasive approach could potentially reduce the risks associated with pacemaker implantation.</p>
<h2>Future Prospects</h2>
<p>The team, led by Dr.<span> </span>Babak Nazer of the University of Washington in Seattle, hopes to prolong the battery life further and expand access of this product to younger patients.<span> </span>They aim to improve the harvesting efficiency and partner with a major pacemaker company to incorporate their design into an existing leadless pacemaker.</p>
<h2>Conclusion</h2>
<p>This development represents a significant step forward in pacemaker technology. If successful, it could increase the functional life of the pacemaker and reduce the need for multiple implants over a patient’s lifetime.<span> </span>The team’s next step is to design long-term trials with real humans to ensure the device works properly.</p>]]> </content:encoded>
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<title>A Revolutionary Approach to Allergy Treatment: Peanut Allergy Toothpaste</title>
<link>https://sdgtalks.ai/a-revolutionary-approach-to-allergy-treatment-peanut-allergy-toothpaste</link>
<guid>https://sdgtalks.ai/a-revolutionary-approach-to-allergy-treatment-peanut-allergy-toothpaste</guid>
<description><![CDATA[ A groundbreaking development in the field of allergy treatment has emerged, with a special toothpaste designed to help people with peanut allergies avoid severe reactions. This innovative product contains minute quantities of peanuts to gradually build up the patient’s immunity. ]]></description>
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<pubDate>Mon, 13 Nov 2023 22:26:58 -0500</pubDate>
<dc:creator>Austin Vanderzyden 1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>The Science Behind the Toothpaste</h2>
<p>The process, known as Oral Mucosal Immunotherapy (OMIT), was presented at the annual scientific meeting of the American College of Allergy, Asthma and Immunology (ACAAI) in California.<span> </span>OMIT utilizes a specially formulated toothpaste to deliver allergenic peanut proteins to areas of the oral cavity.</p>
<p>The toothpaste, was created through a solid-state reaction of lanarkite and copper phosphide. The reaction reportedly transformed the mixture into a dark gray, superconductive material.</p>
<h2>Trial Results and Future Implications</h2>
<p>In a small trial, every participant tolerated the highest dose of the peanut toothpaste without any moderate or severe systemic reactions.<span> </span>Some experienced a mild and transient reaction, similar to that which occurs at injection sites when doctors give shots.</p>
<p>The study included 32 people with peanut allergies aged 18 to 55.<span> </span>They used the toothpaste treatment and a placebo control in a ratio of three to one during the 48-week trial.<span> </span>Participants brushed their teeth with an increasingly strong dose of peanut toothpaste, or a peanut-free product.<span> </span>Safety was monitored throughout, as well as blood tests to check how the person’s immune system is responding to an allergen.</p>
<p>This new approach to allergy treatment has the potential to revolutionize the field.<span> </span>It offers a simple and targeted delivery mechanism for peanut protein, potentially desensitizing patients to peanuts without requiring dozens of visits to a clinic over a period of years.</p>
<p>While more testing is needed before the product can be made available to patients, the results of this trial are promising. If successful, this toothpaste could provide a practical and effective solution for those suffering from peanut allergies.</p>]]> </content:encoded>
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<title>A 12&#45;Year&#45;Old’s Innovation in Fire Detection</title>
<link>https://sdgtalks.ai/a-12-year-olds-innovation-in-fire-detection</link>
<guid>https://sdgtalks.ai/a-12-year-olds-innovation-in-fire-detection</guid>
<description><![CDATA[ A 12-year-old girl from Miller Middle School in San Jose, Shanya Gill, has made a significant breakthrough in fire detection technology. Her invention, which won her $25,000 in the Thermo Fischer Junior Innovator’s Challenge, is a fire detection system that is faster, cheaper, and more reliable than traditional smoke detectors. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202311/image_430x256_6552d56aa4aea.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 13 Nov 2023 21:04:11 -0500</pubDate>
<dc:creator>Austin Vanderzyden 1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2>The Inspiration</h2>
<p>Shanya’s inspiration came from a fire that destroyed a restaurant near her house in the summer of 2022.<span> </span>She noticed that smoke detectors require a significant amount of smoke to trigger, which can sometimes mean a fire has already started and gotten out of control.</p>
<h2>The Invention</h2>
<p>Shanya’s system uses an affordable thermal camera connected to a compact computer.<span> </span>She programmed her system to differentiate between people, identified as warm objects moving horizontally, and heat sources, such as an active gas burner, identified as hot objects that remained stationary.<span> </span>The system sends a text message when it detects a heat source but no human presence for a continuous 10-minute period.<span> </span>Shanya’s system accurately detected human presence 98% of the time and heat sources 97% of the time.</p>
<h2>The Future</h2>
<p>Shanya plans to refine the device by combining it with a smartphone app that will allow users to quickly switch over to a camera after receiving a text message so they can see if the alert is correct. She also plans to incorporate a higher resolution sensor, smarter algorithms, and design the product for mass production.</p>
<p>This young innovator’s work is a testament to the power of STEM education and the potential of young minds to create solutions for real-world problems.</p>]]> </content:encoded>
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<title>Male&#45;Killing Virus Is Discovered in Insects</title>
<link>https://sdgtalks.ai/male-killing-virus-is-discovered-in-insects</link>
<guid>https://sdgtalks.ai/male-killing-virus-is-discovered-in-insects</guid>
<description><![CDATA[ Scientists in Japan recently discovered a virus that selectively kills males. The virus, named SIMKV, is a microbial symbiont which knocks off males because they can&#039;t help propagate the microbe. Over time generations become almost solely female, and thus infected populations are very limited in their ability to continue to reproduce and survive over time. This could have large implications in disease control in the future, because the virus could potentially be used or adapted to infect disease carrying insects like mosquitos and wipe them out. Furthermore, the virus could be utilized as a tool for killing agricultural pests as well, providing a more natural way support agricultural productivity. ]]></description>
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<pubDate>Sun, 12 Nov 2023 18:34:45 -0500</pubDate>
<dc:creator>ahopper@mines.edu</dc:creator>
<media:keywords></media:keywords>
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<h1 id="link-7455215f" class="css-1ay0v87 e1h9rw200" data-testid="headline">Male-Killing Virus Is Discovered in Insects</h1>
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<p id="article-summary" class="css-1n0orw4 e1wiw3jv0">The chance finding in a Japanese university’s greenhouse could help researchers find ways to control agricultural pests or even insects that spread disease.</p>
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<p class="css-4anu6l e1jsehar1">Scientists in Japan have identified a virus that selectively kills males — and it happens to be inheritable, creating generation upon generation of all females.</p>
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<p class="css-at9mc1 evys1bk0">The discovery, made in caterpillars and described Monday in The Proceedings of the National Academies of Sciences, is “robust” evidence that “more than one virus has evolved to selectively kill male insects,” said <a class="css-yywogo" href="https://www.liverpool.ac.uk/infection-veterinary-and-ecological-sciences/staff/gregory-hurst/" title="" rel="noopener noreferrer" target="_blank">Greg Hurst</a>, a symbiont specialist at the University of Liverpool in England who wasn’t involved in the study. That could one day help control populations of pest insects and disease vectors like mosquitoes.</p>
<p class="css-at9mc1 evys1bk0">“I expect there are a lot more cases like this that will be discovered in the near future,” said <a class="css-yywogo" href="https://sites.google.com/site/kageyama000/" title="" rel="noopener noreferrer" target="_blank">Daisuke Kageyama</a>, a researcher at the National Agriculture and Food Research Organization in Japan and one of the study’s authors.</p>
<p class="css-at9mc1 evys1bk0">The virus was found by chance. Misato Terao, a research technician at Minami Kyushu University, was straightening up the campus greenhouse when she found unwelcome intruders — fat green caterpillars — nibbling on the impatiens. She scooped them up and, on a whim, dropped them off in the lab of Yoshinori Shintani, an insect physiologist who is Minami Kyushu’s resident bug guy.</p>
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<div id="google_ads_iframe_/29390238/nyt/science_3__container__">Dr. Shintani decided the caterpillars — tobacco cutworms, a ravenous pest species and scourge of Asian agriculture — might be useful to feed to other insects. “It was almost a miracle” they didn’t end up in the trash, he said. By the time he remembered them several days later, he had about 50 adult moths, and unexpectedly, all of them were female.</div>
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<p class="css-at9mc1 evys1bk0">On a hunch, he bred the females from the greenhouse with male tobacco moths he found fluttering around the lights in his own home. The greenhouse moths only had daughters — and so did their<em class="css-2fg4z9 e1gzwzxm0"> </em>daughters, and their daughters’ daughters. Over 13 generations of the moths’ descendants, only three had males.</p>
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<p class="css-at9mc1 evys1bk0">Dr. Shintani and his colleague Dr. Kageyama quickly realized they had a “male-killer” on their hands.</p>
<p class="css-at9mc1 evys1bk0">For decades, scientists have known that microbial hitchhikers, usually bacteria, can take up residence in the jellylike cytoplasm of insects’ cells. And through a process that’s not very well understood, those microbes can be passed from mother to offspring.</p>
<p class="css-at9mc1 evys1bk0">Sometimes these microbial symbionts tamper with the host’s reproduction. From the symbiont’s perspective, “males are useless” because they can’t help propagate the microbe, Dr. Kageyama said. So the symbiont simply eliminates them. The <a class="css-yywogo" href="https://www.nytimes.com/interactive/2023/09/29/health/mosquitoes-wolbachia-disease-viruses.html" title="">bacteria Wolbachia</a><em class="css-2fg4z9 e1gzwzxm0"> </em>can prevent male butterflies from being born. Other bacteria kill developing males before they hatch, reducing competition for the females and giving them a fortifying snack: the eggs that held their brothers.</p>
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<p class="css-at9mc1 evys1bk0">Dr. Shintani’s team found that antibiotics didn’t knock out the male-killing effect in the greenhouse moth’s progeny, so bacteria couldn’t be responsible. Genetic analysis turned up telltale signs of a virus, but unlike any male-killer ever seen before. Only two male-killing viruses have ever been documented; the virus found by the Japanese researchers, which they named SlMKV, seems to have evolved separately.</p>
<p class="css-at9mc1 evys1bk0">To confirm the male-killer was actually infectious and inheritable, Dr. Shintani needed to juice some tobacco moths. He and his team blended the bodies of pupae and adult moths with SlMKV and injected the resulting slurry into the bodies of uninfected pupae and moths. That did the trick — the next generation heavily favored females, and in subsequent generations males vanished altogether.</p>
<p class="css-at9mc1 evys1bk0">Further experiments revealed just how lucky the researchers were to find this male-killer. While cool weather can be lethal to tobacco cutworms, SlMKV is vulnerable to heat, and the researchers found that the virus’s effect was diminished and eventually neutralized at higher temperatures. The tobacco cutworm’s native range is in subtropical parts of China and Taiwan.</p>
<p class="css-at9mc1 evys1bk0">The scientists suspect the balmy climate in the caterpillar’s home acts like a perpetual fever, suppressing the male-killing effect. It was pure chance that Japan’s mild temperatures fell in the “Goldilocks zone” in which SlMKV is active, and that scientists could therefore notice the sex imbalance in the greenhouse.</p>
<p class="css-at9mc1 evys1bk0">Outside experts say the team’s discovery is a sign that viral male-killers are more common than anticipated. And the find could have implications for controlling other important agricultural pests to which the tobacco cutworm is closely related, Dr. Hurst said.</p>
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<p class="css-at9mc1 evys1bk0">Anything researchers can learn about male-killers helps advance the quest for the pest controller’s holy grail: a “female-killer,” which could help fight invasive pests or disease-carrying species such as mosquitoes.</p>
<p class="css-at9mc1 evys1bk0">According to <a class="css-yywogo" href="http://www.anneduplouy.net/" title="" rel="noopener noreferrer" target="_blank">Anne Duplouy</a>, an evolutionary biologist at the University of Helsinki who studies microbial symbionts in insects, time is running out for humans to learn from these temperature-sensitive microbes. As the climate changes, she said, “we are likely to be losing many of these interactions” before they can be documented.</p>
<p class="css-at9mc1 evys1bk0"><span class="byline-prefix"></span></p>
<p class="css-at9mc1 evys1bk0"><span class="byline-prefix">By </span><span class="css-1baulvz last-byline" itemprop="name">Elizabeth Anne Brown</span></p>
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<title>Three ways our researchers are aiding disaster risk reduction</title>
<link>https://sdgtalks.ai/three-ways-our-researchers-are-aiding-disaster-risk-reduction</link>
<guid>https://sdgtalks.ai/three-ways-our-researchers-are-aiding-disaster-risk-reduction</guid>
<description><![CDATA[ Researchers across the Faculty of Engineering are developing innovative solutions to support communities to reduce disaster impacts. ]]></description>
<enclosure url="https://council.science/wp-content/uploads/2021/03/disaster-risk-reduction-webinar.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 08 Nov 2023 15:57:31 -0500</pubDate>
<dc:creator>Shayn McHugh</dc:creator>
<media:keywords>Natural Disaster, Humanitarian Engineering, Community</media:keywords>
<content:encoded><![CDATA[<div class="content-container b-single-column">
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<p>Taking place annually on 13 October, the United Nations' <a href="https://www.un.org/en/observances/disaster-reduction-day">International Day for Disaster Risk Reduction</a><span> </span>is an opportunity to reflect on how people are reducing their exposure to disasters and raise awareness about the importance of effective disaster risk management.</p>
<p>Engineers don't only help communities rebuild in the aftermath of a disaster – they also play a significant role in designing systems and infrastructure to reduce risk before disaster strikes.</p>
<p>These projects highlight how<span> </span><a href="https://www.sydney.edu.au/engineering/home.html">Faculty of Engineering</a><span> </span>researchers are working to minimise the social and economic cost of disasters across the world.</p>
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<h2 class="h2 ">Advancing local flood decision-making in the Philippines</h2>
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<p>While disasters can significantly impact any community, they are devastating in lower income communities with more vulnerable infrastructure and governance systems.</p>
<p>Senior Lecturer in Humanitarian Engineering Dr<span> </span><a href="https://www.sydney.edu.au/engineering/about/our-people/academic-staff/aaron-opdyke.html">Aaron Opdyke</a><span> </span>and his team, including undergraduate civil engineering students Grace Barrett-Lennard and Zoe Latham, are working on new models and an interactive game to help<span> </span><a href="https://www.apn-gcr.org/project/advancing-local-flood-decision-making-for-disaster-risk-reduction/">local governments better plan for flooding</a><a></a><span> </span>in the face of climate change.</p>
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<p>The interactive game is designed to help local decision-makers better plan for flood events. Photo: Dr Aaron Opdyke</p>
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<p>"Disaster risks are only set to worsen under climate change, and local governments need support to better prepare," said Dr Opdyke.</p>
<p>The game puts players in the shoes of local stakeholders who collaborate to increase the resilience of homes, schools, farms, and other community assets.</p>
<p>"Players face dilemmas in selecting which adaptation strategies to implement, while under pressure from flood events that damage community assets throughout the game. The game gives decision-makers a chance to try out real strategies in a low-stakes environment."</p>
<p>As the game progresses, so does the severity of the floods, corresponding to different potential pathways linked to the Intergovernmental Panel on Climate Change (IPCC)'s most recent <a href="https://www.ipcc.ch/report/ar6/wg2/" title="https://www.ipcc.ch/report/ar6/wg2/">sixth assessment report</a>. </p>
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<h2 class="h2 ">Strengthening risk management through communities</h2>
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<p>Reducing the risk of disasters isn't only necessary overseas. Working with the NSW State Emergency Service (SES), a multidisciplinary team of researchers are using their expertise to<span> </span><a href="https://www.naturalhazards.com.au/research/research-projects/community-risk-assessment">analyse current risk management practices</a>.</p>
<p>By considering social and physical factors that can increase vulnerability to disasters, the researchers hope to better map hazard exposure and more accurately assess risk.</p>
<p>According to Project lead Dr<span> </span><a href="https://www.sydney.edu.au/engineering/about/our-people/academic-staff/nader-naderpajouh.html">Nader Naderpajouh</a>, the research has highlighted the role of the community in assessing risks.</p>
<p>"It's important to consider both formal risk assessments from agencies such as emergency services and informal risk assessments carried out at the local and community level", says Dr Naderpajouh.</p>
<p>"Agencies should engage with in-depth local knowledge to streamline community risk assessments."</p>
<p>Project management expert Associate Professor<span> </span><a href="https://www.sydney.edu.au/engineering/about/our-people/academic-staff/petr-matous.html">Petr Matous</a><span> </span>also echoes the importance of the role of communities.</p>
<p>"When considering communities, we need to pay special attention to the underlying power dynamics and interpersonal networks", he says.</p>
<p>"If not taken into account, these dynamics can preferentially consider the needs of those at the core of community networks and neglect those on the periphery of their community."</p>
<p>These findings will help researchers develop community risk assessment systems that consider social and physical dynamics to serve the whole community.</p>
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<h2 class="h2 ">Securing shelter in the aftermath of disaster</h2>
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<p>Shelter and settlements provide a significant challenge in the aftermath of disasters. Photo: Dr Aaron Opdyke</p>
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<p>Dr Aaron Opdyke and a team of international researchers are working to identify and address barriers facing the recovery of shelter and settlements after humanitarian crises.</p>
<p>Bridging immediate humanitarian assistance with long-term rebuilding, the research team are investigating how humanitarian organisations can assist communities in navigating complex recovery strategies. </p>
<p>The research incorporates working with humanitarian organisations to learn how they are helping communities rebuild housing and community infrastructure and the challenges they face. This has included interviews with staff supporting the response to earthquakes in Syria earlier this year, where a range of factors<span> </span><a href="https://www.sydney.edu.au/news-opinion/news/2023/02/15/secondary-crises-now-greatest-threat-to-life-after-earthquakes.html">complicated disaster response efforts</a>.</p>
<p>Preliminary results have highlighted the numerous and often competing barriers to long term shelter and housing recovery, such as insecure land tenure and limited access to sustainable livelihoods.</p>
<p>"By capturing cases where organisations have been successful in supporting longer term recovery, we hope to identify how they can better assist communities", says Dr Opdyke.</p>
<p>"Humanitarian shelter and settlement practitioners are finding innovative solutions, such as flexible models which work around complex political barriers."</p>
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<title>U of I Students Work with Bolivian Families to Improve Sanitation in Community</title>
<link>https://sdgtalks.ai/u-of-i-students-work-with-bolivian-families-to-improve-sanitation-in-community</link>
<guid>https://sdgtalks.ai/u-of-i-students-work-with-bolivian-families-to-improve-sanitation-in-community</guid>
<description><![CDATA[ University of Idaho College of Engineering students recently helped Bolivian families improve sanitation in their community as part of an overseas humanitarian effort funded by Idaho donors. ]]></description>
<enclosure url="https://bloximages.newyork1.vip.townnews.com/bigcountrynewsconnection.com/content/tncms/assets/v3/editorial/3/1f/31fd902c-4cfa-11ee-803a-cbe762d30ccb/64f8ebba45590.image.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 08 Nov 2023 15:53:29 -0500</pubDate>
<dc:creator>Shayn McHugh</dc:creator>
<media:keywords>Bolivia, Humanitarian Engineering, Sanitation, Community</media:keywords>
<content:encoded><![CDATA[<p>MOSCOW - University of Idaho College of Engineering students recently helped Bolivian families improve sanitation in their community as part of an overseas humanitarian effort funded by Idaho donors.</p>
<p>Representing the U of I’s<span> </span><a href="https://link.mediaoutreach.meltwater.com/ls/click?upn=npDxTTYyTsetCXBshGZljSLP22R6Wvn6mf6xuzmIYyJ9xfSwa-2BHhM3qg1UIuqNMypZfQpaLcJXFqWdLeGzZeHu-2Br-2BwxubLaL7P79WIjkXsm-2FxnDnWTKaxI0DTbg00RfdpkwI-2Ff7qT8dlQGfMI2r476xRieLfLTBWvzbvX5ukIxvcy7DNm9-2F4adztTFqSspO0JFVKW-2BZVqAfpWaakIyp2cmZIXcg6vsH5s2mcThILWaWB5qTOUfgqcmaJZguXqhwpoVvigkdXU6LG1fe41AP97ml2Y3XjtWPduNpd49eCyVdEjbQISZyW1ZlLiLglblGEKG-2BbaFyxzd-2FrFZvKqKxLGfTMoOAUIthq948BGt9JpC3Q-2B1QEVbBcu61A4gcE7-2BoOhTW6Qwtuc-2B6RCfgrZoXFcosWBoPLZHqjZEcr-2BCg2I-2BQPIaqgwbh5E7yTAHh-2FYnO3TABhXelL0nwq4rQao6HPEZzO2I08gOVsqgaFbn0W4OzYiM1yUUEllHuzoROsYhnHu6Ys02HyZritsGaABBa1B9YvgGlt2EFp5FWxHBaAjoQXGBGRoUU4jDVkR4TXGlMtCnA30GETQcQytWZDLixzN-2BaDJXYCC3JmOeDwX9d96-2B2B3vButoXKC0yltML9PM9owAZmgRxva-2B39v22Zn8Jwg709dL8Wc-2F6s9327sIFzMmYzRwgR82PfeRRoRFPFoSxHsQK6mxLGkwWvg-2BH2aiH72C413D83J8SqN4Kqc9w6m1AxrgnWQtaAaEvg-2Fwn-2BLdrcmVUWiFm9KnbGyjiy9RBOec9XbMkifdigcJgs-2BhKlFQccmzg7kOgup81QDNnE4luxs1GAkfrz9oS-2BIr-2Bl0M3N-2FdQZ3KfnOUqJIJZLac2CubYPKcq96rGY7ME0189Gv2Wy84xU5VStHM6l7WPW8TzWWrgQP1S9R47kGtIIF75kbGE9XKlwU0mguvs8pCay-2FnwKo5dax-2BS8XwjZqdgl1mEP-2BgTW6pI2KfUQ0xheIQ790ODWD-2FY9qGp9Clm7e-2FfZF9e7DktwwSRWNqR1t4WhKDmt9AFwewoKEn5uM7URqald7DF78PMKLUTJbO-2BswUvxTZ-2F3K9r13bbYGYBJxvpI-2FjHNh8xQjF4anfZ1alri8RUepcw-3DRVTl_Z6QTZ0ZRsFdy0Jxbjz89i5-2FRBsKwMsDUIdKm-2Bar9ONhZ8VYZUz8c9sfdQlasKVud3glC5DGlsl8WF1fH06xbp2Tb0Z-2BhglINy6DtOi7LVvhCvaAXSjHbdJCCXI2ozIkZ-2BaRsL51ihua5b6qGFaQsq3XkEMhfUBdeEwru9BnTGOmn6UzzE0ED17qb5fCyLIsowoLtmPwOeOB9yb-2FiO-2Ft3-2F5EckSkqyc-2BteXEb-2FXKY6CaoNtp9Yvc37WHY2APoLYKIr3JuO2cWXOXIbL3cGUzBs3lUlx-2FxIfVPF9dFuK6E6neEXEHXTF6M-2Fj8H2pGbu0FN-2Fctevr3iN1nkvu-2Fzzh-2Bw-2F6fB0LToScYRtzni5DUbBJB7QziNR-2BZ4-2BuuneqxRDmSf1I76FC0R3Q6wzDooDhQKpg-3D-3D" target="_blank" rel="noopener">Humanitarian Engineering Corps (HEC)</a>, five students traveled to the remote community of Challcha in the Andes Mountains, eight hours from the Bolivian capital city of Sucre.</p>
<p>Students work directly with community members to identify potential infrastructure projects to meet community needs. The team built privacy shelters and septic systems for a toilet and shower.</p>
<p>All building materials are funded through donations from Moscow and other Idaho communities to the student club. U of I students fundraise year-round to cover travel costs and to hire professional engineers and construction workers who are also on-site.</p>
<p>Mike Lowry, a civil engineering associate professor who also traveled to Challcha, said community members help with construction, developing background knowledge to maintain the facility after the project is complete.</p>
<p>“The travel is tough, and the work is incredibly hard,” Lowry said. “Having an engineer’s problem-solving mindset is part of what is needed, but this experience drives home the importance of communication and teamwork with the people we serve. Our students gain a deep understanding of the professional skills our society and industry demand through this once-in-a-lifetime experience.”</p>
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<p>Mechanical engineering junior Jasmeen Manshahia said developing relationships with the families set the experience apart from a traditional internship or out-of-the-classroom experience.</p>
<p>“We stayed next to a single mother of four,” the international student from India said. “Interacting with her every day, we could truly understand her needs, the challenges she faces every day, and the problems we needed to solve. You don't get that deep understanding in an internship or a regular client scenario. It makes you remember what engineering truly is. It’s helping people.”</p>
<p>Manshahia traveled with students Ian Finnigan, a computer engineering senior from Idaho Falls; Olivia Haener, a civil engineering senior from Boise; and Matthew Troxel, a civil engineering senior from Parma, Idaho. Harrison Bashaw, a recent U of I civil engineering graduate from Coeur d'Alene, was also on the trip.</p>
<p>Since 2012, U of I students have traveled to Bolivia to support efforts to improve access to clean water and sanitation. This is done in partnership with<span> </span><a href="https://link.mediaoutreach.meltwater.com/ls/click?upn=npDxTTYyTsetCXBshGZljSLP22R6Wvn6mf6xuzmIYyJ9xfSwa-2BHhM3qg1UIuqNMypZfQpaLcJXFqWdLeGzZeHu-2Br-2BwxubLaL7P79WIjkXsm-2FxnDnWTKaxI0DTbg00Rfdi3SqUivGnaE4uGWmGYTQlcBN9k6smJ7auoR13-2BiUU3OKonnQ9qdZlpsuxx2bmQpDFybMgn7WP83hymLwX1VILSS6XlmhkMTsUD0YmvBNu9XwiwWKtrrW4-2BjeJ-2BFiHUl9ctRd0vxDK25HuL-2B2N-2B37fvwAWWWxCXfB-2BDUb0t3enlwUPw7FU8cnckvOm8VNQPopibvuQrebGMA04H4BWFDjrGCRYmt0g47TrChqODaeVwPyIM19LEUXBUwP9l05VK5HjI4hMjgiIzmhUbWD5uVMYyN1FScKgJltdM65-2B5GcMN1sCmDT7qSDE4ByPtSvxdiQ2X0Ar2pIav-2FPUk8WXBzFGoNkOqmEdtQK24z-2FvrQ1yJABEBlSns21Hv2uhX1e2isPKUpMG-2FFiQTNyGwTG86C0wB9nYMoQQXlggBsMXzjpoZ4zPO-2FgLMTUvmvikRUpYSt60NGD-2Bmw6MGyhrhQb5Pup57mAcufwCiMKRR-2FzYvv0iMtmNcJLDKPgtKAZ9R9fnukdiyew-2B7OWaykkdsVbrC7-2FtoHKmOuwPxP8QYkIqEQOzlXLqKQBGqJPGtkGmK89nsVatywYvf-2BQrLQ1DNMd4fWllVv-2BxGWeujklbJiS4-2FxoL9vOOQJ4UF85QlK0IxEusP1PvPzm1QGJQlb2PNs-2F5-2F-2BBZjJeTonOuc4QRHeVbRr-2BFt25bYUqwwkbv7D1nCsn7W2rCxydJY377lij3VIVq6cwO7WJvWcoEn3xyGAMRUqv3SL-2FNIpFR3licKxVd90fcGKxS7PQ_Z6QTZ0ZRsFdy0Jxbjz89i5-2FRBsKwMsDUIdKm-2Bar9ONhZ8VYZUz8c9sfdQlasKVud3glC5DGlsl8WF1fH06xbp2Tb0Z-2BhglINy6DtOi7LVvhCvaAXSjHbdJCCXI2ozIkZ-2BaRsL51ihua5b6qGFaQsq3XkEMhfUBdeEwru9BnTGOmn6UzzE0ED17qb5fCyLIsowoLtmPwOeOB9yb-2FiO-2Ft3-2FzRmvsASeqlVWiHVS6dQk-2FR0jU71QkAay3aqFy6pEOXbMbrAFL39hDLayQNaQcz4-2BZ8aqdP-2FMG-2FZoyqrzTMJZxzt04a-2FXRAY39nIGMl1G7IofcUr1e6JZa5qhrQCu2Resk2G5LCd9BTE4KPCxspCYEeOOgNg9bUbqD-2FTt-2BDbCJfPerrScxNmO-2Bk6aRFidU2SEA-3D-3D" target="_blank" rel="noopener">Engineers in Action</a>, an international nonprofit organization focused on developing sustainable systems and infrastructure for underserved communities.</p>
<p>The team recently completed a series of projects spanning five years for the community of Carani in Bolivia, building a gravity-fed water supply system to replace the dilapidated municipal system.</p>
<p>Media Note: Students are available for interview. Email Alexiss Turner at<span> </span><a href="mailto:alexisst@uidaho.edu" target="_blank" rel="noopener">alexisst@uidaho.edu</a>. Photos and video of the trip are available for<span> </span><a href="https://link.mediaoutreach.meltwater.com/ls/click?upn=npDxTTYyTsetCXBshGZljSLP22R6Wvn6mf6xuzmIYyJ9xfSwa-2BHhM3qg1UIuqNMypZfQpaLcJXFqWdLeGzZeHu-2Br-2BwxubLaL7P79WIjkXsm-2FxnDnWTKaxI0DTbg00Rfdi3SqUivGnaE4uGWmGYTQlcBN9k6smJ7auoR13-2BiUU3OKonnQ9qdZlpsuxx2bmQpDFybMgn7WP83hymLwX1VILSS6XlmhkMTsUD0YmvBNu9XwiwWKtrrW4-2BjeJ-2BFiHUl9ctRd0vxDK25HuL-2B2N-2B37fvwAWWWxCXfB-2BDUb0t3enlwUPw7FU8cnckvOm8VNQPopibvuQrebGMA04H4BWFDjrGCRYmt0g47TrChqODaeVwPyIM19LEUXBUwP9l05VK5HjI4hMjgiIzmhUbWD5uVMYyN1FScKgJltdM65-2B5GcMN1sCmDT7qSDE4ByPtSvxdiQ2X0Ar2pIav-2FPUk8WXBzFGoNkOqmEdtQK24z-2FvrQ1yJABEBlSns21Hv2uhX1e2isPKUpMG-2FFiQTNyGwTG86C0wB9nYMoQQXlggBsMXzjpoZ4zPO-2FgLMTUvmvikRUpYSt60NGD-2Bmw6MGyhrhQb5Pup57mAcufwCiMKRR-2FzYvv0iMtmNcJLDKPgtKAZ9R9fnukdiyew-2B7OWaykkdsVbrC7-2FtoHKmOuwPxP8QYkIqEQOzlXLqKQBGqJPGtkGmK89nsVatywYvf-2BQrLQ1DNMd4fWllVv-2BxGWeujklbJiS4-2FxoL9vOOQJ4UF85QlK0IxEusP1PvPzm1QGJQlb2PNs-2F5-2F-2BBZjJeTonOuc4QRHeVbRr-2BFt25bYUqwwkbv7D1nCsn7W2rCxydJY377lij3VIVq6cwO7WJvWcoEn3xyGAMRUqv3SL-2FNIpFR3licKxVd90fcGKxS7PQ_Z6QTZ0ZRsFdy0Jxbjz89i5-2FRBsKwMsDUIdKm-2Bar9ONhZ8VYZUz8c9sfdQlasKVud3glC5DGlsl8WF1fH06xbp2Tb0Z-2BhglINy6DtOi7LVvhCvaAXSjHbdJCCXI2ozIkZ-2BaRsL51ihua5b6qGFaQsq3XkEMhfUBdeEwru9BnTGOmn6UzzE0ED17qb5fCyLIsowoLtmPwOeOB9yb-2FiO-2Ft3-2FzRmvsASeqlVWiHVS6dQk-2FR0jU71QkAay3aqFy6pEOXbMbrAFL39hDLayQNaQcz4-2BZ8aqdP-2FMG-2FZoyqrzTMJZxzt04a-2FXRAY39nIGMl1G7IofcUr1e6JZa5qhrQCu2Resk2G5LCd9BTE4KPCxspCYEeOOgNg9bUbqD-2FTt-2BDbCJfPerrScxNmO-2Bk6aRFidU2SEA-3D-3D" target="_blank" rel="noopener">download online</a>.</p>]]> </content:encoded>
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<title>This Rwandan Engineer is Learning How to Manage Humanitarian Projects</title>
<link>https://sdgtalks.ai/A-Regis-University-program-is-teaching-her-how</link>
<guid>https://sdgtalks.ai/A-Regis-University-program-is-teaching-her-how</guid>
<description><![CDATA[ Thanks to a scholarship to Regis University funded by IEEE Smart Village, Member Samantha Mugeni Niyoyita is learning valuable skills to better manage humanitarian projects in rural communities in Rwanda. ]]></description>
<enclosure url="https://spectrum.ieee.org/media-library/black-and-white-portrait-of-a-woman-smiling-at-the-camera-against-a-white-background.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 08 Nov 2023 15:47:30 -0500</pubDate>
<dc:creator>Shayn McHugh</dc:creator>
<media:keywords>Rwanda, Humanitarian Engineering, IEEE</media:keywords>
<content:encoded><![CDATA[<p>After several years of volunteering for IEEE humanitarian technology projects,<span> </span><a href="https://www.linkedin.com/in/niyoyita-mugeni-samantha-mse-741b8949/?originalSubdomain=rw" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">Samantha Mugeni Niyoyita</a><span> </span>decided she needed more than just technical skills to help underserved communities become more self-sufficient. The IEEE member from Kigali, Rwanda, participated in installing portable sinks in nearby rural markets to curb the spread of COVID-19 and provided clean water and sanitation services to people displaced by the<span> </span><a href="https://en.wikipedia.org/wiki/Mount_Nyiragongo" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">Mount Nyiragongo</a><span> </span>volcano eruption in 2021.</p>
<p>Niyoyita wanted to learn how to tackle other issues such as access to quality health care, understanding different cultures, and becoming familiar with local policies. And she felt she needed to enhance her leadership and communications skills and learn how to manage projects.</p>
<p>Thanks to a scholarship from<span> </span><a href="https://smartvillage.ieee.org/" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">IEEE Smart Village</a>, she is now getting that education through the<span> </span><a href="https://www.regis.edu/academics/majors-and-programs/graduate/development-practice-mdp" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">master’s degree program in development practice</a><span> </span>from<span> </span><a href="https://www.regis.edu/index" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">Regis University</a>, in Denver. The program, offered virtually and in person, combines theory and hands-on training on topics such as community outreach and engagement, health care, the environment, and sustainability. It teaches leadership and other soft skills.</p>
<p>In addition to bringing electricity to remote communities, IEEE Smart Village offers educational and employment opportunities. To be eligible for its scholarship, the student’s thesis project must support the program’s mission.</p>
<p>Niyoyita, who attends classes remotely, is a process engineer at<span> </span><a href="https://africaimprovedfoods.com/" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">Africa Improved Foods</a>, also in Kigali. AIF manufactures porridge from maize and other cereals and fortifies it with vitamins and minerals. She has worked there for more than four years.</p>
<p>“Smart Village wants to empower its members so that we can implement projects in our local community knowing what the best practices are,” she says.</p>
<p></p>
<div class="rblad-ieee_in_content"></div>
<p></p>
<p>She acknowledges she would not have been able to afford to attend Regis without help from IEEE.</p>
<h2>Electronic medical records to improve care</h2>
<p>Niyoyita is now in the second year of the degree program. Her research project is to assess the impact of digitizing the medical records of primary care clinics, known as health posts, in rural Rwanda.</p>
<p>“The health post records are mostly paper-based, and transitioning to electronic records would improve patient outcomes,” Niyoyita says. “This provides easy access to records and improves coordination of care.”</p>
<p>She plans to evaluate just how access to electronic records by health care professionals can improve patient care.</p>
<p>Her scholarship of US $5,045 was funded by donations to IEEE Smart Village. Since the educational program was launched in 2015, more than 30 individuals from 16 countries have participated.</p>
<p>“I was fortunate to receive this scholarship,” she says. “It has helped me a lot when it comes to soft skills. As an engineer, normally we tend to be very technical. Expressing ourselves and sharing our skills and expertise are the kinds of things you can only learn through a social science master’s degree.”</p>
<h2>Many opportunities as an industrial engineer</h2>
<p>As a youngster, Niyoyita was more interested in subjects that required her to reason and think creatively instead of memorizing information. She excelled at mathematics and physics.</p>
<p>“That was how I got into engineering,” she says, adding that she also was inspired by her brother, an engineer.</p>
<p>The degree from Regis is in addition to those Niyoyita already holds from the University of Applied Sciences and Arts, known as<span> </span><a href="https://www.hevs.ch/fr" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">HES-SO Valais-Wallis</a>, in Sion, Switzerland. She earned a bachelor’s degree in industrial systems engineering in 2015 and a master’s in engineering with a concentration in mechatronics in 2017.</p>
<p>She chose to study industrial engineering, she says, because she finds it to be a “discipline that offers numerous pathways to various fields and career opportunities. I’m able to understand concept designs—which includes mechanical and electrical—programming, and automation. You have a wealth of career opportunities and a chance to make an impact.”</p>
<p class="pull-quote">“IEEE Smart Village wants to empower its members so that we can implement projects in our local community knowing what the best practices are.”</p>
<p>At AIF, she analyzes the company’s processes to identify bottlenecks in the manufacturing line, and she proposes ways to fix them.</p>
<p>“We receive these cereals and clean and grind them,” she says. “We have a cooking section and fortify the cereals through mixing. Then we package and sell them.”</p>
<p>She evaluates the production flow and checks on the performance of the equipment. In addition, she provides technological support when new products are being developed.</p>
<p>AIF is benefiting from the training she’s receiving from the master’s degree program, she says, as she is learning to lead teams, provide innovative solutions, and collaborate with others.</p>
<p></p>
<div class="rblad-ieee_in_content"></div>
<p></p>
<h2>A successful IEEE power conference to Rwanda</h2>
<p>Niyoyita joined IEEE while a student at HES-SO Valais-Wallis because she needed access to its journals for her research papers. After she graduated, she continued her membership and started volunteering for IEEE Smart Village in 2019. She served as a secretary for its Africa Working Group team, which worked on humanitarian projects.</p>
<p>She also got involved in organizing conferences in Africa. Her first event was the<span> </span><a href="https://attend.ieee.org/powerafrica-2019/about/" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">2019 PowerAfrica Conference</a>, held in Abuja, Nigeria. It covered emerging power system technologies, applications, government policies, and regulatory frameworks. As a member of the conference’s technical program committee, she helped develop the program and reviewed article submissions. She also was a speaker on the<span> </span><a href="https://wie.ieee.org/" rel="noopener noreferrer" target="_blank" class="rm-stats-tracked">IEEE Women in Engineering</a><span> </span>panel.</p>
<p>Based on that positive experience, she says, she vowed to bring the conference to Rwanda—which she did last year. As cochair, she oversaw the budget, conference logistics, and other arrangements to “ensure that local and foreign attendees had an excellent experience,” she says. More than 300 people from 43 countries attended.</p>
<h2>Providing entrepreneurs with skills to succeed</h2>
<p>One project that Niyoyita has put on the back burner because of her work and school commitments is providing her country’s technicians with the skills they need to become entrepreneurs.</p>
<p>Many recent graduates of vocational technical schools in rural Rwanda have told her they want to start their own company, she says, but she has noticed they lack the skills to do so.</p>
<p>“Even though they provide problem-solving products or ideas, they often lack the marketing skills and financial literacy to be able to sustain their project,” she says. “They also need to know how to pitch an idea and make a proposal so they can get funding.”</p>
<p>She would like to create an after-school incubation hub to provide the technicians with training, access to the Internet so they can flesh out their ideas, mentorship opportunities, and advisors who can tell them where to find financing.</p>
<p>“I was able to get some of the skills from the master’s degree program,” she says, “but most of them I got from my work and also from my involvement in IEEE.”</p>]]> </content:encoded>
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<item>
<title>Advanced Gas Generator Market is Estimated to Surpass USD 6.89 Billion by 2032</title>
<link>https://sdgtalks.ai/advanced-gas-generator-market-is-estimated-to-surpass-usd-689-billion-by-2032</link>
<guid>https://sdgtalks.ai/advanced-gas-generator-market-is-estimated-to-surpass-usd-689-billion-by-2032</guid>
<description><![CDATA[ The global market for advanced gas generators reached USD 3.75 billion in 2022 and is poised to attain a value of USD 6.89 billion by 2032 ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202311/image_430x256_654369a28a1c3.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 02 Nov 2023 04:19:49 -0500</pubDate>
<dc:creator>SidAvasthi</dc:creator>
<media:keywords>Advanced Gas Generator, Advanced Gas Generator Market</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Market Summary:<o:p></o:p></p>
<p class="MsoNormal">The global <a href="https://www.reportsanddata.com/report-detail/advanced-gas-generator-market">advanced gas generators market</a> reached USD 3.75 billion in 2022 and is poised to attain a value of USD 6.89 billion by 2032, with an anticipated revenue growth at a CAGR of 7% during the forecast period. Several factors are propelling the market's growth, including the increasing demand for reliable and efficient power generation systems, the growing utilization of natural gas as a fuel source, and heightened attention toward carbon emissions reduction.<o:p></o:p></p>
<p class="MsoNormal">The rising requirement for dependable and efficient power generation systems stands out as a pivotal driver behind the advanced gas generator market. The global population's steady growth has led to an increased demand for electricity, especially in developing countries. This surge in electricity demand has prompted various industries, such as healthcare, manufacturing, and data centers, to embrace advanced gas generators due to their proven reliability and effectiveness in power generation.<o:p></o:p></p>
<p class="MsoNormal">The adoption of natural gas as a fuel source is another significant contributor to the expanding market for advanced gas generators. Natural gas is gaining popularity as a cleaner-burning fuel compared to conventional fossil fuels like coal and oil. Its lower emissions profile and widespread availability make natural gas a preferred choice for electricity generation, and modern gas generators are well-suited to harness its potential.<o:p></o:p></p>
<p class="MsoNormal">Additionally, the global focus on reducing carbon emissions is a compelling factor driving the growth of the advanced gas generator market. Governments and organizations worldwide are actively implementing initiatives to curtail greenhouse gas emissions and mitigate the impacts of climate change. Advanced gas generators are increasingly regarded as a cleaner and more environmentally friendly alternative to traditional fossil fuel-based generators in various industries, further fueling their adoption.<o:p></o:p></p>
<p class="MsoNormal">Get Free Sample PDF (To Understand the Complete Structure of this Report [Summary + TOC]) @<o:p></o:p></p>
<p class="MsoNormal"><a href="https://www.reportsanddata.com/download-free-sample/6899">https://www.reportsanddata.com/download-free-sample/6899</a><o:p></o:p></p>
<p class="MsoNormal">Strategic Developments:<o:p></o:p></p>
<p class="MsoListParagraphCxSpFirst" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->In 2021, Caterpillar Inc. disclosed its acquisition of Weir Oil &amp; Gas, a prominent provider of Pressure Pumping and pressure control equipment and services, for a sum of $405 million. This strategic move was made with the objective of broadening Caterpillar's portfolio in the oil and gas industry, encompassing advanced gas generator solutions.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->During 2020, Cummins Inc. announced the signing of a memorandum of understanding (MoU) with Hyundai Motor Company, establishing a collaborative effort to jointly develop and commercialize fuel cell powertrains for various applications, including advanced gas generators. This partnership aimed to expedite the adoption of fuel cell technology and reduce the carbon footprint associated with power generation.<o:p></o:p></p>
<p class="MsoListParagraphCxSpLast" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->In the same year, 2020, Generac Holdings Inc. made public its acquisition of Pika Energy, a prominent provider of advanced power electronics and Energy Storage systems. This acquisition was undertaken to expand Generac's range of products in the residential and commercial energy storage market, which also includes advanced gas generator solutions.<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Advanced Gas Generator Market Report Scope<o:p></o:p></p>
<table class="MsoNormalTable" border="1" cellspacing="0" cellpadding="0" width="723" style="width: 542.5pt; background: white; border-collapse: collapse; mso-yfti-tbllook: 1184;">
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">PARAMETERS<o:p></o:p></span></b></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">DETAILS<o:p></o:p></span></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">The market size value in 2022<o:p></o:p></span></b></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">USD 32 Billion<o:p></o:p></span></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">CAGR (2022 - 2032)<o:p></o:p></span></b></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">12%<o:p></o:p></span></p>
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<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">The Revenue forecast in 2032<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="margin-bottom: 7.5pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">USD 88.74 Billion<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Base year for estimation<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">2022<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Historical data<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">2020-2021<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Forecast period<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">2022-2032<o:p></o:p></span></p>
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</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Quantitative units<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="color: #333333; margin-bottom: 3.75pt; line-height: 24.0pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Revenue in USD Billion<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; margin-bottom: 3.75pt; line-height: 24.0pt; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">CAGR from 2022 to 2032<o:p></o:p></span></li>
</ul>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Report coverage<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Revenue forecast, company ranking, competitive landscape, growth factors, and trends<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Segments covered<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">By Type Outlook, Power Rating Outlook, Application Outlook, Regional Outlook<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">By Type Outlook<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;"> <o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Natural Gas<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Biogas<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Syngas<o:p></o:p></span></li>
</ul>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">By Power Rating Outlook<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;"> <o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">0-100 KW<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">100-500 KW<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">500-1000 KW<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Above 1000 KW<o:p></o:p></span></li>
</ul>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">By Application Outlook<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; background: #F7F7F7; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;"> <o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Standby Power<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Prime/Continuous Power<o:p></o:p></span></li>
<li class="MsoNormal" style="color: #333333; mso-margin-top-alt: auto; margin-bottom: 7.5pt; line-height: 24.0pt; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Peak Shaving<o:p></o:p></span></li>
</ul>
</td>
</tr>
<tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border: solid #DDDDDD 1.0pt; border-top: none; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><b><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">Regional scope<o:p></o:p></span></b></p>
</td>
<td style="border-top: none; border-left: none; border-bottom: solid #DDDDDD 1.0pt; border-right: solid #DDDDDD 1.0pt; mso-border-top-alt: solid #DDDDDD .75pt; mso-border-left-alt: solid #DDDDDD .75pt; mso-border-alt: solid #DDDDDD .75pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt;">
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 10.5pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;">North America; Europe; Asia Pacific; Latin America ; Middle East &amp; Africa<o:p></o:p></span></p>
</td>
</tr>
</tbody>
</table>
<p class="MsoNormal" style="tab-stops: 54.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="tab-stops: 54.0pt;">Advanced Gas Generator Market: Key Players<o:p></o:p></p>
<p class="MsoNormal" style="tab-stops: 54.0pt;">A select group of prominent companies holds sway in the global advanced gas generator market, and they consistently drive innovation while broadening their product portfolios through strategic collaborations, mergers and acquisitions, and the introduction of new products. Among the key players in the global advanced gas generator market are:<o:p></o:p></p>
<p class="MsoListParagraphCxSpFirst" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Caterpillar Inc.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Cummins Inc.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Generac Holdings Inc.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Kohler Co.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->MTU Onsite Energy GmbH<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Wärtsilä Corporation<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Mitsubishi Heavy Industries, Ltd.<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->Briggs &amp; Stratton Corporation<o:p></o:p></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: 54.0pt;"><!-- [if !supportLists]--><span style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]-->GE Power<o:p></o:p></p>
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<title>Payments Innovation Starts With Infrastructure and Ends With Personalized Experiences</title>
<link>https://sdgtalks.ai/Payments-Innovation-Starts-With-Infrastructure-and-Ends-With-Personalized-Experiences</link>
<guid>https://sdgtalks.ai/Payments-Innovation-Starts-With-Infrastructure-and-Ends-With-Personalized-Experiences</guid>
<description><![CDATA[ Payments innovation shifts focus from money to enhance user experience and personalization. By connecting payment data with item-level details, it improves dispute resolution and allows more relevant rewards. Data handling and privacy are critical, and infrastructure players are looking to drive personalization. The goal is creating seamless, customer-centric payment experiences. ]]></description>
<enclosure url="https://content.pymnts.com/wp-content/uploads/2023/10/payments-innovation.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Oct 2023 16:13:37 -0500</pubDate>
<dc:creator>jaysonmartinez</dc:creator>
<media:keywords>Innovation, Infrastructure, SDG 9</media:keywords>
<content:encoded><![CDATA[<p>No one (other than PYMNTS readers) wakes up thinking about payments or money movement.</p>
<p>Rather, it is what’s on the other side of the transaction — typically goods or services — that is top of mind.</p>
<p>And it’s across the infrastructure enabling that transaction and helping the end-user secure their good or service where payments innovation can have the biggest impact, particularly as it relates to payment experience and personalization.</p>
<p>“There are really two categories where we’re seeing big leaps forward. One is around operational improvement, improving payments in the background along the connective tissue of the ecosystem, and the other is consumer-centric around rewards and loyalty personalization,”<span> </span><a href="https://www.linkedin.com/in/briangloede/" target="_blank" rel="noopener">Brian Gloede</a>, head of strategic partnerships at<span> </span><a href="https://www.banyan.com/" target="_blank" rel="noopener">Banyan</a>, told PYMNTS as part of a discussion for the “What’s Next in Payments” series.</p>
<p></p>
<p><video width="596" height="298" controls="controls"> <source src="https://cdn.jwplayer.com/previews/CF9TktGA"></video></p>
<p>Item-level data infrastructure opens up new avenues for enhancing the payments experience across both these categories.</p>
<p>By connecting payment data with<span> </span><a href="https://www.pymnts.com/commerce/2023/43-percent-fis-fintechs-say-using-receipt-data-improves-customer-experience/" target="_blank" rel="noopener">item-level information</a>, consumers can quickly resolve discrepancies, making the entire process more efficient as it relates to chargebacks and friendly fraud, as well as reconciliations.</p>
<p>“If you consider marketplaces, or other places where payments are becoming more and more embedded into an operational flow, they’re automated in a lot of ways. Being able to also reconcile what they’re for is really important,” Gloede said.</p>
<p>Connecting payment data with item-level information also allows for a much more effective and efficient targeting of consumers with better, more relevant rewards and offers by linking incentives to past and projected behavior.</p>
<p>“Rewards and personalization are a huge area,” Gloede said.</p>
<p></p>
<h2><strong>Innovating Both Sides of the Transaction</strong></h2>
<p>The payments landscape is undergoing a profound transformation, driven by ongoing digitization and shifting behavioral expectations. This modernization is increasingly taking place on both sides of the transaction.</p>
<p>But the sharing of data, both as it relates to the payment itself and to the identity of the payer and payee, needs to be sensitively and securely handled.</p>
<p>“If we’re all looking for the panacea of perfectly customized and personalized experiences when it comes to not just payments, but even FinTech writ large, a lot of information needs to change hands,” Gloede said.</p>
<p>That’s why it is more important than ever to build and architect technology with a trust-first point of view, he noted.</p>
<p>“All of the parties need to understand how their data is being utilized and where it is being transmitted, and have appropriate controls,” he said.</p>
<p>Touching on Banyan’s own approach, Gloede said his firm practices data minimization and leverages privacy-preserving technology that only uses de-identified data relevant for the      purpose, ensuring consumer privacy around personally identifiable information (PII) is maintained.</p>
<p>“That was an important and intentional choice that we made as a new entrant, that we needed to build trust first into our architecture,” he said.</p>
<p></p>
<h2><strong>Personalization Powers Payments Innovation</strong></h2>
<p>By connecting payments with the items consumers buy, enhancing operational efficiency and prioritizing privacy, the world of payments is set to become more seamless, rewarding, and user centric.</p>
<p>“We believe that personalization is still the future of payments and FinTech writ large, and for a lot of other commercial type transactions across commerce in general. We believe that personalization should exist in the places that have a customer relationship of any kind,” Gloede said.</p>
<p>He explained that infrastructure players are the connective tissue along the payments ecosystem that sits in a unique place to innovate when it comes to personalization, because infrastructure players enjoy direct relationships with merchants and bank card issuers.</p>
<p>“Those are going to be, and continue to be, great places for personalization because they have the trust of the customer and they have increasingly the information and insight into what’s relevant,” he said. “And personalization without relevance is not a very helpful outcome for anybody involved.”</p>
<p>The ability to offer truly customized payment experiences is becoming more feasible with the accessibility of item-level data.</p>
<p>As for what the future holds, Gloede envisions a landscape where personalization becomes an integral part of the payments ecosystem. By drawing from the advertising world’s dynamic targeting models and analytical tools, payments providers can create tailored payment experiences for consumers, he said.</p>
<p>“Things are going to always head in the same direction and that is becoming more seamless, particularly around the immediate applicability of item-level data to personalize payment experiences in wholly owned ecosystems,” he said, “where customer loyalty is moving into the card channel.”</p>
<p><span class="post-info-text small muted text-uppercase">BY</span><span> </span><span class="author-name vcard fn small muted text-uppercase fw-bold" itemprop="author"><a href="https://www.pymnts.com/author/pymnts/" title="Posts by PYMNTS" rel="author">PYMNTS</a><span> </span></span><span></span><span class="small muted d-none d-md-inline"> | </span><span> </span><span class="small muted text-uppercase d-block d-md-inline">OCTOBER 26, 2023</span></p>]]> </content:encoded>
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<title>Thirst and Hunger Grow in Besieged Gaza Amid Israeli Bombardment</title>
<link>https://sdgtalks.ai/Thirst-and-Hunger-Grow-in-Besieged-Gaza-Amid-Israeli-Bombardment</link>
<guid>https://sdgtalks.ai/Thirst-and-Hunger-Grow-in-Besieged-Gaza-Amid-Israeli-Bombardment</guid>
<description><![CDATA[ Amid ongoing Israeli bombardment and a prolonged siege, Gaza faces a severe water crisis. People queue for well water, with limited access and growing fears of contamination. Residents are forced to ration water, while Israel disputes allegations of targeting civilians. The humanitarian crisis in Gaza persists. ]]></description>
<enclosure url="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-01-lpkc/24gaza-water-01-lpkc-superJumbo.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Oct 2023 15:25:35 -0500</pubDate>
<dc:creator>jaysonmartinez</dc:creator>
<media:keywords>Hunger &amp; Thirst, SDG 2</media:keywords>
<content:encoded><![CDATA[<div class="css-1vkm6nb ehdk2mb0">
<h1 id="link-5a7babb8" class="css-1l8buln e1h9rw200" data-testid="headline">Thirst and Hunger Grow in Besieged Gaza Amid</h1>
<h1 class="css-1l8buln e1h9rw200" data-testid="headline">Israeli Bombardment</h1>
</div>
<p id="article-summary" class="css-1n0orw4 e1wiw3jv0">Residents wait in line for hours for bread and water, with fights sometimes breaking out. The United Nations has called the situation a humanitarian catastrophe.</p>
<p class="css-1n0orw4 e1wiw3jv0"></p>
<p class="css-1n0orw4 e1wiw3jv0"><img src="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-01-lpkc/24gaza-water-01-lpkc-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" alt="Young boys wait by donkey carts carrying jugs to fill them with water." width="600" height="400"></p>
<p class="css-1n0orw4 e1wiw3jv0"><span aria-hidden="false" class="css-jevhma e13ogyst0">Waiting with jugs to fill up at one of the few water stations still functioning in the southern town of Khan Younis on Tuesday.</span><span class="css-1u46b97 e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Samar Abu Elouf for The New York Times</span></span></span></p>
<p class="css-1n0orw4 e1wiw3jv0"><span class="css-1u46b97 e1z0qqy90"></span></p>
<p class="css-at9mc1 evys1bk0">Mohammed Aborjela, 27, used to document daily life in the Gaza Strip on his Instagram account before the war, videos about a crab dish prepared along the seaside or pigeon racing in the coastal enclave.</p>
<p class="css-at9mc1 evys1bk0">Now, he has turned to documenting daily life under Israeli bombardment. On Sunday, he posted a<span> </span><a class="css-yywogo" href="https://www.instagram.com/reel/CyqvnH5NRJx/?utm_source=ig_web_copy_link&amp;igshid=MzRlODBiNWFlZA==" title="" rel="noopener noreferrer" target="_blank">story</a><span> </span>about the daily struggle to find drinking water.</p>
<p class="css-at9mc1 evys1bk0">He records snippets as he walks, carrying a bright yellow jug to one of the few water stations still functioning in the southern city of Khan Younis. At the station, people — many of them children who struggle to carry the full jugs home — jostle for position in a chaotic line to fill up on well water.</p>
<p class="css-at9mc1 evys1bk0">“There’s no more water in the taps, so we have to go get water in this way,” Mr. Aborjela, a project coordinator with the development organization Youth Without Borders, told The New York Times. “The conditions for filling up water are not healthy. People are on top of one another and people are getting sick.”</p>
<p class="css-at9mc1 evys1bk0">Gaza, blockaded by Israel and Egypt for 16 years, has long had a precarious water supply. Residents relied on groundwater filtered at water stations, desalination plants, a pipeline from Israel and bottled imports.</p>
<p class="css-at9mc1 evys1bk0">Now, the taps have run dry, trucks are no longer refilling household water tanks, and the desalination plants have largely ground to a halt for lack of electricity and fuel. Israel imposed a siege on Gaza on Oct. 9 — cutting off water, food, electricity and fuel — in response to<span> </span><a class="css-yywogo" href="https://www.nytimes.com/2023/10/10/world/middleeast/israel-gaza-war-hamas-deaths-killings.html" title="">the attack on Israel</a><span> </span>two days earlier by Hamas, the armed Palestinian group that rules the strip.</p>
<p class="css-at9mc1 evys1bk0">Survival in Gaza now means not only escaping death from the thousands of Israeli airstrikes that have rained down over the past two weeks, but also finding enough to eat and drink. The United Nations has called the situation a<span> </span><a class="css-yywogo" href="https://news.un.org/en/story/2023/10/1142652" title="" rel="noopener noreferrer" target="_blank">humanitarian catastrophe</a><span> </span>and has warned that all of Gaza is in danger of running out of water as a result of the Israeli siege.</p>
<p class="css-at9mc1 evys1bk0"></p>
<p class="css-at9mc1 evys1bk0"><img src="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-02-lpkc/24gaza-water-02-lpkc-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" alt="People walking past rubble and the remains of multistory buildings with collapsed frontages." width="600" height="400"></p>
<p class="css-at9mc1 evys1bk0"><span aria-hidden="false" class="css-jevhma e13ogyst0">Walking past a destroyed building in the central Gaza Strip on Monday.</span><span class="css-1u46b97 e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Samar Abu Elouf for The New York Times</span></span></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"><span>Some Gazans are skipping multiple meals just to ensure their children are able to eat. Others have resorted to drinking brackish water or mixing potable water with contaminated water.</span></span></p>
<p class="css-at9mc1 evys1bk0">The streets are filled with people carrying jugs or bottles to fill whenever they have the chance. The lucky ones have donkey-drawn carts: Few vehicles are on the streets these days as what little fuel is left in Gaza is mostly reserved for ambulances to ferry the dead and injured and to run hospital generators.</p>
<p class="css-at9mc1 evys1bk0">Israeli drones buzz in the sky overhead and airstrikes regularly pound the crowded and impoverished territory that is home to more than two million Palestinians. Even after the Israeli military ordered more than a million of them to evacuate the northern half of Gaza and head south ahead of an expected ground invasion, the south has not escaped deadly bombardments.</p>
<p class="css-at9mc1 evys1bk0">Every morning, Alee Dababish, 19, leaves the home where she and her family have sought shelter in southern Gaza in search of the day’s water and bread. Her family, including four young children, have been in Khan Younis for 11 days after fleeing their home in Gaza City in the north when airstrikes hit the buildings around them, she said.</p>
<p class="css-at9mc1 evys1bk0"></p>
<p class="css-at9mc1 evys1bk0"><img src="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-03-lpkc/24gaza-water-03-lpkc-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" alt="Alee Dababish, in a patterned head scarf and a dress with embroidered sleeves, waiting in line in a crowded street." width="600" height="400"></p>
<p class="css-at9mc1 evys1bk0"><span aria-hidden="false" class="css-jevhma e13ogyst0">Alee Dababish, center right, lining up to buy bread in Khan Younis. At home, she and the other adults often skip meals and go to bed hungry in order to ensure the children can eat, she said.</span><span class="css-1u46b97 e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Samar Abu Elouf for The New York Times</span></span></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"><span>“We come here even as we’re afraid they might strike the bakery, but we have no other choice. We have to come here to feed the children,” Ms. Dababish said on Tuesday while standing in a line with her sister. “We know at any moment they can strike the bakery or around the bakery.”</span></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"><span>The head of the Hamas government’s media office, Salama Maarouf, said in a statement on Wednesday that Israeli airstrikes had destroyed a bakery at Al Maghazi refugee camp in the central Gaza Strip, hours after UNRWA, the U.N. agency that aids Palestinian refugees, supplied it with flour sacks to make bread for tens of thousands of displaced people.</span></span></p>
<p class="css-at9mc1 evys1bk0">Four aid convoys that reached Gaza from neighboring Egypt in recent days have brought in water and food.</p>
<p class="css-at9mc1 evys1bk0">Mr. Maarouf went on to accuse Israel of bombing 10 bakeries across the Gaza Strip as of Wednesday.</p>
<p class="css-at9mc1 evys1bk0">Asked about these allegations, the Israeli military said it “only and specifically strikes military targets. The allegations to the contrary are abhorrent and spread disinformation that put civilians at risk.”</p>
<p class="css-at9mc1 evys1bk0">Ms. Dababish said she sometimes waited in line for hours to buy bread and had seen fights break out. Sometimes she walks from bakery to bakery just to buy a loaf. Some don’t have gas to power their ovens while at others the line is too long.</p>
<div class="css-s99gbd StoryBodyCompanionColumn">
<div class="css-53u6y8">
<p class="css-at9mc1 evys1bk0">And then there are the days when she can’t find any bread to buy.</p>
<p class="css-at9mc1 evys1bk0">At home she and the other adults often skip meals and go to bed hungry in order to ensure the children can eat, she said.</p>
<p class="css-at9mc1 evys1bk0"></p>
<p class="css-at9mc1 evys1bk0"><img src="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-04-lpkc/24gaza-water-04-lpkc-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" alt="A long line twisting back on itself, mostly of young men." width="600" height="400"></p>
<p class="css-at9mc1 evys1bk0"><span aria-hidden="false" class="css-jevhma e13ogyst0">Waiting outside a bakery in Khan Younis on Tuesday.</span><span class="css-1u46b97 e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Samar Abu Elouf for The New York Times</span></span></span></p>
<p class="css-at9mc1 evys1bk0"><span class="css-1u46b97 e1z0qqy90"><span><span aria-hidden="false"></span></span></span></p>
<p class="css-at9mc1 evys1bk0">The water situation is just as dire.</p>
<p class="css-at9mc1 evys1bk0">“We drink salty water. Everyone is drinking salty water,” she said.</p>
<p class="css-at9mc1 evys1bk0">“Every day, we live this struggle,” she added. “The important thing is for this war to end and for us to return to our homes in Gaza City and see who has remained alive and who has been martyred and who has been injured.”</p>
<p class="css-at9mc1 evys1bk0">Last week, after days of acute water shortages in Gaza, Israel agreed to restore water to a pipeline that served a southern part of the territory. But that has done little to relieve the water crisis and the daily search.</p>
<p class="css-at9mc1 evys1bk0">The U.N. says the water coming in aid shipments is a fraction of the bottled water that Gaza needs on a daily basis.</p>
<p class="css-at9mc1 evys1bk0"><span>Israel so far has barred the humanitarian aid convoys from bringing fuel, which is needed to power water facilities and desalination plants.</span></p>
<p class="css-at9mc1 evys1bk0"><span></span></p>
<p class="css-at9mc1 evys1bk0"><span><img src="https://static01.nyt.com/images/2023/10/24/multimedia/24gaza-water-05-lpkc/24gaza-water-05-lpkc-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" alt="Young men stand next to a cart piled with jugs and a tank used to fill up on water." width="600" height="400"></span></p>
<p class="css-at9mc1 evys1bk0"><span><span aria-hidden="false" class="css-jevhma e13ogyst0">“At 6 a.m., we set out and go around to find water in order to fill up. We don’t have any water at home,” said Yahya al-Qahwi, second from right.</span><span class="css-1u46b97 e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span aria-hidden="false">Samar Abu Elouf for The New York Times</span></span></span></p>
<p class="css-at9mc1 evys1bk0"><span><span class="css-1u46b97 e1z0qqy90"></span></span></p>
<p class="css-at9mc1 evys1bk0">Yahya al-Qahwi, 30, said on Tuesday that he and his family have had to cut back on bathing and use water only for crucial necessities.</p>
<p class="css-at9mc1 evys1bk0">“At 6 a.m., we set out and go around to find water and fill up. We don’t have any water at home,” he said, standing next to a horse-drawn cart where he had piled on a large black water tank and two smaller yellow jugs.</p>
<p class="css-at9mc1 evys1bk0">Others at the same water station in Khan Younis said they were only able to bathe once a week now.</p>
<p class="css-at9mc1 evys1bk0">They cannot afford to use too much water on any given day because there is no assurance that they will be able to fill up the next morning. Sometimes by the time Mr. al-Qahwi gets to water stations around the town, their power will have cut and there’s no more water. So he moves on to the next spot.</p>
<p class="css-at9mc1 evys1bk0">“We go from one station to another,” he said. “Sometimes we’re not finding salty or drinkable water. We are exhausted just finding anything.”</p>
</div>
</div>]]> </content:encoded>
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<item>
<title>UN calls for pay cap for workers in &amp;apos;destructive industries&amp;apos;</title>
<link>https://sdgtalks.ai/un-calls-for-pay-cap-for-workers-in-destructive-industries</link>
<guid>https://sdgtalks.ai/un-calls-for-pay-cap-for-workers-in-destructive-industries</guid>
<description><![CDATA[ The United Nations released a report calling for higher wages for essential workers in fields like healthcare and sanitation while capping pay in industries such as finance trading and fossil fuel excavation. The report reveals that one in five workers worldwide lives in poverty, as many important jobs pay only minimum wage, leaving workers vulnerable to inflation. The gig economy and weakened collective bargaining further contribute to in-work poverty. The report emphasizes the need for fair wages that reflect the importance of certain professions and reduce income inequality. ]]></description>
<enclosure url="https://static.dw.com/image/59638488_1004.webp" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Oct 2023 14:52:04 -0500</pubDate>
<dc:creator>kevinmartinez</dc:creator>
<media:keywords>reduce inequality, wages, poverty</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="background: white;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Essential workers in fields like health care and sanitation should earn higher wages, and governments should cap pay in destructive industries like finance trading and fossil fuel excavation. That's the call to action of <a href="https://undocs.org/Home/Mobile?FinalSymbol=A%2F78%2F175&amp;Language=E&amp;DeviceType=Desktop&amp;LangRequested=False" target="_blank" title="External link — a new report" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;" rel="noopener"><span style="color: #212529; text-decoration: none; text-underline: none;">a new report</span></a> on the <a href="https://www.dw.com/en/poverty-in-germany/t-63442268" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">working poor</span></a> released Friday by <a href="https://www.dw.com/en/united-nations-un/t-17440154" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">the United Nations</span></a>.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"It is time to flip this injustice on its head," UN Special Rapporteur on <a href="https://www.dw.com/en/forgotten-by-the-state-poverty-in-the-uk/a-65772793" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">extreme poverty</span></a> and human rights, Olivier De Schutter, said in a press release.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"Governments should draw up lists of the most socially valuable professions and pay them accordingly, while also listing the professions where pay should be capped to mitigate their harmful side effects."<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;"><img 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" width="562" height="316"></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">20% of global workers live in poverty<o:p></o:p></span></h2>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">According to the latest findings, one in five workers in the world is living in poverty.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"Most of the world's poor people work, yet they do not earn a wage sufficient to afford an <a href="https://www.dw.com/en/millions-of-ghanas-schoolchildren-go-hungry-during-caterers-strike/a-61905655" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">adequate standard of living</span></a> for themselves and their families," the introduction to the report reads.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Many of the workers in jobs that society relies on to function, such as food production, transport, cleaning and sanitation, are earning the minimum wage in their country, the report says. This is often <a href="https://www.dw.com/en/uk-food-banks-outnumber-mcdonalds-restaurants/a-56952232" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">not enough</span></a> to keep these workers out of poverty, especially in the face of <a href="https://www.dw.com/en/inflation/t-19070269" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">soaring inflation</span></a> and stagnating wage growth.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Global monthly wages fell in real terms by 0.9% in the first half of 2022, the UN found — the first global wage decline this century.<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;"><img 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" width="559" height="314"></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">Gig economy weakens bargaining power<o:p></o:p></span></h2>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">Over the past 20 years, workers have seen a weakening of the ability to fight for better wages, De Schutter says. More and more workers have "flexible" or temporary <a href="https://www.dw.com/en/precarious-job-study-says-youll-die-earlier/a-67065825" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">contract conditions</span></a>, sometimes called being part of the "gig economy." These substandard contracts and worker isolation make it harder for unions to mobilize and fight for better pay.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">There is also the constant threat that employers will look to produce elsewhere in low-wage jurisdictions, which cripples employees' ability to bargain.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"There's a global competition, in which governments take part, leading to a race to the bottom in the area of how wages are set," De Schutter told DW in a call. "There is no future for countries who bet their comparative advantage in this global competition on keeping their workers in poverty."</span><span class="sc-ezguzh"><span lang="EN" style="font-size: 7.5pt; font-family: 'Noto Sans',sans-serif; color: white; mso-ansi-language: EN;">03:43</span></span><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;"><o:p></o:p></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">Minimum wage doesn't always equal a living wage<o:p></o:p></span></h2>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">International human rights law guarantees workers the right to pay which provides them, as a minimum, with fair wages and a decent living for themselves and their families.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"The persistence of in-work poverty can be attributed to violations of these guarantees," the UN report notes. <o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">For example, the minimum wage in many countries is not keeping pace with the true <a href="https://www.dw.com/en/cost-of-living-crisis/t-63504919" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">cost of living</span></a>. In China, a monthly minimum wage can range from $240 (€226) to $380, but estimates show that "a true living wage" for a single Chinese adult would range from $360 to $585.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">According to the UN report, a living wage would need to provide a worker and their family with a decent standard of living, or correspond to at least 60% of the median wage in the country, whichever is highest.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"Governments should stop believing in this fiction that wages are set as a result of supply and demand curves meeting on an equilibrium point in the labor markets," said De Schutter.<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;"><img 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vBjxAhKlSEitxLxJXVIlTYhU9mMvKpWFNUPRUnDMBTUtSGzsgGpihqksJTXIK2ylqBMiG5oQjYls7YeSVW1iFFWIUxcjtDScoQUVyCwoBKCDCWdrxQOoSLY+AlhxRPCwlMEc48ymLkRdgnD3WuWfwZldY1095hSTFxpfwrDs7G7mAuHZyrN3ESwIDxbuQhhT8dw9ZDDy7scgXwZEvyFyAwoRX6IGKVhYpSFi/4czz+D8+rVK7n8Ds/rV/+A57Xd8KyOCs6bGZ63bMBWDs/rCc00TWGA3rZtPbZtpxCWGaK3En63bl+NbVtWYs/2dThIID5E2c+QvHM9DuzeiEN7N9NyQjDN76Vt9u/agKOE35NHduE4QfgoQfbYAcIpwZbl5OGdOH9yP86dJPgdJwgeJxQe24NTtP2R/Vuwl15713Y6/m5W47yTcLubMLxLFZpmy/4wBwjRBOZDLATbQ4coh3fgMEH2MJsnRB8iKKtK1fxhBmeGYIbhn+Q4ne8f5sg3HP9ZfgbjPwuDshrNDMrqptpqKKvRzMDM5tV4ZmDuDuerl49xeL5G5Y2rqibbd26e4vCshvOju+dUzbXvXcRzArMKzpfx6sEVvHlMYObwfAXvnxOcX1zDx5c3CM8MzrfwibDcycDMyncPCM6qcLXNHwnMLITmz52PCcYsT2j6aVeedctzfP74goPzp08v6SLKQhfTTywMzW+4fF+j/HMo/6vzEzSr83swd0/3m5ue9KQnPelJT/6jwlD7I47/LGx7ui59+UAla+7MSnYN+2dCMP5EIFaHjvfPhiz8fdgyLuyYrFk3zXDNsD/RNDs/BufX+Pj5ET58uk+5R7mLd5138Pr9Dbx4cwWPn5/Hvccncf3OQZy7RPduJ9Zgx96FWL95BpYsH4vZc4dh/MR6DG6XoKomD2WSJOQVRCElLQBx8T4Ij3BDUIgT/AMcIPCzgw/fFu6e1lzcPCwJzJYEZks4OFnAwdESdvYWhGYLWNtYwMrKkmBsAQsLc5hbmHXVMBupapm5mNI6VVhNM4upKYMzm+8eY64ZtgEh2VCf1SwbEpYNMHDgwK5Sj8A8kMuAAbrQ1mZI1iYEDyQ0D0RfDR306d2PgKxJ0UCfXzXQt3cfaPT6FRq//A0av/4NWn1+gY5mbwzsrwFTgrK5oSasjPvByWIAPB0M4O9uhlBvC8QG2CIl1BFZ0a4oTPSAKM0bilw/VBcFoVkUhkHiSAyVxaKjPAFjqlMwrjYN4+vSCMwZmNSUjkmN6ZjclIEpND25MQ2TGtIxsS4LE+tzaZs8SgFBuZCgXIyRdUIMqxFiaHUZYbkMLeVlaJCLUC0pRWWZCLIiCYR5UhRmipCTWor0JCFSEsRISJAjJk6B8NgKBEVWwDe8Cr4R9QhJGIyo9FGIyZuKuJLZSJcuRH71CghbN0Lavh3yjt0cmJWjjkE28hTKhp1F0aCzyK4/jbSqM4hTXERI6SX45p4nGF+ET+ZVeKfd5NDsn/0UfhRB5mPKQ8I1Lct9gIC8R/AreALfwufwLyIgF71GAOHZL+8Vbf8SflnPCd5P4UNY9km+R7kDfuIN8BKuwiP2EtyizsE54hScw49S9sMpdCccgzfAPmAZgXQuLPlTYcEfD0ufUbD07oAlbwjM3etg5CSFvl0J9GxyoWeZBgOrJJg5JcHRJwMeQVnwichBQHwhwtJLEZsvRaqoChnSWmTJG5Bb3oK8imZkKRsJzrVIJjgnyKsQJ61AnLwCiRVVSK6uRRIlrqISEeUV8JfJ4SOUgFdMMC9WgF9QAY8MORzjxLAhPFsSns14pTAlPJu6l8HEjbBLQO4O5h+xzJpzW7hLv4bNc6Fp1lybC8FY1Vyb1TpLCM60H6t1di6FjbMQzrS9p6cSvvxqRPAVSPYWIodfiiI/McSBZZAGCf8cz91rmn8GZxWeCc7rGKDXYsMGNZ4ZnNV4Xsuhmat15ppoE5K3bFSVlK3bNnJw3radLWOQZmjegJ07N2HX7k3YSTjeTRhmMD5M08cItyyHdm/A3q2rsXPTcuzcuAzb1y/B5tULsHbpbKxcOA1L5kzCgpnjsXj2JCyaNRFzp43F9AnDMWlUG2UwpowZitlTR3PrViyYjk2rFmD35lU4uncLTjN0H95DcN3H5eC+Xdi7axv2UQ7R9OH9DNMUKg99V+4iOO/AAcLywa4cOkKgphw+qioPEnYZpr+VtJwQzHD9s5pjlp9hWJ3uKP5H6Y7j7jXKP8sf1TKzaTWU1WG1zd2ban+rbT7G5dqV47h+9ThuXT+O2zdOcnjmmmrfITTfPY8ndy+oapwZnB+o0Pz64VW8eXQN756qmml/oHx8wZppE5opna9vo/PNHcLzfRWaGZbfPVI90/zuMYGZpikMzao8xZdPz7rCpp93heYJzV8+vsQXDs6ULy+5i+unzwzLLGxaBebPX953pevm4Ov8T1DcLd23+zE/Q7M6vwdz9/zshqcnPelJT3rSk39HPhGEf0Qpy1eY/lHouvTdtfHH8mehdbTzd3hmoeP94zAg/5iu55sJ5Sxf0ElwZiW9Dt6ik67nDM7vPl3D6w8X8eLtOTx/Q/cjz07gzoNDuHKT7o/Ob8TBY8uxddcsrFw3HnMWDsH4KTVoHylDY3MJKqtyIRInITc/ggNzdAwPYeHuCA5xgZ+/E7x97Onmm6DsZgVXV8KyC4OyOZxcWC2zpaoZth2rVWalJZUqOFtaMTRbwNyc4GxuATMzM5iZG3PNslW1zOqYdoFZXdts+jVGRiwmhGZD6OnpczgeOJBKwrLOgIGEZB3o6AxE//4DuGmWfv36c7XLGhqaFG307tOfwNwPvX7RoPRG7196EZh7oV+f3uiv0QsDNH+Ffr8+MB6gCUtDHdiZEJbt9MF31EeAmxEifSyRFOyATMJyfrwnhMk8SDL4KM8NQE1RMBqEBGZJFNoVcRhVkYQxFckYW5WK8dXpmFCbwWV8LQG5noDcmIUJjdmY2JRNZRbGN2RiXH02xtTmYnRNIUZWF6CjuhDtVYVoqyhFK2G5TipElaQM5WIppIQzUXEZigtEyM+VIDOdMJRcjvh4Jf3c5AiPVCIksgrBkXUIimpBQNQQCCLb4R3RAe/IMfBLmIrQtNmIzF2OqKK1SBBvQnr5DuTU7UdhyxGUDD6J0qFnUTrkIorariC/5Toy668jpeoq4pTXESa+A9+iO+Dl3oRPLiE35z58CMm+DM65hOCcFwTiJ1Q+gn/OQ4LzAwTlUwofE5ifwD+fkvcEAblPKVRm03IG7fQ78E66RmC+CF78WfDiTsMz5jjcIw7BLWQfnAN3wDFgExwDV8PebzFsBTNhI5gAK5/hMPNsgJGbEoYuYug7FmOgXS4M7NJgaBUHPbNwSgj0zQJhYO4HU9sA2LtHwMMvFj5hSQiIzUBQcg4isoqQQOhNEVUiTVyHdGkD0mT1SJHXE5zrkFLRgDgCdJhYgTCpHBFKJSIrCc0VFQhWyuGrkMFDLoGLqAwuJWK4l8jhXqiAc5YMdolSWEUQaAmqJnxCMo9KTzGMWTNrNxWWv6KYooaypYfsOzizdMezOaGZwdmkG55ZbbYFxdpdAhuCuAPFxYXw7C4H36sC4V5ypHgIkeslRIlPGSS+Ysh9WbPtFYTm5Yspi7iSza9YuRQrVy3DqtUE6K6sZlnDmmtT1v4zNc+qqGqeGZy7ap45NKvwzOC8jcptVG5n0wTn7RycGZgJzzs3YMf2ddixZRX271iLPQTlzavmYTXheNHMcZg+fijGDWtAQ3kJyoXZEOUlITspDIkRAkQFuCNU4IxAL3sEeDkgmO+MIB8n+HvaQeBuA4GbDfw87BDo7YQwXzfEBPOQkRCGirJ8dLRUY/mCmdi5ZT2O7CN4HtmH4wf3cNMsR1kIyt1zhCsJwYTnH+F8iDB++MgeQjIh+3dhy/fQetqfQP2zHCN4Hzu266c5/hMk/yz/Vjir0czSvYa5O5p/Bmc1nlVwPoEb105wzbUZnu/eOq2qce7C81N1jTPB+eXDb3B++/g63j27jvfPr+PDS/UzzjcJzre64HyXoMzQzDoCe4ROgnMne6ZZ3Syb1TZ/ovLzUyqf0QWa5YUqBOfPBGVVXnaFkMzyFc0sbynfapu/3RiwC74at6q/nn/69OEP8z16v8/P0KzOz7b/lp/c9PSkJz3pSU968u8JIfSneFaH4Pr7qPdnzaLp2qW+RnYv/yhsvz98HVajzaI+NqWrBvnzF7pOfqZrLLv+ciX7YzW7ZquQ3EnX90663nfS9f995yO8fncPL+ge4tnrS3jy6gTuPt6Ha3d24ML1TTh2ZhV27p+L9VumYMnKUZg+pxWjxlegbZgQNYQ3sSIe+cURSMsMRkKyLyJjvBAS5gr/QCf4CBzgybOFh5ct3Om+0tXNFs7O1nBgzyzbW8KOoGxtY8rVMNs7WHK1zFbWrLMvM1hbq9BsaWlJcLYkNFsSjhmcLQjI5hyS1c2yWZNsVUw4ILNSPW1gYAR9fQZmVqvMYogBA/TQX5ugrK3LYZkhuS8huZ8Wa4atBc2+mlyp1VcLffv0Re/efdCntwaVGtDoo0HrNaCt2RcDtDWh118Tpnr9YGmgDTvTAXC1NoCPoxkC3K0R5mWDRH9bpIfYIzfKBSWJXpBmCDgsV+UHoY7A3CQKx2BZNIbJYzG8nNBcmYixNamYWJ2GSdUZmFyThcm1hOTaHEyoySE852BsXS7G1udhdH0BRtbRvXlNHoZVZWNIRR4GlxeiVVmCJlkR6iRFqC4rIgeUQlZaBlERYbmQPbusRE6uAmnZciSlyxGfQhiKq0VwTBNBuRn+kc3wi2iDIKId/IiR4EeNhyD6N/BjZsI7Zh58YhfBL3EVgtLXIyx3N8KLDiJKeATx0uNIKT+DjNqLBOUryGi4SrmJtLrbSKm+h4SK+4iR30WE+B6ChU/BL3wKr7xH4Bc8g6DgJfgMzfmv4Jf3Ar4MxXlPCcyPEFzwAMH59xBScBchRbQvS+FdhBXfR0TJQ4RTGZp3CyHZ1xGYcRGCxOPwjN0P98idcA3fAueQ9XAKXAFH34Ww95kNW+/fYOM9AdaeHbDwaCZAVnHNl42c8qBnnwI9uzgMsImAtmUg9K0DYGzJh4GpB4wsvGBixaN4wtyOBztXP7jyQ8ELjYUgJgW+CZkISMtFWF4poovliCmtRHxZDRIktYiT1SJaVoNoZS3C5JXwF8vgJ1XAX6lAQGU5/Ck+ShncZWI4ygirEjEcCNAOxVI45ElhnymHbYoc1rFyWIRKYeongakPoZknITzTPCGYIVmdH7HcfZkazlytNJWm7jKYUIy6mm0bEcRNXNmzzmLYEJ5tCc72ziI4OorgToD2cZUjxFWCZHcRsj1EKPYWQ8yXQCaQMDyr4awKm1+xcgnheSmhmQFaldVrlhOaGZy7ZyXWcnBexWXDRgbo1V1wZuUqwjN73nkVNm9VPffMape5GmaCqQrODMjrsZPgvJvQvGeXqgdt9kzzlg1LsW71AqxZPhtL507A9DEtaK8rQ5UoHaWZUUiL9EEE3x7eDgZwMusH8wF/hYHGf4OR1n+HnWEfeNjoIdLXBekxgRBmJ6CqLBeN9I+tpbIMrdVitFaJMbhWirZqKcpLs5AZG4wof3eE+bgg3M8D2SkxGNJYhWXzpmMfnd+JAztxmqB78iDBdT+hdt92gvR2HGeh+aP7txOetxGcu5pkE3wPc7XOhOujDMq7ODAfIUgzTB8+tJfm91JJMGdNxmn7n+XofyCef4blH/MzPKvh/DM8Mzj/ea2zCs+3b5zgap0Znh904fnJvQvf4fnVo25wfnID757ewPsXKjyrap1VHYQxPHcSnrnm2Ryef4TzE7pgqvKJ0Mzy+QuBuQvPnwjPXC0zoflb/q14VuVH+HZP9+1+zM+2V+dn23+L+malJz3pSU960pP/oPwZnr8Dc3fY/lG+PWfMsPvdNfRrfryesXmGZLY9C6uhpusv3nLPJ3/Ga8orCmslpm4tpp6mazueE5qf4N3Hu3j74TZevbuOZ68u4/7jU7h59zCu3tqNc1c24vDJpdixbxbWbZmEBcuGYeJvtRg2SobmwcVQVqWjWBSLrPxQJKf7ITLWAyERzggKdYEfgdlbYAdPbxuuKbaruxVXq2xnb8519OXoZEs34HYEZXsCtAP3HDNrcm1tY07bWHG1zSo8WxCerbpqmxmYGZwtu9BsTmA2o5LVMnc1wyYksxgaGnNhYGZhYNbV1SMsD4SOjgrKqlpm9twyoVmrP7T6sWeWtVQoZundi4uWRh8ubJo9y6zZ91fapxd0+veBwUAtmBn1h7W5LuwtB8LNzhA8R2MEepgjytcByaFuyIrmIS+Oh7IUbygy+KjODUR9cSiahOFcc+w2cRSGSGMwXBmPUVXJGENgZhlbk6aqZa7KwMSqLEyqysXEmnxaVohxNUUYXVuCEdUlGF5VgqFVpRhUXoJmRTHqZIWoEheiQsQqzYSQFokgyi9FcU4p8rMJOdlSZGWXE5irkZxFmMuoR2RKPUIT6xEU3wS/mGEE5DHgR4+nTIRP9FT4xMzgsMyLWQTvuJXwSVhP2QKfxO0QpOyFb9pBBOWeRkjhRYQWX0Kk6AqipdcQr7yFhMo7iK+4g5jy+4hVPCQ4Pka45AnCyh4juPQJAkpfg1/0Bt4FryAofgM/in/hCwQWv0RAIa0nMIcU3udgHF5M4C66hfCCa4gqvYaYsmuIk1xHkvIO0srvIVl+E7GlFxGRfwJBGQfAp3N0j1gJp+CFsPWfBWvBFNj6jIKtVxus3Bph4VoNCxclTJ1EMHIogL5dGgZax0LXKgwDCMwDbfyhb+sLPRsejOwIzLZuMLJ0hpmtOyzsPWFByyydvOlYAth7B8MtJJY+ozR4xWeCl5wLv6wS+OWJ6D1IESosR7i4CqHiSgSUKcEXyeBDcPaRysGTycArV4JXVQGvSgXcyqVwIjjbSxieJbAXEVwLy2CdQ4jNlMEuTQm7hHJYRshhFiiDqUAOU29VjbEZ4djKS/4dnr/WLlN+CmeKCcHYyEXM1bYbOJdB31lIKYWhUymMHEtgRrGwL4a1fRH9my1V4dmN8OwmQzxBO81TjDxvGUrpXMr4MobnRQTlJQTkpYRmBumFBGjVMjbPol6/es0yAjND9HKsX8eGqFINU7WBwXnDSmzcsAobN67Cli2rsXXrKspqwvEaClu2ksJKtpz1kK3qNXtH1/BTrGMvlt3bVmPXlhXYtn4J1i6dhXnTxmDyKEJzfRmqRWkoTApCfKAzAlyM4WjcB4Ya/xUDf/kvVP4fsNb9KzytdBAf4ITywgSMbpFhwZThWDN/MnasmocDm5fhMJ3LsZ1rcWI3YZjLOpzet4lCX6Tb6D0smY75kzswvKkc4oJUJEb4Ij6Mj9KcRIxtb8CW1QtxYv8WnD28A6cPbsexvZtwYt8WnD60g3C9FYdZr94HN+PQwS0EaNYhGOscjFDNnnM+sA1H2HPKx/bgxPG9VO6jeYIzYfwoIfv7JtlsOxV8ufluAObW0bJv89+acLP57vhl0/8oP0KZ5cdl3eH8MzSr0x3PKjSfxM3rpwjOKjTfu30G9++cVTXXZnC+T3DuQvPrx9fw5sl1vH96Ex+eEZKf38aH57cIz9/QzPWozYakYs84v/8RzarnmDtZPj3FRwI0C5tmy1RgVqH582e68H6mCzAB+cf8DM3fml+zC/2PqO1+wf+fme43Gz3pSU960pOe/PvDmj/TJeanYP7WGRfrhIs9R6x6lph7npg2Vjef/rYP2061/adPbDvV9ux6yjrM/NiputaqcPwGnYRgdYedn2mapfMLXduhDl3v8RAfP9/H+04Vjt9/uss9u/z+0x28/XgTrz9cx5v3VwnM53DvyTHcuLsfl2/Q/dK5ddh7aCE2bZ+OZavHYvqcNowcV47WoSJU1+dCLE9BXlE00rKCkZQagOg4H4SEuxOWHeHjaw8vHxt48Czh5smeW7YgMJvD0dmCsGxFaGYdfVnAxtaSQEzT1rawtuqKtQ3XCZiNDVvHnmlmzbLZ8FLmhGUzrvyGZ1Wts7rmWQ1kFjWa1XDuDmbWI3Y/ArKWlhYX7f7a0O6nTRjWIhT3Ru9ff4FG794qLBOU+/X5lYt2n1/QX+NXDNTuy3XypTfgFxjq94KVRX84O+iD524CP54FgviWiAm0R1KYEzJj3Ohe3BviTH/I80JQURCChsJQDBJFYKg0Fu2yOLTL4zBckYhRlWmE5QyMqc7AyOp0jGLTdVkYW5uNMVXZGFuZRynAmIpimi/BqGohhrOesBVCNMuEqJfSvT9rgi0qg6yEoFwsRGmhCEV5UuTnSJGdKUdGugypqXIkplQgLqUWMSmNiEgZhNDkIQhKGoaAxA74xneAHz+GcDwdvPj54MUthHf8UvjEr4R3wlp4J26ET9I28JP3QJB6CIK044TmU5Qz4KedBz/zKgLy7yCk5D7lHoKKbiO45A6B8SEiJI8JjRQRgVn4BIGlzykE5JJXhOW3hGYKAdq36AX8i58hqOQpHeMRwkrvEcQJ3uI7iBPfRFzZDSSIbyBZcg2pyotILT+NtIrTyKo5jzxWy11xFkmSw4gu2o6QrHUQJC2EaziB2W8ELLwHwdyrnnt+19QpC4b2qTCwS4SBbTwBOZrQHEZoDiQ0+2KglQD6Nnxaxyc082Fs7w0TRx7Mnbxg4cSDpbMPrFz4sHb1JzgHwsIjGFbeEbALTIBTZAac47LhklIAtwxCZo4Qnnll8CqSwqdUAR8hIVkkh7tICncxhfDsKqN5pQIeVeVwp7hWyuGskMFZKoMLbeMipLKY5gsUcMmtgEtmNRwTq2EXUwXr0AqY+SlUePYkRBOYzd2/h3F3NKvnu4ctN6XPxZDQbEQxdBJBn9Cs51QCAwcKodnYrhDmVNoQor/WPLsrEEhgD6d94z1lSPeRI1egQIGgC89qIP+IZ3W6w3ntuhVcNmxYQVhWZdPGldi8iXC8aQW2bF6JrZsJyAzAW1dSqNymyg6a3rp5KbZvWoZdtG43QXbPjtXYR9m/YxX2blmGHRsWYMuq2VizcDLmTByCIbX0DyY/DsUpAciN5SEl2BHRAkuEuBuCb6cNF5Nf4GWliQieKYqT/TBImYnpI6qwccEYHNo8Dyd2rsCpvWtwZv96nNm3Dif3rCYwr+ZKtuzUnjXc/LmDG3Dl+DZcO7EDl45swfFdhOzdq3B4+wosmtaBOlk2ynJj0SDPxfwpw7B340KcO7wZF2jbMwc24NyhjbhwdBvOHd+OU8e34vjhTTh6cD0O07rD+zfgEOH8FKH3xJHtOETgZr19nz2xH2eO76f1rLft7V1QVj/rvK0LyAzEqpw6wWDMaocZmhmsd9BrqWqT1ZBmYfNq/P4My92j3q47lNV47j7/I57VcP4Rz79vrv0Nz2o4P2AdhP2AZwbnP8Lzh5c3v9Y2q/HMetTufN/1jPOHrtrm7nimfKRlqtrnn+GZwbk7nt9+nf7n8Nz1l/TvEKue/5+V7294etKTnvSkJz35Z9J97OPfh9YTnrl8xbC6hpmt72oZpX5umeGXu05+pGst25flCzfd2dlJ12C2D5WddP3sal7dSdfYj5/eqEaxYC3CCMafvjwiKD/kOvJiMP5AGH7/6Tbedd7Au4/XCcYsV/Hmw5Wu0L3D+8t49e4SXr69iGevz+LR8xO48/Agrt3ZjbOXNuHQieXYvncW1m6eiPlL2zFpejU6RsvQMliMipp8lIqTkZMfjZR01TBSIeFeCAhyg1+AG3z4zvDk2cPV3RbOrtYUK1Xv2NwzzBawc2AdfbHnllnJcMxiTUBmaLaDlWVXrGy6OgIzhwXrBIzSHc/sGWb1c8yqWmb1c8wmX5tiq5pjs2eYWUdfehya+3PDSLFOvrShpakJTU0N9O3L0ht9NXpDk6JBQO7T61sHXwO0ekOvnwYM+2vAWKcvTAb0haVeP9ia6MLRWg9ujgPh6aYPPx9zRATZIT7SGSmxrsiIc0d+Mg+laXyIs/1RURiCOmE4GsVRaCUwD5bEYZg8CSPL0zCyIhUdFWkYUZWJ0TU5lDyMrMrB8K50VOdhOKF5qLIA7cpiDJGXoE1aikGyMrRIJagrk6CiRAwZgaysSI5SQlVBrhLZWUpkZCqQlq5EUkol4pOqEUPIioyvQXhsPUJimxEUR2BO6EBgwnj4J06BX9J0+CbPgiB5LgQpBOak1fBK2gRe8lbwkrbDJ3kXfFL3wzvlELxTj9L0acLyBQjSr8A3/RoEGdfBz7hJeL4Dv7zHCGL4LX4K/4KHCCh8hBCCcojwBYIZmEueIaDoOfyKnlGoLHwO38KXX9HMYB1W9giR4vuIkd5CYvltpFffQmb1DWTWXEVW1WXkVF1Bfs1l5NWdQG79AeRTipsOo7TlKArq9iNTuRUJpSsRmTcfgcmT4B4+GDb8Ku5ZYGOXQujbx2GgjS8GWPGgY8kjMPvQPMXKi7DsAyN7AUzsfWHq6MfFzMkf5s4U1wCCZgBBMwgWbiGwdA8lNIfD3CMKZp6xMOMnwiooA7ZR+bCNL4JdihCOWRI45pbBMU8E5yIx3EplcBMSlgnDTkIpnMukcCU8uxCe3RRKuFdUcIB2K1cQqmXwImB7lUrhWSKDJ/2MPfKU8MquhEdaFQG9Eg5RVbAJroAFgdXcmwDtqaBzkdN5fV/brAayOmxeDWvWoRjrWMzISQgDRyEHZxYDF5p2FcHYlda7iGDmXAormmbDVDnSfq5udG6s0zCekgAtRZinFNE8KRIpKT5S/IVh+Y/wzND8I5zXrV+J9euXY+PaJZTF2Lx+Cde8eutGFYq3UXYSknduXY6dDMNbaX7bMuzesRx7d67EfgLpwd0rKauwf+dy7Nm6GDvWz8XW1TOxadlULPptKMYMkqFJnglFXiTy4rwR72+LCC8jArIBYvhGSA60RF6MC2T0D7hOGIUmSTw6arMxe3Q51sxqw5ZFHdi+bAx2rhyP/Rtm4NCmeTi4cS5Nz6HMxsFNc3F020Iq52HP2hnYtWoa9q6biaNbF+LUrmU4s2clzh9cS6BeSVmNC4fX4tjOxVgzbyQmDpVjwhAZ5k9uwaYl47F73XQcYMfbvhAndi3F8b3LcfLQapw9th4XTm7GxZNbce7YJpw+vBHH96/DqUObcYnQeuE4IfjANpzYS/hmtdgE65OE5hNHGLwJ7xQ2fZIwfYqQzMqThPNTx7bj7MldXE4fJzxzoP7WM3b3Ztfdkfyz/BGcu0eN5p/BuTuaWY0zy8/gfOvGady5efornB/e+wbnZw8u4QV7zrkLzm9ZM23CM4PzxxeE5ZcEaA7Pd1XDUb2hCyrXw3ZXrTPXgzahmaJGMzfUVOdzfOh8ShdnNvQELfvMmnGxqHrR/rOm2d9HhWZV2IWfoZXB+fc3I//2/IjifzY/O1ZPetKTnvSkJ3+en6NZFRWUv9UcqwDN1rEaY/YHZBWav+BdV952ha1jx2fHoO3pOsX1+8FdS7ug/ImuwZSPdD3+QNfr9x+f4O37O3jz7ipevyUMvyMME4RfvjmPZ6/O4Mnzk3j87DgePD6Me4RiLo8O4sGTw3j49AjuPTmEm/f24trtXbh4bRtOnluLPax2ecc0LF87BnMWDcb4KVUYMkKI2uYsSMrZuMvRyMyJRmJKKCJjfBEa7kNg9oKPwBWeXo5w9yAwu9nD2cUeTs52cHKy58ZeZs2x7Z2sYOdoCRt7c1jZmsPSmkobKlmtsi3B2cYWVoRnK2s7WBKguVhaE5TVYO4WAjMrTbkes425MZdZr9ish2x9fdVQUmo46+rqcx19qTr5YmDux2GZAzOHZgKzZi9oUKmh8Sv69iYsa/wCbc1f0L/vL9Dt1wtGA/rAXF8LNkY6cDAbABdLPXjYGIDvaIpgDxuE8e0QHWSLuAg7pBKYc5O9UJzBhzDbDxIG5uJQVJeGo74sipAbiyGKRLRXJGNYZSqGV6RjRGUORhGKR1TlcjgeXlmIjqpiDK8uxZDKYrQpi9CqKOaeVW6WF6NeQpGKUUNYriyVQFkshZSwLMyXozBbiZzMCmRmViMtow6JqfWITWpAVEIjwuMbERrTgqCYNgRGD4Z/dDv8okfAN2Ys+LGTwU+YSVkAftJS8JNXQ5C2EX6ZW+CbuR3eafvglX4YvPSj8E4/AZ9MwnLmOQLyBcolwvJVCDJvwjfrDvyz7sEv6z7XC7Yg+xF8C55xza1Z/Gjar/ApTbMm2C8Izc8I1E/gm/8Yvnm0LUv+Q9ruPgIL7yGs5B6iJfeQyJpgV91CVt015DdfQUnrFQgHXYaw9TxKms8Qks9A3HoaZW0HUTZkJySDd0HevhfyYXshatmKgqpVSBPPQ2zBZISkDoNnGAHTpwhGLunQs4uFnn0ADOzdoG/rQqUrjBy8YOrkQ0gWEJL9YOESBEsXwrFLGGExAtZukZQoWHpEw5yQbO4Z35VEmHkkwcQzFSZe6TAVZMM8uAAWUcWwTBDBOkUKu0wF7HIksM0ndBKeHUukcCJAO1Mc6efJapTdxQRlsQweEgV48nLwlBXwkishEMnpM5NyTb598yjZcvrcleCnV4GXWAnXqHI4hlXANqAClgIlLLyVMPcqh6WXEpaequbaahyrw+a7L2e9crNhrQwdSiilMHWWEJRVQ1ax553VYX94MGVDVXmwZ5/LYEvz9nQMFw9CvZccPoRnXw8JAjwlCPeSINpbwvC8gLDMAM1qoNkzz6rpVasZnlVZvYYBeinheTnheQXheRk2rVuMLWsXYuv6Rdi+YTF2bqJsXoJdmxdj7/ZlXPZsW4q9lH07lhKUl+HgnuU4tGcZZTEO7V6MgzsWYNdGQvPyiVg9rwMzR1dheG0ulLkhyI9xR0aIHRJ8zRDhoYconh7iBPpI9DNCSpAZrXdAZZ4/hijjMXVwEeaMkWHp5GqsnF6PldPqsHxqLZZNrsGSKY1YNLkJCybUY/aYGswaVYmZlFn0WnPH1mDO2FqunDe+DgsnNnCZP74ey35rwto5bdi8aDi2LR2JLYtHYMP8oVgzexCta6TtqumY1XT8Oqyc0UJpptepI1CPxJ4N07Bv03Qc3j4XJ/cuJXyvwdUTm3CNIH391A7cOLUbV4/vwuWjO7hcPbkbFwnT52nZecLvOSrPslrlwwTpA5toficuniLsMkjTstOEbLb+DNuGNdU+9vtaZ4bd7jj+s/wMywzK6mkGZjbPwtDMkNy9plkNZzbN4MzQ3B3Ot2+ewd3bKjg/un8Bjx5c/Arn5w8v4yV7zpng/O7ZTbxnNc1dtc6dr+7i46s7+PCKpt/ex6d39wnOqrBaZwZmVuPcyUoOzWyM5ud0kWYXZ9bsqzucVR2HsLEcv+9Jm8H5n8EzuwH4Izx3/6v8vyU/ovifzc+O1ZOe9KQnPenJn0fV7PrnYf99m2fb0zXvy0fuWvjt2ePXNK1qVq161pjChnfkOup6RddeVfNrBuSPn57iw8fHBOS7BOPbBOMbXJ6/uorHzy8ShE/i/qNDuHN/P27d24frt3fj8vVtOHtpI06cWYXDx5fhwBG6tzy4AHsOLKByIQ4eWYJDtHzfEboH3TOba4q9dtMULFo2AlOmN2L4KBnqm/NRXpMJoSQeOQVhSM30R1ySNyKjvREU7A1ffwIz3w08b4ZmZ0KzMwdmDskONrC3t+sWe660sbMiJFtyaLawMqNYUNi8VVesCczWtMwKFpY2MLcgOFuw55pVTbXV4zKrOgEzhLGJAYyM9GFopAd9A12C8gDoDuyPAbraGKDTn9Csyw0lpaPDesfuD9YkW1OzL2G5D3qx8ZZ7/x19CMl9CMh9Ccp9NX+FFkVH6xfo9+8F44F9YWGgBVvT/nC20oOnHevoyxgBbmYI41khWmCLxEAnZEZ4IT/OG4XJPijJEECSEwhlYSiqSiJQI4xCnTAajfQ5NksT0CpLxmBlKoYq0zC0PB3t5VkE5XwOy8MqignUJbS+FK1yQrJMiEHlEjQpxKhjUBZLUEVYVrJm2MUiSErlEBUrUJyvQH6uAtnZFUhLr0BiSjXikhsQk9yKyMTBCEloR1DscPjHdkAQMwJ+cRPgy6AcOxWCuBngx8+FIHERBMkr4JuyHvyUzeCn7iCM7SUUHyI4HyMAn4R31hnwsi7AO/si+NmE5WzCcs4N+GXfotyh3IN/9kME5DxCYO4TLgE5j+HHOvYqfIEggnNQ8SuC8nOCMVv2nPKUph/AL+8eBHl36Xi3KXcgyL1F+15FaP4lRJVeQbLiCrJrr6Go5QpEQy5C2n4W8uGnUN5xEsrhRyEbegiyIYegHHoAFSN2onLUFlSO2IrqUdtQNXIb5IPXobR+CbJkvyGxaCTC0prBi5DAnp8Fc9d4AmIYgdEfZi58mDjxKIRmFz9YugXC0pXA7Epgdo8iLMfC2j0eNm5JhEWWFAJpGoE5A6ZcsijZlFwYu+fB2Csfpn5FMAsphXmkCOZxhNQUGWwylLDNkcO2QAy7QgmcWNPrYjlcSuRwo3jSz5ZXqoA3LefTvK9QAf+ycviLlAgtlCEqW4qoTBnC02UITZMhOFmBoKRKCGIr4BGmhEtwBez9y2HtQ2jmlcPCiyDtSaW7jKtdVg9b1X28Z3VNc/d1DNAmzmWw8lDQvnKY0/7GtD+DM6t9NiA4m7BxpCnm7vT+XOl9upTCmtbZu4nh5i6BF4HdlydHsI8cYeyZ52Ur5mPlqoWEZAZmVuOsml6zltU6L+ayes0Sbn7tumWE5+XYSHjeuWkpdhOY92xZQlmMfVsJySzbl3DZz8LQvIOVi3GAygM7F2Lftlm0/TTadyp2rJuEjUtHYem0JgKtHE2SWIjTecgKtUYS3xAJ3npIpMTxdJEZbIaSBHsos3moLwlEmywSo2qTMKk1m8uUwbmY1VGC+WPEWDBWQmUZ5o2WYGJrIYE8m/4RJ6OmJAqK3GCUpfuiOIn3LYk8lCR7c8vltL4yPxR1JaFolURiqCKWviBi6QshHiOrkzGiOglj2eDsg3Ixd2QZlkxUYvEEFgWBvRqrZzdj7bxB2LS4HTtWjMLetZNwaNMMHNkyG8e3zcehjXOxc/lv2LpkCpXTsW/tHBxYPx+Hty3Hsb0bcfrQNlw8sQdXCLJXT+/H5VP7uFrqc0d34twRAvPh7VzY9EWC8llap8Zzdzgz8LKyO4z/LGoos6ihzI6hTvfaZjWU1WG1zeoa5x/RfOfWWYLzOdy/e57gfB6PCc5PHqrQ/OLRFbx8fBWvGZyf3vyK584Xd/Dp5V18fnUPnazG+fU9rlftTx8egg1HxQ1JRWhWj9WsgjNrlk0Xb/ZXbcIz6zzkW20zgZq7wDM4v6KLvRrPf4Tm7rXNXfmuA68f8az+C333Zf+a/IjifzY/O1ZPetKTnvSkJ3+e7lj+edh1jq4zXxiaVbXHnVyHmqrrKOuYi3XK9ZHy4dMjQvIjvPv4AG/f38ObD3fx+h3rqOsmXr69hhdvLhOUL+LRs9O4++gobt0/iBt39+HKLbqvubwRp86vxvHTDMgLsXMvQXjbVKxeP5Yg3I6Zc1sw6bdaTJhchTETyjF6XAXGTqik+RpaXo8JU2sxenwlYVmOwcMIaE0FkChSkVcYiSQ27nKiL8KjeQgKcScsO8HH1wFe3g5dNcsOFFXNMle77GgHBwdb2Nmx55dtYGPNmltbUwjM7DlmtszOBtY2DMiWX+GsxrO5pQUXM4IyF3MLmJqZc1HBmfWUbURYZjXM+oTlARQd6OnrYKAeA3M/6AzQQn+dvtDur4F+2n27mmKzJtkMzBrQ0OhD6Y0+fX7FL7/8Fb/2+ivh+W/Q1PqV9ulN+/fFwIEaMDPUhK25NpytB8LD3ggCVzMEEZYjBHaIJyynhLoiK8qdwOyFkiQfSDMCUJ4TgqrCCNSWRKNBGIdmSRJaCMqt8hQCcyoGydPRpshEmzyLcJxD0xR5Ni3PxdCKUgwpJygrhWhVlBGa6WchZh38ilAtlqJcKIWsRAYxq1kukKEoT4K8bAkysxVIy1QgKVWOuBQlYbkS4Ym1CI5rRGDsYA7LvrGjCVQT4RMzBbzoKfCMmQ7v+IXwSVgC74Tl8ElaA37yRghSt8E3fRf8Mw7CP/M4gfkUBJlnCcgX4Jt1mYMyP+sGfHJuwSf7JuH2Nnxz78E37z7881TjKwewptl5TxGcz/KMC5tnPWIHFj6jMCw/gz+t989lqH4Ev5z7HJj52XRseg2fzEvwybgEfuYFBGScQHjOUcSXHEdW+WmUNJ2FrP00ofgEasceRf2Ew2iccAB1Y/eieuQuVBGaq0Zup/kttH49qkatpeWUEWuhHLIc4sYFyJFPRFJROyLT6iCIEsHVPwt2XvGE5ChKGCE5FGZOwZQQWLhEUKJoOhoWrgmE5xRYuaURoDOozKRk0XQOLDzyCY9FMOVS0hVCp7sQpt4imPkRLkMkMA8XwzxGAoskCeFZDvtcGezzpXAokMKlQA73IgU8Kd5s3OYiJfwK5fDLkyKQtguln3tEgQJRlLhsGZJTxUhOliAhUYrYBDmi4gjSceUIjKqEN8HZM7ASzr4VsOMpYcVqnD0qCLcKmLlKvtYsq3HMoga0Ot1rpM1pHwtXKZWqsZ5NCcRsqCpu+CtPipcYpl50XE/CN71nYzcCNJVWBGs7FzHcPeTge5cjSFCOYL4cf1m+ciFWckBW1S5zNc0E5XUb2LPNrKm2qraZzW/YuIrrRZs927yPsHdw21IcIDAf2Eow3kZI3rqYsgh7Ny+gciEObl+MQzsWYT+hcd+WuQTmmdi1YTK2rx2Hjcs6sHJuK+aMV2BEfQb9Yw1BcbwTh+R4ng5iPfohw98QkgRnNOT7YWRFLCa3pGFORyEWjye0ThBj0VghFowuwaxh+Zg+hADdmo4JjSkYXRuPjsooDFFEor40BLJsXxTEuyMj3A4pwZZI8DdDnK8xYgVGiPYxRJS3AZUGtNwUGRH2KEpwRWm8I+QZbqjN56M6zxvVuTzU5PmgKoeHiixPtAiDuMHb544oxowh+fitLRsLRgkxvb0Qk2l+7hgJFk0sx/yxCkwbJsLYxjxMbCnBzA4l5oysJICXoDI3GoUx3siL8kZBQjBKMuNQXZaLkS2VmDupAxuXzsKeDUtxfM8GXCQ83zh7EDfPHcLVk/u4+YuE5osE7Au0vDuU1QDuvuzPcu7M9zXO3eGsRvPP4KxGc/em2j+D87075/Hw3oWvcH766BucXz25hjdPb3yrdX5xm8Mzg/NnhuY39/CR6xzsG55Zc+3PhGc2RrMKz6rnmFVNstVIVuOZ/UW8O5zfcPm34ZmBtTuc1TXOPXjuSU960pOe/L8nqueav2+urY7qOeUP+Nj5Dh8+vsH7D6/x7v0LynO8//iUeyTq3cdHePvhHofkl29v4MXrG3jy4gJXi3zv8XEOyNdu78XlGztw4eomnLm0DsfOLMO+o3Ox88B0bN0zGeu3jcGydYMxf2kzZs6ux8RJSnSMFGLw0CI0NmehoioRZZIoFJWEoqAwBHn5QcjNC6YyhObDUFgSiSJhNAoIezkFEUjPCkZCih8iYngIDvNAQLA7/Pzd4c13gYenEwdmF1fCsrMdB2R7e1bDTFi2tYGtrfV3Yb1gs7Bnlbkhpahk85YEajMqzSytYGppycWMwGxKMSYgsxiZG8OIoGxoZgRDU8KyCcOyHgwMdLna5YF6OtAdqM1heYCuCsvfwKwBrX69uWhq9UKvXr+id2+G5V4cmvtqsuV9VOsp2v370LE0YWjcn8CuB0sbQ9jZG8LLxQz+nhYIISxHEZYTQ92QHu2J3HhvlCT7oizdH/LsQLoPDUZ1QSjqisPRxGqXS2OojENLWRIGSVLRJk1DqyQdreIMDJblUPLQJstXRVqAVmk+IbuAq2FukIhQW1aKapGQ0FwGRXEZxAVCCPPFKMoVIy9TjOwMCbLSJUhNFSEhWYToFAJTkgLB8XLCMsEpvhb+cc2E5SHwjumAd+w48GKnghc3G7z4BYTlpeAlrIR38jrwkjdz8WY1zGn74JtxmJB8An7Z5yiXCbXX4EtQ9su5Q9C9T4h7SGB+AD4rKayJtV/BE67mOKDoKYIKCMwE45CCZwglJIcVPEdoHgM0wTnvCR3jIeURHZON03yPYH4b3ukE5vRrVF4GL+0CPFPPwCvlNDyTT9K5HYV/yj5EZOxEUvEe5FUcgrj1COH4MOrHHETL5P1om7YXg37bRdNb0ThuM+rHbuTSOH4DAXo1KoYvQ0X7UsoSKNoWQdY0D/myCUguHILojFoExJbBMygbzvxE2HvFws4zATYeyQToJC7W7gRl9wwuDMpW7jmUPEoBJR+W7kW0vJjwLFR1xEWxIChaen6LhY8Mln4yWARRGU7ro8pglSCGbRqhOVsKx1wpnHKkcCUge+bJ4Z2ngC8lMF+BkFxKpgTh9HOPyZIhPkuBpCwl0lJlyEooQ3a8BOmxEiRHy5AQJUdsVAXCI6rgH1wJXkAlXHzK6T0p6FwVBN9ymLvJOQx3R7I6HJK7noFWPQf9bZrh2dxJDDMXAjIh2ozWcWM9U4y9pDAiNBvzxDDyEsHQoxQGbiUEayEdQwQb5zI4u0nhSZ8Fq30O8JLhL2tWzcfa1QuwYd1iLuvXLsL6dYuwacMSbNq4BFs2LiUsL8W2zZQty7Cde5Z5KYfjA1vmY//medi3eS5lNvZunEWZSeCbjn0E5f207MCW2bRuBnatn4rtayZiw+IhWDW3CUun1WLueDkmDM5Fkzgc4lQ35EdbQRhvj8ocL7SJQzGpMR3LxkmxdU4Ddi1pwU7KjsUt2LaoCZvn1WPdrCqsnlZOkJZgxrA8jKqJRXNZAKrzeajM86AvBS9I0j1REOOClAALxPINEcuQ7GuERH8TpBGk00IskRpkjiSaT/AzRqKfCZIDaB3BPZ2S5qePVF895IaaoJjOryDCnJvOjzCDNNUJLaIAdFREYURlNEZXx2Ha0BxMH1aA8QTrjqp4DJZHc2lXJtCXTxSVifhtcClmj5BjfEMBKrNDkBFkh0gvM4R6WSDC2xqxfvaqIQBi+MhPCERZRhQaZbmYOqIBa+ZPwp51C3Fq7wbcOrsfdwixNy4dwXVC7bULh3Dl/EFcpuUXzu7DhTN7ceH0XpyjnGfTZwjFlPNdOUs5x0Igv0A5z+UglwvnD6umGZzpuBcvqp9v/tZE+xucT3C5fvUkB2cOzwTnO7fO4O6ds7jPnnO+/xM8E5xfP72ON89u4O3zm3inxvOru/hEcP785j73nDPrHIzB+dNHCgM05fOnx3SRf0IX/65nndV47gZlDtJsCKquv5Srmpm95fLHeH5Px/5Z1HjufgPSHc49eO5JT3rSk/91YX/YVOdn63+Wn32v/jP7s23+Nfv9ex/t+fFao84/Oqb68/jhXL98pGvme3z8+Jby5ls6VeWHDy8IzE8IywTk9w/whq7Br9+yJtd38PzVdTx+xmqRz+P+49O484CgfJfuQ+4cxsVr23H87CocOcWaU8/Htj0zsH7rRKzZNBpL17RjzuJGTJlVjrFTxOgYV4y2jizUNCdAURWLMmkMB+TMbF+kZ/CRnOKD2Dg3REQ5ISzcESEhDggKtkdQEIXKkBAnArIL1xt2SIQHh2X/QGewMZe9fOzh4WUPNw8HuLk7EpodODAzKDMw29rZwIqwyzr3YrFiNcisB2xLs6+lmYVpV0y4YaZYuF6yLQjOFFOuVlkVVstsam4GI1MTGJpQCMz6JiyGXKlnpIf+A7Qp/aCto4V+/b9Fu39fgrAKw+qS1SKzsCbYvfv8Ao2+vaBJaNbup4EBXM2yJvT0NGFirA0L8wGwtdGHi7MZvDytwfexQ5CvA2KCnZFEn01GLA95SQKUpAVCTPebivxwVBRGoLokGvXCWDSK6L5ZRFiWxBGEk9BUlkb35BlokWahlbDM0izJQaOYSjGDchGaJMW0TTEaykpQKypBjbAEFaVlkBWJCcsiiArKKDIUEahyMqXITJcjhfWGnaREbEI5YhIqEBGrRHAMJbEB/gnN4MdQYtsgiB8O34Sx4MdPJizPgFfCfPASlxGW14Kfugm+aTsgSN9NWD0Ar/SDBNbD8M48Cn72aQLtBYLyZQL0NQiyb9L8XQ67XPPrghcILHzZ1dz6OTdcVECRasiooOIXCC6hFBGUCc8Mzt3xHJJPcGZgzrwLfsYtrgMxn7Rr4KVegkfiWXgmnQYv6SQ8E4/CI+EAPOL3UfbCM2EH/JI3IDxrNZJKNyK/ajukg3eietQuNEzYiUFTt2PwjG0YMm0LBk1Zj6bxqwjVyykr0DBuFWpGrYBy6CLI2+ZT5kHWOgeyxpkoUIxFavFgwmgNAgnPXkG5hOc02PGSYeOZThjOgYVrNoVBuYAwXUgpIkAXw8qjmMpSKikEQxZL9zKuEy4LQqqlJ6vlLYcNrwo23pWw9a6ANb8c1n60LFAB61A5rCIksI2VwTFJAad0BZwzFXDJkMONfta8TAImzQdRIjOViMlQIDZFivhkMVKozEhVIiutHHkJchRFS1AYJUVehBRZ4TKkUZLDyhEXWoHQwEr4+lfAnfBs70HnRWg2dWVwlhOG2XPNLKqOwVRAVo3xbMNTwtqL3gN7Lx4Ef3cZzNxkXI2zFcWCptm+prS9EeuBm2LgVgZ9NxEM3IVUlkDPpZiLPsXUVUh4FsPBpQwurmXwpNfj0z5/2b5uPravm4ft6+dh5/q52Ll2NravnUXQnUGZTvMsv2HnuinYtW6qKuunYNvKMdi6YhRlJLavGoNda8epsmYMdq8bix2rR2LjkqFYu6AVq+c1Yw2V6xcOwsrptVwT53mjxZg5vBgTWzIxtiEVk1uzaL4QC8eVYeW0CmycW4etCxuxnYF52SBsJTCvp2Wrpldh2ZRySiVW/laDNTPqKQ1YQdMLCeNTh+ZzaG0qC0JNoR8UWb6QpflT/CBLF0Ce7oeqvGA0lERyqc4PoXU+KIp1RiZhOp5wHemqjRBbDfib/QI/078h2Lo3Ip37Id3PCGVJrqgr8Cekh6BVEsq9Tos0GEMqItBeFYHh1ZEc4oeXR6KxxBdVuZ5oFvoTlJMxY2gepg7KxPjGVPzWloOFY0RYPFaKWe1FmNySjYmNGZg8KBezRggxf4yUPg8RxjXSl5UoHuW54ZBnh0KSwWrS6dj05TayvgzTRzZi1dxxOLBlCa6e3Im7Fw/izoUDuEZgvkZgZrl0chcun9qN62cP4gaBmDUFP3+aofko4fgYLl4+gcuXT+LylVO4dPk4Ll89gStXT+EiAfnipWM0TfPXThKgafsLBGt6jcuXj9Jy2pa2v0L7Xb16Gjeun8OtW+dx6zYrT+PmrRO4efs47t47iUcPznJw/tps+zHhmeD84uk1vHpGgH55C+/Ys82E5U/smeaufODw/ACfOx/RxZ7g/PE+XeAfcMNUfOyksGVfHuPjl6d4T5B+z3rWZsNQfWE9ab/Gl09v8IWg/LVX7U+qXkFZZyefvnz4Xb58/gASOt2VvP8+tIyt+0I3Hl/+qZur/1zp3tyPzXevxfhx257875PuP+PuP3/1OvV0T3ryPzYMhKxPCtYD9I9DCarz4z70+8n2+TE/jN//07DX4DrN6r6vaj/1v4nuwzXRPwu6bqifI2b/LlTHUT8OxMJ6olY/GsS2YTtwwzrRAdgsnRZ3aaJNuHmw41H56SP9W6N8+cRejI5P5Wf2b4/7Yy8djyH5A6H4w2t6DZZXBORndP1kwzk+JiTfJyTfxbsPtwnKtwnJN/Di1Xk8e3kcj58fJSQfxoMnh3D34X7cvLsHV25sw7lL63Hy7GocPrEUew/SPeTuGdi4dSpWrh2JBUtbMHtBPSZPL8fIcSIMas9HY2smqhvSoKyOh0gaidzCAKRm8pCU6oGEFA9ExxF+Q10RGOQMgZ8deD5WhF8rwq8FXN3N4OxqAkdnY9g7GhCADeDgbETLzAjFbMgoK7h62MLN044rnV1taL0l16mXnSPr3MsKNvYWsLbr6tiLja9sZQ5rS1pubQM2jJSlNatBZjXHZqraYysKYdnYwoiLqYUxzK2MYUGQtjSjY7Bm2KYEbBPCNUU9JrN+15BS+gYG0NM3wEB9fQzUM4COnj60dHXRt39/9OnXDxra2uhL6aOlid4avdCLgNxH41eusy8trd7oR4jW1u6D/v37QEenD9cM28hQi16zP2ysdOFgqwdne314u5nAn2eBEF8bRAbZIy7MGanR7siJ90JxsjdE6XT/mxMMZUEYKooiUFkaRdCNQ4M0mZKKBlk6GuTpaFRkqKIkIFeJ0VgpQWOFiEoR6iuFqFEWo0JagEppISrEJVCISillkAsJy8VigrIYRfkK5OWVIzu7HBlZ5UhJr0JCKntuuR6RCY0ITRiEkPihCIodhoC4EfCLGQFBzGgIEn6DT8Js+MTP+dbJV9IK+BCW2fBRvMRt8EomLKfsJzwfITgfJ7yegnfWRXhlX4F39jX45NwAP+8WBLl3uSbYgtyHXIddfnkMzc8RUvia8oZg/AaBRW8Iy28Jy5RSSjHNF7xEIGueXcDyFEGs+TZh2T/7PkFQVcPsk06vkXaDzuMKeMn02olnCMfH4BF3GJ6xBOWYHfCM3gz3qHXwiFxNWQXPqMXwjp+JwMzfECeah6yaZSgdtArKEWtRM24dmgjMrdPWYTCldcpK1I9fTLCeh6qR81DeQWhuXwLpkAWQDZ4DyaBpEDVOhLB2NAoqhiNN2IKorCr4x0nhFSaCi38x7HzyCY35hMZCLlaeBGbPEth4iSjsmV8RIZOgrK6NZajsiiXDprcSljxWUnjl3LwVW8bmfRSwIUDbB1fDMawGzhG1cI6sgWNcJSG6HC6JCngmKSGgMpgSFS9DQrwCaYlyZMTJkE3nmRMvR168EgWJFSiNUUAcKkVZiASlQRIUBYlREChBbpAC6UHliA9Q0O+1Et4EdxefCkJ8Ocy9FDDzUBL0Ke4sDNMMwzKYurBetuUE5wp673Tu3DYKbpm5G2vqLaf3zeZVYfMM0Ma0nzEh3IRNU8nGguaGs3JW9cpt5iCCtb0QDo70GTM80+fm7S7BX3atnUPYnYW9G2Zj/8bZOLBxFmUmZToObpyGAxumYN+6CdhDKN65kqC8vAPblrVjPWF43YIWbFjYii1Lh2LHyg7sXjMSe9aOoIzEztXDsZXQu3Z+PZZOK8fc8WWYNboYM4YVYVpbLqa25lCyMak5HZPoi3VWRxGWTJJhyUQp5o4pwfSOPEwZSuuHZGJyezahNBb1wgCI092RF21LsYMw2ZNQ6Y8GYSQGs/Hk6jMxoSUXE+nYY+m4o+nLergyBe3SFAwWJ6KFNUcpjkZbGetSPxntsiQuQ6XxaCwKgyLdB8I4VxRHO9EP0A5pPuZI8jRBgocREj0NkB1oCXkqD0Ok0YT+HMzoKMFv7XmYNDgb00bkYfaYIswfV4z5o4sIyRlokwQSzB0hSrSm0oEQ7Yt2RSi3vL7IG+VZLqgt8EK7MgzD2XKRAE0l3hgk8sOoyhhMacnEzKH0eQ2m47Ha6uEKLJnQgGWTWzB9WAUGK7NRXZyI2tIkDCrPwYTBciya0oYtSybTz3Me9m1cQOV8+vnOxYYlU7B4+gjMmzQUC34bgYWzJmDBvKlc5s+dhIXzpmDl8tlgQ4vt2rkaOykHD2zCiePbwZp1X750GNcJy7fvnMS9e2dw5/YpQvIZ3Lp5FjdvnMNNgvPVK6dxhSDOap3v3zuP+/fP4N79U3hwn/ah/e7T9o/vX8CzR1fw6vkNvH5+kwCtwjOD87vXd/D+9d2vPWqretV+gE/vH+Hj+wd49+4ed6H/RGD+8uUJV37gIE3rPzM0vyBIv6K8JQi/pZuON3Rn8ZbyR3immxa66VGFbmTYWJV040IvqAJzF5q7pwfPP48aTmo8fbuB7Pms/ndO959x95+/ep16uic9+R8bBtrukKX8DsE/7kO/n9y2PyK4K3+GaA7PbDtWqsPWsd97li44qwysyu/GRlbl97XDDMzs3FjP1gzVH2meduYATcftZAdmeKb30EnbE5JB24LO4QtdszpZzfH7l3j/7gXev3+Ot++e4O3bR1Q+pPlHBOX7eP3mFl6xTrteX8GT5+fwkOuw6yhus2eRbxOQb27BpRtrcO7yCpw8t4SQPB97Ds7Att2TsXbTaCxeMRjzFrVg2qw6jJ+sRMdoIdraC1BP910VtfGQV8RAKAlFXlEA0rK8kZjqSUB2QVikA4LD7OEfYAO+rxUh2QJe3hZwJyQ7OpvTDao5QdeIMGsAc0tdmJrrwsR8AIxM+sPQuB/0DDShT4g0NNaGqZkubWMACxtTWNma0X6sB2zW47U5LKxNVNilksXMkgHYkI5nSMczgJmZESzMLGBhzp5TtqQQnC3MYEhwNjA3hgHB2dCSStrWkPYxopjSPubmJrAyt1Dh2ZjQbGQMI0KyoZ4h9LlesfWhN1APugN0MUBHF/11WM/YOujXfwD6DRyIvjTfh9Cs0Z/huR96a2oQnH/l8KzR91cOzv21NWh/ep8D6X0aaNF56hD0deFoZwgPFxMICMuBAmuE+tkhLtQZyZFsGCkP5CTyUJjqA1GWH+S5dO/JesfOD0FNSTTqhLGoEyWiQZJCWM5Ac3kWmsrz0FRRiKbKYjRXl6ClVoiWOilammrQ2FCLhtpK1NaWo6pKBoVSBLGkBGVlpRAKS1FcLEJRkRSFBYShXCmysuT0My5HXGoVYlKqEJVUjbCEWoTGNhKW2xCY0AH/+DHwi5sIQRxhOW46fGJngRc7n4C8Ct5JG+CTtAn85K3gp+yk7IZP6j54Jx8EL+UI5Ti8U7vGW06/CJ/MK4Tlu/DJe6gKYdkn9xEhWhX/vGeqmmZKUOFLhBa+QiihObToLeH4FS1/haCil1wC858jMPcx/Gk/BuaAnLvwy75NaCYsZ1yDdxoBPeUincN5Op9zhOZT8Eo4Co/YA3CP2UnZCrfIdXCPWAG3sMVwDZ0Ht5DZcA+ZCbfQqXCPHgWftA6EF09ASvkMFDTNh4RQXD5qGeomrkDz1JVombIcjRMXo3bMHFR1TEd5+3TIhxKYB8+HuHUWylqmQtw8AaKGkSitHYb88kFIKa1FRIYCvrESeIVL4RwggY2PEBaexZQiWHqVcLHiCWHlJYY1j9XMqtDMamMZPFUALSdUsl6sy2HFOubyISz/EAvCM4u1oAL2AQTmoDo4BzdQ6gnSVXCIVMAlSgGvaAUCopWIiJIjIUKGtEgZsii5dH554RIU0LIC2rYkqhxlEUrIQ+SQBUohpnMX+ZWhxF+CwgAZcgKVSCY8hxOe+QIl3Oh17QjRbLgqMw9KNwSr3sO3/NlyBmYOzS4M2zKYOEu/i7GThIuRIwGaYuhQBhOCs5WDEHaEaWfCs5u7GF70Of6FNb0+SDm6dT6ObJ2HI9vmcp1bHdkyCyd2zsKxbdNxeBMD9DjC8wgOzpsXt2HTIkIzlTuXt2P/2lE4snkCjm+bhGNbJ+DghlHYvWoYNi9qxvJpFYRKISYThCe0pGJ8UxomUqa0ZuC3wQRoyrSheZg7sgRzCNezRhZi+vA8TCUwT27PwqShmZRsdNQmoFEUirJUd2SFWyEtyJxKOxTGuiIvygn5UY4oiHHkUJ0dYYmMMDOKORL5xojzNEKU60CE2vdDsF1fhDpoIdJFB6m+JigIt4eIwFwaS2AOs0JOqCXyw20goy+iupxgDBUlYKQiFUPEcajPC0JlpgBt4iiMa2C1xDkYWZeEVlkYWuUhGFIegSlDsrBkvBhrp1dhw6xqrJgsw5yOAu557DF0URlXn4hpbRmYNSyHMJzLZSa917lUzhqShpHloajMcEZ2sCFiPDQQ6vgrAm1+QZBdH0S56SEn3AkNpbGY3VGBHYvHY92c4ZjSLkNbeQYqCiO5Jjk1wng0SlPRVpGDITUFaCZkVwqTUJIZhqx4Pn3ZeiIh3AspMX7ISw1HfnoEspOCkR7vh6zEAOSkBqMoOwJKUQoaK/MwpEmEMcPKMW18ExbM6sCqFVOxc9sinDm5HbevncTDuxcpl/Do3iU8ZKH5+7fP4t7t0zR9mrB8gZB8hWui/fbZTbx5cQtvKe+5nrTvcDXN+PAIX94/xGdWy0xQZtNfPj6m6af4+PYJIfoxOt/R/IenZFjCMm3X+fER3UGw550pnS/pxoGN1fzua9OzLwRlFg7MXVE/w8xudrhhNLrQ/Inubj5SPrEbGlr+hW5Iviu/C7vR+fFG7D931HBS40mNqh5A/e+d7j/j7j9/9Tr1dE968j82anj+LD/bXh1az0H5x31Y/tHvL/td/zGcaTk0s3yFc1fYNr//XlRN09rv8gUqoHeyaxdds9j17RPrsIvyhf1xGOwPwq9onnWUyTrNVNckP+R6tX795g5evrqJ5y+u4emzq3jy7BIeP72AB4/O4NbdY7h55zBu3NqHi1e24dTZtThyYgX2HVqIHXtmYdO2yVi1biSWrBiKOQuaMJnuZ0aNk2DI8CI0tmajuj4NyqoklEmjUVgaiux8f6RmeiMuyR2R0U6EZEcEhdrCN4AB2QyePFO4uBkQjgfCwUEfdnb6sLbRh6XVQAIpAdlkAKFYG/oG2tDV08QAXQ2CJ0GSZUCfr/OsQ6z+OuwZ377ctgZGAwjSA2FsSiC2MP4aEzNCMsXUnNBMYdNsGxYjE316PQOYGNN2FGNTEy7s+WQDir6p4ddSz1gf+hRDY9YjNu1vTJA2JDAbEKz1aTsGZsKynu7Arl6xdaAzQJvOsx/6aWtBU4t19qUBDUJybyp/1eiNXhq9CM29aVkvrodsjb5/h46OBh2jLx23H8xNCMsWA2FvrQ8newPw3C3A97JCgMAeEUEuiIvwRHKsD92vCZCT5IuCFD+6twtEWVYQpDlBUBSGobKE1TDHo0GcimZZJlrLcyn5aKsuxuBaEdpqKHUSDK5XYGhzJYYNqkHH4HoMH9qE9qFtaGtrQ0tzE+oJ0RVVVZDIpSgVlaGgSIicPCEyssuQlilFChtvOVWOmEQlwuOqEBJXS2lAcFwTAmNa4R89FL6sZ+z48fCNnwpB/CzwE+bBJ3ERZTkHZ37KFsouCFL3QJC2H75ph+GbfhSCjBNcDTM/4yzlPASZrDn2dYLtDfiy3qwJy4K8J1y4YaMKniOAsMwSSigOK36JkKIXCClUJZQQHcawnPcYAbRvAPf88gM63l2C8i3KdfgSlgUZlyFIv0B4P0tgPgXPpBMqLCfsh0f8brjF7IBb9GY4h6+DU9hKyhI4hswlUM6AQ+BUOAZMhIPfODj5j4Gj/wg4hw6mfdsQlDMCCeKJyKmZjtKWOZC1z0PN2MWE5qVomrgI9WPnorrjN5QPnQR520TIB02FpPU3iBoJzfWjUUZwFtcPQ1n9UBRXtCJDVIuYHCWCk2XgE1rdgmWw8xXD0ruUwFysQjMH5zKCs4Qig5WnjADNoqBp1ry5UtU826uaa6L9Z3g258m5aWvfCtj6VcHOv4aDtH1AOewDxXAJksA7WEL/7qWIpiRTMik5IRLks1rloDKudrk4RIbSEFbrLIc8mPBMWBb7iwnPEhT7iVHoJ0U24TmFEumvhJ9AAQ9BORwJ0Oz8zLnetum8PFRl92kGZIZgNZLViGbr1et+BPKPYWBWx8BeBCPCswXB2dqF9bxdBmcPMdw8xfjLsZ0LcGzHAhzdTmjeNgsHN0/H/o1TsW/9JOxfP4HKcdi9ejR2rOjAtqVDCMyt2LiwBduXDsbu5UNxYO0IHN00Dsc2j8chQvO+1cMI1IOxeUEjVvymxLwxpYThfEwlAP9Gmd1RiHkjS7FwLOupWoZlkxVYNkWJ5VPLsXJ6BWFbiSVT5Vg4SYLZY0swmZA5poVQWZ+KoRUJaBCGQZ4tQEmSJ/LZOHRRzsgMc0BKkBVivA0R6NQXApu/gW/7NwQ4EDwdNBBMWGYJstdEoK0GAu00EELLGUiDHfoQUPvSul4IsP2F8nda/wsinLWQ6WeKqgwBRsiTMLkhB1OacjG5MRtja1IwsTETs9uLMGNoAUbVJtJ5BUKe6cH1Bl5XFIg2SQRG1yZhalsO5owo4d7vgjFCLBpfhuVTZBQplk0SY/lkMVZNlWHr3BrsXdyE3QsbsHqyFBPrk1Cb48U9Zx3r2Z/Q3wtBtn3AM/kr3A3/BSGOOoR8Z7RIEjG+tRgTBwsxZZgY4waVYHBFBqqF0RBm+CMn3hNZse7ITvBGXrIAqVGuCKELmcBZD0EexojxtUVKmAvSItyQGOKAaF9LihWSQxyRG+8FYaY/JDkhEGUHoCTNFzmJPshIEiA/KwSS0gQ015Vi9m8d2LttJc4e24VLp/fjxsWjuHv9FO7dOIW7147h9pWjlGM0TdAmVD+6d4FQfR6P7rCcw9N7F7lnoFleP7mG9y9uc6BmeMbn13TX8Q74SDcMH14QpgnKH57h88dnQOdzWvYMn97RjcO7F7Q9gbmTbjhY07dOVlNMNxy/w/MH7q/57IaFQVkVhuYv6KSw8scbIraeNYVjaFbn242P+ubnH91o/e+dHjz/50z3n3EPnnvyvy7q7+Cf5Wfbq/Oz7bvnZ/uw0KWpC8h/lq9w7ppntdJcZ1wU1b8dhnSGZPbHXHZtYn/cVfe/8Ybg/AYfOl/hw8dHePfhDt6+Y02rb9H8HVrOmlrfwuu31/D81SU8fXGecg5PntM19gldfx8ew517RwjJB3D1+j5cuLSdkLwRh4+twp79i7B1x2xs2DwFK9aMxYIlQzFjThMmTmVIlhKSSwnJuYTkTMjKE1EqjkJeYTCByZewxEN8khei6P4rNMIBQSG28Au0go+vBTy9zeHmwZpTm8LRyZCQbABraz1YWA5UxUIfpqa6BFAd6Ov1x8CB/TCgvzbhkXWapeosq5+2qrMsrX69upW9uM6zWNh61rmWLu3LeqjWM2CA1uOArMazGszd8dwd0OrhoYyM9GhfhmN9GNBy/a7o0fqBtGwgrdczYENIsc6+VGMv99fRhU7/AYTkAYTlAYRmVQYQmtn5s+bWrAZZk3Dct++v0NDoGkqK0KzZtxe0+/XBAB1NQrcW4VsLxobasKbPxt5GDy72RvB0MQefZ40Avi1C/OwRHebOgTkxmsCcQPdgKYEoyAhFUWYoRDnhkORHQl4YTWiOhrIokuAcjRpRIhoVeWipJCwTlIfUSdHeoMDwliqMaKvHsNY6DB/UgJFDB2HUsKEYM2IExo4ZhbFjx2DkqDFoHz4KrYOHoa5pMJTVjRDJqpBfWo60HBkSMmSISVEgMqkSEQk1CIurQVBMPQLjBiMwfhhlFAITxiAwcQL8E6bCL2Em/BLnwS9pCXyTV0KQsp6AvImAvI17dlmQdgj8tGPgp58gvJ4ivJ6FX9YFwuwlrsMv/5ybhNy78M+7R+BlvWI/hB8bSznnGXzzXiIg7xUCC18hpPgNwkrfIoISXvKa8MzQzHrMfsI1ww4iLAfTvoEEb/9sOmbmNfhlXiWYX6TXP0fncYYQfxI+ycfgk3QYPMKyV/weeMTuhFvsdrhErYFz5FI4RSyGQ+h82AfNgl3gdMLjZNgFjIO93xjY+Y0gwA6DnWAoHFj82uAY3AiPmGYEZLQjpngMMpSTUdwwHZK2WageOY/QPA+NY+agbsR0VA5laB4DWcsoKFrGQdo0FmV1HZR2SAnNsobBkDe0QVzTikJ5E1KKqxGVVUmfdyV4EUqCu5SrfebiLe4KLePCmjRTPBVUsmeaWVPoatj51MDOuxa2PoRofiWs+ewZ5+9jySOk8giiXJNuArQPW07wpnV2fBkcfURw54shIACH0znEB8mQQZjPC5KiIECF4lICspBKUSBhOVAOabACMtpOymqe/SUo4fAsITyrap5TgyoQ7V+OAL9yeBHYnXzp3Oh1Lem8rb2q6H2ommczHHevTf6z/Fir3D1qVHePkZOYyjKYu5TBiuBs6y6CgzsB2ovwvH/jbxyW926YjN3rJmAnfZFuXzkS25YPx4YFgyitlBZKEzbNp3BlI7YvJkCz55GXtHLTG+bWYSmhb+7oIgJzCRaME3Ll3NHFmD2yEDM78rksIzCvmVaFdbNqsWleI7axZt+E8XVz67FsKmF7XBmBOY8Dc0d9Itoq2NhyoShNdUV2tB2Sg8y43rGDXHTga68FgW1f+Dv0p3ldhLrrIZKnj1iBIZKDzZAVaYvCWBcICdrSdD7kGb6QpvFRlkwoTHRHYYwjskItkexnhHgfPcT56CLWewCivfojzkMHSTxdpPENkOFrhNxACxRF2BBmbSBJckZltjfaxOGY1JSJme2FmDY4H5PpYjNISl9chUGopVQXBKCqwJ9Kf1TlC9AkCsaoukT6HAqwcLwIs0cVYuKgFIytj8fIighMqInBrMEZmN+Rh7nteZgxKAvTWrIwsSGd1iehtTQCijQf5IbaIspVF3zzX8Az/xsCnDQR72+KggQ3KPKDMEiRjPFtpfQZFqGZpmV5wciO80BqhBOyCdNlOcGQZAWiNJk+ixRfyLOCUJkfBllWAApi3ZAZZoeMUDvkRDqgLJ2HVlk8JrQWYOZIGaZ0SNHRWoI6ZTpyU/0QKrBBgKc5ogKckZ8ShmpJLjqayzFn8nCsWjAVG5fPxOZVs7Bu2XSsWDAFKylL507EktkTsGL+FGxaNRfb1y3CtrULuGxftxA7NyzB7s3LsGfzchzbsxlXTh7FnQtn8OrhbXS+foLP754SnF/SHQnBmm4saCGh+Q2VBGa6KaG7DtWdSud7Lt07/vrWa7bqJoiDMwMy7cLCWsR1fumWruWqqEH9/Y2Uukb6x+X/mdKD5/+c6f4z7sFzT/5zhH7HuzD8u7DrBJUsbP4TXUDU6fxI/1bYdeKLCssqNDMwE5S/vMPHT4Tkzhf4yOU5zT/D+84nePfxId68v4FXb88Tks/g2avTeP76NFc+fn4cD54cxu37+3Dt5g5curYZ59nQT+fY2MiLse/gfOzYMxsbt0wlJI8hJLdj+qwmbtin4SMlBKRCAlIWyquTIJZHobA0BNn5fkjL8kViCh8x8V6IiHIjJDsjMNgevv624AusuKbWrm4mBGQD2DkMhI3tAFha6RCOdWFmrkdAHghjIx0Y6BNuGZAHaGKgbn/C4kBu7GJtLS1oseGX+rKyH7Q0NQnIfQjHqh6m+3KlqgOtvqyGtgugGtxYxipUs462+hNCBwzU/g7QXNNsM1UNs7qm+XehbY0MCPFGutA3VEXPWBcDTQZy0SU0DzCikrbRHUjLdFXRHTCQG2tZu39/9OtP562tRWDuy0WL0MydX9+/0/uiaP6d3tcvBOm/oX+/v0NPVxPG+tqwNNGFnYUhnGxM4O5kBp6rBfgeVvAjMAfz7RAR6ITYcDckRNE9W6w38tKCkZ8RgoLMMJTkREKYFw1xfiykBbFQliSiQpiE6rIkVIlYElFL03XSDDRVCNFaI0dbfQWGNFajvbUBI4a2YVTHUMpwjBoxEmNGjcW4MRMxdtwUTJj4G8ZPmoFR46ehfdRktLSPR23rKMhr2lEsG4QsYTPis+oRmdqAkKQmAlsrAuKHwj9uOAQxI+EfPwX+iTMQkDgH/knzEZCyGP4pK+Cftgb+qRup3A6/9D3wyziAgMzDBOTjlNNcrTIb2olPEWRfgS+rWc6+RTi+g6ACQm+BeogoVTPsgAICc8ErBBe8Ixy/RyhXvqXyjap5NnvGueAJQvIZlu8jmOAdlHMLAVnXCbBX4Z9xiUoCetpJgvxxAvMRwvIBeCftIzDvhFfcNnjGboZH9Hp4RK2GW8RKuEYsJTDPhH3oRNgHTyA0jyMwj4Gt/0jY+g2DvX874XkwwbkV9oJmOPg2EZ6p9GuAU1AtPCPr6bMYhKj8DqRJxiK/ehJETVOgHDwN1cOmoWb4VFQTnJWtYyBtHE5IboeysQOKBpquHQxZXQsU9S1Q1jdT2QxpTSNKFPXILK1BXG4VQlKq4B1FeCag2vHLCO8SDrWqKAjOMtj6yKlUwJZXTmhmHYGx/IBnWvazWBNYLdlQUZ6EaPZsNJtmnXIRqu08JXDxFIHHEyOAL0W0rxwp/grkBChQGCBHqZ8UQoEYYl8ppL6EZT855LROFqwkQDNIyyCibUp8xSiiFNB2bN90hmeCc2A3PNvyWfNyVW2zOqxGWZ0fm2WrEWzooAKzsZOq5tnIUYVotpyFLeuObHVUx5Nyz4hbu4spZbCnOHmVsWeexxKYx2DnqlEE5hHYvLQdGxa1Yf38FqyZ00CpwzrK+nl12DC/HhvnN2DTQlbWEIDLsWKKFAvHlmLW8FxMak7hOssaU0fYakrBb4MzaXkeJR8z2nMxfWg21zx7yQQplk9RYgWrbZ5WgSWTFZg5gj0/XICRDSmoFQWhLNMdBYn2yIiyQFKwMSIItkGu2uDb94GHxd/havo3uJr8HW6mvxCidQjOhoRmc0KzDTfcVE6MEwoJk0VxbgRlT66zMEWmHyFaABHhuSTRjeDowaU0yRUlCc60zBnCZFeIUtxQnslDTa4PqrJ4ECfQsSKskRVojHgvbUQ49UaA9V+5xHpoozDSGnUE5TG1afSeizBlUBGBOIfrWbtZFIH6khA00EWpURhCqPYlXAvQJg/FuKZkjGtOwrDycAwq88NgkT8Gl/mjjcrWEnUCMbKcPtOqZAyXx2EEHbNDkYjKDD+k8I3hYfx/w6b/f4HtgP8v7Ab+V7iY/Av8HLQQ5WOM/HgPlBeEQ0kRZQYgO8YdyaEOSA13QkmyDypz6byKo+n1M7iev8fW5dM5p6CuKJw+Mw8k+xkjxEkDoS6aSKHpojgnVBWHYnhjHia0SzBpOH0x1+ShOD0QUb524NnpwsGkL1zNdWjaEKE8Qni0P6R57Ms8H8MJ1QunjcYuwvGJfZtw+uBWnD6wmSvPHt5G01twfO9GHNmxBvu2rMCejUuxZ8MybF+5GOsWzKTMoN/Nmdi5eiEuHNmOp7fP4e3TW/j8ltVQMzy/BT5Q+Y7Kjyo4c/n0jnD9visf6KaGPRv2Y82CCsYMyR8JzR+6wqbVkGbT3xD97WaqB889eP7Pmu4/4x489+R/XVTf3z9P9+3U3/vq/Lhv923V+f0+rCb5+9DvPl0cWOderLOuT52qDsA6P77jou7VWtVh10sOyB8+Eo67erR+9/4B3r67jzfv7lBu49Wbm3j+8hqePmdNrc8RkI/h3qP9uHF3F9dh18Wrm3DmwlqcOLOCQ/KeA3OwZccUrN00hpA8AguWtmLa7BqMp3urjtFitA4pQm1DJpSVhGRZNIqF4cjJD0Rqhg8SUjwRHe+KiGhHBIepapH5Akt48Szh5mEOZxcTLo5ORlxnXWwYJFtbfZibD4CxiTYBtB8MjbRgYKAFPT0t6OpqEzIJzDpa0CFg9tfWhHY/ilY/ijb6aWoTmPurojGAokPY7EfwZOMXE5T7/MqFTXPp2/vbNBuqieY1NVntrmocZNZjtQ7BXI+ga2DUVYtM+NVnQ0NR+X3YOorhQBga6HBNvwcSaAfoaaM/RcegPwbQcm02TyjXZr1j96NpOm+drrAm2Vr0mpr9+hLyWZNswr4m6xmbQfkX2v4X6Or8Cr2BvWCgzzr66gsz+nxszQfC2doIHg7m8HG1hp+nLYIFjoRlZ8SFEpYj6P4s2gNp8d7ISuYjP80XRRlBkOTHQEJQlhbGQVaUAEVxEpQsJcmQl1BZmoJyURohOhWVpWkE6HRUSXJQU16GumolGuuq0NJUj8GDWtAxfDhGjx6L8eMnYez4qRgzfjrGTJxJmYWxk2ZjzKS56JgwD4NHz0LTsBmobp0KSc1E5CvGIk04BlHZIxCSOoqQPBa+CRPhmzgNgiTWFHsuBInLaXoNfJPXwTdlE+F0K4F5F2F5H/wZljOPQ5B5GoKs84TjS4RjgnLOdZq+A0HOPZqmcDXLj+DPDSH1DMElr7mOvYJYp15FbwnQ7xBAUA4seIuwog8IY3jOf0NAJlhnP4V/1gN6rdsIyr6NYAJzSN4NhOZdp/WXCezn6HxOwZd1Opa8Fz6Ju8AjKHsRlD1jNhCY18E9egVheQncwhfCJXQunEJmwiFoOmUybAMIygGDCcyq2Pm3wc5vEKWF8Myg3AR733o4fg3B2a8Ozv5VcA+thm98I8Iy25BQ1I4s6UgUVY6CuH4sFM1jCc2jUN7SAWnDUEhq2+gzHwR5XSuUdYTl6gYoa+pRXltHqYG8phqSymqUyKqQJaxCYl4lItLp+HEVcAmS0jlIKApCvCp2fAIuhXW4ZceGfWK1xQRlFoZndbNtBmRr1rP2H8SK0M3gbO5BoHSXcSVr/m3nLoWrWxm8PcoQ4C1FJJ/wTIDO8SM8E5SFAjlEhOoygryYpqV0blJ/gnMgJUgOcQDDs4TwLPkOz2kB5YjxUyKI3gNPUA4Xip2PAhYeDLYMu1IOtqyzMNbhGXuGm5UmzgzDDMtlXRERkEXcNNuHxcRZwoVtx8L2+f547FjsmXDW7FsGK3qP1q4S2LgSnt1EcGLNtg9umYT9m8Zhz7oxXKdfGxe3Ye3cJqyaVUupwWr6Al4zqwprZlZyWT2rAqtnKrF0kgjzRxdgxtAMQnMSxtfHEx5jMao6msJKAl+N6hnfCY3Jqmec27IxsSUDU9izztx0JsY2pWNoRSyqC/1RluGBggRHwq8FIdgUiUHGiBYMRLC7FgJd+yHQTYfKAQhwGQB/Z134Ogyk6MLfUY/mB8LfSRd+Tjo03R8hngMRzZ539jXlhqnKCrNDToQDssPtVYmwRU6kHQriHAjNLiiKd0J+jB0XhmgRRZnhRoD2RjWlLt+XizKdzjHcCsk+eogiVAbZ/B2+5v8Cf+u/Idq9P4pinDl8jqnLwazhUsweLsHk1gKMqknH8EqCb1UiRlQnoL0iBm2yUDQQlOtKBKjJ80JNjicaC/gEZj8Ozk0E7docen0CvDLNA0LCqzDWEdIkd1Sk+9ByP4iTvZERYocQ+kzcjP4f2Or8n7DR+W+w0/2/4GTwV7ia/AovS00EOOkhgmeBKL41V4Z7GCHcTQ8xXkZIDbBGSbwXwT4SwyrSMb6pkM65GKPrstEkioaQXi810AzR3gMR7jkAkQJDpITbojRNwPXgqCwMp+kAZEZ5ItbXHgI7A1j2/3+g+9f/ggF//f/AqPf/Dza6vSFwMkNuQgg6GhVYv2garhzbifdPbgDvCb/vHpFWqWRjOL99iM7X99D58i4+PL2JV7fP48H5w7h4cDP9js7E/AmDMWtsI5bPGsl1inbt1C68vHcRH5/dwqcX94G3rEk3AfozwZnLOxKvqhm3Kt93/qWGNCu/4rkbolmpTg+ef54ePP/nTPefcQ+ee/K/LvQ1/9P8COLuNb/q72y2jXo71bXgu/yuYzD2x9cfw64n7+n3/x393jMgP+fC9Wr98WlXnhCQ73Gddb18fR0vX10jIF/GsxeX8PQZexb5NO7eP4Zbdw/j+q19uHR1B86c34iTZ9bh2KmVOHRsEXbvn01Inoo1G8Zh8fJhmLeoDVNn1GL0eCnaR5SgZUgu6pszUF4dD6EkDIWlwRySU+h+ITbBHVGxLghnQz9FOCIgyBbefNXzyO6exnBzN4GLqyEhWR+27Jlk1mkXgc/YuD8XIyNtGBr2J3T2hz7hktUms86tWBNkhmU9wqZOf01oafZGPwZbLYKtVhec+6lqmvv26cvVNGtr9SdEE5r7aKP3r5ro3asPgbk3evdmYxr/il69fvk63bt3r27T3ULbMFir8TxQn9Ugq9CsZzCQC3tW+WcxMBpIcKZ9CPs6unSeA+i8uGiiny7BWEcDWgTzvpoa6KtBUO/TB/160zIqOcxzWCbIdzUlZ83KtbUJzHqEZYO+MDXuBysLHa4ptqO9AVwdjcF3s0aglwNC+c4I93NFdJA7gdkTqbF8ZCcHIDc1EPkZASjJCoYoNwTi/DCuSba0gNBcEA95YQKURclQlKQSnNOoTKdkQCnMIjznolyYQ8lFhSgP5dJiKBQSlFeWo5rAVdfYiJa2IRjaMQodYydj3JQ5GDNlLkZNno9RkxZgBKVj4kIMn7QYQ8YvR8uYxagbthDlgxZAVDsP2YrZSBbNRlj2dASkE5aT58EneTF8UleCn7oOPoRlQcpOyj6aPwBB+iH4ZhwlMJ8iMJ+Fb+Z5QvMV+GRdo9yET84d8LPvUR7AL4/Qm/+cwmqUCcFFr7kesVlCSt9zCS75wCWw6J0qDNC5rxCc/RxBWY8RmElozrgD//TrBOQrNH8ZoQT0iPyLiCy4gPD8MwTqY3Tu+wn428CPXw9e7Bp4RK2AO2HZPWIhZT5cQ2fCJWQKnIMnwTFgHBz8R3NNsW392mHj20xlA803EJYbuTgENMGRSkda5sCBuQ4OglouTjTvQnh2IPQ5B5bDJ7IWQUmNiMpuRmpxG3IkQ1BcMRRlNQTmuiGUQRBXN0NU2YSyigbIKuugqKqGorIKyqoqlNdU0LwCknICp1JJeK5EjqgSqUU1iMupR0hKHXyiqui1lHQuLBWE53IurLMtOx+a51fS+VRRyWqcCc0EZ/bcs5Un4Zh1GEZA/lkYnlkNNKv1VeOZhUHWxk0CZzcxvNzF8PWSIsxHhgQCdKZAhnyCbxGlmOBcQoAW0rSQzk3kV0FoLidAK36K51x/hmclV4sdSMfi8RVwodh5s17B1chlEGYIZvhlza7VUBZyYdMsbDkL21bds7h6f/Uxuke9XL2tFSHahkpbWseGq3J2EcOFDVW1d/1o7F7bgR2rhmHL0jasm09wJjAvn1mBZb/JsXJ6OVbR9HKaXjCuBDM6cjC5LY1wlYxpQ9Ixc1gWZrRnYnJzMsbWxWNEZRQ37vHYukTCNCFREYl2eSRGVsVjdE0SgSyFw3JdSSDk2Tyuprcgzh5ZUTZICTFDIqvdDTCimBCezRAfaIoYf1bzbIRQHsXLGMEexoRoI4KyAQQO+vCxGwgvG8KjuRZczPpQ2RueNn3Bt++HEPeBiPExRnKQNTLC7JFJF43sKEfkEnIL6WJSnEQoTfWCKI3HNVEWZ/IgzfJGWYorJCkuUBDoxckuKI11QHGMPYSE7OIYB+SFWyMryBzpAaZcx2PJfCMksCbjXqz5twkyQ+25Wu5WSRxG1WdhQnMeRtamoqM6GeOasjBxUDYtT0F7ZSyG04WugzA9VBKOQcJgNBX7oz5fgEpCsyTRiWsmrkhzJ7h7oSzeGbn0uml8faT6GCDD3wqZQU5ID3RCHOuF0XYAvEw14GnaF+5GveFq2AuuRhpw1PsVDhR3My34OxohjpCbEuyEWIEVQtwMCbzaENhr07Q+YuiCmhfnjqriSLTIkzGkMgPDa7MxpCINVSX0hZ4tgCzHD+UFIagtjUStMAoVBWEQZ7Cm4P4oSQpAVqQ3onk24NsMpNfvC0eDPrA37ANnEy340MUkxtcJ0tw4TB/ZhG2rZuPacQbpa+h8fgNPb5zCw6vH8Oz6KTy/cRzPrh3G08v78fjSHtw/txUXD6zA/g3T6fd1DLYuH48Dm2bj+M4lOL5rGU7tX8sN2XXn0nE8vnMFH16wTsieE8pfknoJ1F8Iz3QzRLqmfFKVX29+2A3VJ3TSTRR79vkjSfntuw/42Ek3VQRn9Q3Whw8f6MaI7c+WqdBAB+Wme9KTnvSkJ/9z0/0/9nX85Yt63Sf6Zmah72mWL51U0vc96PueEKweHupb79cM17SO24ZBmXUuSSgGyzsun76wZ5Ff0L6sky7Kp2f49JkN/fSYqz1+9+Ee3r2/jTfvbuL12+t49eYaXry+Qki+gEdPT3PPIt++dxg3brOm1rtx+Sob+mkzTp9fh6MnVZ12bds9Axu2TORqkRctG4pZ85oxeVodxk6oxNDhYjQ056OyJgOKihQIxTHILw7lkJyW6YOEZDb0kzMiY5wQGGIDgZ8VfAQW8PAyhau7ERyd9WHvoEdAHggra11YWrJOuwbA1HRAF5L7QV9fFQbigYRJ3QFaHJJZbTIba7ifFmGSAVmTAbkLyVr9uGVarFk1wZI93/stBM4+vdCH0NunF5W9enPp/Wsv9PqFsEz59dffpxdty8pffvnla1TLGZ5Zc+4+BFjCrTZBfgCBfqAOdPUGfIU0q2XWN1RBmi1jtdOqaR0M0NWEDoFZm6Cs2Z/wTgDmQhhW1Sazmu5fodHrb+j7698IzwRk7r38SlDuDV1CN6tpNzDoBxMTHVjSZ8ieXWa9Yrs5m8LTzRzenhbw9bFBiJ8jYoI8kRDqjZRIX6TFBCAzIRA5yUHISw1BcVYkirMjUJobAVFeJMoIzeKCSEgKYyEtSoG8KJ3ATEgmICspitI8yIWU0gIqiyGliIsLISwqhKioCGVCESTKckgqKyGrqUNFUzNqB7ejafgYtI6ajGET56B94ny0E5aHTVmO9ikr0DZxGVrGLUfz2HWoH7UB1cPXQTF4PUob1yG7Yg2SJGsQlr8KgdkbCMNb4JOxDd6Zu+GTSVjOPEZgPg1B2lmavgC/rEvwz7mGgNxb8M+7A0H2bfBz7kGQ9xC++U/gW/gcAUWvVDXKxaxmmYWQTAkp/cCBOZQSLvyIkBKCdMHrrubaLwjblFw6Rvo9gvIt+KVch2/KFYL7RfilniMgn0ZQ5knC83GE5x1DZOERRBQcQGjObgRnbYd/8hr4xDEwz4Mzw3LoNLhyYJ4Ix8CxhOYRlA5CcTtlKAG6jdJK61rgFNgEp4BGOBGY1XEhQDv5EqT59XDyqYezoAEuFCead+BVw8FbCWc/OTyDy+FLuA1LqUV8TiOhtxE5ZY3Il9WjWF6HEmU9hMo6lCpqCMYVEMmVkBKSK6orUFmtpH/rUsiUZRQJAVqBUmk5ckrKkZxXiej0aoJ5DQTR1XANrOzCMnuuWUlRcCXDM3vO2YYwzEr23DODszo23lWw9WEdh6lAzXWy5c56tlZ1vMU9X+yh6nyLiyftT7EhTNt7SOFKqPX2kiGQgBtF0E0m+GYQoLN8pMghUOfwJcjzVk3nCwj/fkqU+csh7oqINfEmSBfTdH5gObmmghxYjlDazocA7cwjwHpIYEFwNSXAqmqPVbXGaiCrkdwdwaqexVknaawm+c+jhnV3TFs5S2HrJIUDvY4Lva4HbeNNx/vLlmWDsGERgXlOLZZOr8DiqQqKjMuSyVIsniTBvLGlmMGaZQ9KxbhGQnFDPCa1JGMqIfq3oelcOZ6Ws9rm4eVRGKoIx7DyaAyRRaBFFMqlqSQUVXm+kGZ4oZQwyIabygyzRFqwGVIIyUmUlGBLArMFfWBmiPWn+JkjSmCKCL4xwZnA7GHEdXTFmge7W+vA3YplAFzM+8PJVBMOxhqwJzA6MUBbacLLrh8hWxdhngaI8jYmFJoiimAb6W3EJdaXsB5E+Ix0QBFdcBR5gagT0TnLY9GmiMVgRRwlFq3SKNQVB0OZxYeYNfVOJnTHOSE72BqpfgzPpoRoc2QEWSIv0pGQbodYAnukpz7i6dyzwm1RFO8KJYGzuigEdaWhGCSj4yvj6fjxGFadhInNOZjSkouxtWnoKE/ghsNqLg1DQ2EgZCluECe4oJIujCySeBcU0GeXTXBP9jZBlCt9Rs4mXCJdTBBMOPWhz8TdUAPOuoTmAb8QqPsjzNUCYW6W4FnqwtWUEEsX0CgB/RxivJGf6Ie0SHdE+1qD76ALZzOCtpUGfd469PnTzybCCaLMQFQUh6GaNUMvi8QgRQLaq1PRUZuO4TWZaJUl0/uLRGVBNJR0EZCkE6hTQyFOC4ciJwby3FgUJgTQz9kNYR50UbHXR4CTERL8nWj7OExsK8fq2WOwe9UsHNy4EHvXzMHWJROwdfEY7Fg+DtuXjcaWxcO57F4zluBMNxZTazB/UjXmTarFgilNmDupAVM6qjCmVYHRbdWYMb4daxdNx8Fta3D+6G5cO3sYD26cx9tXj9D59gnZmVBNN0asU7Ivna/x4f0rvH79Ch8JyF/UNWq0BSvfvWO1Cp/wieCsrmX7+PEjPlC617j1pCc96UlP/mOjbuXws6j+gKmGM/tuZlBmaGbf1QzKqnym7/nPrNfqz6/RyXXIxaZpGVtOSP5E6z6ycZA/vSRqv6JtXtL0C+7544+fnuL9xyeE4gcckN9/uE1IvkW5ibfsmeQ3VzkgP31xBo+fsQ67DuPOvYO4SUi+cn0nLlzegjPnN+DEqVU4eGQpdu+diy3bp2HtxvFYsXok5i9uw/TZtZg4pRwjx5QRkgvR3JaJ2sY0umFOQKkwDgVF0cjMDkFSij/i4n0QHeuFsAg3BIU4wj/QnpDMxkdmPVsbwtnVAE7OhnBwVDW3trE14Hq3NjXrz2GP1SQbGGirOu7SJXjqqJtY9+VKVbNrStcyLoRkBmatvoTkvqzU7ErXs8u0XFPzVw6Ymuz5X42/f41Gn78Rnv9O6P0boZlCZa9f/0ph5d8JxSoYf4sazH/H3//+LWpA9+5NACc8axCeWRNqdQ20Gs8qLKvgzJZ1z4CB/aGjQ++L1TATnDUIzb21COWa9HoadD696Vz7/AJNihadsw4hWp9ew2hAP5gZasPKdADsrPThaGsEZ3sTuDubg+dmBZ67FWHZDoF+TggOcEZYsCuiwgnNUT5IjfFHRhyBOTEU+amRKMqMRkl2DEpyYiGk+5/SvHgI8+MgKohHWWECFzHBWVqUDVlxHoG5kIOyvLQE0pJSiCjFBcUoKhSisECEvLwy5OSUITdXjPwiGYpk1ShSVqOksgFldYMga+lAxZDxhOKpaBo7H03jFqN5wnK0TlqDQZM3oHkioXncBtSN24nqUXuhHL4XksF7UNS4B+kVuxEv2Y3Qgl0EYsJy9mGC81F4Z52ETzaBOfsSBFnXCM43uGGeAnLvIiD/AQLzHyGg8Cn8CMx++VQSfv0LX8GPsBxQ8g5BBOVgVrIxl9kwUoWvEVj4UjXEVP4zhBY955559s99CL+c+xQCeBZhPOMm/NII6Cnn4Jt8EoJEwnviEZo+SJjeh6CMPQjJ2oWw3J2IyN+OiLzNCMtZj9CsNQhIXgx+3Gy4h0+GU9A4ymjKSIJxB2UYZQjheRAheRCcA5oJyIRjhuTAZi7ODMvd8Uzrnf2a4ChohDOfwbkRrr60jN9EeK6DvXc5nAiRboRDn3AlAuMqEZlajfisKqQV1XBNr/PKKlEoqUKxrBLF0goUS5QolckhUSigqFKivFIOebmEMF1GEUOiVKBEqkROMeE5uxyRKRV03Ao6fgVhntUws6bZDMoMzyyqmudvaFaHzavC1T57qMqvQO72bLF6mRWFddbFhYO3EraeMjh6yeHOk9PvvxyhhOM4XwWSCNDp9N4zCL/pfCnSCM+phOl0Wp7vx2qhZSjzU0XoL1Phmabz/RXIIEAnEJ7DCM98vgwuPAls3ctg5SqGuSuDraoJNgOuGtIqNDMAq2qNVU2v/zjq2mU1mtX7quHNYulIeLaXwMFBAlcnCTzpNX1o+V+2LG3B+gX1WD6jHAsmizFvoggLJ4o5OK+YpuTwPGdUEaa1E+6GZGLakGzMpOnp7dmYMjgdE1tTCNMJ6KiOwRB5BFolBENpGFrEYagvDkIN6zQrzx+SVC+CpR1h2RypgYS+ABMkB5ohOdiCMGVF05RgG/qwrBAtMEcEITfUk8DsYgBfx4HwcdSFp60OnMw1YUtAttbvDRsDDdgZ9aVowdaQSsKivXEfOFtowdNOB3yngfAlbAe46CHIVZ9r1s231wbPRgNe1n3gYdWbpvvA16kfwnj6HKRzYl1QnOLF1bA2SePQVp6EEXVZGN9SwGVUfTaGVqSgSRyNitwg7nlq1hw8LdCSflEI0QTq9HDWsZkl/fKYINrHkOvELMKLoOptSMtMkRluj7J0AZR5wRBn+EGYwkNZKg/yLAGq8gNQT6/dIo7CsPJEwnQ6prUVYubQYkxqyuY6DmspCUVFBg+iOEeIYt1RGuWNFL4tAq204Tbw7+AZaxCkjQn0LsgK9kC8tx2C7A3BM+0Hd2NNeBGsXQjPZjr/AkPN/wZrg18Q5GmBrDg+SjPDkJfsj5gAewS4G0LgogsXi94w0fmvtP3/SaD+BcFu2ojh69H7tEBRkgsUeX5ooPNtlbOhEaIJz6zzsSCUpbFaaD8U0HFzo3jIoZQmB9L6WNQUJ9I24SiMFyAtxBXR3paI4lkgN5p1UJaFacOqMHtUHeaMrsbc0Qr8NrSEftfyCNj5mDqsCL8NL8FMusGYPU6CjsZ0DKpMxIjGXEJzMYZUZaOiKB558X5ICfNEdpwvxAzvBUmE/1S0VBRj8shmLJ09Dge2r8Sty8fw/MkNdLKm46x3b47LdAP26T0+vH1NkGZNwNk4moRp1uSbdZ/a9d8nVlPNnnej6Z/d8PWkJz3pSU/+/fkRzH8YrgWRuon1O/pmft8VVnP8piuvad0rAjKb/v+z99fhkpT3uvDPdU6QseXu7u7u0r16ubu7ey/XcRcYBveQECMJSQghBBKCJAGCBQ86uOsYuX/39+nVzGJC9vm97/WeP/Y5s69956mqrq6urm5W12cek2mfuI5PceZfMlDXhzh5+n3mPZw4TSifegtfykjXxPJnX76Cjz6VWuRn8dFHT+H9Dx7HO0Tym28+jNde+zP++fK9eOHFu/Hsc7/F3x//OR7+y224/8+34Pf3XIs7f3sMP7v9AG79wXZcf8MSjl2hx8FDQ9i5qwsrW1swM1uDsfFSIjkfnV3ZaGlNRV1DAqqqYlEkA3blxSM3NxZZWVFIS49ASkoYkpNDkZAQhJhYP0RG+SEszAvBMj9yoCv8A1wQwPj7uanBu3xkhGsvZzXKszSzlgG8PGSkaBk1WkaPdnb9pk+yNLOW5tZSo+woWHYgiu1tVbNriZ2NHSOlw1ocDbGVPsmEsr05SzPY2ZkRuKaEKGNjSjAbYm1l8k2sLLcQw0S0taBYIkA2J5TNYG4uMf1WKdsF1Iam3daw5fnZy3k6E//yXjzcCWQB89nINokr369Eaqnl/Tk4Ec4ONrAm9C2Ie3Oeo6nVFphZbOLxTeFI9LsT1v7uDgjzdUdssDfSov2RxWuuTQmHLj2KUIhBiYZIzktCGe+3KopSFZZry7NQX5mDhlotWuoL0C7TgjYKmivR31GFoa46DHc3YKi3kWBuwGB3IwZ7uNzbjGFmqK8Vg30dBHQPRvr6uJ1g7h3CQM8I0Uwgd42iuXUYzW3ESNsk6lomUdOsZzmDuo4ZNPUvoGl4Ea3j29A9swcDS5diZNs1GN8lozz/DLOHfoG5I78hln+P5WP3YeHYvZg/ej9mjz4G/eEnMbrvCfTveAIdS0+gXv8EykeegK77ceR2P42czueQ1f4CMttfRmbHq8jqOo7streI23cUdDWd7yv8Ggb7+hi6vk8J5M+ZLxSUNSqC5q+Qz+35fZ8hv/tjNY1ULo+R1fomIf46EX4cuW08fvOLyGzi68kczw3PIL3uSWTVPYKs2geRUX0/0ir+wPwO6VW/RXr1r6Fp/DUBfQd0rb9AftvtRPNPUNB2Gwrbfoi8xpuQWXkFEgsPIVqzR/VdjtLsVGCOU9mm0CxIjstdZqTf8iIStKuEMrcTyhKpbZbE5RDY2VsRkym1zyss5TGuZ21FVMYyojNmiGc9EnP1SMufRHapHvnVehTXT6CmXY/Gnim09E+iY1CPruFJdA9PoHtoHL0jBCUBPUIoj00R0kTzyOQwM4qRCT36R6fR1qtHbaseJbVT0Mg8y7oJxGdPEc+GPs2GmmYZVdvQz1mWZYqq70pI0iRCEiYRmsh1JixJapX5fCYiZYaR0ri8FtXsWyCtR2TqJOLTJ5GeMQkt329pth5VOVOoJZIbmLosvt+McVQR0TVSI00492ZLU+5xDBHTAzkT6Gd6ub0zdwLNGr43ptg4XRXhHZMig3YRtGqAsLODhRkHCjs3xseNWT/ImDwug4IZ5ng2lMbnSCnrvtEj8I8YQigTycRGDyExZhipxPoFv/nBIu64ZQ4/u16P264axQ+uGMYPLh/CDy9neXSIcO5To0PfuL9bTTN1C3Mzl6/b04YrdzTi6GotDi1UYe90GcFXgMV+jZqPebFXB31bFobrU9BTEYeWgnDU5QShJjsQ1TmBqMkNIprD0JAfwTKCFykcNZpI4jIMhalBBK8PMqSGOcgZ0QRyhI81Qr2tEORhhgBXiQVjjUA3awS72yLYw0YlzNsW0QEOSAxzRWo00R3tSXx7IidGmne7EsvOSAklrkMduO6MrBhn4tkF2gQPFAluNcGoy49EfVE0mssS0FlD2BKCs32l2KFvxMHlTmK6E/vnW7FvrgU7J2ox11uIobo0dJTEKDTXaPk+NYHf4Lk4VfBMvMc4IZUQTQ+1Q168B8EYiIrMYFRlh6im0uVZ/qglwuvzw9BcEIHO8jgM1KZgrkuLXWPlOLrUgu8fGsHPrpjGbYfHcO32LlzGczikb8bu4TrMtujQrotGQZQrkjxNiWgrlCcHoKcsHTPtJdC3FqKrJBWVGeHI4rWNIpq9bC+E9SUXwHbDBQhy2cRr4cn3TZA3a4nONNQVRqOEn5k2yRO58W5ICbFCrM8GJAeZIC3MlNfVGiXproR0CHrr4jHamoaJjhzM9RdjZbgKS4OVmGzn9WnIQW8VAV2SgKZ8XtsCmZM7CYN1WUS0DuMteeiuSEFNTigKE71Qyeui75BB1Xpw3d5BXL6tAzsmKzDRnsnXSMHCkA6756qwb6EW+xYbccXefvzwqkX8/Kad+NG1q7j2gB5bRxqI80y0lSajpyYLnZUZTCb6G/LQ36jDUEsRxjrLsTTewufP4Te3XYm/3XcHXnvucXzx4Vu82RIon8SZE5+pabBkNG8ZdOy0GgzmNG/SeFPHvb6rH/T5nM/5nM/5/H8XY2uf74qa/knNpiCjV6+b8ulfXzKfc5kwlhDHX+MTRsqPuP4RTn39gYLyyTPvKCx/eeo4PvvqVdXU+sPPnsP7H/8D7374BN56/zG8/vZf8PLxB/DSK/fi+RfuwlNP/wqPPPpTPPDgrbjvjzfgd3dfjTt+dRl++jNB8k5cc+0Cjl6ux779g9i+owsLi03QT1VjlL/nA4PEVHceWluz0NCYhuqaJJTzN7+wMBJ5eaHIzglAerovUpK9EZ/gi9jYAERHByAqyh8REb4ID/chln0RTNAFBnjC399TjR4tA2F5e62NdO0pza6dFJYNTa8NkYG8XF2kttlFodnFSeAs/ZBlMC8nlgJnaYJtSzRLE2zC2c6GQDZEmlvbWElpuxY7Q6xlsC+C2caMsCWUFZiJZMZYWhOnEiurTYZYSklQ25izNCeMBcgCZROYmhGy50S2y+OWBLdg20Zqn9cA7SzvZw3I5yJ6PZ5lP0cnRzXglw3flwVf25SQ30I0bzHbgC0mF/EcN8HFwRx+HnaIDHRHSmQANAkhKE4PR2VuFGp1CWgoSkYj76mayzLRXJGN5qpcNFVr0FxDMNflo62hEG3NRWhvKUNnSzl6WqsI51oMKCwTyL1tGGD6e1j2dKC/t4vpRl9PN3p7e5k+9HYOoqdzCF0dg+hoG0ZrG9FMMDcQy9UNk6hqmkZF4zxK6+dQWDePovolFDcvo7xzFVW921E3vA8t+svQvXg9Brf+ECO7bsfk/rswse9ulvdi+siDmLnsr5hiJi99jHkOIwdeQv+u59Gx9UU0LbyA6skXUTL8EnQ9/4S291Vou98goonlrneQ0/0ecns/IJgN0crUUESzTvCsRsn+CPmDn6Ng8EvkD3ypBgHT9n8KTa/kEx7zfe77DvI634am7Q3ktLyM7LW5lnObn0NO41PIrH0UGTV/RUbtX4jjh5Ba+SekV/7e0G+57JdIKvkJcxuSS29FStnNyK67FZqGW5DbcAO0Tdchv/laAvpqFV3zVciuOYKEoj1E86rqwxytkf7LxDATt5bY3CWieQmxOQsq8dxmqGUWNC8Tx2vhcjTLyIxFYnIBkelLXBdIc1v6IjE9h7jsGSRqppCi0yOzWA9NxSQBPYry5gnUdhKX3WME9DjaB8eJ6DF0DIyii4DuGZtE35gegxMTGJocx/DEKDOG4XHieXga7T0zqGuZQmkN8czjpmomECsDhBHshlrhKcLYEBld21DDLOv/juew5HVYTiaMmciUWYXkyNQ5RK0lMpUwNyZtTr2OOn6qHnFpk0hL57nwHIqyplBBQFfnEMFSEsAVBHBZxijdM4ZGormbZV/GGAa43E809zE9XO7MnUSbdhr1edMo184gL3cK6QR2AvcVpEvtdzBxb4hg+Nso/q6sx7OsG+FsnLpKIuvrt3tGDMA7rB+BEYMIiRxEeNQAYgjo+LhhXHCV1CDvayc2OnH9wW5cTxhfs6cDV+1uxzUysJdkdwdu3NeNm/Z24+rtbbhsqR6Hl2pwYKECe2crsG+2UvVj3jZWjIV+ork9G4P1qcRRLBq0oShL9UFRogdK+CNQnOyForVm1DI6dnV2KMsQAiwYJWmhKEgMQna0D1JD3RHv54Qwd2sEOJnD13EzvJ02wdfFBH6Esz/hHOBmA3+JqyEBbrbEtS3CfPnHLsARcSHOSAxx4bFckBbqpsqUUGekh7shi7DOjZPaaA/kyEBjMe7EoTvyCLf8ZD9V65qb7A8Nk5PgjZx4aeIcjObyRAy3aKDvLsTCIN/zeC126uv4/huJ6WZVAzvZkY2+2kQ0FYbzvflBl+CKzHA7heZ4X0uEOF3CbECUhzlSAh2hVX233YhRe2RFOfH9O/O8XJFPsJZn+PPLF4DaXD805wcT6UnYNlyCK1bbcPP+Ady6fxg37Oghopuwf6IGOwb5+o0ZaOWPb1GsIzIDzZEX5YjeigQcmmvFdXtGcGi+AytDVdB3laKjIo3v3RM+NhfC9uILYHPRBfC0/B6Sguz4xQ/i40kYbdNguqcQ/fXpaC8z9BXvKI/l+wtFbR7Bn8dzKw7mvhHoqopCT20MhppSCN1cwjkPw03SXD8XS/IPEGM12DVeh+2jNVjh9ZvvKcZsVyHXq3F4oQNbhytRlxuCRF8TlYIEN/TXpfHaNuHo9m4sDBSgpTgMlRpvNBWH8JySMNKWhdmBEuyabeZ3eRw/u3E3fnnzbly5awC79Q0qB+fasHe6GbummrFnpgW7mUPLvfwOd2N5tBYTXcUY7+C59Ndh/+IYfnT1QTz5wO/w4Vsv09CfrEH6FCPzc55WzbpPnpZmgcCpM8BXJ6WJ93lAn8/5nM/5/O/Id6HZED6+rq+yofySOP6C+Vw1uZbm1ifWapJPKCS/xbyJr04fx+cnXieUZa7kF/HRZy8Qy0/jzfcewxvv/A2vvvUAXnj1D3j6+d/gkSd/hgceuRV/eOB63H3P1bjzzqO4/ecGJF97/SIuPzaFQ0fGsHNnL5aW2jA9U4+R0Qr09hUSPDmor09DTU0yKqsSUFISi8KCaCI5EjnZIchID0JaaiBSkgJ4Y+anBpmKivBCRJgHQoPdiGNn4lgG7nIjkKUW2Vn1SfbwcGSkNlmQ7EIMy6BdMtI1YexCSLo4qkG9pJ/y2UgTbKlRXqtNln7Da1E4tjVg2UmmilrruyxwVni2JZqlv7HCszFGQEssiU5phk0IW5oyUrNsAksLQ2nNbbJsabGF2UwEb4KFOcN1K2sBsQnMLYlk880qpmabVEzMNn4TU+5vxuea8zkWAmgZPEzOf632WWAscXFz/QbQHl6eKkZAO/P62Ds4wtbens+3gamlBTbz9TabXIJNWy6CCfFsY70Jnq6WCPN3RkqMP3RpkajKjUNrYQJ6ypLRX52JwbocDNRrMdigw0AT75EI5e7GQnQ2FqGruRQ9bRXobq9iqtHTUYO+zjr0dzUSyi1EcjvTiT6Cuae7G93dvejs7kdH1wA6OobQTiy3s2xpGUJz8wgaG4dRWz+M6vpRVNZPorxuGsXVMyisXYROpo6qWYWmZhuzE3kNe1DSeQiVfZehbvQatM3dit7Vn2No510Y3XMfxvY+iJE9D2F4z18xuv/vGD3wFMH8NAb3PYP+ff9E165X0Lr6MhoXXkb1zKsoH3sdRUNvIL/3OLH7LvKIZW0vcdz7MbR9nyCPKSSIJQVcVuk3JL/vY+T3f8x9uC+fk9v9PrKJ5SxiOav9OHLaXoWm9SXktrxIND+H7EbDNFLZDY8hp/5vyKp5gFC+F+kVv2d5F1JlZGyCObn0x0gsuYUIvgHxhdcirvBqJBQfI6IvQ0b15ciuvZzPvxSaxsPIazoEXctBhmXzET62n/ttR7RukWgmjvOIZCZOu4hYiYbrkhwuMzHZAmiuC6azBceyjc9VWUIU16W/cFgagZpOVGYtcBshnTlPRM8iNmuG8J5Gct4UMgqnkFM2AW3VKMqI55pOPeq7x9HcP4G2QckY2gZG0D48iY6RKXSy7BmdxMCEIFqv+kIPjU8Tz7Po6JtHQ+s8KmrnkF8yjQwNAZspUJYa4Vmi1tAEW0rD4GCyTbD773iO5OPSZzs6jeeeOq8SmTJHRPP9sFy/bX3Ua8jzmTjCNoWIzkmfRAEBXSbNt5kqwrkyY4IWHEVp2hgquNzIdBPTvUxf5sRZPGdPqmbbbZopNObNoEo3hwKWWQR0Mo8Tk87z5XsKIfLlvRlB/F14Pjvd1NllKSWGKasMaPaOGoJ7WJ/CsqzLY0ZA+8k0V5FDCCCag2MGEUE4RyUQz3vny3FARsre1oArdrQwzTi62oDLVhoI5w5cvaNdgfn6XZ24YVe3ajp8cE7mXy7F1olCwiMfq+NF2DZRipXRYswN5GOgLkU1Xa7MDkRJqi908R7QxLiqUhvrppIX50Eo+6IoyR/5CcRqrC/h6IW0EA8k8kcixscJER4OCHK2go+9GfFsAh/C2dfFHH4ulgh0Fyg7INjDCaFezgj1ZqniSDzbI0L6QBPQUmsd7WuLGD97xg6x/vZIDCagIz2QFUO0Eo4ZUYR1uDOSQh34GIFLOMYT2XFEdmwIz8PPhse1QLS/DZIjHJFH/JdkB6A6LwwtpbEYaEzH/EAx9sw2YN98PXboy7E8XIz5/nzoO7XEZjKqCFEtoZ4V4YIMIj6DmE8JcEKcty1ivWyRFOyI5HBHnoM9UlhmREltuDsh74myDD9UEdA1Gn/+4Q7DQE0CptqzsNijxb6JchxbqsWxhVoc4utu7c/FTGsK9E1JGKuPR3sBP4NkR5XOknAs9uXhAM/z8HwLjix24thqH1Hdjqk2HcrTghHtvgU+FhfA3/oCLl+IzFBL1GsCMdOpwc7xSkJU/qGgiQBtxO7pOuycqsLqWDEWh/Iw2ZWG7poINJcE8keG8M/0YOmLRiK7KT9cNW2Xkc57K+Khb83FjtFK7JtqwAEe69hqN27aP47bLptSo5TvGKtEVaY/4n02Iy3UBuUZAeiuSsEYIT9OlA82paGzKh6NRRFEdDQ/h3i0Vaagt0GLsc4yLA0T6ZPV2DNZhcNzjbhiWxeu3zOEWw9P4sYDYzi81InLt/bi0pUugrqR31v5R498jLcVYLS5BEMNRYR6M246vAN/ufsXePe153Hqi4/wtUyFpQYaI5Slfx2XZOiwkwrO5/F8PudzPufzvyPf2URbxQBnQ5/lr3D6zBc4depTnDwtaP4QX554D1+ceBuff/UGkWxodv3+x8/jvY+eYf6B4+/8HS+//hBeeOVPeO6le/HEM7/Gw3//KR742w9x34M34q57j+HndxLJP92Ka26extGrRnDg0CB27+rB6korZmfqMCY1ybwH6OnRoa0lB431maipTkV5WQKKCmORp4lAdlYwMtMCkJbij6QEXyTEeiOO9yAxkURyqAciQ70REeKNkAAvBPl5IMjHGwHe3vDz8jA0tfawI5QdVNzd7QhjAa4tS3tiWforSxzVwF3S/Fpqk2UwL8MAXv8eNZCXnXFAL0PsuS4x9FleK2XQLJk+ysZyrc+y5RqgjYiWGmhD1MBf0i9ZxZwwNmNMGRNVWkqTawvjOvHLmJsRwoSrBXFtThQb4Ewgr8WUYN5iIrXBhpiYEtAEtexnLjDn+VgT/FL77ODkCCcXZ5VzAS35ptbZ2QX29s6wtXMk2u1gwnPdaLoJGzdfjA2bL+SxL+F73wJ/3pvFhbkjNzkYFVreT5WmYaw2C1ONuZhry8d8eyGmO4p5n1eCqa4K3gNVYaitHL2tZehrr8RgVy36u+vR11WH3q4G9HY3oL+nmWBuQ29vB78vXURzD5Hcg7b2frS0D6KxdQhNLcRy8xAzgrqmYdQQzVW1IyivGUVJzThKamdQVDuPvKpFaGu3Ia9+L7QNB6BrOoL81itQ0nUtaoZuQePYD9E2czt6ln+LgR33EswPY2TvoyyfwMCux9G7/UnmH+jd8Sy6tj2D9tXn0bqdaF55FbXzr6B6+lWUTb6B4uE3kT/wFrH8HiNo/gS6PmluLVNJsez/TMG5iFguJJIlBb0frkVqpN9GTsdbxPIbyGx7HenNryC16WWkNb2IjIZnidynkF33JDLrHjPUMBPMmdV/QnrVH5BGLCeXEMvFt7OUaaR+hITC7yO+6FrEFl6BuPzLEKs7jNiCQ4T0ASQV70VqxT6kV+9BTt0eaJv2Es27mZ3QNu+ChuuZNbuRWLrC5y8gJp8wJqJjdCwF0ipLiMk1wtkwirZhmRhmorKJySzikYmS9ZwFhGcRp5nTKpE53J5LaDKyfyzxnaCdR0rBHLLK+LlVz6KgbhpV7dOo75lBU98UWgf1aB/So2PIgOj2kWm0jsyidWhKIbpvcgpD+mkMTk5jaGwegyML6OpfQkvHEmoallFcPo8c3QwSsondDJ5P2vw3WJZSpqX6ZmqqtebcxoSlTSGKj8VmLBOni98AWnC8Hs9GMMs2SXgSj80IZiOTphCfrEdqyhRyieii9CmUEtGVaeOokjJ1HOUpYwT0OCq53pQ5ie4MgpmI7ieKjc22+3L16MyZRDNTT0BX5c+gUDeNbG5PIbJj0iZUX+zvgvN6PBuRLAheH4HxejhLBM+qlpmlrBuhLcfzZ+kVx/2kf3XCKF93lNdzDBdcuUdqnjtx7f4eXH+gF9ft68bVOztw5bZWXL7ajMMLdcRWLY7M1ePoUpNhQCuu756pwPJ4IWb6iLU+DfGhw2x/HvTdGgw0pKOeWJLa5bLMQOIvCEUpvgrLudHuyI50Q1a4K0t3ZIa7IzXEBUmEboyvHaL4xyrCzRphbjYIYYJcrODvaIYQd0uVQGmu7WKBID4W5il9nV0R6evK0gVh3s4I8SKoPe0Q7GVHVNshwpthGc5tYdKs29OamHZAAgEdH+xEKDt+k7gge8QF2qvBx8KJ7hBvex7LRiWEzwtyN4e/y2Ye1xxRfpaIZmL8zZEQaEnsEtVJHmgqiUZbRRwBGY3++jSislzVdO6ZbcVMbykGGzToq8lBW0kKStNCeB3ckMbzSAy04/EsEOVrhvhAa2RGuxLOPihKk4HOAgnnUDQWRKK9LBZ91YkYqE3CENNfGY2BijCMN8ZisTsD24d0WO3XYKYtBeMNcRiujUFveTha8/3RnOeL9qJA9FVEYaolA9OthGh9Bp9XiEvnWnEFIXlgqo7bs1Cf5YPsYDMk+1wCTbgFmnL9MNeRo7B7cKETl23tww0Hx3DrUT2uPziEI6tN2L/I78VsJaZ7stBSEoKiVGfkJxHu6Z5ozA/la0egPNUDedF2qEjzJKLjMFKfyveRjPEmnkdvAXZPVOOanX344aV6XL2jD1MdeaqFgi7BA5kRDsiNdUFlTjDayxPQV5eBLoK6KjeMr+PD+KE0M5Tr0ajTRqjXG6yOw0RjKhZ5U3PZUit+fPk0fnvLDvz2+ztx2+Uz/K4P4NBiO3bq67HEz0pGDZ9oK+Tr8sewswL6rkosjbbhmkPbcN9vfoZ3X32RgJZ+0dLHWWqgT/GG7V8K0eoG75tRXv9TzqiByGRaLDUvKPPd+53P+ZzP/x0x/sOb/A35X+W7nv9dMR7T+A96Mi3TuTn3OetjfN7/25x73v//HG9taqhzo2qVT+HUaeN8yefmC3x18kM1X/KXJ97B51++hU8/P46PP3uVUJa5kl8ikp/DW+89idfefBQvvfoQnn3pj/jH8/fiyWfuxl8fuwN/fPA23H3fTfjN3VfjJ784hJt+sAPHrp3FocvHsedQP7bubsfcSj3GZkrRP5qP7l4t2lpz0VCXjqrKJJSWxBlqkvm7k5O1VpOcHIDkJF8kxfsRyV6IinBHeKibmsIoOMAFwYEuCAl0J5Y9EEgsB/h4wM/THd4En6erGzxdiGYXT3g4S39kBzi72BDKdmqKKDdXe7W8vibZMOq1cRAvItJBRr/mNieZOsoGjufEjjC2tSOIGbt1sed2w/zKMpq1oFkG55IRrmVQLxnoi4D+Bs7fjuDZ0twCFmaE81rMzUxhbko4m5nBytycIaC5zRDi19RENccWJJ9FsxHQUvu8EZu3XMJcTDxfogBt2NeAZwvpJy19n2WwMpkSy5nvew3QEgH0t5pr83F7Ryc4OLrwPToRz7YwJZ43mWzCho0XEtAXwtJqI6+pGYJ4r5gY5Q1dRgRqCpLRU5mNmSYdlniPsNpVjpXuSiwwM0TzdE8NpnrqMdxZg762avR11BHOhHJXC7o7m9HJdHSx7G5jOtDe3Y22zl7iZwANrQOobx1BbfMYapqIjYYJVNYTGfWTqGiYQln9FIprp1BUM4v8GmmevUJ8bUcecVjQdAhFbcdQ0nkdKvpuQe3IT9E4+Uu0zvwGHfO/Q8/KfRjY/iCGdv8NI7ufwPCeZzC48wWi+QV0Lr+ItqV/onXhZTTNvYy62VdQv/gmqubeRJn+DZRMHEfR2NsoGHoHef3vQksISw1yft+nBPLnzBdr+Qw6mZe5S5pgvw9tJ/clmLUEs7Zd+i+/gsyml5De9DxSG59FSv3TSKp9Csm1jyOj9m/E7EPIrHoQaZV/RErF3UguvxMpZXcgtfwXSCr5scJyQuFNSMy/AfH5RLPuCsTmH2H2E737mN1E9C7ieRf338Hn7uCxdiC7fgfBTDi37kRe6zbCeRuRvgPpldu53zLiCxb4PGI5nzjOEzRLrTOTS0RKTXOONMs2zNtswLNgWWqWDXA2ZJ7QXiCUicqsKUTkTCNaM4uYvDmVBB43mcdPK1pETvkSCmqXUN6yjJqOBTR1z6GlbxbtA9PoHJ5WfZ47h8bRSTx3EM9txHPz4BQhPYP+yXkMTy1gWM9yYhEDY4voHlxCa/cy6ltWUFq1CE3xHJI1fN2sRURlLCIyfR4RRLRgWmrLIzO4rhAtmJ75ViK5LSqV72MNyOuhfO66Ec4Kz4nEdyLxnahHHPGckqJHNkGenz6N4jQ9SlMnUE7wVjDlhLPUPlemj6OREO7KGkdvFsGcbYDzQC4RrTHguSFzTPWXLtdOIV8zg8wcPZKI7aiUCYSeg2cjnP8rPAuYfaJlOquzaDZGHjMex/g8I6D9WHon8rlJPEbKCILSCGiexwU3HRzEVTu7cNlKC45tkyba3WpdplM6OF+vplbaP1uHfdO1TA326Ksho1CvjhQTGwVYHNRhvl+HmW4txgiy/rpk9FYlEYexqM0NRUV6AEpS/FGS7Iei5EBkRXohI9wL6WFeSAl2QbzUCPvYqoS7W6hEeloyVmo5zMMMEZ5mXN5CVG9BqNNmBDpsRKizKWII4zg/Z0R6EdGeTsS2A/ycrOFtZwE/R2ti2xFBrnYI5I9OkKstgt3suE0gbU9U26sBxyJ81uJNWHtZItSTr+nF53rY8Tn28OcPj7edObzsTFmawsfeFL6ORLTzWlRNuAl8nU3gw3ML8jBHIM850NMU8SGOyI73RqU2CkMteVgeq8OOqSbsJVT3z7Vg20gVRhrT0URYFia5IjPKBkkEa4K/Ga+PHQr4w1uTG0l4xqNRF4sGXQxaiuL5BzwNQw1Zqjl0P3+828riUasNRTVR2Vocg/HmHKwMFGPbcClWBwoJ6Uz0l0WjIz8InYVBaqTu7uII9JbFoa8qkbiOVxmXqbWGK4jMDhyea8JMO28QCsNRnOAMbaQNypLd0UO0DtVnobM8iZ+3BisjFdg1xe/JQjMuXe3A5du7ccXOXrW8m9+ZBb7+eFs2xluyoG/LxURLDobr09FSwB+jbH81OvlUuwajjZmo1wShOtMPnaUxmO3U4fBCG44R0stjFeioTCCM/QhxJs1fTa2VGe6Iem0k+qoz0VWajKJEfq9CrJERZI3scBvkRNgih6U2yh6F8S7q2PLdXCWSb9g3il9etw33/ugw/sD84tptuHLHALZP1GBhsAgTnRpMdRdgdqAc+p5STPAHcm6I73HHLP5050/x4fGXgK+I6FOnAGm+TRCfZmRs7jO82Tt1RlAtddJro75y2RDuz8cM4ePMeUCfz/n835Z1sDyzrvxfRT3nvziWMcZ9Vcl91mpmDeVa1MBaZ2cO4P+fDZ8rJXfkwtm/X1/z75YxZ/+mnY16jH8PT5/i30H+ieMmefo3+fq0HI/HldfjyUn4P1w9wz+FMusBn8R8feYr5kue35eQeZNlvuTTaiCv93Dy1Ds4cfItQvk4ofwaPv5E5kr+Bz745HEi+TG888EjePPdv+CVN+7Hi6/INFC/wxP/+DX+9vef4YG/yDRQN+HOu6/CL351FLf95ABu/P4uXHHNEg5dOoWde4axsNyByekm9A9Woqu3FK0dBahvykVVTSZKypNRXJoIXX4csrOjkJ4WhtTUUJahSE4ORlysH6IiPREe7omwEDcEBbmoJteBAU4I8HeCn58r/Nb6JRtHuZb+yDI/stQeG/oiG2qQXZyk9tgZzo7S9JrbZLuLI5z5mJM0uyaMHRzsWBLOUuPK/WTZ0YEl4yD9gO0NcxHLtEtSyhRMtg4ySrU1rOxsYGlriIWNLSMlY81tNnawtLPnY/ZctyUmrWFuYQlzc0tYsLS0ECRLLfNauN3KjI8Rx8bBvcwIYzNTotiE0N20ERabN8HKZAvLzSqWm024bgZbhW0zbNmyQfVnNjPfQiALmIlkUyKasDYx3aQi27ds2aiWTXlseQ0ZXEwGGZPBw+wJaLk2co0M14vXU5qyr0XW5TFHNViYo6qttrS2ginPd8uWTdi0iUDffAmsLbfA3Zn3gQGuSIgKgDYtGpUF6eio0mGyoRTzLVVY7mrAYk8j5pjp7iaMdzVhqLMJA12t6COOu4njjq4efn+60dLejebObjS0d6K+rQsNHf2oax9EZdMASuoGUUoolzZNoaRpFkUN88ivk0hz7GVoa1eR17ATBY17kd+0H4Wth1HacTnKu65FRc9NqO67FbWDP0bt0O1oHP01OmfuQf/Sn9G/+gDR/BCGdz6C0d2PY3TvPzC29wXmVYzsexv9O98lnt9F4+y7qJl8D1Xj76Fi4iOU6z9F8cTHKBz5AIWjkg+5/CEKBj+Arvc9FPR9iKIB4llqn7s+Qn7XJyjs/pxI/gCa1neR2/I2clqOM69z+VVoWl5CdtNzyKx/Cmm1jyGl+mEkE8qSlKo/qWbYqeWEsmqKfTsSim9DXOEtBPH1iCuQ2uUrEVtwDDEFlzJHEJ1/CDH5+4jenUgo2IHEwl1E8A6CehuzyuesIrFoG/G8C7mN+wjn/YTzHp7LTuQ270BWzTZkVfLx0lUkELUC32jCONbYl3l9f2ZjVL9mASihnL2gYG2MNNs2NOkWRBPNTJx2lseeRVLBDLJK56CrnENRzbzqm17XusjvwgJaO6fRQzgPDc1ihEgeGZ3B8JgeA8Oj6BsYRsfgKFoHJ1XNc+fwLPpGFzE4sYSRqWVmAUPEdO/oPPdbQmPXCsoaF6CtmEdawQLi+Z5kLmeFYoI5KpPrqk+2AdMSYw20jJYtCU8jhlPnEJYyqyLLksi1/Y3bQ5OlpnkGIUnTRKwBzqEJkwgnPKMI2riUKaQQ4pkZs9DweumyZlCQOanmfy7OGENZ5jCqssd4/z9CQA+iNZvvNWcEfTlj6NfIiNuT6M3Vc/uEmu6qhKjW5k4hlZCOyxznuci0WWehux7LgmQpz61Zlu1SSu2yAFoeNwLZGMHz+uMYI7XNAckjCCT6g3n+oTk8B63UPO/oJpIbsTpcgmmCYbIti2Uu5nvz1LRK8335WJIpkwiKVWJs21i5mmZpZYh4HihQ+wmcx1uz0F+TjI7SWCYObUUxhE0YytP8UBDnQcC4IDvCVc0xnBnhg8RAaZptjygvG0QTrjE+Noj3t0dCgAMSpBbWxxJh7sSo88UIZsJdNyLSfRPCnDYgwPZCBBHQkcR1lLsVgojZQBnYwd4CvgJdG3NC1xK+/OHwVMtELhEc7GaPUA8HhHs5IdLXhWjmskK0LdFsjSA3M4J4CwG+BT6CZRtLeFlbwNPKjOG6rYU6jo+DFbwcLIllvoaTTGFgCU++vjuf4+5oBifbjXC0ughu9hu47RLuewmi/KyQE+eOCgK3ry4V28YrcWxbxzf/ULFjogzjHZloLg6HNs4JSYGWSAuxQ16cNwEdi6aCZNRq4lCZFYmKzFA1sFpdXiTqC+JQk5+AKm0MSjLCUJQSwMfC0VIYi+k2HfbzJuDS+TYc0tdjO0G9xM94jp/VADHaRTyPNmQStRo1J3U3Ad2gCUFbcbTCrIwmPkPE9hGcMuVWUYIb8mJdUZYegMaCKOLeE0lBFjxfV1UrLs3TR5qzsTxcjiMrHbj+wChuOjyOa/cN4dj2HhyYbeb3qAxjzVnoKpdB5CLQTjwP1qZillBd6C1Cd0UCytN9FHRbCiMx1JSB1ckKbJ2sJmIL0VISh/LMINTnxaAqKwxZYc6oTA/GYE0Gdo7WYi/f57AMvJLmieIkd2hjnLmPLZL8TBHldjESfLYgg8DW8Zw7eCzpe/3Dy+Zwz48O4a4f7MetR6dxZGsr9szXY/dsHXbPNWF1og5TBPRQcyE6qnMx0FSKS7fN4dH77sJn772FM198agjvFE+eOcmbOxmoxnBjaozx5vIsnM/j+XzO5//uSG2s4NZYQyzLjCDzP4X/8+2sP548/l3hY+vR/A2eDc//Fpy5/zdRyGXAFWPWS5hZD+d/8W/aGZk3mRFAG3fji/Fxvhb/1sljaj79MzLw4hcqZ85I+RlOnvyY5SeE8sc4ceJ95j0i+T18deJtfPHlG/j0s5eJ5BfwwUdP470PnsDb7z2KN956GK+8/ie88PLv8OyLd+CJZ27HI4/fRiTfgnv+eA2RfDl+9ssD+OFPduOGW1aI5FkcumwMO3b3YnGlFVOzjRjj3/d+/mZ1dheisVmrkFxaloqi4hQUFKZAm5eArOxYIjkSiYlhSEgIQWxsMCIi/BAS4qkSFuaN4GBP4tgZAQSXRJZ9fGQeYAfGca2fsgzi5Q4PDze4ubkozBkhbASflEYgn42sO3E/A5ANMLZTkWUHB9nmwHXZboid9AO2lxpkq29iQzTLAFnSR9jKlkBmLAhlCxt7mFvbwdyKsbSHmZSyrkJYW1obQigLnlWtsqkZLNdiYWKqYkocbyZCBbdSM6yaZpsRykSwJbdZmxDQhLPVJokJrDebwcaEeOZzt2zZrEAsEchKTEwM26SU9c2biWpm/WOG0bfNVe24vb3tt67lejwb143XVgYLs+U9ooWVOWRgMjnupo3EMwFtbbEFbnLP6OeB+MhA5KTFoLwgE62VBRirr8ZMSwPmieS5ng5M97Rjklge6epCX2cnert6CecBtHUNobFjCPWtA6hlaloGUd7UR+T0MyPE8igK68ahrRqHpmoa2poF5NWtQFO3HZrancir34e8xoME4CHi73IUd12Dkp7rUdn/fdSN/AjNk79Ex8xd6Jq7B91z96Frlpkjmpf+gpHtj2Fi7xPQH3gK04eexeyRFzFz5GXoD7+ByYNvY+LgRxjc/Qk6Vz5B48xHqBz7CKVDH6J48GMUj3yOgpFPkc/lgkGieeh95l0UDLytUtT/Hor7P0BB9zuqVlnX/jbyO4jm5teR1fQKshpfIpSfR3r9P1g+wfyd2x5FVv3DSK+5n2D+PRIr7kRi2a+RUPoLJBb/EMnFtyC55GYu34j4wmsQm38MUXnEsu4woXwQ0QV7mV2IIpijCrYT0FsRRygnCZQLtyOe67F5K4hhYvNXmRUkl21HtlzD1gPMPp7rHuQxmrqdyCGe00u2IiFvkSCeVbiUqaZismTKKWNk3YhnYz9n7qewvExoGx5X8zvLuqqpnieiZxGfJ3CeRVrxLPKr51BWP4Pqplk0thG7XURv7zz6eqcxPDCN8ZEZ6MdnMaWXcH18EsOjY+gaHkH7kAwipkfnIKE9tID+0SWieQnD+gUMTs6iZ2wabcR3Q/c8ypulOfg8MooMTcSjVfPtb+NZBjCLSFskio14ln7QgudJQpv7p3P7GqCNSF6/bESzJJholgG7QhIJ7zU8RxLPMakzSOBrpmbOIzN7Hjk8D22mHjrCtzhzBBVZI6jOHUVdzjAaswfRkjNEPA+jh4juZfqIaxlxu4OAbsjRozx3GjrNtMJzTMYEz8/QnFqQKwg2IleWjevG5fWPS4yQNoJ7fYw11+vxrJbjR+CXMICA1CGEZI8iIn8S0aVTuGCWYJntLcREuwZdBFV9figa8sPQVhpNyEWqtJXGoLsqAYMNaRhvy8VUVx73zyGUMjDUmI5hAme0JRtjrTkqQ41Z6KtNQychJKNpS59dXbw7cqJdUZwaivykIKSHuxPQjgrLMpBXRoSbGmE7L5H7Jvlz2TCIVibRnRnlitQQB2SEE0KRMrCWC1KCnZHg74BID6mltkGEuw2CnCwIaDP42JjCw3IznE03wNV8k8Kz1D6HuNur2udQD6l5dkaYNO92l9G6LQlnqUkWOG8mjjfBw2oT3PkHVOJhaaLw7GktELeAhy2RbGsCD2JZ4sZlV5stcJbRGe22wMFqA+wtvgdXwtnV9mI4W/4PeNpdBH/HixHkfBGivDYjJ8YJTYURmCJmd0/W4MBiE/YtNBCJlRjnZ9EoTcDipXbeke/bjUD147ovr6En0kKdkBJij8wIJ147BySGOCItgteIkEwKtOVz7JHD61aZGYi+yhQsdBdh53AVdo/V4PB0I65a7cbly13YzpuG6a5CVYM82ZaH8VYNBmoz0EwYl6l5sf35GSYStkWY7yvBeEsumouI1twQNLFsLIxGjTYcZZkBfD+OaiTurChH6BJdUZcfgtG2HGzX1xKj7bhmv4zePovr9o9i72wTprvz+R1JUaOTyzRetdpg9d2Z6tKhvy5VNU9vLYnmduk/7af6OC8OV2B1pIbPLcFwYx56q7PRUpyEstQA5BP19ZpQnms+Ds0348hSG/etVN/FJp5nVU6w+h6WpMno597QJfD7FuuM9DAbXlNHvl4C9s4044aD47jx0jF8//JJ3HpsGj+8ch63Xj6PozuGsTreguG2ErRW5KK1PA9jnTLK9zY88ed7ceKjd/HZZ1Iz8iXvFnkj+S/eSBLRamor3oF++yZTbjqlyTa3M9++AT6f8zmf/7MjaJV/VJN/YFv/j2xGEP9X4f7823L2ueuf/12vZYwR6OtD14qH/6us/Y0SACs/f6NsLq9HtYz8wPP619eCY/mbJ1NDyd9CQ/6Fz3Dm609w+szHfPrHBPOHOHX6PeZd5h2cOEUgf3Ucn38hSH4VH370Ej748Hki+Vm8/e5TOP7W3/H68b/hldcewHMv3oMnn/kNkXw7kfwD3Hv/jfjN747h9l8dIpL3GJB89TQOHB7Bjj19WFxtxcwCkTxZjf6hEnR056G+KRMV1UkoLotDQVEstLooZOeGq3mSU9KCkJDoj7h4f8TGBSAq2ncNxx4IDPQgjN0ZgbIrUWyYK9kwiBdh7OFAHBviwfsMd95zGCODe7m6OXwLcBJjDbIsf2u7k716TCIotJNBu2SAr7Xl74qtrfU3EUxK82vpt2xrI3MrE6pSQ2stfZhtWdrA2soK1kSxtaX0VyamzW1VzM2tYEaUqqiaZJZmBPJabbIZ8Wou2bRRxWzjBpUtmzZgw5YN2Cw1w4SzmbkJzPkcQbUZcWxpYgLLLaYqFptNVMyJaHNuNxF4r+F4PZo3byakmU089saNl6jIsnE/I55l6iq5BnK9jNfyXDwbr6/UPKspqmytYG5pRuxvNhx/w0UE9IW8Bpvh6miNIB93xBHPWWmxKMvPJp6LMFRfg4mWRt47tWOqpxMT3d0Y6+rBINHc1daDjvYBNLcPoa51EFVNg6hoGCSehpkxFNWNoaBmDIU1kyionWEWoKtZgqZ6K/G8E1rBXv0h6BqPoqjtapR134DyvltQNfRD1I3/FA2TP0fz1K/QPncXuhfvU7XLg9uI5R2PMY9jdOcTGN/9NPT7nsXc4RexeNk/sXLsNaxe9QaWrngTc0ffxvSRd5mPMbr/U/Rs/wjNcx+geuJ9lA2/i5LBd1FEKOcPvkM4v4OSkXdRNvY28xZKR99A2chx7nccJf2vo6Dzn9C0vIDcJkaNiv00shqeQEbdY0irfhgp1X9GavWfmHuRVvN7bvstUqt+heSKnyG+5DbEFn6fGL4BcflXIb7gGBIKriCcj3L5CGJ1B9eaY+9hdhHQO5itiCaYo3QEqwzulb+MRCI5oWAbIb0VMVqCN4+Ilv34eGLJKjJqiOXm/dC17Sfw96Gwg2XTXmhrdyKjdBvitVJDawCmjI79n/EsNc//jmeBs0TVVmcbmnULnhPzF5BWsoSs8iWUNizyu7CA5s4ldPatYGBoBSMjKxgfW8L46Bwmx+cwM72AubklZgH6qRn+rZpC3+gEOoYn0D4wiba+SXT2zxDQ8xgYN9Q6D0xMo3tUj9bBKeJ5FuUt8+r7lFmyiMQ8qR2f43sz/MNAdJbhPAXP4akLCsjhqQJn6Q99Fs9R0leajxmRrIDMGMH8LTivJVSmtCKgI5L03+A5Pn0OKRlzSM+cQ1bWLDTpk9Clj6E0YwyVWaOoJUJbNePo0U2gL28CQ1qG6yM5YxjOHsNA9gS6CecWzRQNMIdi7SyysvWISxtDePIYgohdvzUMG5G8vpZZ0GvEsLFGef26MbJufGx9zfP6+CXw2MnDCMgYQbB2HOFFU4iqnMUF1YRQCyHUVZlEQMSjPk9GiA4knAJUn2XVb5mpyJIBqwz9bqVpsMCnr46pTVWjIQ/Upyn0yEjMQ42ZKrLeW5NMeCcphHUw/XU56K0jwkqSUcQfqfQIFyQRe8kEoCzLtFKCZ5muqiQjBBU5EajWRjNRaCxKQofMGVyZTdBnEG4JKEwJhSbOX43OHelpjUBHE/jbm8DXdjO8iFkP683wdbBAkKvUPNshwNlKJdjNVsFZml77OGyGt/1GFV/HjQrPXsSwoNndYrOKpyXXrYhki01wtdoMF4Ey42y5EU6MgwwwwThabyScL4KdGfFsuwGePJan/SU87iYC3QTBLpt4jhch2OlixHibICvSESUpPmgoCFfXc6avCNsn67E8XMvrloWCpADuZ4VQFxNEeVpw2QLRXhZcNkWE+xbVnD3EbYuaZirIeSNCXDbyOpgiwc8KSQHWqmlzWZo/ajVhaMqPQmdZInoI6qGGbAw35/Jzy8JYmw5LxPXWsTrM91dgnOud3Kc6N1TBuIGYHmkm8mdaiPxOjBDb5VlBKo2FMWpu7nJ+Z4oJ02xCNCXEEnH+W5AYZAptgjNqdUHorklUNdJX7R7ETYcnce2+EVyxsx8HF9vU9o6KOIVomRO7RhOkRimXQdJaS6PRVRWvIN1cGIX2kngF/InWAujbiwn+AjUNVgvPo5zf02o+d6QpC7unG3DlrkFcvr2fWG8myvMx2JChBhxbHCxTfZy3T0iz8lJeg3TItGlFKTIXtzc/h2Q1X/U1+4bx+58cwVP3/wh//d0t+NX3D+Hmy7biyLZJzA+1oKumCL31pbh81xL+dt9d+OKTd3jjSDCf+hInv/wEZ05/pW4oDbUtAuf1YOZDZ3jbyfK7b3bP53zO5//MELqqCTX/VqjI8rk5p5ZY5T9s/xakvyvymvw7I39v/p/mNMG+1i1FYmiHbYj8w6DUIH8tf/OkibUxX3+G01+/z7zFvK3Kk6eP46uTr+PLE6/gxOlX8eXJl/HZly/gk8+fxcefPoMPPn4S737wOKH8GJH8V7z08gN45rnf4/En78Rf/vZz/PmhH+GPf74Vd//hevzy10fxw5/uwXU3LePolXocODKMnXv7sLK9B3MLrRjX12JAflO6C9HUmosq3qOU8f6mqDSBUI5BHn8Hs3PCkZYRhKQUP8Qn+iAmzgtRvPeIjPJEeIQHQkLdiGVpdi1QdiOUXVTNsbdMA+XtstbkWuZLNkRNCeUho1w7qL7ILi62apRrF1lmaRjUiyh2Pgvi9TE0v/73bRIjlqX/seqLvC7SLFuaYNvKgF6MjY3MfWyI9FG2J6AdpUaWQLQmYm1MTWFrwe1WfI4F9zcnps1YqhDRZgQlowb9ksG4ZGRsVXss2WTIFoJ58wZYrsX6mxDRfGyjgFeaWvP1thDcUhO9YcMG4pTY3UJIE8xmjOnmLSomGwnlLYYaZyOMZVmaZAuQjWCWbNhwsYpxP6mBlibiAmhpui3Xaf0/RBgBbYwRzw68vra8rla8TuaE9xaesxxvwyUXYtOGC9X7dHbg/aSvB2IjZKC3OJTk56Chohg9tVUYbGrCWEcnRju7MdTZi/7OAXTJYF+NvahtHEBF3RBKa4dRVD0EXdUw8qvGUVhL3BDKuuol5NdIn+WdKG7Yh+KmIyhquZy5GsVt1zM3o6zrh6ju/xnqR3+F1tm70Ll4D7pX7kPvyp/Qs3o/+rc+hIEdf8Pwzr9jfM+TmD70POYvexVLl7+BVSJZsnz0VZavY/vVb2PHNe9g61VvY+HytzFzqeR9TBz8EAO7PkDnyntonHsXtfp3UD3+FsoVkl9n+TqqJ4+jfuZN5jjqpl9Dvf4V1Iy9hPLBZ1HY9STyWh5TNcqZtQ8gu+F+Lt+L9NrfI6XqTiJZoPxzJFX8BAkltyKh9BYklt2ExNLrkVB8DWIKLieGBcr7CeF9iJem2AV7mT0ENCPNsfO3KwzHEcmxxHKMbhGxBUSq9E8mkBMI6XiCOlZL6GqklH3lOatILN6m8JzbdADaVgK6fS/y2wnolv0oaNyH7IqdSJJjyiBghHFstmF+5rORdWnKbYih77M075Za5rM1z1Kjq3CqmnTPIU4zq/o4Z5bLP4isorplBS1dy+gaWMXg2Hb+fdoJ/fQ2TE9vxdTUImamFjA/t4z5hRXMLixifHpGTUXVOyZ4Hkdb/wRaeln2TPIY0+gfnSWeZ4nnKXSPTKBtQEbrnkVF6zwK6xaQVboezzOM/MOAoQ+0TKVlxLNqhr2GZxltW6axElCvr102Rrap/b8jMiBZOAEdISGeo5KnEZs2g0QmNX2G/+1MIzdlAvmEr+C5OmsMDdnj6NQQzHl6jLAcz53EBMvJHC4TziPZk+jLnkJH7jQaiecKvp+8nCkkpY7y+GM8p0kEELpGKEtk2QhpWTeOMm4ccXw9mI1oNj7XCOjvwrN/0hj8M1ny3AJ1fG7xBELLpnBBKWElzXCrskJQkxuGSpZFyb7Ii3NHQaI34wVdnCe0MTJCtjuXZZRsAU4oQROn+t5OtOdhtCVX1TRLDaKgR+Y4rsohZnL9CRMCXWqwy2Mx2VWEhaEqTPWUoa0sGbk8XqyvBSI8TRDrZ6kgnRHphpxYL1ULbUB0mJpPr60yB53VfJ0aDfrq8zHUXISBhgI0FaYSbmFEm4vqJx3kREw6bkag/Rb4ENHe9mbwI6D9HS1Vf2U/1WfZQs0LLYOPedsTuLaCZwOiPWwuhrftFnhabYGb+UbimZi2NoGnNdctN8HJfAOcLDbAUcBsdjHs1+JgRjxbMsSzg8WFcLG+BB48nvSFDiB+QzwsEeFtjRhfG+LSDolS6x7shIwwF2RHOSMnxhkFyV6o54/7QH0uwVqA/jotr2UUMvmDLvsLpA14NkOY6yZEeZmvNXE3QSSXE4PskRwqA5DZIs7PWg1Elh7hiqwYd2jl80zxZ+kDTYI344VsbpeyLJufZ3kKRojRsY4iDLfo0N+gIXyjVQuArGhXNJckYpGo3zPbjsWhauJbS9wmoorILk7zQ1GqtwK0RJfozs/RFimhFkgNs0RGhA0KklzRVBCOocYMrI5W4tiOPtxwYAzXM0e39WBpqIzfp3R+j+L5nQlFfqIr37cNv4/u6KtKUdNaTXcUYKCG+xQnoaMkCT1V6YZ/CGjKRXe1jPIepUZ6l6bxW8eqFNClNlmakQvSpYWFquHuzCOiSxTer9k7jMu2dqvXl+9wXrwLEe2jpuXaM9uC3/7wIP5+7w/w+H0/xmN/+Ake+M338ePr92HbVBe6avJUTfTSeA8effBufPnxm7zJ/AKnv/qYN5gnCOZTOPH5p4bm2Wu1PWfW8s0Nqtp+7g32+ZzP+fyfmXPxvB7Q67edGyOeCWJjBMffrK8D9frIaxr/1nxHxMSG/Ouc8I+Uqn5eA7P8AyCP9y/1d+0rnD5FJJ/6lPt9onL69Ecqp868h69OvYKvTj+PL089j89PPINPvngKH332BD745DG89+Ff8eZ7D+C1N/+Il177PZ7755146rlf4O9P346H/0YkP/B93HXPNfj5r47gBz8mkm9cwbGrZrH/8KiqSV7a2gr9bA1vMEvRO5CHtq4cheTa+hxUVKWhuDSJSE6AVheLHE0UUlKDkZDkr+ZKjov3JZR9ERXtjbBwdyLZFUHBzggIdISfvwOR7EAk28PD0xZeXtLc2olQFhgTyQrLTmreZJkrWeGYGHZxksG7BM1c5roM4iWjYEtp3Ecel1IN6PUfYqxVPrd2WWqR1ze9Pje2djLoFxFsa/5NrG2IZcaOoLS3tISdGddNTAwxlX7GBLYp990izaa5rGIBW1NrljYK1VaEszXhbGVuaHJtaboRFiaM9E3edImCsxWxbEvA2hGfdgSzDABmYm4OM2trWNpKP2ppCm7DbZbYwtfbbEKobiaoN5kQq1tUuUUAbWJoqm1EsbHmeT2ejXBeD2h5XPWtZoxNt78L0MaoWue16y0DjFlLH28LC/V6Cs+Es+BZRgB3Ip79fdwRGRaI1KRY5GuzUFVSiKbKKnTUN6K3pQO9bb3obO1Ha8sQ4TyC8upBlFSNoKByHHmVE9BWTkJTOQVt1SJ0NbtRUEu41R1EYcMRovkYStuuRXnXLaju+zFq+n+OmoFfEc2/Qe3g79A4dh9ap+8nlh/EwM6/YWTP3zG27ymM7/8HJg8+B/2hFzB9+CVC+BUsHnsDW69+D9uv+xA7mO3XfIBtxLKgeff172MXs+Pad7FyxduYO/om9IePY2L/mxje8xZ6t72J9qU30Tx3HE2zb6B55nU0zbyK5tmXue2faJl/idufRcPUU4T8M2hmWTP6KMr6HyJG/4js+ruQVvlLpFX/DKlVtxHLP0BC2c2IL76BuRbxJVchJv8y5lLEFcn8yoZRseMKBcuG/srxBVtV0+sESeFW1RQ7qWg7S24vXEYCwRzPyOBe8YRpvG5BTSsVl7eCeC0hmyv9jwlhAjpet53P2YbkUunfvBe5DfsI6L3QtOxWfZ+L2w6iuOUgtLV7kV6yHQl8flzuChI02xCfuw1xOcYQ4jkyr7Mhqk+0Ec7yWmtNtiPTDU2iBanSz1hqnpN5rlnEs65uG2raV9HWu4jeoVWMTO7A1MwuzM7twNzcVszNLqsa5/mFZQXnyblZDOun0Ds6ju7RMXSOjBHHgmeWvZPoHpzGwMg0BidYEs89oxOqWXdDzwwqW+ZQUDNPPC8gUUfI50it8/Rav+c5dZ4C57CUdf2XFS6nECIRbJ4DZ+N+6/tKn5vwNMN0VWGMcY7oaII6nuspPG568iRyksaRnzKOsrRR1GSNo5lY7iVGR7g8zuiJ5SmieYqonmQ5JoOHZevRRTw3582hmnguzJ1BRvoY4lLHEUHoB/N8jTXGRhQr7BLRsvyf8BwQf7ZfsxHbsmyE87nbZbAwL563V/YofLTj8CvkPiUTuKBGE42yjBAUJvsTN34q0s82N8YDOVESd0hT6UyZYinc2ZAwJ6SHOXBfbwI6HuPE81xfqRqpeKQlR9UitpZFE1bS7DucmAk1pDiM+E3BEH/oxjuJoOZc1BVGQZvkhZRwQjLCEZlEek684M6PyPNHXlIAdCnBKCYgSzSxKM6JQQmXawuT0VWbp+bWG2gsQFdVNuEeR/j4ITmQyPQ0R7ibCULdLBHoImgmoJ3MEehqxViqGucQDytGBgezUv2eo/jDGe5tw8dM4OtgqsDsShC7EsseVpvhTji7cNlRQZlgNr3IEFkXUPNxZ6tL4Ga3Ad7OpvBxIdL5+iH8IY7msWXk7zBPGzV3dQi3h/Nc4nwckRbK6xzjidRwe8LahBg2JXid1ajRPTUaYrOQ7y8X1Zo41eRd9s3k55LJzyWVUJY+4nEyjVaIo5p6S8ObhOxYH15HX+Qm+CONn2MMsR7ha4XYIAck8YYhOdwNieFOiPSx4vvdAD/HSxDJx7P52ZflRKJCG42SrHAUZYZCw88hKcyZ78GGx/RCT2029N2lGCeyR1p1mOwqZpmHhkI+JzMAVdoQ1OVHor4gCpW5QcgnfnPjDE2k4/y2IDnYQjWhHqjPUCNc75puxGXbenHNvlEcWGzH/EApZvuKMd5GnBdFozDOFbooJzTkhGChh+CdbcP20ToM1Wer5u1tJXHorExWI3DXF0SgvjCC37NE1fx9cagUB5bacP3BMVzH7JyqN4wGXxCmavtbS2N4jZMx2JSBmd4CLBHYgw1ZqMwKUnNz58a4ENQpPK9u/OiqrfjFTfvwsxv24Ve3HsZ9v7wBd/74Cuya6yOgs7E41oH7f/sTfPbB68AJ4vmEoFlqY06ou1NV4yw3qbwfPb0uMlr3v99gn8/5nM//mTE2vzaCeX2MSD4Xzmvbv3WMcyNNt78rsj/t+62c/Zujpnvifmd4Tme+PrkuXwH4ilj+glj+jPsSy2ekX7I0uX6fyx8w7+Lkqbfx1Ynj+OyLV1W/5I8/ew7vf/wo3v3wYbxFJL/+FpH86t145oVf4+nnfolHnrgND/z1Jvzh/qvxm7uP4PZf7cEPfrIVN/1gEZdfNYWDl45i595+IrkdU3P1GB4rQ+9gIdo6NWhsyUB1XQrKKuNRXB6D/OJIIjkCWdkRSEsPQ2JyEOLjAxAXF4DoGF9ERnojIsIboWFeCA5xV02vg4I84e8vzayd4ONr6JPs6SnTQNmqUqaBcpGRrV2ltpjwFSATwTKitUQN5uUsWHb8JrJu3GYY9frsKNiGEGwOtgSZoTZ5fa3yuVhej2Zj82tb27VRsdewbGMrWLYg/gTKhlhZm30TSytTFSupcTaXWmc+rvonc7sJtxOy0nTaarMJAcznMNZbeBzi1trESvVBNpEBu2SwL5NNMJcoQBPIhKaUUpNtS7A6WlvC2dYGLsSomibLzQMunt5w9/aHu48/nL184eTuBVsnV5jb2MPU0hqbTMywgWjexNffQtBLf2fBq2B4fd9mY/4rPBtrqaX22dh0W66tAPk/4Vn1GZd5nu3siG5LHsNQyy0Dhm3ceKEa0due19nT3RnBgT6Ii4lEVkYqCvPyUFlWhbrqRjQ3dKGpsR/19UOoqRtDee0EiqomkV81a5hCqmYZecRTvhrs6wAKieUSYrmy82ZUdt+Kmt4foX7oF2gcvRPN43ejZfI+tE3/mXkYHTOPoGvhcfSuPIHBXU9ibP8zmLr0Jcxe/irmr3gdi1e+geWr3mL5JuYvfwsLx97i+ntYveZDlu9j6Yp3iOX3sfu697DnBpbMTi5vu+ZtLPM5M5e+SkC/homDrxPQr6Nv+yvoWnkZHcv/RM/KS8wLzPPMs+heeRodC4+ibfZhdC0+go75vxDQf0bd2L0o7f0Ncht/itSKm5Fcdi0SS68imK9AbOFlxPER5jBzgPDdS/juJpZ3cpm4LdhGJG9TOE4sWGGWCL4l4pklk1S4guSiVSRx2bBtUQ3uJWiOz+OywFmzpBKrWVFwloG7YjSC8B1IJLxlxO2s6n3IqSegG5lm4pmALmo5gKLmA8iv34/sit1IIdwTiG7B81k4fxeeDciOUwOLSa2zNNteVk2hDXheIFJneR7TCq9S8yx4rm5bJnzn0TO4jFH9NkzPbieet2Fufhnz84uYW1jA7Pw8/9bNYmyGMNbr0Tc+iS7CuWNoBB39Y2jvH0dnv54AFzxPYWh8CgPcp0f2G51GU98sKppnkFc5hYyiGSTkyXlMISJjkrhdPxiYRPBsaJqtsoZLVYO8rr+zEc6GJt5nI2AWiBsTIXhOJbp5HCOgo/j8OJaJKXqkJk0gO3EcumSZpmoMtVkTaMnVY1AzjZmcGcxqGCJ5LncK0zmTmGRGZdRtmbJKM4UW7QxqCOgS7qfNkhG3ZU5qnjcBLQOHCf7VPwCoQcSkBtkYGQRMcD2hStkWmCA4FhhLc29D/ONkaiqBsmG7b8wQfKINkWWvuEG4JvTDPXUQ3lnD8NWNGfAszYLziSNtnA+h4KVglhNNzEV7Ipvokm0agkr62+qkP7KEsM0jcPMTpJYxAHW6SOIuFaOtWui7Cpl8TPXkY7pXItNXEcsdWRhpy1TTOLVVJ2GgNQcTvUUY7dShpSKJSAtERowr8UxoEX9anpeWUBQ4F6SFIT8zEkW5sbyA8SjNjUdNYQpayrMUWnpqtRhqysdwkw49VVloyItDKc8rP8EbmdHeiA92RaiXrUJymBcBy+VAV3MEuVkoNMvjWfyx1aWGIzs+EImh7gjnfr72ZoTzJXAyuRAuBLIToWy78X/Ajuvn4lng7GK9Ba62m+DjaoogLxsEEOa+RLqvoN3FQqE9xN0Wkd6CVieEezggzI2o5Y91rK89koLsCWE+7kXYu25GlLclcexKRMeig++zne+3uTgN1doYlGaGoTg9RNXM5/Lzkf7OsX7WBK41EkOceB29kUFA5yYG8n2FIjPOF7HBTojwt0ekv6OaAzsm0B7hgmeXzfB2uAR+zpvUiOMJBHlyhBuvi6Mq0/hdSAxzQUyATOMlNdnOfP0QNJcmo6U0iUnmZ5uPlbF6zA9V8fPIQGNRDJpKYlWq8kJRluWPwhT5fkk/bUG0Kd+zCXJindFYGKW+O9Jc/YpdQ4R0P1bHazHXX4rprgKM1GRguDoNfWWJ6CqOw3BNOpYHKnBgrh27Jhv5XA36CfHh1lz0NWSgvjhaAb69PI6oz8ZYe67K4nAZ9i+24tJt3dg2WYP+hjQ1T7QxTaqPfwwa86NQkxuq5pbWxsp0ao4ozQjESIsWe+c6sF3fjKWRWhzeOohf//Aw7r/zBvz4uj2YG2zE8kQnlw/j1af/gjMfvw2c/Az410kKWQYIM9zECp5PMSf/ZSjP4/l8zuf/tvwn/Bprk7+rBlkeJ3zXaoxVjOtS/se/I2vHl6bWKsbjG5B+hjg+86/P1vLp2YBQPvO+6pN88tRbOHHyTXz51ev4/MtXCeV/4pPPXsSHnzyDdz94Em++8wheef1BvPTyH/H8P3+PJ/7xSzz6xE/w8CO34r4/X4877z6K2+84gB/fvptIXsHVN0zjyLFh7NrfSSQ3YHKmDENjBegdyEdndx6a23JQ15iBqtoUlJTFI78wWvVLztGErTW39kdCktQk+xDJ3oiNDUBUlD9CQ72IY+mX7AF/PzfC2Bm+PoSyjG7t5QJvLzcuu8PL01U1tzY0vTY0tTZMA2UAs8taM2s36S8rTX4VmCVOxLSzGtna2dEAacGxo2CNUTXL65blMSkdCEs7QliQbETzeiQbgCxNsc+i2bhdhXg2Ynk9jmVuZGPMLbZ8E8NUTzJ/ssyjzP3MZc5lmTaKIaLNZHAvqfGVPsdb+HwJtwmsZQAwmVrKlM+Tvs5WVnxtGzlXAb/8Q4CMEO7Oa+fBa+nD6+xPYIYiJDic1z8SoRExCIuKR1hMIkKiEuAXGgOvwHC4+gTD3tUHFg4u2GxhhUuI5g183S0CV4JZ8CwQllpgI5YFtMYa6fWANq4b8Swx4lmum1zf/xrPUjpzP0e+P2vVn1teZ9NmHnvTRSrWvM4yurmvjxfCw0KRnJiM7Ow8FBTXoLSiBZU1vaioHUZZzTiKq6dQWD2HwtpV6Gp3Qkew6RoPobD1MpR0XoXSrmtR1n0Laod+huaJX6N18i60Tt2Drtn70T3/ALH8ALoX/4b+1ScwsO0ZDO14AaO7X8bY3pcxeehlolnATCBf/Y4h17yD1WuJZQJ56ap3VVav/QDbrv+Y5YdYueodbL/mXey69l3svPYdlm9ixzXHsfWa17H16texevVrfM5rmD/2GqaPvILxAy9haPcLGNzxHAa3P42h7U9iZMeTGN/zNMb3Eu+7H8Xwjod4fn9Cz9If0Dn/e7RO/xbVfD95LTchreIY8XwZkkovRWLxYVWznFi8n9mHpKI9SC7eQ9DuQIJAVbfCEMQFi0guWFZATtQRxHmEsXZeDXaVqFtGsvRnJpITtAQ0E88oMOd+OzKtVFTWkkpsroygLa+zA8klO5FRtYd43qdqn7XNe5Hfug/5hLSMXK6rM+A5lYhPkObeCslSfjeeFZwVng3NuaVfdHTmCgHJ185g1vAclSV4XUBG2TboarajsmUJzV2z6B5YxNDEKv/WbSWglzEzO0c4S2YxTThPzE5jdJownmKmZTAwGSxsCJ0DY+ganEDv4BT6h4nrMT3xTHxOTKCfeO4dm0Frv+BZD035ONIKJnmtZngeRHP6hOrPHJYquJTm1wJiwfO8WlY1zdwuA38Jgg1Nu7970LBzMa0QnUY8p/NYa3iWCMal9jkmaQbxRHly4iQyE8eQlzxKl42jLnsSrYTzkHYWc5p5opmIJpynciYwljWKwYwR9GePoTdvEm1aPT03hWrdNEq1MnDYFFKzp/i6BLN6T5N8PUOzc1kWKEspcBYQSwITpCZa+kBL82wZCEzQLCNuD6vlwATDPgY0E8hRMt/z2XjFDMIjvh9eSYPw5bn5a7l/4TguyI7yRFakh0p2FHFDbGZFeqpBqqSU5sKSXP5A6RICUJgczAShJC0ERSkyf3OQqrmuz49GZ2UqBhuzFWYGG7PQXZPCbfGqv+tAY5oaQGqY6SZwOqSvdHMOxrsLMdFTgpGOQtQWJhB9XojytUGENE/2Iypl9O0QF8SFuCMhwhtpRG52cggKMqNQXZCM5oos9DUWYLCZaRRE52G8neBq1qKdqKvUxKKc4NalhiEuyEnBWaamCiVuZaCwMJZxQS6Eu5/CcxlhXluYhoLUSKSEeSHEzRoeVhvgbnEJXC02wG7T/4C9yffgaC4DgW1UA4a525kx5vBxtoaP1HK7WsBfare/CYHqKgOT2amRvqN8XRk3wt0Fwa528He0QqCTGSEtU3KZq1ISJZAldmVgNRlgTZqmNxamoK0sAw0FSQRdBN8fkVqWivLcaCSFOCPUw1xdu1APCzUvdbg0ESfAM+IDkJkQiORoH6TwvabF+CApzA1xBLVcF7nGsXydMC+pjbdAFK+9bF+/LdLfVs2HnRrqjPxkf5RnRyjA58Z5qubfVZoIjLUVYHm0jjhtwnSvjFCtxWh7PnGtRU9NGjoqklQf6rJMf+QluKt5m6WpugxC1lwci+meYjUn9nZ9Iz9HHQZq0zFUlY6RaoKZ35OdROsMj9daEI06TajqLrAyWq1aPwy1ZBPvFRjgtuIsmWPcn68VgZaSGNQS8OVZAajWhChoH17pxvUHJ3BktRuzfSU8by2PoVXf3+6KZNWHukEbjqqsIBQmyX8Xzup8pYZ7eaQGs/3l6KhKxgC/w4dWe/Cja7bi5kuXCP46LA414/YbjuDx++/Em/98EqdPfEIhyzQsXysonzr9L0OtMxgC+rTUSPMm99z/k1Fw//1G+HzO53z+e0f9KVAxIlgNvL/WXNqwjwG8/yJ2z4Z/O07xb8cpw3MMA3gZIsdS2/n3xTCm19m/HXwWd5Ka67WaY+bMvz5ROD6Dj/g36D2c+vod5m2c+pchX50mkk9Iv+SX8NGnAuQnDH2S33sUrx1/AC+8/Ae89Op9+Mfzv12bAopIvv8G/Pb3x/CLXx9WA3fd/IPtuOq6eRy8dBzbd8no1m2YmW/EyHgF+oYK0dGjQUt7Fuqb01BZG4/isigUlcRCVxBDJEcgKycMGVkhSEkNRHyCH6HsZxjAK8oX4eHea1CWPsmuqjY5MFBqlN3WsCxwdiWWBcmGZtYCYYn7WqmW3QxTRRkel1pkwaGh1lhgLFB2kaxNG+Xi7MptrmtTSBHVTk7cl5EaV7Vu2C5zLdsLNhkp7Wxs1TzItjIf8Tocr4/A+btQLSC0sDwLZSOOpZT1b2qZ11At203NZLRrljIFk4U5TC0t1FzGW4jhzYSiqZkZkSo1vtKXmSC3IJB5fva2hD/P3cXZBS6u7nBz84Knlx98/QIRQCAHBUcgNCwGkZGJiIpOQkxsCj+XNCQm5iA5ORepqblIS9cgI1OH9OxCJGcVIjZFg7D4DPhHJsE9IAK2bt4ws3PERjMLXLSJMJYBwQjmLYSwYNgIZuOyoNoI50suueibyLoR3MZm28breG7N8/o+zwZEyz+AuMHB3pnX10b1m5bXknmeL9nwPYVnM7PNsHeQgd48+R0LRlxMEtIyC5Ctq0VBWSfKa0dRXj+D0vpFlDZuQ3nzfpS3HkVp+5UKyxW9txCXP0L92M/QOHkHGojmZv1d6Ji7hwD9EyH6MIa3P4bhnY9jaOeTGNr1NEZ2P0cwv4iJA68Qza9h6shrmLlMkHtc4XmFIN563fvYfsOH2H79hwZAXydwZlhuvX6tJJh3XvM2dl/3FnZd/ybzBnZc9xq2X/syH3sRq9e8QGA/h4Vjz2Hu6HOYvYw5+jzmpDz4JKb2PIrJ3X/F9L6/Yv7w3zB/hMuH/kxQ342+5V+he+EO5pdom/4JSruvJVIPEqvEctF+xOdLn+XdxDHBzCQV7CKSd7LcQShvQ5JORrleJvAWkahZQGr+KlKI5UTNIuJz5tfCx4ji+GxDEnIIaaI1kahN0hiSoF1FvDTTJpgNTaoJW6l51m5DchFRXLYHGZV7kFW7F9l1Uvu8B1pGBgzLb9gLTfVeZJbtJNKJZKJYmmAbwLyd2UYgS79nQ/NsydkaZ8OAYlEZUuu8REQaRrGWftPS71lG747TzCG1aAWaKn4vGhfR0DGLzv5FDIyuYEy/DP3MAv8WzmN6fgb62UlMzk5hbFqPYf0kBiYJ4gk9ukZG0TE0jM7BEXQPTfC5MxidWCC+F/mcee5PgE5K0+0ptA3MoKZtBkV1M8gum0Vi3gwiMwnL1DHVp1maboelCnylqbVhxG1DDP2f14N4/fr67cbI+npYS411MPEcSDQHEeEC8TAmPHEK0YRzYuIE0ojnnKQRFKeOojp7As08v/68WUzxOs0QxXrtFEZyxzGQPYLenGF0aUbRphtHU/4kqplSQjpfMwGNZhzpxHZMJiGfytdbQ7Eh0vR69BskG/EsQDbGuM2IZwGzMQJn4zYjoqX0jR2CXxwfSxhCQOoIgnPGEcZzuqCJGKvIjiaIBcMyQFSkQppAOZfASgt1U4CL9bFVI2PLKNfpRJc2zlADnZ8YwAsSzGNEECgyAnMcWkoTVV/YJmKooTCK28NQmRuMsuwAVHK5tjAajaUJaCFSuuoyMdlbhq36NswPN6ChOBmJgkBPqaWVGlsT+DlugZf9Fng6mMLT0QzezmYIJYBTCcHC9Ag0lqSju06H4ZZCAr0Ik50lmGwvNvTZLUgkpKIYvi+WUgubGuWFmABnA6I9zzbbTghxQ15KGD+sFLRW8Ie9LAfFGdGI476+9ibwsN4IN4LZmZB2Ekxbb1ZTVnk6WMHD3lLhOcjTHsHe9gjxskOwp60qQ7y47u2IAAI6gPuESI2zlzNf01XNRR3gbKNquf3sNqsBz0JczBDhYYlI4lkwnUDAJhG5Mp2XQFqXGKgGS2sqSUO1LgHlBHRNfiIqtXGqxlnBmfiWOad9XU0Q4E6IBzooRMfIcQjl5AgPpEZ4IoVlBj/nPH7+hcS4RJMUhNRIT4Vn+RwC+BkEupqq5TBPC0TzPLKivYnnSNTq4lUtuAz2lhBog9RwRxSk+qOvPhs7p9twcKUPWyeaoO8u5ueSjxlCdaq7SA06NtCQhcGmHDVwWQ+RLKiWqajksbn+Mu5fgK6yJNRmBqNa+uWn+6OjKBaTrVpME9Y9hKyguF4Xzu9cHLqqk9Fdk4re+kx016bxvPyRHm7H6+Wh0Cw139p4V+iSPNV80RMd+bjhkB6/vHk34Tur0L40VImVwUrM8RzldQb5/ewoT0KTgD9D5pd24HlGYnVMRhHvxcp4jarxHm7VYOtoPbaONRDXjbjxyDIeve92/POpB/H6S0/i5Ofv48ypL3Hi5Bf48quvcELmQuUNrtwDG2ueDVPGfDvGG+DzOZ/z+T8lZ9FrhO/6GPsbG3KGObUWmT/ZAG0juo2R55w+LX8vBNzyt2Td86TJNz5UKD5x+k2Vk1+zPPMGvjz1Cj478SI++eJ5fPT5P/DBp0/h3Y8ex/F3/4JX33wArx6/Hy/88x489cxv8PjTvySUf4o/PXgLfveHq3DHnUdw20934fqbF3HFNVM4cvkwdh/oxsp2A5InphowOFKJzp5CNPJveg3/lkqf5BLeG8gI15q8CGTnhiEzm0BOk5pkHzXKdSzvLSKjvBEhTa4jfVSTa6lNFhj7+7vDz9eDQHZXtcieHq4qsiyDeKmBu9ydFIiNMULZzcX13+Lq8u2aZWNNsao1VrXL34axixNRychjTg7/OQ529oQoIUw0C0illFGtBc/fVbssQF4fGfxKMCi1qQJDmf9YAG1paUYcmxCMmwlgqVmW7TLatNQQc3+Wal5kk0183IRQNsEGQTOPZ8rXMeGxzVha2tnCVqa4cnKEq6srgejBa+cJX29vBPj5ITQkDJERMYiKiufnkczPJQ3JKVlIS9MQyBokp+YhJZ1AzigklIv4GZbysyyHVlOG/LwKFBZUo6CwFtqCGt7sViCB+0QQ134RSXD2DYW1iydMrOxwCfG+actmmJhK32cDlCWCZyOgjdvWA9pYA20EtOwr10mum1w/uabyDxFGLP8bnh2d4ejgxs9G8GzH68hrxGMImgXQG1huIcpt+Dm6uPK6+AUjKjoZyRnFSNc2I69iCOVNC6hq24nqzoOo7bkS9f03omHwNtQP/xQNo79A08SdaJm+G63Ecufifehd/TP6tj2IwR1/IZIfwfi+x6E/8A9MHXwWU4dfNOTQS5g+8rIC8+zR1zF/+RsGOF91HMvXvEUYv6OAbIgsG/M2VonkleveUFm9VgYKew07r36VaH4Vu254hYB+CTuuf555BtuufYqAfhLLVz2BpSsNWb7qSYKa2y57FAsHHsLM3j9hZv8fsXD4T8wfMX3wbozsvAN9Kz9B18JtzI+I51uJ52PE815Vu5xAOMdqd6jE63YhQbcTiTpBswzOtYNQNSQxbzuxvKKAnJK3FcmEcCIBG0+cGrGcSMjGZ3GdSSBkE3N4nFw+X0OMa3hcBWjuk7su0m+ZeJbXSy7ejbSy3cis3q3wrBE8E84FTfvW8LxH4TmlgM8hwqUZtoD5LJxl29m+zVKur3GWGAEtpTThNswFbcBzSuEScipXUdKwjNqOBbT1L6NvdJVAXiaWlzCzuIipuWkuTzB6lbGZKQxPSdPtafSOS7/nEfSMjKF3ZAJD47P8m7qAaT53am5e1VSPTE8R27PoGpon0OdQ1jgLbdUCUovnEZMjzbYnGL3q8xyRLhCWZtbr8WzAvyD6XCCfi2fjshHO0idaoBycTMQS0AHJUyoC6BDCOSyJr0s8xyWNIzlpDFnJIyhIH0N5jp737NPoyOO5a/QYztNjKF+P3vxxdOpG0V4wipaiMdQXj6OmZAIVxRP8e0I463gMojo1dwqxWTyXdKk1N9Q2G8EsMa6vR7SxtllheB2YjYiWyH7G50kTbiO2g+SYLAOJ56DkYYRkjiGckL9grr8eg42FaCvLJHgz0FGRo5oHNxWlqj62hSkhyCCwZA5mwZsk1tcWSYRVMiGdFuaqakUzozyQHe2JnBgvYsUfxenBqMqNRGNRAlrLktFWTpCyrCmMR3F2GPLTg1CmiURLZTr6mvMx0Epc9dZgqL2MFy0NaQSul90lsNt8AVzM/yeczA39jB3MLlJxtd6kanUjfR2QHu2LspxYNaBYT70OfQ0ymFgBRtpL0FqVjaKsCBRkhKGxLF2tlxOZ+WnhqrZVBvGSeZ1l0DCpiU7iD7U2OYwYJexrtKpfdYUmHsmhnoSuFXwcTODG13ay3KBG2/Ygej0JaA97C3g7WSHQ3YDmYEE0E+LlgFDCOczHCQFutmpeaD8C2t/VBkHuDnxcEO9K8DoimNsiuH9cgAuSQt0RLzXlglU/W8QRv+HEdBAxLDhO5/Upl/mfSzMZaaqchpaKbDTzs5N/JEiKcEOErzUC3UzgZX8xz3uDGu1bjhfhY61qk4MJ82B3WbdBPD/LLN60FKSHozJPQB6nEJ1OJEsNtdREy2Bq7tbfg4/9BgQT56kR7ijNjlKAL8mKJMADuL/sa8ljmvF4HmitTMPCaAN2zbVjabQao+1a9DZkqJro6b5iTPeXqPmbjRlo4nsghCVDLbmY7ChAa2EcihI8UBjvjoI4V2iiHFCbE4iRxgwMNqSrEeCllllALCN/yz/cCN7bKpKRHePK62mBtHAHaBM9kZ/sg6I0P5YyFZoL6guisWeuA7ddvRU/vmYHbjiox6WLHdg9UYfVoXLsGKvB7skGbCOSZ3qL1Yj0MiCaYHy6pwgHuO/BlS7s0DdgcaAcq6M1GGiUbgpF+MHVO3D8xb/i6xPv4r23XsDJLz/gze/nvNk9gdNnTuK09DNUE6HypvkcKJ/H8/mcz3/vGP8b/vecRe83Mz2tx7TaxwBg1VT7W8225W8Cw33O8DXOUNKnT5/AKcbQ3FuaYTNff4lTZz7DyVOf4MSp94nkV/H5SSL5y+eYfxDKTxPJf8db7/+VUH4Yrxz/M55/5fd4+oXf4tGnfoEHH/kR/viQDNx1NX75m0vxo5/tw023bsPV18/j8NEx7N7Xi9Xt7ZhdrMfYZDn6hwrQ1ZeDxtZUVNUloqQ8CUXFycgvSECuJpq4kj7J4YRXKJKSg5CQEICYWD+CxIdA9iKQ3REU7IbAQDcECJD9ZJ5kd2LZQ2FZmlp7ehDH7lISeu6ea/FS8XB3+6YG2Tg4l6EPsjSzdlkXqTl2W4sroWuoJTaiV5aNMaJ5PYoNcYCDvTTFtlWxJ0SNyxJpsm0vQCbgJNJcW0prws5Gwc6AY4ngWGo9pfZUSgGzMesfM/bptSCEpYmxDLAlkWVTU1OYMfKYpaUcU+AtiLSBNc/TikC2c3OFo6cHXL284eHrC98AfwSGBCM8PAzRkRGIi4lCQmw0UuLjkJ6UhMzUdGSl5yA3Uwttjg55miKiuBRFBRUoLqjkzWwNiorqUFzUiNLiJpSVtKCstBVV5a2or2pDXU0Haqo6UVbRgbziFmTl1xFA5QhJyIV3SBwcvQJh5eCiasVlVG4FfUJZgCwYlmXBrBHOxseMgDZm/f5yneS6yXUVPMs/UvznQcOc4WDjAltrJ+4vU3OtDRq2ha+xmYAmnjdx3YKwtnf2gJd3KMIj05CUWYms4gEU1M+jpms/GgeuRPPwTWgd+zHa9HegY/p36Jj9AzoW7kfX0kPoWmFWH0TvtocxfuBJ5glMHnoaU0f+QSA/i7nLX2BewuKVr2DxilcI5VcJ5tewcOx1rr9B1L6BhStex9JVBPE1b2LbdW9hxw1vY8eNbxpyk+QNbL/hNQL6FeL6Jaxcy1z9PFaufA7bmZ3XPI/d1z+HPTc+gz03PY29Nz+J3Tf9HTtvfBQ7b/gbtl//CI/7N4Kay9c8gh1XPIyVIwTz/rsxf/B3WDh0F8s7MbX/Dozs+DF6l76Prrmb0Tl3C5omb0BJ92XIrNmDlBJDTXNc3i7EM0mEdLLUPOfvRrJOshOpeYYka7YTwtsUkAXACVJjLLXIAmbZxscTNDsUZA3ZThwT44RzonY3I4DeTnQTynKcXMP+idqdSMgj3Lk9IW8bAb0D6RU7kSVTVtXvQV7THugamPrdxDNhXbZD4VnOwTC6tmSrArIhBjgb8Hy21tkA6K1rMWLaMBe04Nk4aFhG6TJ0NQsobZ5HXfcS2oeW0De2hNGpReiln/P8DKPH9MI0MT2DmYU56AXGM/MYJowH9YLmSdVUe2RiFpOC5zlmfpaAnsLY3AyGpufQO7qApu4FVDTNoaB2CVkVy0jQGfo9R2VNK9TLdFwGJAuWl9fFAOlv92P+NpbX5xs4G6erIpaDUqYVnP1lQC4joJP1iGCiCdyE5DGkp41CkzGOotxJVOqm0KDTo4No7i6eQVf5DO/Xp9BcoUdDlR41NXpUVE+grFqPIq5ryyaRXTyGtPwxJBLc0Zk8t7RZvoa8jmEwMONgX+cO/GWcwsonehieEdIUW2qWBcyGAcFkX+No28ZjGUfeDmYZxoQnjPNv1wgfG0JI2gjCc4jniY5yDDYVors6l8DNVE2C21l2Vmaji9taStMJhVgUpoYQx14Es6EGNM7PXiXa2xpRXtbfbIsPkLmbDUkOlvmbPaCN90NJBlFGkAly89PDkCM124mBhG0kqvOT0FCaho4aDbrqdGiv1ii8CW697DbAweQC2Gy4ALab/iccTS+Ci+VGAnYzPG238PEtBKmZQnRGXACKMqOIv0Q08/z7W4rR21SAOv6IF2SEojAzDBV5saguSORrJvL1A5AY6srn2qn+zwEu0g/aMIiYNE+W/taNJWlor9KgrjAVmTH+hLYZXK02wtHCMNK2s9VmuNmaMebwcrSElwMxbW8Cb0dz+DpLk20C1t0WQR52qvY5mDj2dbEitC1UGezpgKgAASfj5YIYX1dC3Rs5cUHIjQ9UeA33siCYzVSNfGyAPQFtSrxaID7QFTpCv4GAbpUBxQqSFaI7Cf664hRei3A16FpKGAEZaKtG3pY+1THEbbCbzGm9SU3N5W13iQJxIGEeyc9RrklmrI/qc15GoNdIE/GcGGQT19KMW1oDeFhfBE+bi1UTe+N1aixJ5ecbwef58zxteLyNhL8l8lL80VWbRSyXYbhFg3apMc6PRI0uAi1lCeisTiV2M9UgcuMd+eiuTSee4/ndS0BvjcwlrkVbSTyKkryQG+WI/HgX5ETYIivcGo2FYdB36lTf6OrsYCQHWXIfojg/lojNU60PdMl+iPA0RWKQraohz4xyU1OgFaTw8w+SPtwu/G9Ah2O7JnDjoRlcub0XV27rxsG5Zuwcr8auyRrsm2nE3ukmrMjc0QS+TN0m03NJc+998204ur0fN186gxsOTeLItl4sjlRhrLMIl++dxnOP/4F3xB8Cpz7Aia/eJ6A/4Y2xTOnCG9xTX6i7Z7lhNtQyGWK8+T73hvx8zud8/nvkLJbPidQun+Z/76oGmf+NM4bH+DyC+fTpL3FaRuz/WvoiSz7n9s/V8qnTnzGfE8af4+TpT/HVyY/w1YkP8MWJ94jk91i+jc+/PI5PPn8dH3/6Mt7/6Hm88/5TePuDv+H4ew/hlTfvx4uv34tnXroLjz39Szz82E9w3wO34K57r8Uv7jyK224/gBulufUNi7j0yins2tdPJHcRyU1EchX6BovQ1pmLhuYM1Det9Ukuj0N+USS0+aHIyglCaro/klODieQQIjkIsXGBiI4WKPshMtJPNbcOCfFCcLD3WlNrwbIbfH3Xmlp7Gppbq5pkATPj4e66Fnd4uBnhzMgy40EcerifbYItgDY0xZZaZSLYyRhpVi01x4YIkqWWeD2anewJrLUYtgmUDZEm2IJlwbG9nbWKna0A2ZCzWLZcw7KFWjasm6tt0od4PZwFxgI34wjTsk1ieNy4j5TyHCsVc3NLQlFqrG0JRTtCUeY2doGb9EX28IaPj59qahwYFIqgsAiERcUgKlZqkROQlJjMG1nezxDI2WkZyMvMQn52NopyclCq0aBCp0NVfgGqdEWoKSzlvUQ56kqr0VBei6bKBrRWt6C1tgMtdV1oretGa30v2hr6mH50NA6gu3kInc3DaG0cQm3tAIrLu6AtbkOarh6RacUIiEqDu18E7F08YCqDdal/ANiiEGwE8rl4Ni5/F56N102ul6BZavONfcv/E54dHJxgb+0MGyvi2VLwLIOGbcFmE77G5otx0cYLcfHmTTCxsIaNgzvcPUMRGpGG5Oxa5FVPo6xtNxqHrkb7xA/Qqf85uqZ/i+65+5g/E5d/Qf+2xzAgTbF3P4GhvY9jeN8T0B95lmh+FjOXPo/Zoy8Sxf8kml9mpP+xAPl1bnuVcGYuXyuPvUJccz/uuyq1yNe/Tvgex95b3sSe77+B3Te/il03/5OQfhHbCOSVa58mnKUW+Qni+XFsY7njmiew6/onCOcnsP/7f8eBHzzG5/+VeQh7bn4Au258EDuvf4DHfgA7r/0zdl99P7YdvQeLh+4kmn+F+UN3YGb/7Zjc/WMMbvs+uhdvQvvsDWidvhH1Y9cQz0dUzW5a2T4kF+1DgmqyvRsphXuRynUpE7SELXGbLOhlknJ3Es4Eb/Y2heW4XGl+LYAWTBPDBLBE1SQTyRIFajnOWpJVCGhBM/GcKLXRxHOS4F01396KJMI4tXQ70st3IrNKEL0DuZLq7ciu2IG0Yu6jW+Frn+3H/O2cxbOqWVZIlu0C7G3Mdj5v+9q2ZTWdlZqyKmdO9XtOLZIpq+agrZ1FWesi6noW0SFzNU/OYWxmlmCew/zKHBZW57C4Oo+FZWnOvWBolj0zjZEZPaE9hZHJaYxOzBDPc4a+0ktzmCa2pan34OQUuodn0dwzj2q+RnH9CrIrZQ7sGZ4HoZk9TUBLzbOAWCJzPS+ti2HuZ4G1Ec5GPK8HszHGkbiNeA7icmCy4HmaeJbaZ64T08FqADK+dqoesWkTSMkcR3b2BHSaSRQRzlXF03TaPFpqF9DSuICGRp5/4yzKm2dQ0jKDwuYp6JoI58YpZNVNIa1qAoklo4jRTiIyw9BcXJBrhK5AWFAsODZG1o14lhgxbUTzejgrLBPOElk2bpca9PBEPia1z4nDCEkfQ0TuJC6Qfqs1BGWtLk71YS1KC0ZZVjjq8uPRXpGBjkpDmktSUJkbBU28N5IIS8FxLNEZ4UHYuZox5ly2IqYJaH9nxPk6c5kw9LJXifFxQqwfcejnTAR6IIk/oHGBbogLksG6AonleDSX56CpLAsNJXw9Ar6hJJ0wC1G4DXEjQF1sESA1tw6Wau5mH3tzws8U7kS0u+1m+DiZI5zHT+GPdGFOPBoqctBZr0U3AVVXnITcJD9kJ/goREtNdFacr2q2LM21Dc24HRWevew2KUyGepgiLdIDVXnxxJ92rUbcB4Fu1qrm2zhwmJPlZrhYm8LD3opwNuO5EJd2Jlw2VZiWCKb9XHnu7jbw4/P9+Dq+rtI/2hI+MpiYmx2C+YMf7GKHaF8XZEUHoig9Uv2DQ1asF7dZIcLbEqHu5jwvS0R42SHKh9fXzxFpsX4o1cbzhy8OurQwojkStYVJaClPRwc/w05+fl2V6eiqSENTQQyKU3yREelKJBswLv2kA12IaUI6wEXmxd7A93+JqqUWsOfE+6E4MwJ1hcmo0iYQ9bwh4ufv62CAd5SvLcEciKbSdDWNWDW/SwLolHAXfsZ2/PwseRw7fn/Ciec8TBCVDYVx/C55Mh4oTPXj984fJRmB/B5GrbVSSCJwQ5kw9BLeU93F2DpWi+HmbBSmuEMT54DiVHdeJ2toou3RpAvDYC2/N/nRyAlzQryPFXSJAeit0xLGBSjj+ccS+mHupoiU9xXogHyec3FaKLJjvJAV5Ylafs4z3aU4utKOq3jDeNlSK+FchZXhUsx250HflouFgWLM9hZhsCETFdlB0Ma7qQHPpN+0jOp97YFR/OiaJdx42QxmhyrRWZuJhfEm3Hn7NTj+yqOE8mfMSeZT3mB/yhtmGY1bmlcamml+1034+ZzP+fz3y7+h+ZsYapUNWatZlj7JjEBZ9Uv++iND/vWByhlI+T5OnH4HX8no1iffxOcnXiOS/4mPPnsBH3zyDN77+Gm89f5jeO2th/DyG3/CC6/8AU+/8Bsi+XY8+MgP8ceHbsLdf7wOd9x1DD/5xSHcfNsuXH3jMg5cOo4dewewtK0DU9InebIavUMl6OjNR1NrNuoa01FZk4Ki0ngCOQrZuaHIyAolkoORnBKI+LWm1tExPmp06/AIqUn2JJJlZGupTXYlkF3g7yclgezlzBgG7xIYC3gFvh7ugmTnb8BsgK+hBlmaVLu7yb6y3cXQ3NqZEHYiiBg3hWUHbuP+a1NEydRRxj7Mjo7GyIBeZ6H8X8XBlmCW2EsfZEGyIQYgWxHOUlqq2NoIlAXHBNxaKXMkW1mact1MrVtJ/2Tpu2xhqFU24tkIaCMQBYOybqhFNdSkCpLtbIl5B1e+Hzci0IPXwhteXn68rsEIDgpHeFg0r38sYmGobpEAAP/0SURBVKITEB+XjOSkDKSlZBLJ2cjJ0ECbrYMuW4uiXB1K8wpQkVfI3+pi1BeVoolpLi5BW5lM11iJ3qoq9FdXYaCmBkN1dRhq4PeisQUjTW0Ya+3CRHs/xpjR9gGMtA+yHMJI2zCXRzHcPomBNj06WybQWD+Csoo+4rkLmboWxGVWICQ2G16BMXB09YK5pRVMTUwYw2jb6/FsrG3+Ljyv7/csj8k1k+tobLIttc7GQcPWA9pQ6yyfqSPsrF1gSzxbW9jDwpznIQOXmfA1t1yC7228CBdu3IDNZpawsnODq2cIwqKzkJLbBG31Iso6jqBl/Pvomfsl+hfvwdDqQxhefRSDK39Xg22N7nkGEweeJ5hfxNSlL2L6MpaXvYSZo//E3NGXVQ2z1CYvX32c2JWBwN7k+nFDLfOx17BIPEuWjr3MvIjVq4jja/5J5L5MPL9M9Epe4vLz2HnjM9hxw1PE8+NYueZvWLr6r8TzX/mcv2Hr1X/h8/6CHdf9hfs9jL03P4T9tzxISP+Jz7+Pz7+HeP4D4XwPtl5zN7ZdfTd2X/V7bL3sN5glmGf2/oT5McZ3/RDD225B7/IN6Ji7Dk36a9Ewfi2qh65CIa9FVh2RXEo0r83NnMBIP+dkIlpqnuOJW4mqOWaScnYRzjsRTzzHygBcmhXEaVeRoNuKRB3xvJZ46desskKMsmSkTMzbipQ1OEsTbtWcm0law7OMnC21yYk8XnLBKlKKVpFcsqySUb6CjLIVwpnbCnhcmaoqR+AsTbTXA9qwTVD9bVhvN0TOXUXWjXiWzBOs0nR7lq8/T0DPI7NyAQWNS6jsXELzwAJ6JwTHhDOxvLJtAVu3LWJ12xKWl5cwOzcP/dQsJojnsVnBs55/k6cwRjzrp2YwPc17y8VZVVs9oh9T01q190+huXsWde3Ec+MysitkhPIZnsck4TyFyEyBrAz8JbXJRjCfm2+DeX3Wo/lcPAcnzyIwaQ4BSTNE9CwC+BpBqbMITuex0g3TZcXyHJII+XStHrn5euQV6FFUNoWKugVUNS+hiudd2s5r1DaD3LZp5HSx5PvJ6phGZvs00ttmkUxEx1aMIUonTdGlyTbBvgZgiRHGgmYjlI010UZkG3FsXJcYoSzb109rZdw/NFkwPQa/BB4zaRjBWeOIyJvCBTKnsjbBl5DwJyI8kRbmrKZB0nFdEF2liUZjURIxk6YALeuFqYFIDyeAg5yJYjuEy3RMLuYMIe1ijUDCNsjRCiHONgh3tUekuxOiPIhTT2dE+rgSqNIEmPDlfoFEcZhq1iw1x4Eo0ySgviQTdQR0HbFaW5yqalSr89JQmpFINIUjLVxqDH0IOA9E8wc51MuRcLaEm6CVYPVzs0F0qDdy06JQXZJMPOeit0nL4yUSzqHISw2CJiUICaEuCPc29HkO9eRziP5Y/tALpAOdiXH7CxHgvInwc0R5Tgwxmk3cZyMzLlj1bXaz2aLmez6LZ0si2YLvy1whWg0mRti72Ujt9GY4W2+EK2Hu5WQGXzdz+BLCXi6mcHMQ+FvBnz/uPgR4oIstEoI81SBnMiWXwF+b4o8QTzN42l4If2dTQprX1dcRscFuiJN+6REeyEsLR0FGhKqtTg5zQS7RXZkdhvbSJAzXZ2O6Ix/zXUWYbNagrTSZn28ktImBvJ7uSArme/cj3H2sEcVrEkFgBruYwMfuYnjbXMTlLYgjtLMJdV1KuBqdXPpEB7nKFGCbVW14qvxDgy6B1yhdpZjfn7QoGbXbHjH+lkgIsFZQ7pCB5Zo0aK9IQQEhnxpmr5pVSzPqnFg31dRaSnlM+k8XpPjxxz0OcwPlakqrI6tdmO8vQFdlDKpzfaGLc0SS72YUxLtjqCYDPSWpyIlwV/+wkx3ji56aPAw1FaOI11O+sxkRnqqUOcHTwvg6ydKqwke1kqjRRBDKuZjvzsFibx52jpdh/0wd5np06CiLRlNhBK9dLKa6CtSAZqUZ/vxOuvP8YjDZpcXSaJnK8kQN5kerMNyZj75mLQY6i7F/xxju/OX1ePG5h3Dyq7cMgD79KU6e+AKnTklts7TbNPyf3Hyfx/T5nM9/35ztt/ztfC1zvuMEYxjl+vTXn+IUwXzq6w9Zvs/yXZz8WgbtOo4vTr6Gz756GZ9++RI++fJ5fPDp00TyE0TyI0Tyg3jx1Xvxjxd/iyef/yUeefLHeOCRm3DPA1firvsuxR1378eP79iKG2+bx2VXTWL/pSPYua8PS9vbeePVhFF9NfpHytDRU4CmtlxUN6SjrJpILkuETvok50eq/sjpmUFISQtc64/sq6aAionxR3i4D8JCfQg3HwLZmzCWkZe9EeDvCV9fZ/jwN90wDZT9WmTZMLq1EckCZ8N0T1JrbKg9lhpnqXmWZcGvINgwMrZhgC9BtdQqC6plYC8nNcCXLUtrFUfee0icnWzUdkcHGwXgs5Hm1XaG2J2tVTb0Uzb0T1aRPsu2hPMamAXF64FsayPrRhibGnBsseWb0sJ8y9o6USeDenFZ+iMbIv2YDX2YBclSI21srm1LqAvw3NykD7cb4w5fnwAEBYYhJDiS1zyaUI5DdHQiEuLTiORMpKZkI4NAzszQIiszD9mEsia3EIXaYpTnlfMeqhI1RVWoK6xCA8uW0hoiuRY9lfUYqG7EcG0zRmobMV7fjKmmVsw0N2G2qRZzzfWYb2nEfFszFtrbmHYsd/Vga98QVnoHsdgziIXuIcx1DWK2cwgzXRPQ86Z3tHMOPbwJbm4YQ3nFAHQlPcjKb0NiZhXC4jTwCY6Ds5sPZKRr8zU8G2EsESgb8WzEtJQC5osvvhAXXfQ9FVk2Pi41x8Zm24JoqYFW/1iyBmgjnA14doKDjZsCtLWl4NmSADfBpi0bcMmmi/A/L7mQIdZNpX+4O1y9whERl4f0vA5oa1ZR0XUF2vU/weDyPRjb/jAmdj+BqT3PYXLPCxjf9yImD/4T05fKKNmvYP6K17Bw5Wss3yCOj2PxijexLCNnX/U24Sx5h9B9CytXEtDHjmPp8jeweJSIvozh81eveJ6ofQ47rn0eu65jbnh2LU8R008Svn/H9useIX4f5jEf4LHvx9IVf8LKVX/mMf/M9T9y+V5C+g/Ydu3vuf/vsP36u5g7+bxfc9uvsXr1HXztn2Pp6C+wetkvsbD/J5jc+X2MbrsJI1tvwsDydeheuBrts1ehafIK1I4cQ+XA5SjpPgptywGkV+9GQjEhmb8V0RoCkokjcKXpdDyRKzXICSyldjhJap6lZKQ2OZb7xuZxfx1xLJglduPzZX1pXWR+Z2PmmUU+nzBWTb953JwdDI+nmnbvJIbXmoErkEst7CKPO0/UzyGtZJFZUgN6JfF1zuJZkGxotm1oKi4lj7HWn/psE/Id3IfJ2oHoTKl1lhpoQ821RGqeBYwxOTN8/Vme6xySShaQXb2IotZF1PbOo2t0DsPTc5hZnMfSyjxWtxLQWxexQjzPzy5gWj+N8alJjEyNY3hiDMPj4xgbm8LE5DT001OYntNDPzuh8NzHx7oGp9DaM4uatnkU1Uuz7cVv8Gxouj2z1udZRtpeQFjy0rfDbSFJBC8xvB7IxtpmI6C/MwR3cMo8gojmYB4/KG2ecF5EaOYCwrPnEZkr/5AwgyTdDNIKZpBdRBgXTyG3XA9N3QzyW+ZR0LUAbfc8sojm1G49UnqnkTpAMPdMI6WHz+teQFLHHKJrJxBZqEcUjxuWQqzHG2qcjQA+tzZZ8GuYhsuAYiklst0IZONzZVn2kciy4flSsz4J77hheCUMwTtlCAFZYwjW6XFBcqgzUsJdCUQnxPjZqnl/o31tEB/koACWHkWUJQUQj1GoK0hUA3rVFSShMC2U8AoieHyRHOKBWH8nRHrZI9zDHoGErJ+dBXxsTOHFHw0v/rj42hKHDtYI5g9nAEHtwx85F6stsDe9BI7mG4jLLdxmgagAV2TGB6EgKxpVRSloqMhUgC7KiCHwo5CfGE1MxaIoLR75KTHIiY9ASmQAIohoAaiz1SbYmV4ENyI6MsgDOSnBKNNGo70mi4jWoqYwEVriuSBDpqXyJ5h5LsSru/XFqkl2BH/w4wWkhGGMv0xvRYw7b+R1sVZNzaVJeHFOPJIj/VS/ZQG0mqKK71X6PXvam6taZ4nUQBvx7Eo8u9gQzzYb4Got7/cSeDhtgZ/0O/aR13HgdSOebYlvPk+mtpLm0wL9+lJeByYn0Y+AtoSb1UVwtZR+zGbwd7FCuB/xGOmNlChvZBK38r5k5O1ob0si0RbZUa7IT/BEbW4IhmoziMMiTHeVYqA+Dw38TEsywgjLYOQnByKPryHN8wWVMk2WDBInTfLDiORAx03ws9+EABczRPo5IDbIBTI3tkz75SO10Ewkv0P56aGo5WdXqYvl+QciO8EbqVEyT7Q0rzdVOJaaZZkjur8hBw2F0i3AD5ncJzHImq9piZRQO2RGOhHR7tzfDRlcLkr3U4OM7ZypxxU7e3H5tk6sDBVjqC4Vlem+yAm1RV64I5pyInlDkIN6XaL6h4HsaG81xVd3tQYV2TEKz4mBTiqC6NRQN6SHe3K7F6+VOyqzfDDanM5rpMFIYyomWjKxMliC+d5C1OlCUJ7ph4b8CII8B4ONOajRhkOb4IYqbSCG2zOxSDyvEM/DHVrUl8SgriQWHfVZGO2twIK+Dft3juNHtxzBYw/9Bm+++hROffUJEX2CZJZOkAJoGTnotKqR/tfXhibchkgzboG1lMYm3YZReb8d4/7ncz7/u2P8Ln5X5PHv+n6em/XH+67Hz836/f+/CM91rfm0yne+D2POPRfj1E/rY9h2Wo1tYMiZM1+djcyX/PX7BPJbBPJb+PLkcVWL/NlXrygkf/jZM3j/Y2lq/Xe8/vbDePmNP+OFV+/Dcy//Hk88+ytVk/zQo7fhnj9fh1/ffRQ/vWMffnD7dlx36xwuv3YU+y/rwa6DbVjZVQf9YhEGJ3XoGylCZ28BGluzUVWfhtJK/oaXxiGvMBq5OiI5JwypGYFIIpITUwjlZD/EJvoikn87IyO9EBbmiWD+LsrAXUFB0uSaUPYnmIllXx9vQtiLsPWEu6snkStNhx3g7m6j4upmSwjK/MlEMOPmymWi+WztsgNcnIhqVaNsGOTLCGtDzbM9j2lYNoyEbYytKp0cBcmyLqUN14loxsXZlrFbw7M1sx7PjDTBJpbtbR0Ye9ha28HGSgb2slkb3MuAaFsbGyJZ+ixbwkr6E1t8G8sWMvK1jG5tSsCZbFRotuB22WZhsZmgM9RAK0zLtE92BLnA3ZGgc+b7cnPldXFTg3Z5e/sgICAQISFhiIqMQVxsAhITkpGYmEokZyEtNRfpaURyugY5WTroNMUozCtBsa4U5UWVqCiuRnVJDWrLa9FY1YCWinp0lteht7oe/cTxQE0jkdyEyYYWTDEzxPJ8UxsWWzpUVto6sL2zGzu72rGroxG7O5uwq6sFu7o7sLunG7t6erG7fwi7B8ewc2AcO/rGsa1vAqu941juHscib3rn+hah71nEQPsc2honUF05xO9aH3IL2pGcVY3IeC0CQhPh5u7P62oHS2mS/h14Xl8TLcuyXbB84YX/E9/73v9QEUDLY1L7bKytN9Y+/9d4doS9nSs/W2d+NjJgmLHP80Zs2HQx/ieP+z8u5vmYWMLC3gNuPlGISihAVkE/Cpv2oWbgJvTM/RrDW/+M8R2PYmLXU5je+wJmD76G6QOvYurQK5g6LAN/vYw5aYJ95etqwK8lqWUmnJcEykS09GuWLB8TKL+KRe6/QHQvXPZPLv+TgH6OoH0CK8eeIKCfIp6fxp4bpd/yP7D3picI6r9i+7UPEc4PEMBE8pX3YvmKe1SWrryHx74H85f/jrkTC5f/iutE8pW/JNgN2XoVyyt/jsXLf4q5S3+E2cM/xuz+HxPOt2KIYO5fvBo9RHPnzBVonjyKxoljqB2+HBX9l6G4+1Lo2g4hq34vUip2IpF4jiN+Y/KWVOKI4QSdoe9xgo7A1e1Act4upEgfaOkPrdvFSP/kVe5LNBPeAmeFZ90iQW1AsiFraCaAJQnEdBJxnETMGpp/8/jZgmcB+Y61WmCZukpqtJfU/NAJOj5XN4fU4iWkFa8oPEvNs9RiSxPvbwOZ6CfMZZvUYicS/nJcQw264FwAvR0xxHNUxlbVbNswyBjff/YC8Sz9jWcRq5lDRO40IvOmkFQ6i9zaOZS1zaBlYBo9YwTy3CxmF+ewtLyA1ZUlheeFuQXMTM9ibFJPOI9jaGwCg6MTGB7TY3xiCpNTUwT0JCamCWpp1j09g4HxebT1zqCqeQqFdXPIrlwgngXweoV4OafoTMPAYIapqqQ0JJQJ57bgxBkExBGS8YRjAnG5BmkBsuD5O5NKVBPlwWnrQjSHZC0iJGcRYZp5hMuc04R8fBExXDKL9LJpZBLO0gw7tVGPzE5el/5FZA8uImNoHilDs0hiEgdmkMC/J4l9BDUfT+6aR0yDHtGl04jj90sGDAuQwb2I5W/gK0gmeNVAZms4Xp9zcbwe3UaEG5eNNdd+CePwjB+BR+IQPIln38xR+GnGcUGEjzSrtVcIivKzJx5lHmTD1EQyYrMaTIoQSw53I8y8VXPnqvwE1UdZypLsKBRmRKoBuLKJ3pQIH8QEuCCUiJYm1U7Esf3m78Fhy0VwNtsIH3tpcm0NL1tLuFuawdl0MxxMN8GBPzQCUBm9OsjTAdHB7kiM9oQmIxQ1fK1ybRK0yYRymNQ4uxH7XsiMCUZesrx+PDSJEUgI9kKAG3+w15pNC8ZDCdOUGC9U6BLQVqNBY0UWSjREXXq4mropLsQVfoShi/VFxPxF8HLcjECZworXITrQBYm8aZB9Qj15TbwskUiM6dIjkZsShpggN/gRuapmmYgWvHvYmxDKG+FuR5Dbb+Z5CJ438tiXwJngdSecPW03rWULfB1NEexujQher2gvR0TLQGNOJvCyvpBQvQSR3uZq3uu6omTUFCTz+nrxGpmqkb5drUzVPzx48TrL9Q7x4Dn7y7RbAciI9kcCcRvpbYMQdzOEe1pw3REFSYFo5fXUd5dhYagWQ806oi8KuiQ/AjYABSn+BLQvl4NUE/68RH9oEnyIWC81aJy0MPDhe/S0IaKdzdUgaoHOZggmoAOct/BzvZjbzJHC70sBn1+aHYGC9EDkJBHQ0Y6IDDBFpM8WJIXaoDgzAEMtGkz1lKCrOhWNvJGTptBFKX7Ii/NAeog9QesIbbwHMW+P1DBbaGNdUZcXjol2LXbp63FksQ2XLrZjZaAM3WVxqErzhVagzed0Vsgx44hwAbID6vNlRO4cVObEIJOAzozyRhqvZ3KoBxL5fUsO9UIq11Mjee7pQeiszsRwi0yxlYq+qhQiOgejTZmoyQ0ksu15nGBexyJ1/g1F0bxOLijJ9EZPbTL2LLTi2J5hLI1Vo5E3qSW5wWgoS0B3Uy70A1XYs9KPa48u4gfX78Pdd3wfz/79frx3/Fl8+clx4vlz5iv6mTfZJz/jDfopnPjqBE6ekulqgNPSV5LlGd6kn/nXye8Ib97V4EIGaPzrzLfzbQycz/n8ryKAlH+0+Q9ZG/zq38IHDZhcG/DqW1mDpprX2Ph9XYt6XKZWkshcxMasPW/dd/tsoPoSq3934msb87WMQL2WM6fl+2/Yxzg4l1qW55xaC//b+lbkGAT1Gf63d+a0/GOWYcd/fX1CRU0B9fXnCsRnvv6U+YRY/ginTr/P7R9w+T2cOvM2Tp5+E1+dfF1N/fTJ588QyU/ho8/+TiQ/gnc//CvefPdBvHr8j3jp1d/juZfuxOME8sOP/BB/fvgW3Hv/9fjt76/Ez391GLfcthM33LKKY1fPYP+RUWzb1a2mgJqeb8LoZA0GRsrR1VeAljYNauvTUVaRgMISIrmAv5H58cjWRCMtMxzJaSEEMn//kvwRGeONcBm0K9wDwaFujPs3ZZD8pgZ4wdfXHV7SD9nLDd4+7vD184SPN3+LvDwIWzc1YrOrjF7NUppVqzmSFZqJZ1dBLBHsYqdiaE5taFItuD2LYUGOE+MMZ2cXVTrIIF4yqJfjd8cw5RCX7aWvMp8vkf6/jAufK3HmNkdbW9jLXMXWhjhw2dHGHnbEsq2lPeytHLjMcNnG3A5WZraqtLXgupkDYw9rUztYmxB7ptaEMcFHGH8TAtrUfBNMeD8jNZ9Se2wrr+nA15am5TI3tIzwTRx7BQbBJyQUfqHhRGQ4gsOjeP1jERtLJMdnEsk5SEvOQ3ZaIbSZZdBlVSBfU4aC/DIUF1aghCkrLENFYTlqiivQVFqJtvJK/t5Vo7eK34GaOozU12O8oRH6xjrMNFVjrrkGSy212Npah51t9djb3oS9rQ3Y01KPfW2N2M/1/Z0tONDVhoPd7Tjc24ojfUw/l/u7cWhgAAeHxnBgeAp7R+axa2gZ2weYwW3YObhLZfvALiz3b8Us8TzZPYfBjhl0NE+ioWYYZaU9/A62ID27CrGJWgSHJMDTIwD2tk6wMDGH6aZN2LSRcN2wAZdcIoiWWmZDjNskF18sgL6IaJba5wvV8kY+bxOfv2WLNHeX2nypeZZRzaXfs4CZ36G1OPGzkDjye2bn6AxrO0dYcV9zPsfEbAs2buJrXHIhvsfjfm/DJmw04WN2HnDxjkBkgg4ZhUPIb7wU1f0/QvvUXcTlA5jY+QTB+QLmCeaFI29g7tDrmD30Kqa5PnOEeL7UMBDY4lV8/KqXsXg1UXwVc/XLWLnqReYFYvcZLB57GotHn1RYXjr6OPN3LF/+GFav+jvh+zc+9hdC9y/Ycf1fsfuGv2LXDQ9y+U9EM5F8jDg++hvu82vC+w6V+aN38PV/Af3Bn2LywI+hP/QTzFz6M8wd/TkxfTazl92u9hnb+0MM7/o+BrfejP6Vm9C9eD3aZ65G47iA+TJU9B1BWe8RFHUehq71MLRNh5FTdwBplXsJZ4I1b0FhMVa7qHCTkC81voZ+xymFa9NVqZG2DQN6ybRSMi+zjLydRFwbI821DdNQrXBdRs6WbUSsADtPmlkbEic1vVLj+02kH7JkWc1XHJuzjLjcZZaGuaKT8gll3TLPZaua21kig4XJayTwfKSmWjUhX6t9NsZQA81otn+TWMI6lrCWptuSqKwVglnC1yZSI9cSRUSGy8jQBHRcwQwyymdR1DSHuu5ZtA/OoG98FiOEsn5hHnPLy5hbWsYk8TwyNYMR/RxGJueJ51kMjE5hcFyPMf0MJmfmGD5nbg76+QWMTc3xcZkKaxoN7RMoITBzq6Z5vfU8/0lEEZmRqUYszxGYMwhO1rPUIzSNyEybUduCpNl1otTKSpNoopj7SkKklBrrNAmxzWWJbA8hoNU0VTxOYBoxmkF058wgvGABUWXLiK5cQhQhH1U5h8jyKWYCcVWTSG6YQWKLHnEdY0jqm0La8BwyxuaRxuuRMsZzH2WGZ5DE96Rqn7sI7/ZZJDTyOlYS4zx+WDZfN3UcgclEccqUwrxAPySBQJb3wcjAZUGJRPQapAPixs/m/8feX0BZVp1r/2jOAZr27nJ3d3d3d3d3d/eq7mp3dwMad4mQQIy4EIWEJIQECC5NQ3fDc5937trdRQdyzv3+947x3TuoMZ4xl6+51t611vzt10Ju/FAg28gyp0CCcSCBmbL3JSz7dsI+oBs2gZwO6YRDRDdcYnqV9flr7raSGdp4KSO0Rl5SaonQ5WqtS2Ak2BGafF0I2a4mCJHs2iGOyE0JQkFGqEYC0UkCpL5ICPcgJLkQLG1UsiyxvEo9ZIkNlhhha711sCH0WetugK2+Dmz50LLQ2QDjdWtgrrte1Ut2tTWFr5sVfMT662OFuAhXlGTFEkISUZoZi6y4IMQHSyZoFyQEeyAzJlAtS4nwUdmyveyMFJTaE2BdJBbbxRQxwS6E5hC+bGKQnxam6WuEJyIDHOHtZAwHc/bLeBXhdzUBeh0czDYSjA1UluxgTztejxWvX8o9EU5DnJEY4cFjOvPYZgrUJQbayVyPx9kIW9M1sOZxLAmSYmW2ZT8cudzBRBKcrYWzqY4qTeVI6JVpDylfxX29CeIBdgaUlKjaCE+rtXC3WAVJvpUZ463gOTPWH0EednCxNIQ5X9im6wn9BGgb/bUE2vVwtxKvATvCszvvkQdCPW3hbq0HZwKuJEWTH0fCvW2Rl+hPMEzDVHcpemrTUZTsp2KQIwisUd5mhGZHgrQr0nnvUwjTAtSSST2K+/o5mBLuCe86K/gZroQDQdrFTM69USUTczFfq+KoI7wtkBzmrCA6lUAcH2bL74cdogPN4O+yAf7O65HK+cbiSPTWpaIhPwwVaX4oT/VHVUYQ6rNCUZriixwpU5XkrRJ0ZYTbq7rLhYTsijRfQm2Eyox9amuXSvAlVujKFE+UJLgqS3t9Po+R6ksIN0GEh6G6zo7KNEK1ZOJ2RDQHjQlBroj0dkAwATqY98vf3RIhHEimx/qitiAWXVUp6KkkOFfGK4BuKwpnn+x5P8xRTJDvb87GVG8JOivjUJDkwntmjfrCUGwersSu6UbMDpSiuz4V+cmeSAqz4/+KJ5orE7BpvA7Hdo9i3+IA9m7qx/G903jygRN44TfP4qN3/8pB+nscuL+HD99/i+0VfPLJVVz68Iom2RAH9dc4iL+GjzXArG2XtBwwvoLnr/T/GWktsQTKm6Ug8ybJtgp4l8OvVv8BnpeyRn85PC8HZzmPRlp4vhmgtRKA/vwy7q/AmtNLEjYW8d+NkvXcUDxCPv2Ex7/MjShc4vk+UJB8TVytr76BT668Tt2A5EuXpUbyCwqU337/eULyLxUk/+P17xOSn8afXn4Sf3jpEfz69/fhJ7+8A9/94Sl8/dsH8ehTe/DgYztw5z2S2XoMh44NYvf+Lmza2oSJmSoMjpSit78YbZ05qG9KQ0V1AkrK41BYHIvs3AhkZIYjNS0UCYmBiIr2RVi4J0JCPRAS5ongUE8E8r3px/emj58jPPnM8/CyhQvftc6ulnB0toA93/9aOThaKFAWQBbXYRsbsZASACXuWOKPl01bSSkotra2GjdjK5W0SwPJGkAWK7FGMq+VzIvlWCOuV4BDcJZkXqqckDmUi60A9FIr8yYmUg6KWmqNCcImhGKRsT7BiTI1JDyJ9XhpfrkMpa4xZaCnD0N9kcbaLNLTMYDuRv0bIizrbjCE3kaREdcbQZf76upvhIGRHoxNCeISU8t7YGFlCUtrG1jb2sPewQUurh4ERV/4+ATC1z8EfsERCIiIQXB0HMKiExAeHY+omCTEx6ciOSkLacm5yEzJR05qMfLTy1GcUY2yrFqU5VagtKAElYXlqC4qR01hKeqKitFczPcOYbm3rBRD5WUYqyjDVHUl5mqrsam+BouNldjSVI6tjYTkpgrsaa7EgaYqHGqsxmHC8uGmWhwhLB9pacDhtmaqFUc62nG4vVXpIKH5QGcf9neNYG/3NPb0bsaO3h3Y1rMHi937sNh1CFu7j2Fr13Fs7jiKmY7dGG/fjIHmWXTWT6ChYoD97kB2Rh2SkkoRGZ2NwMB4uLr6w8bSCUb6Zti4RgdrV34enpfr3+FZoxUrxIVbkoZp4HntWkm6JlnJNfAsP14YS41t8TAw4fdjSQLUJvyeGZlbQN/EGLoG+oRnyfotScvkHATnFatw68q1uH2tHtYbWMHU1gveIcmITu9AavlBFLU9gPrBb6Bt8vvoX/wV4fkFwvNLmNj7N8LzXzG2+y8E6JcwTniePPA3wvNLmDzKbY7/AZPU1InfY+bk7zB3gjr5W8yfeB7zx3+FuaM/w9wRQvLhH1E/VNMSuzx15EeE4+8Ror+DmaPf5rJvcftvYP7kNzn/BCYOPERIfxBj+x7A6K77MERYHuX00O570b/jLvRuuxM92+7i9N0Y2HkvQflu6h6l7i13oXPTHWibO4+m6bOoGTmO6uFjqBg4ipLuQ8ht2YOM+h1IqaaqdiKxfCfiSncgrmgHYgp3ICJ3C0IIoqFphNQ0ibUl9GaI5qh5RGQSignNWoURkMWVO2g5PBOoJRu3SGPl5fFuktZ9Witxs5YEXtpYZI3FWEBX5qcJzrNLQEyQJ2xHZmxCRLpA82ZEZy2qVqQpnaWFZ43r9XJ41iqQx9YqgICtlYCzH6H5izUNH+W+PIrg1FHE5I4ho3wcxQ0TqG0bRwuBsWt4Av2T0xiamcXw7Bz6CMSdw2PoHJxEV/80OnrG0dY1jPaeIc4PE5bHlCQj9+DYFAGb8NwzipaOYdQ09iO3sp/wPMRrI5wmDsGfcOsbSeCNIHBGEYSjJZlXPzyj+uARQ/AkXLsLAEcIOI8tg2VuvwTL2unl8KwBaG4v9ZYJzq4xfXCJI8wm8ZhZPGfBBALK+DlU8zOqnoJf+Qh8SwcRUDGMcD4bQptGEdDah6DOAYQJLPdrRbjuG0Ikl0V2jCCqdRTR4s5dT5iuGkZIyTgCctiXFPY5dgCukQRgwrNyNQ8bhXcYgT6UfRIpt2vJAj4IF7E2E5TFui5yCepX0lrbRU4BGniW1ta7AzZe7bAhQFv7d8AuuAtOET28zl548Dq/5mZjAndbKaukKank42QBPxeCooulikMWsNRKrLgC1R72+goiY4IJVYS6jHh/pET7EI4ItMGuiAvxQLivE3ydLZUlWOKAr8cHb1ilLNCWOgRMPcKy3kaYb1wPwzWrYbxB3JoJjQ4WCPN3RkSQC4J8beDvaY7EcC8UpUXzhUHwyUtETkKIguXUSF+kR0sd52DCSbiCaIFqX0cT5YbtZLEBTpYb4G6njzBfOwXNWZLxO84fyVHeyvoc5GnFazKAo8V6BdGO5gR7BcRrlRVbSk+JFTrIU2ShfkAQgE6J9kaEv6P6kUCuT2K4XW0M4GqnCycrXYI4AZPwbGOkKavlRrlY6MDNQl8lPnMlMEt5Km/5sYD334f7ioIEcD3MEeZhej1RWLiXBdKivZCXFIq0SH8EOFur+2exUe7nKpgtQbQd++HBex7pI7HJ/ogLclP3QlytJVZa5MzrExd9yTjd35CLyS6+fOuyUJ4RojJRh7oZ8PzGiPaxQFKwnVJyiD1y4zxV7HcyB2NS+9peXNB1blWtg5EkGVulwFlaSTgmFu9QXkdymCuSw10QE2SLOB4rLsQGUX68j+6GKgO2xDeXpPmjqUhcq6MVPBfEeSiArskOIfz6oDY3hOui0FIUhbrcYFXbuTTZC2VJHqpsVVdZNHYMl+PAdB0WuvPUfEWqN6oy/dFdnYjW0lgVmyzXlR3jjuqcKBQm83vAe5oc6o74QAI0vx8BHEj6uVkgQACan3dahBuaODAdbEjHIAF/vCkDE61ZBPAYFe+cGGyFghQf9NSnYfNQOUZaM1CbF0jQd0FVVoAqx7V5pBLj3YUY6ypAH/fPS/FCkIc+0mKcMd5ThjuObsLpfdPYPt2B0a4KLE624/479uMXzz2JD9/+uxq8S3mrjz+6rABBDfzZSpkrBdAc9Wvbz0PIzda5r/SV/k8l3yWtvmi9SAvXWsDmtlpAVu3N383/dLzl6z+/nXhfXJf8P2gljKtgmNspaWFZ86MRO8EZ/jspyfQ1zToeU7OhWJQ1kPzptY9w7aoGkj8Va/JVgeQ3lSVZ9MnVf6mkXZcu/w3vf/hnvPv+C3j7XY279etv/hL/fP0nqkbyn/76NH73gsaS/JNfiCX5HJ7+7jE89Pgu3PPgFpy7axbHTo1gz4EeLG6XGsm1mJytwtAooag3B83t6ahtJCBXRCCvMAhZuYFI53MlNd0PicneiFUxyR4qeVdImNNSTLJktXaEt49ktRZ3a3sCnL2yIru52xHobOHkYk1YtoKDkyUhzxx29qaw5TvI2tZYIxuRCWWuIFmgWCSALPVyxQVWC83LJctke0tlVda4XGtcqwWSNbphadYsF7dqraTOsqqvTMDR6rpFeUlmhCGRKeFI4NhkKSZZE5esyXKtLQsly/SlBjLhSDJfS5koFV+suxEbN6yFnj5hy3A9dAzWXZfMi/SMNlDroW/EfU14LDN9mJgbwtSS/bC2gpWdPWwdneDg6g4XT2+4e/spK7KXbyB8CMoBgeEIDY1BZGQSYmNSCcgZSomJGUhNkdJP2cigsjNykZeVj6LsQpTmFKA8txDV+SWoK6zgO7EarSU1fAeVc7oYbQTl9tIyBczdpaXoLyvDcHm5BpqrKjBfU4Ut9bXY2diA3c2N2NvWgn0drdjX3oL9AsPtbTjS1oGjrZ040daNUx39ONkxhBOdIzjeOYZj3RM42jPFluqcwtGuWRzu3oSDPTtwoGcf9vUexe6+09jVdx7bu+/Atu67sL3nbmzrvAeb2u7CTOtpjLcdRH/jLrRVLaC2eAT5WW1ISahEbHQBQsPT4OsXCWdnH1iZO8BIzxQ6BNR1q9YTntf8j/As+iJ41gK0wLPUbF4OzzeD85fB8wYd9oHwvHLl7bjt9lW45fbVuHX1RqwWzwNLV7gT+iPTWpFasZ/wfDfqh54gPD+DgcWfYXTnbzG+m2C8509sXyQ4v4jxvX/C5P4/YerQXwi/L2Ly2G8Izr/G9PHfEJx/g9nTBObTv8HC2V9jM7Xp1C+wcOKnmD9GaD76A+r7hOfvY/qw6LuE529jZN9T1KMY2/8IJg49humjj2Py8CMKnEf3ioWZULx4J7o3XUA/wbhnK8F48x1oXziH1rmzBGRpz6Fl9iyaCcpNU2dRP3EKdWMnCM0nUDV0DIWd+5Dfvhc5LbsVNCdXLRKWFxBdNIeYok2IKiCE5i8gMp/wmb+I8FzCZ/Y8IsUNWpSpUVj6NEJSZyhpZV4SeGlAWly4xfqs4JmwLPC8XFpg1sYRiwSKl0ub3EvAVsBZU6pKtEmBsyqBRYn1OSx1ToGyALQWnjUALXWeeQ3sl9r2P8BzAM+lLMz/EZZv1jS8Y8fgHT+MoJQRROcMI610FIV1Y6hqIfD2TqB7iPA8PoXhacIz1Tc5ie5RDTx39k4RnAWMB9HaNYCO3kF0D2iyb/ePjBOgJxU8d/aOob17DA0tQyioHkJy8TCvb4jXM4SA6LFl8Dyh3J29CLte0f3wihuGV+woIVosyMutzJ+HZWl9YqY+t0wjgXHZf4ggSxCNJ4gSnj0yR+CdOwa/kkkEVc0goGpCA89lg/CrGCRQjyCkcRiBrf0I4jMopJt95bWFEJrDCM/h/Wx7CdkdVCvVPIywBoIzry2E9y84bwq+aePwiB8i+PPckRrrsVicfcLH4R48TCgWi7MGnp1C++EU3KcAWwvQAsmO/j3XJcAs1mZpRQ5+3RoF9sAmYAmew7vhpoVnFwtjgp0x3KxNCYlmhGQL+LvaINDdVkG0r7O5iqn1d7VUYOHtZEpAJAhKlm1HQwWUkQEOCpqj+NKW2NtwX0elYL6wBcbFgisALUm9bPTXKXAWiDajzNevgfHa1dBfdTsM161UrttejpaIDfdGemIIEgVQA3ksL4IXQTAjJkApMZSDBkJyNCFbWaAJ7LJcADovKUxZpv3Zd3HBdrLaoMBYAFqSawnkC0QLPMeGuBKGbdQPA+K+LXKz0WefpeyUjnLJFvgVoHYXizChU6zwYYR6jfVZ4q0t1bVJdm0Xa314O5sQwCy5ndR21udxJJEZoZytAL2zxCqbaSDay4bHszcjKNsrBfB+BfJ+R7CfmnJRbogLdCCEchsvK0KoWNoDEO3noqDb1UJc4DfASncVYXqNam3018CHx4zx19yfYIKguJ0LODuZiav4WpW1O9zNHOnh7qjLiyH0FWG8oxQtpUmEZA+CM89HuJU2zl8SeNkiP4EwmhOJmvx4lGVGIj7IiWBvpKzMAs12hlK+aoVy3bY3WqEAWupBh7pbsC92hFFzSK1pD5v16seAxBCNNVvKRQnUFi5l1u6qTEZDfiSKE31QEO+BQgJyToyTquEsLtRdlfGozQlAWYonmvKDUZ/tj/wYO5Qnu2G6LQP7pmqwfaQcQ/UpBFg/Xl8whpszMdCQoTJ4i3VdLOsVWWEqM3hqhLsqmyaKDnDiZ8vPgffGz8lI/YCRGeWKhoJw9NemEKApHnesNZvHS0eVxA2GyY8LVrx3kVgYKMb2iSr01EostCcqMv1Ubeud043Yv5mDlp0D2DXXig4eKyHUhufYiKI0P+ye7cAdhxewdbwF3Q056GspxNRQAy6c2IU//f4nJGUpafUZrn7yCa5c+liN/QVSrnHihr4IPLTLli9fvuwrfaX/SfKdEeBdAuH/qOVwLPsuB+r/JPk+/++kuFfa5VL/D9RVnvcqzy+6phX7de0TwrD8+KQFZPkfEpdrAWVxuX6b/z8E40//hSvXXicov4ZPrryKj6/8QwPIl/6M9z54UUHyO+//AW+983u88dav8Y/Xfoy/vPxdvPDnp/Gb3z+Bn/3qQfzwJxfx7A/OqxrJjz65D3ffv4gzd0zh8IkB7N7fTkhuIiBXY2SiHH1DxRz45KGlPQN1jcmoqI5DYUkEcsXdOjsQaRl8T6V5EZLdERXrgvAoJ4RGOBKUHRAUwudUkB0hzR7+AZpayV5eNgRmG5Xl2tXVGi58h0u9ZKclOTpp5OBoRWgWWRKcLQnOhGRbM8IyoVhJpgWqNdCstTprpbUya6cFnJfHlGrB+f9deLYUmWhkYWIAc2N9mBtpZGFsoKSdNyUMi0yWkncZEHINDAjKksTLYANBmdBrJKWhNkCXkCxxx3pcrifJu2SZHkHZmLBlugEbTTStnjn3sSIk2xrC3IHw7mgCK2cL2HLs4+BpCydvezj7OsErIAC+QWHwD4lEQGgUgsJjEEyFhMUiKiYFcfHpSCAoJyVkISUpFynJ+UhLyUc2VZBegOLMIpRmF6GMErfr2oIiNBCOm4qLCMtF6CgrRk9lOfqryjFYLS7YpRgsK8VIZQXGKisxXl6BSU7PVldjrqoK81XVWKypxfb6BuxpasGB1nYcau/E4Y5eHOwcxCEC8uHOYRwlIB/vmMSJ9hmc6lzA6e4tONW1DSe7duF49x4c7d6LIz37Cc+HcLzrCNvjONJ9Coe6z2N/z0Xs7XkAu3sew86eJ7C96+vY1vVNbO38Bja3fQNzTU9gsv4BDNdfQHfNcTSV7URl7hSvuQMJMRWIDM9GUFAiv58hcHTwUPBsYiBu24ZYu4aQSvj9Mnj+MoCW6S+CZ319iXn+Irdt+eHHHKYW5tfhWY/wrKuvi406G7B2rfRhNVauWkuAXoPbVm3AyvVG/F44wsUvCuHJDUgu34HCtnOoG34Q7VPfRP/mH2J0xy8wtuvXmNjzG4zv+R3G9rLd93tMHvgDpgnOM8f+gJlTv6J+QWj+JebO/AoLZ36JzedEP8dmVW/5Ryp2efbYs5g5/B1MH3oaUwe/pYB5/OA3MHbgSQzteRgDu+9TLthjBx7A5KGHMXHwQZ7rfoxy2YC4XhOU22dOo33uPFpnzqFp8gzqxwnIoydQOyqtRjXDJ1E5cBylvUdQ3H0QhR0HUNC+H5kNu5BeK1bmrUgo34TY4nkC8xwi8qYpgmjONGGZgJw7j+iCzYgpXERswSISirYgsXiLauM4H52zoKzPYokOTpG6w1p4Fvdtqccs7s8aENZak5dbmWX5zfD8+W20GbwFtgWaNQnI1Lpknktirb8AngWaY7K3XAfo5fAs59Fk3dZYs5dL3LKXg/FykNZO/7tm4Bs3Dv9EwmLaCGJzR5BB+CuuHUM1gbCFwNs1OIa+0QkMTU0TnmcwODGFvjFx2Z5EV98k4XlMWZ4Fntt7BtDZpwHo/hGxPE+jb5gAPSDbTqC5g8euH0Fa2Rhic0Z4L0YQFDsOPwHdCKmNPAFfznsTdr1jBgj1hFz2zzN2Ap7ili3u3UugrJUWmJfrBjxzvygNPLvHDMItbgDuYnnOGIZnzih8isYRWDkN/0reg8oRBc5+FQMIrCIsNwwiqI0gTXgO7uI0r00BdP8AtTTf3ofgFrZNgwhsGIB/VR8CS4YRlDdJeB6DZ8KQsp67ifVZC89h43ALGoJL0CBcQ7mOyx2CCcMB3RqLcyBBejkcL8nOp1NZm2WdWKFlWw9x6SZ82wcTsEN74SyW5+geXmsfvmaptxHWfNnYGevBwdRAgbQ7X6JeDhbw5AtV1Se2N1UgLe7LUpPYiy8VDzvD67Dp42SCUL5UIvhSEbdXAe9wX2dEBbghiEAolm1nK0NCKUHdXJ+AtUFZn43X3A7jVStgQHDWvX0F9NesgJnuWm5rhFDunxwbQPkhkpAm8Cwu2dH+TiqmV6BQ4NjZTCypG1X8rbe9MYHTFbmJocoSnRjiyf5Yw9fVTFnMBfjFwiyWZoHmxAhPBdJikRbLulyLo+V6Aq8er8+E1ynwLUnBVsNM51ZYEwqdrQh/9noKoAXEw30d1I8EnoRV+YHAloDsxnsT7G2H6GA3RPg58d5ZcD+5v+uV27at/irYGayGE1/Y7pa68LQ2IISaI9DVBkFutgj2sEWkjz1hTlNnWTJuZ8X6IJLALkoOcUeyuK37OCLQxZqAagQngr6jZPgWd2rdlXAwWavuT5SfI++VAwJczAjN62FjsBJ2ch2mq+FGkPa03IgIwm1JcjB6a3Mw3VOFgcZclKUHEQrtkaAyYFshKdgKGZEOKEkPQFtlOgaaC1WbnxykIFpKXklpK4l3lszbDsa3w1r3VkI0AdpKh/BvqeKLBbadCe8SHx3oLDHNNrwOa4S4GCGcEJ0f542hphws9FdgoD4DzYVRHFSEozLLH5UZfmgoDEdHhdR+jiVgB6OxIEiVkpqUOL9Mb5QmOqG3IhKb+wuwfbQSIy0ZBFgfVBJiRwi8E10FPIZk+eb3iwPQ7ARv3mNfJIYS5EOdVbZyKf0l8Cw1rSVpXKCTPrKiXJT1upnnb2J/+mqTMd6eh776NJRn+iMl1FKVz2ouDGXfSwjBHOB0ZLOvcYTqKIx15OLM/hE8cc9ePH73btxxZApzQ1UE+CCVKK08PRCbBqtxYscQtk40op/3oKM2A5WFcehvr8APn3kMlz94G1cvv49rn3wEXCEEiJupAINIrG7a6etAcjMECdSIbl7+lb7SfxKBVCzH/6blbtg3i+vVvsu/l18g7fdW2v+N+L1W8KykLf0kEos0N1D+10txyZ99zFYkNdUv4eq1967HJV8Tl+trYk1+SxOTfO0vuHz1RVz65AV8cPkPePfD3xKSn8db7/4Sr735E7zy6nN4iZD8xz99i5D8JH7x60fwo5/eS0g+i298W+KR9+Cuexdx6twUDh4dwq593di0tRHT81UYGi/gYCcDrZ1JqGuKRmVtFErKYpBfFInsPIlJDkF6ViBS0vyQkOSDqGg3hEe6IjTMGcGhfMYHCxzbwc/fFt6+VoRkS3h4mcHN3QyufEa5uporufA9IyWhnOXHXEcL2NtbwI7vcFtbcb+WWGVrwrJGdvZWSxJwtiQ4mytYtrI2U5JpBc92NoRjq+ulfsTqrAVnmdZKWwZIC9D/p/BsxnGIuVZGejAj/JoSgkXGBF4lQrDISG/99VbijjeIdNawXQMdvbUKmAWWDY11FVgLVOtz7GFozGOZEpAtCFe8RmM7C5jyPlg48Vpd7eHg5UJAdoOrvwfcAz3hGeLDAZkv/CMDEBgThODYMEQlJCI2MQ2xSRmIT85EYnKWUlJiNtLTCpCdUYwcKpfKzyxBQXYZCrNKUZldioa8cjQXVKKlqBKtRWJFLkdPeSX6ysvRV1GCwcpiDNeUYKy2jDBaipmGUszVVmBTTTW21NdhS209ttTVY1tdE3Y3NGNXQyt21bdhb1MHobkbR9r7cYKD0ZPdIzjRO4XjPZtwomcLTvZux+neXTjdsw9nuo/gTM8Jzp/BqZ7zXH8njvZexOGee6h7CcsP4FDnw9Tj2N/5FPZ2fgs7O5/B9s7vY0vHc1hs/zE2tf4Um1t/zvbnmGv8CSZrfki4fxq9ZY+grehO1OcfRhlhJTOxB/FRlQgJSiM4h8HZyQfWVk78rG1gqGeBjeuMsE7g+UsszwLGXwbQ0spyLTyvW7fuc/C83Nq8HKRNCdBGphLzbMzvhIHaXldHF+skcdkaSV62DrevJECvFng2gK6pLZx8wghwlUgomUN+yxHUDl8kpD6OgS3PYGznjzC2+6eY2PcLjO/9BSZE+36JyYO/xsyR32D2+C8Jyz/H/NmfYEF05sfUj7Dp3HPYdOYHmD/5DGZPPI3pY9/A1OGnVPzyxIHHMbb/UQzueZAA/RBG9j+E4b0Czndz/m6MHbwPU4ceJKDfj8l99/L8XLdN4JnQPHUGDWOn2cdTqOw/hnICsiT6Ku3mZ9JzBCWdh1DYdgB5zfuQ1bAbGbXbkVq1DSmV25BUTmguJRAXETQJzZF5AsozSuEKnKdUG5U3x3uxhdtzv4rtyKnbi9z6fWz3I6t6L9LKdyKxaCvi8rYQoCV5GEGakCoKTdVYnkWBy+B4uWTZzVC93EodkbZVSUpTacB5M/fTQLeA8HUgXnLb/mLL8w237f8JngMIw8vdtf/NjVvW/5t4rKRJXuc4IjLGkJg/iqyycZTWj6GmZUTBc/fAqLIiD09OYGRqSmloXGKZBYqn0Nk7gY6eEeW23d4zuGR9HlFW56HxWe47hd7BKXT3TxCwx1HePI6sqikkFvCcaaMIkdJZAsJSy1nqOBOWBZ59YgnQ8QTceMJw7BS8lsD4ZnBeDsrXgXkpFtojguAcOaKsv+7RVNwgPJKH4ZE+Ao9sgnnhGPzLJ+FfzT7UjCOgalgpsGYIQY0E59YhAjJhmc+r0N4hhPYPI3SI7eAwgvu4TTchukMgewgBzQTvugH4lQ3BT46dwvPEE9ZjqGhNZmyPUEJ7yAhcl+DZWSzMwf2wD+pRsctiYV4OzFors7hva921BZq1FmoPtlKvWpKGOYf1wSW8h6BOeI7uxdf0CK0Gqwmx61bDXGcDQVoHtnxhaWHawVQPzpaGyirt4ySu3BaqNJSbjQHsTdfBijAm7sninu1pL8BpqqzNEpcb5uOEEC9HZckWl3ABUncBPRNdWPPlZrZ+JYxWE5pX3UZ4vhU6t98Cg7W3q+zVroT2YD8HhAUQPgl33k48v6PEyloSWJ0QHeCqpu0JoOY6K2C07r9hsv4WOJnrIMzbEalR/siMC0ZSBAcjgS4EXBv2XdzTDVUrbtiRAuIE3KgAgSVLZXEWC7OTuFYTmqXf8mOAuG3bmUhM9ErqdjharIWL9QbCuFiiTdWPBZLtW34ksOf5pXazr6slooLceH5fJIR581w8Bwc3khzMyXQD7AnkIgejNaqutLXhGt5HHd5H3kNHc2XpDyNAJ4S6oyiN8JgTg5w4Dq4CHRHnR7BmnxOpMHcb+NibKoB2tdAnuEqyNyO4sZWSWwkhbkgO9yRESyy4PgFazsfr0L+dAL8KLgL7vGZfOwMkh7qiqSQJQy2F6KnPRnVeBHLjPZBGaE6NsENSqDXSoxxRnh2KzpoMDLcVsc1CaUYYUsIlSZkk3LJFiHxetlKPW2K618PVfCMCnMyRGOxJIPdBhKcd3Hmf3MzXI8hJYpEtVFbvEFcjwrQl8uPFwhyH4aZc9DdksE+RaCmLRlNxJBoJr62lMQTsVAw1pqK5KAStxaGYaM/E1sEijDYmoSbDA5Xp7gTnNCwOl2GsPQu1eUGoyQ1Cd20SRttzeLxYXo8t0qJdUMhBa1KYI2KDbJAa7YmYQCd+h2yUpT/AxRheNhsQ7W2G4iRv1OWGahKIcfDbUhKt+tJC1eQEISfaHpkR1qjJ9sNsbwH2zTVix3gNJjpz0duQgi2cPn9oHM88dgzPP3c/vv3IUZzcNUgIz0dZiq+ybu+fb8WZPSPYMlKNPl57e1UKagsTUFecjIcvHMFnn7wLgIDw8SXVCCuoVrjh33QzQH8Fz1/p/1RiSb5Z2u/Tcgk0L8G1/IDD7+H/SjdBtXx3r4sLNLpG8RzKkizHJ6R/+jElFuSPCMuX8Bk+ZPsBz09IlnrJ17RJu/5FUH4dn1x9FZc/eQWXJLP1h3/GO+/9kYD8PP719o/w6hvfw9/++W28+Nen8NsXHlGu1j/71b343nPn8fSzp/DYU4dw30O7cP6uzTh+WiB5GDv3dmLztkZMzVViaKwIXX3ZaGxNRk1DHCpqolBcHoq8ogBCsi8yc32QluWF5DRvxCf4EpK9EBbujhA+dzV1kjWZrf38pXWAj48DPL1sCclWcHOzoaROshmc5YdQJykDZUwQpvj8t+e718HBnNLUULYnENoRijU1k8VaLO7UGllLCSgpEaWVZLy2FDAWQDaFhbhcSykoiVu2kuRdAhzi9krQZauFaJk3NSUAi6v1ElxrIdrMVKBYJCWhNFmuTYwNlK5nu6a0y6RuspJA8pKMCLuGhGWt9CRb9ZL0ddfBgNAsJaA0luUNBGZKTd+IRTYhnFvxeq0lszdlKwnPnOzg5OIAVw83uPsEwMM3BN4B4fALiUJgeBxCoxIRFpOAyPhkRCcmUcmITU5DfGoaEtIzkJyehbSMbGRm5iArKxe5uQXIzy1SKsgpRnFuCcrySlGeV4aqfMl4XY2G4lo0Uq0FFegsLENfcSX6S6owUFqJ4bJqjFXWUTUYr6xU7tczNRWYr63EQkMVNjdUYhuheWd9C/Y0tlEd2E3tbe7B/pY+HGwdxKH2ERzqGMfRrkkc757Fqd55nOpbxPmhfbhj9DjOEaLODZ3B2YHzONN3ESf77idMP4LjvU/iWM83cKjnW9jf8x3s7X4Ge7qexe7OH2BH+0+on2Nr+y+wue1XmG/9LWZa/4Cplhcw2fQiJppewmTzXzBFjdX/CcNVv0N/6c/QWfAMmnMf4Xv4DIpTtiEtphexYRXw906Ek6MfbG1c+L2w4edrAd2N5li/1hhrV+sqaP0ieNbCsRagb95Gu0y2EXjeuFHKf0nGbcP/EPNsSng2JTwb3YBnXV1Vc3rtaunHGsL5aqxYvR4r1+lCx4j/R+5+8I/NR1zhCPKadqOO97Nj5n4C6zcxsed7BOYfYOrAjzG5/0dKavrQjwnPUnOZoHz2h5g/810snH4Wc6e+g7mT38bsyW9h7sTXMXPsSUwdeQwThx7G+MEHlVVZNLr/fgLzvRgmHI9INuyDAs33cJu7ue3dmDx8HyH7XgL7PRjddQ+Gtl9E76Y70D59XoFzee8xFLQeICDvQkbdDmTW76R2K0hOqdyK5IqtSCwj4BYTKAnKUfnziM5fIBjPIzJ3HhE5As6znKakPnLRAmIK59nOE5o3E7p3IqdxLyF8PwpbD6Ko9TB1BPnNB5Fdtw+plbuQWLIdkdmE5gyCcBoBNYVgnEzIVVmuPw/PWlDWQvNyV27Rl8MzYTzpRsyzFp7FfTuAcBicNK3inbUxzwLRIpnXxjvLthIrHRAnmlkS99eKAO0vMc4iAeYlBfK80l5ft0wBcl3J05B6z9GZY0jKH0MO4bmsfgLVLWNo7RxDV/84+ocJz+MTGJ2cxOjUJEYmp9A/OnHdoiwxzQLPbd0agO6UTN0jN+BZs904mjuGUdk6gfyGWaSUTPGcE7wvUwgUa3nMNHwJyT4xY8ptWwBaXLa9JTt29BQ8CNeeAscCzJRMexCQ3SPG/k1uklyMciWwuoYPUYNwixokPBM4kwiwGWPK8uyZPwzvYgJ6+Rj8CM3+SkOE6QEE1PcjqFmsywMI6xlG5MAoIobGED4ygvDhUQL0CAGaEN1LdY8gsH0YfgLQFUPwzSL4Jw8QniVuu18lDnMNFasy4TegD27BYjkegiNh2N6/m/DcC8fgG27aAskCy9p4Z21m8eVZxmWdWh9KCA8hWEut5/BuuBKePcTyvO6//gsbb70VBmtWwnTDOgXQFrobqfUEaQ1EO5oZwNmCcGaliY92I9hq3JoFttfAQm8lLPVXqzhhZ0txedZIrNYBfOkLREsr8+KqLFZSic211F0Dkw2rYLRmBeH5Fqy/9WvQW30bTHV4LFNdeBE2/Qmv7oRdRzmfmQ4cJIM2QVzrVi7HlPNa6K2C4dpblOxNNyKUAJ0eJ1mOw5Ac6cs+OCggFSuwFwcaLoRLHwKdWMwlwZm4mcu8/Cgg8ckOPJf8UCDWc5UAzcNaWa4tDW6BtdEK2JmuotbA2UpH9UfgWX5c8OS0K+FV4D/AwxaJ4X7ITgxDXkoEUtgPyUbuz/OIxdnJZC3sDVbCWu823ofbYLThdphsXA0z3hcrw7WEdD142hkjipBfnBpBQIsnoPkg1tsW8T6Unx1CCf3+PK+PvTk8bYwR7G6tXNjFMh/mZYOYALGounHeXpXf8nMy5Oe4AbYGAu9iAdbjZ0LgN1mnLMQR3lYoywxHX2MeOmrSCMrByIpzQUaME/tvR8C0QHywNQpS/NBVJwBdiOayRBSlBiElzBXRfraII9TH8vyShCvQ2VK5pkt8tz/7mBDgTuj3QKS7HUL4WQTKDxkORiqTd7CzsXLhTgi0US7i9fkxaC2LQ31hGGryg1FXEIpWgqtYc9vLCa5lEZwPI9D6oT4vAOOtadg7VYVtw8XoLI9AQbwjYTsEMwTZya4cVGX7ozyT/a5JxEBTOsE0ESUZEgYg1+eCxDB7fj5W0JT7ckWExNvzfkn5tmAXQwXQRcm+hGb2i8Bcnx/GPsSwL3GcJ9zzXFmR1gRoKzQWhGCSkL4wWIJNQ6WY62M7XIEDm9tx/6kFfPvRo/jhN07jh0+dwuMXtuPI5k50VyWgry4FZ/YO4aEzm3B4sRPz/eUYbslDdW4U+1yM7z55N659+Brp4mNC82cKnLX6Cp6/0v939AUQrCBXvl/Lpd1e+x37gv20ugmWP3+cq4TkKzfE77pGBGTJbH3tPW6j1bvUO4Tlt5XLtcDxJyppl7hbv4wPP5LEXX/Cex+Kq/XzeOOtX+Kf//op/vaP7+PFl57G7198Cr/+3UP4yS/vxPd/fAbffOYwHn5iF+66bwFnLkwTksex71A/duzpwsKWJkxMV2NgpASdPeJqrYlHrqyJISTzGV8kMcl+SEn3REKyOxKS+ByOc0Z4lD3CIuwRGs5ncKgdQdkRQZKLwtcZXl4Sj2ynSkC5udkSjm2Um7WLs91SvWTCnr0VHB2sKcl2rQFlKQVly3exSGoni6ytJQ5Z6ihrSj0JNNvbWVNiPb6R2EtrKdaC7s3z0motygLLIlm+XMuXa/eVeQFqKRGkrY+srZGsiUfWyIiwopF2mcQhi8TFWg/6nNfjtLjS6ujqXJcs08pA9pXjy/kolaHb0pLALz8U2PIeOcDJ2Rkurq7w8PDkffaGn58/730IQsPCER4uikJMVCrionOQGJ+PlMQipCWXUMVISylCdmY5crMrkJNdhryccuTlliM/r5IqR3F+McoL86kCVBYVoaqwGJWFbPOLUFtYgobCUjQWlaGFkNxWUo2Oklp0Uf0llRgqrcBYhYByHSYrGzBd3Yy5unYs1HVgE9st9R3Y1tCJ7U0d2NXSid0tHdjX2o+D7WM43DmJwx2TOCht1yyOdC/gxMB2nBrai1PDB3Bq9BDOjB3F2XEC88Qp3Dl5ERenHsYd4w/j7MijODnwBI70fB0Hu5/G/q7vYW/nc9jd8TNsJyBvJSAvtv4am1qex0LbHzHX/hdMt/0VE61/w1jL3zHc/A8MNr2KwebX0d/8L+oNDLW8pTTQ8C/0Vr+CzpIX0J7/MzRlPY2q1LtQkLALKeF9iAgshY9HLJzsvfn9dIS5mTU/f0vo61pg43pzrFujT/j9z/D8ZRbo5dssh+f/bHk2Izyb/Bs8b1y/QcVer1ixklqFFavW4fa1G7DeQNz33eAdmYbY/F7kNm1B/dBRdM3ehZHtj2Fq77cwte87mD34Pcwc+C7B+VlMHngG04fEBft7hOdnsen001g4JUm+vo7ZE09g+uijBOaHCMAPKk0cup9gfC9GDxCED1zk9EUNJB9emj9wFyaP3I2po/dwW647cCfhnCC9n0C95yJGdl7E4LY70Ud47py+QLg/jZLOI8is24mE0k0E5HnElyxQmwjJc4RlgWBZvkggJlASmMOzBZQXlCJyBJ7nua0A8wLiuF96zU6kVW9nux05TXtQ3HkIFX3HUDVwgu1xStoTKO85jqL2wwTrA8io2UcYJ/hmEW7TCJUEWf+kGQRKiapUAdwb0LwclDWArEkiJtP/nkhMkotpLM4ad+0bFmqBZ4FiAWK/2AlVqklct8MJ71qIFsm8bCvbSXbugOvwrAVoDThr3bB9l+RHMBYpiCY8S6td9nnNIChlGTznjSO7dAIltYTnpjG0dIwrOO4fmsDwGMGZ0Dw6NY7R6QkMjI4TiiXbtiQEGyE4a+KeNbHPw+jlPgOj02y1Mc8jaGjtIzyPo6h5Hunls4jLmVYZyiURmlyPWJ69oyVOWZNp2yuWIB0r8DwNdylXJTWbBZopqdvsRlB2VZCskUvYyHU5hw7DmaDpLC7Okrla4o5jCZ7JhGbCs5fAc8EIvEpHCM5jCKwdQ1D9ODWKoIZh5YYd0NSHkI5BRPSPIWZ4AlGjk9Q4AXoUIYNDCOofREDPAAK7BuHfMQDf5j7l9u2XPQif1H64x3cTnLvZjy44BRGSfTrg6NNFeB4iFA8rcLbhMoFnlzBZpnHHvhmateAsy7UAfWO7ATgECoB3E6C74BrVA6+4AbE83w7dFQKvK2DIh4/p+nVL8LwRVvobYWNI0DXWh72J/nWIlhhmifF1IngJ0EpiLTMdKcUkAK1JtiUAK4m0JB5Y3JpFArxehEFXgrCTiQ6s9dfCaN3t0Ft5C3Ur9MQCvepW6K+5FZaG6+FCCHV3NIUTgdbWbCPMeXyp4WwlSbHsTAnDNvCjXAmNNjyvZPQ2WncrAfR29k0ShDkry7NIakcLQAd52BByzXgNukqSWTzEy05ZhrWALZZm7TWKtVzWpcYGqOzarja8L4a3wUL/FkLuLTzv6iWru5n6YUHkQlh05PlleRABOiUqACVZCQTRBEJnBNIivBHNc0kpKV8HA9gZrYSpDuFZdxVMdFfDRGcVDHkd8kOAJFlzsdBVbtx5CcEoTA5FWpgHYn1tVR3mcA8r5Z7tYWOo7m0Iry8pzBO5icFKGTE+SJZYXsJzuI81gj3MlDXVw0pPJS3zsDTkZ6GxhDubSrKxDarud0l6CNoqU9FWlYTSTH+kRzsgJcIWqZECmMYI9TRUibI6a9PQWpms6n8XpQarrODxhM+4AEck8Z7Hi9Wf99Sb98TH2hiBDhaI9XFBSrAn4v1dEOqqAegQF1MEOfG4riaIIbRmRGhqi1dkh3EwEo7idF8e35sQyX6VxygA7qyO53Q0QTUYJRysFie5crAi0JqJhf4i9HKb4mQPlKf7oK8+BSMtWWjlvjV5wdw3AUOt2WghiOckSMyzDaIDLRHhY4kEfs6JIS7KHV0s6eGelrxnUgNdl322Rll6IKE8Ck0FEegg3EsMdkd5lKoN3VUejrpsb1UrWvojlvH+hkT0N6ZgsDEV84NlCqCP7+zHxeMz+Ob9+/AjAvT3Hz2Gs3sGMdmRg82E7YtHxvH1e3bizsMT2DbGgVZ7viorJsndfvT1i/js6nskZv4JiHz8KT758GO2JGiCyI1sw1qY0Uhiom/ERX+lr3RDn3eBvkkCt/J9ku+VVsptekk3LZPjXZXEXQThGwm6lq8TqzV34BdVrNRXJR5Z4pBBUAZbQrKUa/vsM3GzfofLxNtCvu8CyRKXrMlq/fGVV6i/4/KVv+LDy3/G+5f+gHfe/y3eevfXeO2Nn+EfUiP579/FH//8DfzmD4/jF88/gB///CK++8MzeOrpQyqr9T0Pbsb5i7M4enIYew/1qqRd0/M1GJ4oRU9/Pto6M1HflIrahhRUVCWguFTKP4UjKycU6ZkBSE71QWKyF+L4DImOdUVEFN8jEU4IDnFUlmRfPzt4eVvDnc9pd3eNxIqshWRnJxtVBspJyj852hKQbRT4aqFXZCfJuqxtKEvY2mhA2c7WguBsruof2xCabaxM1X421lawJiBr6iVbUNoEXgLNYkW+WWJ5liRg2vUC0jfWi2VZpIVlgWNjqVNMaSFaprVWaGmlxq4k5hJwNpFt2WoTeUmrSeClSeKlgJmtrs4GVf5po44eNugaYIOeATbqG0JH6gAbmUDf2BSGpuYwNreEmZUNLKWutIMz7J1c4eDkBk8PX/h6ByLALxghQeEIC41EeGiUUmREDKKj4hEXk4ikhFSkJmcgLTUTGSlZyE0pRH5qCQrTy1CSWcn3NJVZgWKqMr8G1YV1qC6qRU1RHWqK61FbXEfVoLm8Aq0VxWgpK1JqLStBe3kZn/8V6CgtR2cpp9n2llahr6wGA6V1VC2Gy6sJzTWYrmnEbF0b5mu7sLl+AFubx7G9ZQo7Wqaxp3Uee9sWlA50bsLhnkUc6duBo/17cGxoH06MHMKpsWM4TTg+M3UOZ2buwpnZe3F24SGc2/Qozm56jNOP49zmp3B+7mmcn3qW+j7OTD6HE2M/w8H+nymL8pa2X2Nz++8Jyn/GfNtfMEdInmn7O2Za/4GJ9tcx3P4W+lrfRG/b2+hrew/dbR+grfk9tDRSTR+gtfkDtIua3kdb/dtoq30TbWV/Q2vur9CY9SxqMx9CVeZxFCRNISmyDiH+KfBw9Ye1pQO/B2bQ0zWFno45P3dLrF1riFUrV38hEGsly7SxzqLl67XZtjds2KAgWGBYLM9aeNbGO1+HZ8rE3BjGBGgjArSBvmRZF3jWwbq163H7ijW47bbVuG3lWqxct5HwbAQLBye4B8cgLLMeWXUTqBncjY6Z0xjedh/B+QnMHvomNh37DmYOPo3pg9/EzKFvYVbqLXN68uDjmD36COaOP6zqK08fJTAfuk9pgsA8Rjgep8SaLGA8cegujC9p4jDXyfThO7mcwHzkLkL3XZg+chHzx+7D7OH7ec772Yf7MLLjInoWzqNt4izh/gzKCM8Z1dsQWzCDyOxJROdOISZ/lq1GMXlziCvYhPiirUgs3oak0u1IKd+plMzpBC5PKFrk/DZk1+5EfvM+lLQfQlXvMdQOnkT9yCk0j59BO2G9Y+5udC3ci/bZu9EwdgHVA2dQ2nUcec2HkMhjReYSlNMIpCkacA4ktAYSeAWMtXB8s7TwrAVoAWOtVVob6yzS1mQWq7NIYFGAWGNRlpJVGtdtgWWBaC1Ia+Y1sC3byn7iti3wLAnJtDWfte7ZCpKXgbIWpLVQ/e+aRlDyFCIypgiyU0gpmEZu+TRK62ZQy//11k7Jpq0BZE0SsFEMjo9geGoMA2MT6BsS123Ccd8I4XgYbV1D3GdQWaLFVXtgZAZ9w9NL242hiYBZ3jyC/IZpwvO0OmdIyhSvR2o8T6iYZ4Fn7xhCrSpTNaZqM7tHTl6HZi04a+H5Zi1f5yrLCJ4eUj+Zx/KMJzQnEprTCKSEZ69CjdVZXLaD6icQUDeKgPphBDcNI6SZbesgQjuHEN43iuihcQXP0RMTiBwfR9jICEKHhgnQQwjsHoB/Zz8C2voQVEOgFot2ah9cYjvgFNZOqO2ES3CPsjy7BRKqQwjyoSNwJQg7Bw/CUazSYRpYFjgWcBZpQVm7fPk6lY2bx3IN4r6h/XAIJjwHd/I6+/i9HcXXBJw33HILrlugV60kgBLg1ksdYQ1AizRx0brXAdrJ3FABpsjeVJNNW+BZJGWbJNGWWG/dJCEWAVrAWVy4vQmr4lrsQjCV+sTmhEWD1RrLs1iddQjSOiv/G6Zcbk84d+S2dhYEdB7fjCAp8CxwLLAs9aD93Wzh7WSpYFXW66/5b2y8/WswWn8bnNg3gfaYQDfEBnsgws9ZgbIWkB3MNhCQdQi+xmqZgLW0GtdzyRROCDbXVdbqRAJvepzUd/aAl6OBsj6b691CiF6hfigQS7uTheZ+OFJ2Yl032ags4xF+LsiIC0FlbhJqClJQnBaJrBg/gqinArVQTwteixFseL/MDdYSoFcqeNZd+TV1PeYbV6pM3dG+TsiM9keG1NQm2MX42qlYYl9HUwXPnraG8HMyJSg7Ij9Zzhen4qUzY30Rx+0jfK0R5i21qy0RwkFcMAdxQS7W8LY1gouU5jJdqxJ9STxyFLdVAF2VgsayWBQSXJOk1FSIJDKzUvAcE2DB8/iirjCGA4lUNBQnojQjHAXJQchLDKACkRrhyXNZwp+fe5C9GXyklBa/D/G8J0lBrkgQK7WvAyLcJe7ZbAmgzRDDQWdquAfB1pfn8GErCeF4H6OdkZfghrIMPzSXEFhrk9FJAK7NCURerDMyI2yQH++sLL/jbTnor09VicZyYpyVdbi/MR0dHAS38pra2fZwvpXwK9b1CD9ThPuYI9zLitdvh7hARwXQ8sNDiLu5skKHupkiPdxFxSg35IejvTRWnb+9LBJ9VdGYaEnGcEMCwToIlRleqMn2VVZxycBdnu6tYrbHO/Owa6YRR7Z14xSB+eKhSTx+YRu+de8eAnQfZnvysH+2Ht+8bye+/eAePHp+EXcemsD28XoCeBZ2T7fih9+6H599/BE+++gTkCTw6ZVrBGoCiWgpu/BX8PyV/rf6QmheElfjmvwuI5Ifa7TT2nmtuJ1I4PjKlatsxbVa4+3wmbhxU9c+/ZiwrEnU9ZmUV5NYZMlo/RlhGeJ2zWlI8i4B5H/g8icvE5BfZvs3XPr4z4TkF1QJqHc/+C3efEfikX+KV177ISH5Wbzw0jfx2z8+jl8+/yCe++lFPPP903jymxpIvvPeeZw6N05IHiIkd2JxRz2mF8owOlWIwdF8Dl7y0NyWieq6JJRVxqGoNAq5/P/OyApGSloAklL8EZ/oi5hYb4RHeCA0TNytnZUVWRJ2+fEZoQFlW3h4EpbdJWmXLVxdBZKt4egoluMlSfknOys4iAvx52SrJLBsZ8ttbOxgb2unwNnGypYSMDZTsrUhPFMyLfWSRbaSvEssy2I5XpJAtCxbDsQ3S8HETdY5AQ1Zt9zKLHAsoCyWZZHMCyhLXWMDyWwtkLw0L1ZlAWdTE+5jZKgszBp4luzXOtfBWWBaK8mQbGxuBWMLGyVTKzuY2zjAyt4ZNo6usHfxgKObF1y9/OHhGwSfwDBV+ikwOBJR4XFIiExEamwqMhIzkZWcrZRJ5aTmIjc9H3kZBSjMLkZJbilKCypQQdXklaIuv4TvizI0FZWjuagCzcWVaGTbVlaNzspaPt/r2Nahq7IeXVX16K6uR29VFXorS9FbUYoeQnNvRQX6K6sxVEVILq9BP0F5sKwew2VNGC1rxXh5O8YrOjBR2YapmnaCcy/mG4ax0DCJLY2bCM47sbNtH/a0H8b+zhM42H2K0HwGxwfPE5TvxKnJizgxczdOzd6H04Tks4uP4/zWr+Pc1qdxdtszOLvjBzi3+yc4t+fnOLv7lzhNnd39PM5t+zXOzD+P03O/x8mZF3Fk8i/YM/wXLPYSlDv+jsm2V/mefAOjbW9itPVtDLe9Q2h+l8BMIG4hJDe/j6YWqvUSGlovo7rxEirq31eqbHiP8++jrv5d1NS9idqa19Bc/jd0FP4G7QU/QFvRk2gruRP1BTtRnNmH1LhiBAdEwcXRA2YmVvwOmBF2TbFmtTFBWBerV30+5lmmtYCsXaYFZ+38cnAWq/PN8Ky1PmuhWftdl/rbpoRnacWt25DfPS08r1+7EWtWrcdKAvTtK9mnteuwnscztbOFs38IQtJKkVnTh+r+RbROHUL/4jmM7yII73sEswefwPT+xzj9KKYOaDSx/2FM7r8fc0fuw8IxtscfIFQTuA/fTXgWiYVZwJigTE0SkgWOJ48Sko9dxPSxe5W1eerY3YTui5hhK5o/cS8WTz+EzScewiYBc6nbvPs+9G++Ex1T59A8dg6VPceQUy+u0/OIzpskOE8hVtyvqZi8GWqW8LxAUN6KzOrdyKs/gJw6iVveR1jeg/TKnZTEM+9Ccet+VPedQNPoWXTO3Ime+Yvonr8LvQt38R7cg6EdD2Jk16MY2PqgAuim8TtQM3gGJZ3HCPB7EFe4FaGZhNk0Qm26gLSUrFr4UsuyFp6Xw/VyQBZrszZpmMZlewmcE8TFegqBCZpyVdpazyHJM9cBWnTD+qyJjVbieeUYAtAaV3LJ+D2PgFgCNSH5ZguzFpJ94ma+RGJln+T1jiOaIJtUOI2s0hkU18zwf2cGTe0zaO+aIgxrALmbsNg7RoieGCU8T6J/eBJd/aME5yGVcVujIWVllhhnAWiRxEf3Do2hpWsQFa0jKGicQkaFwLPEW2vheZLwTHAm5CqrMyUlqsTi7BYxxVbjur0cnrWQrJ1eDthKXOYZQUgmQHtFEcQJ5eK67Z5CKM0mUBeMKHj2rxVwZls3BL/afmV1DmwcQEBjP4II0CHdw6pMVeTwKCLHxqhRhA0Pqfjn4P5BwjPBuaMX/m29CKkfQlgpgTyL50jsgls0wTmiCy4hPXAL7oMHYdk9RGB4BG5ho6p2tXPYkILn5XCslRaaBaC1y8TirI2DVhAd0gf7gA44BrXDM6oXgUkj+Jreitux8bZbseFWQuuK2wiyhOe1q6lVynVb1RLesFrJUm8dbI104GBKUCQ8O5kTuiyNlTu3ALWtkcDwKiUtREsGagFoTcIxDjKczeBlZwB3a30CIWHTTB9WEru0+nborWJfCNEbV/wXDNbdDgvD9bDm/pbG6wjMK2BKiBRwFqDUW/1fsCRoCkAHuHPQIglSCJ8Czetu+RrW3fo1GK69VYGtplYzAcjLQUG8uJBLXLaAsVjJRWJFl8Rosly2F1dssSLLcnHlDvGyJTh7IjspENFBjgqgxW3bXO825bIu1ymWakdzWa5HuN5IsJbr36iOK+eWGOzyrDiUZESiICkYOfH+yCaQZ0R7ITrQGZ5OHBgZybVK5vFbeY28zlX/BX3KZAOhllAe5i2JxDyRwgFcfIgLwr1tVCy1lKOSmGap5SzJwZIJnqWZkQToWBSnhyEtxhNR/rYI9bJQ8Bwb6MRtvFTWcnHxDvEgRNuLFfx2WOnfws90DSL9rFCcEYKWymRUF0YhJcoJkb5miA+2VQr3JqgHWBKs/dFclkIlE6AT0FaRju66HHTVZhOsE1TSsxgfW/ha6yHAzgjBhP1wV3NEcZCZzn7mxvohVVzNxTPAhZDKawkiQEfwnkum8dQIQnGsB9KiJHu4JcHdiNuaIi3cARUZASr2uLs6SZWxKk8jbBOE82NdUZlOwF4qfyV1otPD7VGS6kdwjtfUbq5LR19TFnoaMlBfHKVKR4V4miDA0YiQbI5oDoYTggn4IWK5d0S4p8RAmyDU3RQZEU6o5sBaztnB83dysN1bEYWxpiSMt0hW7jhlhW7IDyBE+6js4NVUVY4/B2XRmO4uxJaxamyfqMORxS4c3dKFC/tHCMmjOLa9HQc2NeDCwQE899Rh/OCJw/j2A/vw6LmtuHBgDHtmWrF9qhO//uEzuHbpA4hZ7+r77+PTjy5zkiB0RbIJi+urxsKnhWaytNLN4PSVvtIXQfMNqa/Vdd0MzPL900hm5FjyvdOAssDxp+JurcBYAJnfU7zHVqNrBGWB5c/wFts3cOXTV3H56t9w+eMX8eGHv8d77z+PtwnJbxCS//HPH+BvLz+DP/35G/jt7x7Bz35xL3743AV8+5kTePLrB/DgIztx4e4FQvKkqo8s8cgLWxswMVOOgdECDjay0NGdjsa2BFTWhaOozB95Rd7IzuMzODsYyamBSEjyQ2y8N6JjPRER6YEwQnJwsAsCg1zhH+ACX18++70cVfknd753BJDd3SSztViTrRUoi6u1xpJsA0fCsLIg27KV2r8izgvo/puUdVkrW0rA2U6Bs7WlHawtrGFhZgop56QFY9FyUJbWnKCrlSr9tAyAv0haS7JWWkuzgPPy5QLGAskCxwqQCcsyr0cQFmnXybSuJG3SJVAbcD99AzUtcCJ1lU2NCS6UuSn7TUi3sbKG3ZKrtau7N1w9fOHm6QdPn0D4+IXAj5AsgBwSHoOwyDhExSYhNiEV8UnpSEzJREpKFgE5G0VpeSjLKkJVXhlqCMa1hZVKdUVVfL5Xo6FELMb1fJ81oq26Ge01jeiRTNbVxRisKcFQXRmGqaG6cgzVlmO4vgIj9ZUYra/GSEMNp6sxynasoQ4jNfUYIUiPVDVguKoRI5UtGK3uwHh1F8YrezBa2YexykFMVI0QlscxXTuF2fpZtjOYYjvbtAVzzbsw33wAiy0nsK3tAna0341dHQ9if+/jODzwdRwfeRpnpp7FhfnvE5J/gNO7vo8zu5/D2b0/xrl9hOT9v8K5/b/F2YN/xNlDf8aZw3/D6SOvUK/h1JFXcebQ6zi15584sfUVHFn4J/bPvYpd029gcfxtzAy9h+Hud9BLUO5pfR9dLR+iU+kjdLV+RGD+ANVN76Cy6V1UNBGUmz9AWdOHKCYw59e+ibyaf6Gw5nUU172G0tp/oqz2H6io+RsaK19EV9kv0VP+ffRWfR19tfegs+oAGkqnUJrThNSEbIQERsDZyR1mprbQ0THDylX6BOL1BOHPu21rwVna5cCslXbZl8Gz/BijjXte/uOQJvaZy8zZmoonhdESPOtDb70+dNbpEaB1sEqszitX4/bVa7BGZyOMrMzh4OuH4JR8pFe0oaJrEo0jO9A9exTDW89hdAfhd8/9mNj3AOH5AUzs5fReQvX+ezFz8F4sHLkHm47dh03H78f8US4jKE8r3ak0RU0cukPBs0Dy7PF7MHfyfmw69RAWlB7E/KkHMH+SEH7iPkLz/dh2+hFsOfkwNh97FAuHHsYU4Xlw0x2E5zNoHD2Nqt6jyG8iBFctIrlsnlpAasVmzm9FWuUWpJYvshWr8m4UtRxCOUG3pO0IdVhZmIvaDrA9gIruQ6juP4rWybME5jsxtP1+jO9+aJkepB7G5N7HMLrzYfRtupeAfTcB/g5U954mzB3iuXYTIAnCGQTW9EVEZGzRZN5eBsfL4VkL0NrlWouzFpA1wHxDmpJSGvD1JywKPIsrthael1ufBZo1cc8S/8w+EKDFAq0F9OUlqiRZmMQLL08WpkCa0KzV8izcy+VLePZNnEBg6jjCs6YQlzeF1OIp5FZO839mBnWtM2junCL0jqGtdxQdg8PoHCEYjwyjb3QcklFb4Flctpvb+9HU1o9GwmZz+5AqYdXZS+julaRjY4ToUbRyu8q2URQ2CTxPIi53AmHJkwiMnYK/xDtHS8KvUQLgkJKmvrMAMsGZ8iI8/3tSsH+v/ayV2pb7e4fzmJE8VuQwXKTmcxKPnSVu2xrLs3/tGALrx+BHePatIwgTnAMJzv5UIK8nuEuszyOIGBpBlMDzqMQ9DyJskOobQGh3H4LauxHQ0oOw+mFEVU4glGDul94P78ReeET3EpIlS3YfPAm/kjjMg+Dszn4JPCtX8y8A5+XSumkrWF4CZ20SMfuALtj6tbFtg3tEN3zjB/E1sTTrrryN4HwrIU2TPMxo7UoYrpFWJMm4JKGYwCvBWGc1oXoNbAx1lcSlWwDa3cZcQbSDmZ5y3bYhBIr1WQBaAFbcnwM4yAghMAUSnCQztrgZS6yum5WpSlRmtH6tAmixPuutuU25MJsbrKPWwERnJcwI5OYEUmNxzyYkixu3Pc/ny4FLAAczXk6WsCfASuzwxpUaC7TApyX3EYDX1rEWaROYicVY4FngV6ZlmWa5wZI7tgC1lOoidPraqvrOYn2OItR5Ohgot22Jt5ZrFdAWeLY10VMlt8yk/7qr1PHFhT3E047Q64WchADkUtlxviqLdka0N5d7qjJfbnY8psl65QYv8G/Mz8BQYsJ5HXLNEgcdQoCOC3VHbKgbIv0dFPj6O5vynhoqePaw0eU9NkVimJsC5+qCOJRmhRO2nRDgagx/FyOCsZ0C7NRIqZXtTTD1VnG+kmHa1XI9HExuh5P5agXaxRmhqCmKQ1F6iMpIHe0vccFSOoz3I9AGKeFOyEv0Q2VOJGE5Fk2liehtyMF4VzkmujkAaS9GA/uQGGCHEGcjBNjrItzNFDHe1ohjP9I4QM2J8UcyITXC204BdIDccydTXpsl++WofmDIivNWWbHDvcwRLG7U9hvhb78BycF2qMoKQUdZAtpLE1CbHYaSJF8UxHkSpoNQmxuOMg6MMwjhkkFcylV1ViWzf8XK7byJMN3XRNAviSGs2yrrdwjvZxjPLTHj8mNFIpXA+x3uZQN/B31Ee5ujIF4sy8FoLYxAN4G4uywCAzXRGKiNQT/bvupotJWEsT++Kgv3SEu6SnTWURmrYptHWjMx2paD7eN12DXZgO2jtdg904CTu7txbEcbIbkaF48O45mH91L7cf+pOZwnYJ/Y0YcdUy3Ys2kMP//BM7j6MQH62sf47GOCytWPyDFXOC8AvRyeP/sKnr/S/4E+IyTzu3P1mkb8Aok06wSQL1MfEXzFknyZ8Cwu1xpYFki++ulbuPqZ6E1K4FgyW/8DH197hZD8Mi598hLev/wi3r30B7z53vP45xs/wd9fIyT//dv480vfxO9+/zh+9asH8NyP7sR3njmJJ586hAcf2oE7L27CydPjOHhoALt2d2BRMlvPVmFguBDdfblo6UhHfXMyKmtjCcnhKCiWxF0hyM6XOsm+hC4PxMQ5IyLaHqERTgjh8zQ4xIOQ7IYAQrKfvzNB2Qne3gRldw0ou7raa9ytJeHUkpu1xuVaLMoEZSVxvdboBjSLBdkeDnaOSjIv1mBrDsY1kmnK0lLJykJaa8pGtVYWNoRMG4KzFcxMTK+DsRaatdKCsgWhwNyMAHw9aZeRgoT/KBOBDAMYUQLKMi/SuGB/Hppv1nJ4Finrs8ScEpxVfwnJIrkuAWVnRyfKGS5OznB3dYOPlzcC/PwREhSMiPAIRIVHIzoiBvHR8UiKT0ZqYioyUjORmZaFrPRs5GbloSC3EEX5xSgpLEFpQTFqCovRVFjK520FOitq0F1Vh96aBqWe6nr0yHRtA/rrmjBQ34zBxlYMNzVjrKkKU81lmKSmWsox3VKFmVaqpRpTjVWYbKzRqKF2SXWYaGjCRF03JmoHMVkzjEkODCdrJzBVN8N2nssWMV67jet3EpT3YqbhAOYajxCWT/CYx7n/SZ7nPM9xETPND2Cu5XEstH0Dm9q+jcWO72FH33PYO/wzHJ74JU7O/x7nt72Ac3tewOkDfyAQv4gzR17C2SN/ZfsyTh1+BaeOvo6TR9/E8SNv49ix96gPcZQ6cvhDHN77Pg5ufx+7F9/F4uy7mJ36ABNjlzE0fBXdPR9zMH6Jg/HL/F+5jLqmj1Tb2PIxapreQ1nDGyhtfJN6CyWNbxOc30JR/ZsoqHuVAP13FNS+THj+G0rr/oLyupdQVfciWmqe5z1/Dv21T/NeP0pdQEfVHtQXj6Mirw35GWWIj0mBn28w/z9cYGhkhTXrjbBqzYYvLFWlBefbbrtNtTKv3Ua77D/Bs2h57LO0miRiXMb/Efnuqx+HDI1goGsI/Q0GCp7Xrd6IlbeL5Zn9WL0KazeuhZGFMey9vOCfkI6kknoUtwyipn8O7RO70b/pGIa2nMHYLkLwvnsxfUCg+R6C9EVO34P5w4Tmw3djy7F7seU4wZft3CF+/gc1AD17mNsdvBOTB+/AxBI8zxGQBZo3n36UegyLbBfPPMLph7B48gFsphZPsD36ABYOP4i5AwT2nXejX0pVTZxE3eARVPYeJPzuQUHzDkL0dhQ07SQk7+Eycb/ej9KOgyjrPIzK7qOo7jvO6zmJ+qHTlLQn0DB8ghB+Ei0TpwjOp9FGKO9ZuICRnfdhev8j7P+jvL5HeM0E5z2Ed6lBvethZYnumr2IlvELPOYpnvMIMvg9iM3bjIhMwquAa+YWDUDfBM4Cr8unb4ZmrT4PzVrQXcqWvQTO4oodkizu2zKtKVmlTRYmicOkznOU9COdAC8WaJ5TY3mWc904riZhGPUl4OwbK8m4/l0+AqyE54A0wh7hOTp3GolifS6fQWH1DCqbBaCn0NAxjqaeUbT0D6NtaBjtVCfVPTii4Fms0q2dQ/xfHeD/aR8aWgb4jhM3bgIzl0sMtJSvausZRFX7MPIbx5FePo6Y7FGEJI4hIGYCftFTqs6zZ+TIdWngWWN59oycJhALQGvgeTlAa8H5izJx+0RMwi+SMC0u3BFDcI4ihCYOKnj2KiQwV0wgqH4Swc3jCGwaJjATnCVRWMsQgttGENo5irAewvLAGOF5FJEjbIcJ00MDiCI8RxGeI7v7EUp4Dm7uQngdl1eME56HEZDZD99kqVfdT8jvg3vowBI8j1yHZ5GC5xD2jTCsheTlsCyArE0mtlzarNy2fh2w9RV4boVrWCe8JNu2svhKvDElwGyyfpWSQJseAdRg9S0wXr9CWT6NCW+Ga/8b+qv/G6Yb1sJs4zpqrYJoF0tTeNoRSu0s4WYttaOltrOOgmiBaUnCJZmpI3zsKFtCnAA0gdrZGgEudtzHHFZ8ERsToKVklQFltHElTPXWwEx/LUwpaQWmrYw3wtpUV7VinXbi+bw5qPH3cIAXj2dvYaDAW3fNf6skZBI7LP0QuBUwlsRgAs9SdktcysW1WtYJPAswC2iLVVqyjGuA20xl6PYn8IX6SJ1oVwXR/m7mhNkNCp5FNkaETjN9Ar0hoVqSi61XbunyA4KcXzJty/WnE1QFnnMT/Ck/ZMZ4IjOWAB3piQjCpNTVdjDXUfua66wj/G+E8YbV0ONnIT8iSCx4ECEzLMARYdxefowQa76nLeHfRiz6OtQGBckpke4cWMSjoTQZOYm+hGHJWq4LXyfCvIeUsrJT8b0C8FlxGlfyCB8bQvhGWOndAjujFSpWujA1BA0lySjNiECMv2TUJvz62yA+yB6RPpY8hiMKkv1RlOavXLnLswmzNSkY6y7B/FA15vsr0FeThqJ4T8T7WhCczSkLRHpaqOzhqQT3hEBnRPlwMOthw2uyhB8/pwBnc4R6WSlLeVqUF3Li/Xj/vDR1o93ESqyPUBdjJAXao4Jw31mRSjDNQldlGjp4zd2V6ajKDEN2lAdyeZ9zYj1UmarStEC0licpt3RJjNanSkOloyQthP2yQSjP629vjGA3K2WZj+PAOjGcAM1+BrsSrN2MkRZih+IETzTlBqOrVAA6DP3VURisjcZQfZyyPneWhRKevVXs83hbJma68zHRmYPZvkLVakpZxWC8Ix/bJ+qpWiwMlWLrWBn2z9fh+I523HN8DHcdGeV0Fw5vaceuqXruW4yWyiz0tVTiifvO4MN3/0lo+YTM/D4+vXKJhKyxPgvkXCMAacFZA8/iirsckL7SV/pyXbsmccniXn2J3x+NPv1M4PgDXPvsXQXI16DRp3iT7b8Iyq8RlP+JT64KJP8Nl64Qkj96AW+Lu/V7v8Zrb/8UL7/2Pbz0j2/jj395Cs//8RH89Nd34/s/OYenv3sMTzy1Dw89sgsX717EmXPTOHRkCDt3d2LzYhOmZ6oxMlqKXkJyGyG5kZBcWxuPisoYVSM5J09KPwUgOc0XCUliRfZAZLQ7IvkM0Ga3DuDzxNeP7wsvO3h62sGD7w5PT2e2jnAjJDs7296IR14CY+VabSdJuLSJuMRirHGfviFZZq1aFW9sbQU7G5vrshVZE4yX3K81Wg7QFrA0o8wtCJvSWhGaLQmfFpQ5dQOetZZlDTxznZlmnYW5piSUtvyTqYkk1tL/jzIyJvQaSSIuQjClb6ipl6wFZy08y7wGrjWxzSo52NK8SKzVkpRMLMlODryXLq7wdPeAr7ePAuTgwCAFyaKwkFBEEpbjYmKRlJCI9JQU5KalopAqSktDaWYmKnJyUJ2fj7qiQjQUl6CxtBRNZeVoraxEW3U1n9016KypQl9tFYZqNVbi8cZaTDTXY6q1EdNtTapVamnA9NKy2Y4WzHZSbfWYba3FbEsd2zqCbBPmW5upVsJuG2abO9h2YbaJauxm240ZDv5mxIpctw0zdbswTUCerj9IUD6CyfoTmKg/g/H6C2wvErbvw0TjQ5hsegSTLU9itOFJDDV8ndD+DEabvsf559jfnxHef8U+/pp9+h0W+/+IHaN/wr7Zv+DolldwZverBOd/4gRB+fTx13D65JvUWzh54m0cP0ZgPv4+Dh//AAcJy/uPXsbB41dw8NgV7Dl4Gbv3foxdO6/w/+ZjTM5+guGpK+gd+xQdQ0Bd11WUEZZLGi8TjC+hpP4DAvOHqGy6hArCcnnjaxzc/wsVzW9wu9cJ0a+itOk1tv9AacNfUd7wZ1Q0/BHVDX9AbePvUd/4W3Q0/RiDLd+mnsBg033orT2BlrItqMkbRElmI3JSi5EYm4agAClZ5UGAtcV6HWOsWaeDLytVtRyely//fwrPpvwfMZWM7Pz+mhoYwYjwbKBjCF2B51US97wKK25fgdtXrcAaSWzL8aCtpxuBIR4x+eXIbegkdE6gbXwb+hYOE55PYXzneUzu5ee+n9p3B3WBcHkn5gnKC9TWo/di24n7sZUAvUCYnj0oAK3RFEF6kttOiAjTM9xWXLznTxCeTz6OLace04gQLdbmxRMPKm0+Rh15CAsHH8TUnnsxtHgHuqZPoXnsGBpHjhKiD6Om7yCqew+gijBdxbaiez9q+46gafgU+0/YnjyP1nGRuGSfR+e0tOfQPXcePfPn0Utg7pnndlOnuewshrfdjel9D2GO8CyS6cm9D2GKQD226yHC890qmVoLjynwXNh8GOmVuxGTu0nVfg7PXFAAHZb2eavzcljWguxy/W/hOXgp5llZk1PFJVumNXHOGmjW6gY8izTgLDHPchzph8YtXAH0f7A4fxE4ixQ8JxEu0wiPWZrM5fEFM0grnUNu1Rz/52b5/zaNmrYJNHSPopmg3EJgbh0aQvvgELoIxOKOLcnBpGRVS8cI6pv7FTy3dgpQj6C5fUBZpqX+c1vPACrbh5DXMHaj1nOSwPM4fASII8WKvByexRV7mprh93pGwfN1i/KSBJ5vBufr8Mx1PgRn/0jeg0gNmEvWbbfEJctz4Sh8CfHBDVMIbeU9aB1DYOswggj4IR2jCO0YQ1jXGMJ7CdC89jBebzivO3xwgDDdj+g+qrcP0V19CG/tQlh9O8KrexBeOoSg3AH4ZfTw/koCrz72lQAdRoUMfKHlWWKfBZIFlpeDswC1gLK9b5eSFphFCqAlWzfh2d6vHU6B7XAN7SSod+NrJutXw3idBpgtdNfB2kAyaG8gyK5TsCxZoCURl5nO7WreYM1/qVhc43UrVVy0yfo1CvBsDAmffGlLjWhJ5qVJoKWBUrE8O1noKkttqKcVIiVW19Mafo7mCHK1IcQ5wVsSpfDla6EnFujV0Ce8G6xfCWOd1QqaBaQNN7APOuwngdmG8GxptEFBsrSudmbwdbNTEO1sYwJrEx21vVhsBZ4F/sUCLRZlccuWPooFWpKOSaZs6a/EOAv0Sz1q2U6s6ALREhvtYqWrXLW1AB3uZ6vqPHva84FqLJC8UlmZ7Uz0CL5GBGgDLtflvVy/FAO+mvdng3KpTgh2UrAqccGFKRIf7IvsOLH+eiKJA7vYIBcCpANB2BSOBHEHM2PYSrkPnfXqfliKmzkB2ptgJ1nAfZ1MFDC7Wm7kOdapclRiPfaw2YAgQm42AV2szxW5kUiNckOgm/xAsJ6fhx78CJ6B3CbclyDMcydHeiCBbSivzc1Gh/2+nfdgLcJ8bDmokZJZsQRsD35upgRLY/aTcOuhAenMGIlR9kJGjBsyY11RkOJN4I7GcHsu5gdKsam/DHPdReipSkJerBsh1QwpwY7IJLDH+TsghoPZSG97fh/seHxrwj+/IwRoX0cj9QNBFNdnRvsiNyGI988HSSGEbfYzkOv97fURy89F6lV3lKdhuLEQQ3X5BPZsDDUVopXgnxHuRkDnMXgPUsOc2F931ORHo6M6Hc1lSWgqT0QzgTs7yhux3nbwsxfrtgmC3SVjvCMi/ZwRH+xOmJZ+WqofAXIjHVDDQXprfjA6S0MwQHgeJjiPNSVipCGR8ByGuhwfBc8D9UmY6crFtvEq7N/UjO2TNSqJWXVuKMoyg9DbkI7NYzWYGSjGZHc2Ng0XY8dUBc7s68EDp6dx5+ER7F9owuJIOTYNVWOipwoNZWnobCjAPWf34V+v/EFj+ZOES59+THiWbMXXCDsaeJbk3Bp4/sr6/JU+r2vXxKqslca6rNE1grJYlcXd+l1K4pHFkvwG9TqufPYqPr72d1y+9hd8+Mmf8f7lPxKQf0NA/hVef/vnKrP1y689hz///Vn89sWn8IvfPoSfSPknQvI3nj2Mx765B/c9uhkX7pvCiQsDOHSyC7v3t2JxC6FmrgpjYyXo78tDR0cGGqUMXU0sSkvDUcD/t+wsf6Sn+yAt1RspSZ5I4LMnNs6HkCyALK7WTvD357uF/7veXg6UZLd2ISC7wt3VBa4uYv10IeQ5wMlRslvbUzItFmNJ2iWSTNfL4Jm6Ac8CyTfDsyTxEmiWmGGxDpsuwbFIIFeyU3++DrIsuy5LAWCRGaFZYNkcZiZmMDU21bg6E47FpVol5xIAMLlhYdaUgbpRM9lUwNhID0aGhF4jvg+/RAYE5Zul1vH9paxylBaS5dxS2kqSkFnzOu3txfruAGdnR7i6OsPT0x2+vt7wV5bkEAXHMVHRiI+NJyAnITU5Femp6chIz+Dnl4283DwUFhSiuKgElcWSgKuYz8wiqhjdlSXoFbfqOoKxuEw31WGspR7jBOCJ9mZMEoCnqOmOJix0NWBzVz1Vh0W2W7rrsbWnEdt6m1S7taeB0zKv0fa+Jmzvb+V2XdjUOYBNbQNY4CB0oW0Im9tHsbljEovtM1jsmMdi2wI2ty5ic8sW1W5q3oHZhoOYFgtywznC9J2YbiT8NN6PiYaHMdbwOCH+63z+f4fvgu9iqPGHfAf9iPoZr+WX6Kv7DQYJnQMNf8JA3UsYrP8r31d/w1jr3/nc/wfmB/+BLeP/xM65f2L/1tdwbO8bOHLgdRw5/BqOHyc0n3wXJ099iGMnP8SR4x8SnD/C/iOXsOvAh9Rl7D18BbsPXcHWPZexeccnmN16FWNzV9BHcO4YvYqGgWuo6vkU+S0fI6P2faRXv4e0qneRWfU2cmreQUHDOyhrfAPVzf9Ebetr1OuobvknQfrvqGp9hdMvc91LqGn6I2oan0d9wy/5v/kLNDf+HJ3Nz2Cw/XEMdzyAwbY70Vt/hO/WTajN18BzdlIRkmMzERocBRcXT5iY2xCeDRU8r1H1lTVu2lpo1gLzihUrvlCy7n8f86yJ57/+v7Mcng0J1HoE6I1G0F9vgPWrN2DVEjyvWHULVq1bAX2OZa3cHOEWGonI7CJk17ahUtxtJ7djaPNhjO84g8ndhOfdFzC5hyI8T+0XeL4Ds9QmAvK2Y/djx8mHsI1QvPnwPZg7cBHT++/idhpNcJ8xEQFaJRA7eA9mjzyChWOPYfHkE9h6mjpFkD75KMH5YQXRW048wuM9iq3HHsX8gQcxseNuDG4+j75N59BL4O2ZFxA+TfA9RZg9gaaxo6gfOszpkwThCxgg6A5vJXRvuR+Di/dw/k70b5bld2Bo60WC8l1cfgd6N53l9mcI0me4XK7xPl7XQ5ihJvfej7Hd92J8zwMY3nEvehakXNY5wvspVPYcJcztQ2r5DsTkCTTPUeK6TTBN0bhKa+KXbyT90gL0cnDWLtNKA9eyzw3AlVJVWngWq/NyeF7urh2VqbE+L3fbFoUkaeFZ2s/D8xdBsxacl88vl7hteyVOwjt1CoEZMwjLlkRtM0gqmkVm+Qzyq2cI0FOqvFRd9ziaBgjIw+NoHRlVlueeoRH0cV5T83lSJRcTgG7tlDjocbQRnsWVu6WzD+09bAmZ5a0DCp4zKyeQkD+BCJ47KI7wSxD2VvA8SvAdowi3AsAxs2zn4RM9dx2KtdIC9PJlPjFcHk1QJngLnHqHjcM/nPcgUqzWY3CLHlbw7JZBkM4ZgkfxsHLbDmmZQNASPIfwGoKpoPYRhHQRmvtGCM9jiBgcpgYRNTSImKEhxBOkEweonkHEtfciuqkLUbX9CC8bQmBOH3zSuuGVQJiNYRvVS2juhXuQuG+LK/YwQXdYWZydOO0YOKCAWAvQyy3Oy8FZ5mW5Nt7ZOaiP0NzFtofH6+Y1dyl9TVy0RaaEZ0tdsSJvhA1hVBKAiSSTtkChwLMqp7Tuv5X1WeBZW9pKWrFEW+pJ/LAu3KRWsYO5glStFVfg2d3WQCW0EsuzWGADXSwVPAd7OMLLnoMTc2OeT5fn0Vif9dfdzofZKmV91kpreRZ4thUXcUrmtfDs4WSl4NnWXI+wuVrFDhus+W8CvwaiJQbZjetdrDQJzwSatQAtMc4C0ALW0n+BaGWRptwJyd5ORgRoQ/hKWSVva0QQoiTJmAC3ALLcJxtjHWV5djA3ZCsu4Rrru5Ih4d2CAO1sgkhfW6QQ5nIItqI0Al18sAPigxyRHuWDrJggxAZ6ws/Zln0yhxMHVXZ80Fvw8zHVXwNLkw1wsiPcuYkbvIWyOjuZ8d7o3sLP8RbC8wa4Uc4WaxHgaqKShtUUxikX7FAvc3ja6XBfY/i4EKTtJC59IwLcTBHpb4fEcHekSkmsYFcCtiEs9W/jda0iiFshJz6IwB+GuEBn+BFafQitwW6aOOAoXytehyuy4tyREuGoEotlxDijqSwGY+05mOrMx1xvMbYMVWC6swDNhZHIiXFFWrgkQvNAcoirinsOcbNRJa78nDQK4PfEz8kMQW6WiA1wRlqkF7Jj/ZBByE3mADnW1w5hbmYIcTZGHO9rHq+1uSiJA60SDrTKMN1ViUHCdHVWlAL1NN73TA6w0yJceQwPFCQHaFzOi+LQWJyAmpxograHinsOcDTlea34HbVVZcAifR2QGOqK+AB7xPA+ZobaoSLZC/VZfmgrCkZXeRh6KiPQXx1NeI/DQE0M2kpC0FgQxEFUMhb687E4XIKto+XYPlGFrWPVhOYM3lNffu5OqC+OwEx/MeaHSjHanoXxzizsnq1V8Pz4nYs4uasbu2dqCdEt2DLWgInucnTWZaG7MR8Hd4zj1z/6Fq59/LayQuMzyVwsSZsIRJ99qs0lxnmt9flmfRFYieu3Vl+0/v9GfdG1LdcX7fN/quX3Z7m+aFvRF/VH9EXbanXzsb9of62+bB/qs6tfInG/1mS81khilaV+8idcx+nP3sWVa68SkP+Oj678FR9c/jPe++gPeOfD3+HN95/H6+/8DP944zn89Z/P4o9//bqyIv/it/fhhz+/iG9/n5D8nVN4+MmDuPjAdpy6MIsjp4ax72gvtu1txtzWaozMFKB3JANtvQmob+f/YVM0avm/U14WiYKCEORkByIzg8/IFG8kJXoSxFwJZY4IC7YjoNkjhM/NULZBgQ7w8bOHhxefmVITmc91F1c7OLsI4Ikl2YGw7ERYdqZc4GjvTLkql2oBQi0oS9ZqKflkbU0YtrWCHSFZZbxeik3WWJQ1mawFim0kKRefz1pZEYivy9IENoRmkayz5IDdgs9xK3MjSlrNtFiLNdLCsIAyB/sCzksWM1MO+C1knYkBTAjFxnxXGhOMTYx0YarmdQjLnDaWZF1iFdaFgb5ktV4PA4MNhGK2hmw5rS/zS62hWJgVSPN4pnxvSj/kOnh9DvYOlKOKR3Z0dCLwuMLLwxO+Pt7w9fZGoL8fP4cghIeGICo8FAmxUUhNSkBaYgKyUlKQl5mOguwsFGVnozQvFxWFBagtK0V9RQWaqqvQWl+D9sY6qh7dDWIxrsFMcyVVhbnWasy31RJkCcNdjVQDtnYTfnuaCb+t2NnXrhEhePdAI3b312NXn0Y7+xrYNnFZM1sRt5Ht+ts06mvDrv5u7OifxtbebYTorYTubVjs3MXz7MW27sPY0nmEAH2c8HwCW9pOYrH1FAH6NHUeMw0Em4YHMNn4KKaansRk0zcIzd8mMH+Pz/kfEYx/xuf6r9DT8Ft0NfwenYTljvo/oaPuZXTV/ws9jW/xmf0Wp9/mNm+jr/FtDLS+g+GudzEx+DZmxt/Cptk3sX3LW9i9+23sJkDv2f8v7D/8Lg4d+wCHT3yEQ8cv8//oI4LyZWzffwmLuz+gLmHbvivYsofQvO0SRjd9iJ7ZS2ifvESQuYTqvsso6riEnOZLSCE0J5S/hbjSNxBX8i8klb6G9IrXkV39OkrrX0E9Ibm5/e8cnL+MhpaXUNf8Ahra/oTG1j+gvvnXqG/6GRrrf4imumfRUv8dtDV8C52ND6Cv+SyG205hqO0Y4XkPWstn0VA0yHdsCwrSKpGZVMjvShLc3f1hamGHdbqGhNONXwrPWgks33rrrUrL3bj/Ezxr450Fms3NNdm2ZV4AWsX28/9JfoAyMTTRwLOOMQw2GEJnnS5Wr5Raz7fjtttvwYq1t0GH40wzRxsOqoMJf3m8Ty2EZ0LO1HaMbj+G6X3nMC9W5H13Uncoa/Omo+KyfdcSPN+NrUcfxM6Tj2D78YcJz/cRnu/GzH5+l/beqTROje29CyN77sTw7jswsvsuzBx6EAtHCctL8LztDHX6MUI0gVoAmvC85QTnjz/GYz6M6T33YJRwO7TtAsGXx9hBAN5+F+cJxYsXCNUXCMd3YHDLXRgl6E7ueRBTe7nfXn6X9z6kth3cSnDm9rLv6C7COI/Xs3CWAE0gJ0T3bzmv1o0ToMd238d9LqJvy50Y2HY3ejbfiZapM6gfOYnK3mOq/rMkIEst24HYPAJrlrhsS8zzZoSmamKNtdmupWzVl8Hycgk4fz7btgZytXWeAxMk1lkAWsBZXLdv1H7WWJlvgPPnYp6pEB5DY92+YdGWhGH+hOEvszjL9HK4vr4dQdyL4OqVOAX/1GmEEKAjs6cQr2KfJ5FNwC2om0B5yzhqCcbNgxME50m0j4yjd0xKUU0oeO4ZlLjmcXT3S03nadV29XK77jE0tvejuaMPrQTnpo5eHmsIBU2TyKmZRWrJHGKy5J6xvwqMBYRF44Rgybo9BZ/YWfjGbKLm1LxI6jx/GTx7RYmL9yQBchxuoQTw0DH4EKC9wyWJmAaeXeIH4JJCQM0gyOb3qhrPwU2jCG4mMLcMIrRjiAA9pCzQod2jiOwbQyyvPYHXmjg6jpTxcWRMTiBnYgp54zPIG55AFgE7rXMISU3DiK0gdOcRnlM64BHXznOyjexhfyTjNiUZsgnNylVbsm0HDcKBQGzn06ng+HPxzEvgvByYxSotAK4SjIVKKa5+uIcNwCO8j20Pr72b8LxujQZUV0sW69UqVtfWhMBnvEElvBJZSeIuvlxlnTkB23QjQZaAa8KHldHaNTBcs4paqSzYZjyGAKPAqUCoAKjApYfENztZEOQsEeJpizAfewKJPecleZclPGwtCLPGqiSWpd4GiEXckIBuxGMab1gJc3HZVv1Zy76sJ5jqwpnncCUIOxN43SWTs4s1fASCCdIS+yzbisVZyldJ/LC0mhhkgqeF1KLWZMcWYJZ+aktNaS3nEu+sjYGW/ktZK19nqelsjiBPG4Kmk8qkLQnIxN1bwFyygsu9E3B2YB8kJlsyb0syM4lltjVeCxdLHQK7GaIDnVQSsuQoL6TEeCI6SDKBG/G+SHZvD6THBRBkfXgeV/i5WvM+GqnPRj4TySxuZbyefTSBql3tYAzJHC41t8UKLi7z8qOFvYrl1mUfLZBC2MxJDkZShBvCfawI/qYEU+7vbARvOz24W+sQhg2VlTfS1x5JoZ6IIax62fHa2G9HXleYpx1y4oKQyn6FedjA29YQPnYG8CVkB/A40f52yIr1RgZhOMpPSj+ZIZ2AXJMXgc7KRPTUJGOsNRubB8sw21uIltJI5Me5EmodkBPthqxID8RzABzIc3ryGrz5ufg4ijcD++hkwvtuQai3R16yPwpTAwjALgRvwn6YM2J9bBDlaYXkACcF0C0liZjoFLfxGkz1VKC3LgdlmWHcx43XRugOkIzaDuyrJ4rTQlGdF4u6glhUZYejMClAgbaAeaCrJDAzVTWwJRN3PPdJ4oA9IcAWKexLbowbipO9Ced+aMwPVpm3e6pi0VMdi+6qaHSUh6OlMAidbGe6MrBnqhK7Jsp5D/Iw35ePia58NJdGIz3CjmBvi7ayOIy25qKvLhXDzZkYbsnEjoka3HV0DA+emcXZff04tKkZB2absbmvDFsGK7FtpI73sxL7Nw/iO49ewKt/fR5XL79JiL6MT69dIgBdJkhfxbWr1DVyNQFaEkGRswhKwNVrn1GfKsi+9pnANrdTIlgRwkX/v1EjmgC5PKHVcsmPBtpWaTlsLu17fd2XbSP3YJnkxwm5N5+TNsv0Nd7jpYRbWvGYWqm+XOV6tiJwGbiN6DOeS5P0TSQu+FqJNwE3kG21kv2vZ8DmZ3f1Cq5e+Yif88dccYUbiOTzu0R9yGmJTb5Efci+vke9w++A1El+g5D8Oq5cfZX6Jy5feRkffPSSqpH8zge/wb/e/jleee1H+Osr38OLf/kmfvfCE/jV7x7BT35xL579wVl8/ekjeOSJvbj7gS04c2EKR09McMA/gsWtPZiebcHoRAP6+F1t5/e9qTWLg+80VNYkoLAkEtl5IUjL9Feu1onJPohP8EdcjC+iojwRseRqHRzojEA+jwL53PX3c4QP3yHeBGUlPo/d3G1gz3eAPd8BDnynOEiNZGcbjZy4zMES9g6EYXuBYYKwKvWksRJbiqwsKKlvzIG2ksxbEiKtuJ7itDllJuI6c4lRtiBMm1vB2ozTS7IyNacsOG0BK9HStLW5JWwpG0KxjbkBLPleEMm0Dd99VhaGsDDTWIxNCMimMrAnRKvYTAFp+fGUz2BLPovNjfgOllwglLG85/TXw9yY4CwwrU8Q1tsIIz3CsL4Gqk347jbme9NYvLUIAaYmejDnOcx5TGvCv7iXSyy2EwHZzdUDnh4+vK8BvM9RCPCPRVBgLEJD4hEZkYj46EQkxSQhPT4ZOUkpBKJ0FGWkozQjAxXZmajNy0ZTYQ7aSvLQVVGIXpWMqwKjDeUYbazAeGM5IbkS022E4y7CcXc9FnvqCLB12NZVg13U3r5a7Ouvw76BWhwcrMPhoYYlNeHQUCPbFhwdbMexoU4cG+7E0eE2HB5uxaHhdhzh/OGRbm7XhwMD/dQoDvRPYF/fFDWL/f2bsb9vC/YQmrcPHOTzk3DcfwqLfQTjnnPY1HUXNnfdS2h/EJs6H8am9kewqe1hzLc8hLnGhzDT+AjB+QmC8jd5Pc9gpOn7BOafYLDxV4Tg36O74U/oanwJHY0vo63xFbQ0/h3NDa+goeGfqCck1zV+iIbGS0pNDZfR2vQx2ps/QUfrx+huv4z+3ssYHvkYEzMfY3bxCjbtuEoY/hhb931ESP4Y2w99Ql3BtgNXsEhQ3rz/Khb2XsXMjo8xue0yJrZ+gtFFHmPhI7TNvIPqsddRNvgvFHT+i9D8BtJr30RyBaG58HVE5/4T0dmvcID9F8Rl/RnJBS8hq/QvKKl8AbXVz6Ox7lfKotzc9CM0NX2P08/yWr5NfQNNtY+hsfo+NFSdR1PVSTRXH0Z77Tb01c/xvbWgNNK4gMGGGb77R1Ff0InS7EYUZFYjMS4HPt4R/D9ywTo9E6xeL5bnNdfh+T8BtFYyv3KlALRYn6XG8xps3Lie8Lzxutu2xvIswGxOmV2fNjMz57QkxJOYZ2NuZwIjA4IzQV5voz50NujymOt4bIl75rlXr1R1xy1sOdYLDEBYSioyy2tRTmhpn1jA2I6jhOULWDh8EZuP3YfNhGaZ3nLsHmylFo/eS7gVi7NYiQm8Rx/ieikxJWWu7iZ8nlca3XkB4wTm8b0CrYTXXXdgioA9x/03n3wIWyRBGLXt7KPYfpbATIjeckrA+hGel99Rgvb0vnsxseduHosgvusuTO69B7MHHyDE8/vL9TMHuM3+B3je+1U7vV+WPcRtHsbsoYcxsZ8wzPMP8tz9OzTqJYR3bb6AtrmzSh3zF9C9+S70bLkHXZsuctkdaJu/C61U09R5VA+dRmnPMeS3HUZ240GkVe1FQvEOROYsIixjC0LTtyI0bRHBUqpKWX01JaQEdFW9ZoJuGMFa69IdliKQrLFQy7QoWKzVS5LpG1pAEAFbjq1ZRwAWKJfjpgq0byU8b0c4+xDOPoTx/KEC8OxDcIokF9PETAeIBVpEkJZ4Z4FhcduWklVBSXKOhetu3NrlNytAWtlW+pRMIE+Z4vnGEZs7TrAlEFaNoahpDNWdk2jsHUfbIAGZwNwzPIbB8QmMTk5jbGoWQ+OE5qExFfvc2TuKLj7POvsn0dzF/6v2QWoAjR2atrJtEsUt88iqmUNSMeE5m9eWyr6wnz4EZJ9ownL0NNsp+BGMfSPH4RfJVpKJxU7Ak/IgWHuKCNmSVVtg2Ussy5RnxDS8wqfhETap5EZodg0bhWvEKFwih+AUSQiNI2Cm9cMrpx8+hb0IrOhDaH0fwpvE/boPEe09CGntIkh3IbJrAKnDkyiYXkT5/DZUL2xHzdwWVE9tQu3MIhpnt6GZqp/ajKrReZR0zyCzdhSx+T3wT25mf5sJz21wjeyGc3gvHIL64EAItvenltyvnfx6lL4IkrVanjxMK212bpWRW7J1E6AFpF1DevE1iTE2WLtKuUmb6qxRWaJt+HIVQBVAk4zWtia6BEBJhKVPcNtIIF0H47VrYcSHneHqVaq8lQHhWSzYYpE253FseRwBVLHcCsQJoIolOtBDSlY5KInFVyy8AqcCq5J4TAPPfMnzOBKDrYHy29kXyWy9WkkAVeDZRaBXrMU2mtaDx9BajGW9Km+ls1IBtLicqxrQS+7bkhlbAF9rgdZO3wBpYwXEAv43EoeZL8lCAXOotyPCfaX8lcN1K7udqdy/DQqYRbYEapkXcLYyWgtLQ94b03VwIxwGcsAXFeyKuHA3JBI2IwJs4OmoC3d7XYQQbgWqMxMCkRbjR9B2ISSLe7mpuqeSoEyuQyz6AvXXzy8Az4GUuN5LZnR7DpIcCfByDVKmKyXKl4MeP6SIe3awk8ooHeFtTfA1hpvFejiZrIOLGaHcWl/Bcay/CyK9HeDnwM+H99ST9yjCyxEJQR5c7kRwNoE74dzVfAO8bPUQSYAVl2pJhhYXaK+s0iHuJkgJc0JFRhAHVuFoK4/DCAfPC4ME24Fi9NcloSTZA6nBVkgJskFupDvSCcBhDsbwtJS+8zOw0Sc8GyOAwB/pb4nMeA+UZQehJCMAOfGeSA93Rlqo1I92QZK/MxIDHJCX4In26mTMDFRh81gDRgnSVXlRSAl3UaW4wr0seP22BGkXlbhNymxJdnCxPBenBCE3zodA64YYbhvpZY44fxsF6RmR4vbtjHjCc6yfDc/tivwEb5SkeKOSACDlqNrLotFVGUtFo7MiUrlvdxGeJ9tSsHeyDAfnqrFrrBCLA7mY6y1QkCz7pofboSjJC60l8QTvVA46ktBbm6ayc++da8LJXT04tacHp3d24/4jY7iws48DwFLsn27Esw8cwQ8fO4uzB2bxyF0H8IvnnsRrr/wen1x+YwmWPsKVKwJQn6nSQ1c+oa4INGuYTZjs8/B8A5z//waeP6cv2PffthEtB+hl4EyQ/Xdw1t4nkcAz762Ix7lZnwPg69LsIBmrPw/O4oYv4vGvEqz5+YlkHw18y2cq2xOUpQ/X5HP+gMeResnvE6Tf5ef8Fpe9xXmpl/wmYflVVStZlYG6/BJB+Y945/3n8cY7P8drb/4If3/1Wfz5r9/E718kJP/2Yfz45/fgme+fxVPfOoqHHtuDi/dtxbk753H05Bj2HOjBlh2tmF+sx/h0OXoH89AhPwq1FqCqOgMlpckoLklCQWEcMrMikZoWhpSUECQkBiKakBwe4bWUtMsNgYFu8PMT919XeHuLK7Aj3N3FpVpKP9mq+GSRm5vdUr1kyXBN+CMYW9sRYO0tYLNMtnYiMyUbW7Z8V9jwWWnNZ6JGJrCyEXg2gwXh2WIJni0IySIBZ2kFnE0JzVqZE5qtzK0JwwRoytpUwJnnpyxNCN7GPBZlbsRjiThtZcJtOGi35HPZzJjvWL5nLfl+tTLTJ8wSdMVyLPBsLLHIejBka2BkAD0p9yTrCMtmhqtgZrCK06sJzwRng/UEZr6XDXUIy7oKmo309LjeRHNOgoKNhSnsrE3hID9SO1jD1ckOHi6O8HTle8XLG/7evgjwC0JocBgiwqIQHRmH2KgkxMdmITE+FylJechMLUR+RhGKs4pQnlNEGCpGS0kpAbkCvZUVGKgux0htJSbqKzBNUJ5rKsfmtioCcR129TZiT18T9vTXY28vobi/FvsH6gjG9QThehwZIiATko8ON+HEeDtOT3VSbTg12YrTk204O9WOM2xPy7rxTpwa68aZ0V6cGRnA6dERzo/h+Cg1MoWTo7M4MbaJ01txZHA74foAj38Uh/pP4uDAORwauIiDffcQngk2/fdj88BD2NT3CBZ6Hsd891OY63wac+3PYrbt+9QPMNPyQ0w3/wDThOSphu9isuF7BOfnMND4Mww0/BJ9Db9FT8OL6Gp4Ge31r6Kt4U20NLyLpsb3Ud/wPmob30NN07uoYlvZfAkVzR8rVTVdQXXjFa67SqC+hobma2hs+QTNnYTpviscRF9D38ynGFr4DCOE6NFtlzCx/SNM7CRY77yC8e2fYGybLP8Ew1s+Rv/CJXTPvo+OqffQNvkOWsbeQtXIaygceBlZnX9DatNfkFT1F8QX/w0xuX9BRNoLCEv6HSKSfkP9DFHJP0Z8+o+RnvsTFBb+ABXF30Jt+VOor34MDbUPoLH2ImH5Ahqqz6Gx8hQayg+jrnQ3ass2c7sp1FUOo6WqG321HRhq6Kb6MNwwiKF6Dvg5eK4raEVFXhOKsmuRnJgPX78omFu7YL2hGVYLrK7+n+H58xK37RVYtXoF1nDsuW7dWujobFhKXncj1llA2dyc/7sKoCn+D5rxf1TgWUHzkgwNjbmvAY+hhw0bBOaX4Pl26ctqtdzCms8bXx+ExMcjo6wcFYSAtol5jO88TDA9h9nDF7B44j5NUjDC89ajd2P78XsJy/cRoKWk1MNKC0cEVgVe7yXc3o2R7ReW4PkOgu9Fgu09avn4XsLzwbswf+xuwvP9BGcB6Iex9YwAtAacNfDM4xLK53jcmUM8roLye5TkHPNcvvmYAPajWDjK77q4gh8hbC8BtUaa/ScOPYAh7tfLvnRtPY+OxXNo33wOLfPnUD95ijqDhqmzaJq5g7oTDZN3oGbsLKrHzxFuzqBi8DSKu08gt/UwMhsOIL12P+JLdyIyj8CcQeglEAelCDhvUlAr4Byepmk1AD2rgWgCdMT1mOjF61Zmkcz/OzR/sQRitZZgmQ5N2cLzbOP5thOkt1EE6PQFhKQSnJOlLvM0txNolgzbGnhWILwU8yzTy+H5y8BZq6BEwjmlrNmJUjpqFDE5Y0gpGUNO7TjKCLuNfTNoHZhE98g4hiamMDw2ieHxcYxNTmFiZhajBOg+AnVH7wBau/rRQYhu7xsjPI+gQRKJdY5Qw2joGEFV2xQKm+aQWTmD+IJpRGZO8z5oLOTehGexMvtFLxCWZ+AfJfHK4wgg+PpFj8IrjrAcSxGcRe5L8OwRQYllWYkAHaaRB+UWRngWcI4YJjj3wzGCgBrbBY/UHvhk9cA3rxP+Re0IKm9HaFUbQmpaEVzbhMC6RoQ2tSK6oxuZg6OoIBw3b9qF7q370LuF2rQHfQvUpr3o37wPPQu70D69HQ1Diyhtmeb/3wA/u1b4xDfDPaoVTuGdsA/phl0QIZlw7BA4AEeCspNYmgnQLpz+Mkj+n7QcsrVS8GxIeBYrr5muWHU1sCfQrKybBFApvSRuyALP5nobVVIvQz7klJTVWSst8Goyc4vLt7h+SyItiXt2sdJXpaIEOqV0lACfwKnGMm26DJ4J5wRmqf+syf7N40nsM/sj8Lzc8iylqlwJuyIBaJFAtZOlxvKrrT8tcdviti0ALUAty7UArbGOS2yxxDdLojCD6/As4C/902bqFniVaQFZuRa5DmllmbI+K2C+Ac3WRht4D9fCwlAyhXPQI5Zh/dsVQHsQekN97REb5op4QlpUkD38CZru9joqvjpcMlHH+iE9zh+xIa4KfqUOtfRB+iWu4rbGBHGCpRbqBf7F7V48ACz4eQpAi6Vdsol72hkjihCeEe+P/JRgFXMtybckYZhYVL1see3sl5PJWtW6E1z9Hc0Q7mmn5O/I4/OeeVgZKXCO8nFGkAv7Q7h1NFoDe8OV8LTRIZjaIo1wLm7pUb42CHI1JoibITXUCTmxngRTP9QXRiiL6vbxWuycrMdAfSryY12Q6G+BLIJ2XoQ7knlvAh0l87kOHMUN3U4Xfs4GCPLgdRCgsxM9UFsYiYqsYBQl+yOXAJwe5o6kAGfE+doR2B1RmhmM7vpMTPVVYLK3HG2VaSpJm1iRg1xNEOhijBD2LZawLWXDqgjO9fnxKOSgPivaC9nR3soCncJ7lBzsRLh1Q06Mj1qeSuhO4H6yTtzAxQW9QGpQp0lpqkC0FIVz0BClrM/dFRHoq47igCKeA7RM7CNAH5qtwu6pUmwdLcOmoVL01SchP94ViYEWKE31Q3d1CpqWSm1JPev5/hIF0Ic2t+LgQhPO7OjCnXsHsXeiFjMd+Ti7awR/+OEjeOsvP8Vz37qIpx46iW89fgF/eP67+PD9vxOs3lMJxT6+fJngLCBI+Fr6Ewupine9Ds7/rs+D5v/NEti9WV+0nRZyNaDLRf8BuG8+xvJ9tfsvXy9asjoL4H6BlkOzFoA/kxjjq2JdFgheLo0bvnLFXwLp68vAaclw/Zn8QPI+WwHlN3Hl6mtKkrTro49fJiALJP8V73/4Et5+9wW8/uav8cqrP8HfXnkOf/rLM/jdC0/hF88/jOd+ejee/cEZVSP5ocd24a57t+DUuVkcPj6GXft6sWlrCwG5Cv3Dxejuz0NbVybqm5NQWRuD0spI5JcEIyPHB6npfkhKDkRMrC8io7wRFe1DeakayUHBkrTLWcUk+/hI4i57QrKAscge7m6EY1dHFYfs4mwHZydbFYsskmmpl+xgL7HHlrAjEEqssQ1lvUxiUb4hScwl8cfiRk1Z8jm5JLVcuWmbwYrTlpaETspSSj9RFpLJmhKgNiOEiqTMjbiASlyyJVslU85LQi/JML0kiVM2NTKGqSEH8mzNKHNxv5YcFsYEXOVmzZZSscliJZYEXxJnLMm6DAnOBvrQ1deDLt+9ujrroae7AfpiWeb2kiHbTOKeTaQvFrAQK7ilJCdzgJODxHZ7wdPdB+4unvByJyT7BiAkKJSAHEFAjiQgRyM5Lh4phIG05ERkpaUiNysdBTkZKMrNRll+AcoLi1FDSG4oL0drdRW6a6vRV1eNwbpKjDXVYKa9Hps6G7Clu4GQ3IS9A83Y29+IfQMNODjSgiNjbTg23oETE9Qk4Xe2C2dnu3FOidMznUpnpjk93Ydzc8O4sDCK8/PD3G6Q6wZxfnYIdy2M4875adwxP4sLs3O4MD2Pc1MLODu5HacnDuLE6DEC8wm2Z3By/AJh+m4cGbkPR0cewaGhJ7G//5uE9u9Q38Penh9gR9cPsKnnOcz0/gTTPT/FdNcvMd35G0y1/xbTrX/ARDPV+ALGG5ZU/weM1/0OI3V/UPHK3Q1/RacC5n+itfZNNFe/R7D8CA01V1Ff9ylq64Cqus9QWX8NFQ3XUMa2pOET6jKK6z9CST2n6z5GWe1llNV8hPK6j1DReAmVTR9wAPwBaro/RN0Qjzd6Cc2T76N1+h10zLyHzvkP0LnwoWo75t5HG5c3jb3BbV9Fdf8rqOx9GWU9f0VJx0vIb38RGc1/RHLNbxFT+itE5v4SIWk/40D+R/CL+i78Ir6FwKivIzjmUYTFPYDIpPsI0PciI/MC8rNPoKTgGCpKD6OqYh+1A5XlW1FVuojqkgVUFk2hsnAYFUU9BO0WLq9HY0U1umtqMFDXgAEOkPtrW9Bb046WkkbU5NeiKr8GRVllSErIJDyHwtLOCTr8P1mno0kY9n8Cz2s45ly7bhXWr1+3ZHWWxHYal231P2phxf9j6xsA/b+A53XrNrAvmlJVK1ZIzPVKBdQm5hZw8OTzKzYWGaVlqOwgPE+K5fkgYfgs4fkObCE8bz1xP2H5Hmw5cg8hmvB74C7MEWjnCKbzkhmb7Yxk5BZA3n2XguaRHRdUtm5ZJusEeqcOXFyyOt9PYH6I0oCzguczGnC+Ac8SGy0AzONTMzzHlBxHzkso3nT8UWw+/jgBmjr+BCH6MUL1o8raLNbn6f0PYfLAgxjd/wD6d92Nzi3n0bpASJ49jbrJE6jm/1f54FHqGMoGjhOSTyqV9h1HYddhpYKOQ8hpOYDMxn1Ird2N5KpdSKrYhch8wm/WAoIJyEGpVJrA6iaC5BzC0mYQnj5NmJWkXppazCLJjh3O7ZRL9VJc9HKA/iJQ1koLtyKBZm2SK3GvDkwQa7UkCduB6GwqiyCdwf1SZtinWY31OUmAmdsmSquB4/8Ez/9R8dxXsnXHiTV7nP0bQVT2KJJKRpFZNYKSpnHUdU+hpX8CXUNicZ7E0NgEhkdHMT4xznftFMampjAgcdCE52Z+59p7BtDeO4yWbo1ae8aUmrtHUdM+ieKmaWRXTSG5aILXOMFrmiQ8T8KHwKyBZ9E84Zl9IhwHREkMtNRp1licPWRaxOXaclXuYaMqCZdHGOcpT1Eop8MJ2ZFieR6GS3g/nMK64RzZCfe4dnglt8E7vRW+2S0IKGhBcEkzgsubEVTRgNCaJkS1tCK+vRNZfYMoG59B66btGN55EJO7j2Fy13GMbz+K0W2HMLz1IAYI0N2zu9ExsRPN/dtR3DCNxII+3s8O9rWN5+2AfXAXbAnPDhKrHCp1m4c0sBvQA/fgfhXz7UXQl5rOWquyFoZvBmatZJ02Rnq5tfprBoRevVUrlOu2wLPE7NqZ6irwE/dgaR3MCUdSx1ngmS9v2ceADzeRQLO2LrSArgCv3spbuFwSjYkVehWPQ+AlrApAC2QKbAZ52Cl4FiuquBg7WRCiCc9SQ1qspgJ/4gaulQlhXAPPaxTYi3XckftogNl0CZqNCdRGSgLQAtSOFvo8r46y0or1WX/1jQRiAvdagBYruVhtRVp4Xi6t+7ZMi4VXAFYydYsFWkBaA60C6tI/cXNfryBaIN/GeD0sDAizhF1pTXVvUwDtYKEDP3dLRIUQ9iRRGOEs3N8WPs5iSdeBL8EuJtgFKRx0JkgMrre9chmXfgioa/osbtk6vJcaoJcfIWx5b0wk2dq625UXgFy7gLYD73+AuxWP542C1BAUEqAl63cmYVAAOszTEj52hoRjjSXZwWgtQXo9vGwMFSSHuttxvSlh2UhNC0BHejuqdQLblhtuga3+CuUCLhZtgWexbod5WiDQ2RiRXhZICLRHcogDUsMcUMrB9WBjBuGxGttGazDcmInqzEBkhNohwccCyeJW7e8AHyfxJCCcm62Cl/1GBLrx/F68N4GWyEnwVC7hjUXxBM4QpPE+Jvo7IjHIidfkoJKClWWFoq0qFf1NuVQ+GkuSkBzmquDZTRKrWesg2NUMSSGuKOI9qcmJUfAs0JwR4YGsKA1Ep4e7I9bXVmUGzyUQyDZ5BG5ZnhziyGuy47Qtt3dAISG6KkvqTIehvSwC7aVh6KmKJESHq1JWWwfzcHCuCvtmKrBjsgI7p6qwMFiEpuJwwrjUv7ZHbW4Y949BdXYo6vLCMdqagz0zTUrzfcXYTJg+saUTdx0cx14uG2nNxv6FDvzg6+fxux8/ogD66cfO4NtP3YFf/OgJvPnqbxVcXbt2Gdeufqwg7dq1T6gruMr5K1e4nNB2A5i1MC26GQz/b5a4Tf9P+iL4JcfeDM8iWa60HKBle61kfvl2y/RFx9PqqoAyz60VPwcVZ8zPR3Ttmrhef8RpgvGnlwjFAsjiai2Ju97AZ3hTtdc+fV3FJH9y9R/4+OrL+OgTAeQX8c77fyAk/xZvvP0rvPqvn+Plfwgkfxe/++O38PNfPYYf/OhefPvZ83jqm8fx4KP7cOc9W3H6/CwOHRsmJHdiYUsDJmYrMTRaim5+39o689DQnIHq2iSUlMcgrzAU2XlByMwOQEq6NxKSPRCX6IaoWEeERdghKMSegOwIP/kf9uWzy89Bydtbslvbws2Nz00JR1H1ka0oSzg5ibR1ku0IyZqyTzKvSdylKQulEnZJPLKtpQJnlayLkGwvmZ4paZfLztICNuZmygJrQxDWylZkyWUqJlnilMV92hiaRF6cFpCWOGXJXm1mCHPKzEyAVdyqZVqz3ITTMm9iaqDgV7WcN+a0kYCxkViR9TigF6uyJPbSJC0yEosyAdmIMiQkG2gTHckyI1luBEMj2Y4S91ITc5iYWRHk7WBt6wh7BxfeLzfeQ0Kyh59ytfbzCUJwQDgiQmIQG5mAuKgkREckIT46DamJ2chOz0dBdiEKcwoIybkozc8jIOegsjgX1WW5qK/KQ1N1Plpr8tFdX4TehhIMtlRgtL0S0501WOipx2JvPbb11WP3YBMODLfg8CgBeayV0NqGM1MdhOBOnJvpIvR248JcL+5Y6Med1B2bBnDnZoLw5hFc3DKCu5VGcdeiaJzrCcebF3DXlkWuX1TtXVu24OLWrbhv5z7ct+sw7t1xFHdvPY47F08Qsk8Qts/h5OSDODb6JA4PU0PfwKGR7+DQ8PdxYPA5wvxPsbv359jW/Wts6fodtnb9EZvbX8Bc64uYaP8TRtpfov5Kvcxn6D8w2vwqRppex1Djaxiuo+pfw1Ddq9Q/MVT7CgZq/kFw/hfaGt5WFubGuvdQT2iurbyKygrCciVQXgWUUSXVQBFVWAMU1HyGPG6XV/Ue8gnaeVUfoIDKr3wfeRWcr3wHudVvIbeGqvsX8pr/hfyON1HY8xZK+99A2dBrKB96HRXDr6GCoFw2+A+U9b9MePkrirpeRH7r75DT/DyyGn+FjIafEV5+guSKHyGu+AeIyn2WYPAtDuC/Dp/Ix+AZ/ABc/e+Ae8AZ+AQfh3/4QQRF7kRo7DZEJ27j//Ic0tPGkZczjuLiUZSXD1F9KC/tJkx3o7K0SwFzRVEd2wouK0J1eS6aq/LR11CKoaYKDDVUoL++Fj01dWgprUB1XjHK+L3LSc1EdGQsvLx9CM+20OP/yVodKVW1+v8RPG/YsO56yTSt1dncXH4AsyJAW/P/1OI6PJuaWHwpPG/cqIu1a9ezDxqr8623Sqy1nGcd/4dNYOfhgsCYaGQUl6K8tRPNIzPo37wbE3tOEKDF8qwpRyXZtBekDNX+85jafQ4z++5WJazE4ixwLFbh5eAskmktPItmD92LxVMPYdvZh7HzwmPU49h+7jGlHecfx45zTxKiH1du21rL8+xhgvmh+xU4TxDAx8UCTSieJyxvPvGk0sKxJzF3+HEufxhje+7HyM57Mbj9HhWzPLDjXnRvFRfs82iYPI3qkeOE5cMo6t6Pgs79yG/fj9w2qvUAclsO8vu2D2l1u5Fev4ftLiRXb0d8+RbEliwipngR0YWE3WzCcCbBOINKJxxnzCOCMB2ZNU9wJTgrzRBoZwnScwglxIamijVaE4esMnGLJLZ5CZ6XA/LNEmjVWn61scnSyvJgOUbKonLbjszciigqInMzwtincErct0NSBJBnqTlKA8vLAfpmaS3bXyTfmBn4RE3CL2YS/nFjCEwa5bWPIL5wBGn8vyqsJ/B2TKC5R+o8j6F/bBKDo+MYHhvFGOF5YmqC8DzB9/AYuvsly3YPWrt62fYrK3Rbzwg6+sYI0+ME6FE0dk2gqn2ax51EZsUEEgomea08d/yE+gHBWxKDRc4TJGfhTXiWLNlSZkqSfWnctAWaNUDsQXkSNt3DNbDpSej0DJN2CN6cXi6PMMJmaA9cQzoIri2E2Qa4RtfDI6EePmmNCM5vQURZB2JrupHQ0IPklh6kdnYjs6sH+YTnytFJdM5vwwSf8fMHTlNnMLPnJCZ3HsPY1sMY2nwAfbN70DO1B10je1HTthlZ5WOIyuiDb1wX3CK7ec5eOBKSnQR6Cc/uSkPwCB2EJ69BwFnkGT7yb/CsnV8OzSIBZm2MtMRLa/U1fYnlWHkb9FYTdsXd2kSXsCzllnQ1AEgQk/hdyR5tZahDiF0HfXHT5n5ai7OAs8birJHBail7dRvhbaWyQJvraazQYoEWi6mAp4CeBjrFWrtRs47nceR57FSW6o2w0F2vSmGZbCBIb+CxdMRtey1hXMo3SW1mKS8lwCyQvJSgS7mYi6XcgMs1VmiBYYFiiXeW5GF6q76mIFqs0QL1Ym0WiNZYaDXu5tIvrYVZWq37ucCzWKKlrJUsF3iWHwMEaCXrtgn7abRe42YugK+Je9a4kFuKBVpc7XRWwHjjbZxfRcA3QKCXNUJ9bFQG78gAewR7WSrLs4+zIUK8bZAU6aUs0NGBruyPJeFdXMk17uROBHBny43wdDBS1mfphx2hXX580H4O8iOGWN/F1VuStkUGOCIr3k/Bc0FyEPJUzWk/AqUbIjxt4GtnBHcCucYdW1o9BdB+DlJ/2RL+jiILAqcNoiQLtZc9gVsPNnorYK17G6F7FXwdDBDLaxEoF0t0kIsZYdUMUd62iPa2RpibKeL8rFCc7IPe2lRsHpK43RoOzgpVIrH8ODdkELDFPTrMl4NpC7Gi3wZ3m/W83wRxX4nL1kgAuSIzDDXZUShKCvp/MfeXYXZcZ7o/nBkzCpqZmZmZmZmZmZlJ3WpBi5mZWYYw2WEHTLEtM1NiO3bs+H7vp3ZvSfY4/3Nm3g9ndF23VtGuWlW9q2r99kOET3v2i31zNyG8WyEt0g1FqUGoJGA3FCWioTgJeYmBiou5wLP8UOBprYdwD2slEVlJcgiKkoIUMBarcjQBQNp4AXNOiwSq5VgFCYGEaC/FlTvW3xKxvqbc1kSBaLFCl6Z4oibLD/V5AWgpDlZct9tLQjDRlqy4b28YLcT8QC7huQibp6sw11+IagJ3jI8xor1MUJUZiuqsMFSkB6EhPwpDTdmY43WS6zXenouxthwMN2dijHAzP1SOmb4SDLfnYcdiN84cmMdj57fhkQs78djF3fjzby7j4/eeIah9rLJU/uszfPnPvxOcP1FZMkGA+1rcjgXiVFCocuMW/Tvr7f82sd9yDl9/fptkXi2em+gmMN+m7wJc0U0Y/nfXgMv/v7b/StZ/+7NyTLEgE4r5dxDha4lFVtVKFiuySmJJ/hu3ldhkthKf/PUb+OfXL+Lzr57Hp188g48//RM++PgPhOTf4K13n8Srb/wML9z4AZ5+7jp+/ydxtz6Fn/7yCB79wR6cv7QJx08tYO8BQvKOAazb2IGZ+XqMjJejZyBfcbeub5YaydEoKuP9lO+HTH4f0zODkZQSiPgEH0THeiI80hXBIQ4ICLSFr781QdkKnt7mBGVTuHnw+eXKZ5GLERwdTeDgaEpINiHgGSuAbG1tSBktazkW2ZKAayEQTJAlBKsyVwsYq5J03dKtZaqkXVLiSTJZc3sjQ1gYEpYpaW+XuRFlyM8tS4lTlnhlDqrNuM6UUG0q0EwYFpkQiEXGlJG+piIDxdVardWEX8Iwl+vyvaPDd46OuFnz/SNZqrV0V0FTZyU0dFZAQ5vSUrVaOpLdejVWc5CuqakDTS1dSgcanNbitAzgdSWztgz8l2sjm5uYwtLMnNfJBrb27rB39oGTmx/cCci+vqH8G4QjKDgS4WHiZh2H2Mh4JMYmITUhFVnJmchOyUFuWjEKM8tRlleFqsJq1JRUobqkTEna1VRZgtbqQrTXFqCroQC9TXkYaMnHUEsepjoKsKaTz6juEiz2lmJpoAJbh6qxY6gW+8YbcXiyBccm23BishUnJkRtODXVgTMzXTg9w2cQQfn0TC/OrBnA2TVDOD0/jOMzQzgxO4KT8xME4UkC8QxOr59ju4AzixtxdsMOXNi0Gxc376X24dKWQ7i87TgubjuF81vP4dzmizi14TKOrb2EQ3NXsG/6EWwf/jk29/0WGwjK6zp/i7WdT2Gh489Y0/YM5tpfwEzLDUw0vYqxpjcw2vQmhhreRl/t2+ig2mrfW9YHaK/5EO3Voo/QUfMxOtl2EpA7qt5De+W7aK94G63lb6Gh8n3UVP0N1ZV/R3n5Zygt+QKFRV8iv/Br5BUB5EnkEKKzignMVHrxV0gv+Zzt3wjL7xOaP6Q+4jYfI6voQ8LzB0jJfxvxea8jNv9VRBe8hKjilxBd8TJia15FYt3LSGp8CUkNLyCx4Xkk1j6NuKqnEFP+a+pJxJT+HBGFP0Jo3mMIzbmO4OwrCMq4RFA5B5+oU/AIPQ4Xv4OE5b2wddsOG6clmNvNwsJuBLbOfXBwb4OzZwM8/GvhF1yNkIhyxMaWIDW1DHn55Sjmd6W0tBglxYUoKy1CRUkxyovzUV6URaVwPh5VZTFoqIhHV006emtz0F1NEaTby/MIz1koSklERmwMYgmevj6esHewgZGZIVbraeKhlQ8rdZ7/J/B8//3fhmcpp6arwLPK8mx80+osMc96ugRnEaf/b+D5rrvuwR133KVYojW1dWDpaAuvkCDEZ2Yjt6oWFR19aBldg+65LRhY3I2JLZIs7Bgmth5V4p6lRNXEpuOE6JMKPKutygLJYmkWaBaX7Z75g0orbtsKOBOyJ7adJhwTnA9dxvqjV7H+yFUCtErrjlzj/KNYOHBVgWexNo/yMyObTxGaT6Kf0Ny74RT6NhDSJbZ52yWM77iKCWpky2VC9UX0rjuLzvmTaJ05iibCcuPEYbZHUTt6GBUD+1HSvRt5bduRQVhOqV6PpMp1SCxfRHzpWsSVLCKueB1iCgnL+WsQnk9Qzpvhd28SAemSWXoUAWmE4vRRgvMwAlJGEJI6hpC0MYSmjyM8cxKROTOIyJpeFqczZxCaNkW4VIFsAOFZ4pElK7fEMqsty35x/wd4JrQK1KoBWqZlucQ8Byasoea4bwHoGR5H4qCnEUKYD0qeQADhXeDZN1Y+893wrAbjb89/l9wkvjh4REnY5RE+CM/oPt6XvQjL6ENcQQ8yCc+lhOea1oGb8NwzMIi+wT4MKhIL9AD6BwfQ3dOD1rZONLZ28D3djoYWybItZaokDnoQTe0DqCNEVzYPoqCmn8+cfsRlDyA4cYD9FEAWKB6GU+AYAXKMrbheiyWZ64IH4azEN7MNJkAH9XE9YVlRN1wCu6hOuAR0sG1jq5IbgdnNl9PeTXD0roODdw1BswKWnkWw9M6DXWA+nCKK4ZNchbCCZiRUdiG9sR+ZLT3Iau9Ebmc3Crr7UE54bhqbxcDCJoLzHsxu3Y+pjXsxvm43RhZ2YWBuO7onl9A+vAGNPetQ0TSHjNIRRKT1wDe6HW5hney3xCX3EJxVycLUUOwSzHPg+fw7QBap52+HZYmPVkuAWWKmJemYuWsTvqfz8AME53uwmvAsma1N+LKXZFuWBEUzgqSZuCHrE2Y5GDAksGpLGan77lm2CIt1WKzO6nhnKXkly2T9PYr1U38F4ZnQa0SYFIBTLKAGqxTIE8utAKiAq1hHb4/TFUn9aAFo/RViNb5XKUul1HzmvvTEoq1FgJaEXJQpQdVI6yEYSEZubmPCgYs59yGWZ4FhAWQBZbX7tkimBeoFmsU6rbY8q+YlK7cAqZHSVwFn6bcAq8CzwLSsF7gWK7qci6wzYB81CK0aD9wBnRXcv/wAwX2b6a3gtAqg9TV4rVbdxfO5m9f3IThYEpTt9ODlaKCUwfKTGGRHQyWrtweB09/NHJEBjpQTfJwlcdhq9lPc4R9kPx+EnelK9lFiyvUVuLfi30sszgLPUqtb50FVuTFJJGbJz3nYGyKa+0uL8kQGATAz1pcg7YeMaB/E+DvCm6DrbKYBN0tdQrAeXC10FbmYcd7SQCkxJjW63a304edohiBXSy7j35H7Nnj4P6H/0H/ASvc++PIconztKHsEuljAi5/z4yA6wIHXzFaP8K1H2LQigHqhqSgKw01ZmOkuxiQHbL01yQTHAGTHuCI22A6eDjqwM7ofNgb3wsnsIe5bh3BsDH9nVUx1jJ8NCpODUZoejpQwdwWMpRZ1EAE6MdQZ+YTrorRgFKQEo4TbFBCQI31slURnDsareL6a3KcJYnld8hMI4hkRKCBAJxKSIzwtFRgPdTfncewQKQDta4vkUFfk8NpJrHRuvC9SQh2REGiFWD8CtL+JYoHOjXFCaaoH4TkILUUh6KyIQH9tDMaakzDfk4X1w/lYIDzP9ElMc5lS13m2twiFiR4IcdFFdpSbAs+i4iQ/1OaE8zrlcpsypTZ0e2UcByahqMoLRn1RONo431OfgpH2HEx0ceA7XI7dG3pw9eR6/Oz6Hvz80cN4/k8/xXtvP4+vvniPhEcg++oj6mNCmkAcgU4BaMKdQDMBUBKKqbJ03w5//1sl/b4dnuVcBJa/C5gFaG+TArk8z28AsFqyzW3H+Ia47Gu2iuQYaollX6z5n92mTwi/or9zWwHiD6j3FX31r/fw5VeqpF0yLcu+5PTnX7yBTz59BR//7QY++Oh5vENIfuPdn+CVN3+Av964hj89ex6/+cMJ/PLXR/GDn+5V3K3PXVqPo6dmsefgCDZv78bixlbF3XpotBQdPbloak1DXWMSKqpjUVAcRkgOQkaWP5JSPRGX4EJA5vc+yg4hYTYICnUgnDkrMcnePrwXvWzg7i5u1qZwdDKBE6WCZD4D7Y1gx2eWnZ0RbO0MYcPnp1iVxaIssGxlqXKztjCX7NaSzVlV/snKUmVNViXwEnFapNRMviUzExOYGBsRKo0gtY1FRoYcIFMmApu6enwX6ClxxSaEUGO2xnriWk3AJiibGpopccrG+lI/2YSAagpDqaNsqM9pybyrBX3FFZqS0kzKvKaSzdqA0pOEXMuSbNYKMBOWFWAWMF6W1ElezffTar7TVvO9KfCsyeWqbbW5jT7B2wQGRuYwpIyMLXjOVrCwJCBb28HB1hZO9g7wcHGBr7sb/L28ECDxyEFRCA6NQVhEHKKjkxAfn4LkxFSkpaQhJzMLBVnZKMnJQXl+HiG5AHWEHamH3Fxeg5aKWkJhPbpq69FdV8vnRCX6Gyow0VmL6e5qzPZUYb6vEosE5PWD5Uo4yPbRSuwarcLu0WrsHavDgYkGHJlswtHJZhwnMJ+a6sRZQvK56W6cnWQ71YML0/3UEM5Oj+CMojGcnZ3AuTUzOLswh7Nr1+Lsug04v3EzLmzegUtbd+PS9r24vP0ALhI4Lm0/jau7zuPq7otsL+Pankdwdc8PcWn3T3Bh1y9wbsevcGrLb3Bk/a+xb+FJ7Jz9LZZG/oLF/mcx1/U0ptufwXjbsxhvfQHDzS9hpPUNDLa8iYGmt9DX/B56mz9ET9OH6Gj4AM1176Oh7gM0sm2UtvZD6gM01b6P9gZCcyNBuv5dgvWbaK15DS3V4qZ9A7WVr6Gq8i1UEqbLy98nWH5EeP4bCoo+4f30uaLc4k+RXfK3ZVB+D1ml7yK35G2uexuFJe8oyi98m/feG8jMJSBnvYCY9GcQlvInBKb+Hr6pv4Fv+u/gn/U7BOX/BiGFv0Jw4RMILvg5gnJ/zOWPwTfjMrxSzsIj/hhcovfDOWIXnMK2wTFkE+yCNnAguBY2LnOwcJiCmc0YTG1GYWrZDxOzThgY18PQuBQm5vkws0qDlW0CHFzi4OYdg8CQeMJzIlLTUlFQmIGKymxUV2coqqXqqrNQU56OmjK+p0tj2YajtiIUDeVhaC2PRUdlItrKE9FSkozGwmRUZMYjJy6C7+JAhPp6wc3Fgc8DfveN9aGho4WHVgk8/3ctz6K7uB3B9oF7lIRhEvMsbttieVZn2jY0lPwExt+wPIvbtvxI9V3wLG7bDz8s2b9VMc/isi3wLC7cqzW1YW5jDXd/P0QlpyCjpBwlzYSZoWl0Tm9E7/x2jGw8QPg9gonNx5REYVKWam7nWUwTbsVlW8BY7a4t8CzW5m/Ds4CzxEVP7TiL2X3nsebgBaw9chkLYnle1lrC8+KRR7DmwBVM8X4Z3XYGQ5tPKuA8IFbtTWcI0NTGc5y+gKEtF5S2XzJqrz+LroUzaJ09gUbCcs3IAVQO7kVF/z6U9u5BUecu5LXuQHbTFqTXLSGxYhExRfOIEovysjU5NFvaWQQTfIPSVcDsT1j2Sx1WFJA2guBMgnL2GMKyxxGVN4W4wlnEF80hoWgNkkrmkUYQz6zeRG1GWsUmLtuAmLx5hGcQwpPFCixWaMmWrYZZaVUALcm4/p08BFwFbAWkl5f5CHTHzxGWCc9JbJNlmgCdPE2wJ6zzeIGEZ/+kcfiKazmP5x0zxv3IvqaU/Ylk3+7L8lhe5h4xBrdwqev8XyWWZ/dQbisZuyNH2JcB+CX0Izi1F5FZ3Ugp6UNB3QDKm/rQ0NGL9t4BdPX2EZ57MTDUg/6BHhVEDw1yuh/dvb3o6OpBSwehua2LwNyNtq5+tBO823oG0dw5QBDvQ0l9D7LLepCQ24fQpF54R/USngnE4oIdJNmyqYAhatklO1CszIRmtgLNLmJhJiw7B7TDxZ8KbOWyZk43wNm/Do6+NYpcvKvh4lkFJ/cyqhhOHiWw98iDpUs6zFySCNEpsA/IgEdMAYIzKhBX3IS06nZkNbQhr6UNxZ1dKO/pQ1XvIBqGJ9Azs4iRxa2Y2LCL4LwLY4u7MKrA8zYFnpsHF1HdvgZlTbMKPEem98I/phOe4d1wDelV+u4Y0KdYnu0FknkeTkEU228DsxqWb4dmNSiLJNmYSJ2RWy0B6O8ZSmZOAu/qB+6C5kN3K3Bqqr8CpoQ9c8KiyFSstpKtc/WD0CAkryZsC9AqUEtgVsOzgLPUfNZfcb8Czrfg+QHFEmpAOFdbQAVGBZwFTgVGBZ5lG0l2pUpypUWQvj3z9t034VlqPWs9rJqXMlVS01lqPcs6WfaNklbLYCzwLGCsLr0lMKlyZ1bFZautzmIBV0G+gKlYocW6rUp8pp4WQBVQlmkBazkHJX6by4x5XA1eywfu/B4evOt7Sj+lb+prKTIhMBtqs5+a93KQx2thsgqutrrwcpCEasYEZBPCM/dpI3HchHRKADqeUBjh7wA3gqeVoZQRu4fndx9sTR5mPwjgNqoM4XKu8jcQaNa87w5o3XcndDmtu+IunvN93EYHwQTC2CAHJEe4K/BckBJChSI10gehntbwstMnIOvAhVDuRoD24mDYx96cQK0PZ3MtuBPURbLc39kc/i5cx+3MeV4GK+6AqeY9/KwWArhcypL5E7K9rE3gYWm0bL02YKuHUEJpQoAtcqJd0VAQqbgmT7TnEaILOfjJ5gs4DsUZQUiP8WCfOUg3foBgfhdhXQNhnqYEd2P4Ougj2N0MSWFuyCX45sQTAsJcEexhxn4ZISbQHnkpQdxPmHKeWXF+SAhxRySh3seBg3vDFTDTug+OZloI8bBGWqQnSgjPZVlRyo8KCSEuihu6JFUTSZkxqcedQKBICXdHDo9ZSCjPZh/TwlUAHedvjqQgS2RE2KMwwQ11uUFoKgxBX208xlpSMdyQgNGmJCwM5mHDRBGGWxMw3JKETVNVBOhWjLbmKBm8w92MCOAeilW9PE2sz9EE8BR0ViWjvzkbY135HBDHIyPWEdEBJsiIskdldgD6G9Mw2p6FweZ0jHflYt+GTlw/vhbXT23E+ZOb8KPHjuGpX1/Hn3//Qzz3l1/ig3dfAgh1IHCqElSpQPOb8Hw7QP5vlhqWvwW434BkEc/pdn0DlNWSz922H4FjtfX6pgjo+Ow2fUp9Qv0dX+Fj6sNlEZRBUFb0LvUWvvz6NXzx1Sv4xz9fwif/+Cv+9smz+Ojvz+CDj8Xd+o94853f4carv8Qzz/8QT/3pEULyJfz8ySOE5J145Aebcf7KAg6fGMfOvb2E5A4srG/E1Fw1hsdL0dOfh9YODnQbE1FeHYOisgjk5AUjOdUHCUkeiE8SUPYgJDsjNMxRsSSLFdnL25KALFZkM7jyvnJxtYCzkxUcHSzhYG9BqVpxr7a2Eig2ga24WivzJgRhI9hYmyrWZDNTfbZiWSY0S+Ku5VhkEw6a1TWQBZhVpaDMFGg2JSCbmbA1lvhdlUyMVLo1b3xTxhwcG3NwLHHHRro6MBSLE6FZHXdsoCvZdVXxwIYEZwNCqx4H0Lp6RtDRlVYSCYlFSqy+2tDVkfqwWmy1uExaTVVJKCmjKOWh+M4U6WhRBGhtrpNYZS2RlIaipFWWK5CtctcWt24DpQyUESyt7GFr7wJHZ3c4u3jCzc0bPl5+8PcLRLB/IMIDAhEdEoz4iDAkR0ciLS4GGYkJyErPRFZWFnKzs1GYl4cSAnJFUT5qSvLRUlWM9poSgnEpBhorMNJcibH2Kj5Pa/g8bcRMF9XdgDU9DVjoa8C6/gZsHGjA5qFGbBmqx/bhBoJyA/aMN2AvIfnARKMCyipYbsGxqTacnO4kMPdQvTg51oMzk4ME5VFcnJ5QdHl6Gldn1+Dq3DpcntuAi3MbqSVcnN+Cy4s7cHnDHlzdchRXtp/CNQLF9T2X8ci+a9R1PLL/UVzb+ziu7fsRHjn4M1w/+HNcOfAL6le4cvAPuLjvzzi39zmc3v0Sjm+/gYNLL2HXwgvYMvsi1o2/itmhVzHW/RKG2l/EQOsN9La8gq7GV9Hd/DY6mt5Ba+PbaG0iCLd8wPZ9NDW+i/rG93h/vIuGhmVxm/qGN9HY8DraWvm5tjfQ3voyt/8rmuufJVj/GfXVf0RN1V9QU/Ecqsv/Snh8CZWlr6C85FWUFr+G0pI3UVb6JkpKX0dx2SsoKn+Rep76K8pK/orKohdRWfgCygu4LPtpZKc+hdTE3yAp6deIS3oSoXE/hW/U4xykX4dLBBV9HU5R52EfeRKO0cfhFH0UThEHYR+6C/YhW2ETuB4W3rMwcxuFiXM/jJ26YWjfAQPbFhhaNsDApAo6huXQMSiDnkE59A1K+L3OpdJ5LyTynoiCsUkQ7z9f2Nv78Lvoh4CAEERHRyA1lc+NoiTU1KSisVFEGK5PQVNtGhqqUlBXHk9wjiRIh6K+PAh1xYGo4zOmsSAc9XkE6pxIJYdIQXww0sP9EBvog0APFzjb2sDS3FyxCmsRXB9euVIB5/82PN99F+6+5w5ufzcefPB+Jdv2t+FZjiExzxL7LBBtLD9WGZn9X8GzWJu/Cc8aMLXgc9HbA2Fx8UgtKEZxQzsaB6bQO7uZ4LwPE/x+T245odRwntkm8HwOa3ZdwJrdV5RkYQLGanhWS+26La24cwtkz0qM8u4LmBQX8H1nMEeAnjt4CbOUtGsOXSFUX8X03osY38l9bj2FAcLzoAC0WLh3XMLwtkucv0RwvoT+TefRve4M2udPoGX22DI0H0TFwD6U9OxCYed25LdvR1ajAPNmpNZsREr1BgWcownNodnThOEpBKYTZlPGFKncscfhk0RoThENc9kIggjN4XmTBO5ZJJSuQXLFWqTXrEduwxLympaQ27iEwuYllLZvQ1XPAVR0H0Bx2x7k1G1DYvF6xQodzP36J3D/EoesgPMtN2o1PHv+G3lQCjhTArgCurLcS1y2E2cQQHAOSl2D4DQCdBqXEZq9E0bhK+CcyOMQnj1jCbzRAsny+eX9cl9uBGVXQrHIXeCZy29f9m25EZ49wtXWaUlCNkg4H0Dgsut2WtkgCuuHUdEygMauQXQODiuZtgeGBJh70NffpQD08PAAhsWFe3iQywbQSeBs7exR1EFw7uqV0lbDaO8b5H56Ud3Si4KaXqQU9SIivQd+cb3siwC0uGUPwUEszEoiMBUwi2XWRaA5UKC5C64CzQowN1GNhOZ6OPnVwMm3HI7epbD3LCIkFxCW8+HslgdH1yzCcyZcPLLg4JYKC8cYmDlFEkJjCbEJcAtPg39iLs+5DAmF1Ugtr+Xfu4F/93ZUdvfwezCA+sFRdEys4b20Dn18d/TPbcbA/Db0r9mO7pnNaBldh9qeOVS0zqK4cQYZZSp49ovuIDyzz8E9cPTvVs5HfiQQ67nAs52SIbvrO2Odb4dmkRqWBZDVVmYzl0alleUC1bL990zlV3YCqjYhVyzPAp3mhC9LgqLIgpArEKqv8aCyjRZBVmfFg8su1SpIFlBTAfIDnBfrs0qyXAXZYo0WN28C3MN3KRZQcXEWAFVbnwVwJcGVSBKGmWiuoFSu21JCS4fHkf7p8jg6nJe+6K7i8WV7HQKp7moYEfD1VhPoleUC0A8r8dFqOFZL5gWOJXGYSG19FqmXG2tKyS1VojOBZLW1WazPMq9eJvAs/RdoFXgWt3F99mklgVXg+eF7vqf8KCHXT66lNT9jabSawM/rR2ATiDbRf5CArAUPO4Ob8OxJkBZ4ljrLtibilq2tuFuLC7cAtGxnayLx6A/Axvgh2JutVizPnvam7JO+8iOE6rpLLLq4b4v+k9f/TuWcBMBDvCUhmRtSor2QnRiAgvRwZCcFI4GQHuBuoVizRW7cr5TDCvG0R4iXPdwJ6fYmci1WwMFUk9BvgiB3a3gTkOUamWo9wL/hfZDSWao+mRCyeU4cZLtyAO1irq/ETnuI5ZrwGuIqrs42yFcs0JHoq0tVsktPdOZgoCkdjWXxqMyLQHq0GwJdeV0sVlKrCPO6BGhzylKxNAdRcUFOChxnSUkuSVjmbcXrZaucY05SEM8ziNPeiPR3IlzbwM1GfmwgPCs/6KxSLOiR3rZKLHhxWphipc6M8UGUry0h3QDiji7ydzJCpI+NknBNjlWcForSjBDkJfoRvl2QGGSrQHRKmC0yoxxQRFipzQ1Ed1UcBhuS0E+I7q2JxUhLMjbPlGHrnFiA0jFIoN4wXomN43XoqkpCRrgzUgk12VEeqEiXDN7xaC9LQkdlEqE5CW01ieioTUJxhi9SouyQGW1PgLdGZZYvumviMdKWgZHWNEz35GDXfBNO7RnF0T3j2Led7b45PHp5H376/dN44icX8dzTv8Ynf3+HkPiZyoVbAcavlUzcKngW3Q6p/1ulAl8lWde3pEDysiRpl+jmMuUz/+L5UhLz/a8v8OVXnysSa/zXBOWv/vUPzn+GL//1KadVlmTFtVqBY4lBVukrwvE/v36begv//Nfr+JyA/Pm/buAfXxKSP38OH3/2ND785Cm8//Fv8fZ7T+L1t3+OG6/9CM++8Cj+9Mwl/Pr3p/GzJ47i+z/eh8vXt+L0+XU4fHwG+w6NKZZkBZLXVGForBCdfdloaktGdV08yiqjUVgagbzCUGRkByIlTUDZS4HkqBh3hIW7ICjYAf4BtvDhPefpJXHIlnB1VSXtkmRdDg7mqszWlJ2dhZKwy8ba/DYrsUoSeyytxB1LjWRpLRS3aoHkW1LFJQtIi3u1AcFZLMYc1Iq1mANbUyn5pMiMEExoFnfqZXgWMJakXOLCLJLpb0sFz0YwJDwbGIir5i3pKSIYcxCtQ6jW5oBZpKVnAE0uk1Zb3Del1dGFlrY2NLVEUupGpEERggWYNVaq4JnSF5BWMlvznSPTt0ks1IZ8r0pSMBMDXViYGMLGwhSOtrzWznx2u7vDz8dvOat1OCJCIxAdEYm4qGgkx8UhJzUF+WkpKMpIQ2l2BqryslFbmIO6khw0VhagsaoALdWF6KgrRndjKfqbSjHUXILJ9gpMd1ZgobeKUFyLrcP12EYY3j7eiN1Tjdg73Yh9003YP9NMsZ1qIiA349BkG9WKw+NtODreTnXg2EQnjk9048REHzWIk5PD1ChOTU7g9OQ0NYuzk/M4N7mIi1NLuDy1BVemt+Hq9E5cmdmLK7MHcWn2MC7MHiE8H8WlhdME54u4svkarm3/Aa7u+DGu7vkFru//Na4d/C2uH/49ril6ivoj9WdcoS4c+gvOH3yWehGn972CE3vewOFd7+DA9g+wa+kDbF54F4sz72Jm5D2MDryPga630dX2Jtob3yDsEoLr3kJ9zZuor30LdfUCxu+gsek9NDYTlAnVdU3LauY2LW+gseU1NLXcQHPLC+jsvIHurr+is+NptLf9gQD9WzQ3PImmul+iqYpt+W/QUPpb1Bf/jvojp5/mu+p5NJX9FQ3lzxEmn0ZdGUGb21QVP0Fo/iVq8n6B+uxfojbrF6jK+BnKUn6EwsTHkZv4KNJjriAu8jzCQk/BP+goPP0Pw8l7H2y9dsHSYxPMPBZg6j4HE7cpGDmNEJD7YGTfDQObFuhZ1UHfohL6ZgRj0wLoGuVA1zCT3+1kaOnG8Xsdx+90LLQpXa046GpH87saRgVCT9sH+npuvBddYGfjCU/Cc3BQCOJi+M5N5fMkPw4VZXGoqY7jtYwnOCejqTqN55aE6sJYVOSGoTwviK0/KrP9UZ0RiNrMYNRlhqEmPQylHFPkRvojOYjvXUKnv6sLXGzsYWVqpfyQtVpDl7C6Gg8+8CCB9YHvBOfbS1TdktR6vuu2bNsPcD8cexGgNTQ0CMPa0JNkevKc4DPlJkAbqH9A+/du25IcTJKGieVZHfMsEC1JyYyMDQgKTgiJikRqXgFKG9vQNDCpwPPE5oOKq/bs9tOY3naGkvY0Zrafw9yeW/CsJAMjJKtjm9VWaHWmbdlGAHpqJ7X7DKb2UvvOYmb/eeqCotkDFzF34Iqi2f2XCdGXMEFIHxELtGTb3n6B8HxRpa2XMLDpAroWT6Nl5rgCzeX9e1DcvZPAvA05zVuQVrcBSYRccctOKF2H2OIFROXPISJ3BqFZkwTnCYImRWD2F3hOGiFsjrAd47IJhHCb0JwJhOdPEZpnkFg2j5SqRaTXrkdBy1aUd+9C/dB+NI8eRNPYfjSNyvQhNI8dR+3QEZT3HkBJ517C9S4klm5AaMY0IZfAGTNKaB2BlwB03BS8peyTuG1T3oRokdeyZFq9XA270rovW4p94gSeZb/TCE5fg/DseYRlEaLTp5VzEAu0wLNHNKE3cpiSY8t+BMLHb0Kyi9RClvhhTst+Zbmi5eMoy5aXu4eL1VllnXaPHCFwD8E7bgj+SQOIzhlEOgGwqHEcNZ3jaJH4+aFR9A6PYHBY3LV7MDAoludeTnOe4CwW6N4BwnNvHzp6+tHW3Yf27n50D4xgYHQCfSOjaOsbQE1LNwqqOpFV1ofE/CEEJfWxvyrXZgWgl2OZHZZLMKmAuYOg3AZn/2Y4+zYSkmvg4FMFB+8yOAgsexbA1iMHtm4ZsHZJhZVzMuxckuDoEg8Hp1jYOkVRkbBxCoelYwisXIJh6RpIIA2ES1A0AT4VIanZiMrMQ3xeMdLKqpBf14yy9i5UdPYToIdQNziBlrE5tE2uRcvEIpqpxrG1qB9bQM3wPCp7ZlDYNImcmjEkFfUjPLUH3tHtcA3pUCzlAs9ieXb071923+6CjU87bH06brprCzCrLcxqWBY4Fgkwqy3Msk62kW3VFmr5vAC4YnnWJ6AKlArgmQhELsOzWEnNCFrGOrL+fkLgPdB6iGC6kpBLwFXDs7QCvQLQYmlWW6XFYiwSq7QqHloFzwarJNb4QQW0BDxdrY0JogRPHVWZJdW+VICusmQTmAnjKsDn/ijpr4CzyEhb+kj4Zivzsp1IT2KkuZ3iEk5gFquyALK0AsligRbJOrE6C8Cr1xkpcdqSzfphBZjFUi4S8FQlOJNEY9+EZ8naLXHYBhoPQ/PBu/HQ3f+hAPTK+/5TsUCLW7n62loQ1MTqLPBsqHU/P/ewAqJuNuKqbajAs7hsu9vpK+DsaKGpTAtARwe5INzPjgBtxOWSifoBWBsJgHMbW0P2x5D9XE2AfVi5/urYZwFouf6S2Ey29XczQXSwI2JCnJEkMdCEy5zkEMKlD0J9bJfdwCUbuaYSZy3u6RF+zkrstawT6LSkZBsBaIFk+UFE9i8/kEgr10j648a/sZuFMcHZEE6m+nAx5XlyuSoRmTHCCL5JQfYoSfFFS2m0UspqqDkNfQ3JaK2IR11hFApS/JAQbI8gVyMCLKHdVkcBWInVFoD2dSSIe1ggnkCbFO5GaLZTYsiDCQhSTzsp0kvJXB4bwnV+qgRsTpYSIy4/nMjfWVz1tZT9iGVZLNgC0BIfLTHhMf4OSlI1yUouWcX9lt3SxVItLuNS5qo0IxS5CQTZMGfEB9goAJ0UYqVk0S5J8URjQQg6yqMJ0THorIhCT20MlqZKsG9jM5Ymy3ne8ejnua8dqsSGsQZul4YqDkKKk/wJzxyQ5ETy88mE7Gy0VSWgON0XRQSk4nQfFKZ5oTDFHdmx9siKtkNZuhevZRghPAa9dbGYaM/AwlAx5kfLMdlfgr7WLCxON+P6hV34/RNX8MxTP8b7b7+ALz7/kDBJaJQEYl99ebOM1XeD6v82fa2U4RLdDsrflhqc1fAsta+/lORpBOKvFXdvnjsB+cuvPiEoS5IuaT/GF19+SH3A5R9x/UcEY7Emv8dr9Ca+xKv44l+vUC/jH1+9iE++eA5///wZgvKf8d7ffo+3PngSr779U/z1lcfw579ewR+ePovfPHUCP//VQfzgp7tw5dElnL6wBkdOjmPnvn4sbWknJDdgcraCkFyE7n7+zbvSUd8k7tZxKCqNVNyt07M4ME31RnyiF6JjPRAZ7bYMyY6EZHt4814WuXtYL0OyJOwyIyRLsi6V1VgNwpYWZooV2MLMXKn7a2VhxWWcJvyJO7XEFqulcq/+ptTrxLVaZVW+HZrF2qxHaFaBswDvLQuyqSJjQwFmlWVZDc63Q7K0Sgbrb0kyWevq6UBXX4cgrH1T2oRYtTR1NG9KQ3dZSgkoScolg2eJO+Z2lCTv0pHYScncS0DWpfT5rjQkHBvryg/KEsok4UVasDHUgx0H1CJ7nqejmTGceb1cLM3gbmMJbwdb+Dk7ItjDFZH+Pnz+BCnW5IyEeIJyMgoVSM5ERQEhuSiP8FXEZ14R2quK0VVTymdCOQYbKzHcXIGx9nJMdJZhqqsCs72VWBioxvrBGiwN1mI7nxc7xWo81YyDs604MteGY2vacXy+BSfmG3ByoR5n1jZSLTjFZSdn23BipgMnZ7pxUizJEwM4OT6MU+NjODM+jtMThOSptQTlDdRGnJnczPntODO1i+C8F+enD+L81FFcmD6OC1OnqbO4MHmeQH0JZ6av4/T0Izg19ShOzT6OM/M/wdn1T+D8pt/g4vancHHn07i45zlcOvASLh96GZePvIrLR1/FhSM3FJ0/8jLOHr6B0wdfwakDb+DkgbdxZO972L/zfezc+hG2Lf0NGxc/xprp9zE+8gEGev+Grs6/oaX5A9TVvovKirdQXvYWSkvFtfodVFe/iyouryE81xKW65veQkMT4bpZgPl1NLa+iqa2G2hpexHt7c+jo+Mv1B/Q1f4bdLY9gY6Wn6G96cdobfg+WmsfR2fVD9FV9hO0F/8YbYWin6Oj8FfoKv6N0rYVPoHWgl+gpeBHaMx7jMB8lTB5EQ1pZ9GUegZNyadQl3gclbGHURK1HwWRe5ERvB1xvksI81qEv/sauDnPwt5+EhbWwzCx6oahdSv0LRuha14DHZNy6BgVUwXQNsiGjkEG9AxSoK+fCD39GOjpRhKQw/id9ic4e/F77Q0tTUrDFzqafgRoP+hr+UBP04sA7UY5wljfCbYW7vB08keQbwiiwsKRFB+BrIxIFORFoqQoApWlUaguS0B1SRIq8xNQlhnDd08YitKD+B4KQGmqHypSAlCVGoTqtFBUp4ajNCEYeYTnlEDCs6c7/JycOaaxg4WxFcHdFKtW6hNUJcP1Q/99eKbE6qyGZ5Eq9lkFzyrr862M29IKOIvr9v8tPEvMsxqepX/iQSLx2kFhoUjOykVJXQsa+8bRNbURIxv3K+7aM4Tn2R3n2BJ4KZlWl6kSKBY4VoOzgLRYnEUC0ALSaoCWmGexPE/sPqVoau9ZTO+7DaAJzQLPaw5cZXsNs/uuYHK3WKIvYJTwPLL9kkrbLhOeLyqWZ3HVrhkmqBKcs5qWkFJNWC5fQEzJLCILpgjLUwjPmUJY9iRCMscRnDG2rHHOTyggHZY1hdBMwjKnI3LmEFMwj7iSBSQSvtNqNyC7cQvyW7ehsH07tQ3V/XsJzIfQNXsc/QunMbD2NPqpgcUz6F04jxY+P+pGj6Jm6Cgh+hCyG3Yo8dQhBGivOAHOYRU8x6vhefYWPC9bmEUKPFNqi/O34dk3XsB5FkFpMwTnNYjOX6soMnee83NcPk14JuQScF3ChpbhWPYzpQLiZXi+XQogL+9ffUy1lGUR7EOEALiqHwLl3rEjCEwaRkTWEJKKh5BbO4bKtnE09oygbWAYXUqZKsLySC+GhvsIzX3oJzz3Dw+wJTxzfbeI23b2DSo1oDv6hgjd4+gheLcRrGtau1FY1UF47kVy4SDCUnoJ8R1wCm6Hc0gXHIM6YB/QSsBshgPl5N8EJ986OPnUwlEB5go4epVSYmHOpbJg554OG9ckWDvHw9I5BpYOUbBxCIO9YzBs7QNgbecPCzsfmNt6wcyOsveEsa0bTB3deYwQ+MUmICQlHREZ2YjLLUJqSTVyqptQ0NiBQsJ+cUcfyvtGUDUyjerRWVSMzKBseBrFg5Mo7B9HQe848jrGkN4wgqSqQUQV9PBv1sW/dzvcQjvhFChwKxZlQrNPN6G5A9behGRvQrKXCoS/LQFkkRqaZZnAsliXBZjV0CwSaFbre0rN5ocfhL7AKsFVnW37VqklAiyhWiy/mpIM7IH7oEuYNdYUQFK5P6uyaj+gQK8KfAWsH1x26VZLZQVVx94KnAqwOJpLrC4h0FxPybRtRgBWw7N6P2p4vl26YtWWbQiIRppSWosATcm8Atpi6ZbYa0nepViSbwH0t+FZbXlWxzvLdtJHkVigBfTVVujbQVqsz+rM2yIBaUueg+HqlTz2/Vh1751Ycc9/sL2D1+4u9ovnzmsp11YSiUlZK0kkZshjmBCiFUsu4U1Vt1kfbrYGSiy0gLRYip0FGB0NFHCOJfBGBTrA29kQ9uYEPyOxQPN6WqhqUtub6sKSg0O5hjd/uOD1UF0LsbKuIJzr3kxSJvtKi/VBVmIQUmN8VdZtArFYnqVfEmMtGcWDPGwRE+SGQHdrpZ+y3FJf3MYJw5JcjceW6yTXVfU3XsFBpTaB2UCBZgdjXUUy7WZJeLY1IUAbKXHWwS7GisW2OMUbTSUR6KqW5CPxSgyVxPOWZwYih3AQ62+juGp78ZqEe9ogPsgVUeyvn6OJsh+JGw/xtkaQp5WScE1iyKVOdpS/M6HZEWE+hG0fJ0h9brHSq380EXd3Kafmbq3HAYwNUgjambH+yIjxQ1qUD+e9ECExnzyuvSRpM5c4aWNE+Tko8eIlHESUZ3GQkR6KzBhCeqANon3NEeNrhsQAC6SH26IwyU2xQLfx/NoIPx0VkZggEG2eqcTBTe0E6Cp0VyegrSwWY235mOosxWBDrgLMjQXRaMiPRGdlEgfSWbw2SbxOUYR3eyQGW6A8wxcNBWGozg5EfqILsmPsCd1uynHG2zIJz9kYaEzGaEemAtB9zWlorUnEEgfYP3rkMF5+/gl8/P4NfP6P9wiTnxJAxbIqLsmqpGHfDav/bySltb5b3wRjNRwrknm2/F/+u/lP9TnJKC7u1h9xrViS1fqYyyRJ1/sE5XfwhcQks/3y67c5/RY+++drlIDyM/jw0z/ivY9/hzff/xVeeevneFEsyS89ij89dwm/fuoUfvLEQTzyw+04d2URR89M48CxEUJyH5a2tWHNYh3Gpkr5UsxBe3cqGlo4QK2PQWllKPKK/JGZ64PUTHckprggLoHfd8WKLEm7nBAYxO++vx18fO1U5Z+8bOHmxvvT2QKOjuZwsDdTrMi2NqpST2qpsldLNmsLArM5zE3NKGktKCsCtDXh2YatBeGXgKtYjAm9y5L5W7AsrtjfXC/WZQHmW9Csq8jQQI8iQC8DsUoqaDYyMFaWG+rrc5Crq0i2F+CWfUqrT0gW6Sku1ir3apE2pclnnqaOxB+vhqa2xB4vi+8GTa2HqYcUafGZryUt33la4nklz2xKIFlqJsuPysbakidDng18J1LW+hqwN9KEkwmfseI1Za4LfxtTBNlZINTRGmHONohwsUW0uyPivFyQ4OOG5ABPpAX7ICPEDznhgSiMDUNJUjTvVf5981LRVJqDjqpC9NWVYbilivdpDaY66jDTVY+5ngbM9zVhcbAZ64dbsTTSiq3jjdg22YgdU43YPdOMfQTkg3MdODTXiWPzXTix0IPTa/twZl0/zi7r/LpunF9spVpwYV07Lix24hy3Ozs3QI0RcsWaPENonqfW48zEZpyb2IqzU7txavIwTkweo47j5OQptufYXmR7hcD9KKd/QP0IJyZ+guMTP8Px8V/i6PgTODTxWxyc/L1KU3/A4dk/48jCsziy/gUc3/IKTmwnEO96Cyf3vYfTBz7EmUMf4/Shj3D84Ns4dugtHBVYPvAWDu5/G/v3vot9ez/Erp0fYivBeePGj7FIcJ6Z+RAjo++hr+99tHR8grqmz1Be+REKJI447y1k576F3Jw3UZD/BooK30BJyesoL38VldWvoLrmBmprX0R9w1/R0PAcmhufQWvzX9DW8hQ6W3+H7vYn0d32M/S0/xA9rY9Tj6Cn+Qq6Gy+gu+48essvoq/wMrrzLqEj6zza0i+hPf0KOtOvoSP9OnUF7WkX0Zp6Gq3Jx9CUcBCN8bvRHL8ZzXHr0BSzgNrIGVSEjKMogINnv36kefYi1rUDoQ7N8LZu4Pulmu/pMhjrFfL7nksozoS2biq/z8n8DidAQzMWmprR/P5GQFsjBDoawfzuBvI7TDhe7QPtVZ5c7srvuQO3c4DWakfKWVmms9qd23oQoD2gp+FCOcFI2xnWxl5wtQmEj0sQgryDCdAExAS+zwjCuZkhKMrl9zcvCiU5Ek4Vh6KUaBSkRCA/OVQJXSpJDkB5QgAqEgNRlRxMhaIkLhB5EX5IVeDZBX72DnA0tYapvjlB3hirVxpgxcOaePDB/y48i+7k+juhJA3jGFPgWSzP6jrP/1141tTUVty21fCsdtu+Cc/3c2zJZ4K1jTn8ggKQmJaBoqp61PeMomNyAwbX7sHY0hHF2jxHgJ3befGmpDzVvytVpY55Fon7tiyT9QLP49tPUMcxufMkpqUE1l5VrWeRJApTpJSsuow1+64qmqWmdl8meF/BxM7LGCNAS7xz18IptMwcQ93IIZR07UBqNeGxkDCcI7HJo4qC0oeoYUUhmapl4TkTiMybQrwActkiksrXKa0ouWID0mo2IKthE/JatqKsZzdqhw+jYfwomkRjh9ExfRx9hObhDecxtukSJjdfwgyBfmbHNUxsuY6+dZfQNnMKTRMEewJ0UfseZNRsQVTeAvyTCZ8xI/CO+xY8CygLMBOO1VInDBOpk3nJcnXyLr+4aQSnzCI8g8CfuxYJheuRWLwBCUXrEV+4Tom1DkiURGDDcCM8K+WtwvlZwq8nIVq9n+/S7ccTqROJ3bJcqwDcXVy348YI8by2vNaxeQPIrBxGadMIajuG0dw7hM6BAfQJKI/0KxDdR/USmnuGBtBDaO4ZGkbPyBi6h8fQOTiC1t5htPBz7f0E5/4hTvejrr0XxTXdyCrtQUJ+H+G5m/1pIzgTlIMIzAENhOdawiZB2a8S9mpXbM9CgnI+7DzyYO+eTWXC1j0Fdq6JsHWJIzhHwsoxFBYOwTC3D4SFrS+sCMqWtu4wt3aDibWrImMbFxhRBtaOMHFwW4bnJASnZiIyqwAJBRVIKa1HekUz0qtbkVbbhoymLuT1DKGQsFwwNIm8oQlkD44jg0Cd1j2I5M5+JLb2I6a2H5GVvQgu6IJveic84jrgFk64DRQXbHG/FstyJ0F42Q3bswWWHipXbLVFWQ3IakhWt2pQVlup1ZZq0e3LvmewioOFFQ9CbyXh9zZ4Vmfb/iY83/0NeJbYYIEkg1WEULHwahBOCb9qd2tJJqYqXyUx0WKFfuAmVIn1WVqBUBV8yi/32kqmbWMeT1zA1eAsEhjWIgSqAJ4wKMnJuNyAcGjEAY8JBzpmOhoE4VWE6ofYXx77QdmW0Lpc2/n2GGeRCvwF5u9T1t0uAWfpoxr0BaAFCsXirIZnkVhWb5aykh8ADLV4DA3ulwO1B+7F6vvuxGpCtGQzVwO0qgSYJDRbqVxfxbVcR+pOrySgCpBrK9ZcJ0uCubW2Ev8skhJWnoRGAd7IAAFoJ4T4WMDdXpsAvUKxPtuarFKA3sFMD7aGekrSNeXHByUmnddd8Ra4h8e8B/YWBGgHPfi6miDU1xrx4sJNcBbrbESAIwLcrQjExrAzJegTkiWxm8yHeNkh1McePs7mvB4yuHyAxxWrtzHcCdB2Jjq8Xg8r3wsp3SXWeBvJfk7ZGGgqrb0xz83MEB6WxkoMtCQm87DUQoCjAQHaGkXJXqiV2KniMIJzGKpyAlGS5ou8eC+lpnIQAdnTRhc+9kaIJhDHBrkosdXu1rp8+fOaORkqceLiAi9J1gT2Q7ztCdQ2lC3PwRG+ztbK906gWSBfrPXy9/SwkRhqS8QEOCkSYJY48HCCSbS/IwJdzZXjCEDbGa1U4qZlO3HfLuIgo4wAnZvIFyv7GeVtgQgvU0T7GENKUKWF2RBoPQjBIWguDkdLSbhibZ7pzcXuxSbs4eB2pqdQgeeW4liCczYH1EWY7CxSMm2LK7eU9xpsSMdgYwY6qxJRlOSJ7GgnZITbISPCjgAdzs/HID/eBUmBZihKdENfbTLmeosxP1CCPetbcfHINB47txE/urIDv3z8EP7wywt4/cVf4ctP3yRgfkSkFNdtSbz1BcFRVb7qVuzw/3t9E5i/qa++IuyrxW2/UvotkpJc/8CX4m799T8IxqLPeI4CzRKf/AH1tgLGX7L9Cu8QlN/E51++is++fAWfSgmoz17Eh588i/c++jPeePd3uPH6L/HCqz/CczcexVPPXMKTfxBIPoxHf7Qblx/dgpPn1xKSJ7Fj3wA2bOXfdm0thidL0DWYjY6eTDS3pSnu1iUVHIAWBROSOcjM8EZSqsQkS/knR4RH2iEk3AaBIVbwD7CEj481PD3t4OpqAxcXsSRbwdnZkqCsikW2p2xtVeWdJBGX1U2rstRFllY9LUm6xMIswGwOMxNzxXXaVMogKZJ5SwWmzZTs1t+0PKvg+XZoVgOuwK4KltUln26Bsw7FVl/ikiWjtEC0uGMbcdqQywyU5QZK8i7tZUlpJ2l1lpfLvMQja6rikSVxl7aGEnesguSVHDyLCMV8p2lLngy+U/T4HNfT5HN9uda+MadFJhKiI8kn+cyy0lkBWz6XHflsdzHmM43PPi/xujHXQqCVDkLt9BDlaIhoFyPEuZkg1cMKGT62yObzMjfIGQWhbiiJ9EJFrB9qEoPQkBqG5oxItGVFoys3Dn1FyegrS8NAVRZG6vMx1VqCNZ2VWNdbi6XBJmwZbcW28VZsn2jDjsl27JruxN65Huyf68WBNT04PN+NI2tFPTi2rhcnFvtxcnEIp9YNE5zZLozgzNpRnFs3jnOLk9QUYXkSFxdHqTFcXDuO8wvTODs/izNza3F6diMhmN/TyZ0E4H3UYZziAPb05GmcmrqIw2PXcHDsUer7ODD6Q+wf/Qnbn2Pf6JPYN/Ib6vfYN/wn7B35C/aMPsP2OewefQHbh1/AluEXsXX0JQL/DWyfehU7Zl7D9jVvYNf6d7B76T3s3fIB9u74GPt2/R3793xC/R27dn+AHbvfo97F9p3vYMv2d7Bp27tY2voe1m96Hwvr38fM/PsYn34PQ2PvonvgLbR1vY3Kxg8IMR8gu+gtpGa+jMTUF5Gc+gLS019AaspfkJ76R+RkPYWCgj+gtOT3qKz8Laqrf4Xmhl+jrekJtDf/nND8U/QSlgc6H8dg13WM9hA6es9hrPs0xrqOY7TjEIZa9mG4YS8GK6jCfejN2YOOtB1oS9yBlvidaE3Yjda4XWiL3YHW2K1oidmIlui1aIyYRX3EGNVNNaE2rAHVwTUo8y9DoXcx8jzzkelegGTXfETbZ8HfKhXuJomw043h9zMcBloR0NWOgI5WGL/PodDSDFZgWVcjkJDsC82HCcorvaBDYNZd5c7WnfMEZwKztqYdAVtkTzlAmwCts9qVn3Xj/UCIXu1G2HaGnpYzzAw8OZYIgBsHxT7uAQgNCkJcTDBSk0OQlR6E/CwCdE4E4TkGRZmxfN9REhedJj8ah6M8NVQFzUlBiioSglEU7YecUG8k+7sj0t0RPrbWsJMfyrQM2Bc9wrPu/xie77rrDtx193/i3vskG/Z9y/DM+37Z6vx/C8/q+GctLZ2b8KyOe1Zn3BZ4vu8+joM1+KzguMXbzxtxSSnIL6tGbecwOsbWYWBhF0Y3CjxLnefzhMMLmNl+AdPbCY3LVmZ1pm0BZLW7tgDz7fCsTho2seMMxrZ9NzxLrWd1nWeJjZ7dI9NXFHie338N8wcf4XZX+Zkr3MdF9G84jdaZI6gfO0B4PoDSrp1IIzxH5Yt1mcCcNohgwlxo5gjCCMyRueMKWCeUzhGQF7jtOuS3bENh2w5FMp3btBk5TWJl3oLSnp2oHNiLxrGD6Jg7iZ61Z3luF3iOcu4E+a1XFVie23Eda3Zex8Lu61i773HM7noMw5uvoHP+LJqnThC8jxDs9yC7cTvii9ezb9PwThgjPI/DO55g+v8nPIekziIic5bQukBwXo/k0o03FZ07z/VS81m2H1U+I3WaPSOmFYBW7/N2fRc4qyXL3COn4BY5TU3CNWIcLuEE8ugRntMIQXIIMTn9SJe454YhVLcPoql3EO2SWZvA3CMa7ON4oZdA3Y/2gT4C8gABWbYZVsC5bWAULX2EbgJma+8oWge4bHAUTT0jKJWs1oTn2OwuBCW0wYPPHueQOtj7V8POt5xAWAI77wLYe+XC1iOLkJwBG7d02LikEJKTYOkUB0vHGMJyJNtQWBKYLe0DYG7rA1Mbb8oLJlbuhGU3mC5Ds4kNp+08FKuzuRO3cfKCqYsf7Pwj4BmVjMCkbETnlPHaNyCxtEVRbGkTIssaEVvThuSOAaQPjCF9ZBypI2NIHhpFwsAgYnv6ENXVjYjWHoTW9iCoqhu+RR3wyOiES3w7nMIJuAEdsPIUC7NAM6cFnAnLFh7NnFZZlUVqaP4uUBbdbmGW+du3Vet7xpqEq1USV0wQXS0QJ6WppFyVhmJ5NuGAQuBZd8V9CoxqCwRzWxVkqhJrqYHTVAYghF8BNlWirwcVcFbBs7hxE4YlrppAqr/ybsKvyoVYXH3F8mxrpKMkCxMIV1ueb8Lzg/dBympp3HcPYfQepZW+iNVcLL2m2poEIHEZ1iKwEaAJrwL5irvyg3csu4uLNVkFyirX7Pu/U7JeWrX1WQ3P6nhnAWiZFpgWgJb+K/BMST1s6Yv8KCE/NKy8+06suOs/8fBd/0GAvoPQrwJoKWUlVme5xooI0eI+LPtWxVNLNm8tuFjrKO7aEuMsFlVF7iYI9DRDmJ81odeC8GtAyCagGj/Ev5vK/VhA0NpAm2J/5AeF5eso8Czu23or/xPmhvfB0YqDQ2dDBHiaIzzAHtEhLogMIpT72iKAA0MvZzO42urzhaoNW1MtOFgImBKgfQmihGhnaz2Y6z8EU8K1HaHd3c4UzlYSj63L85Na4XKOUj5MlbBNbeEXiHYw1iNAG8Dd0kjJ4u1qpglPCw0EuxggKdgGufFuKM/0RVW2L0pTvQiBHsiN80BquCuife0IrYZw4mcCXCwQ5euEULG6cWDrZKkBFxsdeLuYsa+EZxdznostgr0deN3slGk/goengwUczA0gWdmlr5Kh3ZrffTeeUwCBW2BZoNnP0RiuFvxbmGsq4CzLBK4lIZqFzn1wMFnFPpgRoB2QFuWF/JRg5CWJq7cbYvxtCd/mhGgTygjxfmbIinJEWZqv6seBwlD01MYrNZ4XhjiQ7i9VylBNdBRgoCET/fUZmO4W6C1nKwCdwe0TqSRMdRaghyBdl8vBSmYAUkNsEOKsrey/pTiK+w7ncXwI1o4oTPQkeCdiro/HGCjEhUMT+NMvj+GDl3+GLz5+Gp9+/Cw+//h5/OuzN/Cvf76Dr//1NwWgvyZkStZqQBJwCUD/V5D9f6HvgmaVBJq/UEEypc5yfROQv/6IEkhWuVsLIH+pJO6S8k+v4h9fvohPPv8rIfk5fPwpIfnjP+HN93+LV976JV589Sd45oXH8fu/XMITvz2FH/zsAK49vhPnr27CqQuLOHh8mpA8hI3bujC3rhHjs1XoGylEa3cm6ltTUFkfh+LKCOQVByEjxw/pWfybpQciLsELUeJqHeGK4FAnBATZw4/fGx9fa3h4WMLN3QJubhZw4XfPydlcgWR7e0vCsYUCxWowViXekoRd4nqtmjczFehVl3a63a36FvQaKYm7jAnJAs7GhFxxj1bBrKGeIedVbtdq1+vbrcmib8+rQVkNz0aSJEvRLYAWCBbLsdqKrLhfc/Cqp83BLuelnrIAsq6OBsFY4HiVSnyWqacFlpVEXZp81kqCLg5qtVc/RHDg+2z1w9Dne8SI4GzMZ7kZ31VW2g/AVucBOOjeDye9++Gi/wBcDe6Hh9GD8DFbBV/zVQjk8yfESguRdjqIc9RFvJMOkpx1keaqh2wPQ+TzHi72N0NZoAXKg61QGW6DWt5fjfGuaE50RzufU92Z/ujLCcJIcQQmymMwW52AhfpULDamYaktG5u68rGtrww7h6qwZ7wW+6YacGC6CYdnW3F0vhPHFroUnVhLOF7Xh5MbB3BKtEQ43jCCU+tHcXL9GNtxagKnN8xSc9x+DqcX1+Ls4nqcX7cRF9ZvUWnddlxctxMX1u7G+fk9OLNmH6F5P07MHsXx2RM4SlA+PHEeh8Yv4+DEI9TjODT5Qxyc/Dl2jTxJ/RY7qR3Dv8f2oT9i29DT2Dr0HLYMPI9NAy9SL2PT4OtYGnqL7Tts38VC39uY63+Hz5p3MT/CeYLuwsR7mJ96D4trPsC6tR9gw/oPsWHpIyxt+RhL2/6Gpe0fY93WD7C45T2s3czPLb2FuQ1vYoaaXvcWJte+jbG5NzEw/ho6eMzmrhdR3fwsSmufQXbpM0jJfxpxGU8hKunXiIz/FWITf4XElCeRkvJzpKf9GLnZP0Rp0fdRXfk4GuoeQ0vDNfR0XMNA1yUM9ZzHaP85TA6dxuzocawZO8R+78XCyA6sHdmKhcENmO1Zg8n2aUw0T2C8ZhKjpVMYyBtDJ8GjNWEATTH9aI4ZREN4H+pCu1Af1omGsFY0hDaigQPWupBKKg91YWmoDU1FTUgKqoISUBZAAPWLRqF/HHJ9Y5HiFolIxxD4WRFijb1go8vBqY4X7w8/3h/icu3L+8CHsOsLfW0fgq+Aszth2IPyJBAToCkdDS7TcuG2TtDRFIuziyIdQrOOpmpbXdlG5le78DMuMNH3hLWZP5zsAuDt7o+QYD6f4kKQnh6KvNxQFBeGoaIkBlVSmqowEZX5VG4CFYeqvCjUZEWgLi0U9SlBqEkKQEW8HwojPZEV7IIkjhnCXa3gSfC01tfmuFIDWqtWY/UKwurDq/7H8Hwnx1aScVuswv/38HyrzrOAs1pifV69WvOm67aUrJJEYQLPdxGe72VfNDhOlsSHXt4eiIlPRE5xBWraBtA6soC+NTsxsv4QprZKnWexMIuL9tllnVHcsdWwfLubthqipRWwFsCWbNvTO/n57ScI0ccxtesUZvacvQnO8wcuYfHQdUVSrmrhwDVKplVaPPSIAtEzuy9hjP3oXTyBlskDqB3ajer+3Sjr3I6suvVIKJ5BZM4YwrNGEJE9xvlpJJXMIKV8Hpk1i8hr3IjC1q0o7diOqt49qOnfh9pB7mdwv7Kf6v49nCY0TxxEy/RhdM0dR/86saxfxvR2gvLuxwjJP8C6/T/AhgM/xPr938faPY9icS/F6dm9j2N0+zV0L55H88wJVA8fRnHXbmQ3bUdC2QaEZM3AJ5HgnEBAjSesxrIlOKuzbt8OzLcvux1ovwnPMwjPnEZM3hokFC3yXAWgRRuQULgOkVnzBDzZjyQnEzifgXfUzE14VoOxat2tfd9+PJEyz+VuERNwDZ+Ec9gknMLG4Bg2RIAegkfMEAJThgiSQ0grHUZB/TAq2wbR2DNAMB5EB6G5faAXHf09hOVetPb3Uf1o7eOzhiDZxO0UaO4fpcbQMjCB9qEpdI/NondyHu0jc6hsn0B25RDicrrhH9sIt9BaOAVWwdanGNYeObB2z4SNRyqs3BJg7RpPcI6HtUusAssW9mEwswsmIAdS/jCz9YMZgdnM1pOtO+UGM2t3QjNlQ1i24XJ7b0K2P6xcgrivUNh6RvA44TB3D4c1n21OwSkE6GyEpJUjOr8J0UVtiC5uQ1hhMwKKGhBU0YKI5m7E9A4hZnAYUUND1CAihvoQ2teJgK52+LexbeqFPwHaq6wLbtldcEpsh304gVjqPPu0w8ZbZXkW67IS2+zVSgBu/y+QfLvUoKyWGpJvt0rfru+pQPMhgqa4QYv1+RbQKbWJCZkCegJ8N+GZECYQakLIFHdmkeIOTQD5NjyLxVn7gfuhw4ei3kOEcAVi71YkyasETAVCxfonGbYFnqVklcTryj4EoMVircvPyrFVdanvVuBZ4FSHD0uBZ7H2CjiL5AcBgVcDsX6z39oPqUpTqSFa6TvPS0BO7cKtBmY1PMsPA9I31Q8ED3A7cU++Fe8s02pXboFdsT6LBd3OVFyZOfhjn6SvK/hwf+iO/8CDd3wPq+9TuW9rSuzxCrH+yrUm+HM/cq1VsdcClysUALY1Fqu8jgLQHvb6CHA3UxJgBXmZU2aEQTPCsxmB0JDQqAtHC15DI/l7qBKiyXW01BNrvsp9WwXPDyqWZ71Vd8JE925YGT8IJ2tNeDjqwZdgHuxDABNw9rRUwNNVcR03ZGtIcNYhRGvB3d4AgV7W3M6O25jCxmQ1X+4PKuW4HMz14GZrxj5zEM8Bs7F4InCgq5yntlj9VfW+rfg9sdHXhL2RDpxM9AjOIm1qNTwJ9KGuBkgMtkZOnDOKkqhEVxQmuCM31gPp4e5c54IwT1sCrC7crPThT4AOIez6upjCkfBsx/242kjfjdhHM/i5WfOaCfA78DrawtvJkqBvpsCz1AUXeDbm9ZK65lIL29vekDBug6gARwQRlB0JzhYccNsTlH0I0yE8f29HI34XpHb5w3Dl3yjQ1RSRvHapHCxkc9CQEe2F+CAHRPpYEpy5ztMYUV5GSAgwR2akA4qTvVDJgXZTcTgmOaBeO1Sh1G6WhGltZfFK9vHe2jQuK1DAebq7EJPduRhsSkFHZTRGmjOwtr8MA7UEs1QfVGUEoEiyJ7vrEaCd+NkUDvokVjIHtbkRqMkNVyzXk1052Dpbgz3r2vDoqfV448Wf4Mt/vIgvP72BL/5+A5/9/RV88dk7BM6PCZoETkmKhc8Jrf974PlfX/07fUWA/oL9FVj+lHD8N+ojwvH7lLhcv6m/pFiOAAD/9ElEQVTEJf/jyxv45J/P4+N//Bkf/P33ePfjXysxyS+/+TM8d+Nx/OWv1/HU05fx5O9P48e/PIjrP9iBC9c24eT5Ndh/bBTb9nZj3ZYmQnItRiZL0T2Yj7buLEJyMiE5HkXlEcgtDEFGrj+S070Rl+yBaAJWRKwTQiP5PQylggnKAS7w8XFQLMnu7nZwcbGGJOySzNaOjlaws7WErY0FZc1pawIz562tFHC2MDdToFhKOgkgS5yxTFsq8CzZq1XgrIJnmRd4/iYEi1VYYFbikgXCJUbZ9GaMMrclYAvwGnCwq4ZglfVYW7H8GujzefsNyzIHxcvrDbnOkM/0W5J1KukRjMVarKsrgKzKcK2ro8NlmtyvFvcrtVolWzXBWNytxb2a7S3JchkkiwjOlB5B2pDvMxON1TDXWg0rgrcd3ydO+qvhZrgaPqYaCKBCzDUQYamJGBttxNlpI9FeG0kO2kh21kaGqy6y3PVR4G2IYj9DVPgbE3jMCUDmaImwRGeMFXrjbTGY4IDBFCrDGSM57pgo8MZkkR/mygKwtioU62sjsLk5DtvbE7GnJw37+7NwcDALR0bycXS8GMenKgmwtTgzX4/T8404s9CEs2ubCb3tuLjUg4ubenFpcz8ubhnEpa1DKm0bx7lN0zi7aQ3OLM3jzMYFnF5aJFBvoDbh7MZtOLdEQF7aTx3CuY1HcW7DEZxbfxLnFy7j3JprODV7Dcenr+Lo1HUcniYkT/8Qe8d+iF1jP8HO0Z9hx8gT2DbyK2wb/TW2jv4em4b+jKXBZ6jnsJGwvH7gr1jXfwOL/a9gvuc1rOl9k1D5Dma638NU1/uY6nwfE9RA67voa3sX/R3vYrDrHQxym0EC9cDAmxgefRsjE29ibOYtjK95W4HiqXVs1xOOF9/C6Nq3MDz/JgbnXkP/zMvom7rBweANdI+/hLahF9DQ8yyqWp9Gaf0fkV/xO2SUPImkgp8iNu/HiM76IaIyHkdM+uNIzHwcqdmPIrfgURQXX0FlxQU01J5BW8spdHacQF/XYQz37cX4wA5MDm/DzNgWzE8uYf3MOizNrsGmuSlsnRvH9rlhbJvpx6axTqwbaMJCdwNmGuswXlWLQYJTZ1YRmpIIxTFUZC5qwrIIx3wWhGeiMSINTREpaI5IYpuAxqhoNMSEozEmjApFQ1QwaiMDUR0RgMqIQBSHBCDL1wcJHh4Ic3IlQDvA1dQW5vpOMND1IEB7EKAJvloehGJ3ii1BWEdTpr0U6Wqz1fSGtqZqXkeD0xpe0FqWNud1NQndbHUI3NoEaB0CtK6WK4wMvPjs8IWjvR98vP0RHh6E5GSCc14YykojUF0VhfraeDTWJqOxOhX1FSmoK0lEbXEsagsjUZcbhvq0INQm+6Eq0Rtlce4oCHdERqAd4r0tEeIsP5Rrw0pvJQw0HoIWxyQrH3oIDxGcH+IY738Kz/fcK67b9yqu2ys5npVkf//fbtvfhGexQqst0eq4Z3XWbXHdVuD5zntwH4+puep+mHHM4u7O53l0LNLzSlDe2I2GgRl0TW/FwNoDmNh8ChNbVOA8ukkV2yyu2gLFYlUWUFbDsjpJmKxTrM3Lrt3qUlUTO05SJ27C8+2WZ6nzvOHoY8t6HOsOP0ZofhRrDz5CgL6CNXsvYnrXBYxznwPrj6Nj5hAaR/cRgHeionsHilq3ILN6A1LKFpBatlaZziUs5zcvEZg3o6RjKyp7d6BmYC/qhvbxswfQMnEY7dPHuK/jaJ85qrRdcyfQueYouheOoX/9aYxuvkDwv4Z5gvG6Az/A+kM/xMZDP8Lmwz/BxoM/wrp9XL6Xfd33fZ7TYwo89244ryQzqxraj4KOnchq3Ir40nUKPPsmTVAE5MQpQucYPKIJtv9DeA6VeGfCc3TuHOIKxPq8uAzP65BUvAExuYuKdVpqS6sA+RY8e0QQ4pfBWX0MDyUp2KjSitTHEnlITHS4wPOUCp5Dx+EYOgxnwrN7NOE5dRRRuaO8/iPIrxtCWUs/6rpUkKwC5mUNEJoHBtBGqG4lVDb1D6Gpb4jThOahSbSNzKB7Yh4Ds+sxsrCZ2oLeqSXU969FafMc4XwUwcltcA+rJhCWwtI9G2bOKbBwiSfoxsDcgaDsEAJzp1BYOLK1D1Jg2dTWl2AsVmYvTnvC3NYDFnbusLJ3h7WDyBNWTr4E5iC2kiAslNAcCVuPGNj7JMDOOxFWnvGw9EyAjU8K7Pwz4BiSA6+4MgRnNCAstxWhhe0IIkT7FLfAq6IVvo1dCOzsRWBfHwIHehE0yHawG3597fDqaoZnRxu8Wnrg3dALz8oeuBX0wjmVsBvTA7uQbtj6d8HBV0C49xYMyzLJwh3QezPj9rdhWb3sdmAWfTv+Wb38e2K51SWcqi3PYmWWWsV6EscsJZ8ovZUqq7O4IGs8cA+BVVympUbyA4RHFegpICrwrLNasXSK67aBWH/5QBRwVqSA9J38rMAzAW6FyhosgC6wJ+AtdZ4F+lQS92+BPrECP6xYkwWWBUrV4Cwx2wLKhqtXEXTFbVtDAVdlGeFbXxKMKSWb/pPQ/T1+Tuo7i6ueKkmYALDAsvRD+qXqm8pCfTs8q+OeRWqrswC1zNsaayzDswFcLCVplhHXcfD38P3QuPcurLz3DiXuWXHhlmt4/x3K9RVgE0u/kYAugVJVa1qAXuBXfph4iMdaAXszDYKgjpIgTGJ5owLtEcmXUagvX0Y+hEYfsaxKbWgDOFlpE+gkVk+s9+y7pvygoQnj1bwWfFGJi7vicq/Fc9O5G6Z698DS6CHYma+Cq50uAdoMQTyGrzsH8FY6Chg7EuAFQiW5lr2ZFkFaDz6u3M7LBv4ESwFsKx7TSPrM6+Jqa0LYN1d+SDDloNaYfRA3blNt1XWU87PgcgFoaw5u7TiwdjTWhrPEj3Nw62SyAl42WojyNUdKqA1h2Rq5hOgCsTwTnlPC3JBAeI4NcIa/swWvtxacrXSVDOG+7Jed+Uqe08MEaG04sM9u9sbwcbFULM6BHnaK/F1VAO1ibQxrIy2Y60m4gngUSGkwiS034jV2VJKnSbIxiTk30b4b+qv+k9dkpeIOLm7hLta6sDEWV3kNSF1rAehYfi4j2htZMd7spxMixHXb0wQRHsYIdTdAmJse4pYt0CUp3oqFuL8+VbEKz/WVoa8+HRWZQTxXd1RkBKK1NFaJcZ4fKMX68UrFSt1VFY3OcgJ0Qzrme4vRXRGPkiRPVKT5oyTZm9fMCVWZIYrb91R3KUZaC9FZlYpmDnIki/n60VJsma5V3MRP7hnHkz84gk/efwb455v4/BPC8z/exNeSEOvLj/D55x+w/YTQ+t+F59vLPX2X1O7U3yF1zeSbkpJQt+aV5F439blK/xL9Q7Euq+KT38JnX7yOv//jBj7+9K/UM3j7g9/hjfd+iVfe+imef/kx/PG5C/jNn07gid8fJiQfICTvxtkrG3HszDwOHOPgeU8/FjY2YWqhBqPT5egZzkVLdypqCUblteEoqghBdqE/0rJ8FUhOSPFAHP8OUbGuCIskKEc4ISjMAT4BtvDk/erhbQU3Dwu48D5zdLIgJNvAwV4le3tbBZItLS1gbUVAtpJyLlaKrCxsYW1px2mJQ+Y2FuJWbULIJRybEHpNzaCUchIL8m1WZgFgtRQrsJEKXtWWYGMjtlxmIqEWHBCaGIt0Fcm8mZl8TgcGvE+NeJ8ay+eWwVjcpfV1+bzlvEC0SOVSralI4FpPdxUHpas4gOW2y8tFYlEWq7EuAVpPgJnPSz2BaUKvrrKcUMznorhca/P5rMNpXT47RAbiDcXnriGf30bcrwnvW1Pet5Y8vr2+DpwI7+7G+vAx4/3IZ3KolT4ibPQIyzpItNNBmoMeclwMUOBhhGJPY5T7GqM60BQ1QSaoDzFDc5gF2qOs0R1rjf4EG4wQksdT7TGd4YA12c5Yl+eGjYXu2FDkgXVlXthQ5YvNdYHY1hiCHS1h2NsRjQPd8Tjcn4zjwxk4PZ6DMxN5ODuZi3OThbgwU45La+pxZW0rrvH+u0pdXi/qwBWC8xVC86XNQwTnYVzaMorLWyeoSQL0HM5v2oCzm7fg9KZtOLVxB06u34Xj6/ZSBwnTJ3F64zkuv4BT6y7h+OIlHJ2/iKOzj+DEzC9xbOpXODTxpOJyvYfaPfZr7Br/HbaP/gFbR/5IUP4TNgz8mYD4NPUM1g48Rzj+K+Z6XsBc90uYpaa7XsZk16t8hryO8Y43MSJw3Po+epveQ2fDu+iofRfNNW+jtvJNgtbbqKl9G3UNb6Gu8Q3UNb3K++YGGjtfQ3PfK2gZfAXtIzfQSSjumnwJ3VMvo33iNbSNv4q20RtoHn4BjUPPoHHgT2jo/yPqun+L6o4nUdb0S5Q0/ALFdb9AYc3PkVf1I2RVXEFG5QVklV9AduV55FVeREnNBVTWnkVN/QnUNxxES8sedHZuR1/PEgb61mGwfw2mxmYIzONYOzOG9fOj2LxIUF4/gJ0be7B7qQv7N7Xh0KYWHOIzYP/6OuyZLceOqVJsHCzCfGc+phuzMFiWjK6ceLSlxqItOQbNcZFojg1HW3w4OhPC0J0chp7kYPSkBKEzJRhtbNtFSQFoS/JFczzfAXHeqI32QGm4O3IDXJHs5YgoZ76rbK3gaWEJK0MHft/dCNDuvE8EdMV67Mp7w41ypzygpelJEZApTQ1PrF7tydaHwOwPzdV+0Fjlq0iL0zoaftBezXWrBJ4FviVpmBuMCc+WhGcnRx/4+voiMjII6enhKC6ORE1NNJqaEtDWnIy2plS0NqShqSYVDRWJqCmNQk1xGKpzglCZ4oeKRC+UE5xLYpyRH26PzCBrxHkZI8iB96b8yK8vY02OK1fchxUPEnofkHjl/4nl+U7cdfd/KG7bYnkWeJaM2xoa8sObyvqsKldldAueDYy5TOBZBcsCz1L/WT2vjnu+HZ7FZVsA+p577obGinv57NWFi6sjQsIjkZxVgKKaNtR0TaBldAO6Z3djdKO4XauszbfDs1qyTIBZrMwCz6NLKnAWaJakYgLOst34Vi7froJnFUCfxvTus4pmdp/D/P4rWHvgGqH5EYL0Y0orVuf5/Vcxt+cCZmXbnYRwcRvnMfvWHkfnzBE0jx1Aw/A+VPfsRHHrVhQ1b0F55y7U9os1eReqBzg9uBv1w5Loaz9aJg+jbfoIugnJvWslO7i4ZJ/l/mSfp7jsFDpmxe38CIY28jy2X+Kxr2PNnkcI8NSea1jYx/7t/wHWEpjndz+K+V2PYmH3Y5jc+QiGt1xB97pzaJo8hrK+vchp3orUmk2IKVqLoAxVKSm/ZELxMjy7R48ppapuWnhvA2U13N6+7HZ4Dk+fQ2T2rALP8YXzSOAxkkoIzoqkzvQtePYmpHtGThGcp1QlpwjHsk8VVC+7ZQsgh40ouh2i1cvdCdziuu1K+HbmPpxCR+ASIa7bwwhOHSesjyG1dAS5NYMobuxDdXsvmnoIzIRHAWYFmoeG0T48wuflGJ+NhOXRKbSPzqB9fA01z2fnegzOb8H4xt2Y3rwfExv3YWBuJ1pHt6CudxMK6+cQnd3DflUTaPMIzckwcYiGmVOEErssoGxs7Q1jG2+Y2PrAxM6XyyTxly8s7H0VN22xOFvZexOYvWFLYLZ38YODayAc3CNh705QdiMguycSnFNg65kKW59MWHtlwMIjDdbe2XAIKiI4l1IlcIuuhG9KE/yz2xBQ0AW/ki54lrbDvbIdHvVd8GrvgW9vL/wH+hAw1A+/4T54D3J5bxvc27ldcxc8BJ6r++FRMgDXrD44J/bDMbIP9kGE40DOB/ZT0lJB0n43NKvBWQXVKouzGpLVlms1MKslrt/fE2uugKi0+gKiAqmrJAZalZBLoFogUNZrP6jaTuKJjQjZakupJQdHauiVbNkCvWI11l8hlmcplaRy3VZJYpAFUsV1WxVvLEClgKzUQyaEi/VPpk2kbjMhXWUxlphdsUDz+IR3FcCrLKlGBEMTTTm+WLwF2iWeWeKmxfVbLK0C0Pcox9Z+kHDMc1NBJQGYgzSBSXEnF6u02kItcdIC99JHsUarLNVqcFZJ+qycP6fFGq2KfTaCgylhUgabq9hfHk+D4Kxx738qAL3yHkK81F5mf5RyWjy+uAubLZ+7XAsBdnW8tUxLXLEL4dCTEOjvZokgD0mGZY1gbxtOWyDYwxKhXtbwdzGDp50hAV6PQK+leA+IddtES354kL/jvdAltMuPIXry44DArB7PyXg1QZMAai0x1YbwIxT6cV8uBEYBRUuJ7TXXgpWJBmxMNeEiJbVcuY27NaHU4qZV2or9NNd9UInblthoKWklVllTDn7l+sl3w3C1yiXfXJvXjINuGw7IbQw1Va774v5OEBZ3aEnKFeBiolhtE0PskBzugJRwR6RGuiAtylOpTx1NSJWkYG7sj4OFhpJczYufcbLWJjyvgBX7YW+pC2eCv5uDCbyczeEvMc/e9gjwEqu5mfKjgLO1vtJ/1Q8iD7Afq+HnbKokIUuJ9ERajBdCPC3YT/69Vv0Hv293KBZoP2czwrslnM31YGe4WqmLLZm6I3xskUzAlwzdSaGuiPG3Q5i7KQHajDIlPBshijCdGmKPQg4ymgsj0VeTgvG2XIy25KC7Mgm1OSEoTPBAcpAV8mJd0FQQwUFsMXbOt2BpgiDXko7GgiCuc0ALBzbiwt1SFI3cGHcUJHqjOjuCYB6I6twItFYkoaYgEqUZAagrCidIZxDEi7Fxohrb55txcEs/Th+cwaPnt+H1F34BfPEm/vXVu/j049cI0u9y+hN88cUn+PILcYWWGtBfUYTfL78itIqlVzJci7s0QVmyct8mriIMq7YVyeeUclCSoEv2RSiWslDS/kvA98tPuR9xF6fEevz13wjDkrTrb4rb9df4SHG5/vJf76n09XuE5LcJyW/gU4LyZ1+8Skj+C9758Fd4lYD80qs/wgsvfx9PP38Nf/jzeTz525P40c8P4Mqj23D6wjocOTmLvYdGsW13H9YvdWB2oQmjk1XoHSxBW1ceB/3pKKtMRGFJDHL5N8jIDkZKeiASkn0RG++FSA54Q8OdoWS2DrSHr78tvHxs4O5pCVd3Czi7EZBdzGFPULZzNIOtvRls7ExgZWMKSxsLWFgTkK0JyJSFlSXMLS1ham4OC8KxZLs2FVdqKdtESFaBshnMRRwImhlxuSGXSXknQ8IyZWL0zaRdRgow63HgKLHFWoTeVdRqQqcmxWcUW0NDwrChWIYJyYRjkT4hVF3uyYhQaszPKJLnmu5qwutqQiyBWKQA72oFfvV1tNhqcTCuqXKr1l4JLT7jNMVSzGeuDt8Nurz39ZZbXU1Vki6RDp/jOhoPQ08qOfB5YSjeQDp8big/Usq75mEOuh+GvcFKOPGZ5WqiTekSlPXgYaIPX4J+kIW+AsuRfA7G8V5McTFChrshsj31Ueijj3J/A9QEG6Ex1BRtEZbojrZBf7w9BhMdMJTkhLE0F0xlumIu1x3z+e5YKHDFukLCcrEbNpe6Y1uFF3ZW+2BXjS921/tjX0sQDrSF4EhXJI72xuB4fxxODiXizEgqLkzm4MJUIS7NluLybCWurKnBVULz9TUdeGTNEK6tGcO1hTFcXTuOqxumcHXzHK5uXcDlbetxafsmXNqxHZd27sHFHftxYfsBXNh2GOc2n8CZTadwasMZnFh3AcfXXiEgP0b9CMfW/hJH5gnIc7/GgdknsXeGmnoCe6Z+hz2TzxGUJRb5WWwefBpL/X/Bxr6nsb7vGWwceAEb+l/E2p6XCIQvYa79Zcy2vYKptlcx2vYahttfp9h2vIaB1lfR3/wqeptfQ3fTG2gnGDcRluuq30FVxXsoK30PBcXvIqfwPWRQ6QXvIL3oHWSUvY308jeQXvEqsuteQ17jqyhsvYGSzhdR1v1X6jmUdz9PvYyyjhsoa3sWZa1/RFn7r1De+hNUtDyGqtYrqOu4iIb2C2hoO4u61pOoaTmOupajaGzeQzjmYLFlB9rbd6C7ayf6+3ZieGALhgc3YHhoDUaHpzE+NobJ8QFMTfRheqIT6+basYnPwM3rWrB9qR27t3Zg384uHNrThSN7OnFsTwdO7m3HyV1tOLG9CYc31GDv2jJsmy3G+tFczHWnY6IhCSPlCRjIjUJPKmE5gaBMDRCYh9JEAZQv+tN80J3iT4AOREeyPzqSqEQftMdTcX5oiPBEeZAbCnzckO7mjDgnwpmNLXzNbeFg7Mr725vwLC7ZhGe1tNzZitVZAJogreFOOBa5EZgpgrGmWJxXey/Lh9DsC51VPhSXr+C2K7kfbquv4cb7zR2WJt5wdvCBn48vIsIDkZoSjsL8WNRUJKClPgXtjan8u6egpTYFDXxXVZfGoTQ/EkXZYShKC0JJoj+K47xRHOOBIr6v80LtkOFvgSQvc4Q5GcKT73c7jqOMxZvkoQew4oEH8ZCUqVqu8Xw7NKvn77rrLgWW1csFrm8B9p245967cP99qozbqlJVAs9afI7p8vnHZ6F40EgGf2Op9WxIYJZYZ5WrttrqrHbdlrhnsTyL1EnDJO5ZkoYJrD/E8auuHsdMjnYIDItEYkYBCqoIzx0TaBtZj97ZXRhed5iAfJwATGjeLkm/TinJv2R+XLRFYPkUxpYlyyYlK/fui5jfd4WgeQUzuy5gcscZArPEPnO7bccxsuUYRrceV+KgJ3ecVlmh915QXLjnD1xWWkkcJnHQ07vOU+eUeGhlXwToUUL84IaT6Fk4Rtg9jObxfagb3o26od2KRbplfD/apw8QklUg3Dt/FL1rjmJg7UkMrT+DYUKzaHTjBYxvukRdxtjGixjecI4AfQw9i4fRu+4Yhgjq4zyeJCyb3n0VMzuv8dwewRyheXbXI4T5a4T5i+zLeX7mAtrXnEfj1ClUDR9BYdceZDZsRVLlEsJy1yAgbQo+SQTVBJU84qgYiSVWWXnVwKyGWTXg3r5MvZ06YZjEPMfkLRCeF5e1lhC9QK1T4p7FOi01pr0J6l5RquN4Rd3alxqOvy2BZdfQYUW3A7VSpiqcErAOlzjqUfhGDyEofhCR6UNIKRhGbuUwyppHUNc1ilapdzxEWFY0SnCeQOfYNLom59EzvZGwvITu6U3oWbONf6Md/FvtQv/iPowuHcHUtpOY3X4Gk/xeDS4cQtvYLpS3LyC1pB8BsZIYLAVmjmEwtfOHuSMh2d6L024EZo9lePblvB/M7QIIzkGE61BYE7JtXaJgJ3KOZRtHeI6HvWsi4TkN9p65BOY82HoVsS0hcJYRmCth5V0Fa59qWPvVwC6kHo7hDXCJboJ7QjPcU9vgmtkBj/weeJb0wr28B26VXXCr7YRHcw98uvrh29MHv17CM+Xb28f5Xni398KriTBdR1UNwKt0CB65g3BJ6YNjdC/sQ3thF9gDe4KwowAx4dkpoJ+S8lVijRZ4FguzSGBZEoKJxE1bNW3r3cVz6ISVh6qclQC0tEr89HL95++J9VYN0DIt1t1vS6y7sk6kWKoJrQJk6vhVi9vgWeKVb7lbi6X5Xmjed89Nad1/N0FWakOrkldJZm0zSdRiIDGxKiAViBEoFZBUuXcTnuWBRWBWS10GSwXPDxPMBIRXK6362Kr1PAfJKC79J8hLvWn1ZwTyJcGZqt9yLMLlbQCthuhbAK2yVn9bch3EYinZqJ3M9QlfurDhQNNU9klg1b7/TgWeV97zH1hBeBaIlgRi2tI/wr6JjgZMBeQ5SJRzFou3wLNI4FmuhcClm40RvB3NFflyMO7vKsBsiUACbLCbFfwIg94EbKnLLImvLHgdb09KZiA/Rqy+nwDN68BWX85frK0SYy19J6C726pqTYv7s7hn25nz72LM8yMsmgkcU7bm2nAmMHs4mcOTQOBGUBbrs7OVjlJv2pkvRz8nE8UK62alCSu9B3idBZ6llrf8fcSrQH6A0FYyrEsyMSlVpsR6Ky7wPFeeg/xYEOBmhmh/G8QE2iI2yA5JUvc4ygNxYc4I4/JALwslZtveYjWlAVcHAzjZ6BKc2W+BfUKxncCxlPAiQPu4WxKcbQjR1vBm/9y5vfxIIMBtZyqZ1B+Go4Ax+x/ubYPEUBdkxvkgIdQZPo76hP37oP/w92CicRfcOUgPcLaGh7Up7I14DkYrlURiwYSmaIJ3XJAz4oOcEBfggBgCVXyAPeL87AjOFoj0MEW8nw0yI5xRSRgTeJ5sz8doczY6yuK4zB9ZEfaI9TZCcqAlCuPd0VudhI2jtdg61YT5fsJdWTjyExyUxGDt5bHorU1FeUYI0iJckBvni7L0UDSXJaGd+y7LCkRatAPSYxxQXxCM8fYsbJlpwJGt/bh2chGPXdiMs0fmcHjPJJ7+/SP46vM3CLvv48t/vIevvyS0SoKtr78gSH+Of37xKfWZCn4Jw8RjTv+T0MtWQFrijknO/6S+FEj+6kuu/1zR1//6gkRNYP7X5wRxsWb/nZJayWy/+hhffvWhon99LTHJ4motWa3fwOdfSa3k1/GPf76CTz5/AR998ize/9uf8fYHv8drbz+hxCM/++IP8PRfH8Ef/nIGT/xuP37w0224/vgSLl5bhxNnZ7D/8Ah27hnAhs3tmJqrxZBkHCckd3Tnc/CdgYrqBBSXRiM3PxyZ2aFIywhEEge5cfF+iIzyQmiYB4KD3RAY6IqAAFf4+DjD09MRbu62cHW1vFkCys7BFDa2JrC2ISTbmlJmhGVzArIZAdmUgEzwldJPAsqW1py34Lw5odkMJmamMDYlBJuK+zRbEyMY3+ZmrbhdSxkoDgIVeBZrM+HZRMCZg0KJX1Yn7DIUd2qCpZGxqjUmJBvzOWvMZ5WxgeayVO7UakuxriTiknhkPT1FYrURK7MRn0+GOisJzCrp8/4Viau01D/W0RAQ1uA896GpxQG6Jgewq6DBAfJqAvFqvhc0Vj8ELU7rCERzXofPfl1Kj8ulvJ+RPIcJ1Ba68sMaB6eGq+FISHbhM8WDzyFv3t++lhpKXHKYjTYied9G8bkTY0NQtjNBkqMx0lyNkOlhhFwfIxQFGKMixAQ1YYTlSCN0xJuiN9mcIGOFsQxbTGc5YD7PBYuF7lgsdseGEg9sqfDG9mpf7Kzzw656kUCyD/Y2EpSbg3CoNRSH2sNwpD0CRzsjcbw7Fid7E3BmIAVnh9JwbiQDZ0eycW40D5emynBxuprg3Ehw7iAo9+H6wjAeWZjB42uX8NjarXh03VZc37gd17bsxPUde3F15wFc2nMUl/aexuW9F9lew4U9j+L8zu/j3I4f4MzWH+LU5h/j+Iaf4sjiL3BwzW+wf/aPBOVnsHf6Reyeegk7J1/E9vG/Yuv4c4q2TLyITWNvYMPoW1g39BoW+l/GfO8NrCEsz3W/iFkC80z7DUy1vIzJxlcwXv8a9QZG69/CYNM76Gt5h8D8Nvqa30JP4+voangF7fWvoq3uDTRUv4kqQnFZyTsoKHwXmbnvIDnrbcRlvIXItDcRlvI6wtJfQ3j264jIexUR+S8huvhFxJc9j+SqZ5FW9xdk1D+F9LrfIK32N8io/j0yKn+DzIpfKBbl4vrrqGw6h7rm42juOISO3r3oHdiD/sEdvHc3cXojBgbXY5JwPDsyjTWjU1gYn8Li9BQ2zE1gaWEMm9YOY2mxH5vX92DLxk5sJSRv3UxY3tyEXVvrsHdrDfZvryMw83l4oAXHDxOWj3Xi1NFOnD7SgbOHqQPtOLW7Cce47aGNFdg+X4x1E9lY05uK6eYkTFYlYqwgBoNpoRhMCsEwNZJMpQZhKMWPIO2FnkQPBZbbCJdtfKa08r3SGu2Nlkgvygd1Id4o9/dEgZcH0l09EO/gjghrF/ibucDJxAtmhn6897yUGOXbJUm/pJUkYCLtVS6KtKTlci0FqD14T4q8FAk46xKmdVZ5QIfwrM9tDLQIz9puHA94wsXeGz7e3ogMC0ZqUjQKsuJQXhCPmtIENFYkoYXQXF8Wj6riGJTmRSE/IwxZPFdJlFkQH4DCWB8URHugINwV2Xxvp3lbINHdHOEORvAw5btSxkdaBNyHV2DVQ6uw4qEVePCBBwiq9ytArLYsq2H530m13Z2K7r33bjzAcayqVNUqQjCfR3riWaOGZz5H+Tw1NBRg1lWAWW1xFmgWq7O6XJXEO9+ecVsNz3fedQfue/AurOL419KWY67gMMSl5iKvrBnV7ePoHN2I/vk9GN0g8HyMgHtKSfQlccuTBBoB6LEtJ78hsS7LOolvXkPoXXvgqiKxHIvb9uROfoawLOA8vPnoTcn85M5TClzP7OFn91/EwsFLWCBEiyQLt0D0mn2ShZswvvsSQf4cxrYSgjedRP/64+gmIIvFuH3mADrmDqFzzQEMLB4hHB/DmLiSbzzFc2EflwhjmwnMS+dVIjBPbrqCqS3X2F7lNgLCp9G7/hi6F4+iZ91xDCydxshWAvu2i4T/q4rGCc0jWy6jjwDeseY4miaPKNBcO3oC5f0CzvuR1byLz4bNiCleh+CsOfilzixDM6E1jnAs8Bw7CTfCs8CsWIHV7toCyAK2alhWW6BlXqYFniWeOSyd8Jy7ltC8TgFmiX0WC3RcwVpE5cwhJHUCfvEj8Ioepkb5WTnOLThXg7IajmWZerkankWqdSOKPMNV8uZ2flGj8BfLM+E5Km0QqYWjKKqZ4HdoGs0Dc+iaICRPzqF7Yho9E2ynFtA3sx4DC1sxvLgHg2v3YmDtfl7zw9QR/i2PYmDjcYxsPs3vzAXM7b6CWcmyzr9f1/Q+VHevR1blEEKTK+HklwRzp2CYOfjAwskLFo7uMHdw5bQ3lwdyPhiWzgRm50hYu0SzjYOdWzIcPNIJyplUNhzcctjmsc2HvUchgbwMdl6VFCHZuwE23s1UG8G5A1Z+lD8BNLgVthGtcIprh2tyJ5xTu+CQ1QOX/H64E+w9yvrgUdEDj+oeeDf2wb91AAFt/Qhs70dQ++AttQwisGEA/jWE6nJCddEgPLMH4JLcC6dognFYD+GZABxAMFbgWcC5n+DcR2gWeCZgK+CsKmelhmUBZXWWblWm7g7CsgDzrVrQt0spVXW79VkpW7UMzeL6rIZnlXv3sr4Fz5KcShXrLBbnW+WlpESS5n13/xd4FvhVl7aS2GZx6VVbcFVSwbNYelWWWEl2dQuY5fO3EmCpLMwqGBaAX3UTnlWQLm7fMs9+P6T6rPrz4hKuspQLzAlg3nLfFmhWw7MAtdpKLhCtSu71bXjmYE9KmBCeXSg7Q01YiFWb56n30D28FnzgEpxX3K0qXaWCZ57Dahkw8trdBs9qy7ManlXu8RKLK3BrDC8HM0XeBGhfAmyAWFQpX0dT+BAQ3TmYlERmJgKs7KsAtFJ6jH8nE71VSi1vfU1eE3Gn1lPVnbYx1oIDodXVWk9xWRZ49nAQKNVQLM9idTbnQNbUYAXMKJl3JJS625sQoAnJdoZwFxFSxfod6mGlZKYOEeubuQa/HxJbLu78Kpd++YFFWolxtzUScNZS+qyKKV+lJEtztdGHt6MhYdQEEb6WCkDHhzgqIBsRIAnALBDswxeYuylc7fTYH224sBXZWWgr/bXifgSg7dlXJzsjeLqYcXsCtIe1Erft42YKF8K2A/so9bQldtndSgdBbuaIEOANcUZGrDfB05PHt4eXvS6MV/M78cD3YMO/iaeNMbztzOFioQ9bwxWK1VzAW0pdyflLDeq4QAfFfTtJ6mkTpmN9rZUs3LHsexLPqSjRi/Abh7HWHIy2ZCsgLPHQiYEWCHfTVWKYJVO3LBtoSMeGsVosTdSivz4BNTk+SAu3QU6Mk+Le3VaejNx4H+7fEvmJfmipSEZ3fQZaKxNQmh3Ac3FESZonumvisW60Ake3D+LHV7bhT0+cxB9+eQInDs7g+ME1+PXPz+OTj28QjP9GNv6YYvs1268I0oRd4FNKgPof+Oc//0ZYFiuxZK+W0lYEZbb/JCD/U+omc9uvv/4bIfljpYXagvyv91SQ/PX7nOc03iF4E5a/JCR/QUj+x4uE5Gfw7od/wpvv/o6Q/CvceP0X+OvLP8Kfn38Ev/3TRfzsyRN4/Cf7cfnR7Th1YT0On5zG7gMD2LKzHQsb6gjJ5RgeL0JXXxaa2lJQ35SMyppYFJaEITsvCBm8JilpvohL9ERkjAvCxM06xA4B/Lv4B9jB109qJNvAk39PdynP5iKQLNmtreHoIDHJ5gRlY1jbGhGQDQnIBrCwNISZuQFlyGkTSoCZsGthTEAm7FImEn8s7tXLUoOyGpaNBXaNVMm4TE30Yb4sU3GrlgzX3E6SexkTpJWayEryL4IuQdlQ3KzFesz7St9ISyVDArDAM5dJK8B8y91a4o1Vibkke7Uk8lIn85JSUZLpWpXRWpWoS0+xHHNbbq/D+1mLzzAlYRfvb5GW5mpFmhqUMq+SDrfRYysWawPuw0jtdUNYVj0HJAu/LpxNdOBhogtvMx34W+ogxEYHEQ7aiHbUQryzFlLctZHppYs8XwMU+BGS/YxREmCKymBz1ESYoSHKFC1x5uhMskRfuhWGMi0xnmuFuWJ7LJY5YKnSBVuqPbCj1hu7G/yxt9kH+1rdcKDNlWDsQSj2xtFuXyoAx7qDcKwnFCd6I3C8Lwan+uNxejAJZwZT2Wbi9EABp8twbriS0FyJc2PVOMv789x4Ey7NdOPS7ADBeRxXFuZwdd1aXF+3EY+s34nvLx3B97ccxw+2n8T3d53Go3vP4tF9F3Bt/yVcPXQd1w5/H1cP/xSXD/8Slw7+Chf2/gZnd/8WJ3f8Dke3PoWDS3/EnrV/xo7ZZ7B1+gVsmnwZG8df5bPhdawbfh1rh1/D2tFXqVewMPo61gy/hdmhtzEz+Cam+9/AVO9rmOx5hXoZY20vYrT5JYw0voTh+hsYqn0VQzWvYbD2DfTXEZrrRW+ht+51dHNdZ/UNtFOtVa8SoF5FeeHLKMh5GVkZryAp6QZiEl5AcMxf4Bv1B3hF/p4Dzt/DO+538E78NfVL+Kf9AiFZP0NE7k8QXfBDROc/gqjcC4jIOo3IjJOITj+G+IyDSMvdi/zSXaiu24aWlk3o7t6IocF1mBxfxNzMWszPzWN+fgHr1s5i28ZR7Nzch91b+rF3ez/27ejHgd19OLinF4f2Ufu7cHh/J+G4A0cPUQTkY4dbcfxQPU4cqsWpw3U4dawOZ0404typZpw/3YJzJ5txjvPnjzfgHNef3leFkztLcWxbCXYvFmLjZC4W+tIw25KM6epEjBfGYjg9HMPJoggMJYVhICEIvXF+6IrlMz7Wk99LbzTG+qKB0FxPaK4N80BNsDuqg9xQ5u+OQm93ZLq5IdnZAzF27gi1dIOfmRvh2fs74VkgWZ05Ww3Pav2f4FlPYp9Xq7JzG2h6wJDgbKzjBhuCurOdJzw9PBAeEoDk+EjkpEURoCNRlBWOyoIo1BGaqwqjUJYXgcKsMK4PRkZyAHIS/AnPlMBzFOE5TA3PlkhwNUWorT48jDXhwHGHmYRprFwFDULqyocJqg+qYp7Foqxyyb5LkUDy7a7ct6+788472d6hwPM990jG7XsVt+1VHLsKQOvoaCmwLBJ4luesPCsNDPQpI0UC0ALP6lJVtycME3i+mXGb8HzHnXfgnvvuwMOrH4CplTm8/IMQnZSJ7OJ6VLaOoGNUVa5qcstRTG8/hdnd5zC9+zTB8aQKhAnJAsujm08oGtl0XGnV8DxH4J0X2JUM2rvOE7a57VZuQwksD206omhw6bDSiku3wLW4cUsc9MJBgjMBeu0hAWhC+MFrUCUVUyUPm91zGdO7CL4ELEkiNkwoHtp4WtHo5rMKWKtir8W9XGK2CcrUxJaLmNp2BeObCWSbLmF06RLh+oqi4fWX0L94Dv3cRxeBvH3hqKLORcL5+pPoXneaMH1aabsXz6Bj/iSapg+jZnQ/Kgb2onzgIIq6DiC3dTfSeK8nVG5CZMECwXkGAemE4pQpeMYLNKvg2Z3g7B7NeYKsALJAs1/cjCI1LKvBWdZJq54XeA5InFQsyzG5C0qCsMSSDZBkYRL3HFe4VnHpDkombMcOKfDsTXgWF26vqHEFhm8HZ5FA87+zSHuItTmS04RlVfbuUXhHjcEnmgAdM4yQxBHEZI4ho3QaJU1rUNe3iI6JjRiY34LhtZupTRhZ3Iqx9TswsbQXU1uOYGbbCUxv5fdp2+mbZc9G5e/GVrKqz+y8gvm9j/C7dB1jm8+hd+4w6vu3IL9uElEZTXAPkURh0TB3DoaFSyBB2UeRtVswrD2iYeMeBxsPArNnMpUKO0Kzo1cOnH0K4OxdBCfvYjh7lbAtZVvOdRVw8KmkqqkGOPi2wM63g+qCrV83rHy7Ye3fQXhuJzy3wymW8JzUBeeUbjhl9MItfwCeRQPwLhmAr8BwdR+C6voQ1jiA8KYBRFBRzYOIFHE6smEQEbUDCCnvQ2BRL/xy++Cd1ge3uG44R3GfhGf7oJ5vwLPIIaDvv0CzWgLKFm5S71mydIuVWTJ1q6Yt3VXgrLZAq123vydwLBblb8cRi9QQ/W/heTlO10pf4Eh+SVRZntXgKqCsed9d0LhXBdAqt20VPAu4qpKCERi5L7E+i/u3yh1aoFwFzyqJJVsFzrdLDc8yLcAs4CzWZwFpWSbwLhbn2wFalkvfVOvECi0u3HJ8FbwqoE5QFmC+XQLUslzgWlyQ1QAtfRMprtsEQIFnVwsDOHIAKNZnc14TIx5Daixr3HfnzdhnKbmls4Lgv5ogyYGrUrqK5yp9EFhWZ/oWeFZn+xbXcElKJvWUPe0Jt2ylFrNYnNXg7M9pLwKtWHElpkhP+kzoFxlq8fx0BJhXwoD9EouRMQfF5gYaSnZ1KTelWH1t9RTrs2SuluzaloRQkVie1fBsbrAS1qYS/2xEyBZ4NlLg2UMA1dYAIYTnhBA3xAY6K67MNoarbgKzSP7+4r4tg2Z7DpQFngWcVT+iSEmw1Upf3Am2Aa5GCPM2R5S/tQKwscGOCPe3RRABNIQgGuIrFmgrgrAZPJ3Zb8qFfTE35veS5yQAbWupCyfFWm4CH1dzBHrYIDLQifux53kaKVZnkQsBWuBXXK/jg52RHOFG4PRS4DkxjHDFY9obPwyjVXfAVPM+2PG6uVkaw93aCA4mGnCx1IYP9yeu9FL/OS7QEfFBjojhceIC7JEgLfsuiieYSV1rcd1uKpLkYKmKWkpilGzcaWG2CCYsBDhoINBRE/H+5qjODsJkZyHhmWDYmY3OiijkxjkpNaRrc8PQUZmM6pwI7tcOCVResi+ayuLR15SFgbZs9DVnoL4gFA2FIWgsCuVgOIGDwBqcOTCBxy9txiMXN2PHUg92bhnG7568hM8/fYXQ/D7h+T18/dW7qmkB3i/fUVy7BXy//PI9grC4Uqv01dcfKkm6vvjXhwTh9wnFAsaS0fpNrn+Dep3LX8Znn79ISH5JaT/5x/ME5afx3odP4bU3n8CLL6syW//x2av49R/O46dPHF+G5B04d2UTjp6ex55D41ja3oOFja2YXqjH4Hgp2noy0dCahNqGeJRVRaKwLBS5hYHIyPJFUqonEpIlQ6obIqKcEBLmgOAQBwTyOvnyuyXy9rWEu4cZXFyN4exiAkfeB/b2RopsBZKtDSkT2FibLpeCMoG5Bb9rvC+Vlve+SA3PZuZGhGOCLmViRuglKBubCiBzuSm3NxUo5nYSX6xYlQWQ9WEsCbgItxKDbEZotjAllFNmYoHmvBE/a2RsACN+xpDLDLmdSJ/grEdQ1jXUXBahmPeVSI/zBgLWYmkmNOspsccCxQLNHMgqEldssSCvviktgq5AsFpay5J6p1InWZP3srY8T/gM1WWro/kQdNjqi3u3JBojiBsTxM0MdGBhoAsr5ccyHTiYSr13SRKoAzdzXXhZ6sHHSh9BNgaItDEkPOgjwdEAaeJ27W2AfD99lATqoSJUH7WR+miKNUJbnCk6EkzRk2SOgVQLDGVYYjTbApN5VpgttsViuT3WVzpgc40jdjS6Yk+LBw60++JQhz+OdAbjeE8YTvYHEYK9cHrIE2eH/QjCwWzDcHYoEmeGYnFyIBEnCcsnB7JwajCfy4q5vhxnhutxaqCDbR/OjQ7i/OQILkyP4fzMFM7PzuHy2o24vLgNV9bvwdWlQ7jOQfIjm8/g+tZLeHTbNTy28zE8vvcHePzgj/DowZ8Qmn+Cy0d+husnf4drp/6EqyefxZXjz+Hikedx/uBfcWbfSzi08wbh8GXsXHoZmxZewbqZVzE/8QZmR9/GFOF4cvBdTAy+h/GBdzE+9A71NsaHOT3MZYPvU6p1Y/1vYaz3DYx1v4rh9pcx3PIShpoIzg03MFj3MuH5FQwSoAeqXkc/1Vf5Cnorb6C7/Hl0lj6D9pJn0VL8LOrynkFp1tPIS/sL0hP/jIToPyEy4nfwC/0p3IMfg3PANTgGXIVj0GU4BJ+DXdBJDm5OcOB7jIPTw/CP2w+/2B3wjtwAz7B5+IZNIZADzggOWhMSB5GTM4DqygG0NfVjpH8Ac+MDWJof5jNqDHu2jWH/zgkc2jNKCO7BiaMtBOAWnD7RirMn2nH2pErnTrE91cZlrThzkmJ76ji3O05QPlZP1VI1OHu8mtuzPVWrtOdO1uL8iWqcP1aJswfLcHpvEU7uyMXxbXnYuy4fmyfzsNibhpnGREyWx2A4Jww9iYHoiQtCX2wwuqID0REZgNZwPoPDvdEQ4Y3qcE9UEpjL+W4sD3JFWYArSvxcUezrhnwvvmtc3fidd0G0nRvCrD0QYO4OLxM3OBj5qOBZx/sblmatlc43AVqkWq6S9ur/k+VZ5EF4diU8uxGeXWCs60J49uS70h3uhPggfx/ERgYjLSEE2akhyM8IRhnfM9WFkagoiFDguTg3nGAdjtyMMBSkhaJE6j0nBqAk3hfFsWJ9dkZ2gB2SPS0RZmcALwnP4pjRXJvPHwKqxoMrsfJBQur9KsvztyH5dgu0ytKsjndWAbTa8vxd8CzWZ3HdVsJPluFZfnw0MFBZnW+3PAs8i8u2WJ4l3lkA+hvlqhR4/k/cfe9/4uGVD8CYz3I3b1+Ex6cis7AGlc0DaB9ZR+DZi1nC8tp9F7HuEAGWICuu1QLHt8Pz8NIxRQLQSj1nLhfAFmiWbWWZAtiE5pEtAs/HMbxZBdACzyIB56ld/MwegjfhWaWLWLP/0nIc9KPYeOwx6vucflxJJKaCaHELv8zjXaEI1ASu2d3XCFzXMLH9wrIIzlsJ2YTnUcLz6BaCMzVMcB7ccAED6y6ib+159MyfQ+fcaXQunETL3FE0Th2kDqFJYqtnjiqqGzuI2lGVqkcOEJr3o6R3F6F5J3JativQnFi5hJjiRYTnzyMwg7BLgPVNmYR3kgqc3WO/Cc9ehGE1IN8Oz2pYluW3w7N3tGw7Bf+ECQQTyKNz5gnP65FUuhEpZRuRVrGkZN6Ozl3D9ZKQbAieUaIRflbA+JvQfBOQCcwqt24VQKsh+qYIyx6E5ZsAzXkv7s8nZhSBiaOIzppARvkMStvWoWloScnYPra0j6B8gKB8ELPbD2N+xzGs3XMa6/j3XX/gCtZJdvX9VwnJVzG3+zL/lpcwtZN/z50yfw1r9z/GdY9ifMsF9M8f4353o7hpAfF5PQT3coJtKizdYmHlFkWFE5YjYOcdT5BMhb1PpiIHn2yCcC5bQrNfCVz8K+DiV8WW8q3hdC1c/erg6FvLbUR13L6JbRsBtQt2foRUv17Y+vfChiBrG9wF+7BOOMV0wTWhBy7JFKHXg89477xB+BX0I6iY0FxGWK4aQCwVT5BOrOlHSs0AUqoHkFzNab4Pksq5nuAcntON4HQCdGIPr38X3MK74RJCQObxbPwI75IAjMcX2RLibby4bNkl+99ZmWVaJMtlW1tvWd/Ga6Oq86zOwn0TngWc1fCstkQrwLkMzrJMJOt1CKBG8subtmSgVsGzOQddAqECowLHKquzgPN3w7PhKgIIIVegV2WBlhrRAo8qqaBUlZBL5g15PJVFWwCYgC9W2/8Cz6pM3xIDLetUVmbpj2yv+py6b9IPsQbrPUxAlWMrcce34Pm7JJZnkWwj564GZzU8Sx1kcdl2NdPnoFBXceWVpFhifRZ41rz/zuWEYXcpMc8KPC8DrMDz7dZ2AebbS2Wprc9Sw1mszwLObtISXsVVW+RFcPV3MoUvYVas1NJHfcK+DuFf4/7/wKr77+CL6i4e915o8+EvMYZGHACbits9ZUXAlRJZTgRAKY/l4WCkJAtTgTP7qb+CL1f2j+drwtZC3Co54BXrswLQ7IvEZrsosb/GSu1jAWgp7eTEfquAWeXWL39z+a4IPDuYqmK01fWWbwE0+2KuBX9nI4T7WCLSz4ZAasP92iHCXxJ/mROEjRVwDieYhvgRgtwFoE3hStixNNNW4Fnct1Wu5gZw4zl5cb2U2YoLdUdCuAeCvawVq7Ol4UPsxwp4E7zDuCw53B3ZCf4E0EDFdVtAOlqskY6GSo1nc/5NTDUe4N9ZG25WBCyJ27bQgpudLvycTZTzFoCWBGLRhOZoH/bd2xpxvgLOdohlG+1rhYwIZ1RlBaOzMonwnIaOikRlPivKGWFu+vC314Cf3WqEuxsgN9ZN2W6+vxxL41WY7MhCW3k0anOCUJMTSvCOI0CnoCDRF0Eu+gjxMEJRmj/aq5Mx3luEpdlGTPcUYbAxHc3FkoE7AM2lYYTqJK7PxcxoKSaHSzE/VYcj+6fxmyfO46N3/0xQfh3Am9TbFAH4nzfwzy9u4Gu8Rr1BoH6TIP06/sntvvz6DcKyZLV+HZ/98xV8/tWL+OyL5/G3z57Gh39/Cu9/9Du89d6v8Ppbv8CN136E5196DH965jJ++9Rp/PxXh/HYD3fiwpWNOHl+AYdPzhCSx7BpRy/WrG9Syj8NjJWgoy8Hje2pqKyLRUlVFIoqwpFdEIikDE8kpvDvSkiOTXBFZIwTwiMdERxqh4AgiUe2gIeXGdzczQnIpnBxMYUT7xl7BxM483vhRFi25XffRuL9CXFW1nqwsCC8WhBiJQGeiSTSIvCaSWIuScplSDAWcWD2DXEZ4dlUtuGA7ZZMOXgzoaQ0lCGBmPsn/Jpzv2rrsplYlyWZF2FTsTxL9utlKRmyKX3Ctr6xLltd6AkwE0al1SE4axtoUoReg5XQ4n2kyftJi/erNu9xHX1N6OhqQJvPHC2RJteLGzWf3boSh8xpXQ1O817VWfUgdPh81eS9uorPilXcdjWfV+o6yjp8XutKYkJ5JvDZIc8IE33e33oPwtRAcilowtZUH3aEfAeelzOfi64WhvC0NIC3tQF8rHXhb6ODIFtdhBGSVbWTjQnLJijwNEOJtzkqAsxRG2aB5ihztMeZoyvBmKBshKE0Y4xlmWIyxwzTeWZYU2CJxRJrLJXbYlOlHbbW2GNngxP2Nrtgf6s7DrZ74kiXL473BuJUXygVgdP90Tg3GI+LIzG4OBqOS2MRuDQei4vjybg4lslleYTkEoJ1JY4P1OF4fzPbLpwc6sfpkRGcHp3BmdENODexhdC8E1cW9uPq+kO4tvE4rm46hWubz+PKlmu4su1xXN3+U1zb+QT1a1zd9Vtc2/N7XN//FK4f/BOuHf0Lrh57FpeoC8fZnn4FF8+8iUun3sHFE+/h3NF3cfbQuzi+/wPs2vURtm7/G5aWPsTaxQ8xM/shJic/xvjYJxge/jsGhz5d1mcYHP4EQyOfYpjrRsc/wdj43zE+/jEmxj7C+AgheogA3f8GhrsJz20vYqj5BYLz8+ivfoawTFU8hwHC8kAZl5U+jb6SP6K76HfoKvg12vOeRFP2L1Gd/guUJP0UuXE/QVr0TxEf+hOEBz0On8CzHGQdgZ3XPlh77IaVx3ZYuG6GqesizFzXcJAyDRvPMdh5DsLWnYMalxZYO9bAwakYHh4FCA4sQnxMMfIzy9BUVYOhjjosTjRj+2IzDm1vx6n9XTh/tA+XT/Tj6pkeXDnfhCuXqnHtUh2uXa7H9cuNuHaxEVcvNuHqhWZcPt+CS2ebceG0WJMbcPpoPU4fqcMFwvPF49ISlAnQ544RoI9V4TR1jjB9/kQNj1OJMwdLcWpPIU5sz8HxrbnYt5iPLeO5WOxKwXRtNEaLQtGb6ovWSA+0hnmiLcwHLaGE5hA/1FN1VG14AEqDPFFIYC70d0G+nxNyfV2Q6+2CbC93ZLh7IMnZEzH2Hgiz9USglRd8zL3gbuIFW8KziZ5Ynn0Iz1JiyoPvb4lXFoAWV20BZoFqKUGlkrYC0NyG0/8OnlX1oF2gr+GiwLOJnivszLzg4uAFTw93wrMXosP9kRIfhNz0cJTlR6OmOAb1pTGoK4tBjVK2Kg6VxfGoEOXHojonEtWZ4fxuhKAqxR/lcV4oinBFJt/Z0Xwv+lkZwJXPLivJsE84XXXfQ3jwvgdx3z2qOOZvS0BZLMwiNTirYVpctQWaRWq3bYHn1av5rKI0NVcTjlX5G9TwbGoqFmeVm7Y63lkN0OqYZ3XCMLE+S7mqm27bYnm+9w48yDGngbEhnD28EBqdiIyCKpQ39aF1cAFDC7sxR3hef/ASNh1/BEsnHiNAX/1OeB7aePQmQEsrbtxKbPSye7csH+G2o5we3cx5Tg9xu0F+TiTLx7ntFPct8dLipi1JxMTqrM7EvXT8ceoHnP4+JBO3JBSbI3TN7haAln6p2tldUtaK8LzrCsYJYqME6OGtFzFEcB7cRAjbeJ7gfhn9Gy6hm9DcseYcOubOoHX6NBonT6B27BAqh/ahbGA3yvr3oGJwP+cPKCru2YOi7l0o7N6JvI4dyG7ehoyGzUit24QkQmscoTWS0ByaPavUdfYjvEptZ59EaQmlUnc5ltPxU/CKk6RhhOFlOFaDs0jmRbcszVymhucoLiN0+8SOISh5ElHZa/4LPKeWLykx0OEZEvM8SiAbIgCLVMB8yxVbBcaeomVw/oaWIdqdwC3Q7E5QdmMrknmBac/oEfgTniOyJ3nsNShp34Cm0e3oW7uP0HsYa3adxuLec1jcd57AfBEbD1/F0hF+n/g33XjscWw4xO/VgUewZp/Ek1/n3/AapnZIfPlVrNlzHbM7r2N06Tx61hxH4/AeFDevR2LhMPzj6uEYkE84TIeNdxqVQnCm/LJg75dPAC4kHBaxLSYslrKtgJN/NZwDauHsX081EKab2DZTrXD0ayQw1xO4pW1hK5mpCc++Aq0DsA8cgG1gL+yCe+EQ3gPn6F64xPfBJakfbqkD8MoYhG/mAAKy+xGW24sYQnQSITq1pA+ZJb3IYZvH+YKiPhRSBYV9yMnvQ3pOL8d7PYhL7kN4HAE6sgueIV1wCexULN82Pu2wYj/E8m1F2LXy6oDVMhh/W7dAWSWxRouFWuXmLdbqLiWpmDrZmALPuoRjBZgJmdoKGD8AzQfuxSo+iFSgrFony/5/nL11nF1Zlf4NTXt3tNxSLil3d3dJubu7u7tXKqlUUqlUVdw9nTYahmGwAYYZmAFmYIDGpWl34XmfdW5uUt00v9/7vn88n33OPi533/09a+21RFpK0DAJ9qWCSBU4Eq60ZDyrAOrjCqCqLc+fhWfVuGOV1fiB9Vjg9ynCt8oKrQKo7ZZYccuWYE0CXALNsp1KMi8SK7YpQVAk06p1Va7aEuVbJdV5qS3POk8/yn2IFVyCn6nSVsk1iXX586ROY6UuH0C+SgJ/tvu04WCso1ie9xOeLcT6wmuTY+1lo6u2PGsIvMtHgD08Vxl7fA+eBRrlmrfDs9p1W+6H2vos45+drdh4mwus6sLVinWWeorLtFieZZnAvIx11t31KI/7Bex4VKVdj30Be3fwPsjHCy0CsVijdcS1exe3UQG0RJF2JYDaE6TNDAnOejthoMN7qs3rF9dynqOJrM8OsgPPRwDalUDvyHNRrNc8l2B3a8QGEjh97XlexrwuCeamcpeXDxZy7+V5W/M+ybnKBwi5j6oPKPJBYwcs9XfCzVoLgW6miPC1IUDbIIwAHehhAXd2uO0tJc2WAQI8rRHsY0t4Jhw5GCuWZysTHYIJgdxoD6c1FTdzCXbmTrAPcLdBFME+McKTHT4X+HM7e1MNWBnsUAKGibU8PsgJeSnBKM4IR25yoOK+LW7jQe4WPCfCFZ+VCd8FGwKJeBvYEdZtTTWVaN3OvH/ePA8BaNX4ZwcljVUYt43wskIUpyMI/cGEhSgvM+TEuaOhMBrd1QcUgJY0VVIX7WOGAEcdBZ6DnfWQHGKL6uxQDDdnEZ4rMddXiLG2bMJwKqE6Dh0VSeivz0JdXhSPIx4JWogPtkFxegA661OxOFqNxeFKJZ/0SGsmumsS0FIWifqSUNQWB6GGaqyKQntTEkb7i3DqxDC+/S8X8MuffQV/+M3X8Mbr38P77wlM/w8hWty6/xfvvPsjfPDh/+D993+Ct97+L7yp6D/xyms/wO///K94+Xdfx/++/FX8VNI//fgWvvfvV/Av3z6Dr359A888fwhXb87izIVRbJzqw+rxNswv12BsqgRdAzmE5HTUNSejojZWyZGcmefPRtMbSWmeiE/h/UlwRmSsE8JiHBASbocAXquvnzV8fK3h5W1JUDaHsyuh2HEf7MXDwNYQ+/lu2OzfRzg2gqWlgLHIAFaWhsq8mZkOxc6dMm/EZZRYkQVgBW7Z+ZJUUOampkpUa2MTA+xj/aclrtfsrIl79T2p3LLF8sEOnDJumWBM4DU1IpCzM6mKdK1y1Zaxy4YybtnQAIbs9BmwVEuf0jXSg66hjiIdA21KS5E230UtfcKxnga02IZq8betSWkQdLX4+xNo1hSLsdp6rAZniYfA36SBxGmgjPbKB1KVDLT4W2U7pqfHtoySQGMm8qGLsCxDOmzNNOBipQVXa7Yb5jupHXC13AMvG2342BjAlwrgPQ+2M0KYgyGinPYhxtkQMU66SHDRxQE3A2R4GyHX3xhFQWaolLRQQeZoDbVER5QVeuOtMJxihbE0a0xkWmImm6Ccb43lYhuslNpitcweaxUO2Kh2wak6d5yu98C5JoJyiw8utPvhUkcwLneG4mp3FK73xhGYk6gDuNmbjtv9ObgzkIcbvTmcL8TNPkJTXy2u9zXjWm8XrvQSkvumcal3ARd6D+NC3xouDW7hysg5XBu7jFvTt3Br9hncXXoBz6/8E15Y+xe8uP5tvHDiu3j2+PfxzPoPcWvjx7h14ue4ufFL6mXc3CQcn/otbp35HW6e+z2B7Y+4fulP1Cu4dvlVXL78GvUWrl5+lxD3Hi6few8XT7+DMyffx7ETH2Jl7SMsrXyIuaUPMDn3AcamP8Lo5CcYGvsYg+MUy4EJzrNuZOoTjE5/gonp9zE58w6mZt7C9NSbmBp/BRMjv8f4wK8x3PU/bAt+gqGGH6K38nvoKv422vO/ifa8b6A3/1vokzL3n9Gd81V0ZL6AtvS7aE67jdrkGyiLv4q8yEtID72IhIDziPA8y7Z1A85uB2HtPA0zu1Hssx2GkXU/DKy6oGfZCh2zOuiaVULfrIjKgYFJOgyMU/iex/H3FAKH/SEI9I5FYnQyirPT0VmXj+m+EqzNV+HMaiVBllB8uQEv3mjCV2414at3GvHS3Vp8+blqfPW5Wnz1+QZ85bkGfPmZerxwuwEvcJ3nbjYRsptx50ojbl9qJCgTos814M75RjzD6WdY3j7fQFCux/XztbgmOqfSjTPVuHaqAlfWSwnO+Ti3nIvN2RysDmdivi2O8ByGwXy2r8lehGcXNAU7E57dCdE+aAjxQ12YP2pCA1AVFoiiQE/k+rkh29cF6d7OOODhhGRXJyS6uCLOyQNRDp4EZ0/4WXnCy8ILrqZesDfy5H+jJ4x0PKGv5aHAs1oCzZq7nBQJPN9f9nfwzHUVPYBnnT2SH5rQvUfA2RnG+s4wN3KFg6W3kuM5wN+H4ByAxDixKkegODcGtaWJaKpMQnNlApqqEtDAsrY8CdUSlLI4EVWFcajJi+F/VASqM8NQnUaATvRGcYwbsgLtEetqhkDxTjPTh42eLvsAu9gfIjw//qSSQ1ncs8X6vN1NW+2erXLRVlmiPwvQoifYx1TDs1iet8OzWJ/FdVvgWdy29fUf5HfeDs/bxz2L+/bnwfOjjz6EJ9mH1COQ2zo6ISA0CilZxSiqbVfGq/bOrGFi9TzmCT4Hzz2L5fMvYO70XUKquG2LhVlA+CLBWSJTf1qDhy8oy7evJ4A8cOQSAZbQTHDuPSTjWymWPQfFjfsihrn+xIlbmD75DEH9OSycfQHzZ5/H4nkCtIDWha9w+itc9iJmCc9ThOdJwvMEoXls7RmMHrtDCL/N/dzGCOG5/+gd9B65ie7DN9FFAGtfvIaW2atonb+BpmkVLFcPXyQwn0fFwDmC8mnkth1HRvMqUhsO40D9YaQRkNMbVTpQt4oUwnJi1TJiy5YQWTiPsLwZhORMISx7BsGZU/BPGYdv8ih8k8aU1FQCzV7xhN64sfvg7B0/Ba/YSc4TiMWqLBJrs3r6ntzvQax6mcxLmik3CTJGaPVLGEFY+hSicxYQVyAAvYTEkoNIKjmszEdkzsA/SY5B0A0fgEvYAJzF4izgLGDM/Sn7FCvzPanr1HINHYGzbBdO6OYxnbgfJ5mmXO6VXvHDCMmYQFLZPApaj6Bu5AS6ls5i6NglxXV/8dRzWDr9PN+jF7F8TpWSTPkoIpHVT0skc/kIIpZnlQeBeAqIm/2YPMcjt9C7cAUt42dR1bOO3LolxOYOwyeWwBtQgv2++djvl8cyl+CcC1u/IsJu6T2VUxWw860iLFazrCU41lONFLf3bVHJpw323s2wJzRLaUdoVQXk6iaI9xLSB3msIYIzITqwB3Yh3XCM6IVzVC9c4vrgltQPr6Q++CX1IDC5G2EpHYhL60RaZidysrtQQEAuIVCXZ3SikqpK70JZWgcKDnQgL7kTWSndSE3sQVxMN4JDO+AV0A5n3zZCPKHYswUWnm2wIOiaebXBnPCszv/8eaCsHhOtdu1Wj4+WIGPbI3QrVnXu7wsCcIp2EbJ2E6RZ7n3yMQLWw9AkbIo0CM1Sp5YmQVAg2WivuBOLBZbAx06YQLBEtVaD8efDs1hhVRbgB+7TYokWeBYAljHUexQQlVINtAK4IllPjiPgpZYCv4TAB8G/VHAm+/t0tG+VxVmOK8fU27ntuAKPBDe5HjVAb7c6y7za6vyP4FmA38ZQchdrKZJpCaQm56v15MPY/egXlTHPu9VBw3hf5d7r7uG5cntLwpjAs0C0ALMangWcxRotpSwTC6cAtKO5Hvbv04AdAdHJXAcOplqwN5dxuwaKddraSFy3ea947pLrWuPph7H3KcI7pcFr1yK4G4gLtTaPJ67zuuJJsIvb7YED9yfjmCUKtSnrDHl8PS2eEwFa5gWcxfos+anN+ZxsCRyKJZxQIgAt2/s5mRManSkn+DlbEpC1lHshz0uej1jj5d6q7536/j94BnIPHoWN0dPcfp9i9Q0XC7OnJTwFnC00YGO6RwF8b2cZ/yyWZwt4OJnChTBvuU8LpgZ8J/R5jrwmibytBEXjdfm7WiHUxw7xYe5Ii/ZRLOS+jiYKOFsbsvNvpaO4XBekhqA8J1opM+J8EB/iSCA2h7uNPuyMNWGlx/0SgJwJWvbmugo8y8cH+YDgTlgI5PmI9TkuyBlhnlYIdjNHuMCzfIXnfKibCcI9TZAa7oCSVH8FoNsJwC2l8ajIDEZS8H4Ctj587DQQRHiWeanvrTuA4aYMjBOcx9pylPzQ4+15mOgswFh7AfrqM1CQ5I0gN334O+vyGp3RVp2CueEqHJlsxPxAGYYJz12E57aKKLRURqClKgIlOR6oKQ1ET1syJocKcXCujgA9gGduLuLLzy7hKy8cxNdeOowffP80Xn3l6/j4wx/izTe+g9/97iX88pfP4b//+zZ+/JOb+NF/Xcf3vnce//yNTTz74ipuPnMIl67N4dS5MQJADxYPNWFqrgrD4yXoISQ3tx9AfXMiqutjUVIRjpx8P6RmqSA5NskVUWJFjnFCMAHZP8gG3n6W8KI8fS3hSkB2dOGzczSCPcHMzs5YkViTrW1UQGzB34uFhQEsLYwIyeJ+baJyuRYrMWFXAnGZmRKQTQVexeKry468qk4FzFKK5VcVdMZUcisbmxJ6CcPsjAlA34domRcReh9Evub2ini8e9rHzpdEuDaSUgFlPRgQiqWTJ5Csx1JbXx9aurrQvCdtyU3KOh1uo8tOoUqEZ12VRVmlvewEEo4JyeJOLUG6JFiXNn/jOvyti3RlmtIjNOuzjZDI1hIjwYyy5G/cRm8n7Pk7tzfapbzndnyf7fn7Ec8SVys9JRq+p60OPG004LtfA6FOOgh30kKw/S4E2+5AuOMexLjoEI4NkOhqgBQ3Q6R77kOWjzHyfI1RGGCM0mATlAcboyrUGHXhxmiKMlasy91xFhhJtMF4ii2m0hwwn+2I5QInrBS5YKXEGaulzjhe6Y7NGm+crPEjMAfgTEMIzjeG4UJDOC42ROJiUxQuNcfiUms8LvNdvsz362pXFq51F+BaTwmnK3G1sxrXu+txo7sLN7pGWU7jZs8CQfow11nD1Z4tXO49j4u913Gu5w7O9jyPs31fwYWhf8Glse/gytT3cGPx+7h58Ae4s/JDPHPsx4Tln+LOxs9xe+tXuLn1Mq5v/Q5Xt/6ES5uv4OLmazi/8QbOb72OS6ffwvlTb+Ls6TdxhtNnzr2Nsxffw9lLH+L0+Q9w+sLHOHvhbzh3/m84e+ZvOH3yY2xtfYJjm3/DyvrfsLz6CRYOfYTZpY8xtfg3TC38DRNz9zT/CSY5L/WzB4H55U8wv/Q2Fg++iaWDr2Fx8S9YmvkdFiZ+gfmRnxJMf4Dpzn/FROPXMVz5ZfQVPYuu3NvozL6Ovuxr6M++jN7MC+jOOI3O1A20pRxDS8oq6hIOoSx6ETmhc0jxn0S0+yiCHIb5XvTC2qoJ+yxqoG9SDl1jUSm0jQuhuS8XWkaZ0DRM4bsdx/c5gu9vMPT1gmCg5wfTfZ5wtPVFiF8EUuPiUJGXhN7mLMwP5eLEUjHOr5XixtkKPHe1kvBciS/fqqBY3q7DS8804it3m/HVu2146U4LXiAwP3eN0HylCXevNuLulWY8c6kFdy6KWnHnQivunmvB3bOsP9OCWyxvnGnCtXu6uFmr6PJmHS6v1xGcK3Ga57A5m4eNqTwcHcnCYls8pqrDMFYUhP50b3TEuaIt0hntke7oiPZDW0wgmmKCURcVhKqIQBQTqPOCvJDt74E0b3ckubkgxskZkfYuCLPzQADB2dvCg9DsqQQJszFwg7mMRdZyV8BZLMp6miIVJMv8Z+FZAey/g2cVND+AZ9mWkm00CM56rvyPdIO1qQf/O/3g7x2CyIgwJCdEIycjEWWFSagpT0FzTSo66tPQ1ZCKNv4HNdeo0lVVE6rLCuNRWUB4LiA85xCes0JRnR6IymRvlBCes4P4P+hmihDbffCSj83S5u1mO/XUDux8UpWiSsY8q+FZwPizFme1q7a6XrXsgdu2ALQ6XZVE3RZ4FnBWu25L26wKGCbBEFVu2yIBZ7Xbtox73j72+QE8P4KHHnqI5RcJ6w+zfdWCla2tEjQsIS0XhVXNaOydQM/UEYweEnfbS5iXccgnJW2TWJ0lqraMdRZLs1icz1FnFfUvqyT1o0cvE7SvYfy4ROq+goGVS+glOHdxeefSGXQePIOug2fRTdiW+n6C9dDaVYxt3MQkjzUt+Z1PP6tojgC9QHhfIHTNEbhmCGJTJwnOhK7xjbsYXX9GAeaB1RuE82vcH3/zR+6gc/kGWgW85qm5K2iYvIjq0fOoHFaBckHnJvLaNpDTcgLZLevIbFxDCgE5vvIQoksXEFmygKiSJUWRJYsIy59DaN4cgnKmEZA1BV/J3Zw6Bp+UUSUVlUCzWJpFks9ZndNZJPCsBmefhBkum+b8pALP4rotco8kYFMyLfUuirs0AfreMpl3Jvg6h0qKqEHuZwQhhOfInDlES7TtgkXEFS8ivmgZMfmLiMieRVDqJHwI7+5RIyqrsViRBZLvHUfkymOo9y2lzMtxZT2pcwzphxMBWsDZkXLgtCPPQVE4wZH7D82aRlL5QRR0HEfd+Ck+14sYkvHvJ/nsTr+EpTNfITBTZyWP9wv3xrE/p7xXkoZMorRPSGRzPsOhQ9cwePAyhg9fweDyZXTMSFqykyjrOIaM6kVEZo/AK4aAG1CJ/f7l98oy2PiVsqyErX8dVasq/eqpBqoRdv5NBGhup+RLFhEsBSiVUlI9tcFBKSWydS81QHAegoP/MOF5hMcZhF1QP+yD+3gv+uESxecQOwivhCH4JgwiIK4XIbFdiIptR3J8B3KTOgnJ3ag60IU6AnITQbmZdS1UQ3w7KmLbUJ7QiRKCd0FiH1JjehAR0gE//3a48zwcCLg2BFyxPKvh2UKiaQvYe6uhWKJvqyJxO/r3KpJ59Zjoz1qe1XmeRSrLM4FZEUFKSoE5NSxvB+c9TxCEOS3SJPQIPBuzw6XAnu4e7GPnTA21aouyWmL1FYDe/QjBjQ2cJvcndeogXgLcAtECsgK/5noCMAQTQ5Ub7wPL86fBWaalTmBMAFi2lVLATAXafx/tWw3rco5inVaDnIzhVlk8xW1aBXBqiBNYVgcLk3kl7RKlXke2EfgT66kAs51YnxW3bW0F6OVcdZ56RBnzLOAsAK1AtHxUEIu4uDJzf2JZVo/7FWiWgGFqeBYrrHq5RNIWeHayNIADodXBhMcksNkSoiVNlD3rxG1b4Fkibct4Z3Hd1tr5qALOuyTy95M8Hz5rHT5ziXSrgmcZwy7u0ntgRwh0YGfZVixwBPR93I8OgV6f129KWDbntZoZ7IU5JWO9LQw0lLzKiju5tRHhWRdu1gYETRtE+RE4PWx5zgQGdtYN9si9FPd4VXA2uaeKl4FAvKa8R/J8+I7skEBtD8NS70lI1O4AApKAs7hru+3XVyxeFoY8Z8qZMBtESI0IcmXpAHcHM8VtdJ+uWMh3wooAIICv5Klm59/f1RohXrYEcnvEBjojIcRNcTNXA7Ttvl2EThNkJfihLDvqvvU5IdSZ16KyPNubqD6S7DfUVoLFSR5scWN3JKy58NolWriXvcl9F+5ofwdl7HOEtw3iAx2VYGKBzsaI9rFEeqQLYdcHZenBaCqOQ1dVKppL4pER5YoIwrWfvTYhmiASZIvStEC0liWguzIR/XUp6K1NUdywx9tzMT9YhoWhCgWiW8vjkR7jQoA25LEt0VSehKNz7Viba8NBGTPdmUsIT0Ir4bmzLhaDBIzmylDUFPujtyURi1NlWJqqwKHZGpw72Ydnb07i0rlubB1vwNaJJly92I9v/vMx/Op/b+E3v3oG3/3XLTx7ZxbXro7h/IUBnFhvx+HDDZiZq8XASDnau/PQ0p6NusYUlFaognZl5gYgLdMHSQc8EEdIjo53QkSMPUIj7BAUaktQZufEfz88fazg5mkOJ1dTODiZwNbBBHaKu7UqsrUFgVg93liAWJGZoVKamhB+lTqZF6vxPkXidq3Oh6wCY4KvkS6hV2X9FVBW1YvUEGykBOhSgnQZGsFQXwXGMvZYLM3KOOT76aK4P3YQ9xnowkhfRxn3e1/SmaMksrVYQfTEEiISKFaAWR8aOgLMBtgr0/e0R1sPOgRo6QzqaROaNTXYOd7Ncg/0dTRhINJih1HmNXcRjHcqkt+4geTtl3aL7YuZAdtZg92wMdqtpF1z4DvvbKqhpJHxttSCn7hTW2uzM6+DQFs9BNnrI5AKttdFiIMe4VgPkU66iHHWIhxrI8VDB2meWpQGMjw1keWtiTwfHZT4GaLU3xiVQcaoJijXhZqiMcIMzVFmaCEsd8SYojfRAkMHrDGaSmBOt8FMph0OSnqofDesFLrjWLk31qv9sVkXhM3aYGxUh+B0QzTONibhTH0KztanEpyzCMwFhOdCwnMxLjaW4FJTOS61VOFyK+GnvQmXO9pxqbMHV7qGcLV7kiA9ixs9S7jes05d4/wtQvNdQvMLuNzzNVzs+QbO9X4Hp7q/j83uf8eJnh/hRP+PsTXyc5yZeBnnZn+F80u/wIXlX+LykV/j6hpB+cQfcGXjz7iyRVje+itB+Q2c3Xwbp7bexcnN97G58QE2Nj7ExpZKJ059hPXTH+M4yzVFnD79CdYJzCdO/w0bp6iTf8PmlugTHN/iOpuij3F0/SMcOfYhlo98gKWV9wjT72Jp+R0sHXobBw+9g4Mr7+DQkfewsvomVlb+gNUjv8Xa6q+xtvK/OLb0Y6zOfh+rE9/CoaF/wnIvO9gttzBdfREjxafRn7OO3owVDGQdxED2HMtZahK96SPoTOlFc2I7amNbUBJej6yAKiR5lSPCuZjvTS6cTDNhti8N+vsO8H1OgY5+MnQMkqBlkMB3OBpaepFUOLR1g6Cr48P31gOG2u4w1HGGiVg+93sjxD8M6QnxqCo8wLYoGzNDeTg2X4RTR4pw+WQpbl+swLPXKvH8zQq8eLsGL9xoxPPXm1m2sBQ149mrTXjmcgPuXKp/oItNVCNuXazH7fP1uHW6DrdO1uHmyQZcO1nP51aHSwTmCxu1OHu8GmfWqnBaoPlwJU4uleL4TAGOTmTj6HAODvVlYrElGdM1URgvDsFQli96k93Rm+DBd9qL8kNXEtvqhGA0xgWhJjqA98sX+cHehGcvpBKeE1zdEO7gzN+aM++dGzytPOFiJuDsxb6EB/tWbuyjOMOQUGygpQrwpXK1dlXGK+sRgNXzEjlbGcMs64iLNut1BKK5rVietQjMIm0BZwK0noYH9LW5fx7D1JDwbOwKOysveDkHItg/FLExkcjKSEJJUTrhOJ2QnIaW2jR0NqQrXkyttUlo4H9QXUUiqkoSUEpwLsuLQTnBuSwjBKWpASgTcI5zQ2GkE+HZFomeFgi1N4anOf+/9bVgvGcP+2Q7sevJpxVo/jyrs0htZVZD9AM9Qv09PEvEbbE8S8Cw7ZZncd2Wj5SSRUCV7/nT0bbV8CylGp4fjHt+HA9/6UsKPIvrtqYW+x/WNvD0C0RsSjryymtRx7ala+IghpY2MLZyFtPH7wUNW7+BcQFcJWWVRNm+qICyGqJ7l04r5ejRS5iUMcyUwLOkuBpavUJAvoyeQwTog+cIz+cIWOcV9a1cJvhexRABanT9JoH4NiY2CVXU1MlnFJCelsjbEr371HP3NbX1HMZPPADn/pXrSnTszuWrhOaraCY0N8xeRt3UJVQRmksGTqGgexPZbWvIbFlTrMoptatIqj6ChMrDiCtfRmzpMiILFxCaO4OgzEkEEJAD0icQkDEJPwHkAwTg5DF4iUt2opSE52QB5TF4i5U5lnWx6pIQzPK+YiYIfZOK1Vkk82qA/TwJvArECuiqYValYXhED8M3cRTBaZMKJEdLxO3CJcQXLykQLfAsUB2cRsgnxMv6ypjle/tU71ckdWpwVsG5aloBacnvHMFpsTJHiOWZwEx4dgghWAYPwDa4F27cd1DGDBIrDiOvfR0VQyfRMn8Rfas3MbEhoPw1LJz9GuYI0eIxMH/6eULzXQWc5zZvYOo435OjfK8Iy8PLlzC4eEFJkzawdAZ9c6fRMXUKDYMbKGlbRWbVQURmidt6OxyCGmATQEgOJBwHNsKGsGzjX4/9Ac2E6NZtIiwSSG0DCMaBhM0AAmagiNcQQBimHAMIxKwXOcq8P6/Rf1ABZwcBZ3+B5yHuo59lH+yDqJA+3os+3tc+eEf1ISCyB+ERXUiI6kRWTDeKCdJV8QTluA60xHWiI7YTnbEd6IxuQ2tUK+ojWlEdRYjmukUE58zoXsSH9SI0qAfe/p1w8u4gPLfCSsY5+3XBgkBtJVDtT1Am3AsofzYC9/bpB+AsdZ2QAGESLOxTAcPEbVgtNTx/FppFux9/RHHlljpxOVYsz4RJBR4JPQKtArNiTVS5REteZhVEaz/1pALNO79EaHxYBdDaTwkgiZu3ALRqHLJsI/sQCJZx1AKjqhRWuwmRAuKyjViNBYDFwq2CZ4FfBYDvAbRMS70sF0iXY6mtz2p4lvNSuXyrLKHiti1uywLrAnNyXQLIangWyfx2wFZDtMyrxzyLq7aDsa7ixitj/GRMr+xfzl2TAC0WZzVAyz2V+6wtHxn2PoiqLSAp0Ky/+1GlFCu0WJ4FquWDglieHcz14CTu2wQ1JzNtQhyhWkSIlkjVAtiSOsuKAC1gLoHD1PC887EvYOfjD2Mvn494HOjx/IzY0Rbru9xrAXQbArPkfhYgFvAUy7gO74GkuBI3b0lxZW6oCWtCo52ZHiw5bcFnJdAuLuMCz86Ebz8nC0T6OiLcxwmSYstSooDLfeP1yL2VjxL376vAM5+deASIm7viVr/7EZhpP6bArJetgZLXWuBZAprJ2GwzvR0w0nocVvv2KHmnI4PdER7oCm/CsY2pDkwEygnPEgxNrkWJ4k149nOxRJi3HcK9CbMS2CvASYFoiZItEbMF2J3M9yI6wA45SQEoTAtF/oFgJU2WROEWeLblPbLhNVvxXiipynjtdrxue3kuNkYKPLtREoHcz8lUgXMB6Eif/YpLuFi2QwjiySEOyI71QH6iD8E4WImY3VmdRoiOR268F2L9rBDkbIAwDxOua4/CZD/FQt1fl6aAc2tpjCIFoDvzMNNXjOneYnTXHkDBAV8FnKP8LFGVH435kQYsjzVgbqAME135GG7NQF9jMgbbDmB6IAf9hOa6Enb4qiMwPZiH+bFizI0U4+hiHa6d68PVc124fqEX18734sxmC05vtOLK+X585flFfOebJ/Dl55fYQW/A2HAWujvYuaqNQklJJDKyQpCY7IO4BC9ExbgSjp0UBQbbwi/AGj68RgnW5eZuChc3YyVol4OjKQFZlfrJZr8xrKz3EZIlgrURSxNF5uYmhGQTwrEp1GOJlXHIEnzrU5K6By7UiiRStWI5JggTeA0JrkYy1ljyIhN8VdAsIEw4ZsdLgFgNziIjA5X7n3TIjLh/sWqoJCB9L1o2O2om3KexAs9aikwpE84bCQATrKUjJ+Cso6erSFtXh7pXyryenlKKBVpLxglqaxE22K5o7lUCDko+fkMN8dqQwI3s0OnshaUO2yNJ+aTH9sJAE/aGbJfYFjiZacDNShte+/Xga6sLfzsCsaMBQqkwB31EORsizsUQCW77CMVGipLd9+GAlzFSvfYRjo2QzjLL2wg5VIHAcYARygINUBFkiCpJCxW6D/WhxmgM24fWcBN0RpmjO8ZSUW+sFQYTbDCUuB/DyfsxnuqA6SxnLOa64WC+B5YLPHG40Bsrpb6UP1bLArFWFYb1mmhs1McToFOoTJxqLMKZ5kqWtTjZ0IDTja0429SLsw1DONcwivNNYzjfMoELLdO42DqPC23LON++ivOd67jQdRIXuy/iUs9VQvJNXOh+Eee6voOznf+G053/gVOd/4mtzp9gs+vnWO/+JY50/RKHu36B5Z5f4lD/r7Ey8jscnfwT1uf+jI3lV7C58lecOvo6zq6/ibMbb+HcyXeo93CawLx18gOcOPkRjgvsnvgIq+t/wxGxHK99hOXjH+HQiU+wvPE3HGS5tP4x9SGWTnzI+vexQh0lbB/fJHBvfoitrfewdfoNnDz9Ok6ffhOnTr2Jrc3XsL7+Co4f/xOOH/sD1o7+nvqdovW13+LE+u+wsf4yTh7/Kc6c+C+e349wbv3fcGb1mzh58CWcnLuLE+PXsDZ4Disd61iqW8ZUyQxGckbQn96NvvRmAnMdp2sxkFmDwYwK9KQWoy0pF/WxGSgLTyEIxiPZK5bvThQCrILhbBwIM4NAGOgFQ083GLp6QQSUYGjrBEJDy59w4kN5QVsspFquylhbI20HRcYGzrC19oa/dyiSY+NRmiMWziyMdOfg4FQh1g4W48x6OS6fqcKNSzW4fa0ed2824e61Fty9Ql1uITATkC81ErAbqDpcP1uFa2cqFF09Xa5IAPzyVjGunCjBFe7vynoFLrI8z/LMWjlOiY5VYmulEieWy3B8sQzH5kqwMlmAQ8N5ONhTgIXWfEzXp2OiPB6jheEYyPJHX4on+pM80JdEeKa6kiSfsx/vlTdqonxQHCpWZ0/F6pzg5oJIBxeCswPcTe3hbOrMPoM7/8fd+X9CcNbzVCzOurudoU9INtDyUsBYQFl7lwqWBYBVQO32d9KWkttpie6B8wN4Vo2LNtBxY9vkDjMjN1iYuMHBhvDsEohAv2BER4UjIy0BRfkHUFF0gACdjMaqFLTUJKOlKgF15TGoLolCZTGBuSgGxXmStiocRRnBKEz1RxHBuZj3ojDGGXnh9sgiPCd7WyPc0YTwrAc7PU2Y7N0L3ad3YdcTKngWcN4Oz38Py5/VI9Q/hmdtCUommQPuwbNa6mjb28c6b7c+fxaeVdbnJxVL9yNf+gIee/RLSkAyyc/v6eOLmCT+DkorUNHSjdbhWfTNHsPQwZMYX72ASYKtBAITeBZJBG2xQAtAixV6OzwLXAs4C3BPEriVwGFrNxQ47j9yBb2HLxGaL9xXzyGC1sqVbQB9C2MnbhOi72ByS6UpRQLSn4bnsfVnMHT0lgLOPctX0LFwAc2z51A3cR5VYxdRPnKO0Hwa+YTmzNY1pDYSlKsPIaHqEOIIezFly4plObxwEWEFCwjPnUcoYVTSS/kRlGXcsshX3LFTJgnKE/BOnICnuGKLVTmBdYmTBGcCNCXArEBzjMCySh7Royp9DiCrQfb/m0YUUPcjuMvY6rDMGUTxvGPyFxBL8I8tWLoPz4EHCOyxI3CPUo1Rlm0/u7/7oEyIVk/fh+h7kbZV8DygskDfszzbE6Btg/vgzP36p84grvQwsprXUdJ7CvVTF9C5fJ3Pk89p858wc/KfCNLPY2Kdz3HjNqZPXMP0+mXqEqaOXcD4yjkMHzyNwfmTGJzdwsDcBnpnj6Nr6jjaRo+jru8ICpuWkF4+h4hMcdvuhmMIwTigieDcAtugNoI0odC/RQFlSfMk0aptAwiRIn8CpALNfYRugnEQwTiIYEzZBw7BkXImTDtRjgEi1lEKQAfIOiPKenZcZicAHdjP48q+euES0gNPQm9AWA8iQzqREtaFvKhulEd3ojayHU0E5HaqJ7IDPeEsw1rQGdaGtoh2AnQ7qgjcJdE9yInuY9+8H5Gh/fAL7IErgVks5PtZ2hL2bQJ6eF3dCjyrIXm7a/Y/kqyjyv2ssjhvh2glVZVa6sBgEnlbg43QZ7WHjdNuNlK7H31IgVh1BGrVWGWV27bkM9YQlxYCtkgdbXsPt9v18EPYzcZnzyOPQJONow6hWuBZFQ376fvALQAl7s4W7PgJfIplWwJNCfAK+Mp62+FcAlCp01RJwDBVNGeBeTWcq1zF1WOe1dtJtG2V+/nTPJ4KGtXwrB7nrHbZVn8oELj8R/CsRKwmRMp4ZxcLQ0X2+3Rhri25jZ+CNoFfxjsLQCvW58cIsE+KhZ/nsVtlYRZ4lvMQWBZwlrHP6jHPangWMJbAYSIngVRzTktQLMPdCkCLm6UAtkCt5G825TUprtu7eKwdjygAvecpPtOdKnf97fBswetTn4OAt2JVNmKnX8ZLcj1tPmMDzZ2Ead4rAqO1RM01MyCcaiv3Rj4gSNomJx5b5GVrimC3/YRURwKrtWIVl+uQ+yb3Wbl/2vLRg/eV90n1EUb1QUWej/6uh7Fv75d4bTsUV+kAF3MlkrePk7li3TXT57u75xEYaDwOOws9+HvaIjTAGQGednAkaFmI94I+75vRXkgEcrHMO1kSHBwlFZWtArRRklLKV/IxOyKSQC2ga2+yh3C8E37OxgowF6WHoTQrEumxXoj0s4OnrQQN04CVXDPfU7lua8mtzftvxXpHKxlbLSnFjCERyD0dTODL/cq5h3raENhtlSBiMYTztCh3ZMV7UJ7sdASgoSQejaUJKMsKRTZhM4ZwKYG/wrxMER+8H+kxbihLD1TGOXdXEVALIlCTE6wA9GBTOia78wjPRQTwZOSn+CA20FrZRyHBvLcxl9BcgqGWLAxwXYHnsY4szPTnYnm8FJM9meiqi0F7VSQGW1II1AU4OFaBgxPlWJ0rx+m1Jty6OISX7sziq88u4M7VcXZm23HsUC2euTGDl54/hPXVJnS1JqAk3xupSQ6ICHdEQKAjfHnffHjNHp5WhGMLJf2Tk5MZ7B2MYWcvgbokkrWB4mYtkrHGZub7cD9itRLsRSUB5X1KqiaVjIyM2Snap0hgV2X5/XupYPjBvECxWmIJVgG0CpQ/b53P1sk24g6oL6mhKD2JZG0guZIl5ZOGkiN5H6cll/s+tmkiY21KpgnRBgaqdFBiHREriTYBWNI96XIdCeAlOZG1NXYqknl9/kb28fdirrMDNmxz9hvshR1/r458z134/nnw9+VJ+VjowN9KD8G8pxH2JoiWIRSuJohxM0S8pzGSfEyRQh3wMUO6nznSOJ3hbYIsXzPk+pkh398chQEqFQWaoiRAZEJQNkE55yuDTVETbIb6EHNCshmaw83RFmmJjmhrdEfboCdmP/pjbTAYtx+jCQ4YS3JSKcUZkwfcMJ3hjYXcICzlB2O5KBwrJZE4UhpNWI7BakUCjlYnYbUmBcfq0rBWn4X1hgIcbyzFiaY6bLW141R7PzWOrdZZbDQvYrPlMLbY+dhsPIWTzedwqvUCTrdd4jpXqGs41XGbUPwcTnZ8GVsd/8Tymyy/Q30XJzp+iGMd/039L452/JIQ+Wsc6voNlrt+j4WuP2CG5VT3bzHW+xtMDPwa06O/xdzU77E4+woOL72DlUPv4eiRD7B27EMcJ/we3yAsU0c3PsQqgfmQADGXza++j9mVDzG98gEmuc3E8rsYP/QuJg6/h8mVdzG1+h6mV9/m8jcwt/oat3mNoP0a4fl1bG4RmE+9ggvnfoeL51/G5fO/VnTx7K9w7vTPcfbUf+PM5n9R/4nTmz/EmY1/x7nNH+D8yX/HhZPfw+XT38b1M9/AzbP/gptnvoprm3dx+dhVXD58Fhfm13Fq/BCO907jcNMAFiraMZFXh8H0YioH/WkZ6E9NxUD6ASoRvamx6EyJQlNcKCrDA/mu+CDNywtxLu4ItnGEm4kdLPUIxDqSO9hVsW4a6HpCT8cTOtoe0NQg/Gk48912hL6WE38TzvzvcYIJtU/fBTaWPvDxCENseBxy0pJRV5aBnqZsTA0W4uB0MdYOleHUeg2vrQGXzjbj2oUWXD9fhxvnqgnIVYTjCsJxGS5ullDFOLdegDPHcxSdXssmFGdhazUDW0cycOZIDs4eyacKcZraOlKEE4eLcfxwmXKco4sVWGG7d3i6AocmyrA4Uoz5vmLMtlVhsq4Ko2WFGCxIRX92DHrTggjM3uiJd0d3nBs6xYU71hWNUW6oDndBeYiLEiwszdMZCS4OiLSzQ6CVLe+XDWz1rGCtZ8v75sj/ft4H3jcjLQ8FmrV3uSiArK/pRSj24H+wALRKqlzN6jHMn5a2lBqehGePfwDPfDZazjAxcIWFsRuszAjP+73g6eyHAN9AhIcFKzmeszJiUcjrKyuIQU1pHJ9HDGqLI1BRGIryglCU5kegJC+C64SjIDMEBfxvKkoLQGmqL0oPEKDj3VAQ4ahYng/4WiPK2QzeFvqw19eGqcZe6O3YgT3/wPL8fwfoR6j/MzxLu/p58Kx2196u7dZndcCw7emqZMzzI1/6IuGZfbc97DOZm8HN0wtRCUlILyxBcX0bGvsm0D11GP0LJzBCsBkn2I4fVaWiUgcNUwcEUwcFk8BhEkRse8oqGfM6s/kgtdTI0RtKHt++5UvoPXhRUfeijHvm9pKT+Qj3e+wmxo/fVrZR53lWBRB7TgkUJpG2Z7aeVTQhLttHCM/LV9E5dx5N41uoHtxAWf9JFHafRG7bOjKbjiK1fgWJFcuILSEg580qCs2hxLU5c1qBZVFw+gyBdAp+yQLFKouylALIvklTKlCOV8krjiAdP6WSYk2+Z1mmxO1arc8C83apI1t/nv4ugNd9jcA3bkwJGBacMqEEDYsmKMfmzSMuf06Jth2Xv6RE4g4kYHtFS9AwVbTtz+5LfSwlcNi2aQkopo7I7Rw6oBr3HNZ/r6QI1U5hI4pcI8cI8tOIKjiE1NrjyO/YQuXIOTTN8Zks3UDfinzguIuBI5Kf+yokZ/j42nmMrZ7E2MoGxpaPY2RpDUNzR9E/fRS9k6vUCnomDqJj5CCa+hdR1T6PvJoppBSOIyJ9CL7xvTw2ATmwleDMMqgT+wOpAIFmFTDbiZWZgKsGZvtAAWYB52E4Bo8ocggSKOa0wHPQEOF5UJEKoGUbESGay1TTD6QC8D64EqC9QvoQEEx4DupCcnAn8sK7UUEoriMsN0e0oYNlN0G5m9DcHUJ4DmUdYbo5ogN1kVw3uh+5UYNIjhxAJJ9VAAHancDsGKCCfjseR6Rcj5/KLVs97lmm1S7bD2BZ5bYtejAuWgXNEnXb8l7O5/8jPKtzP6sl9QpAP/YlQuijCjwrlkNNldu0wLNEsBZgVkEzGxiuK+AsEouzBhtDAWeR9pMEJO5Xb4cKoAWa1NGY1VZkkUxLkCl1ZG0VWKkkECywLNCs1nZ4Ntgt0K2WavsHUsGznLd8ABD4U4+7FWCW61N/IFCPd/4sOKvhWbYVy6s1ZUvodDTVU+DZ0dQAVtJ55jXoKtbnR+8DtGLNf0KswY9y2WO81qcIraoo0wKw4qotEC3wLBKLtMCzQKAAtA3lSHB2ZkdZDc/WBrsI0GrrtL4C0DImWVy31fCsjH0mmO7lfdfiM1eClrFzLtZ31T2Qsdw7eT2qDwJiYRZ41iE8a4rlX6z1XFeidFsZCaQbKJAux5Hzc+QxnSkH1glAe9oYE3pt4O9qo1jM5brknj54f8R7QQXPAtHyDqifkf7ORxV4ttJ/Cq5WYsk25b4s4O1orlh0LfcRMnbzfXv6izzHp+FEUA3wYqfEyx6u+00UoBV4Nr/3QWC/scCzLiStV6jnfkgqrSiCc6SAtI89YvydCLb28LA1IEDvhvt+HWWstbhvC0BnJ/ohLshJce92MNGCpCOz5vO1NtSCJZ+bsR7vncCMRBN2soAXIV0s0M5WfBammnCz0VOuQRREgIwNtEcqO1dZ8V7IjPMkLHujNJMdEio3yRcZMe6EbAseTw/+zvoI9SAABdggM9oVzUUxaCuJQ21eGEoO+CgpqAab07A4XIa5/hL0NaZxP4E8XxuEe5kjM94XrZVp6K3PRFtFPBWHvoYDGO/KxtJoKdbmCSaHWrA6w05hRzo6qmII2KkKiE/3FmB+iACzUI2tlUZ2SDvx4o15fOvLx/CVZw7i9PEuHF9uYue0G+e3BnFwphoNlZHISfeGt5cl9tsawdraELa2xpQq5ZOlpYCyASwsxJVa3KplbLG4WatkZiY5kM0IyyqrskCyoaGMWdsuFTCLBKCN7rlTb4ffB/p7+BUJMG+X1G3f7sE6AtcPZKC4XAssa0PPUBu6hGZdA03o6mlAR2+vkrrJUHcPjHQlrgDbIxmyIAG4+M4rJd97fbYL+lqUDFfQEi8K+ZClinFgqs1S8wmYaj0GS50nCMs74bBvF1xNd8HLYhcC92shzEEXEXw3op30CS9GSHQzRoq7MVIJyBnepgRhCxTy+ZeG2KE42AqFBN6SMAuUhluiNNQCJYTf8lBLduzNUUYgLg8xQyWnq7isOswSNVRtqBnqQkxRz7KBagy3QEu4NVoj96MjyhbdMfbojXVEf7wLhhPcMZrsSUj2IiT7YDrVD3PpAZjPDMZMRihmM8MxnxON+bwELBQcwFJhBg6W5GC5rAArFSVYqSrHal011pobsNbahPWOdmx29WKze4iawGbfPE4PHqNO4lT/eWz1XcVm702c6L6D4x0v4mjr13Cs/ZtY6/gWjnd+m/oOp/+VYPw9rHX+O+H4P7Ha/hMcafsZ9QustPwSB9texnzn7zBDTXf8AZMdf8ZE51/4G3gVQ52vYqD7r+jtfgXdvX9Gz8Af0D/2RwxN/Qmj069hfEaCdn2EmcWPMStji498TH2E+aMfYZZAPb1CSD70DkaX3sbQwpsYnHsTA7NvYHCe5dwb6J9/HQMLr2Fo6XWMLL+B8cOvEqb/jLkjf8DBY3/A6sYfsLH1e5w+/QeC88u4dumnuHn5P3Hr6n/h9tUf4dblH+LmpX/DjYv/imvnv0n9M66c+yqunn0J18++iOvnqPPP4dbFZ3H30jN49vJtPHvxKu6cOYubG+u4vraCG6uLuDQ/jlPDPbxfjThUX4ap4hwMZydjLCcJo1lxGEqLwmBqGAZSCYjJfuhM9EFTrCcqw1wJz47IYHub6GKLMBtLeJuaw87AGha69nx37fgu28NY1xFGes6Ka7aetjOB2kWRzO/TdSE4E+J0XAjcTrA084S7czDCA6OQmhCH8vxUtFVnYqA9B5P9eVicLMbqUiXWV+qwcawBp9cb2f5U4NRaMU4eLcLmSj5OHMrF8YPZWFvKYpnDtonzSzk4tpiNowtZWF3IxNE51s8XYX2hDOvz5WzbqnCM7duRhVocmmvA0kwTFiaaMTfairnhNsz2t2OqpxXj7a0Yq+/BcHk3+vPq0J2ej87kFLTHR6A12o+/DTe0hDmjKcyBvxcHVLONL+V/SIHPfmS42SDJ0QbRtlYIsbaCr5kVnAwtYKVtCXPt/exP2LNtcIT+Xt4fsTZrekCP4Kxys/57eP7s/HZpScntNLm95jZ41lIs066EaD4LLScFni1N3GFtLvDsQXj2hb+PL0KC/REXHYIDyeFsx8NRnBuJSiXKdgSqCM1lecEoFeXz/4cAXZgbgaLsMJTmhKA8OxhVOcGoyQ5CJSFaXLfzwx2Q5m+DGFdz+FqybySp6zQ0YLBzJzSeehpP30tVpYbn7dZntfv25+nRRwm0j3zpPjxvDxomY57/b/C8Peq2Gp7V6arU8Pwk4f7RRx/Dw196GI/IOGsebzf7lvuM98HRxQWh0dE4kJOHwppGNPSOEJ4PYXBxExNHLmFq7QYmRes3FanzPQtAS+RtdYRtqVPD89SJWyp43noGkyee+Tt47lm6gO6F8+icP6tI5gfEdXdV3L1V8CwSeJbI25Lnef70i/fhWaJtb4fn9pmzqBteR1nvGvLajyO9/iiSKg8ivmwBcTJ+WQJ85c4iIG0CAanj8D8wQRGKkyXIl4xZ5nzyFPyTWCdjluNG4UNI9YknPMdzuYxXJjSLvOOoWIHme1KgeUqRZ7TA86QCx55RE/fdoz9X94D186RKTfV5GuXxBKCHEUiADkubQlT2rALPCYULSCxaRvy9gGEBiaM8h0G434dn1b7VgPyPdD+VVYjMy3QfgbkPLgRpsUa7hI3CNWwcLuETcIkYhxfvR2jmIuJLV5DesIaCrpMoHzqHmtGzaJo6j/a5C3zGZ9C9eApDK6cwemQDw8tHMbR4CEPzyxiaWUT/5AL6xhbQMzKPntEZdI1Moq1/AvX8z6xoHkdO5TCS8voRmd7P6+rjNXXDIbgL9kEEzKAegnQPgVklB4KnA0HTMaifkDwI5xABZoFggnEwwZ/gLJJpgWmne+DsqBbB2UFcugNVEldtkUTdtvXjtD/r/QnYLJ39++DJYwXwmBGE9mTCfF5IF8rDu9BAgG4hIHdQ3ZGEZ1F4m2J5bidUCzzXEp7LCM850YNIIjxH8Fn5h/XDI7if58TrEHi+ZzUXl3O7e2OaBYjVAK0e36yuEz3I8Szpq5pg7lJPNcDMuV6RqVPd58OzQLPAs8CyOoWVuk7gWaymEgBLAFPtbivjh8U1WRnf+7QqONcDgFZZn0UCzNpsID+lp0QqN241QAv87tNQBQBTWSTlGA8AWi2ZV1uczXQ0lFLgWW2pVgG0gLRacp6qsdiqyN0qV3AZZysgLPAsACnTAnbbrc9qC7RAtNpqKiB9H57F+izWYSWIlBbhSgBSn1CrGvtsQPjU3cVrJbhKqir1GHINcVknJBrueYz7eloBZ5EArFicRWq3bcUifA+grSkHM21IsDB7E8378Cw5lWW5gLPKpVoVdVubsLr3aQkY9jnwzPutyt0tFmhVpGsBTvkgIBZmgWWBZw3eK2356MBpidRtRkjYb6JLkNfl+lyX56i2vtsba1NacLEwgI+DueIq7WpjwOuQd+1h6Oz4knJvZfyz6jmrnqM8e3k+qnRkjxMgHiM8E4xlPKa9kQKunvYS3dtIcZM20uI7u+MhdjAehxWP585j+RDU3WxNCctiERd3fNUHARujPYo7uSchLsjVCtE+DorVOczDBhGUWJ4jvG3h52wKF0stOFtqKMHKxH1bcj1Lyqq4IEeCrJkS6Vzg2UJnj5LnXKzc6ijk4rot8OztbAkPBzMFnm0I+nYWGoRpA3jsN1COEe1nj5RwV+QSyvOS/JEV562UoowYTySzExbuRXi214e3nS78HA0Q7mmBlFBHVKQFoUnShrCzkhvnisIkNyUA2NJIBQ5P1mCGAN1amYj0GFeEeZrhQJQHGkqS0FmdgubSaEUCz9O9+Tg6W4tzx7rw7KUZPHdpFieX2zHSkolObt9VlYR2wvZ0TwEOj1fh4Gg55gdLsLHUhqtbo7i0MYKtwz2YH6nCFI95ZLaZHdR2jPcWo6EiGbFRPnBxsSII6xCCtQnFkv5JoFkiWEv6J3GRVrk5qwBXNd7YkHAsrnUCxlKqxqmpJMsUd2lxqRZrsrHkTpbyH1mdZb/qY6gkLtoiCdqlBO4y/D+Bs1iICcp67IhRerqa0NeV8XRiZaYEmvk70eXvRZe/f122B/r8LRnq7SQ8sy3j79dIUzX8Q7xJjDQex769j2HfnkeV99tC4FjvSdgbPAVnwyfhZbYL/pa7EWC5C8HWuxBpq4F4Zx2Csb4yvjjVWxvZgYYoCDFBcagpgdiEfziE3ggL1ESYozaCwBtpjsYoS7REW6ItzoayQmucBdoTrDgt9ebK2OOmKJbRFpw2RxO3aY20QGuUBdq4XXuMFTpibNAVux/dcXaUA3oTnNGf4IbBJE8MJntjKNkXwyn+GCVYTaaFYyYzCrNZsZjPjsdCdgqW8lJxsCADSwXZWCwswFJJGZZKq7FQWo+FslYsVnVjuXYYKw0TWG2exrG2eRzvXsZG3xGcZIfu7NhpnJu4gLNTV3F2+jbOzb2EMzNfx+mpb+Hk5PewMf4DrI/8O470/xcOdv0MS50/p36GxY7/oX6G+Xaq43+x0PErzLf9FrOtv8Nsyx8x0/xnTDX+GaMtf8Jg55/R2/EX9HT8Fd3tb6Cz7S20t76Llrb30NzxLuo730Zt1xuo63kNjYOvonXsdbRPvIPOsY/RPQ70TQGDs39jZ+YTQvLH7Nh8QCh+h3D8FnoJyz3Tb6B78nV0Tb5G/ZXzPM70nxX1zPwRfXN/5Pp/wPDS7zC18hvMrf4Sy2s/x9rmz3Hy1P/g3Nn/xuUL/4UbV76DOze+gWdufQvP3v4mnrv1L3ju5lepL+P5m8+zvIu7N27i2Ws3qOvUVeoynr1xEc/fuIAXb5zFC9e28NzFVdw5vYhbm1O4fWIMV5a7cXqiDif6SnG4NQezlUkYyY/EcGYowTkEgykBGEjxobzRm+iBzng3vjMuqGH7VOzvgBxvgpGbA+LsbRBsaQ13ExvYGe6Hta4VLLSt+X9iC2NCtLhmGxCeDXTEIi2WT0qT85IqSUOg0Q5m+o5wtvFCoLs/EkNDUXggBnUF0m6lYqAlHRO9uZgbK8LB6TIcnq0kCFfiyGIRVhbysDKXh+XpXByczMXieC7mxzg9UcL5ciyNU2OVWBqlxqqxPFaHlbEWHBntpHpwZKyPdUNcb5TbTWBmcAqTvTOY6JrDROcSxtuWMdq8jOH6gxiuWsZA8QJ6s4bQkdKI1thCNEUkoT44GHX+XqgPcEFdgCNq/e1Q6WOLYk8r5LlbIdPFGsmO1oixtUaYjTX8zG3gsm8/bPT3w0zblv/DdtDdbc//aifoEnAFnHVkfLNiLVZZmT8PlP+RNHe7QeNT4KySRNnW2s1jaAo8O8Pc2BlWZi6ws3GDh5MX/Lx9ERzsi5ioQBxICkdeZiQBORpVxdGoLY1CXWkkITqc81QJ60tjUV4ci4qiGNQUi2U6Co1UU2EEGnKCUJMmKatckSlBwzws4W9jCGcjHVjK8JNdu6Hx9I778PxZ6/P/GZ4lArcKnsX6LFG3t8OzuFaL9VmdruoBQD+A5e3wLDAtrtvbLc/bxzwr4EyAfuzhhwjV7H9yn7YOdggIC0FiZgbhuU6B575ZVdCwmbVrmNu4g9mNZxRrskDxZwFaSvUylXu3SgLRsq6As1iUBYwFkNUWZzU4dy2cU+BZbX2W9T8PntVpqkSS53n8+B3C2I378NwwegLlhOfM+hWC3CLCcwl12eMIy2aZNYVAgrP/gXH4EZRVEouyyvXah8AckEiwpvwTxuAfx/XiuM49+cbcE2FZpKSWIiR7E5B9oqcVeUep5BUpIlBTnhET/1ifC8f/N43Cg5DlGdXP8xpCMK9H4Dm+YBEppctKqqqEwoOIypz7FDyrwPmBVdmJYCmS1FWKhZmlWjIvgC3WaTmeW7jkhO6HW8iAKrUVwdktfIr7nYYrAdo9Su7pNMKzFhBXKhboI8hqXkNR1zqqBjf5XDaoY2gZX0HXzGF0z7LdmZ3hOzaN/ulJ9E2Mo3dkHD1D1MAYegaH0TkwiNaefjR0DKCicQB5Ff1Iye9FdEYfQpL74R1DoA8jVAYTmIOkFGswgVa5rgFF269H5h0DVJZlsTLftzSzzuG+lVkksKwCVlt/7lvkR2D17VLJm6DuwzpfHpMg7UR49uC6/lREQDcSA7uQE9LNvkwP6qO62SfpYv+jE51UR3SH4sLdFklwDm9FfXg7KiM6URTdiww+z/gIXltYH3xCeuEW3MfzUh1X8k3b+XfzeDzuNndsgWVJU7U9v/OnobmZwCzg3HgfmsXiLBIL9BcM2MCI9HeLdv6d9XkvGyO1BJxVlueHFAuzwKXAprg8q3L4CsyqLMMC0DK+WFMsq4+JVNZnzSfE4vwUdJ56IC0CtToat3pcsoCx4e4dCjRLDmmxSApUqaH48+BZLVWeZ7WVWtZ9ANBqAJd9iLu2nK/AswSvko6tQKNck4CxzMs1CuCpAVrV+X0QOGw7PCsAzW0t2GlWAbQEDtOHreQ01Jexx7zXAoa8V3o8B3V0cx2ei1ie9Xc9wn1LBHNV8DCReloAUKQGa7FOK+7bJoR0Uy04EqLF+ryfAC1Ru2Ws+H7Cir25vmIVNuO56e3lc73ntr2X8K6GZzkPeQf2qa396mvS3/MpeNbe8xQ0doj1+jH+uYsl+wnFYm1pqK24b1voa3DbnTDVEpfSvQo8i/XZlfAs7ts+zuaEXhMlIJnKqv+I6p7KOGpx1eezkw8gxvzDM+SzkmcoHzVMNB9XxiA7mGoo0Olltw8elIwrlgBdFoZcX5PnQjix4H1xsDKEm70Zlxsr8GzB+yb3USz7VvqSSkeH8LwP/k5miPCyVcGzuzWCOB/saqnUhXvvR4CLKbzsDeDvYowwbytE+dsiLljGLdsr7tfu1ka83xo8b5WHhFicJQK5KUsZ/+xqR8h3NCdEmyugL5HQJY2Vk+TRttKFj4MxQr2s2UF0Rg7hOZ8d1JxEX+QSnLPjfZDEjmmkrzVCPc0R7G5CYJcPBwacN0NyqBOKk/xQmxOGiowAZEU7IifWEY0lYYol+dB4JQ6yozjSUYAKrpMQbK+4n5dmRaC5PAEt5bEE7SSMdeSww1iJ0yvtuHV2DC9cWcBXbhzC9a1xHByuwmBjFuE5Fe1lieiuSsFQYyaGm7Iw3JyN6e5izLCzPdySy47tAXTWpqGpNBG1hbFor05HT0MuGivSkJ+dgPAIXzjwXpiYiKV2LzsvmoToB5ZmGZesCtilglZxr1bcofX1WKqszALLxrIeZSTpnPi7MuJ7p5K2SnzeRoZqEN4uFSjLMjUsq4BYXKcpKfVVLtRqC7TKuqxNUBbLhQqcdfl+inT4ruqy46erpwktnT3Yy3ZDg78ZDZZalDalx3fOQHeHErTOmJLAdfLbtZLYBPv2wNlkNzzMd8PHUgNBttqIcNBBrIs+kt0MkeG9D7l+xij0l/HExqiWQFsE4WbCbEsiwTfVAp0ZNujOtEFP5n7KGgMsBzg/kGqFgQOWGDxgjiGuN0KNploqwbgmMmwxmWnPaVuMpHC9RHOCsAUGkjhN9SVYoy/eCv2J3E/SfsKxHcHJAQPJjpQzp90wfMATo2l+3EcQFYqxtFCMZ0RjKises9nJWMhLxyJBeakgDwcLCWME5SPlDVipaMHhyi6s1AzhaOMMjrUexmrbMax2nMSxnotY77uGzaFb2Bp+BidHn8OZqRdxYe5ruLz0TcLdd3H50A9w6fCPcHHlJziz/D/YWvo5thZexom5X+Po1Ms4OPJ7zPa+gumuv2C84/cYbv21oqEWKX+LkVbWEZSHmv/C9/oVDDS+iv7619DZ+Bqaml9DfcvrqG16E9WN76Ky4UNUNHyMkoZPUFj/MfLrPkJe/fvI47LCtndR0vU+O5ofoqrnE9T0fYL6gU/QNPwRmkc/RPMYgXvsLU6/jpbRV9E08grLv6KFZevIqyz/grax3xPAf4u28d8Swl+mfonOyZ+jZ+qnGJn/MSYW/wMLh/8NR9f+DZub38fZ09/H5fPfws2rX8XtGy/i7p0v44VnqLsv4MW7z+DLd2/hn56/ia8+dwUvPXsBX37mLF68fRov3tmiTuL5WxsE7RP48q3jeOHGEdy9PI/bZ8Zwc6sfN0504sKhOmxOFOHYANuOzhTM1EViqDAQvcnefCd8+Y748l0gPCcRnuMJz7FuaI/xREO4ByqC3VEc4Il8Xx+keXgiztENwfud4WXpoIChLcHQQnc//1PsYKTloLhqCzTrabkr0tdQBb7S13BlG27H/y97OFu4sH12R4yfF7JiAlGeFoYWQllXdTyfZwrGujIw1ZeF6YFczA7lY3Y4DzPDuZgezMXUQD6htxDj3SVcrwyTPfWY7G4hBLcRgrsx2dnHtmsIc73jWOqexcGuJSx3H+L0Ecx3r2Gme5Pv0BlMtJ/HaMslDDdew0j9bYzU3sVQ9V0MlN/GYOkVDBSeQl/WEXSnjqMzvhmtEQVoCoxDg18wGgN8Kd6fAFcCtDMB2hGlXg4o9HFCjpcTDrg6ItbREaH7neBl4QSHfU7sNzgqHxC0dzvwf9mJ/68uCjirSrEWb3PJvgfHWrvc/o9SwTPL7fDMOq1dkh/aAToa9jDSdYSJoT0B2gG2Vi5wd/SEv7cPQkL8EBsdhMy0aJQWxKOG/wH1FfFork5AW008Git5rZWxaKxOQkN1CmorU1BfJeOik9jux6k+0ApA54WgPtMfFQmeyA5xQCL/84IkFsg+PVjraMJ4115o7diJp596mpD6j63Pny8B6L+H5x3s90m0bYFnLS2207rayv/Jdsuzru7nw7Pa+qwe86xOV/X440/gMQL741/isR76Io/zONeXiNtW8A0MREzaAeRXVaOhZwj9MysYP3was4Tfxc27mN98FrMy7pggLZAsYCxSg7LUfRasVXCtcsUWieVZ4FggWbE8E6AFpGVaSqkXwBZoniKsi8Va7bYtgaYEntUSy/P4Gt/jw9fRs3gJbdNnUD+yjore44TnVcQWzSMofQT+KUMITJXxwWMEZZkfI+gR9sTCrECzSjJmOZAAHRQ/gUARgdk/huuJormNACJB2T96SpFfFLePnIB3hAD0DDV7TzP34HmKgCwAPXVPKpjeLnVO58+TkqLqczVGaO0nQBOyYgcQlDyKSMKzuGtLnueU0sNIKj6EmJwFBMs47dgRriuu2wLDKqvzZ+F5u7VZJPMKOPN43pJSK4LzhDqPUEJ4OOsJzx6EZ4+IGcLzpGKJltzV8jEiJGtGsfKLtT+9bgmF7YdRxraprHseVb1TqBscR8PgINpGBtA1Ro30omuIGuhDd18vOns43duNjt4ONHe2o761k/9jPSio6EF6UR/is/sQntIP/3iCPGHTgfDsQNB0DBmGcwivQwHmfpa8Nrm+IEI25Ui4dSDoSkAwp3tSBQfrgz0lwcBsFeuyamzxfv8u2Ph1qsYc+7L06VDJW2CWdQRoe1+B5354+g8QnvvuwXM324gulEV0oy66B43RnWiJ7UJrrJQdaIppR1N0OxojW1Eb0YZywnVBdB/SYgYQF8XnGdYLj6BuuMkHAZ6DtRcB2bNNOfZ2cBZrs1iYBZDNnAWOG++D82fzP1tLiqt745zVkbYlZdUXJNCMSKBOJFAn+Z21ntoO0JQAsNoaTfDS3akCSoFLASYB6H0aAqwyHlkV/Os+PLORk7HOO9ng7HlYrNCyjkCruOcSIMXafQ+cBaLFWq3xhAQVkzGvYgHeqYCdlPq7CZoSUGqHOt2UgJfAiwD2HsXqLJAt9apzUKXHUrmFP4BnkTp6twCaIUHamNAn2qcA8oMo2wJ4qvHHqsBdaoDeDs/KRwTKUgCa98JSdzdsCJ1ifbYnQO9nR18+AghAy7UYyfXIfaf0CY7ixqkODiYAL9ZlAWQp1VJbUKWUZcq4Z2NNxeosQOhIiFbBs6qTLuAo434dCK8ydtmI5yrWZ82neX95bzSeFngWcJfjyzmprl+uST4EiMVacdsmFIvbqc4egW8VPGs8/Sj2PPkwt32SYC7rafGctHlsLd6/p5SPCHY8vr24j5tKEDEDeDoQRimbfXv5HB+5D8/y0UXuidwfM13CM5+jwZ578ExAN9r7KMx1noCdiQbcbQyVCNae9qaEY0NCqraSa1pcswVaJcK2nYU+nAnOzlZGigVe7oU8t31aT8KcECMWY0+CreK67WGtuGuHEJp97QinBNpwwrOklpIxyYFuBGoPC8V1WyQAHRvoqIyVDnC2hBMB0Jr3x1Rnl5K2Sw3P4i7uIBG3eZ4C0JIz28lKj89EQ7F+OxGi5UOAr5OJAuSpMe7IiPdCdpIvClKDkBHnhXAfS/g46vP4pjy2NUIIzb7OBggiSCeGOKI42R+VGcGKy3ZurAuKUjwIr+GqAGDNaYToPHYgC9HGDk0e95sc7oqMWC9U50WgpSyO62RifrAUq9P1uLDWh+evzOPFK4u4c3YGJw92YaqrCD3VaegsP4D20iTUZkco1u7y1EA05EcRplPRUXFASUuSl8Bz5zkXJAegOC0E+SxLMyLQVJ6BqlICdF4SkhJD4ONtBzNTAVE+E8KuqbEqt7HKEszODWHZUF+svfdAWp3zWBGXGRFoDdkR4rtmIKnP+H4KjOsb7oKegWg3gVfzHghvlzb3y20Ekgm8+vck45L1JIcxS1125PR0dO5JW5nXJiRrsU2RdQ3EykxQ1hUvDK2dSqnL567D36M23z9dSk+fvyUD/pYoE8pyH3+HJntgL7mQrbXhY6+PINd9quBvvubICTRHfrAlSiOsUR1ji8YER7QRUrsOOKE31QGDaQ4Yy3DEVLYTZnKdMJvriLlSV8xXu2Oxhqp2w0KlM+YrHLFU5YTFcnvMF+/HYuF+wquNomXqEOcPFdhRDkrap6U8e8wQuMcJ1aMHrDB2YD9LOwyn2GGIwDyU7MBpJ0K3K0HZG8Np/hhKC8RwejBGMyIxnhWLCYLyZE46pvOyMZNfiLmiMiyWVGGZoHy4shlHqrtxrH4MJ5pmsNG6hI2OI9joXsdW31mcGr6OU2PPYWvsy9gY/WdsjH8Lm1Pfx6mZ/8CZuf/EOQLkheX/xuUjv8DVYy/j6tqvcXntN7i49nucO/YnnDzyJ5w4/CccX34VR5dew/LsK5gbfwPjA+9hqOcd9La9io7GP6Kj4U+E4z+hq+kv6G7+K7qbXkUXYbmzgap/Ax11b6Kx/k2U1b2Bkrq3UVT7HgqrP2InGMitBDLLgQPFf0NSyd+QWPIxkso+RErVR0it+xgZjR8jq/ED5Da/j/zWd1HU/g6h+k2Udr1G/RllnX9ARdfvUdX9W9T2/B51fb9Hff/v0dD/GzQN/C+aB3+GluGfEah/itah/6S+j7bBb6Fr+GsYGH8JU7MvYvnQl7G+9mWc3nwJF88+h1vXb+OZm9fx7J0bePHZ63jpuav4yvOXqHOE51P4ynME5LvHCMwreOHWIbxwexnP3z6IZ24s4O6Nedy9OYs71yZx4+IgrpzqxOWNZlw6Xo+TiyU4OpaJw/0pONiZgKm6MAwW+mLggB+GkoL4PgRh5EAABpN80BPrjvYIZ/TE+6It2hf14X6oDQ1EZUgoCv2DkenpjxQPX0Q5eSDA2kkJhuW4z57/hw78X5HxvI5s712xT8cDxpSJnidM9XxgqusJK31HOJk4wtvGBSFOboj18UAm91+aHIyGvCi2Q/Hoqz2AYbZdo205GGvPxVhnEQZbi9HXUorepjL0Nlahp6EW3XVN6K5pQ3/9IPrrxtFXM42+6gUM1h7GSMMaJpo2MdV4AdONVzHTdANTTbdZ9xzGml7CSOPXMNzwbQzUfRf91T/AQNV/YqDyxxgo+2/0FP0IfYVfR3/BM+jPvYS+zOPoPTCBjthGtIbmoDkoFm3BoWgLDUBbmB+aQ73REOSFukBP3idfVIT6IN/fE6ke7oh2coeftasSLMzG0IX/pfIBQSzNLorVWU/ctcX6TOi9D8+sk/HMMnZZUwB5l+ungFlLmVdpL8F7924XFUCrXbgFqHc6Q2OXPeHZAfraDjDUs4OxoS2sCfKujh7w8/VFeJg/EhNCkZcdhxq28811aWipS+bvKoW/pxS01SehtS4JbQ0H0NaYiub6NK7DspYATXhuLI1Co1iec4NQn6GC5xz+byV62SDYnvBsogtrtr3Ge3YRnp/GDgWe7wUOe/JB4DA1QH+eBJ4ffljSRz2kALS4bj/JfqQantW5nsV1++/hWWVlFgk4qyNvq4FabX0WifX5ySef4v55LuzLPsy+7JNi8NHRgIWNBbz8/RCVkqwEDavtJMhMLWN0+RRmj1/DAkF2ngAt8KwCaJWVeTs8i9SWZnW9Cp6vE5xvULfuu24LQKvHPYsbd/+hKwo4q9221fAs4KyWAPTCmeexePYlLJ17ifPPK+7dYnXumJXxzidRPbCG8p41FLZtIrn8MEIzJxBwYBRBqeMISBklJA8TmseV/Me+CROKC7ZXzAQ8CYhe0aMIEIAmNAfGTiJAYJCg6kPg9A4fhi9hUgDaP5rLFHieYN0YvMIJmIrFWQXPAs6eESpwllJtjfaOkunP6HOgWa3PB2fRmALDntEDBP5BBBCewzOnEZe/SGg+eB+e4/IWEZY2A994sR4PwT18SNlerNdqgFaD8nZ3cVkm5X14jqQI3t7hg/DmMi+B53DeszDCMwHaLXQCzqGjcOE6ktdacl2HZE4hNGcCMQVjOFAxgez6SeQ1jqKkbRg1vUP8D+nnfweBcqAdbf1taOulutvQ3sGyvR3tnW1o7WpBY1sL6prbUFHXiYLKHmQU9yIhuxcRqYTMBN6DyAE4hQhAswwdgQvlFtIPV7E2E5iV6NkEYUc/Semkika9Pa2TOlq1Cph7CcvdsOF6ImvfdkX7CdD2ErxLQNqX8CzprThvT3h28CWcBwzAM5DwHNiPcIHnoB5kh/agJKIX1ZEE6KhONMR0oJkScG6IbiVQt1HtqIlqR3kMry22D+lxhGcCdFB4L8G5k9cg1u8uWBJ2zd0JvoRoSaultjgLJCtWZdcmWBKgLcXqzPWsxJVbAoNxfQkUpkrHpZbMq+sIz8aEOUWaKqgT12J9sYqKNZSgqk0I1XiKoESY3S2Rt5UAV4+yXlIJPaoEopJ0SOLiK9ZY3Z2PEry/RD1CGH70nqv3Y9j9yGPY+SUC9Je+qFihBXwNxIq8RyzdjxPMuf5T9/JKC7BzWyWYFuu0xJLN85FzUVlpCfeEdDkPHS4z0pB8wwJI4m4t7t1ibVZF5BaAV0nGN6vduD/tuq1KWSUArhp3q3ITF1gXeJN15BgCzQLcKrBWg7PArLhSC6AJ1Ao8WwpEU2J9tiO0iguzHWXJeQmOJZZZ2Vax0hKyzVivWHnv7UPZzz33bJHiok1YlnqBQDVcK0HBlMBhhFQzVbmf61oZSp5sleu2vZmkTjKALdeTVFS6u1XPR5vPTsBXidQr4rUq7tPcv/pDgCL5GKC/V3nGAvgy3lkkrueaTz8GPXF35/0S921JVyXrCkjK+6CcP8/bRkDfTAuuhEU3W0Nl7K+RJp/r0w9B88mH+PzlPZKPFarnKKBuqMl3kO+Wrlj99zzG+/2Ucl2SQ1oiWHvYG8PN3hBO1npwsNRT0lAJsMpHAltT1pkbKPdE8mDLvTDmPZN8tvt4D20kIritMbwIv/5uVgj2tFEszWJh9rTVIzBb3I+MLdG3A13NEeppzXVslGBfYfzzD/Par+Rw9ti/T/mAYa7De6ghlvgnFBddiSou47udrQ1VsjIgPBso3gJiCbci6EkubC9eR0yAPRLDnJES6YbUaE9kxvso02HelvCwFdDXJUCbI8LXRnEh93E0QBSnJep2dXY4StMCkBPnitJ0X8WaPNqeowQD660/wI5lHia7i1BfFIX0KCeksdNbTPhtLknAdE8ZtpZ7cGVzAjdOT+Pm2WlOj+Hkchdme0sUl+3WQnYEi+LRUhCDKoJzXowbsriPEnaiqzJCUMJzyIxyQawf75mXGTIiXVCRGcZzCaZC0FSWjJ6WPLQ25qC3sxT9XeXIIXw52e2DCZ+nqRHfBQKtIcFUoFlXmx0aTT3os2Mj0GtooA1jIx1CNOGa4KzPdXXZ4dLl+6anT/AlKEupS2mzXktnN+clcJeMadPnNPelJ50jwrCuFjtF9/Ihi/VYRzpVFAFZR1uDnSVNgjI7TnIOWrrQ1NBiZ5P7ZNugy/ZRj79ZAz5bA222XVqPY5/ukzDVfwoWRjv47u2EvfluPuu9fIe04euohQBHTQQ7aiDCRQvxXrpIDTBEbrgpSmKtUJ20H20HrNGXaoWhrP0Yz3PATIkLFsrcKTes1Hhjrd4Xxxt8sU5tNPlis9kXW9RmWxA22kMJoyEsA3G81QdrzR5Ya3LH8UZXru+CjXpXbNS6YaPGDZtVbtgibJ8od8HxYkccK3XGSrEzDhY4Yy7XmWDuRkD3IBx7YSDVhwpAf2oohtIjMZIZh+GMdIxkFBKUKzBdUIeZgmbMlXRgoXwA81XDmK+cwGLVLJbqDuJQwypWWo7jSOsGjnaew/rATWyNiBX5Kzg39w1C8TdxZv7bOLPwfZw++COcXPoxtpb+B6eWf4lTh3+N04d/h1Mrf8Dp1T/hzNE/4+zaX3D2xCs4t/FXnJOgWRtv4sTx13F09XUcOvwmFg++hbn5tzAx9QaGRt9Dz+Df2Hn4CI2N76C+5m3UV72L+sr30FDxvqLGiveod1Fb/hZqyt5AVdmrKC9/DYWVbyG/4m3klr+DnNL3kFX8PjKKPkRa4QdIzH0HsTlvITLzdYRlvYbwvNcRVfwWYrmPmIrXEV/1GpJqXkVq/WvIbPgLshp+h6z6XyGv4RcoqPsJiur+AyX1P0B5w7+hsuF7qG74Luobv43G5m+hufVbaG37Olrav4yWtjtobruE1vbT6O7ZwOjwBuZnt3B05Sy2TlzEhdOncOvyMTx7Y4VwfBRfffYYvvbcUfzTc4fx1ecW8dVn5vCVu1N46c4YvnxzGC/cGMTz1/vx3I1ePHuzG3dvdeLOzQ7cvNGOa5ebceFMHc5sVmNrtQzH5wtwZCQTy93JWGqKx3RlFMYLQjGaHoixtGCM8/c8zunRVF/FXb9P3PbFKh3vhc5oL7RF+qA5zJeA6INSXy/keXshzd0DcU4uCLdxQKClPbzM7QnShGMDOzgYEKgNneBk5AJXYzd4mHpyuRd8zNwRaOWOcHsvxLj6IMknAFmhoSiKjUZN2gE05mSzPSpGd3kNeqsa0VPVjO6KdrSW9qC1bBjt5ZOcnkZT0RwaC5bQXHAELYUn0FJ0ittdQEfpVfRU3CQQ38FA7QuE429goOFf2V7+G/qbf4Te5p+gp+ln6OSz66j/NfUHdNX9GV21f2Hb+ld0lL9KgP8j2gr/E23530Bn3kvozr2Onsw1dCcPoT22Aq1RKeiIDkd3rD96E0QB6IoJRGtEABojAlETHoDSID9ke3si3sUVITYq67OTiQqgTXVkvLMLIVnyNBOGlZzN7gosa+32wN7d7oRhgvAeT7ZP3goUa923Rrsp1mr93c78b3Zm2+WMPRrO2Mt9aGh4UJ7Q4DYa3FaD62vudWV768R21x5GfCZWlq5wcfaGv58nIsPdcSDJHwW5UaguJwzXJqClIQHtzYkqNSUSmvkfUZ9IYI5HY3UcaqtiUFEeiYriMFQWhKA6JxiVGX4oT/ZCSZw7ciOckORrjWAHA7iYa/B/kP0vjYehuetR7Hz6KTz5+JN46okn8bRYoB8nPLPvKHr0kUfx2KOP4vFHOU/JtEjcttXgLKXa+izwLEHDto97Vrtuy8dYGe7z2THPaniWOinV7ttigRZ4fuKJp7h/wjPP5VEC9BOPs19LODc2N4OHnw8ik5KQWVKOqvY+dE4tYWh5E1PHLivW5+kTNwnMkrJK3KqvYJQak+jbhOsJyQHNUubHCM2jAs2KBKBvYlKiZxN0x9bEAn2DAC3u25cJ0BcVCTgPrlxR6seP31JcsqcF1hWLs+QEvpfi6JR6/kVl3PPUibsYWb2NnsWraB4/g6q+dZR1HUdB8wZSK1YVi2xQyhj8Ewm+CaMKSPqKOzah2S9+itPb3a0n4Uto9o3lcoKzuGj7EGJ9BCAFWgUmCcvehE9lnlCpltpt+/6+CNcqOFZbnD+9vlrqwF0q9+gHrtl/D8wPJECrRM6OHiSsjsAveQwh6ZNKdG2JtJ1QtER4XkZy8WG2+QsIFit7NMGZ28i45+3HUR/7s/Cs1n2IDue2YYTVMG5PeYjl+Z5cQ0bgHDwE1zBxDReoH4QPod4vcRDBB4YQkzOGlJJxZFQMo6BhENWdQ2js7UdLXzdaelrR3NmMlq5WtPV0oq2rh/8fXRRhs70DDc0dqGvqRkV9L+G5l/9nvYjP6kV4ch+C4gnzPJ5r8DCcA0epcZ7HmGJJdw4S92yxLBOgA0UDitXZ3k9crQWaCdyUet7Wl/Ds0031KNOKCNK2BGt7grWMO7aXgFxcVySWatmfA+ucCOfuhGafwG4EBXQiNrAL6YTnAkJwRUQPmqL70BHbz/azB51RHWgPb0V7ZCtaCdD1BOmq2Db2p7qRQ4BOjiGAE7q9grt4XTw+92fu3Q4Tz1ZK8jx3EKIlWJi4a9+TBAYToCbQK5Zyf7GWs47TNv7tVAfrCdO+rYqsfQjiPqryC2pIEuupMaFFrI8CMnoCSXsJrCwFUiUv8E4C7i5C7W4BY4KTAJgCz4Qysfzt0xbglmWE56cfpghYTz6BvY8/jt2PPoGdbHR2fukLhOcvEmTFmquyeOrs5DpKEC1VAK09bJQE0vcISIsVfPcO7CUk7yYE72WdJqFvL89h9xNfUqygcs4mBDZTXUKSlkDvE/fcgiXdkbiDqyJ/K8D+d/As4CzjqwWe9yhuw+a6mor7t9SJpVokMC2uxYqleo9Yqh8EEBM4E22HZ4nCbE0gthOANSbkEupkXiyy5gLdhG8zdsQteO+UdSWyNSFTvR+1FDdPgpjUy7Ta8izzUi/WZXXkbZEAtQCa7EukChympyyT7SR3tDahVZvPSNJXGd6zoqss6ZJvWY4p5yAfEVQu7OICLhLglw8IAtxi+ReA1t/D7fjeCDzLRwCBbbW7t6VAPOHVmrIlMDtZaRN89QmSukqOWQF5jSe/BA0+S13xApAPFNyXAUFUX4uAvpfv0i4u2yUfWp7gMxZIEbdsgV99uNjpw9XOAK4EcmcbwjKvU6J+iwu5cl/27WVnRMYi71Gs7pJqy5DnaW7C9QiyLk4W8HSxgL+HFaKDHJVxzQLQvo7GCjRLCispZXyzOsq3SObVdTL+WpXaSuBfNS5evAfk+UjaLsnFLTm55RmI5IOGeky5TLvvN+Jx9iv5o5PCXREf4qxI5uV8vNnJcDTfo0C0uI6HelkiwNWEEG+hWHqrc8IJq8HIS/BEeUYgeutSCcuFGGkjrNanYm6gFCcW2jDTV4Lq3CDkxLuiiB2ixoIEzHRX4uzqCG6fP4gbZ+dxZm0Ih6bqMd5VgMGmTMVFu7/mADuKMajPDEFlqh/yCOC5VGWaP+pzwwjP3kgN2Y8YHxMEO+sg0tMEhUneaCqORU9tGobb8jDWU4Se1iy0N6RitL8My7OdaKrOgqu9CYz4+zE11IaZdGjE4qxnSIg2ZkdOUkiJ9VmX02Kp1lTA2VDcrlmno6dymZbxxvoGAstSp014JhxL5Go9QrCkeNKVKNba7AixntJiR0osyTqSG1ktJaL1bnY0CeXsLBlo8xiUgRbBnu2ACYFcxvJbGe6ALSHZ0XQXO3474Wa5C142exHgoIkwXnuMhx6S/IyQEWyK7DBT5IWboDjSBJVx5mhKVrlZ9+XZYZTgOlPphoOVjlitsseJehecbPHE2U4/nOsKwFnqfE8QLvYG43wf1R+i6MJAKC4OhONCXwzO9yZQ8TjXE40z3aE41RGIk21+ON3uhzPtATjTGojTTVR9IM7UsKwKxlZ5IDZKA7BeGoSjpSEE6DAsFkYThuMxkZ+I0dxUjBBORnP4/uSVY6KgFtNFTZgp7sN8+QyWaw7jSNMadQKrrWdwvPsyjnVdx0rHTax03sFKzws42vdVrA38C44NfQtrY9/F8dkfYnPxJziz8nOcP/Yr6mVC8S9x+uivcPLYr7F19DfYPPYHnDz+V5xcf53lG9hcewMb64RkauPEW1gnMG9uvY3NU+/jxMkPcWT9PSwfeQ+zy+9jcuF9jM6+j4GJ99Ex8hEa+v6G6raPUF73HiqqPmBH/kNUlnyEqqKPUV30EWqKPkB18TuoKHoDpYWvoLjojygs/BPyiv6KnOJXkV1IAM7/K9Jz/4q07NdwIPtVJGW9gpi0PyIk+dfwT/oVfFNeRkDabxCQxfmclxGY9wuEFP4SkcW/QHTxfyO28EeIz/8ekgq+iZTcl5Ca+ywy824ht/AG8guv85hXUFl8EbWlF9FYeQHNNWfRUreJlnqCXsMCOlqm0d89gYmRSSzNz+DYkUXC8zLOnZzDzQtjeObyEJ67OYqXbk/gqwTlr9wZwVeeGcRXbvdTvXiJkPzijTY8f61FyXV892o9nr1WjTvXKnCLun6tEpcuVeLM6VLe52KsrxRibT4PK4TnQx2E57o4zJZFYSYvDFNZIZjOpghBU9mBmMj0xViGF0bTPDF6wB1DiW7oi3VHT5Q7OghbzYEuqPNzQbG3O/K9PJHt5oYUJ1fE2rkgar8rwqzdEWzhhkALDwRZeCHE0odw7Y9o2yDEO4Qh1j4KCU7xSHFPRLpvCrKC0lEQmYPS+BI0ZDajObcTLXmDaC0YR3vBHMtFNOcdRkPeOpoKz6KV97ap4Crqcq6jNucZ1Oe9iMbcf0Jj/r+gufDbaCv5LjrLv4/uqh8Qhn+Ejob/IQD+kjD4G7S2/AEtLX9GU/Nf0dj4GurrXqfeQlPdu9T7aKx5D/UVb6O+9DU0FL3M/f0Xz+H76Cr4KrpzLqErfREdSS1oj89CR3wkugnOfUm+6E/2R09CENqjg9BEgK4L9UdFkC/yfDyR7OqCSFsHBFo5wMNc3Led+V/iDEMtB/7/2RNyHSgngrIrAZkgTYBWwHevF0HYh2BHEOa0JiXBwSRFlYyVNuA2Brsd2a45Yo+WM3ZruHJdd8qT8uE21G5vgjj3JfmgCdCG+k6wsHCHk5MvfH3cERFK0BVvqIxgFBeGo6osGvUE5GYCdGtDPN/VWAI16yqjUFMWhqqSUJQWBaOwIAiF+YEozglAaZa/EnG7KMEdRbFuyIt0RoqfDUKcDeFquQfWhuwHan6RfTz2LwnPTzz2hALPYoVW4PkeLD/68CMKtN6HZ4FpSsYgb4dntfVZHXFbrM9qeBbXbQFosTzv22dEkH6Qqmo7PKvdtiVo2PbAYU8+tYMgL67bhGcRoX7HLvYLzUzh7uuLsPgEpBQUo6S5E83DM+iePYrhw6cheZ1HCdESKXlk7RKGj15QNMrpccL0xAlC8nEB56sE4GuUlCKV1XnyxB0FitUSiB5evaYAc/+hSwpIDx25qsC2Cp7F6iwA/YwCy4tnX2T5LKa3bimSIGSyjsDz2LFn0Ld0g/B8HpW9Wyhp30RO3ToOlB5BVNacEnHaL36EUDwGn5gxljJumZAcM0PNEnjnCLoicb3+R9ZgArCAK4FXoFNcmb1krLOMe/6/aDusflZqeFUA9V6dGpK3L9sud8pZ0kdFDcEjnteTMo7gjGlEEJ4lZVV84T0LNOE5QaJup04RNHn90QRbxXVbdSzV9aiClqlBWQ3NYo0W3QdoBZhVcg9lXSjPI1Q17UxIdSKkugb3E6RZhnTDLbSbx+qFX1w/wtJGkJg3hrTiIeRXD6KydQj1nX0E524CcwcaO5rR0NaCxvZOTvegvq2H04To9l40tvShvmUQVU1DKK4eQHbpgALPYcm9CCSge/M+uAeOwMWf0Ow/wfMYJTALKPc/kLhoBw4q0zJO+fOkjGG+N45ZJGOZRep9/N0+79U5BvYQnjvhRmD2ogICOxAR1Ilk3oNcAnQZAbo5egC9cUMYYDkY3oP+0Hb0hbURpFvRHNWCOpYVMR0oiCF0E7RjI3sRENoFD8KzvViefQnPPu0w9m6DmcCzdzdsvESEZcqa571frOWEZ3E130/gtiYwWxOcLQnNKjXDwqeBaqSa7usLAknb4dlQgSOC867HFaAReBYXXYFnAWc1PAtQaz39iAJgAjXb4VlHgkHtJLgSisX9W+MJgu8jT2DHl7iPh78AzSceIrgKfBLWJf2KWJ8JYgLPkr5pFxu/XY/LcR5XpVPawwaQoCvwvEuB6scUcBZpiVsv9yMdXIFniRgtICgu5f8IntWu22owVsOzuHxvDz4m01KvWqYaDyyljI8Wl2PJw6xOIaVYjXkPBI7V8CzjYdXjfgWeJSewLBN4NhXwpmTagvfempAnMKWG5M+C82cly0RqQN4O0GqIlv2p4VlATvYlYKcK1vWwcn/kI8B2N3Q1LAtAq93RlTRMhHupk48TeuKRwOclH1DE8rxPAo0JlOqLBJx5jkZ7lZRNNiaqXNH7TTXgaKmpwLPrfn3OaynWYNleh89QXNcNuR/JIW0o9RIEbA/fM56r7k7eb95zGdcsOZutjffC3lILjtY6cN6vR4A2UtyixcJuY6xDWNaElQGPLfdJol/zXqrh2YDviLmxLqwtCbS2xgRwY3i7mCEywF4B1nAfayUomSqqt7kCyTIt45MFlNXwLHVieZZpdyXns9wbyVst7v1PKM9GnoManuU5iOTZCTiLhV+eh6TNEkCXCN7xwc6I8rNTYFpcw6Uu2N0CrlbaBGhCmoupUifrBLmZspFxRGlaEAE6TLE+Sym5ncc68jDcmo2BpgzMD5bh1OFuRZIDujo3hJ2ZINTlxWK4pRDHF7px8cQkTh8bxup8K8YIzi3lceiuScECQXeuuxg95YnssEagNjMI5SneqE73R3dlAkZbCMRlsciLc0FigAVi/cyQFGKN3AQ3JdLqSGsu1pe6uN8WHJxpRGdTOmpKYzE71oS15SG01hfAw9GCz3sXNNnO6MkHK33CsliddVTRUQ0Iyzq699ynKZnW4zqa2hqc14C2uFbLcl3O6+xl/V6uy3qCspRa2nsgqZ+02c7oiPj71dGU90s+0LANELHdkijXZnxHbPgbduBvyoXvp5u5Bjz5nvnaaCHQThvhTjqI9dBHko8h0vwJyYHGyCIoF0RaoiTGBhXx+1GbYo/mdCe0ZzmhM9sRAwUuGC/zwFyVFw7W+WClyQ/H2gOx2R2M091BONcdiCsE4+vDkbg5Hoebkwm4NZnEMhE3qOtTyQ80fYBKw7WxDFwdzsI16upQBi4PpuBiXwIudMfhYnc8LnUl4mJHIs43J+FsfRJOVyfhVOUBbJVlY7O0BCdKynG8pBKrJdU4VFKPxZIWLJR1Y6lyCIuVk1iomsfB2kM4XH8MRxoFlE8Rki9ivf86NoZuY3PkLrbGX8Kpya/j1PS3cXL6e9iY/jdszBCUZ/4Lm3P/jZMLP8fJ5V9i88hvcPLob3Hm+O9xbuNPOH/yLzh/6hWcYbnJ+RPrf8L6iVexsUlQ3noHJ068i+Pr72KNOkpIXj3+Lo5Qq+vvK2mfVtY/xsKRjzB78BNMzH+Ckem/oX/iE3QPf4KW/g9R1fkuSlveRFHtayiuehUlFa+hrORVlBOOq4qpklcIrn9ERfFvUFL0SxQV/hxFBb8kHPwORUV/Itj+mTD9Z+Tl/hFZmb9HWvpvkJL+MmJS/hdBcT+BV+QP4RrxA7hQTtHfhXPCt+GS8A24J34dnkn/BJ/EF+CXcAeB8VcRlHAGEYmbiEs+juTUo0jPWEV29ioK8pZRXjyLmvJpNFYRABtmCMyT6GofRndHLwZ6OzA+2oHFuS4cPdKHzRP9OLXZhzNbPbhyTnKs9+DGxR7cutKHO1d7cfc6dbMbz96gbnbgmeutuE1ovnm5Hjcu1eHmxWrcOF+O6+fKcOVsKS6eKcXZrWJsHs/H8ZVcJRL10ZlMHB5KxsH2WMJzBOZKgjGT74/FwmAsFgRjPi8Qszl+mM7yvidfjGd4Y/iAFwYSxQLti+5oX7SFeaExyAvVAQRE/2CU+oai0DscWR4RSHONQrJTDJJdEqlUJDtn4oBLDtLc85HtWYJcnyrkstOSH9SL4vABlEUPoyphDPWp02jKXkBv2Tp1Ep0lp9FeeA6t+ZfYLl0jPN9CQ/4LBNqvoanoG2gkJNfm/Sv176gr+C/qp6gv+Dnq+LwbSn+D5vLforXy92it/iNB8PdobPodgfmPaGz+M+qbX0Vd8xuobnwTlfVvo6ruHdTUvo/aug9Qx7KmmvPlb6Cx9C9oKf412ov+G12F/4qevDvozjiGzuQ+dCQUoTMujgqm/NAd54/OmEC0RwajKTwAtSF+KA/0QgEBNZXwHGPvgDBrR/iaO8BVxh0bOrD/Ycd+jT3/F+2hRwDW2e2sjH2WlFV6Wt5sw8Ti7EX49VBg+rPwrC+RtCntvU7Yq1ieXQnM98B7D7fd48M+FQF8lwfbXleu58A21wHmJm6w3+8NDzcPBPq7ITLcG0kE/8y0CL630SgrjUcN2/7ayjhUl0WhskRSVoUpKavK8kNQQhXkBaMgNxAlWQEoywxAeaovShI9URLrjvwIVxzwt0M4/8s8ZRiTocpjUYft/86nBJ4f/1x4VsPyZ/XoIyq3bYFmtf7/wrNa2y3On3bblojbj+MRJeL2I4TnR/H0TvZbTI3h6u2N4Ng4xGfnIb+uBTW9o2gdX0bf4gaGVs4Tbi9g5NhFBaCVdEPrV+7pmiK1xXl4VVyvrypwrJYAtECxQLRaE+tijRY37uvKOgLSAtAyL8vEWj0hFu97AcNmTxGWN29yG9mXCsjHlDHPN9A1dwUNI2dQ1nUChS3ryKw6hsTCQwhPn1aCZm2HZ5+YcUoV5EvgWe1qfT/I1z14/ay2A7E6aJhf3LSi7cs+q8/bl1rbAf2zyz5rBVbLlXIKG1TgWdykZfx2cMYMwrNn78NzIiXgHJ+3iKjMWQQnEbKjuX74A3gWyfTf7f8eOH8KoO9DM9cJEY0oFl+RS5DKRVrg2SW4F86ER5dgAiUB0Cu6A0EpPYjN7kdKQS9yKnpR2dKP2o5utHQLPHejqaMNtc2NqKpvYpvVhrrWXgJzN9uwTsXqXEuArm4aQEntAHLK+5GU24vI1HuWZ7axLmJl9uc98RuDI0t7v7+HZIFdgeHP1m/XZ4FZDchKUDF1BO5t9Y6BsqwPzgE9cJd0VQTpgMBOhBOikwjPWeK6HdaNxsg+dMcOYCBKBc+DYZ0YCG9HV2QrWiJbUB/ZhqroThTHcJvoHiRG9CCC6wWE9sI9UPI6dxKMO2Dlw5KgbO/La/Huh61XL/YTovcTpkXWslwgmrL25fqEbksfgjNlJRZn32ZY+TVyupF1BGnv+geWZ7Eq7lNSqYhbtFgVCZuEZ2nUxLq75ymBWULrPYkrt+ZTBDDJT8xtBVA+F57Fevz449jJxuapLz5EeL4XqZv7NWZndp+Mb927g8cU93AC9BM8DsF5JxvAnTLNur07CFK7dxCknyQ4cx05B4KzWJ8l6rMxgVnAWQBOchWr4Vmky+t4AM8SVVtlaVaDs0pSJxCt1k4FpAWaZVo1v1Nx55aI0JKaSzUW+jEFRtXWYIEisSQLIIuVWZWySvc+PCuWZwFSdtRNeI4igWfF8kyQUlue1VLDr1iS1RAtx9keQEzqZT1ZRw1oakmdAJzAm0CcALTsQ85ZIG87OG+3pAskyzuhdk2XeYFngWj5wCLPVVJuaTz5iPKeyAcXuf/34VmuxVjzPjiLS7UEyhJ4drHWhZOVrlKvfHAhMIvFWXJHG/E5GktaH16fwLPm7ocVy7OewDXfMwPFJfopmBvsxH6zvXAgVAo8OxPGHWWfvGZxHVfc4MUCzv1IkDB5Pw21+I5pPAUDHsOM8Gxnsw8O+/fBnn/gzvsN4O9mgQhfCRRmowCxF4Fc8krLuGRv+32KBKCD3a0U2BUJXEu9J9dxttRRnouAs9xbeTbyDOTei+Q5yPlJvmklivm9Dx/ihi5u4TK+WgKRSSlwHBPgoEgN0B68Tj8nYwWwRUGuJoj2sUI+O641ueGKGgqjCb0HlLHMksd5sDkDo+25ODReg82DHUrZV5+G2two1OXHErSzsDBcj7WFLhycaMIIQbmvKQutFfHoqE7EWFsuJtry0F+dgtbCKLQWRHA6GTOd+VidqMX6TBNmugvRUBCGgkQPFCR5oDjVB2UZfgqk9zdk4NBEI84eH8a5zVEcJpx3NeegpTYD4wN1OLY8jJa6fHi5WEJbXPPl/dmnx2e0l++AptLp0dAiAIvLtb5Yk7UVaN7D36UCyToCz1LuISTvhpbWLmjxPdLi71OH75QOSz0R3xkD+bCh9QSMdfiO60k+dYKy0U7+NnfDyXwv3Cz2wN9KolrvQpyTJlI89JDurY/cACMUhkg0azNURlmgMd4GbQds0Zlmj650B3RnOqA/zw2DBZ4YLvYiKPtiutIX87UED+pwYyCOtYVioysMJ7vDcaY/HBeGo3BlLBbXRuNxYyyRsJyMOzPpuDufjWcXcvHsUh6ePViAZxQV4dbBknsqpcpwe64cd6aqcHuyErcmynFzrJjwXYCrA/m43FeAyz3FuNxZhottlbjQWIlzddU4U92A05X9OFkxi62KBWxULOF41SEcqzmCI7XHCclncLT1Co6238Ja13M40fsVbPUTjoe/hc2xf8HG1NexNftNnFr4V5xa/DecOfhDnFr+Mc6s/Axnj/wKpw6/jM1Dv6F+i83Df8DWkT9h69gr2Fj/K/UKAfCv2Np6FSdPvY6TZ9/C5uk3lfzFqxuv48iJN3Bkg6C8+SFWTryP5ePvYfHYB1g4+h5mj7yDmZV3MXOYOvQhppY/wsj8hxic/gi9Yx+ha+gTtPd/guauj9ip+ADlbW+iuOkVFNb+CUVVv0NJ5W9RWvZrlJf+EtWlv0B1yc/Z4f8fwvOPUVb4Q3b2v0/9ByqKfo5qwlV10a9QSZguyf4f5Kf/BFkpP8KBpH9HbPz3EBz1TXiGfBVOAS/Czv957A+4jf1BV2AXfAn2oefgGLIFl9A1eIQdgW/kEkJi5xCTNI0D6VPIyplEfsEkSkomUVUxjKb6LnQ0d6Cvswcj/X2YGOnF9HgnZiZbMD9dh4MLtTi6UocTa/UE53qcPVWPc6cacOFcG86fbce5M1K24OL5Fly52IKrl1px9TLLy024fKme9TW4cL4K589VEpYrcGmT0HyiFOfWS/h7LMapowVYP5SDowuZODaXiSNjB7DcQ3BuCcdCTRBmS3wwk+eFpULJxR2E+ZwAzBCYBZqns/wxnR2EqexQjGeGYiQ1DEMpkehPjGRHJwKtERFoCotDQ2gKGsKyUBuai8qgIpT4l6LAtwqF/s0oDOhCgX8figKGURI8icrQWVRFHER17BZqki+gMf0qWnPYsS+8g/7y5zBU+xLGGv8Fo43fwlD9d9BX+110VX4PHaXfR2vxD9BY8p+oK/kp6op/htpieY4vo6b4t6gu/jMqi17h830VlcUE4rK3UV3+Dqor3kV11duobXwdNc2vUK+iqvk1VDa/ifKmd6h3Udb4PsoaPkBFw4dKALmq+g9QXfueAtD1Za8T1P+M5oJfoTXvP9Ce9QLaUzfQljiC1phyNEcloClCYNkXLWFUaACaQgNRG+yLiiBPlPq7o8DLFemujkhwcECUWJ/NbeFlYgsXY3vYG9rBxsCefQZHWBuIK7crYVrGQ3uwLSNAS/5ncdemVEDsqQoGRmkThnV2S5AxF84TnPe4UBI8TMZIeynS2kWA3sHtdrBupwvB3JH7dICJvjNszN3hZO8FT3cv+Pv6Ijw0CAlx4chIi0ZhXgJKC+NRWhCD0vwoJcdzWX44AToCVUXRKOf/RHFeBEr4f1SeG4rqnBBUZwSh6oAfyhO8URjhjnR/J0S7WMPP2hRORvow1yLY7t79/wqexQKttkKr4Xk7OAtIq+FZIm7/n+DZ0ND47+BZpj/rti3wLOmqHn/8STz8JcL6QzyOAPSj7NNKmlVjIzh5eCAwOgYJOQLPzffhuX9pEyOrlwjAYnW+qADz1OZ1zJy8yZIQu3FDZXneBs+DKyo3bLUeuGOrLMpqeBaprdBifVZboWVe6sfWbnCb24r7tgqeb2F0TY4hVm5Je3UN3QtX0DJxHtWS27n1KLLrjiCldAUxuYsIkXRUCZLWaZQgq4Jn72iV5dgnZgo+iru2KsCXjFEW1+3tQLtd24H4s/D8eeur9Vko3q7PrqcG2s+DWrXU8OwcKW7b9+A5ffoBPBcsIj5/HjE5bLuz5xR4DuE6Plxf3KrV+xcJoH8W0gWY1eOh1XUqcCZIS+qq4EEFmp0lNzKh0jV4iMsGFbkR+FyCO7hNJ/cv8NyK4OR2wnMXUgq7kFfZhSqxJnf0KPDcTnhu6epGfWsbKvnOVdS1EZR7CdNdqG0iVLd0or6tD3Xtg6hsGkJh9RDSCvsRl9GH0MR+XpMAex+hmXDrN8xySIHn7aC8HYjVgPxZ3QfifyA1PH+2TtzBXQnQ7kH9hOc++Pt3IZT/C/FB3cgM7kJRKK8jshcd0X3oi+rFAO/JUDjhObKD8NyGtog2wnU7amK6UBbbg9zoXhyI6kEcATo8rBf+wQRzwrOzXyccfbrg6NsDJ16fo48AdC9sBZy9ulQSt3M1PBOkZby2pU87obtNcdO28WuBtX8TrP2a7gP0fXgWUJIxr7q7xVr8sALGMrZV4FlSE0mUZQFZNTzvJThpKgGj1PAsIKyCZ+0dMqZWIFryRIvb9mOE54fx5Be+iD2PPgTJES3jkk0ERNkJlojNAs97Cctied756MN4mg3hDnHjVty0n1asz+K6rVi/nyBYP/ZFBaAF8I0Vt0qBEg1CnOpLprjPigSeJTK4ALscV6Bd3K9FEm37QdAwVeAwdeoqfRkPfM+1W+XeTdhnx1xJSSTjegXMtAUuVWOQBZxk2lwAmgAqQCyWZrXlWUqBZzU4GxNWxfIs68p6As9qa7IAroCVAJfa3VcZK8tlYt1UBxVTryulQLRsIyAtkmnZRoDZWaJP7zcmuBopQCdgpzp3CRAmz10Fz1JKneKyzfNSBUqTgHCqOhlzLB8qxOosbva7+Sw15BnwHVCCjXGZrCfwbGNCoCcg2wk4SyotC23FbdvRQsYkayiWaYFn8RgwEoDeBs+G9+BZLM9au/nMZDw2IUjAWWSq9zSsCT1q67O9Je+tMZ89r0veRZUXwk7lPqmvQXLs6vL69LncdB+hnvfExlwXVpLiy0RDgXAfZxMEe1oh2M2SsKqvRPd2MtdUIFogWSzPYm2O8LFFpI8d4dkMbtZ6lC5loIzvNpaxz5oCaU9DLO/y4UAigjtYEqB5PPmgsP3DghPhWfYb4mGhgLsAtMCxlCEeliztFJgWq7Ov4z5O2yrLxUIe5W2BrBh3VGWHo7EoDq1lieisTEYXYbezOgkDjelKUB3J07w0UomFoXLFKt1VnYbmkmQ0l6WgtyEXw+3F6KzPZEczFo3cR19jFnrrM9BWnoCO8ng050eiJMEDrUXhWBmrxPWNEdw5PYnr68NYm2nEUFOmElW1SnJ6Ui1lsejnsfsaM9BVl4blqUaCcheOLHZiYqAKzXL8Gp5bXzVmxlpQV5GOYB97mBvthj7vnQGlx9/GXrYLuzX3YA/bCA2RFqW5Gxr87WrzXdERaXGa77COtF2UnrjOa8pHrcf43j7G3+sTsNR/kr+xJ2Fr+CRcTHbCw2IXfK13I8ReEzGuekjwMsIBb0N25nVQHayNhkgDtMUbozvJHAPpVhjJtsN4rgOmCx2xVOKGQxXuOFTpgcMVVLUnjjQEYLU5mPAZguNt4djoDMfJnkic6Y3Cuf4YXByKJywn4tp4Aq5PEpZnkvHMfCruLuTgucUCPL9chOcPleL5lQq8cKQaL67W4fnVejy72oC7q024vdqIW0eacfNIE26sNBOg27h9B56Za8ftmVbcnmL9eCMBuhFX+psJzx241NWLi+1DON8ygXON0zhbv4jTtZs4VX0dmzW3cKLuNtYbn+X5voTjnV/DWu+3sNb/fRwf+g+cGP8JtqZ+jjMzv8aZud/i9PLLOHn0F9g6+kucWnsZZ9Z/h9Mn/oit43/CSQHj9dcIea/j+LHXsHb0DRw7+hb1No6uv4NjG2I1foeATG2wbusdHD39Lo6cfg+Ht97H4uZ7mD9BbXyEuRMfY+bYR5g48iFGCMrDy+9jcOldDC68h4H599A//yH6Zz5Ez8QH6Bz5AK0DH6Cp5yPUd36Imtb3UdH8DkqaXkdh/Z/YUSA4V72Msqqfo7zip6gs/xGqy/4DNSX/Rqj6LmoKv4PKvG+gLOefUZ79ddRkfxt1Od9BXe53UJP1LZSl/jMKkr6KzLgXkRJ9F7GRdxAaeh0+AZfg4nMe9l6nYO1+DOauC7D2nIOtzzQcfMfgyg6IT9gAQmP6EJ/SjYycbpSU9qCqmp2c+m60tnShq6MVQ711mBiswQyf29JsM1YWm7G63ISjyzU4drgCayvFOL5aiI21At7jApzdKiRAl+Hs2XqcJkSf3KrF5kY1NjarsLVZyXkpK7C5VU6Vsr5Y0YmNImydKMbZ1VKcPVzCZ1mMTb5vJ5YKcHQ2GyuT6Tg0koKDfYlYbI3CXF0IZiv8MFPkhalcLyzkBmM+m3WZwZgmBE1lBGMyMxxTmdGYzErAWEYyhtNTMZSWgYED2fzNZKE9LhudsaXoiq1FZ1wz5zvQEtOP+qhR1ETOoDrqMKoi11AZsYXqyLOojbmCprhbaEp8Fk0ZX0Nr/nfQXfYDDNb+CGPNP8V01/9irv83mO75FaZ6f43J3j9iovcVjLT/Bf1Nf0Zn3Z/RVPMX1FUTgiteQVU5Qbn8DVRWvIOKig9QVvERSis+Rmnl31BSDZTUAKVUSd3fUNb0Icpa3uV78w6KqcLG91DQ+BEKmj5GXt2HBKEPUMCyiCqpex+lhOdKqrqU4J33V74zv0FD5o/QlPoSGhO30EjAqA+rQF1IImoCA1ET4In6QAkY5sfSD9UBXqgIcEWZnxuKfFyQ4+GEVGcHJDo6INbOCRG2TgixcYG/hRO8zB2VMeKuJk5wMnbHfkNPmOm4s20TC7QzdPa6sp0kCIsr9p57FmjCsxJZmwCttceV0y6EZklLJYHEWC/gvNOLfTpvaD3N9QnPWjsI2zucoLfbgf+fTvxvdoWtpSccHb3h7u7PTm0IIiIikJwUi5zMRJQUJKOiKIlKQGVRLKqLYlDLspb/H7Ul8fx9JaCG8/WE6eaiKLQQrpv5DtUd8EdJlCeygt0Q7+6IoP02cNtnCmtNQ/axtAnPT38uPEudGqA/Dc+qsc8CzTLWWQ3PMi1Bw/7fwLN63LMamNXBwqRe4Fntvi1RtyVdlVieBZ7F+vwwwf3Jp5+CDvdn6+LC3304ErLzkFergue2iUMYXD6JsWNXCL9XFTftiRNXCbM3MXf6DvUMZrYIxZuqIGHidi3WY9V4ZomgrZIAtMCwwLMAsyqAmEoC1kNc3n9//POl+8A9uX6H26hyRQtAixVaIH3oiArKuxcuomWSv7/BkyjrXEdO/WGklC0RHpcQkSEu2+OE23vwHCvQPEqp4ZkgfG9sshqe/WIJwwLFnyMFdrcB73aYVtd9nrbD8t+JsCxSW4LVMCsSuPX8HInbtkv4MFwIw+4xw/BJGEFQ6hTCs2YRnbeAuIIFxOYRmgWmqUiCdWDiKLwkQne4Cp4/D5pF28H5UwAtYBxCUFTAmfVBXE/SPREgBajdZL3QAaoHriGd3HcXr70LgQltiMpoR1IB/0dKCZO1Paht70dTVx+aCc1tPT1o6+5Hc2cvoVnGNnejqqEHdS09aJSxz+wDtPUOoa1/HI1d46hsHkNuxRCS8wYRmToA32gej4ApY5sdJO9ywKByTp8FXalTYFeg9x/p3jqf3XZ7/acsz+rlfrxuHted5+Dj141g/27EBfYgNbgb+WE9qI7oRQuhuJPn2hvVhYGoTvRFdqKD4NxMgG6IIjzHCjx3I48AnRbVjYTIHkQSnoO4D5+ADnj4dcCdQOzq2w0Xv144EaIdvbv4H94BO8922Iq8JQiYRAYXkJbo4ARosUZ7d1BtsPJohJUnodmjAZaeDbBg+QWxKiqWRsKSWJ7FjVbcsWUsqg4BUoFnAqW4RwvICjgLwO4hPO0VICU47VPGvBJaxfIswCPwvPMRBb6V4F5PP4ndjz2KHQ89hL2PfUmBUwFXxYpLqd22dxLGnnr4i3jyoS+wfEixPIvbtq7GbsVtW46743HCNbXj0S9g1+MPKYHDBJYEnC0MNAmx4j67QwEmkQQO+zx4FhAWbYdoNThLoDF1JG8BZ72dqnpZz4znKy7BMp5XgFkNzsq0LiGT82JNFokFervrtkxLvcDzPhkbSwlMC1RLeinZh9qivN3yLAAspUCyQK9AoQLqXE/q1BCtBmiR2iKttn4KPLvbmijTsky2F3CWDw0CzaqxuuKCLvsT9/cdiuVeXLtlucC0Crp3Kc9LPA92PfZFvgcPKcHjDAgu+yQQGq/ZnPfGmlBqS2i2JTAKQDpY6sB1P0sLQrWJWKcJuArs7iJs8ljb4NlIbych9ylo731UsUiK1diU+zUlbBvrEvoJz5bGvLfmhFMLDew347MneEk6ICOxNPN9kP3KkAJtcU/f/Tj0Baz28nnymlUWTk3CGgGe52FmsJMwuxcuhGRfF3MEuFrCzcZAie5tx3qxKnvsN4SkyPJ2MEaQu0S+3g8fR1Mu04WjOSHeUk+BY/kgIPAsuadlXLeAskCyALTcB5lWy8ZMC/bc1tPWUIHjEA8rBczF4hzpK67ZForVWdy4JUiZWKhlHQlkFhvogBh/WzYW7IixQ9tUkoD2ygNoq0hGYwk7MQXh6K47gImuAnY4izDema8ED5PxzOMdhOWqDFTlRqMsKwLFGWHITPJDUpQLCtIC0U647W3IREtpHJoKIyHu2nlRjmjID2LnuxXfunsM33p2DS9ense51V7McP9tBObO6kQFmnvqU9FBeG+nOmoOEMwJyj1lGO4sQRU7VVnJfijKCkM9z3egsxSLk63oay9lo+cOD0cZw67Pe6MJU/5u9hnpsGOzB1oaT7OTyI4Kn6OhzlMEZHmm4vXwCN9byZX8KH+bj8NS53E47XuSnc4n2fl8Gv7WuxBktxvhjhqIdtZEkqcu0n30kBNgiJJQM9TEWLHTa4f2ZFsMpppjOtsUCwXWOFRih9UKJ6xVu2Gj3hMnm3xwptUPF9oDcbEjSNGlzmBc7grFBQWSYxVQPj8YhwsjCbg8loSrEylUKq5Pp+PWXBZuL2ThzmI27h7MwbOHCwnKVXjxSB1huQEvHBO14IW1drxwvAsvnOjF8ycG8MzGAG6fGMTN44O4Rl0/NkiQHsGdQ2O4szyKW0vDuDk/hGvTg7g6PoyLwxO40D+L872HcLbzOE61nsJW03lsNFzB8frnsFb3DRyt/xZWW76D1Y7v42jvj3Bs6Kc4Ov4zrE7+AquzL2Nt6fc4cegVbK28iq0jrxPgXldcq9fWX8XxEwTlzbdxfOtdHD3xNlaPU4TfI+sfEpA/wuH1j3Bo7UMcXP0IS2sf4+DxT7B0/CMssl60cOJDLAgob3yIGW4zfuwDjKx+gGEC8+DKR+hb/hBdCwTjmQ/QMv0emibfQfP4W2gee1tRy+jbaBp8Cw29r6O28zVUt71GaP4rSuv+hOKaP6Ko+o8oqPgNCst+jpLyn6C8/D9QUfqvqCr+Bjv3X0N94VdQn/8i6nOfR23WXVSn30FN2k1C2w00pV9HY9o11CZfRHncGRTGnEJW+AkkBK4gOuAwQnyW4O0xByeXSdg6jsLcthf7rOph6dAIe7cGuHjXwS+4DlHx9UjLaEBBUT1qahvQ0d6Evp4GDA/UYXykDjMTtViarsThuUqsLtZifbkOGyuE4SM12FqtxKljFTi1VoKTa4XYWsvndB7OHM/D6fVCnNwox4n1UqwdK8SRlXwcWs6lcnDwYDaWFjOxuCTKwsHlTCwvZ2H5UBZW+L6tLxRifaYAxybz+JzzsTKei+WRLCz2p2NWUlM1J2K6NgZTFZGYKgnHZH4IJgSa02Mwl5HIMgkzGQcwk5mO6awcwnMBl5dhNLMSQxm1GM5sxlBWO/oyOtB9oBsDaePUHPpTD6I39Qg6UzfQmnYWzQeuovHAHdSnPI/65K+iIeVf0JL6XbRl/BBtOf+J9tKfsN36GYbafo2Jnt9hZviPbB/+ikNzb2CO5czka5ibepvl+5gceY/39F309ryLlvZ3Udv8Lirr30J57Vsoq30fxbUforD2I4Lv31BYDxQ0AHlUbiMl0yxFuY2fILv+E2TWfYT02k+QXicC0qo/Qlrl+0insqreQ27VO8ivfhvF1e+gvPQtVOUT1LN+jZr0H6Iu5SXUxW+hLnoENSFlqAqMIygHoJaw3BDkjcZgPzQSnhuCvVEX6onaYE9U3rNAF/q6IsfLDTneXsjy9sEBdy/EO3kQpF0QbOWIAAsH+Fp5wN3cF7ZGAtAubPcIu3sJ0Zrisu2OPbtFHioRnveKJKq2wLMC0SqoliBj2ru92afzYd+JAL2T84Rq7V2E8V0O/O9y5P+sCyxM3GFt4wlnF3/4+oUgPCISyYmxyCY8lxensO1OR311CpqqktBcmYDGshjUFUeioTQWzeWJaC6LR2tZNNrLItFeEor2/EA0ZvigIt6dnWJXJHs5IMxuP9z3mcFmrxEMFHje8Q/hWSTArLhMUwLQjxNklWBihGWxNv9/hWcjI5NPwbNIDc/qcc+iTwUNe/Kp+wD/8KOP4AnJSsN9WtjZEQICEZ2WieyqBlR3D6N14tOW57HjhOgT1zC1dROzp29TdzB9koC7dRuTG7e5/CaGVq+hjwDctXgOHfNn0DZ7Cp0LZzFA4B0TN20C86AANuF3aFVV9gtscxspVfXXCOpi2X4Gk9TU5m0eg8chPI8S0mX7noME56mzqB7cRGnXOvKajyG1cgmx+XOIzJxDyIEZ+MUTlmOHqRF4xxAgCc8+sQTnWIJtrIDvNOsm4SkATUkAsX8kD8KtSAJ2ibwEjO9JXfd5Um/3eRIQ3i4FbNXTn7O+Wu5RBN8oQquMe44dhH/yOOF5RgkYJm7b8QToeE7H5MwjPG0KAQnDPBdJ7TSk7NuN4CwWbBeBZWr7tDNBeLsU9+0QVeonNTy7BvP4wdyP4r4t1mjVeGcZ6+we3kFw7kFQYi+i0ruQXNiFrIo+tju9KG/sRUPnAFoIzG3dfYpaCdJNBOraln5UN/YTnlk2d6O+rZOQTcDuGyQ8j6Gxc5TwPISCmiFklAwh9v/h7S3D67iu9u8+DZiZmUG2LGZmZmY6OjqCIx0xM8syM4OMkkGWLJkdaJqmzE/btEnTpk3TpA07dhy633vN8SSKm/7/7/V+eD/c195De/bs2WdmfmetvXZ8A1yDq2HLc1q418BMAoQR6M1ZHzN3wu4YKesEgB9b/w3JdmqTBBcTUKZMxVrtatRGl3psdH4kCT4m65waCK31MGNq6VQHW8cauDpXw9+1BhGetUiWoGEE56LAWgJ0NSoCqlAt8z1TJQHl0AdWIC+oAtrQGmSG1iGZaTRBOphw7eNTTXiuIpCXwdapDDb25bB2rISFk1ihK7CJyxvtyr6WfQVMRA4VWMdtiuwIzdQa21IstyxStMLKgJUi62J8R9xxRUZgEmsjP1AJQwLQ82Q8KmFTNEcsw1OMbtPKuGexCk8klBI4JcjTCh6/hMAzTyzP0+TYcfy4nUyomkqgnqK4ZE/nA06moFpAUBZoVeZunj2NgD1RcQEWq/PkpwjQhOcJAtAyNzSBXXXZVsF9uriQE9rE8ixgPxaeVy1QA1sZrakqPM8m7KsW77Eu2JLKWOalrKcK0CKjK7fRvVvgWY6V9RKVXCzPKsiKBHplWR3zvEogkucXMBYLtLhsq9ZnsTLLegHnxQRTsUDL8qpHY3PV8bBquQKsqhVZAFmW1X3U8dZjoXksPKvrxYJttX6pAs/ivi3lGK2yxj8YxlqY1f6gwvP8qcb5vNXxz/LnxFK2m7S7tP8MiZYt93q2jB01zmkrQKpYdFcREgnQ61fOVeDZesMCxfq8afUcxTIt7ssSgEyC0y2UPzDmTP0KniVo2HwC0vxZrJvAM9tNYHf5wqlKlONVS6bwHHKe6Syf17xilgLty9geMm5arNniUq78CTRF+qIRnsUCvZznWMk2WEm4XbFYoJztTIk12JKQbGe6HJbrFsOU9d7AdRK1W8YmW65bpMjaZImyj0y7ZS3RtlfwepbNgsX6JYpFXYVnAWmxRqsALalYoyX9Kr90BqzWLlBcxd2t1xKiBZjXEpZN4OOwQUn9nc0I1OaEaGMAM1kX7GaOME8LRPoSeKNdYNCEoqogFqWE5/w0P+hSfJgPRVNZIlorU1AnluDiOIK0Btua8lFXmICsWC9l7md/N1N4SCAymxXKtFmJofzISfQhaASgkOUUJHogN9YJBUkuOLO3Ar95/hR+88Jp/ODGAVw52YadbTpCeip6G7LQVZuBan00CrMI3vyAqsyPVqzZhVnhyEvjxxch3ct5LdzsVyDExwxZST4oY7172wuxrbMI+QR/H5fVcLZeClcJ1mZjAkfLNbDZuFT5E2Pj8hkwWTwRJovGw3TxOJgvmQCb5ZPgtJqQbDIL3pvmINhyJiKsZyHGfi6SXBYiw2spdH4rUBC4EqUha1AZvhZ1USb84N+E7hQLbMu0xS6NDUHZAieLzHG2zAb9FQ64UOWMS3VuGGr0xlCDN4abfDHSEoDR1kAqBDc6wnCrOwrXNsdjqDcRQ5sTqCRc2ZqM4e1pGN2Vias7MxWX65F9Oozuz8W1/Xm4cSgft48acPd4NZ45Xk814M7xRqoZd0604dbJLtw61YObp7fg2qmtGOnbhqETW3H5+FZcOroVg4e348rBHbiybzsu7+a6HVsxsGUrznXvwNmOgzjddhJ9jQM4VnMVBytuYW/xs9hV+H3sKPopthl+jS3Fv0Fvxf9ia+3L2N76Z+zoeh07tryBHTvexK49b2PPwXdw4PAHOHDkQxw49hH2n/gE+04QjAm9e45/hn19X2DvyS+x89jn2HrwU0Xbj3yBnUeBHUeArQe+RPeez9G15wv07AW6Rfu/UNRJdez7HC17PkXDzgcE5fuo7L3Pj8QHKOm5j6LOj1HQeg85jfegrf8Q2XXvQVP7b2TX/gvamreRW/tP5FS/geyyv0BjeBWZhX9Eev7vkExITtH8FukZLyMtlWnaz6BJfwna9OegS7uBvJRhGFIHUZxyCcVJ/YTlszBEnybEnURR+CGUhO+GIWQb+0gvcnw7kOnVglTPRsS51CLYphR+lDtfnram+TBdm43VKzKwbHkSVq6Kw4aNibC2SYGzSzL8/VORkJAFXY4G5aVaNDfqFDfs3VvzsHd7Ng7sysaRvTqc2JuL0+wLZw/qce5wIaXHWfaLM4dy0X80HwPHqRMiHc4fy+b6LJw6QADem4IDexKxRyB5czR6uyLR1RaB9uYwRW0t4eho47qOSPR0RqG3JxbbuuKxuz0Nu5tTCcvJirbWJWNzNSG4PAkdhgS058ahNTsW7Rmx6EiNRntSNNpiY9AdnYrN0Vr0xuVhS7wBvYll6EmsQldiPbpTO7jvZrSn7EBH2n50ZBxGW+YxNKedQEvKAJqTr6A+cRi1iaOoTLyL8pTvoyz1pyhO/hWKCMpFSX+AIflVFKe+jvKMNwlab6Km5O+or/k7r+Wf6O58G71b/43tO9/DTomsvvtDbNn1IXp2fISOrR+hhRDdyP5S3/aJMt49v8poRRYLcmbxJ0grfoikIoJv4UPEFxGMiz5HjOFzRFORzEcWfYkYQnV0ARCZB4TqgJAcplQY8xG5XyrTkkXpHhKgPyYU3UNK3kfIyP8IOTnvIT/zn8hN/jPy4n8GffQN6MOOoDCwGflemch1J0x6usLg6YgyX0eU+7qi1NsVZX4uKA90QVmgK4r9XVDo64x8byfkejpB6+GCTAJ2ipMj4u3tEWVpg1AzCwRutISXiT0B2glWKx2wYbENv1skIrcF5hKOZylTUVkRmgWcx0iAeqa1EmnbKFvMmmkcHy0yjn0mPCuByMQ6bYYFc8yxhPC8XAKXrbGCuYUDnJ094Ofnh8iIICQnhiCHz/Ki3CiUFkSgwhCOqqJwlBcEoiTHlwpAWY54QQWgXOuDSq0n4ZnXneYAQ4IN8iIske5njminjfAxXQO7pUthMnM+Fk2ZgakE0/+v8Pxtlmd1uqr/Bs9Ll/4nPIu1WaS6bQs8CzgrAcMmTsY4OadYwcXiLRG/J4zHjLlzsGL9Opg5OMInMgZx2gLkVhOeH7ltN+89j5b9/Wg9dBGtRy6h/dggOk8OoevkMEXAlQBeJ6+j49gImg5eRu2ufpRvOY2SzX0o6jqGws4jqNxOgBZYpmp396N+L0GZ+bo9A6hjvkGsyQcH0UIAbzsyjPajBPITUuZVtEk072NDzA9z+yAaCNiV2/qhb+9DVu0RpJYb53YO02yDT2IPPGM3wzWiGw7BbbALbIE94dmO8GwbQIgOJjiHcFtQD/OUWJUJ0XYSGTuw67/KRqBV4FWAWMBYoJnrReq6b5OVgOp/kbWALMsUjT1GypZzKdu/RbYBAtAtsPIlEAc0wCmsVYHnkIxdCMvciYisXYjK3qcAtDfh2TmkBY5BLcr1y/GWhGULQrG5ALJAsyxTsiwy82hU9NV2d8KhWx1TsT6LpZn19eqErXenAtBilbb1aYSdbz0cA+vgHtEI//hGhKbUIi67msBbh0x9DXSGWhRVNqC0qh5VdY2oIEQXlVUbxzYXE6BLWpFX3IxcGfNcWY2SmlpUNDShorENhppW6LhPpr4RKTnNCEtqgHso4dmnCubu1ca5nlm3TSLCsCkhWCR5Zb2sU2Rc/9+0USRzPhOQRSYSjZvpeudaSqazYirRuF3rlWBda2yrscG+BpscamDlWA0n5xp4u9UgzKsOif6sb3A9dCG1KCDoF8o8z8EVKAqtgi60ApqQSkJzJdIiapAcVYvYSB7HbX4BFfDwrYCTRzlsCc9WjqWwtC+DuUMpwbkUpg7FBGYDNtgVE5hLeP4ymBCg19iUsD4lWGVTTDguoUoJyyVUKZZZVihaYV2FlTbVWGVbg++sl0BWlIxnXSkus+ISSeiYMf67yphisewKKM1mKvAqmiEgLAG9CNCzpxDACCrLxfJMqFswczyBmqA6g7Ap4z8fueTOmybWSpZF+B5reV4+b6Yy5lnG0ApcT5eAYXz4TXn6CUxmXlzFxW17zvTJitu2RPyexG1ioZ46TizP4whzhDpCs8DzakK06oYultSF0yS69JOPpkR6Uhk7K/MQi3Vapo2SPwyMczsLLBuBUpmaiuCsBhETkBZwFqu11FvAUgBW1VcWYLbBGubHumaLpVkszjL2WeBZYFrctZcQOEUC0bKvRLYWV2PVLVvGzko6FpBFYwFatgtgCyCr455Fsiz7SSpWa3XMs7htSyr7Km0j0EsJHEt7SaAw6QsSqVr+TJE/IMTyLHAt1yxWaWlngWcZay59Y85UGRsvAb9kTCnbUKBeLPBLZijQvGH1fAWgxbXayoQAun4+tUBx517FOsp4aYmmLe738ifM8gXsE1wvAL1gzgTMm8k6zhRrMuFdYHfRNAI0+84itgsBetWSqVi9lO2/dDqPlcBgMn5aprmSac/GYQ7BWf78kQjyEghvsdx7liXRwOX8ivWboL50vkw5NJP1nQeLdTJP9KJH1mSxEs9mfQX6ZVy1WM5nMz+PQLcMNqbLlPXrlrOtuf8aQvTSeTwXwX/xXN4f1nctQXk9AXstt0m7GK3dvIeUjN+WeadlPLWMoZZUJIHJBJ5FYmkOdrdkaqasF4AW63RsgB1i/W2QRNjVxHkhPzWA4BwAXbIPshM8FHitM8ShpjAG5blhCkD3NGiwuUFHkE6GNsEXwV5mcLJcBssN82FhIte0AB62K1m2DXIJtoZ0f8Ulu0IbiJaSaAwS8H79vdP4/Q8H8Ivn+nDtfC/2dOmxheV212YS1pMVy4OW8J2T7Mc6RKBUF4PMeB9E+lkhyH0jvJ3WwtN+JXyd1yDCzwwJ4XYo0oagm2U0liciPtQKDptmw818AbwslsLfdgXCXU0Q6boekS5rEe2yBsHWCxFsMQdhlnMQZTMP8Q4LkeqyDJkey5HruwwG/+UoDV6JyrA1qI1ah+Y4E7QnmmBLqjl2ZVlhX7YNDufa41iBA04bnHCuzAUXa9xxpcEDQ03eGGn1x2hHEK53heFGTwTTCNzYHINbWxNwa0sCbvYm4PaWJNwRl+s9Obi2Jw8je/MxukdPSC7EyH4DRg+UYvRQOUYOVWD0SA1Gj9XhGkH5+qlG3DzVgjunO/HMmc14lpB898xW3D27HXfP7cSd8/tw69x+3Dx/ENfOHcLImUMYPn0IV04dwqWT1IkjuHT8CC4eO4yLhw5iYP9BnNt9BKe3n0Bfz3kc7RjEoZbb2FP7IraV/xQ9xb9Gu/73aCv6E9pK/oyW8r+gtfp1tDX+Ax0db6Gj52107niHoPs+eg58gF5C83ZC87aT97C972Ps7PscO08A248D2wjIW0VHvsTmQwRignAXQbhzz0OmzO/9nPnP0b7zIdp3fI6OHUD7dqB12+do2/45Wnd8hqbtBOftn6Ca0Fza+SH0Le8ir/Fd5NS/g+yafyOz8t9Iq3iH+jcSDW8gruDPSCp8BUn6l5Fc8Fuk6n+JlPwfIznnRSRmP4u4rBuISxtFYsoNZCQ+g8yE29AkXYM2+TL78HnkJR2HPvEgihP3oCR+B0pjt6I0ajNKQjtRGNCCAp8aAk8RlY8c91xoXGVsbjoSHSSYVTxCzKPgR7mbRsBuXSjMVwRg3VIfrFzigVXL3GG23hdOtiEI8I5AUkwcCnPTUFeZgY6WdOzelo2j+3Nw8mAmTh/NQH9fJi6eysbgqTwMnsx9JOb7CjB0uhDDZwyKrp4rxsi5EuaLcblPj/4jOoJ2Fo7vScHB7fHY1R2FrS0R6GoI570MQ1M5f98lIWioiERzdQxaa2PRWiexBRLR1ZSCnro0dFemo600Fc2GZDQWpqCxIB1NeRo0aHPQkJmLhpQ8NCbmozlBj9YEA9rjytEd10Rg7sa2lO3YlroHvakH0JVymNB8El3p/QTmQbRnjqJNcwut2ufQov0emjUvojHrp6jP+hVqMn+FqozfoSzzjyjWvIai7NcJnX9DbuYb1D+Rp3kb+tz3UKr/GBXF91BV/TZqm95Ea+e/0Ln1PfTu/gDbDrA/HvoIW6ke5tv3vI/mnR+icds91PZ8gMrOeyhu+QL59V9CU/Ep0kruI9lA2DU8QDwhOqbwPiKpiMJPEG54SH2KYP0nCMyjcr5AkAYIyAL8MwE/KiDrS677HCHazxCR8xAxuQ+QkH8faQUfIbPgA2Tr30Fu3hvQZ/8J+sxfojD1BRjiB1EctQ8lYXUoDspASUAoyoM8UBnkhOpgR1QHOaOK0FwV5IqqEJE7KoLdUBbkxmeVGwr93AjRLsjxcEamiwOS7W0RZ22FKAtLRJhbw3eDLZzW2MN2pS3MltpgzXxLvsPF+iwAbUUYJhzPtKXUiNp2BGcC9BwuzyVEz7XGdMnPFnH7HGoW91GOtSJIW/AYM8wlPC9cYEGw3IQ1qzcRnq3gRJj3JfxHhHshKdEX2ZkBvGfBhOdgVBUHo9oQjMpCP5TmefJZ743ynECCsx/KtF4o17ihJN0BRSlW0MdbIDfCDOn+GxHjvBb+FivgtHIhTGfzfS/TSk2ZQnA2TlE1mSAtEC15VQKtAs0qPAtMy3RREyYQZh9Znp944n+UVJ2uSp2qSsBZned56dLFWL58mQLPEjRMAFod86xK1on1WazO4rItVmdx257I+gnIK4HKKIHn6XNmYcW6dbBwcoZXeBSis3KRXdEAQ8s21Gw5jMbdBF8B6EMX0CwAffgyAXeQMDuEzuMjCjwLOLceGiIUX0T1jvMKPJcSnou7TyjwXLalT4FmgeT6fUZYFnhukbHLBy5/BdayLGV1nbimAHnncSn7qqJ2Ss7RsPcyyz+PwvYz0NafRGLRfgSnb4F3Qge84rrhFtkD57AuOIZ0EJzbHqmdsNyhzO3sSHgWOQQLGBNYFVjtUEBalQCzAsiqHoGy5MdCtUiF6rH7q/ArYPoNWP4vUuFcLWvs8uOy9RPLNCFWgJXwLFNxqXM9h2XuQrhmNyI0exFKmJbpupy53cavgbDdpNRDBWfzR+As51eB+qttj8BZZEU4thF5EcC9eW4vtoPM88zUxov14bF2LNvevx7OhEXvmGYEp7QiNrsR6fp65JQ2Ir+8CYUVjSiubERZZT0qqxuY1qGgqBK6ggroCsV1uwW5hhbkldajgPBsqK5FaX0DyhuaCdLNKGA5moIGJGvrEZnSCL/oOjgF18LKuxabPOu/AcYCyyo4ixQwFivymG3qdkll21hoViWgvM5RAnJ9LVknUC3pWkLzRieCO6Ha0qUGEnXb3bMaQb61iAmqR3JYPTKjCNCsa25UDXIjq5AVUY6UmCokx9chPrYa0bFViIqvQTDX+YSXwzWojO1ZCmuvMli4lWOTUylViU3O5djoSFh2JDhTJvYGrKPW2BYThlVYLsVygvMypitsKrCaYL/aoRGr7dqw1r6T9e+GiVMPr20zviPzAIvEOrluyRzCLMGI8DjzkWVXIm0LJM2aYrQ4T5PxzoTYmRPHK/Mwz+EDSiJmr1w0S4GXxYS92VO/q2i+4nIrQDWNADQN82SeZonQzPLE8ryC51oxf5YCzxK5WYKFSZkimarKGFlbHfNMwJ42SYHniU9+BxOfUN22jfAswarWLCag8BoUN3QCtACfgJ9Elp4zSeD5CQUWVSgVa6pI8qrrsmxfQOAWK7QaaVuCiMmycZ1xnLDREvu1m7VieWYq008pMEw4Vcc0q/AsAcRkWaBarM4iFaKXy/4EYtWi/HUdvzm2WSTnVcFdtXoLEAsoq+OjVauzLAswS6oGr5LtUv/Hrc4Cz2pkbSU4GK9T4FnaxAjXrMOi2YTNWbyn0xWAFkgVi664XktEa7n/iwi9S+eLa7W4Vc/HRkpgU8BZIm1bb2B9Vi9QxkbLWGaJti2AKxZmBZ7FgkxQXkj4FMuzgLmUvVSBXLbPgkkEaILp4slfAbQAtfx5s4jtNm86+yv703T2FQlYN0/+/CCAy1zWMi5frn2t3Ater8xfvXDmeOVPHwFvsW5vUCzlrDNlslLGKMu6OcqypGuXzlDWmQpoC2SvFciep/xJIBZ3sY4vELdiSvLSDusIz6LVPE7gWdaLxH3djOU4EsIFniWKt7hxyxhrWRZQNgK0mWJ5Fgu1jLuWcdBRvjaI9rNGjL8tEoL5wRXmjLQoF6RHuzJ1VqzPRVnBKJSPnQw/xY26qSyJ4JygWINTIl3h57YRdptkvmz5g0OucQ4s1s2Bl90qJBPKDekBqMuPQGtJLPZ25uLmQC9++4NzePnHl/CL589g5GwvdrblorogiucKIbj78fweiOMHY3yIEzJivJGdGIDEMBcEEIDdrZfB234VQr1MERNoTXjehPhga8K2O+qKY9HbnI3awijE+G2ErznrsX4qfDfOQJT9YiS5rUCG9xrkBmyEzm8tdD6rkOezAnq/lSgJXIvKUBPURm5AS6wpOpM28UPfHNvSLbEj0xJ7s61xUGdHWHYkLDujv8wNFys8cbnaE1drvXG9yR/X2kIw0hGOka5oXO+Nx42tSbi5LQU3d6Thxo5M3NyVjdt7dbhJ3didixsE5lsHDLh+qJKAXIORI3VUPa4eMbpaDx9twfCxdgwf78DQiW4M9W3G1dNbcZWQPHJ2J26e3Y3b5/YSlvfjVv8B3Ok/hNv9h3F74ARu9p/EjYE+XO8/g9H+sxjpP4er589jmBo8ex4DZ86i//RpnD9JHT6F0/vPom/3BRzuvYI97Tews+UH2FL3K3RW/gnNpX9FveFN1BYTTMrfRU3le6irex/1zR+hnuDRsPljNG+/j5Y9n6Bl/320H36AzqOfoPvEJ+g5+Sl6j3+pAHPvYWDzwS8VC3LXI2ju2P0QbTseoGXrPbRt+QjtBBpR6xZCzpb76Nz8Gdp7uE/3A+o+Wnmuxp6PUNf1Aara34Wh8Z/IJchrSv+CtOLXkKx/BXG6PyEmR/QKwtJ/jeCkHyE89SWEp3wPoUm3EJ48gsikQUQl9yM66TSiCMdRSUeQEH8EGdHHoIk5guy4g8iN34O8+G3Ij+9CUVwLimNrURxdgdLIEpSGF6E4UAe9dxby3JOgc41Brls0cl0joXUJRZZTAFLtfZBo54FIK1eEWrjBz8wF7ibOcFjrAKuVNjBdbo2Nyy1hu8ER3k4e7M/+0KVGoI6/sZ7WVOzdlo6+Ixpc6MvGpdOZGOrPxPXBbNwY1OLmJR2uX8jB6PlsXDuvxegF9qlLetwaLMaNiyXcXqqko/0luEKovnA8lwCtxal9WTiyLRW72uOwuS4a7WVRaCyKQk1eNCq0MajMTUBNQQp/QwR4Qzp/61loLMmmdKgr1KG2QIeqXCqnANU5xajLrkatpgF1Ga2oS25HfUI3mhK2oCVxB9qT9qMjqQ89qRewJXMYmzOvEZhvoj39GbRlfB9tBOQWzS/RpP0tAfxl1Ov+TP0FtbrXUZnzD0LU2yjV/hvFOe9Cr3sXeboPoMv9ENm5H0DDfJakeVxX9BEKyx+itPohyuvZL5rfQQP7R9u2++xjDwjM99Fz8AG62S/bD9xD0x72210E5x33UdH7EYo77kHf/CV0tUBm+ZdILvoE8QUfI1Z/H3FFDxDFfAQVXnAf4QTosMKHBOf78M3+CL7pn8I39Uv4pHxBfQqf1E/hl/4QQZn3Eaq5h0jtB4jPfRepBe8iS/8WwfkfyNX/Bfl5v4E+50U+8+6gOG0YZcl9KI/bjPKoEpSFJaIyLBA14W6ojXBEfbgD6sIclTmfa2TOZ6qK4FwR7Ep4doXBzxV6wmmelzPh2QmZzgLPNoRnS0RbmCHSzAJ+G2zgstYWdux3ZkssCc8WfCcTdGfJXNASSdsYTXvGDGtKUrE+22D6bCtMn2uJadx3KmF7KvefRsn6GXOsMZtQPVugepYFZs3axLwZ4dGckGmCVStWw8x0IxztLOHpboOQICfE892iSffmtQegONcfFYUBqNQHoKLAV4HnEq0PoTkIZdmBKM32RUmGJwypTihMskd+nDWyw82R6sdnv+s6BFqvgNva+TBfIN9EkzFz6lRMfmRxFnBWJcuq5flxeB4/jgBNeBZYHgvPsk61PM+cOR0y+8LChcYZHASejW7by7i89D/gWV0WS7RqeRaAFuvz1CnTMHHcBKUOTzzJevA8Uwnny9euhaUznw8h4YhI1yKjpBb59T0o79qHmm0nULfzNBr3nUfD/n407b9I4L1EkB1UrMSi5oODChDX7OxH1fZzqNh6RlFZ7ykU9xxX4Ll657mvLM4igWaxMAswy7IcL+XIOgHn3tM3sfnUTfT0USdvKCDdcpCAvvsywfw89G2nkV17UrE6+yV1wzWyDe5RXXAJ74ZTqAAyQZfQ/DU4y7IANUFZLNCU5G0DjBbfseAsEgiW9Y+DsSp1mwq/sk6OkzLUfWTbWHBW4HfMcf9NY2H58W22vi2w8WmiGgmshOfQNnjHdiNQAoZl7EBI5g6EZu5WFJCyHW5RrId/Iyy8G74CYpEAswrPUkd1eaysvJth491IQG4yRutW4JnXLuDs2UnxWrjOzrcRDgF1rEstfOObEJreguS8ZuhKm1BU3Yqy+g6UyTj6miZUEJzLq+phKCVM6suhzatAdn4NcvSN0BY2IsdQi9yyCuRXVMJQU4fS2gYUVzWisKwB2QV1SM6uQ3RaAwLi5NrrYeVXh01e9djoJu7UX1ubVY2F5bFwreYFmgWEv00Cy2vsqwjJEojrm/Bs4iIW6DqeQ9zWG2DtWQd77xq4+NXAJ6AWwaF1iIqsRVJ8PTKSmpCZ2ICM+FrExVfx/V+DqIxGfh/UISiVsJ1RB5/kWrhxm2NkJSyCCM2+FdjgUYk1MmbZsZrnrWZdSgjExUwJzHZGaF5hYwTlVfa1WGlXy7QOqxyasMa5FSZu3djgvp3pfmx0P4xNHkdh7n2cfeEEvmOxdglUbVyxQHF/XjRjouK2PWPik9+AZ8XqPJnQTHiewYeGBAKTqagWEzBXLjAG61pCCJw9+X8UzRdAFEsf4Vbcs2WKozkSIZvliev0cgKY6ratBKEinBvhmeeSh5IEEJPlKRMVcFZct3n+qeOfUMbbimVcoGv5fCPUrV0ic/xSAkaPANpoPeV+U55QpmgSi+5YV2uRasWV6Nmyr7gqj7U+GyNuE7wE+OdKuQKwX0OzKlleznLEmqyCs4xnFngW122BZ7E8q/C8SM7zSIt5btXarIKz6r4tZQsMS/kqNIsUWH8E8KqVWSBZ/ggRmJZ1MuZZ1o2FZ9mm1JVAqrq3CxxLmwlAj4Vn1ToteVm3fuk89pG5iseABHqT6OxiPV4m7u/zjBb/RQTRhbPG8b5MUVyhN63hueUl+WieZ5uN7G/rFhNA5/Bapyjj5sX9fwHLEpdrgWfRIrHgzpmIJYRqgezFbJ+FM8cR1Fn2gglYuUisxaw34XmVWHLZFjJvtQw7kCEFU8Y9gensP3OnTlAiektkbwFnsaCvXyrW+ZlcN5nb2e8mPcF+9iThe8JXgb5kDLPUX51yS4J+mSv1ng2ZMkvGNIs7tqzftHahAs8CyGJRXsK6i+VZAeSlMxWoFku8SGDaaH1mv1HgeT6cNq2Ah816wvFq2KxfDAuus2KZrpYyt/Q6wuwGJXXkfk5mK7m8Hv4uGxHkvokgaolImQLE35pi6mdJeLUlsNojJYoAG+uCnBRvlOjCUFMUC4M2BGn8CAr0MIWb7So4Wq2ADWHdfJ1ELV8Ak+XTYUWAjvAyQ2GaH1qK49BTk4qDPXrc6N+CXxKaf/3CeXz/2hGcO9iC9qoMaBO8FJD3d9kAP2fjuG0B/iBXCyVieKCbKbwdVsPFcglcLZYQ/tci2t8SET6miPTaoExvJYHGeuozFffvJgJ0TtAmJDgsQJT1LMTbzUGG62LovFegKEBcrzeiOmIj6iI3ojFmE9oTLPmRb4etGfbYmWWHPTkOOJjvjCMFrjhe5IrTJZ44V+6DgUpfXKz2w5X6IFxtDMZocyhutYXjbmcMbvSmYnRrFq7vyCEc5+PmvkLc2m8gIBNmDpThJiH55pEa3Dhaj+tHGnDtaANuHG/B6MkuDJ/couhq31YMndpO7ST07Kb2YujMAVw5exhXzh/B0PljGO4/gav9BOMLfbh54SQlaR9uXTiNmxfPMn+e4DRAXeQ+l3DtwiBGBy4ToAd53BVcPH8Z585ewNnTAzh14hz6Dp3Fsb3ncWTnZezrGcGOtrvY0vxTdNT/Hk01r6Ou4t+oKruHspJPUFr8GUrKPkdZ1RcElS9R2QpUdQI1PdSWL1G7/Qs07v4CrXu/RBshuf2Rq3XX3s/QRVDu3PUAHTs/RvuOe+hU3GffR1vvO2jr+Rfauv75SG+huf0NtLa9ja7Wd9HZ/G+0t/4L7S1voaXlH2hofB1Vta+gpPplFJT8li/0XyAt5ydIyHiJEPwCguOeRUD0MwiIegY+YTfgFTQEn9BB+IUMwCfoFHyDDiMgeD8CQ3YiJGwLQsN7EBbZhZjwNqSGNiEjrAFZUQ3IialDXmw18mPLURhbDENsPoqjslEcnoaSkAQUB0QSnoOgc/clOPsQokVeyHV3g87NCTmujsim0p3skexkhxh7W4Ra2cBvkyU8TMzhtN4MDuvN4WltjwhvN4K7L8r4G+usT8DeLak4fUiDK+cIyZfzcHMwF8+M5uN7NwupPHzveg6evZaNOyMa3B7W4M5VLe6O5FGFXC7icgluDZXw2GL2lwLCN+H5WB5O78nH0d5c7GzORGdFKhrzU1CZlUxASUNxqgaGtFwUpxegNMuA8uwyAmwFKnRVqMivRUVePSpy+fGV106A7kG1bjtqtHtRqz2CuqyTqEs/g4bUfjSmXEIzgbAl7QZaUp9DW+YP0Z79C7Rl/wbNWb9Dk+ZPaND8leD9D9Tm/Isg/i7P8QHK8z6i7hGi7qMw9xMU5H1GyPwMOXmf8+PuM2iojILPkFnElACbUXgfGYaPFVfrvKqHKKz9FKUNn6Gy5XPUdn6Jxt4v0bzjS7TsovZ8gea9X/DD/zNUb/8MFVs+RdnmT1HU+RD5rZ8jh+CcXW4c15zE88TnPkRC/idI0D9EDOsTpSNA6+4jIucBwnLuIzDrHqH5fXgmfgCP+A/hHv8+9Q484/8F78S34J/8BiIy30Bs9t+QrHsNGXmvQFvwe+gKfo28vJ9An3sLRTkXUayRuaWPoiJtO6qS6lAVqyU8h6JcIDnCHrWRtpQdQdqe0OyEqhAXVAY7ozxIXLedCc6OKPB2QK6nIzRutkh3sUUa+1qSgx3ibPk8t7JAuJklfE2sx8CzBdbO28RvqE18Z8pczpaYo0xFZZQxujbheDpBmdunEYqnztyoaNrMTZjBdTNnmWPWbAtCpRUB0VIB51nTN2DWjA2YO3sjFs1dzXfTcr6n18PJ0hxeTlYI8bFHhB+vlAAA//RJREFUbJgLP2J9kJ8RAH1WAAw5hGRdMMrEEs20JDsUJVmR7H9RKM2IZF8MQ1FyEPSJ/vwdehOeXZHqz9+S2yYE2fDdtn4BLBbxvcz386xpUzFlklifvwbnb4PnsRL3abE6f5vbtkTcVgF61qwZiuu2uG0LRC9atEgB57HTVY0d76y6b6uu2+pcz1MmT8WEp8cp0bYFnsXyPJVlL1uzRnHbdgkMQUhKJpIFaqraYWjdifKew6jYfAzV206hZvtpgvTZrwJ7tey/jOZ9l7ksQcIGULvjPPc7h+qtTKkqAnT55pOo3CLHGo9Tp6QSSSAxJXDYowBi6pRWEpV722mZ3/mWoi19t9B97Bp/Q1f4jB9AaddZ5Df0IaviGJL0hxQXZY/ITriGdcItrAeuoRIJW8Y1S3Cwr2XvbwwaJnnjnM9GyfL/KdiXGtTr26QE92KqROIONkbgVvX4sWPLlOP+m9RyRY8H+FKiWxNobQjDdn4NylRcXtGdSoCwwNStCErfprhwh2buQWD6TnjGbYZTaDsBuQmWEvxLynhU5rcFDvummmHlRTAUKdZnHkNgtvbogJU7wZ6SdSo8u4bXwC+xERFZLUjVNyGvrJHw247qJj6vmzpRXd/Cd2cTSivqUVhcBV1+GbJzy5GVWwVNXi2yCmqQVViF7KJy6EoqFPdtJcAY4bmI8CwW6vScOsSk1cEvpobtXQ0L31oFnk3dG5RxyxLgy0LGPz/KS5AvdZ0a+Esiccv8zup8yeqUT49L9tnwaF9VaiRvE1du96yFmS8B3r8etoH1cAhpgFtEIzwj6+EdWU3Ar0FYcj1i0psQl96IuIx63pda+GTVwi+nAT453I/yyeUxOc1wzWqEHfc3i2DdAmqw0qMKSwnvSwnFKx3qlLmel9tWUJVYaluF5QTlFQ6NWOXYhrUuPVjrtgXrPHZig/demPoegJn/IZj7n6IuwzLwKqyDrsEu9Cbsw27hO2arF30NzysXKm65YnmWaNsCzjJNlcCzuG0r0CxTRU2egGl8kMn0UzPGPU3YFDCRaNtTsXDGBMyZIkGknmA5BB3Cs6yXaMwqPIsLtHGssXGOZ4nKLRI3cGUsNcF5GlPFPZtSo26r559GMFKt4uLuu+KRy7ZYntcRoMX1WMBIIEkgVKYOkjmZ1XmZVXAe6wL9+H4CzzLeWbU+G8doE5gl2vYCsQJ/PaWUKilT5ooVcFbGMTMvsPxt8CzAvJCwpmgywZ5wr84drc4VrE57JPWV8qWeKlCPvQbVyqy6bYsEkGX9WIu0RN0WCVAbyzP+uTAWngWcVTd+gWujJV7abbJSlsnyBWzruYrHgPzxIeCsRtqWP08ksJeM+RXIlXG/MgbYbC372DoC9KN5nu3NlsF64zKC5zyWKy797F/sZ3OZiqeCWJ0FnhfPJ7wrfyZMZR/iveA9WiRjoAnPy+aPxwqxPisAzfZZwrbnvVzEa5kzRfrHk0q/kT9hJGDdIpluTOpIeJY/PtaxXio8z+b+Uyf+D6aKd8KM8Yr7tkCxBPkSaFbnrBaYlnHNAs/yx4BItklQNNMx8CywvGwBgZ8ALekKAvIacffmdrHEyz6rlrLvLeG9474ScdvRVOaVXqPAsUDzJu5jzv1lWeRsLi7dK2BrsoQyWqWVYGJO6xHsYYYwbwvKnCBthhDPTcybITrACvGhdkiNJggQnisKotBUkaJAdAI/5tztV8HJajlcbdfC2Xot7MxWKPfFfO08OJguQqSPOQpSfdFUHIvNdWnY25mPi0dacefybkLeLlw40o6tzfkozAxDTIAtvO3WQqb4cjBdBmeL1azzGriYy1zYywnNy+Bkvojb58OB8rBeikCXtYjw3IhQt3UIcVmDeH8z6FlPid69rTYNXboA1MRYocBvtWJhLgleh5ooMzTEWqI50RrtSTboTLbD5nRHbM92xe5cL+wv8MbBQm8cKfbDyfIgnK4MwdmqEPTXRuBiYxQGm2Mx1BaPkc4kXOtOwY2eNNzuzcDd7Tm4tacYN/ZVEpbrcPtwI24fbcZtwvGt4+24dbITN/t6cKOvF9dOb8Xoqa24dnYbRs/uwNUz+wjIh6jDigbPHMXg2WNMTxCWT2F44Dw1gCsXBjB04SKGLl7C8MXLGL1EOL7UTw1QkhddpgZx49IQrl8cwrWBIVw9f4UQfhmXTl7AwIl+nOu7gDOnLuLUyX4cP3IOR/edwcEdZ7CvdwA7u65ia9sz6G76CZprX0Ztxd8Ize/AYLgHPcElP+9LFOipYvBlCpTUAKX1QHkLIbqDAN31Jeo3f4Gm3s/RvOUztBBS2rbeR+e2D9G19T10bnkHHb3/Rsfmt9DZ8090dr+Bjo7X0db6Gtpa/oQOqq35j2ghuLfV/B5dNX9AZ9Xv0VHzO7RXE74qfo7akh+ivPB7KMx7FrnZN5GVNoLkhCFER15AcOAZ+Pqdgjfl5dMHD8+jcHc/BA+Pg/Dy2A9vj13w89oOP+8tCPTpQrBvC0L8GhHCl290YBXSQsqREV4GTVQldHG1KKAK42tgSKhCSUIpSqLzUByZgZKwRBiCoqD3DUS+lxfyPNyh93JDoZcLirydYPB1oOwIN/YoIDTkedkjk3CT6GCFSCtzBJlJwCNTeJqbI9jZHinBHihI8UdDcQS2tyfj2K4MXDiRg5GBfNweKsQzI0V44WYZfnCnAi/eKcb37xTghds6PH8rF89eJ1hfz8Mz17jf9WLcvVaGu6OVuD1SrczbPDRQhotnDBg4Xoa+3dU41FODHY1l6Cw1oE5XjJK0YhQklqMwuQH6pDamXYSWbSjX7EaFdh/KdQdRln8UZQUnUa4/hUo9P8wLLqEmfwg1uhFUa2+gRnMXNRnPozb9RdRl/BD1GT9Bfaa4Xf8Btdl/5nn+RlB+E5Xat6l3WeZHKNF+TID8BIU5n0Gv+5x9y6jcvC+QUwBo9YCGaSbTdCqNSi1k3sC84QukFYuL9QNklN2HtvIBAfpTFLI/FrM/ljUDleyPtZuprdQ29s8t7KcE6pLuL6Bv/wx5LQTzps+grf8Cmgogq4RlF36BlIJPkJz/AKkFD5BWKPl7SCDcx+a8h2jNu4jMfAehqf9GYMI/CQx/hUvEq3CN+BNcwv/AD7f/hUfUr+ET/TOEp/ycH2s/QXLWD5CZ/Tyyc+5Al3MDeTlDKNKdhEG7h/C8DaXpXahMqUdlfB4qouL5nPJCSaANyoMtUBFijgqmpXwWF/taw+BjgyKq0NuW/c4GuR420LrZIMvVFimO1uxfIoKzvS0ibWwQZmmJYMKzN+HZeY0dbFc8Bs8zNmHeDHMFoEWzZlooAK2kXD9z1kbMnGnCvAlmz9xAyN6IeTJ/9Bwey+MXzjHDImrhbDOCONcTrpdw/cp5Jti4ZD3s15nD3cIOfgTDcE83JAT7IDMmGLqkMOSmhEOfHg1DZixKNPEo1SajTJPG9siitFQO+6YOhiQNChMykB+TguzQGCT7BSLG1QnBNizbZBms+O5ewW8IBZ4nfxOeVXBWo23/J0ATmvmNqMKzSPKTJk1Q4Fmd71m1PqvjnhctWvgf8Dx23LNYm8VlW6RG255McBa3bamLwPN3n+T5xD2cZS9ZtQobbe3g4OOPgPhU9rUipJc0Iq++F4a2fSjuPIiK3hOE4JOE4FME5fNfTS3VuOcigbpfAefaHQTnbUZwVuB5yzkec5rrzijbxsKzGnFbAFoB5kdTWYkkMvfmE9cV9Z68oajzyAgad19mmf0o6TiLnNrjrKNE2T6CiMy9SpAwp2ACdEgPXEK6/wOejZG2Cblj4HnstrFg+7jGAvDjUvcR4FYAeozGlvG4xsLyf9NYuP0qAjYhVoFZAqOMM3YKbuZzoB0+cd3wT+5FQOoWY/CwzN0IIkT7JG2FW0wPrHybleOlzLHlS1AwKV/y/6kWJRiYlUedEhhMmefZgyBOaLZ066DauNwEW58GXn8Nnz818E9qRJSG8FzA/lNSj9KaNtQQnmsJz1X1raiobkRJOd9rhOdcfQW0eQLP5cjMr0SWvhoZ+ko+BwnVxRXIL6uGocoIzyXljcrY6Ky8esSm18M3uhoOQVWw8KkhPDdgE+uhwrMqgeWx01FJXgVngWMVnMfC8VjJvnKsepxIKU/cvN0J2N4V2BRQDeuwBthHNsA5tgkeSa1wT2qCS1w1PJNr4ZvegKDsJoTkNCE0txl+eY1wza2Da36DIhfKuaAJTnnNcNQ1wyqtERui6rCGML7cswGLHOqxxL4ZK506sMq5EyscO7DMoRPLnbqxynUb1nnuxXrvQ6zLMWzgd8emgPOwCL4Eq9ArrNcQrMJuwjr0+7CN+BHso34Kp9hfwDnul0a3bQFnq/XLCFiLCD8S/VoswUZwVuBZUsKtWH6NADsBU596ClP4AJnGdC4fUGKFXELIWTRzIh/oTxs1kyAowZMIk7JepjSax3LF/fnb4HnGhKcUy/MsPvhmTBxPoCGgP7I+G6HdaP2WaNvTx3/3G/BsnGN4luK2bfII/tSxzwKhYlUWEBUAVaFTgV1CqArPqtVXxgMvZhsseQTPEiRMDTK2eoFYtY3gJXCqgutXeVlPQBZwFoBW3bYlYJgA9H+D5wVMBZ6ljqrVWVKpu2plVteJVIuzgLBYkyWVeqiSZQV2CdJj4dlq/dKvxj0LSKru6tJOck1GF/75SvvJdgFncXsXwBawNlk2X4HnsZZnkQC0zK8srtDLWF+BXIHn1YRgIzwTCFfPhs3GRXC0IAQSBE1Zb+lvEjBM3KxnTX5KcQNfxvuiwvMC+QNBXOXnGgOqCbAunTsBS+cZrc8rFk3EqsW8pxL4i22iwDPLmS4B6CbK1GYT2IcFnrmd928lYX0lQVzuw2r2AbnuubzG6ZOfxAz2c4nmLIHHlHHahFixFAsMr+ILfu2K2co6sSJLoDGxKosF+Su3bO67jsetYX451y8RgKaWcr9V3Gc9IdlExkVz+wqCs0jGQluybew3yFzSyxU4tpTgZJRMfyVWaEllvWqRtly7QHHrFiiVKatCPMwJy5YI87IkPBsBOtjDFLGB1kgVN+4YN2gS+EGXE4aGsiSU5UUgKdJRgWd7C5ZjIwG8TOFit4EQvZ73ZxXcrFchxN0UGQTven0UdrXpcKDHgBO7qtG3pxYHNpegq5ofRekhiPa3hb+zKYF+New2LGN9l7GOS9nfJML7CgLzYtgRmG03zIXDpgVwt1oGP/uVCHJeiyiCfjRBP9ZnE+J8TJEcZAVDqh+6ihOwpzwG2/N80ZLigLo4azQn26Mryw09Gnds1XljB7ftLgjAfkMIDpdH4ER1LPpq43G6MQFnm5Mx0JqKi+0ZuNSWhcudWlzZnIvhLQW4ur0Q13YV4/qeUtzYU4Hb+6pw52Atbh1qxc0jXYTmzbhzYitu923H7dM7cPPMbtw8tw/Xz+3H6LmDGOk/RCg6jJELhOWBI7g6cIo6h6v9/Uyp/gHC8gUM9V/k8mVcJQQPX7hKjRCaRwjPo0wpAvIwYVnRxSsY4X4jF0TDGO6nzg8Rxq9g8JSA82UMHLuA/qOE5+OE5xMXcfpYP/oOnsXx3adxeOtpHOg+hz0dQ9jWchfdDT9CY+XvUFn8FxQVvIlc3TvK/LYFAjq5lP4zFBk+R2nZFyir/BSVDZ+jvpXQ3PYpWjoeor3jE3R03qc+QlfXu+jpeQs93W+iu/Mf6CIsd7W/hp7WV9Hd8jI6Gn6L9tpfEo5/io7qn6Gt8odoKX0RbYbn0Fl4Bx3622gvvIm2wmtozBsirF0g3J2CLuEoNLEHkRaxlx/lOxHptw1B7j3wdemEl0sXPPiS83Cg7I3ysu+Cn3M3Al16EOTag1CPbkR4dyLatwMx/u1I4keQNqoJuphW5MV3ozBpO0pS9qA0lQCZtgflqdtRmtCBktg6lEaXEKB1KApKg96fEODrhSI/N8WFtsTfGRVBjqgMdiT4OKDEzxZ6b0KOuw1SHCwRY2WKsI0bELDRBIG2FuzDjtBE+qA0KwTtFTHY152Kvn0aXD6Vj2uXinBnuATPXSsnNNfih880MK0mPJcTnssIz+V47kYFobmS8FyD26MNuDPawrSd8NyF61c62G9acelcE/pPtOPkni041LsdO1u3oLu6F41F21CRvROGtL0oTD2KgqQ+FCSfQ3HGFZQT9Cpz76Ai9xmUF7xAeP4ByvQvEaB/hPL8nxCAf0a4/jnKsn6J8qzfoDzz96jIfJn6EyqzXkWF5q8oyX4DBt1bKMl9h+n70Od8xD4kcx0TXgnKOoJytkz9REjOKviSoPwlMgq+4AcckCERrrkswJxCJXFdEtNE/RdMP0NS0UMkFxJwDQ+gKSZAlz2ErhzIJQjzGxBFhOjiFqCUEF3aCRg6vkBROwG95VNkN3yCjJqHSKt+iIwqSqYpK7rH87/Hc/+L5/4Xsgz/hrbk3/ygfBNpuX9DkvY1JGT8GbGpryIq4WWExv4OnqE/g0vwj+AS9AM4Bz7P9C7cQm7AI3QIAdGDiIi7gNjEM0hJOYGstEPQpu+DLn0H8jPaUZBWg/zkcugTDDDEaGEIi2d/8kehnwP70ib2pQ0w+JpA72WCPD6Pda7mlBm1SclnUxpnC2Q4WSLVyRrxduxbNpaIsrFFhLUdgi35XN1kBR9TK7itt4HDKhtYy1CBxeZYPd9MgdxFs0wxlwA9a/ojzTDDbELzbK6bM92UYL2B31jrsXi6Cb9nTLCUAL2c8Lx6rhlWE5pXz7XA+vlWMFlgo2jjIjuYLXWE5RJ72C+3g5eJOwIsfRFqH4AY91AkB0SzrychNy4N+YkZKEzRsq/ls+/rCc7F7EMVKEuvQ0VGEyrS2/m760B5cjtKE9tQFNuAnNASpPlkIdY1AiE2HnBfbwrLxQuwavZMzJ4+DdOmTP1qvPPj8KzqmxD9NTyrAC2W6LGW57HwrFqeFy9epIx5FtdtFaBVieVZgHlstG2xPMu458kSEVymq1Isz4TncU9jIsufv3Qp1lpYwsbTG95RCYTRfPb3Gmiru1DQtIv9dj/KNx8nCPcpFmSZgso4tZTMz3xBgee6HQTo7QPKFFJGcO6nznJ/I1TL/gLbKjyrEmuzALMKyQLMsixAPRaiu46OomnPFdRsvUSgP4usymNIKTqMxAKB5/3wjtlKYO78CpxVfQ3HbQRmmb6qU5HkZfoqe/9WQnDLN8D2cY21SD8umfNZnbJKBWoVTr+tLFXqPt8mFV5VcFaiXour9SN4tiVUieVZpqByDjLCs3cs3y9Jm+GfQoBO247gzF0KPPumbIdHXC+sJcgYy5By1fOoUP5/g2fLR/CsRNcmOFsJOLt2wMK1VQkkZuNdx2uqhlt4NeG5HlHZzUghIObwQWioaEJlbQeqagnOhODyMr6/SmtRLIHBimugK6yCJp8AXVABDfOZCjwzb6gkPNegmPBcXt2EsqpmFJW2QEsoj89sREBcHRyDa2HuVwtTtoWpBDp7DJzHgq8Kw2Ml2xQY5n7fJilDypK8uq8yJRZB3dy3DuYh1bCKrINdbCPs4hpgl1APx+R6OKU2wInQ7JxZD5fsBriLZZnQ7KVvhruBkFzIe6dvgIOS1sMmvx7W3G6ja4FFWjM2xDZjXWgb1vh2YYVrFyF5C9a678Vqj4NY5X4Iq92PYI3nCaz3PQfTwEswCxqGWfA1WITcgWX4c7COfBG20T+EXcyPmf4KNlG/h23MK3CIfw1OCX+Fc9Lr+M4GQp3luqWw3bgC5vzgFQuu0Uos01MZLYIKQE+TsceTMGuauE4/sjw/QbBlOm+ywBMBc65YIicpVkdV4mor8CzrpUxxCVeCbs0RsBUrpXHqI4FnJaDYVNlPInRPVcY6K8HCHuUF3mXMtbjjynhnqddCgtVKQrNYzEVieTa6Lc9R4FmAU4BYteaqVlwBXYFnAVBZNxZMFeAWF2IFnAlYX8HzDKxZOJsyBu5SwVmFVAVUH0GyuGsLOAukSYRtGfM8Fp5Vt2117LPits16jrUoS16tk9RvrFR4lmsVGJZUBeax9RHJehWyZcoqkQCyWOZVeJY/DASYN61aqAC0Cs9ieZ498X8UiF7Da1q/7Gt4lrHq8keLMRDXZMXyvIbHrWT9ZdoyNeK00bWZ9Vw7h/C8WIFnO7OV2ESYl/62iPdw1uTxmDnpSWW88lKBZMVteyLm874JnIvlWZlbm/C8jOvF8izwvHwhAXqB/IHC+yfQzradN01AfDymTpiAKeNl/LPcf95r8RqYZwzotobXJtcj80Iv4DGzZGjC9EmYN5v9heWsWTYbG8Ty/AieV7I+q8V9m9ci28TlWsZfS3RxsS7L9rWP4FkksLxsEfs391ks21nGukfwrG5bwXUmXGe9fgnseE/sTJYSkAWSjdZlWbZcsxBmEu1brN7UJp5f8jJ1lpP5Mng6rEUgITfQYxMC3EwR5LERwZ6mzG9AdKAN0mLdkBHvgfQ4d2Qne6MgKxB56X5ICLODt/M6OFmvIDCvgbuDGbyc+aHmYkWo3gh3WwlYtgaxAeaoyQvHQYLz4a1l2NtVhO6aTH6UR0Eb740oX2t42ayGm9UaAv1K2K5fzvrzWbJ6GcxWsf4EaZv1CwjV8+BkthAe1ssQ4Lwekd7miA+wRlqoI7IiXaGLZf2YpofYQRvpgur0QGwrjMBugvH2gkD05vgp6d7icOwpDsOhqlgcrU3A8YZknGrJwLn2bAx063Bxcx4u9+pxeasBV7aXKLq8rQyD2yswtLMaV/bUYWhfE4YPtGCIsDx8qB0jBOZrxzbj1rEduHN8D57p24dnTh/E3bOHcfv8Udykbl04gesXThKGTxJ2+zAyeAZXqSuXTmPk8gVcu3yFukoN49rFqxilRgjKVwWYBwjK/deoGwTqG7jSfx1D52/g8sAILhKWLxKWL4k7dv8QLhOYRRdPDeJiH0VovnhCxPxxQvSxy+g/dhHnjl7E2cP9OCNjnXedwQnC89GeAexrG8SOxlvorv0hmst+i0r9n1GY+3fkaN5CvuZ9GAg/xbp7KC74ECVFH6Ki9CNUlX+I+toP0dL0Edqa3kdny78Jxf/C5ua3sLnpH0z/iq7W19DV8md0NP4J7XW/Q3vNrwnLv0BbxY8VUG4uehZN+ltoyr+JhtxrqM++gkZNP1oy+9CccQyNaUdQn34Q1amE2KQd/JDuQU5YCzKDGpDqX4dE31rEeVUj0r0SYW6VCHCphK9DOQIcqxDIl7S/Qz2CHFsRQXCOcu1FjNs2JHjvQprfHmiC90MbdgC5kftREHcAhQnHYEg5S2i+jPKM66jMvIOqzNv8mB9FWfIAAfoYimN3oTiyC0Wh9SgMzkaBvz+K/N0VgC72d0JZgAMqAqkAOxi8rQhA1gQea2TYWyLJyhwxpmYINzNFhJMNEv1dCet+qNKFoqsmDgd603D6YA6GzhbhxuVS3L1ageevE5zvtuDHz7bixVst+P6tdrx4swvfu9HNbd149tpmPDO6hcC8ndqDW6MHcGv4MG5cOYKrFw+xTxzAwKkjOHP4NI7vOYf9vWexve08OmsuodEwjOq86wTdu9CnP4f81O+jKOPnKM35X5Tn/h6lupdRnPdXFOW+jkIdpf0LCrNfV4J3FWv+xn1fhyHzbyjOfAOlmn9Qb6Is+00Ua99Gnu5fBOT3kJv/PrR5Ml75Y2jyHhKWPyeUEpAJzCmFMs7YCMSJhZ8ikVCcJBZf/ScEiAdIKnjID/TPEE/FUTG5DxGn+wTxedyWT3jmflmEaA2P0xi+JPR+iewSQnn5Z8iufABtzcfIqfsI2jqJvv4+0qvfQ2LZO4g1/AvRBOR4AnKS/q9Izf8j0vJeRlr+7/gB+XtkG36HnJL/RXbBr5Ch+xmSMl9CfMqLiIl/AZFRzyE47C7cA27AyX+UH9HDsPW+AHuvM3D0Pg4nn/3w8N8B/6BehId1Ij6qBamx9ciKq0F2fDmVh+y4DGij06GLTEF+WCwKAoOQ7+OCIl9bgvMmFPkIOK9HPp/Jee6WlB1y3dmPPCyQw+VsN0tkOlsiTaaqcrRGjK0lIqwsEGppgwALawWaPTZYwM3EEo5rrGGz0hbmy6xhssiS8GzO950ZFs81x9yZmwieppg9U1y4zTF/lgUWEIoXzTbHKgLyesqE+20kMJvOt4D5QgtYL7aF5UIrWC6wht1iBzguc4LTcle4rnSHx1oveK/xR+D6EERYxiDGIQEJzslI9UpDdmAOCqL0KE4oQ0lyFSoyG1CV3YoabadRWVtRm7EXtZmHUJd5nPlTqEk7g6qUMyhLPIaCyO3QBDYgySMP4XZR8N7gBJulawnx8wn7M7+C57EBw1RgfhygBZ6fegTPAsyq+7Zo/PinFevzf3PbVuFZtT7LOOexGmuNVi3RyrhnCRzGOknAMHHblumqxvH7YtbChVix0ZRA5AH3sBiEpunYvyuRXdWJguZdMLQfUCzPVdtOK/AsICwAbbQ2n+e6c0wFoAnSVO32C4RoI0iLO7fq5i3gLJK8CtJifVZdtVWrs0jWibVZoFnybQevomHXIIH8AoG+D+mlAs4HEJNzEMEpe+AZueUROH9TAs8CznZ+rQo0j4Vnx0CB3Raq+RtgKxIYVudyFkD+bxL3bEnlmLHgLHq8zMe3/zep0KxqLNDaEXYFnu28G+Ho3wiX4BYFnr1iOuGb1KPAs3/qNsVlO0AibidtgVtML2zYBsoY5kflqGULPKvW5/8UYdmT4OxZy30IeKrl2a1TAWgFnt3ECl7La6uES1gFfBNrEJFVj2RdNXIKqlBURmCuaiUAt6CsouEreC4pq4WhpBa5BsJzgcBzGZ+jFXx+ViOTyuE2fYVYrptQVddKAG9HSXkbdPoWJPE3G5zYBJdwAn0A4ZdtsdGdgPsIeFWpEDwWlh8HYxW0v02yTXX3NnWW4xphKVN1efMehTQTmhvgmMj7kML+k9wI22S2VUo17AjNzrmtsCc02xGK7QjH9gUE5aJGOBTz/hnYZvpaplQRj8ln++Y3wCaP5WZ1wDypGxax22AZtgeb/PbCzOcw0zOE5YtY73cFGwKGsTHoBsxC78Ii/Huwjvoh4fgX1K9hG/s72Me9TFB+lXV7DQ6Jb8A+4S2m/4ZT8rvUe3BOec8YbVssz1/D8xyCiowdJdAKMAs8T5Jxz4SS6VMI0ZMUq/CkJ57ApP95ApO/+wRmEVIWiZWWx8l8v/Ony1jkpxTrs8CzAIpapqTq/MpqtG0ZMy3wPJNgrMDzjGkEmumYN3Mq5hGcBaQXzOIyIXsm6zOV4KwEC2NerN2rF8/BKkKtSCyjKgCKhVistv8NngV8JS+wqu4n+4iMgcGM1nGjCF3zCIdyngXi7m0chyygKmC6ceV8o4WXUGq23BhZWyzOInHXVt22Ze5nFZ5FasTtJY8szlIXKVckdVXqLvVhKtAs9RSIFHCWqZ5U0B4LzHJdsl3Wq8uSl3qK5dk43/Mirp+t/FEg8CwQLW7bAtWmKxYo21YRhmX894xx31ECrkl91i8lPC6eR4gVt20JtiVRrHn/ed8l+JYxijXbi1Ap8CwQLcsbVs4mSM2DjSnhWYJibVrJ/rZY8RRYyraVezlj0hPsZ2wTHiuWWxnvPE9xo5/w6BwEacWi/fWY52Xz2b/miSVaxkaLFdy4r0SBn/jUk5jIF5z01yWz5d7NUYB5lYCz1JX3UOos1m7pVwLPc+RPI9Zh+QJeq/wJQ61h267i/Vgt7ci8THMlgC3R5CXQ2EK23TJpG0LzBsKxaK1Yl8X6LPA8j21AUJbt61fPUyzOSwWomW7kvra8H/YmK2AvVtoNKx+lbCOT5bCQaKRs803L5n3Vr+SPGLFCO5gthZvdagKvCbyd1ivTTXk5rlGg2IcK9TFHcpQLNEk+0CT7KBCdwuXEcHuCtZUy5tnLcT3c7Xi8iwUCvewR5GkPP1cL+DkTwrk9McQaFTnB2Nmai30E566aLBiyQpAc5ohwArCf4zq4Wa6EE++nDZ8f1muWwn7jGthtXAfr9athtW4FLNcawdnbbhV87FcjwGkdon2tkBHhirKsMBjSgpAb54WsCBek+Fsjmdu0oQ5ozQ7ArrIoHKxJxIGaJBxpSEdfq5bKwdmuApzvNWBgayku76zC0J5aXN1Xj5H9jRg50Ey14RrB+OrBNlw50I7B/Z24crAbQ0d6MXRsO66e2IXhU3sw3LcXV0/tx3UB5dNHcef0MTxz9jjunuvD3f4zuHPhLMH5HG4NDuDGYD+uXjqHq1cGMHr1Eq4OX8SVwQuE6SsYuTRKXSMwj2L0AvMEY6NGcfUcdZ7wfPYageoarpwdxZUzo7h49ioGzl3BwFnqDHV6EBdOXaYuEZYv4sKxC0YdHcAFgvLAoX5cOHQe5w+cx7kD53Bu3xmc292HM9tO4vTmPpzoOocDzRexu2YUWypfQHvZL1BX+DLKBJq0/4CBQFRClTJflvsPVBS8gRrDG6gt+Tsay/+G1qq/EIhfRWf1H9Fd/Xv0Vv0vNlf9Bl1Vv0BrxU/QUv4jNBW/iMbCZ1Gffxt1umto0F1Fk24IDVn84Ms4i9q0U/xQPo6K+EOoid+Fhvhe1MR0oDKqDRVRzSiPaiS01qEovAb5IZXQ+Jci3acYab4lVBlSqCS/CsTxQyLKsxLxPg0E63bEe3Ux3Yn0gMPICDhGYO6DLuQcCiIuoCj6EmH4Morir6Ag4SoKkm+hiABZnE6AzPg9yjNfJUC/Spj+HUoSf0xwv4vCyEEUhp+BPuQACgKqkOcdRvDxRJ6XCwr4GygkLBd7WaHU2xol3jYweNpA726PPBcnZDs4I9PWBUl2Tohzc0ZGsBeKkoNRXxCN3vpUHNrK/nmwCENnynH9QjVuD9UTjlvxgzub8dKdXrxwfRtevHGY8HwcL9w8QYA+SYA+jWdHz+DuyHncHh7AratXmF7FzaERjF6+iisDQ+wvI+jvu4vTR57F0T3PYO+WF7Cl7SW01fwE9aW/RnURITn3jyjIegUF2r/DkPsvFOneRn72v1GQex+5OQ+g09xDbtaHyKP02o9QROVnvstj3oFe8y6X30FxznuKCnXvIzv/PX6QfUB9hPSCewTU+4TdT5FOYE4iQCfkf4o4KqbgPnUPUQUfIbrgA4Lyh0jMp/I+QAKhOy73HoH5Y8RTsdkfIS77HpK0LIsQnUkYzyZg5+ipok+RXSQw/REyCt9BWuFbSCn6B1IMfyeU/xUJhr8gRv9nhOX8EYFZv6f+gFDt7xGj/TESsp/nR+GzSNU9g4y8u9Do70BbdJuwfw3p2YNISrmA2PhziIw8jdCQkwgMOA5nz8OwcT9M6NkHc8ftMHfoofjB61ANR5dyeHoYEOiTj6igHCSEZSE1IgMZhOXMqHgqGtmR0ciLiIIhIgIlYYEoDnRHaYAdyvwtUOxriiJvUxh8rFDi54SyQC+UBLiiyN8Bel9H9jl7ArQt0lyskehog2hba4RaWSPA3BpeppZwNbGAy3pLOK2zgu0qS1gut4DZEoLwok2E5018d5ny/WrG9545FlFL51lhxQIbfhfY8h1tj3WU1VJ7QjG1zAHOKxzhttIFnmvc4LXOk4DsCd+1vgg0CUKIaRhCTSMRbhaFKMs4xFhmINEmH+kuJcjyqkC2TyVyA2v4u21GaVwHKpK3oCqDv2/dQTTmH0NT/gk05J5EXfYZ1GddRoNmBI3ZN9Go4bMi83nUpT+P6tTbPPYi8kIPIN27CTGOWviZBsNhhS3WzluBuTNmYQbhVOZ7njxxsqKJ4ycSlscTlAWeZcoqgenxGP/UODz9xFOKBfhpQvOECVxHYH6aMKu6bkvQMLE+y3zPEnV7zpxZYwBaIm9LsLD/dNsWeFYDiakRt9Uxz9OmTccUZcqqpxV4Fj0lEbfnzcXS9eth4eIOt9AoBKdqFXgWy3NR6x6UdhwmtPZ95X5dRwlEy5hmccs2umbL+gHFtbpx9xUFdBt2XVLmbx5rbZa8wLTqxi0gLevFfbvzyNVvSOZ7bt1/hftcJqxfQMXm8yh+5LKdYiA46/YiPHM3/OK3wy2sm/Cswq5Ynb8JzxJoSyzNAswCzqpkndECbXTBVqHZCMfGscuOgVLOWH0N1Co8y3GPH/9t0KyC61hYflyqpXmspVi1atsRaO29muDg2wSnwGber1bCc4cCz4rbdspWBZ5Ffinb4JGwGS5RnbAN5Ll9jeeWcgWajVZnnucbku2UpLIs0OxVR3BW3bY7YO3eybRTgWcLNwmYRQj0rYRzaDm846sRml6HlLxa6Ax1MJQ3oay6TYFnsTxXUmUE5+LSahRReYZKZOWX8JlXjEx9GbTFtcgprUNuWT2KKhtRUduM6vpWVNe1o7SyFflFrUjPaUU4gdUjkiAaSKgVeBZX6jGArAKwCsuPA7NAsSX1f4NnkXK8az3zYmXnvfDvhF1YE+zia+GUJhZm3ossgrGGoKwlTOe3waWY+7CulgUsp4DHigobYWVgmxKizQtqYE2Iti1mOxewP+jZb4q2w0G3C3YZ++CUehxOCadhF34aNkHnYBVyFWZhz8Is/EVYRv0INrE/I7z/mmD8ezgmvQKX1L/BMfkNOCRQ8f+EM2HZJfUDOKfdYx3vwznjIVwyPv1K3xGwEtCUaYzMVhNmFs8mOE7G/CnjCUxPY5aA86TxhFtC7TTCLB9EsydNwhQ+vMZ/5wlMJEDPmDiRwCxjVwkfBO650yUAlExxRRgmHM4n0CwgXKlBmxSApiRgmFirxbI4l/AycyJBfCLPx3PPZ1kLZ0qgKNlHAosZQU2CQc2SQGYErQU8h5QjkZOl3qINAhi8HrGoC+QKcKpQLHAqUKkCp6QiWSdgqO6ruE7PljHL3FeCkVErJBI014nLr8CXzOe8TuCU7beRQLOJkCUSy7M6p7MKzGKFFmgWq7Ok6lRWalRuWZZUgo2tFggjcG8U6CWILhfLs+zLbSuYlzHVcn6J6i0QvpTXJUCtQrfcT9Hjy5IXeBbXbbE8i7eBWIQl8JW41st4YoFcGc+7gdch8xPLunnTnuT9/i7b/Um+rKcQnlkvaiXhWYJ9LZ5pdHWXbeJWrbQlJctizZZtcg4ZY2yxZj6hinBluhw2rIPiPs52kunCFrDPiMVYQNY4XzT7BdtF4FRcxgXuxTK/lEC9jEC+glC6cgHvkXJOGccsY5rZx2YQsNnn5k3lC40v06njn8JM9mFx/Vbm5xYLsrhRE15lfLb8sbOQ1yD9Vf4gkj+LJIDYUrbvKgFt6Se8D3LNMkZ7rcAz23YJ6zafYD+X7TJHXO6ZV9y9V/K+r16AdeLavZDlz+O9nj+F0D1LaW/ZLnmZqkrqsp77WaxdBAfTFXCxXAtnCwHP5YTOxTBnOdKn1rPt1vP+mYjlm/mNy+co7tvW62V+6BXwslsLd+vVPHY53Ky4TIj2tl8LCdIVG2QHiX6dFe+NtGg3wrADov1slGmuovysEeQmgb02EZQtEUZIiPS15TEOiAu2UwJ6JROeDZl+aC1PUqahKs+LhjbRm9us4EtAd7cVF+81cLVex3qvfOSuvVSBZuv1q2CzYSXXL4Oz5TLFkh3kugFhMpd0oC1y4z1RnhWKohR/ZEe5IpHgLFNSRbmbIj3UEXU5odhRm4FjPcU4ubUSp7fXo39XKwZ2d+DSvh5cOrAFg4cIwkd3YvT4Hlw/uRfXCcM3T++nDuDGqYMYPXUAV/v2E5AP4urpQ7h65ihGzh7DKAF59OxJjBKSb/Sfxq3+s7hxQcYeX8KNS5dxc3CQuoKbV67gOnVjeBjXqRHmR68MY3RomBA9hKuDTAevE5xvY3hALMuEZMLy8DmC8/kRQjO3nxvCyBnuSzgeJhgP913CEDV48hIuE5IHjw9g8NgArhw9T7g/g6HDpzB08Dgu7z9GHccl6sK+4+jfewLn9hzH+d1HcG7nAZzbvg9ntuzFma696Gvbj5PNh3Gkvg/7Ky9iZ9kNbDZ8D235P0GD9teo0fwB5RkEyLTXUJbxGmHyFVRr/4h63ctozPsdmvJ+hZa8H6O14Edo1/8AnfrvobPgOXTk36Guoj23H63a02jKOIaG9IOoT9+HxtQ91A40Jm9DfeJm1MZ1oia2A9UxbaiKakFtVANqI6upKuarUR1dS4iuRWkkX/xRdSiOaUZRTDsKYztRSMguTNxK7UBh8l7okw+wfxyELv4YtLFnkBXVT3C5jPSIUWRE3Sa43IU2+nnkxn0fBUkvUt9HbsqPoE3/FTSZv4OWsJyT9XdC4lvIJxgWUcWZ/0RR0p+gj/kJ9BF3Cc7D0AeeQ6F/N2E5DYWeIch39SIgE25crVHqbolyL0tU+Vij0sce5d4uKHb3gN7ZB3kOAdA4BSLdIxi5ITEoT05Fc54WW6uLcKi7Gqd2N+HiiS72g624MbgXd0YP4blbx/Dc7T48f+McYfkKNcL8NaY38Ny123jm+l3cufYcbl59DjdGvs/0JVwb+RFGhn+EoUHq0s8xdP5llvsKTh/6I47sfgW7esUj4DU01PwN1VX/QmnJO8gveAe63A+QQ1DNzvkYGu0n0Oo+h0bEvIbQqtXdgy6PIE3laN+HLud95OV8QMj+iHoAPaE2N5dgW/QQqQajFTlRLMgE5YTczwjCBGaWFat9gNic+4hleTG6DxHNcmKy30USl1O1HyNF+yGSCcuiNO09pHM5NetdpFFZmnegIbDrCOx5OQT4HN6n7Legl/uW+Vdka/6M9Kw/IinzD4hO/z1Ckn+DgMRfwS/hF/BN+DG8Y78Pz5hnuXwXYUnXEJF4CTEE5MT0AZZ/FlnaPmhyjiE9Yy+S+RGcEL8F0RHdCA1qgz/hzdu9Ho7OFbCwLcRGCx02mGVhvWkaNmxKhAUB0t4uFu7O0fD3iEKkfxQSQiORFhXFZ2kUchKioaPyE6JQlBCB0oQwVMYEoCLcHRUh9qgOsqGsUBNkjTo+c5vCXNEc6YW6MC+Uh3qgNNgDRQRpnbczMtwckOTkgCgbOwRb2MJ3ow3c11nDabUVHFdZw2GVFexWmsJm+TpYL10LiyVrYb5oHTYtNKFMmTfnOhtuc4Ddclc4rfKC6yo/uK/xh9daT/iZuCLQ1BPB5n5UKMIsYxBlm4pYu2zEO+QjybkEyS5VSHGtQyo/5NP5QZzm2oM0t50E533I9j/IPn4EhZF9KI0/p3hvlKVeRmXWCGpyb6G24C5q+Kyoyn8OFbk/QJn2ZyjX/hIV2b9GZfbvUMVnTzXvX3nSL1EU9QJygwaR5XOQ521GyKYsOC/xhcncjXwPz8fMydMxbeI0TKUmTZhCWJ6E8dTTT03EOEWE5ycnYMITovEYJ3kB7AkTMG6cTFklkgjc4zGR36VTpkzG9OkyXdWMr8Y8L1yojnlWrcwLFc2fv+ArkDYGDRNwno9ZMwnP02WuZ3HdnonJk6YqAP+UWJ+fehJPyneGTGm6eiVM7ezhFhSGcMJzYl4Fskpaoa/fgbL2w6jsOYlqQnLd9vNo3ElI3jWgwHLtdqO7dt2Oi4rFuXb7JVQ/Ug2XxZ1btTJ/HVxMLNf9isVaLNOtByRYmACzWJv5vD40jJb9g8p+qgt4eXc/ClvOQlfbh8yyY/xNH0JU9l4E87fhHd0N19A2gixBWKJrhxBiCcb2YlkmGNsFEED9W2H/yH1bXLUFol2Cu6geuCqgrQK3gK8AsICwUWpgMaOMYCyQrIKymldhWV3+b5Zm1fr73zTW+quu++p4Aq29Twsc/Hg9fvKHQDNcQtvhyTbwTeglQG9FUMZOxW1b3Lc94gn7ETw+0Fie6qatwLlnM8GY56OsCMZGSf5rGS3TTUpgMFtvia4t8zt3wMqjneDM8txZnhch0M84dZTXo6mqknKbkFNSj8KqJpTUtaKMEFxaXYeyqmqUVVSjpLwKxUxlrmcdAVpDcM7IK4W2sBIFJdUoLK9DicwJXduIuoYmNDS3oLK2QXH1zsqtRVxmI4JiW+Ai7ugeLQTcJpg6fhOeFUimBJIt3Cj3RqYUU6m3FWXhzmNFrs3Y6EII57GmTM2YWsh2cdHmc8XMpZZl1vJcjWx3tkVYLazjy2CbVgnH7Fo45zYQmtkO+gbY6NleRWxvQxssCym9qBNWhZthVdwLy+LNsCjaDJvi7bAv3gv7osNwKuqDa+EAXPIG4Zx9FU4Z1+CYcoMwfJMwfBe2cS/BMu43sIz/A2wSX4F9yl/gQGB2SPkHHFP/CZf0d+GcQlimXFLuwTX1AVzTP4WrQLOGafZncFFkzCvwbHT9lTmAFyuWymWEorkEjtkTnlI0dxLhdyohYyohZ8pULk/B9HF8kBGcJzzxFGZMmkz4mMYH38SvAnvNEkmgMYHpGYRrguciASoBZ0Lp8nlinRQoFtffCQoUz1bgmTAiY5l5nGyTqbNkLLMyF7OUwX0livd8sVASesQ1WwE6seoSciQv8xSrbscCzAJwCuAJEBG2VHAW4BorxfpMOBPQlqmjVLdrkYxhFsBVYXc1l9fKuQlYAsgCzOYr5ivp4/Asx0tZAs6SquOhvypLYJjpykfnFDdvKUN185ZzyTEiBcLZbpJfJu7WBMvlBDT1ulSr9eNSLeTiui1/lEjgK4koLcAs1mGRuFhLACwBP1kvbvcCzyLxIhAQXMdypK0l4rgx2Jj8gTGR556GdYTBNTxuNcuRtlSAl1rGdl/N+pmxn8nYXbsNhCv2NfNVxmmzBLaVcfHiAj6TqbhOs49I5G2x8AqEq1b3sfdLoFm9Prmfso+MbZegazLdmEx/NmuiTFf1lGKRFohX4HkxgXsR7yeXBZ7VIQXi/SB9bx77luwv2wSwBboVeOY9kT9llL7F9RLZW/riXMKzSNpCsfATkqW95bpUL4G1AsBct36ZMQq6eq8k6rf5mgWw37QCrjbr4GK9FrYStIvrTAna62W89ULee8K+tLFI1pmtYluuXwQXs5Vwt1zNdAUcNy6Fi/lyeNmuURToYqpMZxUf5IikUGeCsyMSguwR52eHhEAnxPnbI8rLCjG+1ly2p2yZt0RKmAPSI52QGkbwjrTnh6I78lK9oEvzhSbJGynRLoggWPu7mcDLaR28HU3g6WACFytj3eUPGvPVi2HBZ4r8SWNnuhyOFoRnx7WIIbCnhTsjP9EHNbpIlGcGoTDJR3HbTiHoh7qsR5iMtY5yR3NZOg70VqH/SC+BYRcuHtuLS8cPYvDEUcLnSULoaYyeOYvr58/h5kC/EqX65oVzuHOhH7eom9R1rhtlOnqR6UVJB5T0mmwbuICb/Rdw+8Il3L44iNHLwxi+QvgduoaRIQIxpSxfIQQPjuLqZaaXr2L4koxfHsaQaOCq4oY9eJ46M4pLp4Zx+ZSMUx7EldME5dMXCe4XMdLXj5GT5zFy4jSuHu/D8PFTGCYoXz10ljqFqwdOYmQfwX4vgX/PHlzdtQvDO3fhys7duLxzDwZ27CEs78GZrbtwdutOnNuyDWd6enG6swenWrtxsrEHJ+q24XjVXhwqP4p9xeewvWAQPdpraMu8jeY0ftwmv4TyxJ+gIumnzP8ItSkvoT7tBTSmP4Pm9JvUCFqzhtCmGWQ6gJasc4TlU2hLP4SOtB1oTdqMxrh2NMTyRRzbgKb4OqaE46hyAnKZoprIUtRFVaAhuhIt8TXoSGlEZ1ozujPb0aXtQUf2VrRl70CLdi9a846gVc/yi/nxVzqIltIh3vMRNJbcQH3hbdTk30VpznMo0ryEvPSfIjPx50iL+xXSEn6PVL4A0xNehiblVQLzn5GT/gqyMv+C9Jx/IDXnbYLau8x/gAztR8jOJiRqPkRBxr8I2a+hIOZXBIEXUBh6E0WBl1HsvwelviUo9kqH3iWKcOyHYldCkKcrqn1cUO3rjNoAb9T6B6HCJxwlHjEock9Evkcacv00KInUoyG9Ap0FDdhZ24nD3TsIzwcwcPQErpw9g+uDl3Fr9CpuE5Rv37yOu7eewd3rL+CZaz+gfkho/hGXf4rb13+BW9d/zf1+h1s3XsbNG3/CtRuvYOT6K7g6+gpGh//GvvwO+9d7OHf0HRw/+B727nof3d3vorHlXVQ2fITiqgfIK3kATf4nSNc9RFru58jIBTJzv6S+QGbep8jkNo3+Y2j1H1EfIjv/feSI8j5ALqFXsVBnP1RAO5WwHM/9FTfrXIJz3mdI0H6KuKxPkKB5SCj+hIB8n23+MfUR9SHb/kNkZhPaNR8jK+tD3pcPoMl8D9rMd5GT9Tay0/+OnLS/Qpf+F+Rl8H5kvorCzD+jOONPBKzfooxwXBj/Ez53foS0+JcQHf19BEa8AM/g78HZ/xl+9N6GU+A1OPlfps7AI+QkfMOOwT+MIBC5G5GxO5GQ1Ivk5HakpDQgKaEcibHFiOV9igjOR6BvDrzdsuDmnA47uwSYmodgnYkv1q33xrp1nti40RM21j5wdvCFl6svQvwCER8WgvTYMOSkRKJAE8O+FI3C9EgY0gnO6eGoSgtGdaIvqqPdUKNMT2WPxjB7tIQ7oC3CCV2RzuiMckVDuAvh2gVlQS4o8nOCztMBGS52SHK0Q5SlNYI2WsNnvQ3cCM5OK6zgsNwajstt4bjSHE4rN8Bl5UY4E6Rduey22hoeaxwIyK7wXeeNAJNABJuGI9IsHjEWKYixSkO0TQJiHWKR4JxCZSHeOReJLqVIcScke3Uhw2c7Mn32IdPvKLL8TiKL7anxP4vsgCFog24hO/g2csLuIj/6eRgSfoCS1B/zen+GksxfopRwXJb7vyjN/wMMorw/QZ/He5rzBnK1byjeD4XaN2HQvMl7+waKEl9DfsRvkBP4PWh8LiHVZQ/CzSvgsiQGpnNtsXTGYr6vZ2D6eAHoGZg4jpD61GTC8xSjnp5MWCYoPzERE747EZOoCU8awfopBWbHKRonY6THG+F58mR+q06fjjlzZn4Nz4vmYvGShViyZIkC0OLCLdG3Fy40Wp1VV+05cxZgzuyFmDNrAWbNnEeAnovpU2djMsF+/NMTed6n8aRYnsc9iamzpmHh8iVYb24BZ98ARCRlIimnFFmFTSis3YHKjiOo7u5Dbe8Z1G/lc5XQ3LzzApp2XSZEX0ID07odhOWtF1C55QLKRb2S9nPZOEZaAoupatorrtuXFICWZYFlcc8WeJa8wHTTHgL4tn6Udp1RrM2FzWeRU3MKGaXHkVhwCLG6/QgjJPolbIZHZBsBsonQLGqBXbCoGTYES4FGkV2gjHkW2CVcPwJn95DNcKMEnlU4HgvPorF547LRuq1alFVQVuH5Kwvx/0VjYfpxqcD8bRJ4lmmj7H2Z9xHLdDOhlfActZnwvE2ZnkqmqQqXPxYyd8A7oRvOUQTtIIFygcHGr8BcYNnaq02REZbbv0UC16wTodnWp0uR5GWbpbLNCPji/u7EdveM6kIg37Xx2jZoihuQX92M4nrCMwG4pLaWQFyBUkogurSKy5W10JfVEaCr+Wwv5zO9nIBcqVilSyrrUFFTj5r6ejS0NKKqvhoFZaXQFFQgVeZ7TmyFdwDvgXsnLF1bCbj/aTUWeLYiHAtgS14s5ZauDbAiRFsLVHP9Rm7fSHjewONNnBuoemxwrsMm2ZftZe4mgcOqCeZVSl6ZZzukFuYxJbBMJkBrauCQ1wC7ApZJeLYgPAs0Wxt6CMjbYFe0A3aFe+BoOAiH4iOwKTnG9adgZzgPx6IrcCm6AVf9c3DLfwluuT8j3P6S8PwLOKT9gmD8Kzil/Rb2aX+CTerfqTdhl/Y2HDPegRPfS858Pzln3iM83ycsP4Rbxqdwz/wcHplfUoC75gu45XwOV773VLnlPMR35CNe4FkChonE9Xg5wWX+FMLst8LzFMyZOAnTnp6A8d99kvD8NKZzeebkyUyNAb3UKa0EnufOmIT5s6ZggViOZYwz8wLQCjxTkpcxswLPEqRMJIHF1CBUElBKxsWKm7RxDLMRytQI0bJeBWfZrk63JKnsq4KzYgElfKkWWblukYCNrBfI/splW0CbwCaAqsKzCr6SqvArqQq7ArriTvu4VPftsWWo4KxantVy1PKlPDlOhXB1/LS6Xa3TKpYjlmkVKuXaVCgbe43qOoE3udcC0OZrF30DngWMVbiUdeJyLe73qlR4Fov0+iXG8eTSVgKr0nZredyG5fLHhREOpV2lHQUo5V6JxdyUoGxD4BOAHgvPyr3itQmwSoR2cQFfJn8QsN3Eyivlr+C51WtUJdc11rIu7SDnk8BrMkZbvBkEhqVPyR80YgGWa5PI3KsX8z6IZZj1kuEE0gclGrzRs+G7RhiW+yP3jPdDrNCSCkALSMuyHCt1VgB68hOYM+l/lLpKfaStpX7SDiK136n3RVK5dlPeA8t1ixTAFPh0tlyj5GXdJgKywPKKeZN47RLQTaKESzvPhhW3O29aroCzm8UqBZzt2LZOm5bAw3qVEvla4DnCm3Dsb4fYAHtCtD2SQpyQFOyE5GDCdKCjooxIN2jjvKGJcUc6P/Q0Ma7QJXgiP8WbH4i+0CW6ITHUGkkRBO9QG0QGSIAyUyWqd5CHGQLdzODtsB4etuvgarUGTmarYb9xpeJ2LpJAYp52axDkZor4QDuez5UQ44PK7DBUacVtO0Bx3c5PDlCs4X7OJogh8LfU6HB8XxdGBo7j5uA5Aq9IpnC6jJuXhnB7cAR3CbrPjVzD86OSjuCZ4WE8c/XaV7pD3eT2G1dHcZ3pteERXBuirlzF9UsjuEHdvEhdGsXoJcLy4A1FV5kXDQ2MKoA8dJ46dwVDZ6/gypnLSvTrwVOXMCgW5EcaOmm0KA9LemIAwyfOYfjYaQwfJSwfOYGhI8dx9fBRDB86jKGDh3Bl/xEM7TuC4b2HMLR7L4Z2bMeVbVswuKULg73duLylGxc3d6K/pxOnu9txsrMNx9rbcLyjE30dPTjZ2oETzS041tCIYzVUZROOlrXjYEkv9hbuwPbc/disOUb47UNzylnUJJxHZRw/xuKphDOoiu9Ddfxx1MQfRn3CATQk76N2oT55O+qStqAmsYf7dqIurhsNMT2E4i7CcRuqIxuZNhCa61AXW4/G+EY0JTSgOakZbamE5Iwe9Gh6sTV3B3YX78W+soM4WH0Ch+vP4VDTBRxsuoL9zdewv/UODnS+gIObf4j9m3+KvT0/x86un2Fb66+xuf73aK96GU1lr6Cm6G8oy38T+dlvIZsAnJX2DtJTCcep7yEr4wNkE9C0We8hU/MuUnXvUO8hTfch4VksnfegITzL9pzUfyA38VUUxP8KhtiXYIi6C0P4VRQHH0UZPw5L/cpg8MqDwTMDpd4pqPJPQnVQIqqCE1EbmoHasFxUhxWhMqQcFaG1KAtvRElMK2rTetCRvwtbKw7zmvrQx4/i/iPDuNR3DUP9t3B96DncvP593Lr5Em7fegl3bv8Ud2/+Cs/c+C3u3vhf3Ln5e9whLN+6+ScC86u4det13Lz9BvUmrt96C6M3/0mA/ieuXn0HQxc+xMDpD9F37AMcOXwPu/fdR8eWj1DXcQ/lTfdRVPMQ2lKCs/5TpBB2UwjPKbovCbUgTBOi877kh9Nn/MASN+mPlTmWdfoPkEfl5xmtz7rsDwi6hF62bSrbNon5xMyPkKy5j3RCdbqG5ROeszSEdAKyVvMRcjQfIEf7HqHpPZbxHgqy30Wh5m2C8ZsE5DeQR1jOT/sz9Gl/RF7ib3kffon8xJ+hIPEnKEz6oaLixB+gLO5ZFEffQm7kCNLCLiEmpB8Bfmfg6nkatq6nYeZwAuttDsHEbi822G6BqUMnbNzb4eRdD1efCngFlCMgtARhkQWIitIiLiYTsTEpiI1ORFR4LEKDohHgGwUvjzC4uYbC1j4YG8x8sHq9C9asdSZAO8PMzA2OBGd3Vz8EePsjRsA5IRK6jBgU5sSitCAepboolGpCUJ4VhGpNEOoz/dGQ6o1GPiubY53QHOWAlkgHtPKZ2UaQbidEd0Y4ozHUDjXB1qgIsESxr4yDNkemszlSlUB0ZgjdZI6ADZbwWWcJzzU2hGM7eK5zpNwoT/iY+MBvoz+CzEIQahWFCMJxhHUSIm3SEGOnRaJTAVLdSpDhUYVMz3pofFugDeiCLrCX2sn8Pmj9j0IbeBo5IRehCxtBbthN6MLvIi/iebb7C9T3kR/zC+jj/gB9/B+hT6CSXkFR6p9RlPEaYfjvKM75B4oove5N6p/Ip/J0byMn9x1o2I+ydO9CS+Xyt5jP/qDPegcFqW8hL/Y1aMN+Rki/gRTPYwi3aYbb6kyYLXQjPC/F7IkzCc8zFHieNH4aJjw9BRMmTMVEasI4gjRBefwT/PYUfXc8xjF98onxhNhxeFrcu7+STGE1TgHoqfx2lYBh4rYt8Lxo8TwsXbYIy5Ytw9KlS7+CaCNAjx3vvAjz5i7G3DkLMXuWWKDnE6DnPIJngfav4XnKTH4bs8w1pqaw8/BCUHQy4rMM0BQReBp3om7zSdQLBD+SAHTDtvNo2HlRcc3+KlDYlgFUbDlPaKZ6B6jzqCBwy7hogWSxPAsYtx0c+gqSJW+0OBvBWSzOAtZSbvXWAYLzKeTWH0dm+WEkFx1AXO4+hGfuREjadgWcPaM74BbRCpewZjgSoO2DG2EXYpR9SLMC044hrRSBObQDzkpqnNLKnXIWC7UftwuEjZEKzgLTYwFZBef/N/Cs7vdt+jZo/n8jm/+A5ybWs02BZ7/E7QhK24mwrD2IyN6HEM1u+KX0woPvQSdet4C25SPL8+PwbFTHI2D+WkZw5rGPwbO1F59dXK/WS+DZMUjGX3fBP6EH0ZoWpBfWIa+qGSUNHShv4Duqrh6l1dUooypq+A6qriNA16GonJBdUoecohpoCdG6klrkcbmA6w0VDSjl90FFYyPK62tRUCGBxSqRktOICL6vvcN4j3wIqeJG7kZAdm9VZM68yMK1BZZuMjab65k3l4BfLgLRbAuuM3dvwib3BkWmbvWEaIKzSy3WO9dQ1UrehHlVsp+NXxss2M82hFfBLL4OVhmtsNOxbfI3w6agFzaFW2FXsgf2ZYfgUHqcwNwHB8NpuBCWXYqHCNE34VD0DBz134Oz/kdwzf8lofkP8Mh9DZ66f8A9+x9w4bvHOf2filz43eAssJz1PhwoR76vXPjecst+AI+cT6nP4KFhqiE0E5a9NPhKnlqmfId6aLmNcs/mvtrP8B0BDnXcszU/dMXlWeB5nljtxj9JeJaAYBOxcBrhZtq0R/As0bafVuB54pNGeJ4uDymZYupRZGyxPovVec70iYoEpGVc6fzpMv2SuG8LuIjFcQrhY7xiHVThWQBGYMZoeSZELTTOySsyTj8l7tUCVAJTAiICa2J55P6UCtpK4K8xQCzXqoKLpCrcCPAIdKkRucU9WFykBVbHwrOkKgjLNoFekWyT9SpAm7MNLQiGIlmW9QLEsp8K3qrbtgrQY8FYYFktS8oQ67VsV6zTlOTVZYFnsbgaLbFGSBt7jWNhU9apAC3TMKnwLFCswrMApUCmanVWwVmWBbLF8myMxj1TaTex8kr7yrnEsi2Sc8j5ZLux/XmdzJsQ/GQaJokebbl6kQLPsr/cQ7FOC6wunEHYns36EJ5XsM0EnuU+j722sVJBVVJpA7l/Rsuz0XtBAFr6lLiFyzWq8KxMbcVrlamq5I8aY+CzydyP/XaSeED8jwLQYhFX3LepldIPpK8xL1At2wT25xCcZ074H2VsuPQhqZcKz9LnVI+Hx++F0eODbcH2sJFo22YrFYn1VoVnsTgvnyseFjLPtsxPPVNZb8v9BZo9rdcqEsuzw4YlcDSVeZSN1udAl40I97JUrM/RfraK5Tk9UgDZnR+mbgRosS47E5S9Ca5+/KD1RlE6QTYjEMWZgSjNDkaFLlQB6HR+DMYFWyHSfxNCvU2ojQToTQRoUwS6biQ8r4O3vcxHbQKZr1rmpPawNmE9NsCHYB3gvAHhnhaEZ1ukhzshO9oNuQR0bawbspiXqN0l2hgkRXogyMsKcWGeqK/Mx5G9WzB6+RzuXh/GHYHjazfw/M27eO7GXabP4IXbz+HFO8/h+7efwfM3buGZ0Zt45vozePbG83jm5vOEk+dwi7rBddev38XI1VsYHhJAvonhCwTkgWuE80e6eJO6hasXCM8DlDJO+SpBmcDcN2h0tz5xEUPHB3DlWD8Gj5zD4OGzuHLkjALJI4rOYPTIKQwfPk5APoIr+w5S+xQN7dlD7caVPTsVDe5+pJ3bMbijl7DcjgvdjTjfUYd+6lx7LU63VOFkcyWONJbjYEMZ9teXYx9fmvurG7GvimlFJfaXluJgsQEHigpxsKgYB/QV2JtXgx3aJvRktKEtpZtg24v6eAJxbC+qYzejKrYTVTEdqIpupZpRGdWIyuh6rqtHRWwtymOqqSqUxVSiQvaJ3IrqqB2oiSZYx20lJGxDU/I2dGTtRm/eQWwpOIQdhmPYXXqadTqPgzUXcLjhEo62DOJkxyjObL6Ns9uex7mdP8TZXT/FqV2/QN/uX+PUvj/i9KG/4CR1dP9r2L/rVezd9jfs2fxvbGt/F12N76Gp5h6qyh6giMCn032KzKxPkZ7+GVKo9IwvuPw5MrguLfs+UnM/Iix+qFhB07RGZQoMav5N+Pk7Ae4VFKb8BiXJP0Jp/PMwRF9DScQ5VETsQ3nIFhTzY684qBll/GisDmtCbUQLamLaeM09qEvYjpqEPahKOIjqpGOoSj2J6qwzaCq4iJ6Kq9jZdBMHe5/B6f0v4cLJn+LS2Z/h6qVf4sbI7wjFf1B06/YfcfvOq7hz66/U67h983VC899w4+Y/qH/i+s23CcrUtXdw9dq7GBp9H4NX38Pl4fdw6fIH6D//Efr6PsShox9iz8F72LL7Ppp676Gy7WMU1t2HruoB0osfICHvPmJzHiBW+xBxfNknZn+JlGwggx8BmvzPCc8PFHDOL3of+qL3UFT4Dgz576CI8KPX/hv5Wf8i9P4LWkqT/m/qHebfN46XJkznZRCQM9+FXqz5/DjRp7/BZ4cEHvs7yjSvo1zzZ4LlH1Ga/jsYUn6JoqSfoSjxhzAkvgh97DPQx9yCPnoU+sgh5IfLONh+5Ieegz60D7nBMq59D+J8tiHIkx/ozh2wsWvFRos2rDRpwOLVFVi8pgSL1xVgxcZcbLTRwcopDfZuiXDzSYJvUBJCwuIQHRWN+PhIJMaHIiE2mAAdgMgwfwQH+sLPxwtent5wcPLFJgsPrDVxwOp1toRnO5ibOcHJ0Qse7j4I9PVDXGQIMpKjoMuKQUFODIpzo1CWE4yybB9UZHmzD3ihIdMLTWnu/J05oyWO4Bxjr4BzS5gdWkKZhhCkwxzRzHxjiC1qAgnQfC4XeVoj19UaGid7pNo7IsHGGdFWHgi38ESouS/CLAMQbh2KMKsk5rMJyzpE2xcg3qUYye5VSPOuR5pXI9IIA1kCyaHboY/aB0PsYZTFn2Afv4CSuFGmN1EadwfFcc+jKPZFFMb8kGD8c+gTf0M4/h0KEgnKiS+jQIY1pLyK/JS/IS+FUJz6NnLT3kYe+0Au77Uukyl/T3k5H0KX8wGytR8q0oiHh+4+MvM+QVr+Q6QyTc//BNnM63QPecx9lvEB3zX/RHbE75AZ/BySfc8j3JFgsrEQFsv8sWzWSsydNAvTJxCgJ8zAlEfwLOA8icA6cbwAtBGex31Xvj8JyE8Qmp+cSFCeSMiepGj8eFkWmOY+48crrtvKmOfZxjHPY+H5m+As7tvGiNvfBs8zZ4j12QjP4k4+7ulxCjw/KVOqTp+MeUsWYNVGE1g5u8E3PBbRaQXILGxQ4Lm25/hX8KxA8yPVbe9XoFmmpFKmpdos0HwOZZQCz4RosTwLPAsQCxiPhWdx1f7aXVuF58uK1VkCj1USvgtbTxKc9yM2dzvCs7YQmrfAP7FHmZrJI6r9K3B2Jjg7hjbCIbQeDmGNcAxvhktUK1yj2uAW3Q736E74xPI4vj98+S7xT9gKv5gtBGgCdRD3CzW6bKuRuVXZEazHgrACyjLm9REg/5/geey2xzV2v8c1FpYf11h4tvGWqad43YRnj8ge+CUJPO9W5ngO1+xFCN9v/qlb4Z24Ga5hhDtfAvOjcdQSSVvctY1gbIRkgWdVX8Ozcfvj8GxcNv4JYCyvCfYBTXALb4dvXCci0puM457Lm1BcL/DcjrK6JpTx/V9eXUPVKuBcUlmPwrJGwnMDdIZ6ZFNZxQ3QFDdCy3V5ZU3QV0kZjTDU1yG3oor9sgrJugZECjzzfM5+3axPl1JfS482RQpACyy7NCvQrIAz80ZJXta1YZNbI0zda2HmWadokzvh2a0O61zqsMapBqsdq7HWuY6qx1pC9wYp378HZsHdMAnvwKa4LbBJ3w173UE45B+Fnf447AyE5dJzcCq9BKeSYTgZRqjrhOfbcDX8AC4Fv4Jz/u/gnPcyXHNfhavurwThf8Jd+x5h92MC8AO4Zz6Em1iSKfeMz+HGbwTX7IdwJjA7a+7DVfMJQZjATCD21H4Bz2ymlMCzZ9YYab6El5bwrPkM7gLYWQ/hwbK/I2Aj8CLQrMz1TDBS4VmsznMIw/MJwktmEjRmzVAges6kiZjGB4cEY5pEiJ4+gcsTJmDyuKcwhcdMpaZN5PpJ4wjMMsWU5GUdYWyaWCPFXVYAZJaSCrSIi+3MCU8qkvz8qTK9kFipxb1bQEmsizKWV4BEAmlJFGqj5VkFZ8VFmOsEnI0u2wSymQLrRoCTdapV+vHjBLZEsq+ULZbSsTArqWphFpgdC8MqQMs+sk2FXgFEScWCPNZ9+3HLsyyr51ElMC7HWfOeSHnfdj7RCoLZWJdmgTSBtrHwLOtUeFMBWlyLZXyzwKTAskjgWXFlJmQKMKvu2mrkdIFncTsWt1wBPzmfEVSfUtpxjVK2cY5pFRwFoGXbSpa5fvFUWK6ZT4BepEC0heKaLPNGz8DiORIQjPeJ7bGE1yPu2srYZ+blfo69rrESaBYLrgrs8ieJUidC7cIZArfiWj1eWRZr+qpFvE9LWc5SwjPLlPMt5D4Cz9LfxDNCQFvgedaE72De1KcUwBZwln4jqYyll1S1PM+dLP32O5g5/jvKuaWuUjepj1y/1Gms1VyuQ+qrutCbrWZ/YXtYybRUYpWXKam4vHHFHB4v/Vfm2Z7AY2Xs+IxvwLO37Xr4ORBemcqy06alivVZBWiB1hB3M0T6WCMh2AFpkW7IjHJXrM2pYU5II8gKPBcQnsXaLPBcnhOG6vwIVOWFfwXPmbHOiAkwQ7gfodnHBBH+pgRpc4T7yHjpDQhy34RAt03wc9oAT9t1cLdZrYC0v/MmwvM6BLlsQDTrkEKA18Z4ID/RF7nx3oj3t0aklwXB3gXpsX6IDfdEQrQfivLT0dXehBNHDxM+RvDcnWep5/HCMy/ixedewveffQkvUN9n/oVnf4Dn734PdwnTtwnIN68TmK+9yNSoa9dewPDI8xi6+iyuXLmLy4O3cfnSLVwiIF8Wd+tzEsRLQPm6EtTr6tkRDJ+5iqG+YVw5cRlXjl6g+jFEUB46dIZQfAqD+/pwee9xwu9RXNl7AEN79+Lqvt0Y3rsbQwTiSzu34cK2XlyiBrcbNcT8la09uLKtG4PUZdEOansXLm9tw6XNTRjoqMbZ1jKcajLgZF0BjlbnYn+lFrvKNNhRqsG2kmxs1hegO8+AzXlF2JKbix06DXbr0rAnJwn7dck4oEvHXk0WtmfosJkfcJ1JRWhPLEVTbAXqI6tQF1WJ2sgK1ERUoPKRKsIrUB5BUI4kNEdVozKmBtVxtaiOb2C6BbVxR9CQ2IfWtLPoyj5PWL6IbYZL2F0xjP11ozhQfwNHmu/gWPvzONH5PZzo/j5ObXkJZ3f+BOf2/AIDB36DC4f+gIHDf8L5w6/h7JG/4szRN3D2xL9w9tT7OHXyPRw99g4OHHwb+/a9h327H2DH1k/Q3fkJmps/Q1XNlygqBXJknmAdkKwBEjKBRCqF+WSBw5zPHn24P0AalUGAzMy9B03Oe8jRvU3w+TsKNa+iOOt/UZrxU5SmvAhD/G0Uxw6hIvYCyqLPoiTyDEojT6Gc+crY86hJvIi6lGHUpl9DdcYNVKTfQnn6HYLhc6jQfg81+pfQUv5T9DT8Gjs6fov92/6Akwf/gnN9f8fF/jcwdPlNjFx9G6ME4tFr1I1/4drNd4y68S5BWfQ+ro5+gOHRD3Fl5B4uXvmQuoeBK/dx/vIDnLt4H2cG7uP0+Qc4cfo+Dhy/h50E595999G64wGquu+jqOk+tFUfI63sAeIL7yMi5x7CNPf4sXwfkZlcl/UZ2+gzZOR+juyCTwnO91BgeB9Fhn+jSP8PFOv/jpKC15XgcmW611Gq/RtKxMKY+TcY0pimit5ASRr3TeW25NdQnvoX6hWUpfweZcm/RUXSr1BJUK5O+xmqU3+AqhS2UeJtlMZeQ3H0FRRHDaA48hyKwk/CEHYUhcEHkB+wEzrfXmg9u6HxbIXGvQFp7pWIdy1GqLMePva5cCA0mm3KxLoNGixZmYZ5i+OpaMxfFoala8JgYh4BS/tgOLgGwssvFMFh4YiOCUdqUgSys6jMEGSmBSI92R9Jsb6I4TMmLMgNgX7ucHF1h4WVE9ZvsMTatWZYv84UphstYGdjD3dXZ/j7uCMqzA/JccHITAlGdnoI8jKCYMj0RlmGK8rSnFGV5oL6VGc0pjijKYGAHOuA5ihHNIU6oDHYkXJBY5ArmkM80BrijZZgXzQE+KDa1welXr4weASgwCOUEB2NbJcEpDmlINkpA0lOWiS55CHJvQgp7s1Idd+KFI+dhOVdyPTbh+zAw9CGHENe5GkUxvajOOkyKjOuoT73LpoLv4d2w0toL/ot2gr/gub819HI+1qj/SvKM19HUcpfUMj7Wpj5T17PmwTjt5CT8U/C8VvI0/wL2qz3kSneB1n3kMmP0SztA6afIEMkf2DlSl/i7439KT3vC/7evkBGAX+HVGw+EJfH3yaVxnxWLgjYX0Kb8RCaxHf57vkTUoNfQoLfEMKc98LDvApWK8OwcvYazJ88l+/S2Zg+fhamjJuuuG4LOE+eRHieMFkZazzhyXEY/+RTmPDdJwnPMl2VjHcmVMvYZ0oszzIeWTR+vETc/hZ4XirRtpd+A5znz5+vjHX+WgsJzot4nNFtW4HnaXMwZdL0b8DzE099FxOmjsecRXOxaoMJLJyc4BkSgfBkLa+/BvqaLahoP4Tq7pOo23oGTTv70bLrAhoJztVbzqCi5xQh9ywqNosEminF+tyPiq0SgVvmg76ogLNIrM8t+wjR+2WO52EFmruPXUMP1Xl4BG2Ea9m/kuWIy3Z+4zGkFosltRcByZ3wS+iEp8BwZBuBsAVOIY1fyTG0Aa7RTXCPa4FXYgf8UroRkLoZgQTuoPStiMrejWjtXsTkHEBszn4+W3YjKGkLfKK74Rm5WQk4pk5fZbREj4VcwrMft/t3w4GwJnl7328C8f8f8Cxu0rbeBHrC71fwHGiEZ9/4bfBP3oHA1B0IztiFoMyd8E/bBt/kLWyvHtaPx3ur46iN8CwAbOfbwbKMgPx/gufHJdukPgLkFh51LFvGPbPtY9oRltqIxJwaBYL1Ve0oqW1TImeLtbmkogYl5dUwUEWlNcgvJhQbxPLcgExDI9IMTYrSi5sI0C3Iq2xGIcG7sK4eOeWVSNNXIF5Xh/CUJniGNfF+SJsYrefKOG1x0XZvgZmrRMqWgF+StmKTs4yNppxbYerSynVtyhhnsTCbuFYTmmth4laPda71WE1YXuXUyLQZa1zbsdatG2s9tmCDzw6YBe6FefhhbIo5BsvkU7DXXCAMD8FFPwrnwmtwKrpJ3YVz8QtwLH6J+R/CqfCncCn6JdwK/gDXnNfhqn2Teov6F6H4fbjwWeWqIdjyW8AjC4rcxe2aUpb5neChpXKMVmTPHIIxodnrkby57E149tJQfF96Era9CMlemZ/AI0PGP9+Dc+qHcEl+H85J7+I7AosCkQLNMuZZxnRKVOmFYrWbJFZnCcBEACLESnRsgeh5Ev5//NOY/DRBebxESZ7IdLwCz1MncP24JzDp6e9iyvgnCcxPKeA8Q+B4yjjMI6jI1ETL5s0kqM1WUgkMJkHCpo37LqH8fzBTxj1zWaB6icwHPZ/Qt8g4rlkAWrUqq6CsArBci6yT61H3eRyex4K1SNbLdEwqPMuyrFcCghGWBFpVoJW8OpZZ4FbWCfQKxKrWYFmnWo0FnhULKwFRQHgsAKtWZJEsq3Au5UqqnkuOF4CWMlSrt5QhqWjlI8vmWIBWIVkFOBWeVQBdz3Zct3SW4qItQa0UaJY5iwmWiuV5ASFy9gTeqzHwPNtouTWRYFWEX7PVC5SyJEDX/KlPKkHmVstUYYvFCmy8T3I+qY+ieZOwbtFkWKyep1ieRQKJ5gRIAWApW0BZgpQp45yphbMmsR4EXpajQqd6XapUEBWAlmVpB7F2yz1fNHOyEqRugTJOfhwW8ZoEntct43FLjH8aLOR+SqCy6QLvUwnYEkBNIs0/jdmTje7bxvHSPD/ruVrOK9cnsM68TI+lWp9nTzTCs9RBBWXJq/AsdVVhX7U6S/RzgWeRjHMWi7NI8uKevZTtvpD3YcmscWwH9pPF0yFjoW0I2a7mKxWrs6/9BgWgvWzWEZpXwNlsqSIX82Vwt1oBP8f1CPO0UKaVivW3QQqhOT3SBWkRzkqqS/JGUWYgisTinBVMaI5ErT4aFbnhXA5Uxjwnh9sSlDcg3HcDogjO0QTpqABzRPhuUizQMQHWlC0ifKwI7IR5u7WEZhMEum5COOE4LsAGqaFO0BDcC5L8oOeHrEB0FpcTQpxZji0CPG0Q7OcCTWYc2lpqcOzoMcLuKJ69+yJeeP7H+P73foLvv/AzvMBUlp9//kd49pkf4M7t7+HmjWcIybdxbeQWRobvYGToOYwOP0dwITQPPYOLl29j4OINXCAwXxi4hgvnRzFAQL5welgZpzx4kunxi7hESL4sOnIelw+exaX9fbhESL605wgu7zqEyzsPEnr34tKW3bjYuwsXerbj8pbNBONOQnEHrmxpx2AvQVi0uQ2XN7dSbbjyDbVikOkggfny9nblOMkr8NxphOcT9XocqszBntIsbNUnoysnDq1ZMWjOjEJdahJqkjPRkJyONua702KwNT0cO9KDsIegsC8zDHtSo7AjJRFbk9LRk6hBV0IeWqNL0BhajYbwWjRENKI+ohm1Ea2oiWxHbVQ3amO2ojpmO2F5J2oTdrP8/WhKPYymtHNoSh9Gu+Ymeguewc6yFwjMP8Shph/haMfP0Nf7a/Rt/S1O7/gDQflVnN37Z5zb9xrOHSJEHv0rzh//O/pPvomBk2+hv+9tnDn5b5wmMJ85/THOnP0Ep899hpNnPsWRvoc4cOwB9h6+j93772Przvvo2PwADe0PUd7wOQoqv0BW8RdIyvscsXz5RfEFF5P9KeJyPlcCWCXqPiM4y4c8P+gJ0Zn5D6Ap+Ag5Be8iN/8t6AmGeu0fCdC/JhT+DCXpP0Rx8vcIgndRlnQHpQm3UZLwDIrjn0dp4ksoT/kJQflXqMj8Hcqy/oCS7D+giCrMfhmFuj8RNl9BZelf0FjzBjpkWq+ut7F9279w8MD7OHnyHs4RdgcIvhevPMAlgvCloY9xafg+Ll99gAvDH+PC0H0FkPsHH+D8pU9w9tIDnLn0EGcuPMTpgc9wauBznDz/OY6f/QxHTj1U2mf/iQfYfuhjdO39GC07Cc69D6Bv+Ria6g+RVPwBYvQfIjTnfQRkvMuPvncRkP4eQqio1PcQzzQl+z1k5b0DnZ7tUUh4KnwVBbrfoEj3SxTrfoEy7c9RofmZosrMn6My7VcoT/412+eXTEU/R3nCT1EW+yNUJYheRFX8c6iMu4PK2BuoiB2hBlERfQblUcdQEnYIRSF7oA/ajoLAzdD7dyKfH2r5vg3I9a6CzqME2W4F0BASswiLqfbpiLdLRKRNNIJswuFpGQp700CYrQ/A+jXBWLokgJDjjXkL3LFgkQuWrXSFySYP2ImlmCAaFBSM6KhQJCWEQpseyeuKgUEXBX12OOGQEJ0YgIRIb0QSnkN8XeHp6gQ7a2uYbzTFxvUmMF23DuYmJrCzMIenox2fSc7c1wOJkT5Ij/NFVpI/clL9+awk+Ka7oyzFFZUpbqihGpM90BjvgaYYTzTzHE1hPmgM8UdDSDCaCfStEbFoC08jQGvQHKRFfYAWVf55qPAvQpl/OQx+ddD7tiDHuwNZ3puR6bMTWX57oQk4BF1QP3Qhw9CFjkAXNoq8iBsoiLmNArZ7YdLzKE57ERXaH6O+8FdorfgDuupfRW/jX7Gz/V3s6XyIrc0P0FN/H21VH6O25AOU5L+Dwtz3UJD7AXRMs3XsF6JcibD+ITLy7vG3dJ/w9wk/tAnJVIr+CyTrv0Ri/hdILGAq0su83VTB54qic79EKD9Qw6nobK5nmsaP1owMQJP8KbLi3uN74BUk+f8Q8d5DCHXaD0+zOtisisKauRuwYDJBVeB5AuF5/DTFdVsCdE2cNBkTJhCOCawTnn6aelKZTWP8U0/jqUdu208+KW7UT+MJAvV3v/tdBZ4n8bhp04xTVY11217yGDwvWLBAgWcZ6yz6b/A8/RE8TxwvY7HVoGHfxXh+287k98+K9auxyd4O7oGhCEvKYhtWIr+qCyUtu1HZdQy1W06jedcAWnZfVIKGCTyXd/cRmk9TBGkCtALPhObKbdy+o1+xOLcevII2grKoWSJuUy2UrO+QaapO3MDmkzfQeWxUWVe/+wJKuk7z2dAHbe0RpJTsRZRuO+G5C54xrXCPaoVbZCtcI1oUSd6dQO0R18ZnRjeCNZsRkbsdsQW7kFC4F4mGA0gsOkAIP6QoxXAYKYWHkJC3D5FZBM3krfCK7oVzCKGW4GwfQHiWKa1CCMkEXVsFasXyLOOdJfp2DwHYKNmuyk7csQV+H2nstsdlQxD+b7Im3P5XPQbPMo5ZQN8jogfecVvhIxb1pK0ISN2OwLQdCCA8+zPvEbMFDoEE4zFlWUk5fgLyvEYBaJ8ultdJGCY883dsKQBNQLYSKGVq4dmmSPLG/WS5CeYejdjkVgMLr1o4BDfDM7qN8NyEBG2t4r2QV96KQgKwoaoRpZX1KBZoLqmCvqQaBYYa5BlqkVtUB11REzKLGnlvjEqjsoubkV/ZgqK6VhgIz7mE53R9GRJ0VQhProNHSDXsfWph49mouKRbeDbA3L0RZm6sE8HZ1IXw7CpjmluxkfC8gTC8wUlSLhOeZXkdQXmdcwPWEbLXc906tw6sUWB5K0y892CD7wFs9D+CjQHHYRZ8Cpbh52EVOwSrpBuwyyAk57xAKP4h3PUCyFThL6jfwMXwMpyL/gRn/atwLngNrvq/wS3vTbgRmN2y36Xeh3vOh3DP/pjrPuHyp3AnCHtovoQnnz9eYyTu1yJvHeCTa5R3jmz7nMBNUNZSGoJy1n14ZtyDR/oHcEt7H66p78A58U04Jfwd9rGvwz7qL7CL+jO+I1ZWmfJI4FksYQLPAkEyVdM8CdzFh4LMy7yCELty3gyun0pYmoAZE8bx4faUMu/yzCkTCcnjCM0CyzLmmSDMVOBZJJZodRy0RD6eI2OaZxNS5k5T0rkE9RkE5slPfQdTnv4OH5zGOZwXiHv3fHHdnU3gm0foEJfgR2NkCZwCuQLDKgALyI21Lss+CkSJKzBTARkVnI2BpYxSwVmdskm2C5iajIFZgWLVGixWZBWm1W0qzArYyrKAr1idZWyv6r6tArcK26oVWfLK+bhdBXMpV1KBZpt1SxWIlmUVvlXJWGC5LlUC0Co8C6gJsI0F6DXMK+sfgbPMUbyc4CzTKq1aMgMrma4gYMocxvNmPo15M57CfKbzCW/LCJvrlkl09rnYtGqBAq3GtidYs1/INF5yn2Q6KwFoOa/UT8bsrpgzAWsXToblmnmwWS/zTS9RXJUtFQvrXIKp/Jki8DoRiwnQi3kPJJXpp+QPAhWgHwdnWSf1EPdvuS6BVIFVqZdYkRcRhhfMnMg+9jRhfDyvbxrWriAEL52uTCM1T8B36lNKZHiZM3zJ3KlKlG85t0xFNZ/9RCJ+y1RUMlWVaC3hdx3PJ+ly1ku2z5lihGexwou1WWlr1k9SuS+SSv2knhJXQH5rYsEXeBYrswrQAs7SNpJKOwswi9VZ3LbFZVus0bK/BBhzITzLmGeBZpGAtIx3drfieqtVCjy7mC+Fr8M6BZ7DvcwR4r7RGEU73BFpUS7IjHVDQbo/KvOjUF+cgJrCWFQQngvS/x/G3jLesurY202g3d3dtru7u7u7u7vv3XvvdjfaHWjcNXqIJyQhhxAhAgmE4NLQ3s+tmqsX6cN73nvvh/9vTB1zTF3jWVWjKpKidH/ykrwFbhWKbUkIsZJ97ciIdhRQFnAOsSE20JK4IGvZxp28RF+RHxlRnsZY64RgZyOyd0mKAHNuuDGuubkojs4KAfPSRKqywijTFFUZ4aTHBRAV6kFaUiSdHfUcPrKXhx95nOef/yHf/56C8i/5r/961dD3vifQ/L2f8vLLP+I5geYnn3qexwSyH3n0KR555Ckef/hZnnz4BZ7SCNiPvijzz/Pwg0/z4P2Pc/HsI1w88xD3nxIJJD947AEuHTfB8oOHNJL1UR48cJRLqn1HeHDPfi7t3sulHTu5tHU7l7Zs49LoGA8Mj3BxcJCLA31cEtB/aLhN1CrTbTw80sGjo908Nt7HY1v6TRofEA3e0QCPaqmgvXMLT+zewuO7xwTCh6X+fi5u7uJkbwOHWivZVV/EaGkGPdlxtKZG0pgYRn1SHA3JabSmJNOdFs9wRhTb5Fruzg5hf24YB3MjOJAVx96sVHZn5LMjvZRtaTWMJfUznLCT4eT9DKXex3D6CQYyztKfKXCc/SiDuU/Rm/Ms3TnPC6C/SH/hdxks/iFDpT9ipOJnbKl5lZ3Nr7Gv+w8cHvoT9439iRM7/s7Z/e9y7tB7XDz6oVzTTwWWP+eB05e5cPozzpz6mLNnPhNQvsz5C19y7twVzpy/ysnz1zhxQaDwwi2Onr/NkbNw8PQt9p+6xd5jV9hx8FPG9nxC//bPaB/9grr+LynruEJu4xWSK78grvRzooo+Jrb4Y+LLPiVBgDGl7LJ0Nq6RLcotv0x+xacUVX5AqfzYVla+RVX5n6gsfo2qwl9SU/RzGop/QWPhzwQ8fkJTnoC0wHJDzq+pz/29Mb6zsfBd6os+oEZAVHNkV8oPdbn8YJdWCHzWfEpN46c0tX9BV98VBjZfZ/PWG2zdfYP998k5nb7NqQu3BX5vCwTf5uxDtzgrQHz+oZuce/gWp2X61IMCxg/e4sT9N+U63ODYhescO39DrovMn7/FsXO3uO/MLQ6dvMmh49c4cPwqO49eYezgZfp2f077Vrkuw19Q3PkpGY0fEVv2b7km7xOS+y4BGdLJSH+bQPnBD8t8i/CUPxCb8XtS894gt/i/KSr7DWXlv6Ci/IdUlAqElTxLffHT8n4+TUv+4zTnPSag/LiA8jO0pD9Lk0Bxa/oztKU/JXD8JC3Jj9CadIm25Iu0J52jLeEELXGHaIjZQ330dhqiRqiP6qcmTDp1Ia1UBDVQFlhNeWAFJX5FAsu5UmZJmUaxTzIl3okCzwkUesWS4xFBulswCS7+RDj54GfnJb8Z3lit9ZLvrTtLFzizdJETy5c6sHaNI9bWrvj6BBARFkZSfCxZqbHkZ8ZSkZdAU3kaLZXpNJamUJUfL9+0aDJiQ4gL9SMywItwX08CXZ3xsrfF09Yad2srPG1s5PvpRLiXh3wvfeSbF0iOgHBJagSV2dHUFcbTXCzvY0EUrfKutedECTzH0p+bwEBmIgNpKfTL+zmQmEVffC79icUMp1Qzmt7CWNoQI8nbBaR3MpCwh76Eg/QkHqc7+ZxcRwGehMepFUCujH2OstjvUJH4X1Ql/YyaFHlmU1+lJu3X1Gb8hrqs39GQ93saCn5PY4mmo/sLnQ1/Z6DzXcYGP2TH1s/Zs/NL9u+9yv49V9m94wo7t19l25YbDI9co7P3CvVtX1DZ9AVlDV9Ih/tzCuq/oKDhMkXNV8hvvEpOg7xHzdfJab5JdtMt0htuklp3k6SaGyRU35BSYFmUVH2d+MoviZF3MrrwGtH5EJsLiXm3Sc+/TU7ubQoyr1GS/iWlSR+RH/lHsoN/RGbAYyR4HCLEphv3dclYLLZm+cylLBB4njdN3bZnMXOqCZ4NcJ4yBY2kPUX6mVMn38s0LadMNsYfT5yoAG0CZxNETzBct2fNmsXcuf9nwLCVq5axZs2ar8c8f9PyrG7bS5euYMnilSxeZALoBfOXMm/OYmZqMLO74PmeCd9msvSV50r/eMWG1VjJ8+QXGSPwXEReTZvA86jA8146tp6ga/tZenddpG/PAxjpqnZepGO7gLMsV4BuN+D5Im27HqBj9yW69z1sgPLI8ScZPfm0IZ0eOfGUoeFjTzB26hl2XHjJ0NjpZ+g//Ijsez91m89Q0X+S4q77yGs9THrtfgHBLfinDBCcsVk0RnDmGKHZal3eTmzRbuJLd5FcvUvu9R5y2w7Kvsco7zlJRd9pyvvOUNkrdfbIdPcZyjpPUdJ6gjwB64zKQ0Rm7xYIF1iOGcIjWhQjsBwt4BgukBo+gpu6akdtwTN62x1tN+QuIGyWm8Czq0CzWTr/f5Ozwus3JeCscgwZ+o/UqntHTiKNkO16B6BdghWe+wXiRwhI3CbwvEvgeZfA8y4DniML9hJVsMeIvh2ctlPOR4D3fxxTz2tc2r5F2juGS9i4HH8cp9AxOZ7AsipkBIegIewDh01RqdWiK9OOAteOwcOyzjRm2CagEweF59ghacco8fmDZJb2UFDdR2nDgLyrfdS29NLUZobndoHnDoHnTqoauwWgBYwbBygWYM6r7TVUWNNHuSyrE3huEXhu7u2jprWN4tpG+Y1sJTm7nZDoFryCW3EJlOMHdktburEN6DWNX/aXdglE2wgUWxkawsJbYNl7WGBZINlnM9YCyTYB26XcgVXALqyD9mEbegTb8JPYR53HIeYSjnGP4ZjwFA7xz+Cc9CKuad/DLevHuOX/Cq/i3+Ff8QaBNW8SUC2QXPU30dsE1L1HQP2H+Nd9LOD8Md5Vn+BbLaBc9TmBZZ8QKL/5QQLOQZWXRQK81QK+VVfwL79CYMV1QipvCiDfIkwUUXWbEIFq/8IbBJXcIlSgOUxAOrj4uiy7jG/ep6KP8cv5AL/sfwsov4NX5tt4ZryFZ9qbeKb+XqD5d7gl/hqXuFdxjv2FwLNaDJfNk466WrxWSwd+OZuWzxdIFsAUKNJURGsXKwio27QpyvKKedNZICCsMKzRtRWWFaSnT7rXKHVepVZoBee7NUfWz5Vy4UwFk5kCHrOMumZOukfg+dvMlo/iPCNdlayfM0PgSaBqmcDKikUGPCt8KBybLcgKyHdbjXW54V4rpWFZ1sBjci56Pipt+/I5UwX4pP5ZGuhJXdPvZbFGZJZlmn5JUydZCZzZCAAqKJth9m5YNssMzWYpCCvgKgSb4dlsgdZlZvhVi7NOmyFZS3MdWq8eV0Fd4Vn31bp0fzN8m+tQt20dL2we263wqJBmtsQqtJmtv2agU/dqdddWa7MBzmpxFmhW6bxKoVoB2lyuWCTPgWxnJfBmv2GxAXB6DL3mi2dOYNlsHdcs10N+mGzWLDHyXms7FP5MKaWmCTxPx3bNHAHoRbhYr8DVRiBRQNpO6tMI30YAL4HtlSI93qo7ruTadoVko+13Sc9H/yzQ0gylutxwF5d7uEpTnC2abViwFYLVer5qicC4BgsTrZRjLJkr4CvPwWJ51hWeVyxUybMvAK5QbMrjLM+F1Kn5nc35ns0ArfMK2osFmg03b4FoHXdtbpeCs9nyrNdDLc76x4NZDhvVdVst+ZqfXK3ROnxi2deWZ+OPhzsBw9TqrPCsFnsvAWdfuzWG9VndtRWiDRngvBZ/p7WG67ZOKzxH+9kS429DlK8V8cG2BuwWpwdSlRchHcs4OmpS6WvKplfUWBJHfpIvSaEORPtbyr6WxARYSyfS3hj3nB3vRlacK2lRTiSH2wtY2wlk+wiIB0oHKYjC1ADpbPqQHiUwHOlGkUB6jXQyW0vj6a5OZaAuk8GGbPrrs2gpS6K6IJ6MhEASIn2pLs9j/76tXLh4hqeeeo6XXvwvvvOdHwtA/4xX/uuXhrX5uee+y1NPChyLHn/sGR56SKD4/ksCZw9y8cIlHnvgMSM91JOix+9/lEfOP8SlM/cLMJ/n4omznD9ykjMH7uP8/vt48OAxAeVjAsmHuV8g+f5dO7m4awcXd27j/u1buLBtlItbRjg/0se5wW7OD3Zxvr+Dcz0tnOlq5mxXA6fbKjndWsq5tjLOdlRyvruG+wV+7+9r4oHBNi4Nd/HIqIC0APPjW4alHObhsUEe3jrOIzt38ejuXTwmenjndu7fMs750WGO93Wxv6WRrdXlDBTkCrQkUxcfRXl4MKWR4dK5jqEuLpq2pHD6koPZnOLPNtEeuQf70wSeZfsDAs4HM2vZn9nO3owhdmYcYTzjIUYznmAk6xmGsl6SDv/36c37Mb0Fv6an8L/pKvgDXYV/pqvor3QX/52ekrfoLf8Lg9V/Zqzxb2xr/we7e//FvpF/cWD8PY7s/pDjBz/j5JHLnBG4O3P6OufO3uTMuducOHOD+05dEZC8xjGZPnruJvedvcXhM7c5JFB4ULY5INC8X7TnNOw4cZPx+64acLh532f07/yE9rFPqB38hOL2j8ms/1gg+UMiCv9NaP6/CM59R8p/ElH0jnTc/0VC8Qek5H9CZsHHZMt0fum7FJe9RVnFn6ko+2/Kin5BeeFPqMj/EdUCzDUFP6W+4GcCIL8U/Zq6gteoyf+DrHtL1mmwq8tUFV+jvOgmpfKDWyw/vkXlNymulvmGW1S03KS24yZNvbfo2AwDW2F0N2w/BLuPwoFTcPgcHLko5fnbHDx7Q+ZVt+S8b7Pv9E32nLzO3hPX2X/qpqEDp2ReruOBE1c5KOsOnLjGnvu+YteBz9i2/1PGDnxO/265Lls+on5YQL7rA7ku7xJf9g/C8t7CL+3PeCa8Lvo9XvGq1/GLf5WQ+O8TmfIi8RkvkZ77PNkFT1FY9Khck/upKT1LbfEJOf8jNOQepCF7P/UZu6lP3U1zxmGaUo9QnyTLEw/QkLCfxsT9Anm7qIsZpy56hLoo6dRFtFMV2kB5UI1AcjkVwSUCzUVUBhcIMGdT4p9GkZ9Asl+8KIYi3wiB5RAB5yBK/YNkm2CqQ8KoCgynzC+EIp9Asr28SXJzI9TBGR9LZxzXOsnvnxNrFtixYr61fL8t5Ttsh4O1Iz5urkQEeZMcE0RmotSbHin3MZaGIvWeSaShMEG+QXGUpEWTHRsq361AEoMDSAzwI97bhyg3d8Kd3Ah3dCPSxZMYd1/ivAJICgghOyKK4oQEKtOSqc9Jp7kgm7aifNoLC2nPL6Azr4ie3BL6c8rpz65kOLtB1MJwRicjGf1szhljTOBkLH+flOcZyXmC4ZwnGcx5lr7sl+jJ/iFdOT+jLetVGjJ+S03GG1Smv0lF+t+pkE5cZda/qc55h9qct6nN/4fhbl1b8E/qiv9FXdl7NNV8QFvTJ3R1fsbA0JeMbb3Otj032bn/FnsOXWP3wS/Ysf8Ltu2TdbuuMLTtOj3jN2keuE5V51UBIP1T6kuyG74iu/EKOU3XyGy8TlrDdVLqr5Ncf4PEulvE1dwmqvIGkRU3pbxFZJlMl1whXN6TsMLP5Pn7hOicKyRk3iYh/QYp6QLgmVcpFpWnXaYi4UPKo+R9DPstRcHfI8/vQVJcdhNh1Yr3ukRsllizYtYS5k+eyzwNGjZ9LjOm6JjnGYYFefLUyUycNIFJE+9hsvQ1p6gUntWFerLZXdsUcVvHO6s0YJhans1W52XLlrBi5RJWr15hwPPatWsNmQFaxzsvX67TGnVbxzybwfnOmOfZi5gxbY5p3POUaYaF+9vf/hb3TpH+q/Qvl61bhYWzAz5hEcRm5pFb1UxN12ZaRg7Qs/MM/XsuMnzgEkMHH2Zg/0P07X2QXgHpTgHqNgOiBaB33k/n3ofo2vuwwPNDDB19nM0nnmTLmWfZdu55tp59zpgeF1DW5WOnnjbmVSPHn6Dv0EMCzxep3XxK4Pm4APARCtruk3t7iISyXUTkjhtSd+y44l0kle8jo/aw3Pdj5LUcpaDzMEU9RygfOEHNyBkaxy/SvPVBgfqHBfYfo3PHI7SMP0TD8EWqBajLOk9QKBCtrtwRObvxSRgWSO7HXQE6WqdHRJsN8PSIHsdDANqkrYa+Cc4uajm+o7vB+v+2jcoMs04CyyoF0m/KDNCaZ1hdlN0VfGUfdwF7n5gxAhK2EZq2m7CsPYbrdmSulPkigeiI3N0EpuzAK3bcaIP5OE4K4GpxNsBZgF7A2QBogWcntTwbEpg3IHnEgGazdN4pRAHb1F7HkD5cwvvkug0QmDpCbO4AqYWd5FT0UFI/SHXzIHUaAKylWwC6m8aWTiOqdnV9B5UNXSbLs451ru0mv7KdoqoOSmtMUN3Q2k9rVz/tAs8acKy6sYXiihYyctuJim/BP6QZ18B27IIEnAN7sRbZCDxb+fVh4dcvGpLpzVj6jwkgj8v6bSKB5aDdBig7hJ8WncUx4iJO0Q/hEvO4QOYzuCa+hGvKD0Q/xj39F7hl/AqPrNfwyv09nvl/wr3wTYHnv+Nb/o5A8fsigeWqT0WfiS4LTF8RCeBW3ZB1NwmsvUVQlY47/oKgssuEVFwhtPoawTXXCKm9TrAoqPYqoTIfppJ1YZVXCKv4ihD5VvnlfYF/vtQrCiyQaflm+Qos+2S9I/oH3hl/xStd2pXye2nza7gk/wa3pJ/jkfQK7vHfwznqRezDn8Mu9Fm+pVbl9YsFntcux8VyLY4WKw3rroKnWmsNy7QAnWksq8nqu3LBDMNavGC2QLRIrcpqYVZ3bYVnhWYtvynDMi2aJR+9uRqIbLa61Co8awCye5kx4dtfr5sv8L1w5nRZP1sgSK2MpkBVCkgmq6Zp3LK2b8msiYYFWUFO222GagOe5YO2eoHA4PxZrNAxsLMEiETL5wj0zdB0XHK8Sd9i3uRvs2j6RFbM0bHUM025llf+xwpsBmWzldgsBVmVGXrN8wq/Cr4Kz2apNVrXmcc767TWb7ZkGzAs6/QYZvg2A7jZdfub0bfVvVxBTcFZIU2nFSAV1MzWWTM8myFUoU7HGW+4Y2lWqdVZZYZllUK02Rq9SpZvWCVQv04tn4txsdJxz4uMZ0SvnQaXWyb3c/2SBQLI6nZsGhe9aYUeS8FPrqmUVitnYr9uHs5WSwWe5bpYCShaLMFyjYC2wLnCsrbBgGeBbsOV/E67vwnQOq9wqpZetT6rG7QCvS43AnotVM8G/YNGIdkEz8sXynVaIqC/TK3LJsuyGZ7V00HTZCk8q5V6sY6dFhBWkFZ4XqvXTv94uAPQCs8b5bhqldZAZxptW+HZHIFc74XJCq5DI0zjoBXy9bpoqW3V0gTOCv9q0Ve4XmxMW62eL+en91Tfwf/psq2WZ2/b1YY0WJgCtJ/jOsNtWy3OpsBhqwl222C4bUf6WBPhbSmyIC7IxrA81xRE0VKRRFtVCq2VqVKmUVcYR0FSoICzM1GyT7DbekI9Ngp42wo8O5IR42pYo0szA6nICRX4DpcynJIMhWZ/w5qdk+BNZowHqRGupIQ5kxrqSE60G6WpftTL9i1FMbQJoHeUJzDQmEt3fQ5FGRHEhXlSlJfM/r3jPPv0o7zw/Iu8/NL3+c7LPxSI/j4vv/gdXnrhJZ5+8hkuPfggFy6cF1A7y9nTojNnOXPmHOdk+uHT53lCQPnRkzJ94hQPHD3GxcOHuXDwIBcOHODcnr2c3bGDc9u2cWGrgPr4GGc3j3Bmcz+nN3dzaqSTEwK9x/tbON7byLGeBo52VHOfQPLR1nKOtJRyqLGQA7X57K/OZX9lBgdEh2uyua8+n2NNRRxvLuNYSxWn2us509PKBYHuBzYP8tC4BgUb5cHxUR7YspP7d+zngZ0HDF3Yto8zY7s4MbyVw70j7GrpYqSqXoC2RCAmm8q4RPIFMDIDBCyC/CkK9acm0pe2GG/6470YjfdmW3wAu+Kj2ZuUzf7UOg5lDHJYOgOHck6wK/dxxnJ/KJ33HzOQ+3Pp8P9GOv6/p7XgL7QWvkOLAGdT8Sc0lXxGc8llKS/TLD9SbRUfyT16n8GWjxjr+oytA5+zY/MX7Nr6Jft2X+HAAQG9Izc4cvw2RwUYjwoIHz2DADLsOyWQKMv2ivbI9K4Tt9gu2207fsvQ1mM32SIaP3qDoUNX6NnzKV07PqFz66e0jH5KTf8nlHQIENd9SFzpe4Tk/APf1L/hk/JX0Zv4pP0R/8w/EZL9Z6Kz/0JS1t9IlzIr74/kFb4mgPgLSopfobTwuxTnv0Bp3guU57xIZc53qcr+AdXZP6I27+fUF/6G2qLXRX+hpvBfAs0aHEs6/cW3KS6BgmIExkUatboaCuugqPE2Fe23qe6+RcMgtI1Bzw6BaAHooX03GTsk53jsNttP3GTb0auMH/6SLaKtR67I9FU271fX688Y2fu5QPFlxg98wbgA8pb9H7Pj8CfsOvIpu498wo4DH7Blz7ts3vlP+rf9g7bRt6jr/yvlnX8lt/7PxBe/Tqh0SPySf41LxCvSAfqedMp+gEuoKOS7eMgPfVDM/YQnnCQm5QTJmcfIyj1EgcBcacFOgeet1BYKBOf2Cxx2U58pnbKUVqoSmqhJFCiOa6MiqpnS8AZKw+qpCK+nKqKWspBSSkMKKQvOozQog7KgFEoDEygNiJMyRkA6VgA6jvLgGJkPF0gOljJQlgksB/sLMHsJaHtQGeop8O1DY3QgLZERNIVHUBsSLOvkW+LjToKrE2G2jnhucMBplTPWSxxYO99Sfi8tsVljj6vAs7eTNWF+diRGuMk3ypNijauQG2EEQqzLi6YhP17OT9qSEU1+YiRZMRFkRUWSHRJFln8Uad7hJLmHiSJI9YwhzSeedIH9nJAMiqPzqUoqoT6jgpbcGoHmejpLukQDdBcP0lM0TF/hMP0FmxnIH2ekYJfoAMP597G54DSjxQ8wVvowIyWPM1TyfQZKf05/6S/pLfk1XaX/TUfxH2kp+auA/tvyTf4XFYUfUK5R5AsuU1wocFtwlcqiL+Q+fUpt2WfUlH9OtZRVFV9QXX2ZxuartHbeoKP/Bn1jtxnedZux/bfZeug2O45eZ+exL9h+3+dsOfQlw3uv0Lvjmrxft2gakedXnt381uvyfl0ltfYayTUCyyK1JidIJzW24gZRosiyW4TJe6CBdwIKpQNbeJuAPOnEZn1JQMbnBGV+RoiUcWlfkpr8FWkJn5IlsFyc/CHVKR/QkPge9dF/lfv6GrXBP6Iq4CmKPY+RYT9I7KZK/NdGYrfUipWzFgs8zxZ4nsPcGQKpU2YYkDpjxgymCDxrcK4JE9Ql+14B6AmGG7eCsxme/wPQ5jHPU4xo22p1Xrp0MStWLGPVGrU6rzQChq1bt86QwrO6bis8Kzib4VmDhZlctjXX851UVVPnGK7bCu3f/va3+ZbA8z3SB5oqfYhFq5awwcEGr5BQotNzyK5ooLJ9kKahPXTvOMXgPnkWjjzK2NEnGDksz8PBRxgUacqpjp0XaN9xTuD5ooCzwrPqAfoPPywALfucekoA+RmBZrVAPymgrFD9hDGt67TU7foPX6Jr/wM0bj1rAHS5AdBHyReAzqhT9+09JJbtJrlyH+m1h8hrPkZJp4B23zmqBs9RN36O+i1nadx2jpYdAvJ7HqZn/+P0H5TjHn2BkSPP0bfvSdq3KkCfpbL7OKXtx8lvPE5CyQEC0wSUY/qMqN1qRfWMGRZtFvAck1KlAC0wHDEm0Dkq0zpvgtK7rc4q8zqzFKB1uVqX///C89dWZ1nuLPIQyHXXQF0CvgrPOs5a02fpeO3gVLU87yH8DkCH5whM5+yQ7+tOApK34x23xWiDHstUr9QZulnqNgGy2dr8H3A2W5e1TWqB/g9AqwXaUd22gwdkvh+nUFWPfMN78E0YICarn5SCLrLLeymtHxJw3kyDPEuNrd00t4sEoOuaBJ4b5BvdqNbnHipFpTXtlFQ2U1bVSkV1B7X1XTQ399LW3ktHZ4+UXTQ0dxjrcgt6iE/qJCisDZegLgHiXiwD+gWSBwSYVcPGeGWLwC1YBe/EOnQvtuEHsY+8D8foEzjGnMEl9hHc457HLf4lgczv4ZnyI7xTf4pX2i9Fv8UrU0A56094Zv8V79y38c57B+/8f+FZ+B4exe/hXfIhPmWf4FcuMFvxJYEV10Q3CKy8JfO3RfLdqUSgWVQLwVXqki2gXH6DENkmWKA6SL5XgQLKgQLMCs8hNQrVAszyjQwu/Yzgok8Jzv9Evlkf4J/9L/wElv2ypS+R9RY+GX/BK/UNPFJfwz35VQH+n+IU9woOMd/HPvo7cp7P4hzzKE4RD8hv6zms/E9j6XfKBM/qkm0lL72R63mT5npeJMAy27CgKQQoqOgyTUOkOXw1GrXChqahUs2fpdZnjbQ9ydDX8Dx5MjMmTWK6fMQMyYdvpnz0Zk0QYJ2sVl+B2dmzjHLOJIHrewSeZZ1Oz5siUDNdA3lpyiOB1xWaYkmt4ysFINRl2ATyCs9my7PZddsM/QrPam3Wc1QpMKsbuhmetVw4bYIBf3MmfksA8B5jvVrbNy0zWYTNwGyWGZK/Cc+67JvwrJZjhV+z5dkc+EshebW00QzKd4O3WpR1mW6noKx1KDxryh9131aA1nW6zUbReoViATOFM5UCm9l9+24LtAKoLlPptLptb7oz7lml0+o6bY62bU5fpRZqw0otULtR3YbXLcDRwgTPduuXGH9YzJ0k9+3eb8n9miLHFkBcpS7JGghLrdNyXgLOFitnYLN6tiGH9fMFAJfiIfDsbrfKsELbCDxq/uV1y2b+B54F4LU95nP7JkCb4VnhVOcVnk3HXGjAs4551qBhpmBg8kzIOa2R81i/XAOjyX6ajkuem0UzTZHeNc+zKcq7ALTUqUCs+2lQMU2lZQQLk/tkLnXcs45/Nud8NqXImmjAs/mPDG2fStuq98Esba+WpvHaep/UpXuBAccqndbgYGpxNludFarN7u56/TU1lUbYNgO0ysdegNpuJZ5ybdXyHOJuChqmCveyINRzA3HB9uQl+9NQmkh7TYYAdIpAQ7xAcDRZcT4C19JZ9dJI2ZsIcttoRMuOC3QkPcodzQFdnBog4BFOfUGsAFYCzVJPbX40ZRkhRg7ndIXmUCcDnNPCXUgLkX0FoPNi3KhMD6AxP4z6XAHvjACBl1Aai+Kozo+RzlaAYTXqFPA8eXQ3Tz78IC8//Qzfe/45nn/8MR574AKXzp/iwqn7OHpgF3t3jLF762YO7trB6fsOcf7kcS4cO8oDR47w8OFDXDp0kAcO7uPCvl0CzNs5t2sLZ7Zv5uy2Ec5vGeLMSC8ne9s53tnMia5mjnbVcqirgoOdZRxsL2ZfSxF7GvLYXZ/LnrpsdtdmsbM6g20VqYwVJzCSF8NQTiRDWRGMZEUJmMaytSiFHWWZ7KrMY1dVEfvqqznY0siRjg6O9w1wZniMc6MC7Vt2cHbLAc5svU90jNPbjnJ87BCHhvayp38XO7q2Mto8SG9FK815VVSl5FMQmUJaQAQxHj5EubuS7O1Cnr8LVaEutAo09Ed4MRwRxGhEPNtiitmV0MPetP0cyLzI/uyn2CbgPJj/K3oLXqO78Pe0F71JU9E/qC9+3+iYV5d9RVW5dNTLrlBZqhFyr1FRfIVa+UFrqf+Kzpar9HVdZ6D/OiMjNxjbIuC7/QZbdl9n2/4b7Dhyi11HYecdbT8GW48jcAxj991m8+GbDAlo9+/70tDAfunIS6nq2XuZjt0CzFvfp374A+mQfURZ28fSIfuI9KoPiVV35Mx38En8G65Rf8A18ve4Rrwm+pV00n4pnZpfEJLwM+JSfkxS6g9ISX+ZjMynyM5+mJys8+RnnaYw+wwlWRcoy75ERfYT8gw/T1XWd6QUgM7/tQCkwHPxX0TvCDxrXuIvKS66QZGCs4BDXult0U1yy2+Sp8GSBDKK225Q2nGdip6bAvo3pO1XaRr9itYtl+ne9RV9e76Sc71MnwBy965P6Nr5Id07P5byYzq3fUiHnG/Xtn/Ts+09erb8k+4tf2dg+98Y2v5XRna8Kfojw9teZ2D8t/Ru/jXNvT+juv0nFDe8QnbVj0gs/CGhqS/jHfMcTsFPYOnxABudz2DlegYb99PYepzE2ecQPmHjBEX1ER7fT3xqP5nZveTndQqYNVMpMFgtz1htdjn1WaXUZRRRnZRPRVwWJRHpFIWmUxCcQl5AkjxviRQEJFIYEE+RAHJJYKRAcgQVoWFUhYdSExEsIBxMTViIlKHUR4VSGxlCdbi866G+UnpTF+lDXYQ3NeFuVIW5yD6usp07TTE+tMm2bVJPg8B1VYAnRd7OpLs4EGPjQMB6BzxXO+O4zAmrRbZYLbbFYY0j7tZOBLhZERVoZcRhyIp1FWjzMaL5V2cGy/cmmubCRJoKEqnJSaIkNZ7CpDgKEpIoisymKLiA/IA8cvzyyfUrIS+wgvzgajn3ZrkGndQm99GYMUxr7pjA8lb6yvfQV3WM3srT8n6epa/iHAPl50X3M1h6iaHSxxgoeYr+4ufoL/kOg+U/YrDyZ7Ldr+iq+h1tNb+ntfoPtFT/kabqv1Bf/RY11f+kqurfVFR9TGnV5xRXfkVBxVXypBOZX35dOsPXqZTnrarmBhW1NyiXsrzuJpUNt6nrgMZ+aB1Gnino3YsAGQI5+t6pN8cVxo9cZVTev4G9t2Wb2zSPQrXsU9wO2VJHqnRCkypukVh+W8AKEuRZjyu5TVTRbcILbkvHUzqxOeCVfhPP1Ft4pYiSruEdfxm/2M/xFwXFfkZc7IdkRb9DTsRfKYj4E5VRf6QhWs438jXaw35JW9APaPF/inqfk1S4jZNrU0v8+jQCV/tiv2wja+YsZuGU2dIXm8Xc6TMFVKcxbcpUpklfcPJUAePJEwWgNcL1RAHlO+A86T+W52/C89SpUw3Ls8KzWp1XrlzO6rXLWbt2lWFxNsOzum8rPP/HZXs5SxYrPC+/k6bKNOZ59qyFTJ8yV9o124Dne++9l29L32fC1HuZMnsyc5fMZY2NBR7BwUSlZ5JZXkNpcw+1vdtoHz9K767zbD70MFuOPi735jE2a+TsI5paSgBVAFot0Opy3blH3bbvp0Pmu/feT9+BBxk68ggjRx9j5D5NV/WIoXG1SJ98iq2nnjY0dvwJY7sBOUbP3ktGpO7GsTPUDgkc956Q+y0Q3XKEguaj8u06Tln3KXkOztIwclG+WZcE4GW/g4+KHqb30CMC4jq++kmGjz4jx36Obae/I8d5SdrwHL17HqdlTK3PAs8dUl/rSflWHyIqZ6tA6IgxblejeQckbsYvftSkhC34CoBqCisNvqUBvDR1lcocCOzriNzfmDa2ERlBxUR3BwEzxjoL0BpjkQWQTQG9RHdtYw4mpkHKTPCswbpM26n12VPaE5C0naC0nV+7b4dm7ZLfne0EZ2zDzwiItsVoi2uoAHvIIM4CzxoMzBxkyxyp+n9I1xnrTfNfp4ISacAwHWfsENAnZa/U2SPn1iftGCIud4iMkl7yqvopaxB4bhuiqWvQsCC3dvbS0tFNY5sGDeuivq2X2rY+qgSSK+sFpmubRW3U1nbQUN9NS1Mf7Wp9FvBuau6krrFbviMD8rs2QlLaEMFR/XIew1gHjxugbBm4VcrtWIXswSbsMHYRx7CLPIVd9Dkc4x7AOfEx3FKexD3tWdzl99Yj5VcCzQLKqb/DO+P3+GT+EZ+svxiA6p/3Hn4CrT75H4k+wafgM7wLPse7+HN8Kz7Hr+KyALKmjBL41bRRpTfQQF46JjlYwFk+xyYpPFdDiChc1oXpelmmy30rb+Ij30sf6av4an0C4oGlnxNY9AmBeR8RkP0hAZkKzX/FN+MNfFL/WwD/d9LeX+OZ+HNc41/BMea7OEW/gH34k9iEPIpV8CUsgy7KtTiFdcAhrPz2YOG1g40e20Xb1G1bgErgWd2ibdfq+FNNQ6QWLx0vrDA0Qzrx6tatQY4UWGcJKExhydypLBY4Ud0Nz1qaxjyL5MNlBBKTj5wZoBWOzYCs0LxsjgYgm2HAsnm5gvV8+VDq+uVzFZAEJL6G51UCEQpIphRHZsuzecyygrMCnUqnVwgMqcXZbHU2w7POayA0nVaLs8l6aoJnvSYbl5pgWCFVYVdlBt1vgrNK5+92vVbwVuuxOfK2SsFXl2k9Cs+rpL3maNsK2wrLWsfddaoUoN0sVwsQrTMAWrczt8vI8ywwbAYyBTb9w8N030xjbE3u0yYXYpVOKzxvkPuqYKzwrOCs0nmFTHN0bV2mUbnNkG21dj7Olktws11h5IpWF/d5UyYw/VvfYs7ECayU+2WxQs5540oB6BXYCihbrDLBs/XKmXfcthcKOC/HS8DZQ2DPxWYldhuXGIG8FGwVntVCvFJdlu+C5/8NoPV8FFb1DwEFZx1DbEQCl+u2UsfVqyu2eh+om7vUpWO29TgKzxqcTAFZU6OZ4HkKGp1bU6TpH0QKzgrFGm3bDM8Kyjqv9WneZ01dZU5b9Z80WSaANluf77acm++DLtdpE0wrWKt3h1qm1cNCvTz0fuqfIVqH5o6ea7hzaw5oZwFoewVpuWZ3A7SPrPOS+6LSgGH+TmsIclXL8SbD+hzuJaX3JhIFagtSA6lTd8bSZMqzo8lO8CclwpOEEDcife0FmG1EtgLRdkT769hlLwFjf4qSAihJCaY8PUw6pxECH5ECH5FU50RQmhpMdownScEOxPnbGooPtCU72p2CeC/KU/2pzwmTjmwkzQUR1GcHUxDnRk6MqxH1uzAlkFw5Rn5qGHUl6Wwf6uDk/m1cOnmQh04d5MJ9O7hv14Asb2KorZKBlkpGOurZPdLN8T1bOXd4HxeP7BNg3sslAeYH9+3k/r0CzbvHObtjM2e2DXJqtNewLJ8caOV4dwNHW6s53FjO4YYS9tTnsbM+kx216WyrTmW8IpnRUoHkkgSGCuMYEMDvy42iJzuCjvQQWpL9aYr3oynOl5Z4fzqSQunOjJVtkhksyGSwKI+xqkq21Teyo6mD3R39HOgb477hnRwb28d9AsuHx46KjnNw7Bi7hw+xVXq+w5276G/ZSkftIHVFLZRkVJIdl09iUCLh7sEEOHkS6ORChKsDSe725HvbUennQKO/G12BQQyEpDASUc2WuDG2J59hZ/ozbM/8ISO5vxJofl2g+U+0Fv+dxpJ3qS75wMjrW1R2mXyB54Kya1Jeo1DA2aSrFJdfoaL6BrWNt2hqk4531y3a+2/SvfkGvWPX6d16jf6dVxncfZWhfdcZ2n+NQdHAgevS6btGjyzr3ntVOoJf0rb9MwHkj2ne8pHoQxrG/k392HuGakb+QUX/3yhpf4v8+nfIrHqHxOK3pDP2VwJT/iyQ/DrOoa9iH/Rz7ANfwcH/e9IJeVE6IM/iGfYM/pGPEBFzjti4UyQkHSU99QDZGTvJzRwnP3MzhZmjAs87qMg5THXueWrzHqcu7zlqc78vUPULagt+J9f7z9SW/IMqgfWywo8Fni9TKj/mxQLNBaWaDus6eSVXyS35ihz5kc5r+JLcps+lQ/oFRW2fU9r1KeW9H1LV/yG1wx9SN/I+9aP/pm7ze1QPvUvlwNuy7i1qBwWYBv4mwP0mdQN/or7/Dep6f0t99y9o6f8Frf0/obXvh7T2vERL17M0dzxFQ9vjlNdfoqDyIhlF50nMvkB40lm8w47h5HtQgHk3a23GWG0xxAarQTbZ9GNl34+TWydeATX4h5YQHl1GfHIFmVkVFOSVUlZQSFVBDrX5GdTlptGQnUpDRjI1yfFUxUVTFhFOaZgoJJTioGBDJSLDghwaIpAcRH1EAI3R/rTE+tMu70OHvMMd8cF0JoTQlSgwHBdIc7QvjVHeIk/Z3p26cFfZ11mA2klKJ4FpFxojPGgNk3qC/eRZ9qDK15liT3uynG1JsLUj0sKZkI0e+K71xH2VO26r3fHc5I2/vRcR3i5GsMLMGC8KEwLlWxNObXYsDTmJtBZm0V6cLyoWgC6hNqdYoLqYqswqqtSyHjNIReSgnOuwaJSKaHlGYvdQl3SEhvQTNGWfpSX/orw39wssP8xQ7dP01b5Ed8336K1W/UBg+of0V71Cf+VPRL+kt/xVusteo6v8Dbor/0K3AHJ79ds01sh9r5f7Lqque4vKun9QVvcuJbXvUVL/IUX1n1FY/wWFdVfIq79Gbv110Q0K6m9SIpBb0iDAWw8Fdch2UNQEZQLA1b0gfWEaBIpbdkC7AHT3fgHpfTfo23+Vgf1S7hO43nGbps23BZhuCfDcJl/eaQ30lSad1uTyG6SU35JSVHaThJLrxORfIzz7KkFZ0jFNvYK7wLJrjCjqC9wiPsEj9H28Q/6Ff/B7BIW8S3zom+SE/JaCwJ9REvgjqoN+SFPwd2kPekm+Tc/S5f8wHb5yTT23UOXSSL51JknrQwha7YjjcoHZuQtYNFX7g9KnnDbdgGcF4KnTBJKlTzlx8hQmCByrDFie+P8Nz3O0j6lRtpcvFUhewZq1K1i/fg0bNmz4WurCrYHDFi82BQwzUlXdgee7A4aZ4HmOEchMx1pPmKABw+7As/QjZi+W/oHVelwD/QhPSSG9tILSli5q+7bQseUofbsvMHr4EbYee8IA6FFNOSUavgPQvfsu0aVu3GZ4lu07d50TEL4g6y8Z4LxZAFo1euzxr8F52+lnDJkBWtdrSiuNut25635at14w8j3XDZ2Vb88Z+fZoeZ7GzRdo2SLH26l5oZ9g8PBTjJ18ltFTotPPMnbqOWN+7ORzjJ54jq0nXzI0evRZ+mX7ti0PynMnYN59jLIujep9hNSKPSSV7BTtlu/3PuIL9xGVvYOw9G0Ep2zDP2Ec7xiBWHnfNI2VGY5VCsZ3A7MZes3LzTKDsMoMxyozNN+97O5tVZ7hcpw7AK0u3CbYVg3iHTduQHJA8jaB6B0EpW8nIG2LIV9Zp7mrtQ49hlPwgACvjqE2g/P/Ds/OQXKMO2mszBG4jZRQAdK2ME1/pcHDhqQcFHDuxyd26E6qqhGyyvoprJHvU/Mw9e3DtPSM0NU3TGfvAB09vbR1CxT39NPWN2iAdZ0AtAYRq21op76+U9Qt8NxHc5NAd+swza1DNDQPUt04TGntFvLK5D5l7yYsaTeeMQexF0i2DT9uyD7yLE5xD+KW9LjoGVwSn8M1+WVc0wSWM36EV/bP8Mr5Jd5Zv8cr82+G27Nv9j/xzRFIzf03fvkfEFAg8Fr0BQFFX+FffIWAkmtGuid/+U31F1gOqBJorr5qWI9DK28TWiEqu01Y+e2vAVmXh8j64OpbhNTKdjWyTgA6tEZgWqb95fvlU/0VXpWf41n5Cd7lH+Jb+j7+Re8RkPsu/hn/xC/1LXxT3sA75ecCy6/gHvs93GJfwjX2BZyjnsYh/DFsQx/ENvgCVgGn2eh3lPXeh1jndYANXjvZ6DnCRvcBNrj2m+TWx7fUpVkDgZmCPZkCcqnbswlEdeymKVCRupbarhfwWy6wMn/iN+BZxzibI2tPNly558+aztzp0wWgpzFTPmwz5KOmaa1myQdttkCW2fJshmeFZTNY63qF6AXTdGyywobA21INCmUCaC3NUbcVkBfNuNcAaLU06zJtv8KzKSDYVIFktTpLW2cIKIk09ZZ5mUrnNS3XvMk69lkDpAnYLBJQk3rMY4vN8Hw3MN8tMzybLdA6/U2AVuuzArQu1/oUoM3pqnR7hWKFaHM9d4O47qfWZwVotUTrNrrvCrVyCqSZgVKBTGHNDGZm920ztN0NzwrKhmX3DkCbLczL509h0ax7jYjbapG2Wa9gu9BYb7V2Hi7WAm12ppRKOv580fQpzLzn28y+R67f9GnyPM0XuFthjOV12LQIq3XSlpXT2LR8KrZrZ+NiuUjAWYBPAM/NdrnUtwx7y8VYrplnWJ8Nl+pFUwSep0r7/uNqbpbOm/8sUEA1g6pCs4vVanQssVqG74ZnI92UnOsmAWdNVaXwvHqR7Cv3QHM7m9JZyTMzd7psq/A8/WspKCsgKzzrtEbXVilQfxOeFZw1+rhCtHmss/ne6LQu03W6rc6b4VlBWUuFZH3fdFr/qNLlKoVqtTiru7aLlPZyT5zWL8J101K8bFbhY7fGkLprKzzrmGfTuGdTxG21QKvLdkyALenSwSwQAC7LiqY4PYKMGF9Z7iygbCugbYvmaQ5yVUu1E9F+riSF+gi8Sac5TTrR0iktk1JVmhoqIC2d6uRgMqTjmxIiHdhAR2J9bYnxsTGkAJ0V6UZxoi9VGUHUZgVTmxkg8qcxO4jGHKk3wYPsSCdyol2N1FWaj7pCgLy5JJn+ulx29lZz35ZWTu7q4MiWRrZ1FzNYn8XmlgJ29dZweLSdEzsGObdnnAf2CzDv28GFPds5v2cbZ3eNc2r7CMfH+zk+2sPRwTYOdNayq6GUnTUF7KmVOiqyDYvxoIBxr8B9T1YoXZnBtKcF0poSQHNSIA0CBbUqAYSaWD8qo3wpC/emOMyTElF5hDfVMYHUJ0m70xJozcqgJTeXbuk89Vc3M1jXxXDzAOOd42zr3cn2/n1sH9zPtqEDbBs+zNjgYQZ799HVvouW5m3U1AxRWtxJblYdKYnFxIZnEuwVjae9rzzjLrhaOeBrY0u4nQ0pztYUCESXe7jQ7B9Cd3AG/WENjMTuYHPSRTanvMRQ6s8E7P+blry/0Fj4tkDiu1QVf0hpyacChV+SJT9uaYVfki4/cKrM4q/ILvlS9IXoCjnlN41UNKWNUNF6i+rOGwJ712gcuiad8a+kA3aZtm1f0K45h3d8bqhZQLlxm2jr5zRs+UwA+SNqN79P9ci/KO9/m6LuP1PY+Sfy298gv+11clt+Q0b9r0irepWU0teIzv81wem/wDv+JzhH/ACbgBew8HqCjR4Ps8n9Ipbup7D1uA8n78O4++/HJ1g6PNIBiYjsJT6hi/S0dvJzmigtqKcsv5aS7FoB53Zq8sdoKDpES+lF2sqeoLXkezTm/ZLmgtdpKX6TptJ/UF+q1+d9Koo/oar8SyrKv6Ks9CuKi7+ksOAL8vM+I7vgI9LK3iel4t+kVf6L9Op3ya5/V2D6n+S1vi3n9DZ5bX8lt+1Nclv/RHbzH+T8Xie9Vs6z5hdkVP2ETAGu7JofklP7HXKqnyWn6nFK6h6ntP5BgapzlNUcp6T6ECWV+ygq3U1O4RZSs0eITRkiPHYY35B+HD06sbBvYb1VPSvWlrFsZQGr1+QLIORhbZmPk1MuXn5p+IckEBGdQmJyOtnyfBYXpFMhz31tcTL1BXE05MXQmBsjsBhDQ1okdYmh1MfKMx0dQEN0IHVR/gK+onB/GsL9aI0Jol2e+U55J7rifOlJ8KYv0ZP+JB+GkoMYFA0kBdEj6zoiPGkJd6MpzJW6IEdqAx2oCbSnJsDBmK4LdqIhyJX2EF9ag71pDnSjzt+ZSl8HirwcyXJ1JsXBg0SHQGLsQgmzCSPENpwwp3CiPCJIDoomMyKGwrhkKlOzqU0vlPMopyO/np6SNvpKe+grG5T3cVggeISWglEB4h00ZR6jMe089SnnqUl6QPQQdamPU5f2DI1ZL9KU9wNaCn9Mc9HPaC39OR3ybPbU/Tcdta8LDP+eTlXVG6I/iP5EZ+WbdFX9lY7Kt2mufIfmqvdprv5YoPlTaqs/FVj+mLLGDyhteF/0IcWiovqPBY7lPWz43AjYld90RXSVvKYb5LXckmfptjxTII+yUWYLQGcKPMungWx5H3NbBKYFoIu65f3sv03VZqjbAk0Cyq07rtOhbto7b9Gx87a8p7cFoG5QKe9ucau813VfkFn9uTyHn4k+l2fxsugLsqo/I738YxILPyAq59+EZLyHb9K7uEX/A6ewv+EY/KZ0/v+Ei+/reHj/Bh9RkM+rxHn9iGzPFyj0eooSr0eo9HyAes/ztHmfodP7OJ2e+2h3H6XJtYkqxxwKrENJWe9IyNqNOK9cyYb5C1gq/UY1psyWPuEM0VSVwPMk6UtOmDKdiZOmGZowcaoA8v9/y7MZnteuk+NsXIuFhaXIgk2bNhkArW7cCs1fR9tetMwY83x3nuc5As8zps41wfNkDVQ2iQmT7hF4vofJsyYxR/oIKy3X4uDtQWBcPClFJQLPAjCD2+necYLBfRcZv0/h+XHGdSyzWpEPP2yAc9/+S0YQsfZdF+S+nTfUtkvK7afo2HWa3v0XGDpyidHjjzJ+UsD51BNsPf0k2848xfazT38tnd92WiD4hEL040a07u7dDxo5nzUVVtu2Bw1gbtmi05pf+kF69z7M4EGN6P0UW04/z5Zzd3T2ecYFoEdPPMPm408zfvw50fOMHXue4UNP07v7EQHoizSOnKN++CwVPTr++Yg8v4fJb7yP3IajZNUcIb3yiMD0QaIF1IKSx/GJG8Erelhg1JwL+j8grKUZku+G4bu3+SYUm5f9b/D8zXWemi4rbKsB0JpmSgHaDM86Plvdy33iBaITx/FNHsNP5Jsk4Byt7TLVpamlnILk2xswIDIB9DfzPJvlGjJqyud8V35n8zoPI2WXyYpupPfSfNnxm4nI3EJS4Wayy/sorh+mSl22O0Zo6x2mZ3CE3qFhegcH6BkapHd4iO7hEdoHhmkSmK5v66a+WdTUR13joJSyb8s4DW1baercQX3HTsqadpFXu5+MiqMkFJ6Sd/wivqkP4xL3BC6xTwk0P41L/At4pPxA4PhnAsavCiD/Fq+sN/DM+ZNA85t45f5N9A988gWUCz8TfS7A+gWB0m8IKr1CUNlVAksVlrW8TmD5DYIrbxFaJYAs8BtcfcMEzjXXCRMAjpD+RZQsjxZgjhJFVtwS3SC86iphAsdhtV8RXvclIXWXCay9TJCW9Z/h3/gxvo3v49PwDt71b+Fd/Vd8y9/Er+iP+OX8Nz5pv8Un8Vd4xf0XbjFP4xTxCHYCyvah92MXch6b4NMCzMew9D2Ehc9eNgosr/PYylq3Uda4jrBeoHmTR7/0N3pM8ugWdfGtNQsFCgSeNRWU1arF0nlfIIBlCsK1Yp5a9GYIlKir7lLsNy4SWJjBsnkTWCKd/yUCJUsEThYKdGgaKk1HpUHEFgqQLpg9g3kzZhj/Hs6aMo3pBjwLOE8SgL4DyArHCs7qnq0wrW7bd0sBWtevnC+ws0jH8ZoA2gzO5mjaizWdkMC+LtN1CnS6TpdpIKtlAvNLZ00TyJvMwmmTDIA2Q7PKvE7hWdcbqbnk3BRwzW7U/xswm6WAq7CrkHs3QJuXmQN/mcc+m923zWCu9at0e7MFWqFbp7XUOnSZ7qvw7GG91qhD918p98HsImwGSzOsmUt1DdZSwVldnLU0XL3vwLIZoM3zRpqqOzmedZn1OgXbRSaQXjcfJyuBNhs5H8tlxvXW66dW51n33CPXUKBxvsDe6sWGpdTRQs5lo1yfVdPZuGwKliun47BhHm5WS/EUyHO1WYaz9VIcLJcYYL5x5WzWLpfzEnBevXQ66wWmte16bgqbZhjVPwV0uXlMsZa6TK3daoHWIHhGtO15M0QmSFZLuul8Z7JmiVqYNZ2VyVXbJHXXVtCeacC22cKskGyGZ12muZ9Vuk7hWS3QOn235VnbpPdE22j+A0PnFfR1XPSyORONc7GUa6ou2wrICst3A7M5r7OuV1du/TPCzWa14brtZLHMgGc3KdXqbA4cZnbbVpdtHfvsY/+fsc+RPlbEBTkYsJwrndp8Ad/M2ABig1wIEWj2d7HEy24DHvKM+TpaEu7tTGygFykRweQmRlKeGUdlZgzlaVECzCHkSqc5PdyDpCBnAWUTMMf62hkAnRrqSmaUl2wjx4oVyEzyNSzP5am+VKT4UJPmI/CsAC0dc4HpugxZl+xNbrQLhfFeAjNRDNSmMt6cwa6ufA4PlXF6ey1ndtRxZKScvb0FHBws4dhoHae2tnF2ezcXdg5x/54xLuzeyhnR6Z3jHN86zOGxPg4Md7B/oJXdXbWM1xfSW5BCV1YMvRnRdKWE0xYvkCzQ3hjrSUOMB3XR7tQI9FdGuFMR7klpqAdFIV4ibwpDfciXDn5uoDfZcn2y/N3I9nclL9SX4qgQyuNjqExKpiI1k5rsEgGTWppKWmmt7KWzfjNdzVvpad5Bd9s2ejq20d25kw75QWtq2UZV3Ril1cPkFHWRktVAXFK5AE8+wSEpeHmG4WDrhdV6J/kO2uG83gZfC2ui7a3JdLan2E3AxCeU1qBMOkOb6Y3dRX/ig/Qlf4eu5F/Qkv5n6nP+JfD4IdXyY1cmwFxQdI3s4hukFNwgIe/aHV0hKfcLknM/IyVHOtC5l+UH9gapZbelo32b7Nrr5DXKvq0a6fkzSns/Fhj+kMrB96ka+reU7xoq6fsnBT3vkN/9T3I73ya3/S9kt/6RzKY3SKt/jZSaX5FY+VPiyl4htuQHRBV+h9Dc5wnKfBr/5CfwiH0Yh7D7sfI/xzrP46xwPsgyu10stRljmXU/q2w6WG/fhJVzPfbutbh7V+AfVERYWD4J8flkpedQkpdNVanch5IsOedsagrKqC1opbFoXGDoCJ0VD9BZ9jLtBb+mvfAPtAs8t5W9RVP5OzSU/Zvasg9k/4+oKP2E8qJPpL5PyM/8kNxUAea0d4jNfovInL8Skf1nInP/KMD/BrFFrxNf+jqJFb8nvvx3cn6/JbbsN0SV/Jqw/J8Tkv19gtOfJij1MYJTHyI0/X7pLJ0nOvOE6AiJ2ftJyd1JRv4Wsgo2k5XfT0ZuNxnZrSSn1RCbUE5oZKmcayluHkVY2+YIEKSxanUSS5dEsXRRCCuXBrJuZYB8e4NxdQzDW56LgKAgwiNCSUiIJEue++K8aCoKo6kvEVguCJdnI4T6rGAaM0MFKENpEvhtjfejTd7fNnmP22P8aI+WMtJb5EO3TPeIeqO96Y/2oD/WjYFYF5ErQ/IuDcb7MCjg3BvlIVDsTIt8J5pFjQLMJjnSFOAky10FmN0NdQTLtsFutATL9iFONMl+tbK8MsCXQu9A8n2iyPFJIt07hVTfVNID08gMzaIkvpryxBYB305aswdoyx6hK3ecgaLdDJceZnP5CcYqzjFSfpGBkgfoLbkkepzOwpdpzfsvmnNeEVj+MQ1Zv6Au51XqcjWa9R9oKPobzSX/pKnsXRrlmWis/LfA8Ie0VAsUV71HS9W/7kimK9+TZf+mpeZj2eYT6gWWa6u/pKb2GtW1Nyirvk5p/Q1KGq9T1HiNwoZrAstXya+/Tn7DDXLrb5JbJ6q/ZSi7Xt61htvIZ0Del1ukyHxKPSTVQnyVqPI2iVImy7yuS2u6RWabAHePgPHgDSpGrlM3fpXmrV/RslXK8Ws0jF6jZugrKvv03f1IIOc9OdY75Na+TZ50PPMbVH8nr+4vZFX9gZSS/yYm9zV5RgWQ43+Fc8RPsA34Idbe38XO4yUcXJ/F2ekJ3Jwew8fpEcJs7yfZ+jSZtsfIsTtIoc0uymy2Ums3SqPDMI32XdTb1VBjm02pbQS51s6kblxD6PrlOK9ahsXC+SyfMVXgeaL0GycKqGrQLwVohecZAs8zmDh5pgDrDO6dqPD6/w7Ppojb0kfVeu+yPCs8W1paGfBsBmh1316+fIUBzgZA/2/wPHsRs2eYxj1PlbZMkvonTr6HeyZ/iwnTpV+7eDbLNq7C1sMF3+goEvOLKGnuoH5gG13bjzOwVy3PDzF25BHDfXvo4CX692vAsPOiC3TsPE/LtrM0bT1Dy/ZzBjy3bD1J246TdO89S/+h+wVwH2bs5GMGPBugfAeed55/ll0XnjOk0wrWWwWi1bV76PBj9O17SOD8YQFlhemH6Nx5SfQAXbvkfdh3icFDjzCs7uSnnmFcg5Ldgectp57/Gp63nlTr84uilxg/9gKbDz/D4L7H6dvzqNT1kDxj91M7dIbqgTNU9WowsTMUtZykuPUMeQ2n5DfkCFHZu0wAHSsgGzUk8Pt/wq6Cs1qezXBshmmVrlcIvhueVd+sw7ydWWrdVXkIxHqGCjxL6R5qAmiXkGEB4gFcwgdxixw2Ap15xW3GK2EEb5GXAK2ngLW21XDZDlZXbAHnIIHowEEBYTleqLTBqO+bMsGzq0x/Dc5fA7S6jg8a7TPB8xC+ccOEpI3K7/CQMd65rHGE2g55f7pGaBV47h0aoU+AuW9oQMC5n76RQXo2D9ExOERzXx8Nnb3UtfVT2zJMbfMoNdKvqG/bRX3nXhp6D1HTcx/FbUfJbjxNau2DxFc8TmTJ8wRkfxfPlFfwSv6ZlL/EK+XXeGe8jm+2gGjuW/jlvyugrO7XH4s+x7vgS3wKrxjyLb6KX/E1/O5YlQPKBIzLbxplQNl1gipuElx1gxBRWM0tAeXbhAg0B1Z9RYgAdJh8G8MFpqPkmxat0Cz7hBVfJqzkc8LKPxXg/ojQmo8Ir/+Q0IZ/EdD4NgHNf8e/5W/4tf4Z37bfi17Dp0Xa3PBL/Kp/Km35L3z0nJJfwCPmGVwiH8Uh5Aw2AUexUFBWby3f/Vj67GGTz3Y2eI6z0WNIYLmfda59oh7WunSzwa0bW69e7DxFXj2GbL26TW7bCs/qFm27zuS2rXCirtkm69gMw2VbAzw5bFosoCAgOu8elgl4LFs0i2ULZxnW5wWzpxru2/MFpMyW53kzphmu2zMnT2HahElMvfdeZk6YIGB8jyGTe/ZUgWQzOH+Lmffe87V0/RL58K2WD5/Cs4KaArQGClM4VpldtHVal5vhWac18Jfhmi3tUUjWvNVqYVZ4XjF3pizTcc+y/zw5D9lmoaxXK6quWyUwpZZdBVQzHGtpBl2z/m/wbAZrnbdZtciAZ7U8u2xaZQT/Uvi1EMDTOsz1amm2UitwKzxbr1wo4LzYmNd1rparBI42CHyuNtavk/002rYZoPXeKahpabZsml23FZoV7lRrlwjY3XHTVm0QSDOPedaxzuq2rQCt44J1ueWahdhtXCpahO3GuThayjltXGJEZtdAYQrNCs+z5f7qvC7XXNAKz7q91ZoZWCyXuhSgVwhAr5sn56IWbAFogWh7i8VYrBXYXyVwu3yWERV7rUDuxlUm92yFZz2/u+HZeE7lGVWrs56/rlPrs1qe9TlYI8/1ao24LUBsuGDLNmptXrN4ukxPkWUmC/JSjbRtWJ0Vnk2WZ4Vkhea7wVmt2Tqt46QVnnWdldwX87hnY6jA1x4bGuDrPwHCtD26TMF60YxvG6Wek+06U4Cwu8c3a3AwI0q5TG+Qa2By6Z5rWJ8VotULRP+YcNmk3ggrjLHOGmk70HmjgPI6w2VbAVql02p5VtftKF+B2wB7EkJcSYn2IT0ukMRwb8J8HfFTcHbYiK+TpQHOQe72RAd4khQWQHp0GHlJGmgnnMKkcAHnCAoTQ8mO9hdI9hRYdiHWz0FkR7y/AylSf7Z0qksEsCszBLrTQyhN8ackyYdKgef6zECas4NoyQmgKdOP1pxA2vKCackLojkvhJb8cFoKIuiriGFnWxpHR0o4vbWSC7tqeWBvAxd313NqvJyjwyUcGSjn+HA957d1cWnXMA/uHuPinu2c3bOTk7u2cXTbZg5s7mPvUCe7+lsZb6lkoDqftpxEKmODKAkRKA5woTTIhfIQkXTay6WDXyoqDnSmMNBV5EGOvztZfh5k+nmR7utNio+ct5cH8R7uxLs7k+DhRJKvJ+lB/mRFhJMTHU9ObArZ8dnkJpdQlFUnoNJJTcUgdVWbqasW1Q5TVz9IbcMI1fUjlMl8fpmAUnE3CbnNRKVWER5XRHBEtoBSEu4eYdgJPNtucsNhvRuuG53xt5T7ZGtLhqMDhS4C+54CP34ZtIU00BWzg57ES3SnfId2geemtL/QkP0RtQLD1QXXKC+8beRfzRal5iHHlA55zk3isq4Sm/E5MakfEZ38PmEpHxOSeZmI3CvEFH5FnPygJZR/TLIARGrtO6TU/Z30BulsN/2Z7JY/kNX8ewHk12Xda8RVCThWCjiW/YLwwh8RnPd9grJeFkB+nsCMZ/BLflQ6Jg/gHnMBl6jT2IcexTZ4HzZBW9nos5nVbgMsd+phsV0H8y0ambuhmvnrS1i4Poelm1JZbZXAJvs4bJxjcHGPwc8/ltDQSOLioshKixTYjaS6OFJAOIbm8mQairOpKyinPr+DxsIttJYcoaP4CTryf0lH3u9oz3+d5sI/0VT8V5pL3xaw/CeV+W9Tnv9PSnP+SWH6P8lN/DuZMW+SGPMHIpJfJzjpNfwTfoVfvPxgJ/xYzulH+EsnxDfl+3glfQfPxJfwTHoRt4QXcIx6GvuwB3EIOop9wD7s/HbhGLBNOlVqDRnGN7yXoKgOIuJbSUhtJjWzibTMOtIyqkQlJKdkExubTmhYMv7+Sbi5JmBtFcna1UGsWhHAssUe8pvsLN9PR/mmO8h31Q0vFx+8PD3xlec3NMSHuBh/0lOCyM+U91Leu/riCGrl3avK8KVa3s+6tADqUwMFnv1pj/OiO9aT7hgvegSiDWBWcBaA7hX1RXjSH+HGYKQAc9QdyfRAhE67MxzlaUx3ybvVEexKZ5A77YYUqL3pDPWjOzSQnvBgeiNC6IkIojsigK5IfzmmP73xwfQkRNARHy8gn0lrUgnNKTU0pjRSn95MY3YLTXk9tBfupS33GF0FZxgqfVCg+RIDhQ8zWvYs4+UvM175A7ZU/UQA+ucMl/2cwbJfMlD+Gp0lcr81h3fRn2koeJPa/L9RLfe7Kv9fVBV8RE3JF9RXCHRKp6+26jrVldeNsqH6Co01l0Wf01R9R8b0F7TUXaFBVFN7lSqB5goB21KB3kKB3IIaBFQh546yZd6sTFU1pFcKLFcIJJffJr5E3scSjWp9jfBy6VCW3SSk+CZBBTcIyr9OqJThxdIZlU5rdNlXxFdfJqXxC7I6vhSIvkz50GfUbv6Y+pEPqRuWd3/oAwGbf1PV9y4VPW9R1v4mJS2vU9T8G4qafin6mQD9jyiofYW86u+SXvwisTnPEpL6NN4xj+MUeglrn/NYuJ7E2ukoNgLI9tZ7cbTaKb/n2/BbP0bk6hES1g6SvLab9FUtZK+qpWRtNVUbKqjeWED5xhRKLcLJt3Ql02o9SZsWEaJeVKuWYLloHisEnucLOM+ePJGZ0yYb8DxlylSBZ4Hlr+F5JvdMkHLCDIFn0f8Cz5quSsuZ6tk4f+7XAcNWr1nO+g1rDGjeuHGjAc6q9evXy/qVAtqLWbBgkQD0UpYsFpi+E3HbiLY9R63Pi5g1ba4BzxqQTMdhf3vSt/m2APQU9ciUvp61u/ymCjwn5BVQWN9Cdc8oraOH6d5x2rA+Dx94wCj7RD17ztMuy9U9WwG6dYcG6jpvuG1379NAYmfo2n3WcN3uP/gAQ0ceYvOxRxg78ZhAswmcd5x7xoDm3RefZ+8DL7Ln/hcEqp80lu9QAD7xtOHGPXjwMYYOPWFYmfv2PyrHflCg/AF69j3AwCGN7P2IkQJrVKN5n3uObedeZNvpFw3rs7pv6/S20y+xTeB5y/EXGLvvOTYfeYaRw08zcOAJqe8Rw5Ldsf0h0cO0jD1M/dCDVPZcoLTjPPkKbGWHCc/cjk+cQGNYrwGkHhEKyGaNGuObNYiXd7SOjzbJPC5a138TqL8J0Ob5u5eZAdpVgNVNwNUtWGBWphWEFYIdA/twCunDOaxfAHpQgEvaFSuwrUHPFPSjTeOitY3u5jqNdFdamgDZLXTLXRo3ZAJkAe7AOy7b6s4dYJJj4BCa49kldEjOcVSuyWbDKh+cMkpMTh+Z5d2UNQ1T3zVGU/cIbX1DdA8NCzAPCUQP0DXYT9fAgIDzAK0DgzT1DFDXNUx12xjVrVupatlJVes+qjvuo7b7JDV9Z6novUhR90PkdDxJavNLxNZ+j9CyH8r35FUCcv9EYPZfBaT/RkDOP0Tv4p/zb4Hnj/HN/0IkkFx4E/8iCCgB/zKT/Mpv4SfQGyAKFADWYF9B1RoZ2xTQS92uQ+W7adI1QiuvyfIrBGtQL1GoRsQu/4qwUpku/oKQgo+lPe8RWPgOgSX/EBB/S+r7OyF1fyOk6Y8Etf2GwM5fEdD9M/w6X8G7+3t4db2Ed+fz+LQ9jW/D4/iUXcIz5wJuSSelb3EMh9DD2PjvZZPXDgHkLaz3GGOTaKPHiCwbwsJrkE2efTLfJcu7ZboLS69OrL26sPPuwdG792vZy7JvaXCs9UvmYL1aI/6qS/RSI8/zah33Ket0XLGm03G1FsARcFq/TKBZ4VkAYYXAwEoBiKUCJ/NnTmLezIksmDVFYFqt0TOZM3MKM+QjOG3ivUydcI+hWZMmC2BNZta9AlsqgepZE+QDd+8Eo5yt1mm1Yt4Z/6yW51ULNO+0KYK2QrE50rbZ+qzQoq7aulxlXr5mgbqfz2CRALIGs1ogH+KF0ycLkKs7uFqjpZw9jVXS3lWy3UpZtmquWp0FXGR/M9CapTB8Nxj/bwBtucIkC4VYAVEtbVYvECAW8LVYKdAr8GyxQmB4kbF+vYDqBoVeqUf3V0A2BxhTa7Ox/6oF2K0VaBJwcrFYjqfNGjxspB6NLi3rdMyzwqMZIBU2zfCspVqeFeQUMhXa1K1Yra7r5fiatmqTWkZFOq3SfRQyddvFs+414Fz/VNExzg4bBeI3Khib0oZppPalswSe5b7O/PYEZnxrAgunCjwKtOrYdGfL5QLQC7FZN0fape1TsJwq7Z5tuHTr2Gk325VGxG2b9QuwWivXd4Wmy5pmWIfXCeRre8wArdJpPR89PwVVteaa/ugRmL0TwdqAVc1Xvmi2ET171SKpU55zzcu8Us5NU0stUbd+gWqNsL1yoeaYluso4GxEaTeu53RjWuvVXOj6zOm1Vm8HHRKg10U9ITQtlx7PFN3d5OqtMK3LrFZr3muNXj/T2Gf+tHuZO+VbLJo5QeB7NpbSXoV9jVyusQXWq2X8zjnr/CZ5ljbqnxt6r+S8TfEHdPjCUsN121Xg2cd+Hf5OAs4C0H6Omt95LW4WS7923w50Xkeo20aivK2JC3QQKHYgJtiFuCBXIgV6gz2s8XfZZEjHOkf5OhAvMJkc5kVapC+58UEUpYaTEeNHRmwAWYnB5CaFkpcikChlarSfALmH1O1EjK8dMd42JEi9GWHuFMT5UpmuHfMAqtL8aMgKElCJoLckmoHSGLoLwmjNDqAxw0s6wt60FgTSXhJKZ2k4XSURdJdGMNqYxPHxSh4/1sUTx3t4YH8zZ3bWcnS0ikMDNdw33MLp8T4ubB810kyd37ObU7t2cnT7Ng6OjbNLflTGu7oYaW6hu7KKlqJCI+1MbmQYqf6eJPu6kSpK93Ehw8uZdC8XkSupoiRD7sS4uRDl6kKkmysRru6EurgQ7OhCgJ2zyJEAByeCXNwJ8/KV6xdCbHAssWGJxEWkkxCdTXJiCRnpteTmtlJQ2EWBAHJxhaiqR9RHflU/OQLOqUU9JAjYRQk0hSdWERJZQFBwBkE+8fi4hOBm6YnHBlf8N7oQstGRaAt7kq1syLO1p9TelTrXYFq9M+gMbBSw2U5/7EX6E5+nN/kntKX8gebM92jJ/ZzWoqs0FErHPv8GBVnXycm6SYYoIfVLIhM/ITTufQJj3sEv6i28I9/CM+odfGLfISDhHYJS3iYs429E5LxJVN4bROX/lqiCXxBV9BMiC35AeP7LhOW+QGjWcwRnPkNQ+pP4JT0kHZDzuIafkA7MfTgFHcBBwNHee6t0NIexcOljg2Mna+1aWW1bzSr7QpbZ5LHEIocFG9KZtzaVeSsTmbsimvnLw1i4PIBFK7xZvtqT9Zu8sbX3x8UlEG+fYIKDQ4iOlucyKYScjBCKcoKpUMtqcQJ1+WnU5uZQl11OQ04zLfn98jweE3D+Dm3ZP5Zn8ce0ZP+M1pxX5Tq9RmPO61Rn/Iby9N9QmPQrcmN/TkbEj0gJ/SGx4d8jPOYl/KN1zPXj0kG6JJ2wi9iHnMcu9CzWgcex8D/EBp+9rPfaxTr3Hax12cI6xyHW27SywapOVIWFbTm2ziU4exTg5ZNDUEgOkVHZJCZkyzOTI89MHrnZOaTLMxsfF0lMdDjh4ZEEBUXh6RGOrXUAG9Z6sWq5B8uXuLB0kYOUdqxZaY+lPCcOtq64Ojng7eFMaKAPMZFBJMWFkKHXJzWA8pwQqnP8qU73pDrFg7pkbxoTfWiM96Q1zlkA2pGOWBc6o93ojHSnO9xN5EJvmDP94Y4Cz04Cvs4CwK70hHnKc+clwOwpQO0pAO3NoKhfviM9AsUKyd3hEXSFR9ERHk9nRDLdUen0xGTRG5vPQHwFw0l1bE6rZzSnkbGCFsZLOxmv6GdLzRbGa/cwVn+E0YZT8l04x2jTBTY3X2Kk6XlGGr7P5sYfMVL3MwYqf0Ff+asMVr0hepOB6rcYqHmX/tr36K3+F52V79Je8Q7NogaZrin/F5Vl/6a87EPKyz+ltOIyxQKjRQLOpZU3KZfOYLl0Biurb1Jdc4uammvU1SokfynQ/CXNtSKBaVWTwrOAc3XtdSrqTOCsY5SzBZbTBIxTqkxKkumEclGZQLIoTqZjSzGCdEUU3ia88Bah+dIBzb+JX/41vAuu4ZV3DY/sq7hnfIV72mU8Ur/AK+1z/DI/IyjnI8IKPiCy9D2B6A+kY/wRhZ1yXt1/p6rzr9R0vklNxx+oaXuN2pZfUdfyC2qaXqGy9mUqap6T8hkqa56krOpxKsofpaL4EgW5F0hNP0Vk3FF8Qvbh6LsdC+cRNtj2s9Gyiw3rm9m4sharFVU4rarBe0UZwUvziV6eQ8LSdNIXJ5G3JJby5THUrY6kfq08a+v8KNvkRr6FDWkWa4jduIRg6du4r1yE7aIFrJk1m4UCxLMmqMfiVKZOnczU6ZOYMn0Ck6drBO2pAsszmTRhLhPvncXECQLWst3kySYpQCs4azAvdauePn2aAc8aMGz16pUCzqsFmtdisWkDlhabsLK0MMp169bINssFmheLFrFYxz1ruqrF6sq9VIB6KXPnLWT2nHnMnDGbaVNnGlbvCdKf/bYc61sTvsXUWdK/1D6Bqz2+keHEZWeTU9VAacsgdf17ad9ykr7d5xnYe7/A8/0MCBz3qqu2AHPHTpFAs1qc1WW7U8F23yV6FWwPPiTw+yhDhx81AoyNHX+SracEnM8IHAvk7rn/RfZfetnQvgdfMuZ3X3yRXedfZKcA8LiA7/B9TzAg+w8ceoy+A4/Qe1B04E5gMKl78OjjDB9/gvEzzzGuwC3aKvtuPfsiW848b4x/3nLmBbacfkGOLaVo7ITA8zGt+ylj3PbQIWmjaESDjAlUD+x/iu5djwtAXzQAuqT9LDn1x42x0MGpo/K70ieAK5Cq45DvyDNCoDlqq8DkVnyitxnTXqrILQKu4wKuAqlfw7HJ7dstTK3XahU2jV82z9+9zEUDfImcgk0RuZ0VnAV+TRG6B0wKFZANN8OzQrNZA8a8kb86ahj3SKlXju0SqmCsVmSB5KA7Ct6Ca5DAc/BWkZSB0l4BZ9cAswS4Rc4Bg7Je6lHLsxzbPWxQznEQ35gRApNGiMruJqWsjYLGXqo7h2noHaalf1hAedhw0+4cGKG1b7Ms20L70B7ahvfT2Luf2q7DAssnRWeobD9PRfuDlHU+RmnXUxR3P09hz3fJ7X6FjM6fkizfgej6XxNS+RuCS/5CSNF7og9EH4k+EX1GsMBsYPFXBBRdE2i+LtPyTZJvlQbzChJpwK4A+bb5iwJrTAoWhaiqb5vgufIGofItDSkXaC6/IrAu0Fx2lZBSmS+5QlDRFwQVfkqgfL8CCv6Ff8Hf8M5/A++i1/Au/Q3eVa/iU/dL/Bp/QWDbjwjtfpmArqfx634cv95H8O57APeeM7h3H8er4yheTYfwqNyLe95OnJPGsAsbwCZQ5LcZK81R7TUg6hP1G6WlwLGV1x15d2F9R7a+Xdj4dBvwfLfsRQLPUwwoUDiyW6cwtkRgWkBgwRwjcJZaejXCtY63VHjeIAC0auEkw2q3WqBPoxcvF1hYKPA8d+a9LJg9maUCrYvmzWD2DPlwTfk2UyZ+i8miqZMEiKdodGZZJx/GmffoWNlJMj3FkIL0bPnYKTybpS7dOu552eypBrSYXbO1XWYLs0KOwrLOm122Fag10vZSAWJNhaXpr+aJFgrQL5a6NLKyKXjYZJZLuUKWrZo7ldXzprF6rsnibIZiBVuz+7YCrhmkvwnQGwXOLAR0LNVSqONXlws8L5+F9ap5OKxfLOC8UqB3tQHAdmsXGuvXaxoiQ3o8BeVFhuXZ5N69WPadi9XKudiuWSB1LMR50xKpZwWetquMgFsOG+R+SXvM1lfzmGYzPOu0WmkVvHSdgqbCs4Lxatlel1sqPN+BZp1XbZD9tD7dVkvTeHONor3E5GYtP3gatG3tonlyHaczR/8QuWcis++dxIIpU6TuuQY8q4uxei1o4DAdL7926VSB2KkC67OM50nTVamcLNVKLc/ghoUClHJdlulYYx3P/Z80T0a7DKg0tVfPT92jzWOMdZ2CswHPag0WeF4h0Ky5m9eqlX/lQtYtn2/A9EJ1vdb0VAq7ss1qvYaiNXIfTRCsz5sparYeR+tWaVv0Opos3tMMWFeQ1Wuh4K1u36YAZWqtlmPK8bRUi/biWfKOyPug0iBluo22Uy3T2maze71xT2Ra07LpcrOVXaXnbbyrAtwadd7ZUp4pu7V4CUDrnyr6XHjbrTaCiPkJRAe5biDIeT1BTuuI8LAgxl/gNkAgVxQlgBvuZU2I+yaRBWGeVgK/Ar6BAmShTqRHuJEV5UF2tCdZoiTpNCdJmRjtRUKUF0kC04kCzjGhHiJ3ogM1vZUdke6WxHhakiKQnhPhSmmiFzUCz6354XQWRtEtGiiNZbQqkdHqRHqKwmjO8qYu3V068C7U53jSWR7KUEMqPZWJtJVGMd6exQOHO3n+/i08fmqIs3vbODzWwL6BRg4OdXFkZJhjo1s4uXUvx7ft5vCWnRzYvJ3dA+OMd48wID9AHZWt1BfWUJlVSl5CBslhUUT7+RPq6UGwgHGEiyvRrm5Eu7kJJAsIu3kIJLsLFAusCij7ar5ZB1dDXgLN7taOuFo64rjRTp5le5ysnHG198DLJQB/73CCAuIICUokJCSV8MgsouMKDTfsxLQakjLqSMmpIy2/nvTiZtKK20gq7CA2t41IAeew5BqCo0oEBLMJ9kkm1C2aELsggWZp03pn4gSckzfZkbFJwHmjNaVWdlTbuNDsGEinexo9fnUMhIwyGHGcwehHGIx7me7kV2lLf5PO7HfpLHif1rwPqcn8iKKkf5OX9BGZKR8TF/svQiPewj/8L3iG/El+9F/Hye+30ml+Vcpf4Rr4K9xDfo5XxE+lY/MjfON+gG/8y/jEP41X3CPSwbiAa9RpnCOO4Rx6EKfAPQLJO7DxGsPCVTrcDtLhtm1lrVU9ayyrWLupnNXrC1m5JoflqzJYuiKVxStjWLg6mAWrg5i/Ioh5Asrzlvozf7GvyJMFi1xZuMhJZMdSgcS1a5wEIH1wdvLFzc0HP/8AgcsQ4mNDSEkKJTs1hMLMMCrz4gWeU2jIz6IpN5/mnFLac2tpzxmlLfMiLemP05L6GC0pT4mepTX5JZpSvkNtwotUxEmnI+opssMeJSXofhICzhMRcAo/34O4e+/B3m0rm5w2s9pxkJWO/axw7GWZQwdL7JtYaFXNgo1lLFxfzKJ1hSxfk8vypWmsXJLImmWxbFgThbVlJM724Xi5hRISEE5MeLgAbiTZabGU5CVTnJdEZlqk3J8AoqLkmQ31x98vADdXX2ytvASe3Vm9wp0VS10Fnh1ZvMieZcudWLPWlU2bnHG0s8XTzZFgfz+ipe74qCiS4yLITAymKC1I3gl/ajM9qU11lXP2oi3Jj+Y4D1oSnGiJt6clxpnWKBfa5X3uDHOlW8C5K9RRgNiRPlneE+khIOwrUBxCd2QY/dHy/saEMBgbzlBsDENxCQzEJtMXk8lAQhH9Qo19CTX0JjbQm9xGX2o3A2mDbM7cy5bcY+woPsWOqtPsajjH3vYH2N/3CAeHn+HAiEDC5u/Lu/0TDoz+iv0jv2Hv8O/YNfB7dg3+mR0Df2O06+8MNr9NX8N7dNd9RGftZ7TVXqZdgLat7qoROb6x5gvqqz8zuVbXfEJF9SeUaJTr6i8pEugtbLhNroByVtUNciuvUVBxnZLqGwKXAs+1N6itv0Z9/RWaGr6iueFL2hou01b/Oa21XxgAXV/1BVVVX1FadZ0CrafithGMK1EDcalFWTqdMWW3iCy6QXjBdULyrxMkYOyfdQ0fAWPvzKuGfEQeGVdwzfgSp8zLOKV/gWPqZzgkfopD3Ec4xPwbh8h3cIn5B56J0uFMehOf1DcIyv4D0cV/IqPyv8mv+jnFVT+htPq/KK/6LpVVL1BV8RS1lY9RV3GJqpKzVBadoLrkBJUlRykvuo/ynH2Upe2Q78JWUmJHiAjtw9OnFVuXWtZZlrB6Xb6AaBYrlqSwal4c6+fGYb8gCY/FsQQuDiRisT+Ji3zJXuBJ6SJ36uW5bFvlSsc6N1o2OFJraUuxpSXpFuvkW7ZKvmlL8ZHfUqcli9g4eyFLpyxkzsT5TJ8w0xjzPH3mBKbOlD7kDNFUmRZonTphHpPumc2996il2WR1NkvhWaW5nu+G57VrBZw3rRVYXi/vzUbsbKywt7XBxtqSDes13/MKli7VgGFLWKzRt3UM9OKlLFy8hPkC0HMXLGD23FnMnDXDgOdJE2cwQfqx93x7Iveox6QOE1y9BBsXW3zCg4nNyCKnspGyliGB5310bT8r0PwAQ/sfZESAeLOA7KCArFqc2wWYVQrO7YbVWVNEPWwE/dJxy2o5HrnvcUaPPSnwrO7YTxsBw3acfY69F1/mwKXvcuChlw3Ls4Lz3ovfFXh+WQBbIVcA9+iT9Cs4a2qsAw8Z0NwnMN1/9AkG1TItgD2igHxWtj/9nBE0TMtxBWcpN598hi3nBJzVGn3+JbZL3VqOS/0aXGzzCYF60ZaTTxrBy7acfJ7N9z1rAHTL+CXqBKDLu89S2HKSjKrDROVuJyBxBM/IzQLMWwx56HhkKb0iBZ6jthmlyrzO/c44ZZXJqqygbJKOWTbrf1vuIoCq8OwoIO0QOizlCE4C1yqXcIHrCIFrgSyFZ/eoIfk9G8Y7fkQ0bATx8owdNNJueUQLrEeO4Czw7Kzu2CEmYHYJNMlVoTlQwdkk96AxkYB+gEK07BsoUB8o7QqUdqolPEjapVbvoF5pZz/e0ZvxT9xMRE4/SeVd5NT3U9YxSk3vOI0Cyq2DW+kY3kXb0G6aevfS1H+MluGLNA9fkm3kfe58gsqOFwSaX6K8/bsUt/+QgvafkNf2M7LbfkNm++9JbfszSc1/Ja7xb0SqNbf6bwLE7wkYfyowq+mdRGVfCuAK5JYL5Mr3T1NDmSJhCwhrcC+BZo2IHVgt8FxnAujAOwAdZICzQHTlTQLLrhljoINLviKo+LIBysGFX8g3T4A59zKBOZ/hn/MBfjnv4Jv7d/zy/4RP8e/wKf0FXuWv4FX9fTzqv4NH0wt4tj6Pb/sTBHY8gG/bKbzaj+LZdVjAeR8u3QLKnXIv2uSeNI7gXj2ER1E/rmkCv1HN2AS1Yh/Qi51fHza+PQYU/0cKySIBZi2tvTsFpDuM0gBpr26sPbuw8lBLtGyvbtsKCWqt1Q65Rtu2XLnYCPhkgmdNkTPfSAGkwaHsNyxm0yoNniSQaYwfnW1EQ1YYWSTQvGD2JIFmAdM7btyzpk9g2mQTPE+d9G2mT57AnMlT5aM4XWBZ1t+rFmiTJXr2xMlfW5/NEbfN6arUdXvJLLUwavRvEySb804rRCtQ6znotEqndbtVC2Q/acf86ZMF2qVO0QJ1zRaAVmmeZ9WyO/C8UmBKAXqNgM7aBf+Jrn23tdkMz2aA/v+G59n/Bzy7W68SCF5mALGu36Cuuob1WfaTc1OLs7p5O8oPiu6nFmeV44ZFd+B5uQFJPgJHLnJfTGm7TLBsBmazFMQU8BTAdJ1Cn8KmYX027v0cY73KDNAq3U/3121UOq8wp5ZkhV1Hi2UG2KmFeYmmGpN7OGfCJOZP1usqEL9Qt19qwLOLjQYOUyiWugWg1y2dZsCzgrKLtak+lU7r0ADdTuF57RK534v/JzxrabYu67z+aWB2RdftDLdtgVkdo63wvNqwNgt0CzhvXLWI9SsWGLCs4GzK7TzNgGvdxpBco7XGs2MaS333nxFmmd3fdb1eV8MtW0rT2OrpX8PzWk1bIfdUXcd1XsdVL5wx0ZBut37ZfDnX/xOa9dwUjvXPCq1bl+lx776fut7ZahVuAsw6Dlr/3HK1kOtouQx3eT68bFcL8K0j+A44q8LcNhKt1ucAZ8OyrOmn1FIc7X0nuJefHclBTiIds+xETpQnBbHeUrqTGuJIfLBIOs+x0nGOCHQgUraNDhbQDHQ1XL8jpK5Ib9PY50SB9GzpZBfHelKW5ElzvnSkaxIZrkmivyRGFM1wWRzDFXH0FofTmuMn8OxBZYoLNVnutJcGM9KUzvauIoHoDDor46XDXMmzF7fx0kN7Obu/h92DdYy21bClvZldPQPsFVDeN7yTvaO72TWyh+2Duxnv2c5wxzjd9QO0VHYJQNVRmFZORmwWMUExBHkE4OXkiruNA75qRRYw9hf5irztXfG0c5F1znKNXeQ5dsFZ5GjthJ2FIzYbHbBab4/FGiuRJZZrbWWZwLStB+6ugfh4ReDrE42PXxx+gUkEhqQbLtghUXmExRQQHJ1FcGwGESkFRGWUEZlRSXByGf5xRfhF5OEXlC4QHk+gawShjkFE2PkRZeFBgoUrGVau5Aqs51vaU2JhS6WlDXU2TjTZ+dLuFEO3RxG9/p30B+9kIOwk/VEPC6h8j860V+nIeI3WjP+mIe33VCS+Iff4dbJifk9y9O8FrH5HcMir+AT9AlffH+Ho+QOs3V7A0uUpLJyfxNL1UazcH8La40H5AbkgPzansfa5Dyvv/Vh472CDxxhr3QZY7dLDKodWVtk2sNK6juUWlSxReFyTz8JVWSxYkcbC5cmiRBYtjZMOapRAcQQLFoYzb5E/sxd5MGuJB3MWeRqat8hL5CkdWHcWLHBh0QInFi+0ZeliG9asdMB6kwf2dp44OHrg4elDUJA/UZEBJMYHk5kSRIHAc3lejMBzEs1FWbQW5tGSW0BrdqmAczutKTtpTdpPc8IBgcbDNMcelfIkDbGnqI48QUXEMYrCjpATtI8Uv+3EeY0S4jaIu30nDjatWFjUs2p9JYvXCiSvLWXe2iLmrM5l9qpsZsu5zlmWxNzF8QL/sQL9MSyaH8mS+WEsWxzM2pVBWG0MFngOwlOem0AfgY/gIOKigkhLCCU3PVoURXpSGMkCuwrPAQGeeLh74GjvJvu6GfC8drUbK5eZ4HnRQjuWLnNk9RpXNm50xsHOAQ8XJwJ8/QkPDpe6o0lNiCYnNZKizFAqcgKpyfaVd9CLlnR/eU5CaE8KEIhW67MbrdFetEZ40x7mR1dYgMCzyo/eSD/6YoPpj42iNyaBXnme++NzGUzIZSixkOHkEkaSKxhOrRU1MZTSzmjWEKPZW9ics5ORnL2M5B1mtOAY44Wn2V7yCLsrn2F/w4sc7HiZI/3f5/jYK5zc+VN553/DmYOvc/bwnzl35O9SvsOZA+9xav8HHNn5bw5sf489Wz5gx+aPGB/4VN77z+lpuUxL3Rc01n4pukpDzVfUyXS9wLSqWuYrqr+ixEgNdcVIQZZTdZsc6fxlSecwU6A3t+IWBZW3BJ5vCTzfoqb2Jk1NN2hrvUZ761XaW76iu+kyXQ2f06UAXfMpDeWfUFn2KSXSES2QTmNm4Vck5n9JUtFVkkpukFB8nZjCK0RI5zE463MCMj7FJ+1TvJI/xj1J9SluIpeEj3GIfR+7mHewjXsbm5i/YxP5V6zD/oJ18J+wCXwDK9/fYOP3S+yDfopD8H+JvoNr+Hfwi/8uYWnPCMBdIjHrflJyLpCVc468vJMU5B6hJP8gZQX7KM7dJhoTjVKQM0xeZj85Kc1kCOEnxpQQGV6Eb2A+jh4ZbHBIYtnGSBauDJH3NoSF8/xZOtOH1bP8sZwXhOuCAIIFmGMWepC60J28hS5ULnKieakj3Wuc6d/gStcmB5qtbKmwsiTHch1JAs+R0s/x12Ckyxawae58lk1dwNxJ85kxcbaR53nqNLU6f4vJ077FlMn3MnniVKbcM0vgeQYT79XAYf8B57vdtk3wPJV58+YYbttr1qxiw8Y1BjzbWW0ScBZ4trPFViB608b1rF61yoi6vWyZKWWVAc6Llhiav3iZfH8WMWfebGbPmcWMGdo2tXxPMwB+woR7mS79yMUrpL/lYIGHfIOiU9ONXM/lbSM0DR+kd9c5geaHjfHOmu9ZU1WppbZ334NoqqqePQ/QraUAc78sH5T15qjZffvV+vy4QPMzbBYQViu0RtVWgN559nn2XHyBPfc/b7hv7zj3LNsFqtVle7vA71aF4ZMCyArK9wmwH5NSNCDzA1IOCTyPnHqG0TMmSB4WOB8SSNdS581ScN5+4WV2XPwOO+//riGd3n7xJVn3LFvPyjZnn2WbQvaZFxk9/oKcw7O0b3+M+s0PUt57noK206TXHCEyfwf+yWP4xKil2QTKZoi+G5rN+iY8m92xTdZlk4XZPK75P+v+M+5Zl2ueZ8eQzSJTDmaFX5WLRrwOHxZ4FsgONwUO8467k14rfgy/OGmnSIOJGfmmI8ZkO01Zpa7ZWwWgBZoNaVAwldSpFm9NZRUkdQoouwowu+i0IZ02Rel2CNQ8z31Gvme1ZvvEbSMweZfA83YSyraSVb+b4raDVHcfoa7vPhoHjtM2ck50UWD6ARr65dr2P0917wuUtr9IUesrFLb8WvQa+S2vk9v8BjnNfyaz6W+kNf2TlKb3SWj4kJi6j4ms+Yzw6s8Jq/qckMovDauwwnKwoWsGNIeWXydcvn/hGuhLvocaATtCvo0a4CtcSk0X5S/TAVIGyDYB6rJdcVN0XcD5qgC5AvNnBOR/jH/eh4YbuH/2e/hnvoNf+tv4pv8Vr/Q/iv4bz6xf45n7M7yKfoxP5Q/xqnoRj9qnBJ4fw63pIdyaH8Sj+Rzezcfxaj2CR+sBXFp34dQ6hnO73MtWuYeNAsx1/XhUDeBZJvcytw/nZPmdjuzCMagXBwOge7D17f5aOm/v32tM3w3Plp7thhSWVQrPZn1LIUFh03A/XbPUCBym44s16NNytcAKJCo0OWxU66EA1sqZBvwYgZdk3WqBjWXzp7F4tlp0Jws4TzNyP88T2J057V6BZvnYCTxPm3wPMwSeZ0+aalidzdZmQ/KxU4vzjHtM8GwGZ43ArUHFNCr3EoFdhWe1CmqbFOrNAG2e1nNQC6DOK1CrJVAhWa3Od8PzwhkC+lKq5Vkt2ivnqLVZ3bVN0Lxe4EqBWEFZxxWbg3Yp2JrLb8KzGaAtBZ4VllVqMTZbjR03LDEszgrOCtAK0grEZnhep5C20FzHPGOMs5PAk6vAse6nsK3gbJYCtLf9Gjxs18i90dzcCw04VrAzj302w6bCmK7XeQU+DVil8Kzgqcv0/iqM6XYKagppZgjX50Ot1eoWryCnOZk10rYGrNLtdby82W1bAVrLRfJjtXqBRog25YPW7V2s9fnRvMhSr4CxlkbwMUsBbIFmdd025Xxebiw3Q/Zaw3XbNHZb22qGVW2zTus5mP8M0PPWNil06rHXCgx/E57V8qzwrNHi9Q8fLXVeLdOG5PrrNdTzVt19LVU6b76Gar03t00DsGlaK1PAMR0nreOj5fgCzTqvEK3AvGim/nkzydhuw/IFBjzr/mZA13PToGfOlquMUs/TfO/M25it0u6260QafVuurzwn+qzoc+Gu90imvW1XCQyuIdBxLSEuGwzLs0bCThJwTglxJyXYleRAZ0MpwS5khLoZyhTlRrhTFOdLuXSgK5IDjGjZGZHqyu1MdIANYd5WRPrbG+7fkQGOhHhYEeZpSZSXNbE+1iT725IT6kxRtCsVKQrPQfRXxTJUHU9/WQy9RZH0FkbQnOFHY7oPzZm+NOX4UpvpTV2OdNJLQumrTmZbZzFbO4ro0eBhHfmcP9DLE2d3cmpPP+NdtXTWlNFdU8tQcxej7SOMdm6RjvNeNg8eYKh3H32du+hs2kpT1RA1Jd3kpdWSHl9CYkQm4f4Cte5BeDi4yzV0kmvuKNfR0SidRA4iWwsHA5JtNzlhbeGMlZQWAsibNjixYb2jQIsDFgLNluutsVwnpW4rYOvk4IO7WxBuHiG4e4bj4R2Dl28cnn6JeAUk4RWYjJtfJK7+wXgGR+EVnoB3WBKeocm4ByXhJtu6e0QI2AfiL0AcauNJrK0nyTZyj6T+PGt3iq3dKLd2psrannprW5ptHGkRcO9wCKbHNZ0+r0r6/HsEoLcxEH6InvgH6Uh+lrbkF2hOepHahJcpi/kO+VHfJS38ZeKCXiQs4Hn8fZ7B3etJHFwfwtLhAutsj7PG5hCrrfex0monKyy3ssJqlBXWQ6yw6WO5TQfLbJpZYl3LQoty5m0UcFyfy9y1AsnrMliwJo35q1OYtyKBucvjmLcsmjlLwpmzMIS5i4IEigOlU+ov8OwvnVR/mfdm1gJ3ZksHfM5CT+aK5gs8L1DJ8vnzXFgwz4GF860FoK1YtcwOi/Uu2Fi6YWfnhpu7l8ClwHN4IEkJwWSnBVOUHU5FvsBzQTyNBSk05WXQmJNFc1YebRlVtCe30J7QQWt8J20x3bRG9dESPUBjxAA1wX1UBvdSEtRFrl8LqR61xDmXE+ZQipdlCU5yvhZrslktkLxEIHnBkkTmLU1gzuIYAf8oOcdw5i8IZf78YIGNIFEwi2V68YIgliz2l/385LkJwMkuQABXwNg7gLCgQKLDAkmIDCQtLoQUAdSEaH8S5XwiBVgD/AWe3dxwlPO1shBAXufGmpWurFjqItfEnoUCz0uWOgg8u7Fpk6tAtjPuri74evsTGhRKXGSMwHg8eRmxlGRHUJUbSq0AdH2mPy0ZAs7pkfKchNORFExHgsxHy3REDJ3h8XRHJNMTkUJPZDL9MekGKA8mljCYVMNQagvD6d2MpA8ynDHKSJYJkkfz5J3MO8RI7jHGCs4xWvgAmwsfZqToCTYXP8toyYuMl32HHVWvsKfxFxzo/DWHB1/j+Pjr8q7/QUD5L1w49jbnj7/DhVPvc+H0J5w/9Tlnj1/m9NHLHDv0BQf3fsqeHZ+xc+tlto5ekff/Ch0Czw11n1FX8wU11ZdFX1AtncXqWlHdZSqqrlEiHb2CMoFmgdr04lukFmMorRQyRNllt8gXgC6pukmVwHNd7Q1aWgSc27+ko+0ynS2fCTx/JPD8Ad21H9Be9W+ayt+jtvhflBe9T0nhxxTkf0pmrqjwCznGlyTnf058zidEZXxASMq/CEj4J15x/8Q95m1co/6Bc9Q/cYr8B3bhf8dSINky+DdYBf0My4CfYuH3Yyy8X2GTxw/Y6PZ91js/zwanJ7F0e0x0PxYup7HxOI1zwGk8Qg/gI+ARED1GSOwo0fEjJCQOkJzUTXpKO5lpLWSnN5CdWU9OZh1Z6dWkp5aKckhNSSIhPpawqGi8gyOw8wxmnaMfSzfKe7jSnQWLRXNd5XfQlTVzPLGa74vHAi/C57uSuMCFrMUulIjqlzrTscKJgbUuDG90ptfSgTZLG2otN1K4aTXp65cRvW4efmtm4qzDkwRMl04VQJ0wi2n3zhRQnsYU6cNNmnoPE6d8m8mT7mGS9DUmfXs6E++ZzqR7pxnwbIJms/4z5nma9CHnSJ1LliwyuW0LPFtYrMPGYgO21hbY2VoblueNG9axcuVKAedlhhYvMYHzAh0DLVJ4XrB4MXPnz2HO3NnMnDmHadLOSRq4TPqxCs+TBfLnym/+aovVOHi5ExKXQHpJDaUtQ3fg+fz/gOeRw48xdPARA4QHBZYNSFZXai1l+YCsH7lPQFdBWt2hZXr02FNGqfsMHZa6BKC3ChhvF3A1xjiLdBz0llMmC7BaphWkx8/IeybbjZx4klFZPnLqaQYFjgePC4ifkDoFnjefftYA5oH7BNg1fZaUZojWUgFardAK0WaA1tIA6PMvmqBZ3b3V1fv0S2w+/iKDh5+jbfvj1I1corTrHDlNx0muOEh49nb8kkaN3Mk+0dv/V4A2Q/P/Ac53wfPdcPz/Bc+a19kpeEw0bshZgNc5dIvAs8CwALSzbheu7tmbjYjbgUlbRFsJTNyGb8I2vGO3CTxvxS1C9tV97sCyKfiXRtvW42j+ZwG24B6pv9uwKJujcissO+oY6+DNRjscpQ0OUjoIhDuFS90xe/BPPkJw5gki808QX3qKjNqLAsEPUdrxKFXdj1Pb9zSNgy9SP/gdanp/QGXvK1T0/JySrlfJa33VyOqQJZCc2fgvMhrfI73hfVLrPyKl4VOS6r8gvvYK0TVXBXyvESbfPrUia1ooBeEwgd8wozRNhwoIh8m3L0KmoxSWZTuNgq2BvVQRMh1cdhO/0htGsDA/DRxWdAVf+c75FXxqAHNA/gf4576Lb9bb+GT8Da+0N/FK+SMeSa/hHv8z3OJ/hEv8D3BKfBnn1OdxyXwGl7zHcS16GJfSi7hUyLes+gTOtUdxrjuCS/1BPJsP4d12QAB6r0D1NlwaRwSqh2X5MG61fQLOfXhVDOBdJssKBnFJ78MxVu5DcD+Ogf0GKP9vAP1NeLbyajdKW29ZJzJbnw14VlDQjrnChkZI1pRVaxbOMYJoaS5kBWsFK430a79RrYIml1qFZw2YpOM7NeCSwrOCyDJ1T70Dz7Om3sv0Sd82rM4GPE+ZwEwd03w3OP8PeL7HGOtsBuf5U03lwhlTBNA0qJOObVVroGnss1qgFZQN8F+75GspSJvcuWcaoKzQPFvA3QTPJoCeP03HU6vb9hQDnnWs83/A2WRlVog1Be0ypY8yW6Hvdt2+G55VOt7ZRqMjCzCbpZCs8GuGYAVnBR113d60TGBysQDiQoFFgX2zu7geUy3PZmu1p0Cyu0KSxVLDAu0k98LNahmedgpQ6wyYUpBT4DPfU4UyMzwrlCmEKfwpaCr8KQQqkJktmVqHgpluoxZqrUu3UXhW13itx81mlQG5TpYCuVLn+iXzWC4/TIumTWOu3MO5E+T6yn1bMU/zTKvL/3I8BeA8HVYboGy9Vl2ZpX0rBHRlWl21neU8tE7dTku1SOt6DU63bqn+GWACVJUZHLW9Oq3wrOeycPq3jbbqMsNiq9dD7pE5WrYG+9Ko2OaI2RpATAN/qXRe15sDgun5a70qvabma2mGZ702ejw9rhmeFWpXybF0bLMeT4+j0mmtX2XKKT1R4HmCAdp6PAtpr9ar++ufAYZFWcBZU27pcAkzPJvPX7exXG1y9dac384C2E4b5f2U50qfKQ916ZfnxNd+HQGO6w1oDne3MKzL8QK7SUFOZIR5kBnmSXa4F1nhWnqQG+VNYYwv+ZGeFEZ7UawBv6K9KYvzoS4tlJa8KMqS/cmOciXG14JQt/VG7ugwLysCXdYT7LaRcIHzKJmP87Ymyc+GrGBHCiKdKUl0pVQtyhkeUk8AXUVhdBeG0ZEbLNDsR1OGr1E2ZptSWNVm+dOkY1RzI2kpTKSjPIWW4nhaShMZ6yzj5L5hjuwcYqi9kcaKchrLa+mo66KnaYS+1m309x6ku/cI7R0HaGreTW3tVsqKhyjI7SQlsYr4qCKigtIJ8IrCw8kfRys3gWN7rDfaYbNJZGFvyGqTgPEGBwFlKTc6Ge6vGzc4s2GDi3TA3ETubBBZbRJwk22tBZwtpbQSyLYVuLW388LB0RcHOYaDcxCOLsHYu4aKwkVh2Lr4YuPsipWzG5bOniJvrF38sHEJlP38cbH3wcvGgyBLV6KlzhRrF3IElvIEnosEmCoFnutsXGi0dqDVxo4uO3u6bV3olv36XKLo98yi36eC/oAWBkIG6I3aRXvsYVpjj9IYe4K66JOUR52hMOo86UGniPS+jyDP+/ByPYyz836sbHeyzmKclesFkNe3sHRdI4tX10rHuVJUwvyVhcxflStgnCVKZ97qJOasjGXm8gimLw0RBTNjSQAzl/gzQyBx1iJfZi7yYbZA8OwFnsycJ4A83405orkLXAWM3UxwLJq7SCTwPE+2m7fAQ4BZpmV7Bef5c51ZOMeBRXNtWSIAvXKxDRtXOWItkKjWZ3c3XwIDBD4jg0nVsflqdS6Ipq40gcbiRBrlmWrMSxKl0p6fRU9OHt3J2XQnZNMZl01HdA7tkfm0RRTQEl5IY3AhdcEFVAXlUuSbQZZHAknO0UTaRuO7KRa3dbHYrghn3eJAls/3Y9E8fwFlP+bO9ZE2ewvoe0lbveQ30kO+Nx5Seso23gL/slzOdfkSV9YK5FptcsfBxh1vVy+C/fyICPYnJsyPpOggA54TYwWm4wKIifQlPNgXfx9fAWIf7G085TkVeF7hLHXJdVlga2iZTK9b446lhQcODq64unrg7eVPcGC4XJto0gSe8zPiKMmJoio/nNrcEHn/gmnMiKApLYbGpFi6UpLpTsqgSwC5J66Evthq+uLq6Y9vZCC+mcHkDgHlfkYyRxnO2slw9gEB5BMM5l5kMO9hhgofZ7hIOubFzzNS8jJDpd9nqPgVBot/KvoFA6W/ZrDsdwyXv8FIxR8Yr/szO1r+yp7etzkw8k8Ob3uXo/vf58TRjzl14hNOnfyM02e/5My5a5w+c52TJ69z/Ng1Dh+9xt4DV9m+6wrj268yovnHB67S2v4VDU1fUd94hbqGK9TWf0VN/ZfUNH5JtSwrq7lNUQXkCCSnFd0mMf8mcTm3iM25SUL+DZLyr5NWeIWcoq8oLP2S8grZr+pzGus/pFk6p22N/6S94W06a/9CZ9Wf6az4M12i9rI3aSp6k/qiv1Nb+C5Vhe9RVvCegPQH5Be+T1b2u6Rm/oOEtL8TmfAmgdFv4BH2W+lc/wY7/19hLbLw/QXrvX7Kavcfst79OSzcHmWTy0MCypdY53A/62wustb6HKs2HWXlpkOstdzHGsttrLIYlOUDWDkNYuvWhr1XJS5+ZXgFlRMQUkpoeBGREbnExWSTkpQlEJ1FZkaWAHSWtCuDnOw08vISyc2PkjaGEpUYgG+EH/Y+Hqx3cmGFfIsWr3ZgoTxfi+c5SD/RmfXybtotkO+VvJ+Rc+1ImW9P/mJ7KpbY0STqWmHH4Bp7RjbYM7DJhk4LCxos1lK2cQU56xcTv2EuARun47pyGhbSh1w2fQZzJs5i+sSZTJkkAD1lGpOmTGKi9OMmTbxXgFlg+h4B5nunCkibLM//N3hWt+/Zs2eiuZ412rYZnm0t1G3bUr4ZNgZA6xhoTVe1YsWK/1d4nrfgDjzPMMGzBizTfNMTJ0rbpM87a770L9ZL/8jNiYDoWNKKq+/A8yFjvPPYkYcZv+8xU55nAd8RtUAffcJwyVYg7hO41rHO3Xs15/ODhsVZwVmtzuq+rfOa2kq31dzPw0ceYVzHQJ/+T8oqjcCt6ay0NID6ggC0SK3CW85oNG2B4DPqqq3wLHAuUoA2JJCs7tw9Bx8SCcTrcaS9qkFt54mnvwZotULfLV22RcB5/MxLAuovMXT0BTmf52jZ/gTVQ5co7DhDRt0xEsoOEirw7Js4infMuAHP37Q0m8FZoflu/Z+W5/8ToP+v6xRuBVZdggSYRWaLsREVW+BZI2nrGGrv6DEB5q2EpG4nLF1zVO8iIHkXvnE78YzeIaA9bgCwSSM4BKkGBYT7RD2iLhxCOgzZCTzbBQ5jK9vYybHtBbYdQrfhELYL+9A9or04RBzAOeo+POPP4Jd2P4HZDxGR/yRxJS+SWv1dshr+SwD6RxS3/ZSyzl9S2vkbirt+R1HHGxR0/Jn89r+T0/YPMlrfJbnpAxIbPhddJkG+dXHyzYuru0ps7XViam8RWW2C41D57hkSINZ5zZ1sWJNFYTJtgmkpZZtIgedoUUT5DSJKrxJZds0ow4q+JKjgMv4FX+KfL8Cc9ym+2R/ik/UevpnvCCz/XfQm3mlv4JnyOzwSXxVY/hkucT/GOfplHCMek3N/CLuI+7GNOod9whkcU09jn3EEm8x92OXvxqFkB86Vcs1rduBau13geTvuTbvwaRE1b8Orbhjvmn786voJrBsgQMA5QMDZv2wIX+n3eeQN4Jgm9yS2R+5Vv3xjB3AI6Psf8GwA89du2t+QlwmWLd072OTa9rW+pTCgnXIFUE1VtWGpumzPNkWcnq+pdBYanXl3gTd12bVZN9cAGyMqs8CCCUI0YvGdwEsCn8t0zLPA6NwZE5kh0KzgPH3KvcwUeJ4hH7SZd1y150zSSNsKzzrOeSIzNYXVpAkGPM8TAFPNnzb5f8CzWp8V5BSoFJ4V0HRsrUrdhFVqfVZ41nGmC2YI0E2daFiejTHPMq9ArfC8UEDacNuWutVtW8c7K0ArxCrAKiSboVmh1gS4AoUKPaL/DaDNlmcFY5UZng3AESk8K+SY3bY3alTlRTrGWusW6LpzDK3bVqBJLdYK0F52awWgdbz0UqlPA4jNNwDaXa3YNmsN13q9jwrOCn1mK6XpjxGTG7BK59XleNGMewzLqQKnbqeAZoY0rUMBUWWGZxOYzsdV2uJupyBscinW50W9FJbJj9OiaRolUyOWKzybrNoaGVqh2Md5vWFdVuuzPj8qqzVzDTdtM0Drdh72q42x0GqZVm1YPvNreNb67rY8KyhrW/Vc5k/9lnFeul4ttno9NI2Uwqs+pwrFCqtmoFV4VZBV6R9ACtYqMzxrvVrqtdFjm4+vsKzXwmx51vV6fbUt66R+Hcqg46bXynGMeZnW2AAr5Z5okD0NVKZaLnVoW3TMs7bZ/AeGtl2h2ZxyS5dr/WbpuRvnv1ajsmve8CVf/znjYb3KcNfWfM/hnrZEetoYwbvi/QSaA51IDXEVcBb4ivIRYPKlKNpPpJDsJ5AcQGVCEOWx/lSoZHlppBdlUZ7UJQXSlh1JuwBIjXSucyKdpN5NAuUbCXPdaFi2Iz0tTa7fatkWcE4PsiMvwoXiOHcq0zwpTXOlItWV+hwfOotD6CsJN8Y69xZH0JEnEJ0dRGNukHTeAyhP9aEsxZ+ihADyYvzJknakhbmTHSegXZrB9qF2tg330NHYQGVRmXRKa6gqbaOuqp+mhi00tO6lumkflQ27KK3eKp3ezWTn9ZKW0UJCfCXREfkE+yfh4RqCo7UH1uvssVhtieU6KwFgGwOgDYuzpZPIWeZNVk0bSwURNzZuUklHcpMnGy29pNPlYlicLTZKPQLhmzY6slFgW91lN8n2FlbubLISwLH2YqONDxutfdhg5S2lgLiVLWssrKUDbCtyYK2F7CdgrMdylbYFWHkQKcdO2OREtrSlxFatzW5UyfpGgaZWgekOWyeBZjv67aWDau/IgKM7Qy7+DLorQKfQ75tLf2AF3aHNtEV20RrRS1PkAHXhg5SHDVMYMkqKzyDhrt34OXbhYtOGjUUzG9fXs2p1NUtW5LNgWRrzlyYzd3EicxbFCQhHMXthuJShzFoczOzFAVIqHHszfZEH0wWIpy90lXkXZi40abZqkZOhOQudBJidmSflfCkXLBQgXuAo0KelLF/gwjypY948Aeu5rsybI5oty+Y4sWCO4x14tmGxwPOKRbbybjvIPXDBUS3+7n4EBt6B5+Qw8rPC5DmJpqkqiZaKRFpK42kuTBAlyrOYRl9+Mr3JEfQnhtETH0Z3TBidEeF0hMuzGREtihWIFvgOjqDcN4g8D28yXOSeOHoTZhWA3/oAXFZ6YbnETX47XeQ30ZUlokXS9sU6LeexTOBiuZzHijnOLBPYWLLQg0UL3Vgo5710iSOrBf43bZBnTe6/s50zfp6ehAX4Eh0aQGpcGNkpUWSmRpKSGGq4osdFBxMRFoK/dyCuTj7YWsrzqG7bS+XazLdh4TwbI3DYmlUe8jx6YmvjipM8Fx4efgT4hRIeGklCbDSZSREUZIRTni3XKCtU3tUw6tJjaUhLoj4xjc60UnrS6ulL72QwfYTh9O0Mpe9lMO0AQ1lHGM45web8C4wUXGIo/3EGC55jqOh79Bb+VN7vV+kt+S19pb+jX+C4r+yP9ApU9pb9jZ6yf9BT+q6U79Fb8RH9lZ8xUP0Jw42fMtb+Kdv6Pmfn5svs2voFe/d8xYHDVzl04jqHT93k2LnbHDsPx87CkZO3OXgMdh25xdYDtxjddYOBLdfpHrlGR/81Wnuu09Rxg6b2mzS23TDU0HqV2uavqG6+QnndbQqkg5hZeltA+RrRmV8Snva5dJo/JTT1YyLS3ic2TTqkWf8kM+dtCvLfprTor9RUvEF9za9prPklzdU/p7XipwLMP6Kt5BW6yn5KZ+nPacn/KU15v5Tv2v/D219HyXGe6cO/Y5Is1oBGLA1DzzRN93T3zDTDQA8zMzMzg1gWWLZsS2ZmjB3YZIO7gYVkA5tks2Ems5PYjq/fdVerbcW73xfO+Z33j/tUdXV1dVHXPJ+5H/gmBuu/g76676C77ntoqfkuasu+gYrif0NJ0b/An/sVOD1fgMX+GegzPomktBcRp38OkbrncFDzDPanPIaDSZcQmXgzDsWdwoGYk9gXdQx7D69jz6E17No/h/B9k4g4MMr5HoTvbcJuGes7phGxydWI1xVCk1aItIxiWJ3FxHMRsrPzlaxyVXkB6qoL0Fifz8hDU3M+WtsK0dFZiLaOPNQ1ZqGowgW33wqjjc9KfSoi+ZzaRwzvDk/m3/0UHNqmRfyONGh2WpCxTY3c7bEo2xmHhvAEdO5KwGBEPCZ2x2HhYBLxrMJybAJmCddR4rmHeG6OiUBpfAjc8VuQFrkJiRGbcGDbFv5N34atGwjUDQTqxm24UcZV3rARG4jjG6+/IQBoyUArcJXM741KBPEcALR0MCbDVW1Rhqs6cGAfoqIPKnhWJ8VDSzjrtGo+N1KQlBivjPd88ODBK+2e9/yPatshu3b9r3iWTsuuV/B87Yd4TtPD6c9XMs/tYysYXr0Vi+cexLFLT+HEXc/hJOF6/O7nceRSoC3zKnGq4PnCk5g+/ximzj6KybOPYOrMI8pQUrJcesaW17N8f/G2JxnE8x1PYY3bkEzzyQcI6AcIaMaJ+54jnJ/HzQ9+HDc//AmcfoTx8CdxinH8QeKXcfSBT2Dt3o8riJbq2wsE/QKRPsPvmuR3TfD7J889hmmCXWKWeJf3ly+9oLSJlvbQ0uZZOhITMK/e8wlC/GUs3vky5m9/mdv5OLfxIgaOPoP2+UdRM3IPirvvgF86DKsmnouJ4xzpQZtQls7ABMuSaVZeE7WC5SthIJivjjTfhyEdiAXxq4TMX4lUvpaQzsE+xHOgc69gNesgxqUDMkvOGjILjsJFOPuqziCn9ixy6s7DS8w5Ss8iI/+UknkWNAuK1Y5VxgqRvExAM9zEmmcJWu+CEimEebL3FFJ8N0OTfR7anNugI5R1uXdBm3sfpw9C538EhoInYS55AZmVn4S9+jPwNfwz8tq+wfP1bZT2yvCO30Pl0A9QPfJjVI38BBUjv2D8FuUjf0DpyKsoGn4dhcNvwz/0Z2QPvY3sASJ38C/wEc5Z/e9y+h58xLO39/1AEMienkDbZUGytFGWkNdugtrd8b6SVXa1vgNv21/ha/0z3E3SVvlPjD/CVfcH7udvYKv+NRy1v+X8r7nvP0dG+Y9hKfs+LCXfIZb/FQZC2ZD3eQXLuuxPQON7HmrvM0hxPwSV404kOW9FgvM8ErxnkOQ/i5TiM0guO46E8lUk161C17KCtO5VmPvWkD6wBgvD3M/5vlXYepbg6JyDq20G3tYpZLfOwN+2iOyWRcKe7zUuwVw9D03xFFJypxU8S+/mKbY5qIjmJKI5kUBOIJzjTOOIN08oEayurYRp4gMwx+hHP4hrgpmzRBbM4w+EK5lEQbOMg3yICBaIGpIOw6yOUqrgJkVKu9UAzqQKtWTTJPOstPOMIBj2Ed8RBFroVoRu40NLyT5Lle0AnjdfR0BLL9sE846NG7GDD8NtMvYz0bz1BuJ5A6F7BbsKeKWaNbcTsVWGrbqBYJG2poHq5LJvgmWptqyW3qk/gud9xLBkmqXatkTY5kBbZ4nQTQLIq6puX5V5lkjgcUj2V6ppC4ojpVMyfm8Qzx+tui24lojbw3N2gGAloCUDLdOrAS3Z52AGWt6XzLPS5lnBOZF35XsUiPO6yGdlXanuLe2cpU1r8mHZ9k7oiWc9t6WNk2rUgSylAE/wLMATAAZhLBATUArUgp2GCTYFyHIPCP4EZ3IvyGdkG/KeTIMZaOn1Wdq+G7kfMu639BAduzfQPv5AiAwLtgV7tm3mVNYP3CMyDJNJfRCZqTEKjoNZ5SCeBcoSAmiBs2Seg3iOP7id6/HcX/kHjxybTGU/g9CXfRfICp7luGS5/LNHQqpEC1CD2ecgkAXRkgnetfV6hG+Rnse3KIgN4DnwfRKybflOOTdy3mReln+Yeb5eOUbBrNxzsVwnkufuINeR5gzSs/chCc4f4LXYK+jmOZfYx3MaJfeQ0twgUNVc9lmuo8wLpOV6Xg1ruX7yniyXkGHP9Fwm/4yxJB+GTRvLiFHGe/amJSKLkWtOQpFVi3K3UUGoZJibWRASLHfkOwhlhzJkU2+RCwMlHvQU8DVx3ZFtRlduOvq43hDxPFzmxDQBMtOax8I1C/ROFbKNUdx+PMGcgkK7hkDXopRR4dKhLsuAjiIr+qucGG32YLSV0yY7hhtsGKm3YaLBgalGJ+aaszDd5MViVwGOj9ZhdbAKQ/VZaCm2oYGIr82xIzddg4zkKOTZjehqqMBYbwcmBM7tXaitbFaqGVZW9KK+bhwtbUto7DqKms6jqO5YQ3XLMqoa51FWPYGi0j7k57cgx1cFpzUfZr0dekJUOvvSRKuQEhXP+zOe55kFqgQ1n3daGKQTMK5jSDYTlRaoE8xIIp7jCLXoGCMBbWRhTINoAjwuhoXIOL2C6ZgYHSKjtIiM1iMqJhVRsQZExaXhMOOQRIwBh/m9kSxMRsamsECq5fuphLMRCXw/OZbQIdDdCenIJ9DL+V4Do5MQH+B+jCdnYFaTiXlNOhaIrQUV4ZyswkpyMlY1GqympmHFkIlFowPz5izMWwsx66zElKcBU74WjPna0O9uQ5u9DXUZ7Sg2tsCraUB6Yi3PRSXiD5Uhcn8p9u8pQsTuLITtchK4dhYcbYxMwjeDuLVgZxCTZq8AAP/0SURBVKgJO8Ikc8wgjkMYOwni7aEaIllNbGv+LkIi1EqEEnZhEYReuBZhRHN4KCNEjbCdKQgN0TAI6lADw4gwgSjhuYvT8J2pCN+uwy4COkLJPKuI5xREEc/xPKca4lk60bJa7cSlU6m2XVvhQTsRMNAhw1X5Mdqei9GWHAw3ZhM4OZip92KlxonVChuWSqxEdCbm8jMwl2dl2DHL38dEtg2D7nR0WI1oNKtRa0xGmV6HnOQ0OHm9TIe0UO1J5jM8mX8LU7CHxxARouP+pWIPz80+Hstevt5L9O/Zob7yTwI5fjXxrCZypYaDNA3QQpesI54t8Dok8+xAeYEP9QRtQ3U+6mvyUVWRTXRlIS/bC7fNCbPRCl1KBo/fhMP7+Z1hyQjbnoRdoWqlAzFpCy33ZIqa97HBisx0F1x2D3J9HhTnOlBd5EATf98tZW60l2ahr6IEAxU16C9pwXjlBGaq1rFQcwtWGu7HasOTWK57AQt1RHLTZ7Dc+gWsEIuL7f+iQHm29buYa/sRJlt+hvG2XxOUv8Vkx+8x2f4HTLT9kcte4bLXMNb2Jsbb/8x5IrfjPcywsDbb+zfMD7+Hpcn3sDr3HtaW3sP6+rs4cvI9HDv3Lk5d/Btuvgycuxc4fx/jbqL50vs4weWr5/+GpTPA/In3ML7yZwzNv4Wh2b9gdP5vGJohmiffwdCUQPqv6B97Cz3Dr6Jz8BW09L6Juo63Udb0GvxVv4O7+Bew5rPw5/8vZPj/Ezb/t+DO/3fkshBYXPZVVFV+FfVVX0Rn62fQ1/Vx9He+gKHO5zDa8QyP72lMtBA4bc/yWfkcxmqfwnDlsxgqfxGDFS+jr+xl9FR8Bm1l/4C6/I+jKvd5lPufR4HvabjtjyDdzIJ06iXEJ9+GwwlnsS/2DPZIxJzC3sg57D00hN37B7Br7wDCdvfy99SF7eFt2BrehG27GrBzdzV27irm7zGH0PNhzwEfohO8SNS5oDN6kWHLgY9oLiosREWpoNmPlkY/2pv96GjNQXurD52d2ejry8dQfwn6u8vQ0VKE2uo8FBR4lX4E0tLSeY/yebaXaA5JxsHNKsRs0SB5Wxr0W9Ng26JC/o4oVIZGo4lo7mQM7o7HGPE8dygByzHJWIxLwlxiAiaSYjCQcAhd/PtVGR8Od9xWGA9vRsIulie3bkLIxs3YcuM23HSjjKkcQkALojcTzwQ0UbxB2jTL9Ebi+fqNuO66G5QQQEtb52D2ecOGG7FlC8uCYSHKUFUKnuOilDbPmuQkBc4adTISEwLDVUnV7YiICOzes5ex74NOw0J27eG5DcOO0Cttnjd/2Ob5+us2Kh2GXXvDNdjKcufeqL1IMnyYeW4ZXkT/4hnMn70XR+98HMfuegYniN3jdz+H9TulSrZkl/nbuu1pLNwmPWE/gZlbHgsE4TwtgD33uLJ8/uJTmOe6Mr94Oz/Dz69KL9n3voATDxLNxPLJh2TM5xcZL+CMTB95CWcefRlnH/8U4x9wUhD9yKdx6tHP4MTDn1baOi/f9TzmCfhZ7sPkuScwcuphDJ98SJmOnn5EifEzjynvzVyQbPTzRPTHlVhiLNzxIqZufQ7j557B6NlnMHz6WQwcfwY960+hY/kJ1E8+iJLeO5HbegGehpthrTgOcyGBm0XgeqXdMYMQlqkx+xjSGDKvvxIfrHMljIJrIvbDKSEs7ZAZV6+n90h17DXo3AJoqVrN73RKrMLI14LtQM/cyzBnrSA9bxVWot5deQrZdeeQ13QL8ptvQW7DBXhrzsNacgpp/iPQcZsp3E6K4wjjKJKdx6F2HSeeTxLPp6D3nSIWz0CdfSuScy5BnXs3tHn3Q1fwKPSFT8BQ+CzSSj4BE58H5rLPwVL+ZWRWfw32um/AWf8t4u8HyGn7CfI7f4mC7l+joOc3KOz7HYr43CrsfxUFUgV74M/IG/wrcvrfIYwJ5N534R14B27iWYlBgneQ04G34ep/SwkfP5Mtnxl8B1kDRHHfX4loGTpKxmaWnrT/pnQMZpcq2E2SVX4NrubXCec/wVH3G9hrfgFH1c9hq/gJ0kv/i/F9WMv+Exkl3+L1/HeYC76GtPwvITX3szz+lwnlp6H2PEYsP8hzdA+xfAmJ9tuRZDsPlfUkEjKPIM66hnhej6TsNaiLjiC5ZBmJpTPQ1MzC0DyP9K4FWHsWYetdgKNvEc4eTttn4Wmdhp9gLmqeQXHdBEprplBZv4DS2gUU1Cwiq5qfqZiDoWBSafOsds1DTTwnE8+JhHMC4RwvcCaSJWIJ6Ji0MUQbRxFlGEEkI8YwpmSd442ENUPmJa4REEjhXSmo7w/H4fDtVxAkvVVvJRzCFTxLj766RD4QIgmYA4IZgURg2J492yUjLL0jb+dDVTppCmHhYQtCidOtGz+E8zaiWPC86WME9bUy5rNUpxbYSodeNwbgfAXNAmjJGIdwG2GE894d0vvxJuX7JPMcbKctcE5NPEx0EF1XAC3ZaKnaLRnxXcRx2JZAu2fpOEzgvHv7Jk5vYlzBs2DvCp6l06+EfcRu5G4lBNACZEHtIX63hLwWPEsIpIN4lmks8SwglrbMQURLBlo6/hI0C3RkXlAseE48sENZP4DwAMRlXmAueJbPC7zls9KWVdq0SptnyTpLBjpRkM79FHRJyLUU0AXb6wbxF8SZQE9QLVnTIKBlPUFaMKsp8wLHIJoF0EGIyzBJ0sY2UG070BY3SjrF4rmTav4Hed3l3Eubcxl2KYH7Z1AdVDLPgmdp0yzVtQXP0jGYZKKD2WeBs0Sw0zDBc8KhwP4LIOX75djktWBS9lX2XY5D8CzHJPsjxynZeBXvBaXtO6+dTOW+kJDtyD9gdnN9ZcgpHp/cy9JuWfAsxyrfIziXcxEM+ZzAWb4nkLkPdFKmYF7+kXCAmOfv4hCPWyKa89FcFrmPoN69FfvCN2FP6EZljHR5HcX7I/agNDsI4Dl4DYNwlpD3JIJZ6WBGWl6bkiJh5LFKR2HS07bg2W1IgNeYgOy0JMJWhbz0ZBTZCFpPGur9GWgpCKC5p4Bgzneh229HJzHd7bcRyg4Fy3183efPRH++FUMsWI8VOzFW6sBEtRvTRMh4nReteSaU2VUoyCDObSko8xhQ5k4l0vUEunQSxu1UejBU48VggxuDTQ4WoH2Y687FRDNfV6djsNKM0VpipSMXy30lODJUgwvL/biwMoD53jo0FbjRkO9DqccKl1EDvyMTTZVlaG+oR1NdE8rLapHnr0J2Ti1yiOKi0n6U106yIDyP0tZFVLQtoqptHhWNUyipHERRcTtys6vgtfthMzhgSUlDerKeMNfCqtLAEpcIc2wc0uPikRmvgj1JA6fKAGeKCY4UC6wME+GqSyBuiZGEGKnGrUNUlIZI1iCGWI7i62guj2IInCOjUwlkQlmZEs9E8eFYE8EsVb6NiIkzMDiNNxHO6YiPz0RSbCafERmwxGTAG2dFSYINDQmZ6EjIQH9iBsZVmZhNJoyJ52WNBatE0VoywaxSYS0lGessDK7qNFjWa7GYSlinGbFgycA8wTTrzsG0Ow/jbhaQnQXEIAvR5nwUG/KQpc5FeoIPmkg373cXDu91Yj/BvDtMqhdLlWqGAtrUwDRMpqkIDdUpAA4LI4jDCGBlSgCHp7Awr2KhM5lYJooVNHNKMAbelyrGATiHEpQS4SFXss+hxPNOHZdxnmAOZHGNhDOX7yAQuV5ECBG6U0Wcqvh70yA2Ug9Vkgl6nQUZGZnwuu0o4P1dWeJEfaUTrVKzocmL4dYsjBIKQ428P+tcmKixY6nWhuWqdCyVW7BQbMJsvhFTOamYzDFiOteCEa8RvTL+d4YG9WmJqNLHoVidAF+iGvYYDdIOJkG1O4F/J5KwL4Rw3Sn/COA5CZFjSeW+Mng8u7lst8Ba+acBz0toIiJ4jg4f1LLwboSG92SazgQbr5fP6UBBlhsVhdlK9erm2kLiORe1VVLlOhv5uW74XC5kmm3QqTOgSjAj9rAR+3fzHIakICJUg30RvPcOyD97DEhSETg6Kywm4tlGPHvdKMpxoKrQjoYSB5pLZTx2P3rKKzBQ1YyhyiGM1ZzARO1lzDQ8gYXmT2Gh5SuYa/4GZpq/Syj/ADMdP8Z0588w1SlQ/j1R/ApG297ASNvrGGp/k/E2hjv+gpHOv2K08x2MdbyLYRbMRtr/hrHO9zHeCUx0A1MSPQT0ILAwDizNcDoPLK68j+XjwOqZ9wlkYO3W93Hk9vdx7BJw7M73+fpdLJ79C2ZOvovxo+9hdPUvGFh4G92Tr6Fz7FX0TLyBrpFX0D3yJwyMvYLBsT+hb+R36Or/Jdq6f4qGjp+gquVHKKz9PrLKvgU7oWzK+ioL2V+AwfUPMHk+CVvWx+H1P4eComdQWfEMGuueQlvTfehqu514vpPHdgeP6yLG224hns9huuk8JlnoHq08h6GScxgsvICB/Fv5bL3I5+4ltBdcRmP2bajynEeZ8yzyMk/CbToCi3YJmqRpPkdGsHd/L8L3dCFkdxeR3ImwXXUIjyjjtBShYWUEXCmRVoxNIQXYHJKPLeG52BrmYdiwTZo6RJgJbQui+ExR63nNMzzweP0oKihAdXkRmngvdTQVoKe9AH2dueglmns6stDTnYWBfj9G+4ox2lGOgeZStFbloYLP4WyHDTZjOsuDfP4dUCMxPAmJ2xOh3p6CVP4mLTv1yOI9VxahQu0eFVr2q9HF9YZ4b0/ytzkfm4plfnYp2cjnlw4TySkYViWiOyEGFSzHuWPCYDq8A0n8m35g+2b+Td+MrRu24KYNV/C8YacC6Js2bMbGGzcQ1dcRzjdcaW8sHXZ9mHkWPAcBLZnnrVs3f5B5jo49FKi2nRCrZJ4FzlJ1W8k8Rwcyz9Lb9q6I3QqcJcJ27SacIxQ8S+Z5Z8gObNu+E5s37VAyz5L9ljbP10ozxW0yXNVuJKZqkZmVg8K6VtT3TaN3/jQmT1zCyq0PY/2OJ3Dk0lOE81NYveNJwvlxpQr2woXHMc/pHF8vEMmLMoTU7c8q7Z/nbpF20E8GlhG58v7CRaL7Dm7n7udxTKpsP/RxnHr4ZQXL5x97Cece/TjOPsIgnM88/knc/OgncfoRgfOnGP+A4w99Ckcf+CRW73lJ6TRs8c4XMHvrs5g8+xTh/Aj6jz6A/iMPYODog0oMHnsIwycewdjNjyvrTJ0TaD+Fcc6PC5hvfgYDJ55Cz9HH0bHyKJrnH0KDtHOeuB9lg3fB33Er3PVnkFl5AuaSo0grIGx9BO1V2BX8BjH8v0UQyNL2OBjB5R9shwgPrievBc9KW2Op0k0wp0lVbrcMEbWktFFO9SxwnXmuv6CM62wtOQJn1Ql4a08ju+EMchuJ6NZbCf9b4ak9B0vRCWiziGbXMcLwZk7PI9l1AWrfHdBl3QND7n0w5j0EQ/7DMBQ9jdSSF2AoeQlpZZ+CqfwfYa78ItIrv4qMmn9DZu23YK39HtH8Q9gbfwJn0y+J1V/D1/pb5HT8HrldryKv+w34e99kvI1cYjeHSM7pew/Z/UAWw9sHZWgoV8/7hPK7cA3/Gc6ht+AYfBMuhnvwDXg59Qy8Dk//a1z/VXh7XyG2/whvzx/g7f4jPJ1vEKR/hr31TVibX4O18U/IrPstrMSyteZnsFX/GNaKHyCz/LvILP020ou/AUvhvyK9kMdR8AWY8z4DA7Gs8z4PjedJnpdHCeb7oXLeAZXjAhJtZxFvO4FE61EFzElWItm6jsTMFSTYlpDoXITKt4iUvEWoSxagFfRWz8JcP4fMljnY2+fhYmR3ziOvcw4FLbMoaZxGRe0U6qqn0FA2iaayKcYs6krnUFW+gJLyJWSVzCPDPwGDdxoa5zxUV+D8UTDLNLjs6uVxpokP2jxLp2HB6TWCAimkS7VnwbOAeTdhKSEYkjbFUqCX3nw1RJvgWVATAFagN2bB8x7J3oZJ9VjpsTg0kHnefAO2bbwugGdCOJB5vhY3XfMxbLjmGmy69lpC+XqEbNpI4G5ShpQKhkBXxo4WgIduvp5oCYy5Gwz5bsn2SdbVQEToEw4pkBZQS3VuAdOurVItN7A9JYst2WbiWYavkgi0ef4Qz9Jh2NXDRUmP15J5FhgLmg/ulPbRGz7IPgfbQgfxLOgVPEtVbAGx9LgtQBb8BqtfB9s6C4qDHYrJcFbKZ/ndQTgr2W3iLdjhmGStBc4SkoE2qaTDMRmy6cPMslwnmcq1EVQK7ASTgkCBZvB9eX111W3BonxG1hGUBaEazD4LooPbSjosmd0DSg/PklWW9QLQlp6mA//YkGsj68bIPwX2bYf0uJ2ui2HhIFIJwbHcQ5J5lkx0MPMc7HFblgWyzkT9wQDY5R6V/Zb9kP2TLKwsk30UPIdsvEbJBstxawhM6UhLjlX2Te5Rgbx8TkL2LYjgYIZejjGIZvmMnA9Bq0A9iHbZtpy34D8d5DOyLTlvyXLeuJ8JvNaxvObRcl15neV1DK/1YZ6LAxGbCeeN2L9rE0G9XVkefyjwjwA5nmB1czku2WbwekgEr69EsGq3JTkapsRDSOP1MCcdgpV49hoTkWNJRkGmFsV2PUqdAlojarIsaMqzoaPQia48hwLn/gIPC3RO9BDLXdkZ6M5Ox0CBDUNcZ7jIjuFCG0b4eqLEhZkKD6aq3EqWbrqBBawyBxqyDCi1JaMwM1mBc6UvDTWEcxM/11km7Se5Xk0W+mpd6K2zYYxoWR4sxtpgEZZ7/FjpzcV4gx2L3XlYH6rAWFMOOkrtLISX4tbVccz2tqDEY0N2Bve/KA9NFWWoYOGvsrgMJYXlyM0phcddAqe7At7cRuQVd6OoYhgFNWPIbxhHaeMEIT2Gkpo+FJQ0E9qVyCUavekuOHVpBLEWHka2RoMctZoQSkJWQjyyGTmJKviT1PCr9PAnG5BNeHhY8LMzTAkG6CWTF6tFQrRWaQctSI6KSsVhRmSUka+NRLSJMLYQxumIvjKNiWMQwrGJmYjnNIFYjiWWY2OtDDviY5xQRbugi3IiPdoBH1+XxbnQkuhFb5KHhU0nplRWzKsIvZR0wtmMI2oTjqYYcISF0WOE81FdCta0icQzw5CIFZMKy2Y1luxGzLsyMO3MxITDihEWhrutNjRabCgzZCJbnQlbQjr0USY+n8yI3puGg7sM2EPI7pLMMEM66gp01hV4HUHofvgewcgIZwE6QlmmZkGTQCSiw3bxPYIxVGDN90OJX8F3hIR0ALaD722X7Ulv0WlENOG8XYOQbVxfAbQBu3YY+DeBUN8mANXzO6QKt4pQTMLBPVpEH9YTiXqo1WkwmzPgkmrP2Tw23sM1JTzOKh4vAT0kQ6O1eIlnl4LnsRobpivSMUs4z5SaMV1gxHi2DsOeFAy5NRjx6NHn1KHLpkZrupp4VqFCF4/C5DjeMyriORlph5KQtDcJkQTF3tBkZf93Ev07QgxKm+4QTsN4HhVIh3PfIwJ43hmSyEJ9Ig4dkLbyadDxmpr06bCaiH8H8Z/l4T2frWSem2oInwof8ZONsiIf8nJcyPK4CG1pH2+Gip+PjTTwOaPBbp57uQb7eP0O7Rc8G5FAnGulHX2aHW7iOd/nRZnfhXqiuaXcjdaKbHRUFKOnog5D1d0YqZ3HWMOdjKcx0fQZTLb8C3H4fYy3/BxjLb/jOfwDhtr+xHgDgx1vY6D9HfS3/k2JgTbOt/8VAx3vMN7FUNffMNr9Psa63ifKBM5EM7E8xQLfNGNGpiwAzg4RzGOMaWB+9n3MLfwNc2t/w+JJzp96D7M3/xVzxPLCLX/F4jmi+fQbGDv2KgaWX0fX7Gton/4jOib+gJahX6Oh96do7vspGrt+iOauH6Cz9wfo7v8+Ovu+jfbOb6C59euob/lnVDR8HvmV/wBv0cvIzHmBheunoLY+hOSMe6CzXobFeTvs3luQ4z+PivILaKy/gPbmY+htW8Jw1yrGu1cw3rWA8fZZTLdPE89TmKydwFjFBOE8hr6cUfR4R9HlGUeraxyNznHU2EZQZhlAXmo3PJo22JNbYElsYDmhGnEHS3k/F2BvRD5278rHrjA/dof7sHeXE7vCHbxfnNgZ5sT2UCe2hDoYdmwJy8TW0DRs5m9iK++rkN0pxLNW+eecTp8Bm9UNf3YuSgv8qC3LR0tNPnqaCzHYzujMwwAB3d+RQ0hnY5DP5pHOfIzy/eH6InRX+dGQ70WJy45cSyZcWjPMMVqk8n437lYhfbcambznPHtTUXjQhOpDFjQcSkdrJP+uRPPvSTz/fqh8WNDkYDnVz2dSDub0bkzobBjVch2VAeXxSfDGRsFymH//dofh0I7tCNu8GdtuIp43biOAidQNAmhCWgH1BmySXrdvvB7XXydw/rC9c6DX7QCcJYKZZxmuat++PXw2H0RcXKSCZ50mWck8q1OSAj1ux8Uq7Z737NnD87xLyTgLnkPDI3i+d/G3HKZ0GCZ43r5tJ7Zs3omNG7YGqm0Tz9fdeA1uZLl3F8uQ8To1zG4vsssbUNU5jvbJoxhavcB7+F4sXXgIS0T08m2PYfX2J7BCTC9dfIx4foxAZlx8nCh+FquXn1eGmBJAS+/bcxeeULLOAUA/reBZMs9H7pGs80sKnKV6tmSZzz/2cgDPD7+IM8T06Uc/oWSlj0nHYo98Gice+jSO3P+JAJwvv4QliUsvY/rccxg//TQGjz6K7pX70bF4LzoZXUv3KdG7SkgfeQRDxx9nPMb1HkHv2kPoPfIYuteeQPsy0Tz7IGqkV+2hSyjtvxOF3ReR23YBXkLUWnECpiICOX8NRn8g83w1jtOuQrFkn69GskQQymk5gfdknY/iOfj6o3jWuZYQGFda2kXLEFaL0Es7WPc8tMSz1jMLg38JGaVHYa88BWfNzfDUnYW37hxyBM8dtyOr+XZkVtwCvf8MNFmc5t4FTfZ9xPTDXPY00gpegqX40zCXfhbmks/BUvnPsNR8DRnV/4qM2v+Ate47sNd/H7b6/4at4aewN/0ajqbfE81/hLPlNbha34K75W14+VzN6nwN2d1vIrvnLwqYs3v/hqze9+EjkpV2yXxmKtH/Pjx8z9P7HvH8DlxDf4Fz8C24Bt7g69fhG3wdOUNvIGeQ2+uTXrZ/z+3+Gtldv+R3/AK+jp/D1/lb4vT3sDX9imj+KVH/I2RW/QCW8u/wWL6J9BJCufhrsBR8GWn+z8OQI1j+FIw5LyIt6wmey4egdd6DFPtlJNsvIsV5K9TyTwXHKajsR4hnItlKuFpnlVATzBrrGlKI52THMpJ5bZKlmnvOPDQFC0gtm4exfI7nbw62mlk46+bga1hg2W4W5Q3TqKmfRn31JBpLxtCcP4KOvHF050+h0z+N9vw5NBcvorZ4CcUF8/BkTSLdPQWdc4Fon1WyzUEsB5GsQJmvJRstuA5mplXp00jJmFMiCGfpOOwawUEQz3EyjE/IFgXOEVs2KtVvJcMrBXcBkFJVN0ranQZ6opbqzQLKvZIZJp4PhxGRewmHveHYH7pNwe92PuC23Ug833gttt7AIJ43f4xwJp5lXhmOig+2iG1SBXybEnt2bkHElexwoI3yDcTOJgVKQTwHq20HqiwT9oSzZJ0lUy77LLCRcXWlc7Bgb9sfxbMydnQwW0rsS7XpuD3EEB98Amfp8VpwLFgOwlkiWK1azsHVmedA9nnL/xHPAmepfi0QFkBLdjqQqebnCDY5n/JdwSy2jLUs2xJoS7bakLCHsVfBs/S0LfOS/Q30NP7h8EYyH0RgcCrwDEJMrnngnx5yXjcqKAxiMYg2WUeWB1EpSJTvEcjKP1Ismmied2lnLcgO9EwtcJZ1BZuyvXgCUsk8c31rahzsafFK9W3pOEwyy5KBFkhLCKBlucwLqgNDVQl6A7CXe1T2T/YruJ+yPAjasE3XKP8MkNdyDtJUgWG8ZOiwwzJWNK9L4oEQqA6HIYH7dYiI3bfjet7vN7LAS8wStFHEbezeQMZZvicI7SCu5ZxJSPXwq8+b8vuJ4b4n7INaeiGP5n5Gcj85TeQ0hucoitf4IL9jXyjRvYv7s4/3j1S/53UNVjMXFAfPffD7BdMC5WCVbllHOhMzJUfBqomDTRMLO8PJwrzXmIQcczL8LOALnksc0oN2GqoJ5/rcTDQV2NFe6EB3np2FOjdGSnwYLvaiP5/LCOeuLDPh7MCItHEudioxWerEbIUXizXZWGxk4actD4ut+RghpJuzjah0alHu1KPcY0Rtbgbh7OBDi9hjdLGg31/nZ6GyEDM9RVjoL8HaSDlunq3DbSvNuGOtTYF0f1UGC+ZZODbegOEmPyq8qajnPnVUF6G3sQZlOV6ksXDjycxAXUUlyovK4XPnwmHLQUZGNtKt+bB7KuDLbUBuQTt8RR3wlHQgu6QNOcXNyM2vRnZWEXIcWfBbnfATVnmpqcjXalDCKFPzGFLUKFclo4JRyahSqVGRqGGhTouiOC0KElKJaSM8iWmwEs8mvtbF66CK0yMhzkT4BmAcHWNBNOclYuIyECs4JpJj4jOU14HgsngrC2p2SC/LcbFOAtyNuBgPEmK8vCd80EZ6YYl0wxvtRmmsB00JPvSpsjCi8mIm2Y6l5AzCOQPrmgwc1aTjmAA6WUc8a3BMr8YRnQqrqQlYNTLM8VjNSMCKPQULDh1m7DpM2lMxYtOjJyMVTaZUlOl0yJYMfJwOqVFaqA7o+FvQ4iCRt4fgFYgpSBY4M2R+FwvqATzrGIQhwSgh8xEKFAlgrqdUyw7ne0qmWqpj65Vq2eGEsoRUzQ4hNEMEyWFpxEKa8rmQnYTzTn52J7+DwBZAh24nmKXaNhEq+xC2M5lTldLWN/KQ1ATQKu17jQYz7JnpyPFZiWcn6stdaKvzok+yzYTzsNR+aHBgmDFWY8dEWSbv9XTe8yaMFxgwmqPHkE+LAbcW/S6dknXusRvQaTOiheesxij3TgpyUjRwxqthkmHK9qn4LEnGbu53CI9v604jIw1bQ8zYvtOE7QT0Ti4LkeMnbnfuTGQhPIHHnIT9ezWIjtQpTQJSU8zIMGbAY3Mgz+tGid+DSmK5piwL1aVeVJf5UFLgRl62A9luO+wZmTBqTUiWXrcPpwbwLJln7sfecOJ5XxrvrTQls61ONsNisMFrc6GIMK/O9xDNPnRWZaGnJg+9NZUYqG0jmEcw3ngU480PY7TpUxhp+idi6rsYaf45BlnIG2h6A/1NbxFgf0Zv6zvoaXufmATnGZz2t79LNP+VOGN0vkNkvoPRrr9ivPOvmOx5l2h+FzN972Gu/10sDLyHeU7n+9/B4uC7WBoljCfewezEnzE19SYmZl/H2OJrGF15BcMrfyRAfo/hdcba79C79At0zP0UTaM/Rd3Aj1Hd91+o7f0esfIfqCD2a1q/hrqWf0Jj2xfR1v4FdHb+I+Mf0N72Mlqbn0N9/aMoq7oHeSWX4cq9SOycgybjFBIMa4g3LCHFvAADC1uZzkn4siZQXDyF2qopHuMERnt4jnqGMNHTj8nubkx3dWG+pwtzbe2YqW/FWHkj+vNq0OkuR6u1FE3ppagzl6LGVIrKtBKUphajQJOPLFUu3InZ/O15kBblgO6QDSkHrUg+ZOfffjv/xtgQd4DPEskk7zUT1mbs2S3jnUtv9CZs4zXeFq7H9nANtvFe2hEWh/Dd8dh3MIm/Bw20yQZYzZnIcXp4zXn/5GejqSwXXXV5vIYFGGgpQF+LH73NuehuyUVfex4G+TwervNguJa/mUov2vg8r8myo8yeiXyLBR61EXY+K1wxenhjjMiKMSM/wYryxCzUxhehObEcHaoq9KhrMaxrwoyxDYvpnVi19mLFxnOU2YLJ9FqMmivQk1rI560bWbFGZBxOgnr3AeJ5B8tuN2Hrxo3E82ZsvOkKoAXSGzYRzzcofekE8SzZ5yCeg5lngfO1116roPammzZ82GnYob2IiTrEZ3c0NPy7olYnKx2GBYarCuBZOgy7Gs/SYZhknneGhRPP25U2zx/F83Usz37s+mtww6brELI3BNHctsHuhLekFmWtw7xHl9G3dAYzpy9jmXheu/hoIAN951MKniWWFTQHqmKv3fWc0jv22qUX+N5zxPUzWCSgZbp8+zNcRlzf+QzWLz+LY9Lb9gMfx2kCWoaquvnhl3Dm4Rf4+nmcuv95nHjgBRx/8EUi+3luU6D9aRx74FNYkzbKBPP87R/H3MUXMXvbixg5+TT61x8nmB9A8/RdaJi4E/Xjd3wwlWXtc8Q035d12jjfPH03GsbvQd3Y3agevgsVBHNR123Ia7sFOc3nCdDTcFadhK1UqmoTt7krxBcje5UAPvrB0FRK5JxQet6WCHYcFnxP5j/oOMxLbDPSvLJMOhcjrrMCkeaTTsD4PsPgJqBdBLRzjXGlEzEZ15l4lqGpJHTeZeiIao0MVZW7TjzfTDhfgKf+IjxNdzIuwdtyCVltdyOr9X446u6Fpew+pBU/DFPxs0greonxDzCVfBnppV9Hevk3kVHxbaRXfAeZNT9AZv0PYav7MawKln9OKAfA7Gp5Fe42IrftL5y+A3c78dtBCLf/Dd6OvxC2bxC5byGLeM7mM1OBs3ToFWy3TDD7et/hcr7f92euw+hnDEhb57eR1fcmsvpfR27f68jrew2FA6+hZPBVxh9R2v87FPX8CnntP0VOyw/hYzibuK813O/yf4W57Gs8tn+CoeBzMOZ/Fqb8T8PofxmpOc9D63uaMH6MQH4Iasdd0DouEMNnkWw9rUSK/QTUzuPQSGbetcb5RQJ5lqieZkxyfpLrzENNOKdkrnIZ8excgsq9iJSsBagJaK1/Fql50/zeGdiKZlmmm0d22SKKy2ZQVz6J5rIJtBaPoy1vFB1Zw+j2jaLPN4Fe3xS6smfQ4Z9HS/4SavxzKOIyp3sGBuJZ2jtLO2eJJAJZQhmW6kqHYdIWOhjynuBZwBwMgfPf4VngGbcvgGeBs9LpE2EpEJUCfGAs2QNQx4UruJEMqVRzlrGR927bQIgQO+GExz5p0xqBg+E7sGvbRuy46for7ZmvxZbrP/Y/8Cy9acs4zvv4MNofItVipa0yQURAS/XqCG5DqldLG1qpDqxUr+V3B6ttC5yDWecgniXzLMDey30L4fdLdvtqPMt2Zfuyz3KMAudIwv9/w7PgWKpsC573b79RCclCC3KDVawlBLwKfIk0acMcxLNkjQW+gczxAQXPMhVQB4epEiALnq9u8yxTZfgqgk62JQjXREsHYruU6tvKMFWqA9AQ5YFjDoz/K9dK8BjMCEsEkSfL5X1ZT0AYzCpfnWm9Gs8Cb1lP3pftB9aRzPN+ZOhilU7kErlfh4lCCVlPMrzxByRbLJgniiXjLlWKDfFwmBJgNcR+gGe5j4JtniXbLHCWqbR3FjhLRO2R2g+BzHkQz7L/MpX9kf2SY5B/BAii5bjlGKUXcjPvWTlvSodsPI+SxZd/WsiySIJ6v+B55w0fvB+4bh/iWUK2J/+0CcJZ5uX7ZCrfLfsU/KdESuxu/j72ED+7kBQVjuSYiCt45v1BLB/eze2Eb1SmcQf5WV5P+YxgWHAs+331McoxyzJ5X6qhBzPT0ozCqo2HXZcItyEJWWnJRLNaCYFzfoYGeeks3BPP0pt2XU6GgufGPCva8glnFsDHy7OVGClh4YiYFjx3Z5sJZych4cZ0mRfT5R7MVnmwVJuD1aZ8HGsvxsneChzrrsB0vR+dhVbUZZn4HRZUZWeghttpKHKjsdiDxhLJZnlZKM8mVApYQK7EkfE6nJppxJ1HevDg2WE8eGYQ958ewOmpGhY687HYW4rJjmI0FmQg25IEl5mwzctCfVkJ/B43MtKMLASmw+vwIcNsR6o+U6mGmprqgik9B1ZbIezOMmS6ypHJAqvVXQynqwAuew7cGS5kmYhmgwlFegPKtHpUE831jMYURrIGzSoNWgnQdrVBiTaVkWg1oiY+FZVJaShLYcFRho1KyYBVMoTJFug5r0qyIT7RibgEIjje8UHIayU4H0MoR8faiOvMQHA+LsaB+Gi+F+1iuBleLsvifSFVp70wR3ngifaghIXqxkQfuonn4RQfZlMcWOZ+rGkycURrxTGtDccJ6KPqNCI6FUe1WqzpUrCiT8SKMRYr5hjiOQbL1gTM21SYsaowYU3GsDUFXZZkNKal8HyokK1KgS0uBamH1cSzms8lNQ7u0hDPWiXL+z/xTCQTxDL9AM9XoCsdZUmWNZTLlIwr1wtAOQBoZbgpac+shKxHGCvZ2cDrEH5H6BU877pS9VmGxZEOw0J38nu4jTABdkiyksHds0fHQq9OaXOekmwkntPhsFrhz3aiqtiHpupsdDX6MdCcg+FWuScl8+zECGOizompCgfvdxsmSzIwWWjGRF4axnKJ6CyjUmV7mL+jYW8mBrxWdDnT0WwxodJoIH5S4VPpkRGlhXpfCp/hauzh/oaGGFnAJmxCLAS0hVMzg9gJTWPwOBRgqwjoJJ6XQM/Ykfv1iIvUK53YWfQZcGc64Hc7UZTjQlm+GxVFBEypm3jmPVHoUvCc43HAkWmFSW+GJjENCVHE8l499obxuvEc7SOuDu8zIzHOrHQqJpltK/Gca+f2cr38vXrRzt9pN3+n/bWFGKyvxUhDDyYke9p8mnh+nHj+DPH8NYyxYDXa/FueuzeJK8kyv4O+1veI5PfQ3/U+BruAoQ5gkDFMKI90vY2xbkbP2xhnAXCy5y3MdL+Jud63sMBC3VL/G1gZYMiUBbuV/j9hue+PXP57zMuwT0O/xfjQLzE0/HP0j/wU3eM/Qsf4D9E6/n20jv0nmke/i7qhb6Cq719R3vmvKG79Koqbvozi5i+gsP5TKKx+DqW1T6O67nHUNT6K1paH0dl+P7rb7kFX853oaLwVddXHUVK6iNy8WTjckzBmjECV2ovo5HbEaTqRYuyAwdKKTHszsrKaUFLUirqqVh53G+HcgqleRl8jpnpqMN1ZibkuRmsZn4/FGKsgTAnVLrcHbZku3jNONJmdaGTUm5yoMTpQmWpDCZ9hhfwt5ySb4eG1dyaa4Eoyw6XKgD0pHZkJFpjjTDBEG6GNNBDUBkTtS8X+3XrsjuC9RjSHhCcjlHAODZN/xsRh3+44RB5IRGKUCvpEHf/+mpFttaGY91NVjhdNRdyvKuK5vgCDjYX8XRQR0oXoZfS3FmKEiB5v4t+JRh+GarluWRb/fvhQ5fGi3JmFovQs+PVe5Ok4r89Hib4IFcZy1BPJzYYRdJqm0WeZx1DGMsZs65hxHceS9zTWs89iNec05r3rmHItYNQxjV7LMGo1jfAn5MERlQntnngc3hGm9FGzleW3TYTvTZu2KIDesHEr4byJYL1BGQZ1ww3XKXD9P/W2fd111yl43sjyn3QatmtXGPYf3IOoyANIjI2CmmAO9rYdyDzH4fDhw8pYz+G7Iv4nnsPDeb5DeJ5DsHNHKLZtDb3Sadhm5TsFz9dvvBbbI7bjYEIsNOmZcBVWoqR54AM8z958F1ZvexhH73gcxy4/heN3PUMgP0UIy7BTT2L1Ml8TzpJNPnrvi8q4zkcuE9F3Pq8MURWIZ5UeumWYqvVLMvbz8zguQ1PdH+hxOzBclfTA/QyO3UNc3/s8jtz7ArdLiMtQV3dJlvklovlFTF94HhNnn8Xo6acxcuop9K4+ho75h9E4cQ+qBm9HWe8FlPbcokRx1zmU992K6qE7UDtyCTXDd6Jy4KKyTnEXo/M2FLZdQF7LLchuOKtUe3ZVnoK15JjSOZil4AhMeetI868hjUgVOAeB/L+F9Lb90WUf9rgdwHEQzx8AmiHLA8NHBdG8Bp1jNRAuhntVyURrZMpt6YhtLT+n9h5Hqv8MMssvwVV/P7xND8PX+hh8bU8wnkR2xzPI6XiR0HwJzrpPILPqM8io/CKn/8L4FjKrvw9r7Y8J5Z8zfglr/a9gb/wNnM2/I0z/AGfLn+BqfRWettcJ5Tfhan8bzva/wsVnqLtTxlEO9ICt9HLd/Q6y+czMIogFz1l9ATxLFW1fTxDNMuzUW8jrfR0FfdIW+hUUD76OkqE3OX0DRQMyPNWfUNL/B5T2/Q7lA7/ltfsNaocZfLZW9f8EpR3fQ2Hzf/B6/Suc1f+EjNJ/JJZfhsH/InQ5z0Dje5zxCM/RQ9C674fafS9SHJeRZLsdidYLxOgZaOw8d/ajnF/ndB0axzrXDbQzD/ZCrnbOKpHimAqE4NlKPDMEzyoHgc1ngsotnazNQeOdgd4zBYt3Go6sWfhyF5BHDFfmz6KlYBydjK48RvYIut0j6HETz27imZ/p9s5y+TwBvYgmQrzSN4MsbtPokp62F/5ueKqrx3cOLv+7yGBcyThfDei/w3PsvlAFkwLncEJTMrOCVXlf2q2mJR+CNp4wiAxRsCfVnPdLe2fiWYZ6io7YiYQDhNeBPYRPqILUkJtuwA7iebtknwloGYpqy7UfU/AsUxmOas926YRpB0EbQLPEnh0EEfG7W4bAYgiGZV8k4xzsZVv2WeAsbZ4lAy3Zc6XjJr4faI+9OYDnDVI1fANCr3QYpuBZgM7vuBrPkvmN3xuC5ENEy/8FnmU+2HlYsJq1QFpeR+0KIExAfDWeg71sB/Esy+T94LoBgH/YMZkAPZJIk2GsgoBOPLCdfzh3KO2dBc4m1X5liCLp7E2gK+gTIEsILINwlvcEYsFqvwIzeU8AKDiW9+U+kHUEgQI4gaEsl5B52bZAUtq6Kz1oqyOVTuQEyFE8hph90g5e0Mt93bddwbOsJxGoth0NmzHu7/AsIWM6SwSrbwfHgpYxniVku8F9k2kQ8TIvIfNyDAJnyQjL/soxSOZZhviS8y/nWM6hnO9gD+jyOohnmZdrECchtQGufIeEHLNsP1Dr4cP4u6wzv0+mQTBLCKK1konmNP5QiJJ5FjRLCKZlXYGzhtdPromgWLYj10ZCtifLrsZzMPMs81ZdPBzEkc+YQjBrkZchPWBrFTgrVbatBJ/bpKC5mWBuK3CivdCJThbAh8p8GCnPUqaDfD1YYMdQESFB8E6wID1d6cNcFaPahwUWnFYa83CktQinustx80A1TvZXY6mtBIMscLdw23W5RHOhG7WFHoYbDSVZaK7IQTO/o57bryPau2uyMNqSj9kubme6Hncd68Z9p/rw1B1TeOGeRTxyYQJn5low21OKjnInChwa+KxGpGmTYdZr4PdJB0depOlSkRKfgpQkHdGqRxILhikqE7S6TCLaxnBAl+pRIlVPVOtsSNemw6k1wZeiR55KjVJGHaHcoiKU+fmuBB264/XoSUxFb0oa+tXpGNBYObWjO9lGRNvQoLIT2y4UaVzwMWwaB+9/G/ScJid7EJfkQ2yiFzEJHgYhfCXiuSyR78VzeVy8m+G6Em7EEs8xkTYW5ByBuILoeKJZTUibOO+MdaMgzo2aJDfaUzwYUHswrbFhWbLOaiuh7FBCAH1Uncll0gbawPdTsKRNxFJqLJZN0Vi2MDLjMW9NwnRmEiYziWdGV7oKjUYVynXJLLwLnjUKnpMOaPi70eJguHRAJVWwgxlj4vUKiAMoFvAGUCzZ5EBHXwLjQARff5hl5jJCWsm+choIrhPO9xgyH0IUS2ZWgBnMUMt7kp3eSZxLde9Qfl6AHRImVcJTELGH+3pYz3NNYGjMMJuscDscKPD7UFvmR2ttPnqaCjDEe3CkzY9RAnqEgB5t9GKqwYOFGhcWqpyYr7BjviQT80UWzBHRcwXpmC+wcmrHdJ4Dk7kuDHvs6MxIR31aGkq1qUq1fnuMHvr9OsTu0vLvjnRuZkZYSAahnMlCN6dh6QyLguedPF9SbT1Uqq/LPyHCdNi3JxWH96ci9rABmgTuvy4DLsGzx43iXIGzB1UlHtRVeBk+vuZ9IZ3p+Rzw2HiPGyzQqoxIiias9mqxj9veE0JghZkQudeMhBgT8ZyGVOLZZrTBb3ehMseNRnkulLqIZx8GiOfh+nqM1vdionEGU01niKdHMd7wKU6/Qkx9DxMtv8FE21uYaH9Xab881vkuJroZPe8QkAzOTxLOAuVJFuime17HTM+rmO19hWj+ExZ6/oDF7t9hqec3WGGs9v4Sqz0/x2r3T7HS9WM+V36A+bbvYbb9PzHZ8V0Md3wLvR3fQFv7v6Gx4+uobv8Kylq/SCB/DoWNn0Vu/SeRVfNxZFU9D3fZk3CVPAJP6QPwFN0Jb/45+ItOoZgF94qKNTTWraK9aRldTSxU1U2itXoE9eW9KC9qR152Exz2ehjTqpGkLkNUfAF/08VI1hRDbyxEZmYBsrwFKC0sRUNlBXoaSzHSXkI8V2J+gGDuLSae/Zhuy8IU76vJejfGK/hMLbJj0G9Df5Yd/V4neqWphD0TXbYMdFjT0ZqZjqZ0MxrMJlSnGVFuMKI0lfcVsVtiNKOQ83laI3yJerhidMiM0sJ4SIPkfWpE71bjYIQae0KTEbEzEbtDErFnZwLvvziWJeKRsC8Jmhg10tWpcJvT+Ux1oNzrQUNeFtpL8ni9SzHaXI7x1kqe6ypMdNRgvKOW168eM91VmOkqxUxnBSbbazDcVIfu6ga0lTSjMb8d1b4ulNm6UWbtR5VtDFXWSdSyMNziPIku553o89yLYRa2R7Mew0TOk5jxP4uFwuexUvQCloufw1ze41z+AEZ8d6HHfgsajAsoUbXDG1OIVP4WInfuVWokbt10LTZtug6bWHbbuGnz/ys8BwEtQ0ht3Hij0u5Z8Hzg0F5ERbEcFBN5Bc+BzLMyXFV8PCIjI5XhqqTNc/iuIJ53E87S43YEnzcBPIfsDMP2bWFKu+eNG7bgxhtvUKptX3/TtdgazvIlt59sssCeV4aixj40DC+iZ+E0pk9dwvKFB7B++yM4culJwvdprF9+kvEUkUwM3/0soSsdgL2oDCt1/J6XcezulxRAyxjPEgE4Sw/dMvazDHUlGehnlOGpjhPKEsfu4TbufgZHiPN16ZhMxnjmZ5dufx5ztz6PGUHzuecI5qcxcOwJ9K4/hu6VR9E686CSRa7ovx2FHfwNtZxGbvMpxklkNRxXpgXtZ1DUeQ6F7WeR13oaOU2n4Ks9BW8No/oU3JUn4Cw/DnvpMViLiGb/OswM09WRSxjn/j2MPxrBMZ6vfh3Es4ngFShfjecgqP9XNDO09jXC7ggRdxRqh3TwdRIaz82E83losy5Am3M7jEX3wlr1BNyNL8Db8jKy2j+F7M7PILfzS/B3fRV5XV8noP8N3uZ/h73hm8is/S6nP4Kj8RewNf4atqbfwd7yR9jaXoW99TW4BMqtbyjhaXsT3o63CeQ/M/5CMP8Frs6/wt31LrwEsWSTpRp2Tj+Q3fcOYfw2p4Qz8Sydgfl63gsEYZ3V/TZyul9HPp+rxcRxxdDvUDPyW9RP/A4NE79H4/hveR1/hYbRn6N+5CeoG/5v1A1+H/WD/4mmke8yvo3GwW+ihsdUzmdqbt2n4Ch7Dun5T8CQ/SDhei+0rsuE7kUkO25l3IJk53nGOS67meA9qYSWaNZ/cH5XGMvQOlb4eonTZU75WgDtXFQ665JIIWBTbHxtXf47PKuc80gisJMZGscMUu1TSCe0XXzt9yyhNHsV9URxZ844+vwTjCn0Zo2jxzuBHs8kAT2FLs80OonnTq7XnruIZuK5lhD3e+dgdnOfuB9BNMuQVRL/27jPH8VzMIKAVvAsHU5djWeBcxjRG7H5BhwI2UQMh0Ifv5+AZiE/LlxBj0Dx0M6bCGcie+uNnJeMawgSDxIRh/YRHeFKBjmcDz0BsuBVqT7NB8zWa/lAvILnnXwIRvChFqiyHcTz5it4lmGwAniWbF8Qz9IOW7KtgmXJPBtVUQqir8azZKmlt20Zkkq+O3zrJuzaJlXBP8SzdHImxxuAM7e7ZycLjeHKEEA6AjSZ2/rfqm3LfAC3hKJUH+f+CLKDeA5i7KN4DmaepfMvqcYtGdBA1W2p5i3tnAPf9WH2OQBnyYwGkC2I3sJthnAb0nO3dCLF/SS0BHlXZ0LlusoyQbJMBZ/Bqr9BPAsKBYHyvqwvnxOcyfYEhrK94HYFzwFUhvD9CILuoIJnXfxeAld6shZA857YJYDdzP2QMYulrfIuApDHLlXNdVFKx2EyLJVknYPZZ5nKP2QE0AJpaess1bZle9JhmOyP/ENA9lv2Q6ZyPEHkBzPPEgJbeV/H4zBIp2Y8x3J+5fwF8SwhywTPEnKO5Z8Tci2kmneMcpwf4lnOUTBk+1f/w0H2TX47kpGP575K1jkI51TVQWUq2edIGa+aEYBzmLKOhudOIvgPD9mWHJMcm7yWaxGspi3ZZgmBs1kdg0xtAM/ZJmKZUC60GZCfqUehVY8ShwFVHqmqbUMLUdzBQnd3qQ89xHIfQdtf7MYgl0nv2oPFLoyUujFZmY3Z2jzMVOdgriZHQbPEYl0g63y0rRgnu8pwgoXFk/21ONZfj4XOagyywN1WmoP2ynw0MRor8tBSzWW1xWiuykddsZeFdCtq/VbU52egKd+E3soMTLdn4chIMc7N1+HeU7144d5lfOKRk3jowiwWBqpQV2hDpjEZXqcVjkyLMiZnqkatVFHVqbRIiE0kCJIYKiTKuMwEcGKCDFdE+MWboIpPhyqOqI4zwEwYu1j49BPKJVynJlGLtiQDsZyGgTgjRuLSMBaXjtGkDAynWDGa4sAIgTxMqA6ovejR5KBZ4yOes1DE8HA+Xe2GnphOYSSqBM45xHI2ouN9iI7zIirOg6hYjzIfw2kMERwd47oSTuV1TLQdsVGZiI4ioDkfHe3ke8RzrAvqeA/32w1HPAGV4EBlkh0tagf3hYAjkgXPa8TzusaOI8TzusaJtRQ7VlPkPRMW1TosaFRY0Mdh0RiDRXMUljITsGBNxizRPGVNwYhNje50NZrSUlho18Cv1cGemApDlJ7PwVQ+I4gvIlWpgk2w/p/x/CGUP8Czsn5gmUz/Hs8BIIcQjTuVqQbhEdwWY6dUZw5JUfAsvW7LdsJ3GVlglUwu8SwZa0J6J79bevTewc+GRPDzezXYf5j3RaIBWq0Z6RY7PE4n8nN53UpyeW/60cH7e4D38khrHtGQSzxnYbSBeCZ0luvcWKm2Y7nCiuWyDCyXWLBSbMFqSTpWi21YLrJhPp+AJlhH3Vb0ZJrRQuxUag0oJJ7d0Xqk7SPed+n53Dbx74sFEcRzWFgmjzWD+yvjVRPOPJ4Q5RwGz6Vk7VOxbzeRu9+EuMMmXnsLTNpM4pn77/MqHYbVcf+bavLQzGNoqvErVbhL8l0EtAtZPE6r2Qp9CoEs44/v02FvmJaoMmB/eDoO701HfJQJKQlpSON940qzId/Oe4qgq/dnoo3H113hxkBNAUbq6jBW34+JhllMNd6MmcaHMN3wEqYavoTpxm9jpuWXhO1rmO18m7B6G7Ndb2Ou5w3MsRA32/Uq5jsJ5c5XMNX5R0x2/h7TXb/jer/lsl9jruMXfP9nWGj7ERbbf4jl9h8Qy/+J5dZvY6nlP7DY9A3M1X0F07Vfxnj1lzBU/UX0VH+e1+7TqCz9BAqKX4Sv8BnYcx+DhYW7tKz7YPDeA537Tha0WKCzsjBsW1d60TU555DuHIXD24e8vD5UlPagqa4HPc096GvuRHd9A59ZVWgoLkdlXgnyPAU8336kpWZBpfLyd+jgb9SBxEQn7yc70s12PoucKMnzoUGqPPPZONySi+luqVVTjIW+PB6/DzNtDp4jG88do8aGiXIrJnh+xwv5u+X1mmJM5jsx5XdiPNeOkSzC2pOJXhcxbTejOcOIhnQj6i1pStSYDKg08JmerEVBvBY5sRo4IjUwHVBDvTcF8bs1iNnFCA9MYzlN2JUCzV4d0g6nIoO/Z1eqEf7MDJR5ZJhBL1oLc/gMLsRYQzmfw7WY727E8kAblgfbsTzUidWRHqwOd2KJr1eGe7E0NIb5vhkCexHDzUfQV3ua+D5PhN+Kxty70ZT7EBqzHkVz9lPozH0J/f7PYjj/ixgr+ieMFXyVx/51TBX/O2ZLv4HF8m8yvoGZ4q/wvS9gOPcfWOB9Di2WO1ClZQE3oYHHxudi2GFEbNuMHVs/hs1br8GmLcTy5psIaML5RkL6RoJY2hcTzxuuDFV1NZ6DYzwHOg6TTsP+J56TPsBzoNMwafusUiUpw1UdOPA/8RyiDFcVGOdZ2jzv2B6CrVtClDbZwQ7DBM8f2/Ax3MSy8a7DB5DAc5+RXYx83nuC517ieeb0XVi7+DCOXXocJ4jbkwLlu58OZIgFvHwdwPPzOHrPizh+98cVPEsGOgDn57Ei1bZvfxrLF2W85yeVsZ5X7yS+CXHZRgDPz/P1s/zM01ghrqWTsfkLT2NaOvi6+UmMnn4SgycEzY+iY/FBtMzdj8ape1E9eBnlvbcjv+08supPwl19FK4qiSOwV6zDyamr+hjcNQzlvSNwcHlm0SqhvKZEZuEaEbZKMDNyV5FG9EiYctaUSMsmfhlp2UeuVNE++UFV7aurcAfxfHUEx3m+Gs0fwNlNWDMMxHMwpHftYOgF1Z7T0Hlvgd53AalZxHLuXUjLux9pBQ/BVPQY0sufhaP2U3A3fR6+ti8jp/Nr8Pd+EwU9P0B+z4+R3/1TIvpnyO74OTwtv4C98VdwtvwBztZXYG97jWh+DfaON+Dsfgvunj/D2yXVr//K4LTrr4Qv53uI3x5OJXtMJGf1MwbeVabZA+8hZ/BdAppw7nmdn3mT0Oa2Ov4MV0cA3J72t+Dl9+R0/AH5Xb9Bed+vUT/8a7RM/Aodsz9B9/x/Mb6H7rnvoGvmW+ic/Dd0THwNraNfQsvw59E2+jm0jXwGzYOfQF3Xs6hsfQJ5NY/CWfIA0v2XYfBcgI5I1joCVbBT7McJ3ONE8zGkOI8EgudSzZDhuXT2RaI5EBqiWAlrAMdK2FaJ1DXCeRVqTpOtqwyB8xJRHgjBc5J9FgnWSb43BZ1tGmmZE7BmTsFD2BZwnSrPGpq9C+j2TWAgZxIDuTPoy5ZM8xQ6PVPoIJLbs+bQmj2LNqK5LXeBeJ5DnW8a+d55mL2Bdu+C5Y/iWUKwLBnoYAQBfXXGWULGff4g86yKJJ6JN2nnHEZwht50vTKUk7Q1juc6qQnB8X2lgL8TkcTdAaJ279YbAngOEdyFEs57oTq8H3H7drHgtR27BaxbpO0ygw8/aeMs1bVvkg7DPnYNtvPhJ8AW0B4I265U95aOx/bulN6QN/IBKj1kS1bxw/Gdo4lcAbRU21bH7CPMBGSHFcRIRlqqdcu60pGZtHkWOO/ZEcC5dCAWrLYtVdRlOK7YiBDE7wn5AM5pCZFIjT2gZJ4/2mFYMIJ4FjSrCPngelHhBC8BHUucxl/Bs0A50Fu2ZJ0JIr4WUEvV7aRDMuSVwI0o3B/o2TsI6ChCTZCn4E+ZyuvNBOHOD3rc1kr7aaI3iF25noGqv8QclwnyBMqCTlkviFBZfjWeZZm8J7gWZMu8fEY+K+vKtmS7cq+kyHrSSRXxLB18xezfgsMRGxG1N5gt3oJkQljayKtjBOSEZBLX/8h4zwLmhMMy1jGP/yBRydeCafm8bCcwnFXoB9lXNaeB7HgAmzIfy32U4xA4S+/ZMp+gHAtxyvOcJHgmjAXPweuhVJnnsv3br1MiCGvBszI9GBgeSu57OTeHr8KzQF2+I3jOkqMDvWInHApUz06UzDa/Vx23F3qlmQPPo3QYxu+I4ncm8HhkmS7xgBIanhu5LhoejxxT4LcYqAEgxy3/HJKaFWnJUbBo4pChi1fgnCntnFOTkGvRochuRLEjDUUEdKkzDVW+dNRlW9GUZ2fB2I2uEq+C576KbAxW5hDNXowQ0qMVjHIJL8YriIjqLMzV5mKh3o95olnwvFSfG8BzezFOdVfgZE8Vzgw34NaZHtwy24/VoVZipBK9LIj1tVRhoK0GvS2V6GwoIaAL0Vqdh45KRnk2uiu5D9VudJdnYKA6A3OdWVgfKcD5hXrcdaIXD94ygSfuXMZDty3i/Poo2upLkOtzIsfDQmuBHzleDzLN6QS0AxajBUZ9GsOENL2ZYYFeY0BKkhZJxLAq2sJzaEJqtAFWvs5VmVGhNqM2yYjWZBMGUjIwqsrERHwGZuKtWGAheYYQHte4MZHiwTjRPKLOxhDh3KfNQ7suH/WMEl0BfHydweVaQjo5JRtxSVmITshBFPF8OM6HyBgPDkd/GIei3UpWOTLKqUyjpYo2QS3VtuNiMzlvJbLtiIlzIS7Bi6QED3RJxDPDkUg8J9lQwX1tJJY7NSyMqwOdha0Q0WsaG9a0hDPxvEL0rxD/K2oLljSpWNSlYDE1EYtpsViyxGLFloRluwYLNg2mGWN2HXoztGg2aVFlTEWBzggnz48xOo3PwjRE7jbyOWlUqmGHEbwB9OqUkPlAxjiA4f/xnrJc8CyIDuA7/IN1uR7RuzNcix2CZemhew9BztgRlkIUJ/N96WxMzc8QlxFpCCWet3NbOwTfMs/v2cZtSDvPkN3yWWJRqprH6VgYNsBsyoTT7uT94yZ4vKgq8qKpPAvdvL+Hmv0YbuJvod6DwRoXJqodWK7huasgmsvMWC5OI5yNWON0vdiMtUIzlvwmzGWbMekxY8RuQl+6AW1GPao0ehQTz74YHSxEa3JEKgFjxsHQdERsNyN8pwWhjJCdJqUDsZ1SXVsJPQvfPN7t0m5bj70RJkQdsCA+0sJnQsYHeC7IykJtiZ+/hVJ0t5ajq7kIHU2FqOfvuKKQx5brRq5U3c6wwqzP4DPHwmemEZGSySbIo/da+XzNREpsOlJVGbDqHcjN8BJSPkLKjQa/jZiyo1tqoVSVYKS2GWN1Q5hsmCeWz2Cx5REsNr+M+cbPY77hG5wSvi2/JX7/FAgW3hY7f8MpYdz2M8y3/ASzLT/GZNNPMNH0U4w3/4jz/42pph9gpuF7mCXAF7idxcZ/w1Lj17Hc8BUs1X0RSzVfwGL1ZzFX8TKmy57DSPEz6C16Ci35j6Mi+wH43XfBbr0NxvRzSDacRJzuKKK06zikXsX+5HnsSxrBvsRuHE7uRKKhCxpTOwzpDch0VCPLV4HSggo011TxGVWD/maeR/lHRKkbdYUelOd4kOdwwW2xw6TPRHJSOmL5G4hmJMSb+Tu3wJJmQZY9A6V5LjTyXPXU8bnZmo3prjzM9eYRl7mY783CQrcX8x0uzDbZMF1nw2RlJiZL+JwpsmKq0IaFEheWylxYKHJhJt+OiZwMjHgtGHSZ0e+2oMdhRmemAe2ZqWjL5LOK91mzORUNqQbUqo18DhhRkGCAN4bPtUgDjAeMMBxKhynKijSGKTIT6Qwn4Z/N54ff4EKhzYVKXw6aCgrRUVLMe74SUy31WOpqxfpQL05MDOPm2SmcXZjBucV5nF9ewoW1dVw4copxHudW78SphXuxPvEwFoeexWQXgVz/KXRUfA5dFV9DJ0HcVvwdtBd/Hz2MvuLvYqj8vzBa+WOMlv2Uf2t+wunPMFHxS8xW/wZz1b/CVPmPMV7yfYwUfRu92f+MNutTqEs9iQJVHywHcxEXHo/dLLOF8O/z1u0E9LbrcNOWjbhpEwG9YYPS1nnDDcQzwbrhhpsIZMk+B+EsvW5/iGfJPG/YcMOV4ap2Yv+B3YHMc2yUMlSVRp2iwFmv1SA5OQWxsbE4eFCGqwqM7yxVt6XadighHb6bgN4VymeYVNsO+7Da9gYCnki/9vprcA3jRpZZQ/g9MRotLJ485Fa3oaZvGp0zxzB54g6sXJDxnh/H6fuex80PEMiE83GCWdAbxPM6l60Rv2uXnldi9c7niORnsXTbM1i48CQhLG2kn8KyDFclgJZet4ln2YZU3T5530s4dhexLR2L3fYkps49hrGTD2Pw6IPoXXsA3asPonPpITTP3Ie68btQOXgHSnsvorjzIvJbb4Gv7hTs5UeQUbxyJZaRXrSkhKVwEeaCBcYi5+U1w79IeK0okZG3CkvuCsw5xDPRnJ6zHohcbi/3KKfSjlnGd17n9CjXkewycZx1BGk+LpcOwbwCZMkwy+u/x3OqezUAYcGxjNWsZJyJaMlE+07A6D3OkKnESSXSfCdh8J2GKfcSsfwATHkPI73gMWQWPw1b+UuwV34SmRX/AGv15+Gs+wrx/K/wtX4bOV0/QEH/T1HQ+3vkdf8JeZ2vwN9JuHa9Dh+R7G57Ay5i1tnxFhwy7XoLLqLZM0AcDxHC/e/B3/M+cvr+9kHk9nNKJOcSybmDBLOMxzzwNrx9bxLcr8PV/Rp8Xa8pHYZ5iGRHy6uwNxPlzfyuFkbTH+Fq+A18zT9DftuPUdHzIzSN/ASdU/+N/vlvYnj5y4wvYHjpHzGw8Gn0z76Enunn0T35NLqnnkD3+KPoGHkQLX2XUNtxCyqazyK/+jZ4ii/y+pznOT0BvfM4tM6jxPE6p2vQuBhOIthNFLsY0n6YoXYQoYSn1jYPPYGrdywj1bGiZP01RHNyxjI0mWt8/yjhTIDbjkGVeZSxSjwvEuSLSHYKnBeQaJtBXMYEkhjazEk+78eQaRmHl5Atsi2gxr2GFs8CoTyB3qwp9OXMojtrGu2+KbR6J9HqI5qzF9CSPY/m3EA05cyg1jeJfN88Mnxy3ywp+xsEs2ScA5noeaRkziptnJMsU0oo7Z3TZwJDVV01XJWM+XxN4sEIYlcK/7sRLb1kE5UCXRneKYLw3SsoJuoEVCZNFJEq7TKJMqJKstJ7tt1AcG9E5C7CgPhMJsKTowgGyWKHbCVqiFUBq7RdliGj+IDZft31CqAldvIhGMHv20fYRhKxEofCpRfvLUpmOFB1+0bs2XkT9hMuMmZvJDEnY/XGE4gyHJFW2jwTGUmRfFgRU7LO3hB+ToH3RuKZ302gR3AasVU6ygqEZJ0P8ntk3wWvKdz3VG4nTUUUcipDVQXHeQ6C9qMh70l2WkJp/xwhQYDt5v4RWCrCSUsoGxOI/IT90EsbXwJLQ8DJ8mSiK/bKNlSCNn4mnscXx2UCcOmALH4vUbdPhrSSDCrBvm8b95UI5Oel0y7JPifwszFKe11p+yyAlnazYcrrqN0yZJVknwW/Uv1ZoC09SEubaHmPcD1M7BJyCnSJOpnK5+V9CdmOfF4tqCNe9Xw/TUXYSWb14E7eD5u4Pel9egtfb4cuTjoW2wsD7xcJE8GcoYti4S0G5hRpo76L951kkSXrzeM7wOBUOqOLI5rjpLo2lyVHhkIbuxv6eIJT9i82MNUQx8ncnyRp771nBw7x3tgv/9QI3aRcSzlOVZS0nw501hUtmWVei2TJDPM9qZ4tnYZJBPGsxIGdSpVqQXA87/NYvo7i+Y7iuYrcE+j0SyAsnYAJmBO5bgKBLsNSyRjPMtZzouCX8JWII8APEtt7Q6WtM/fh8C5oEgjnpENQx+8ntAXN+5R/DCTzvCZx3yTkHxTKby45EkauK5GuiYEtNR6O1ATYdHFwGaRn7RQWjlKJZ6PSxll61q71ZfCBwUIxC8adBQ4WZjwYKM3CIPEg1bUnKrMxpoDZRzBnY6oyC5PE8yRxu1Cfp8RiQx6Wmwqw1JDPyMNacyFu7qrB2Z56XBhpwz3Lo7jv2DQuLo/g6HgHJjqriOgyjHdUcL4Cw61FGOTnx4lu6TBssoMFzJ5CYruEBbZiHBkqxPGRYpydrcaZ2RqcnKpmoa0ND906gycur+KuczO4/eZ59HdUw+/JQFGuDxUlZcj3F8PtyoPd4b8SubDafci0upCRaUVGhlSldvKZ4EYqQSrDPXmIkWKpeq2xoz3Zir7kTIxzOp1sw1yygxB1YUXjwZLWgznGDPE8lUJEJ3sxSiAPaf3oIZibtQWo0hchn+HUFiItJQ9aVR4Skz7MOkfGeglmN8P1dxEZ40KUZJ8l4yzZ6HivUnU7OtaOqDgH8S3VvbOUiGdokrJhSvTBHu9ETpwVZfGZaOIx9KTYMUkELRNJRwjlY2q7Ekc5f4THdVSTiWNagk+jwbJU29bHYdkYjRVzNNbsCVhzpWDZoca8Q4MphxZDVh06zDo0mAwoTTXBk2yGKTYNyYfTeN8bsY9QlfbMSqY4hOCV2CnzRLJAWclAX8k0C4wJXGVZmDEAaM4rcSUrHS7B19KZmLRZDozpzGk4t8WQTPL2EOlMi3jmewLu8HDZlnS2pef3C9g5z+9SQvaLwA7bpceevWoWitVIStQiVZ+GjHQLPC4bCvxuVPA3UFviRlOFm4Ammht5XRsYtW6MV9sxX5GO+dI0zBUbMFegx0JeKpbyDFjOI6RzLVggnGc8Jkw4TRghavotqWjnOasiavLUqXAR7Rapcr3fiJhdafzbZcIu4jlMgXM6C9pmbN9hxI4dqdghHZ+FmLnczGOSnsWN2EvoRh0wIzHaAr2KANLb4M2UTr2yUFdSgPbaMvQ0EdAtfnS1ZKOVeKsvc6Iiz4pC4ivbaoLLmAar2oC0WB20hzQMPVIPm2CKJpoT7HBrvMg35aPUWoIqVykacyrRll+NjqI69JS1YqiqH+N1U5iqXyF0TxC6txPKz2C+6dOYEzzXfQ0Ldd/CSuMPsdr8Y6w2/ViZX276Tyw2fQsLTd/EXMO/Yqb2XzBV8w0+W76Jqap/w3TV1zBT+c+YryKQqz6D1ZpPY63mJRypeQ5Hq5/EeuXDWCt/AKtld2Op+BbMFpzAmP8IBnKOsFC0ikoWcHJM48hQD0Cb2IO46Dbiphl7DjUh4mAjdh2oQ9j+YoTvy8a+w4RXUgFU6gLoDXmwZubD7ciBPysHVcX5aKku4rksQGtVFhrL3agpdKMsx4lcpxV2czqM/O2oEg2IidQjJsoQ6GQthefQYIHbnoniXC9qy7PRWe/hM47PiW7iub+QUYS5viI+4zjtzMdcaw5mG7yYqXZiqjQDEwUmjOekYtZvwmJeOub8FszmmjGdlYYxTypGXHoMuXQYcOjRb9cxtOiz69Fj1aI7U4tOi5H3mwVNxgzU6NNRrM6An7/3LJUDbiLZlZQFL59H2Wo+n3RlKEurQ01GMxp9nWgt7kF31RCGGscx2T6Nxf5FHBlfx6nZkzi/dB63H70dl0/fi3vOPoh7zz2C+4iyB25/EQ/c+Vnce/HzuOuWL+HizV/Fzev/giML/46F8W9joue76Gv9Prrqf8Tz+XO01PwabbV/QEfdb9Fe/3N0NfwK3fW/RU/d79BT83v0Vv8Rg7WvYqLhdUzW/wnjtb/h36IfYaDoP9Gd+y9odX0Ctaa7UKhZhiWqFrHhadi1bTe2s9y2efO12LTlOmzcFBh2aiOhvIFI3sBy5AZCecONgaxzAM0bP+x9Wxm+KpiFvh6bNm0kerfj4KE9iI45hMTEGKjVidBqCWe9Wgk1IZ2QEI9Dhw4onYZFSJtnInrXrgilAzHBdJi0ew4L5/MpHNu3hWLL5h1Kp2YbCPXrWaa99vprsXHLBuzcE47DSQkwOhzwlVaiomOAuFnF5PHbsHL+Phy74zGcEOze/WxgzOd7XsCxu6VDL4L57mewyvdW7yKO73waK5eexeql5zj/nNLr9jzxrPS8feuTypBV0vP22mVB9ws4ToyffPAlAloy1pKpfpbYfgqTpx/D4JEH0b1wDxrH7kDt8J2oGbqMyv7LKOm6HfnNtyKv+TbkNt0Cb+3NsFccU9AsSDblzxOcMzAVzMJcOPdBmPLnuHwORv88sUwk5xLI/jVk+AXKgXlzDkGdu6a8L5g2XQkF1nzPksNrrgS/K3uJgF6G0beidOhl4NTIZ4DRJz1oH1F60U5TetI+Cq1b2tUyiGY9YZyafQapOeegz76F87dx/g6k+i8z7oGBWDbmPwhDwaNIL/kk0ku/wPgSMsu/Alvl1+Hg88pZ+204av8Tjvr/grPhR8Tzz+Bt+w2yO/9I/L4Gf/dbyCWMczveRnb7n7n8L8jpfhdZXdJe+V3GO/D0vKf0eu3u5XTgb/ANA7kDgL8XyJHo4+t+vpZljBwiOqv3r/D1/IWffRsefoez83U4216Fq/kVeBpeg7vxFe7PH2Cv/x3stb+CrfYXsFX9CI7q78FX/y0Utv47qnu/jpbRrxLGX8Lo0suYXn+S8Tim1h7B6PJ9GF64jOH5O9E/fQE9E2cZ59A9dg7tg6dQ37mGsoZF4vkIfGWnYM87CTPPr3S0pnNI++U16AhnnVuG+lrk/Dy0DI2C5kCWWTLOOvsS15fq2oTzlWrcGtsyUjKWlE7B1BLWdc6vI5mYll62U9IJ58wlJBHRCdYFxBOw8bZZInqKoJ1Eaiaf+wwvIV1on0W1dxH13lk0EsodhHNX7hw6iOg29wTaHONol2rbRHKnbwHtOUto86+gmdNa7xzyPHPIJLyNrgXo+R3qTMkuzygdhyXINHMeiRlzRDO/38zXpkAkmfi+gWhOHUc80ZxgGON0DNdIhjh2X7jSRlkyxbu2bUbIlk2MmxC+fTN2E5dR+2Qs3gMwpkj1aBkOKtD2VLK7uwXPRItUp5ZMsGTMJAMsHXrJmMy7txG+ylBWMjTSjdh5w3WMGxQ0S4TdtAF7t0sGmMiJCCVkQ5SxpmXIrAOE/D6iec8OrkMMyzi5ByO24rBkU/n9sYRJYtRuJMfuR0oc94vfHU08HyBWdu/cgAh+TuAetulGhGy4jt91PbEf6EU8MCWguY/SnjqWSJbMX7B9qV7aUPN4JLMsGeVgD9hXT6VqtYTMS/VtGWoqfk8oEvaEBYKfTeL+aAixNCIzLX4PdDE8l5FcFhUGXfRupBwi8KTqt5w/4jeJSFMRYck8viQBM+GawOWJUp2YaFOqhAuoiTe5DlriWQAtHXdJz9fSw7Usl164Az1xS3VrQangV6q671Lm4/ZL215pE83t8X1pmyy9YhsFxAqeAz15y3vS47VM5TsErPJPBR0RK9l0qY4u1aAT9kuv4dwvojfl8E6+J+2ypeOu/Yy9sKQcgFVLPOuiOX9IyZpL9XOJFOl1+pAM2yXVprcqEWzfnUI8S0dpGiJVF0OQ8zvle3XSXpjIlKr1co1ieA0OhWxSOrBThhsjYKXH6yju16E9m3m/8DxyW9LOWNokx/JcRRHDkQJhRqDKtvzzgeec+xKrBM8590G2cZjbOLib15vHKK/l/XhuL477HsN9jeLnYg6E8bPS0/Zu3pd7lWkk921f2Bbs4b4d4jWO5zJNwiEWAiN5zx4glIlnuX8JaPlHkIwXLXjWEtYy3FamNlppu53Ga5Kechh2fSw8xkR405LgYeSkp6CIaC5xGhU4V3tNqPNZ0JydgdbsTHTn2TBSKjD2sxDrJ5RzFCyPljgxXubGXJ1kmgnbOj/BTCg3Fiivl5uKcKS9DCvNxcrrlYYi3Nxeh3NdTbg41IH7Fkfx8PFZPHhiFpeOjGGpj3hu8mO8NQ9LA5VYGazE6mA5TkzU4MRUJQtq5bh5poJRjgvzhPJMJU6MFOHCXL3S8/bZ+UasDJdhqqsAi0MVOLvajbvPTeH0cj8LYgXIclhgtWQSRB6kGrzQGrOgN+XAYMmBzuSGhoVKXZoJRosVhtRsGFLyYSJArfEuZBPR5YkONLOg2UcsjxDNEwTKLMG5oHYQmU4s61xY1riwqA7EHGNG7cYkET2myUKvJgetBHSdrhDFumJ4NUXISC7kbyYfKUl+xPO7YoldQXF0vIcgJoyJ40hOI2OJZwmZjyOiuTyK68QmBNY9HOdBdGIWl2XjULQPUTFZUMXnwhCbhcwoJ7KibCiNsaE5wYH+ZBemkmxYTswgmO04qXHiRIoNx1MyGBacZOH/pM5ARKuwqonlcUVhxRiJVXMk1m3xWHepsOJUYdGZglm7GqNWDXosWjQa9CjVGuBVGWGKSeXvMpW/GQP27yZew7REq4A2JRA7JHMq8CV4r1ThDieWpafsDzv+SlMALdWrlVDGbL7SoRhDhqeSqbwWVEvv1NIOeocEt7mD3yEdgwWrfCvVvblOsKqzAvYPlsn3p2KvDFcVmaJU39eo9UhLM8Bmt8Dvd6CizIMawrmx0okOgnmoORtj0ilSYzYma52YrczAbJkJM0VpmCGc5/wGzOdImAhnwjorAzPedOLZQjynod+cijbiucxoQFaKDrY4NczRglY9/x7o+DdLxqHmOQkxISyEgCaWd34QJr6W5YRzqBER0uY5gvt+QA9VDPGrNsOqtyArg9fd60FdQS7aygvRJe22W3LQ2+pFd1MWOmp8aCi2ozInE2VuKwrS05GbaoGH2HMmmOCOt8DHeyU32YciTSEqTDWotbag1tGJBk8vWv1j6CmdR1/5KgYrj2Ok9gwmG27DbNNlLDTfjfnmhzHT/DKmGv8RU3X/iJmaL2C++p+wVP1VAvhrWKn6CpYrv4zFSsK68rOYq/40sfwSnysvYLr8E5gpY5R+HLMlz2K+5AkslD2M5fL7sF5xCUcqbsWxstM4XnoMx0uWcax4AUeLp7FS0IfZnDaM+5ow6GlCl6MB1aZK5KQUITPWz/ObjZg9HuwPd2E3Y1e4m6BxETbpiNhlxIF9ZsRGZ/IesEKrtiHDRFjavMj2eFGcl43q0jw0VBagkc/C+qoc1BT7UOp3I4fnz87zZ9RdwXMUr0eUHvFxBiQnm/hMSYdN2qBnZ6O8mNej1otB4nmiJx+zA+WYGajAVG85n1/lmO4sx1x7CRZa8vns9GGmPBNThamYyE3BTI6W95IR89mBmMvmPeczEdHENRE96jZg3JuGCZ+Z03SMSk0HtxkDdht67R50O7PRYc9BQ6afOC5AjZVQTq9CqaUeVfYONLgH0J49if7CZYyVH8dE43nuz0Us9N2F1dF7cWz6QZxefAznjzyFi6dewOWzn8C9t34WD136Eh6+/BU8ctfX8eg9/45H7/9PPHz/j3D/3T/BvZd+hksXf4HzN/8cx9Z/jpXFX2Fu+rcYHvw9utp/i+am36Cx8Y9oan4djW2voaH9j2ho+wMam/+EJhb82xrfQGf9G+hrfAujTW9jrPE1jNb9BkMV/43egv9AZ+5X0eT+NKosjxL+p2CJ6UJcBK/t1ihs27QNm4nmm24inll+k2GnAnjeRDzfhBtv4PwGwXNgjOfrrxM8ByLQA/YGhrR9vk7Bc1j4Dhw6vBcxsYeQkBQNVXI8NDoV9Klq6PQphLQaKlUiDh8+gP379ynjPUdERCixa9cVNIfuUmJnaGig6vbmbdi0UfbpRn7n9bieZdybWH4OYXn2YBzLknxeeIoKUN7ahc7JRUwcO4+ls3fj6MVHcOzOJ3HkjqcI6OeVTr+OEMirl4nly08Rzk8qscz5NclCE9fLlwlhQnn+In9TF5/BDBE9S0DP3y6feYbrcDv3BwAtGegjMtSVjBN9y5OYOPko+pfvR9vUXSjrPI/8xjPw159FXv0tyKo+D0/5WXgrzsNdeRb2shOE87qSUVbwTDSn5c8gg88La9kC7JXLcFatwlm5Bnv5GmwlnBadgL3wJKz5RLf/KOG8joy8NU4FyURx9iIMElmBMAqUcxf5HuHNMOfwe3IZ2QvE8RJBvITULCKaeDYQzKkyJFXOScYpxmnofKegJZj1ueeh9xPLeZegz7sHOiJZX/AYdAVPQVf0PFKJZUPZZ2Gs+Bzjy0iv+hYyan6IzJofwVr3E9jrfk6c/hKOht/AJT1gN/0JzsZX4W55E57WP8PX/g6h/B7h/C5yJIjkrCuR0/2+guKsnveVzrxyhjg/CHiIZK+MwXwFzzk9jC4gu/vKvKxPdPsE3VIdu+1NuNulavabcEi176ZXYKv+PewVv4Oz+rfE/S8Y/w1rxXeRXvZNWIq/DmvJl+Ct+hwKmz6Nmp6Po3X0WXRPPobxlXsxf+x2LBy/iLkjt2By5TTGl44xjmNwZgU9Y/PoHV9Cz/gquobX0Nw9j8qmaRTWzCOnYg2uwnWkZ68Rz+vQEs/SAZjWua50/qUTeBLOegenxHKqjcusUiV7RYGy2rqkRErm4geRnHF1LFyJRagJZ7VlCcnpSwTsEuKJ6DgiPEGqbzsJcxfvOdcMbM4plv+IZ9ckqn0zjGlUeyaV6tjt/nl08HWHcxxdtjH0OScx6J5DP/Hcl7OKHv8RtOeuE9zLKHDPw+aegck5jVQrcZ4xiUTLBOIsk4ixTHM6h1jTLGLTZhBnnCGQp5BomEaSkeulTSIpbUoJlVliEtdE75ZMbaCHaxkaStolb914A7Ywwnew0B9GYO0lmli4T02KhI54TonapeD4AOF4NZ4FzdLrtbShlteyXN4XOEu12l1bbkDohusZNyJ0o4CW38EH2od43kk8y9BCUu1aOhHbhL0CYPk8p/vCiCPC+NBu2Sdi9QqeBc5X43l/+GZE7CTW+Z2SbQ52gBaxRaAeyDgrwf0PjEu8jciUzGugfamEZFeTiKFgNWoBspJZZgQz0UE8y3wA1AQkz2fCnnAk7mXsk6rgxB9xaSCcTZKJJSq10VwWFargWSv4l2rfe7YjgceWELGVgN6OFB5HygF+fj+RRlALogV5ErEMaaMr0BPgCnylfXEQzILnIKCDqBZEB3vAlvdkmXT0Jb1ky3jMslx6VDelRCqIFpDLMoF2tFQZD+L5MLdxmMcQs0eBc3DYLcGuAFoQrIkOgyFhN8zJ0iv4QWRoCT9OBc2ZBHRwmK1g7+ECaXUU95eflW0E23bLfBDQ8r5UVZeextOSDijtx/UEvOBZ/vkg10d6f5dO7OJ4b6oI0HgeZ+R+olrwvJcoF6wTzpJ9luOX45J/Hsg5Vc4nQ85FNL83mt8rcI7mcUUS3gLnAxE3KXAWMCdy3wXPsk4A0jzvcs9E7+d7+3hvRhAfobxXdzJ28H4VZBPGfF/grFdFE9GHlX/8CJolkiIlpJ34bqW6tlTVTldHM2QaqfzzwZkaB59FhdwMNfyMArsOJa5UFp6NqBA8e4hnArqWmG5wp7EglY6BQpfSs3YAztmYKPdgrNRFTGcRyYVYbSlWsCxTwbMgeq21BMc6K7DeVqass9Zcgps763FLTyvuGOnCvfPDeOjoDB67eQGPnlvA7Sv9CpoFJFPtLDT2FGNtsAKnpmpxYaUJl060496bu3Hv6S7cf7oT95/swt1H23HbUiPuWG/H7eudOEpoT3TkYbiF+9pThDNLHbhlfQBzw40ozrFDnZSAuOgkFm7NiCce45PsSCSGE1R2zmewMGRCEqc6TTbSiOd0VTZcSV7kJbpRleREC9fvJzjH1HZMczrPwvUi55elAy4NX3PZgtqJJZ0HS3of5lN9mNJ6MKzxoVfHAnNqPmqJ5wJtIdzqAmQmF/H3UgR1ch73IZf7kIM4IjgukZBO+HAqoI650hb6w/DwGGSdwPIYBc9ZOBjtQWS0F4mEsy5GhquywxtlRXGsHY2JDvQkOzGuDFVlV6pqH9E5CWUHjvEYjmkycEJrwXHi+Yg2GavaeKykxmDNFI319GgcETw7k7DiSMKiQ0U8p2AkIwVdJjXq9GoUpWgILi1MkTJUlZb3rAZ7dwXGbZbOrUIIaCUk8/z/Fs+yXhDPO4jnncSzMn7zh1npq/G8U8Z9vgrJH8XyR19/iGfJPGug0xqJ5zQFzznEZTnv96a6bHQ25WKgLQ+j7XmY4HS6NQ9zTTlYqHNhodqOuYoMzJWYMVdowlx+Gub9pgCgc9Ixl2PFlC8Dow5iJsOAVrMB5UY9clO0cMUlIz0qBfqDasRHJOPAjiTsljGod/D8SUgWXQmZT8aunYnYExKPfaHxOBAei+jdsXwuJ0Afr+LvXAs3t5tvNaE6y4qWIje6+Nvtq8sj2IoxwN9mf3MZeurKiOpSNBaUoj67HDXuSlRaq1BsqkahoRpFhgaUmtpRaelFXcYoWpzzaM9aQ4f/GLoKTqGv7AKGa+7CSN19GGt4BJNNT2C2lQXtthew1PYiFlqJ35bPYKrpc5iu/yymiePZyk9irvwlLJa9iJVyrlf2DFH8OObLHsVs+cOYLLsfYyWXMFFyG6ZKLmCq+Cymi09irvgo5ktX+bl5LJaMY6lkACsl3VgracPR0iZGA6MeS/lVhGQZRlwl6HUUojU9D2U6H7z8/WZE26A+mMm/W2bsDTVhV5iF90A670mLUjshYpce+/el8R6wEL0WPi/SYUqV3sjdyHJ7UJibhUrCt67cr2SPZdivqmIvyvJcyPM54LZZYTGmIyXJqOA58rAWcbGpxLOZeM4gnu3I8flQXJCD1hreR625GOsuwlRfGSb7yjHRXcLnVyGmu4sx31WIhbZcLDR6MFdtxWypEbOFesz5U3kf8b7KsfCeysBCro3zTszmuDGT7SGusxh+zOYWYC63GDO5JQxuP6cK4/5GTBZ2YrykB8M8f4OlIxgsn0Z/OQuK5asYqjmJUUJouukOLHXch/XeR3Fy/DmcWfgkbl37LG4//nlcOv0F3HX2y7jnln/C/Xd8DY/c/Q08dv938ORD38NjD34fjz/4Azz+0H/jiUd/gcce+x0efvh3eOD+3+Ouu/+AC7f+ASdP/QHr669gcel1jE+9ib7BN9DW+RoaW99AfctbqGt9G/VtjNa30ND0ZzQ3/AVtDe+gq+4d9DNG69/BRP1bmKr9AybKforBvG+j2/tVtDo+iVrzg3y2HkdmTCfLQB6W0eIQuj0UW7dsxCbi+SaWSTdsCGaeN+HG6xj/N3iWIayCeJbhqiTzfED+NvPvsALoxBikqBMVOAug9Xotr3eSknnet08yzwE8C6Ildu0inMN2Y2dYBO+7sECP21fh+bprr1WGrNq4aQN2hLOMHHsYuoxUuAr8KGxoQePgFPoXjmHq2K1YOncfjtz2GI7cTkBfkt6zn1E6/1qRoauu4Hntbk7vFhQT1Xc/h6VL/L1JNezbn8PiHc9fAfQTmL7wOGa5rQXprVvaTt//4pWs83NKFe/pmx/F0PoD6Jy9jMaRiyhuO014rcNRvAZnyTE4io4TvUcV+NqKT8FaLL1jr3FKGJdxHUEV18+qO4rshmPwN51EQesZFLZJp2EXUNR6q4LwbMLbVXoCmfmSdZbq2yucX1XmzbnLSCOiDVnLShizGTJc1RVMG7L4XvYKl8sQVusKlg05Jzh/itOzSlbZkHsBaf5bYfTfDkPeXUjNvxfGwodgKnkM5tKnYC57Aaayl5FW/g9Iq/g80iq/DHPV12Gp+QbMtd+Cpe67sDb+CLamnxOov4Kj+TdwtvwW7tY/MF6B60pv2ErVaN7HHsLWR+Rm9/wNeQRxHuHrJ5iziV8JgXPulQ6+/ESzn3jO4VTGXZYQSOcRz3kCawJc2j772v9ClBPJTQS6dCjW+ifux2+5T7/hvv0K6cS8qfJHsJQS+KXfR2bZdwjmbyC99KswFX0RhvzP8Nh5jHnPw178DHJqn0BZx8NoHLoP7eOXMLJ4K+bWzxPOZzC7fhoThPPowgpG5pcxOLuA3olZAnoOXSPz6BxaRGvvHOo7ZlBSL3heJp5XYclehcG1+gGe1Y41aNwrBHQQz4tIJZgNduLZtgL132E5COQFqNLn/+711SEZaU36KqcrUGWuIJH4TiTIkxzEN79HxuG2ehfg9czATziXuqZQy/k69yRqnGNoEjRnz/H5MYNeN39XhPMQp6OeOQx5FzHIY+j3H0VX7hE08+9eMbfnIJ7NxLg+YwLJljEkmMeUMZ/jLcQy8RyTNo0oAzGtnyCeuQ5fJ1ukKvcckjLmGXPc13nGHK6J3RtGrO4gTjcrVbWlc63tAmhG2HYiVNoFEwAJRJOauJTegQVhQTwLjCV7K510BTvw+j/hOWILt7mReCacg3i+OvMskA8COoDnmxQ8K5+X7HPoTf/P8byDeOZ375aq2lIF/UoInoNtnQ8SW5J1lja9STy+YHtfmQoSg1lnqZ4dxLNATUKwHKy6HcS1RJz0OL6HeN1HKO0PZSE0BOrDoUiNi4BZJVW3JWPKZZEhhDMRyv1XH96NJB7P/8Rz4PMC5+jwYKdh3A9GNOcV+BF7gmENESsh10aQKyHLBc0SMh/Es0xlmeAxMMTUFgXJgnBBs9QukOyzbE+2o4CS68q86nC4AlYN4S9wlvbbQTxLCHS1MeEfwTPhrD6gjE8teM7QRBK/kj2WIbwiEOz8TIAs2wi27ZYMtABalkmGWtaVXsYF4eZkATiv0xU8B/95IcN9JRCtknmWateCXYGvdNYVHB5KqmULnuW45NjlfCodt13Bs2SeBcYJ3B+ZCo6V7POVrLMsFzwHl8s0kedV7kEBcUrcQW4jQkHzfu7PwYjthHM4EohjdfwhGFJiYVTHQZcURTzvU5obfBiBzsKkczDpGCxDqmrrY2FPZehj4OC8z6yC36pFXqYWhYJnJ/F8JSpdBj5g0lDnMqLRlYa2LAv68h0YLfFivMxLNHswWeFT4CxIluyyQFmAvNJcpCwL4vl4VyWOdpQry9ebi3GGeL61vx2XJ3oVPN+3OoGHT87i8VuW8Pityzi/1I1ZFhwnWv2Y7ggAenWwDMenq3DbkRbcd6YXD90ygMdvG8Izd04wpvDs5Vk8dec07j87jLOLbVgbrcHiSDVWJ+txbrkT956dxB2np1lIrUUWMZESn8CCrQpxMamIjyWY42wMFxLj3ASnG0kMDcFqIEYzCGevyouiZA9qVS60EdkDhOYEoTyndmCJUwXOaiuWGAucn9e6sKj3YMFAPBuyMK3Pwog+G/2peWg3FKBan4984tkjeFYXwqQphpbzSSkfAlrAHECzZKI/DEGydCIWyYiKcSE+PtADt3QeJutHx2URzh7EMBJjvdBGu2GJZqE+xobCOCvqkhzoIO6HuO/T3PcFnYvId2FZ61COY11rxRGNhVMjVnWawFBVhgSsmeOwnhFHPHPekYBleyIWruB5NF3wnIJ6gxolGi28iVp+pxYph3SI2a/DwT067A7XEClXAfoKnoOA/v83nqVqdohkqq8svxrPQTBfPS8h2WkFz9JTeKKOeE6DyWSGw5nxQea5tVHGsC3AqNyjnQUKnmfaeJ9yutyci+VG/iaI6MUqKzFI3JQQzUVGLBamYbk4nWHDQoEdU1kZxJ0Z3bwfGyxGlOulF3cNnLEpMB1SQR2RiJiQOBzYHot9O+Kwl/P7QxP4LIjHwfA4/s2R3pDjEBsRy78VMfxbEQMt4WyOT4ZDrUFumhGFmSZUeqSnfBd6KrIxVJeP4cZSDDc3Yqi5DYONncR0N7oqetFWPICWfOI4d4YFikX+9ldR4ziCWudpNLhvQZPnItp9d6Hb/wD6ih7DQPmTGKh6FsP1L2G8+TMYa/0cJtu/iJmOr2Cu82uY7/w6Fjv+BQvtX8Nsyz9hpvmLmG74LGbqXsZc1TNYrHiEaL4XK2WXsFR6GzF8HgulZzBXdjOmS05iomiFyBvHZFE/oxdThV2YLW7HXEkL1yOQS6v4+VJ+vgBrZblYK/cx3Jz3YamIzw5/Pka82ei2e9FocaFYlwlfkgUZsWZoIqUdtwH7dqUqmebwcN5zUsV3FyOc98BeI9FrRmyMGUnxRK82E/YMJ3wut4LnqlI/Girz0HAl81xbSlAX+ZR28Tket9Kfgk5rUdAseI6J1iMpKQ2p+nRkplvhc7tRkOtDQ3kueurzMcTn5FhXCcaJ6PGufN5XOZjqysZsZxbmWgnnRhfma2yYqUjHTEk6ZvMzCGgHFvO9WCzIxVJBIZYKyzhfiYX8et5fLZzv5nkY5P02iuWSCSyXTmOhfB4LNatYbT6JI523YL3nDqz134P1wYewPvw41kefxtHxF3B04hM4Pv5JnJz4LG6e/jxuXfkKLp/6Bu47/x08dNt/4qE7vo+HL30PD9/FuPcHBPOP8MQjP8MTj/0Sjz3KeESmv8bjT/wejz3xRzz06B9x/0N/wuV7XsP5i6/g+JlXsHrkdcwtv42x6T+jZ/jPaOn+M9H8FqqJ5Zqmd1Hf/Dc0NL6Pxvr30VoHdNYCfTXAUPXfMF71V8xWv4WFqj9hvvTnmMj9DoZc/4we28fRbLkHpbpVOOJaodnnxuHQOJbhQrF98wZsvul64vlGBcobb9z8/xrPMmSVdBq2k2W/ffvDcZh/i6NjDhLP0QqetbpkBdA6Pjcl8/whngNZZwXPe6T9M+EcKuM97+K2wgKZ503SA/hG3Hj9Dbj2Yx/Dtdd+DDfedAO2hW7H3qgDSDFrYeO9l1fbiNreUXROr2J4hbA5dRkrtzyE1dsex6p0+MWQjr+WCWDBs8B57e6nsS7tn+99XskqBzPPgueF25/H7K1PYfr845g6/yimb32U7wXwfFSpsv1xYvw5zJ9/AuMnHkbf8r1ombyI2sELKO04A08lcVswD1vhCuzS0Vchg+i1l5yAo+wk3BUn4as+hdyGm1FEJJd2XUBFz62o7LsN1f13cDt3om7oLtQP34OG4ftQ3XMJpS23IrvmFFG3RjgvK2jOzA9U2TblrhHGazD41pDqlekRpPoI5KxjhPJxBcrG3FMw+W+GKf884zYY/BcZd8BIKKfl3wNjwf0wFT5IRD4Kc8mzjI/DUv4pZFR+FtaaLzK+Amvt15FZ9w3Gt2Gt+x6sDf9NmP4UtuZfwtbyK9jbCOZ2grn9d3B3Es0Mb9crjFcJ5dfh7X4rEF1vK5165fS9p7RRzhMcC5IZCpg/qIot7ZmJ6f73lHWlV2xP91/g7pLOvf6MHM77u95CVttr8Lb8ER4ZtqrhV9zPn8HR8HM4Gn/K/fwvZNR8j9D/Ngzl34S28OvQ5/8Tj/kLjM/AmP8J6P0vQJv9JNS+R5HifRC6rPuQznPiqbiEouaLqOm9gJaRswTyGUytnMb06ilMrR4nnNcwOLOAgel59E0SzuPTDAH0PHpGl9AxuIDm3nmUtyzAX7UMT/EqMrKWkSrtm6WTL+I5hUhOkd6ynXPKcFNayTzbFqG3Es7S6ddVKBYwSyQRozK9Ogt9dUhHYhql3bN0HkZAE+EqxzK/Zwk61yLMniU4iWc/MVzimkYN8dzsmUWLZ5rTSXT6ZtGXNYcBTgeJ6mG+P8L1RgjkIX5mMGsJ/bznenjPtfpWUEpQu3xzsLhmoMscQ7JpFImmMWWM58SMWSQRxAlEcqJgmZGSIetJ1XQei3UBidZFJNmWoLIH2mdfI0NLHSZWpROtUD6kBM87GNuI55CtN2GXtAuWdryEXJJkSa/gK1htW3AriJYOvKTtpuBZMtCCZ8GvwFfWUTLI2zYovXh/iGeptk1cb9uEg3zQxBCdMXukkysZHmirsl0BuAJohmSKlTbPRKy0eU4gnKSdqJbfKdXKZV6qXx/gfkm2etdWaU+9QUHzbh6LhOBZqoQHMtyCx0CHWYJn6aBJss8ylba0grJgW2cFxnwtoJapvJass3QcJhGYJ3C5XcGzZJ4DeOZ5ETwTfkE8qyN3En07uFyqcBNdhJaK5zNxN6HIkGrb6qsyz1JNW/AsyAtmSKX69qFwfi/xK1lhuSaCXck2C4QlgnD+3/AcRLHgUUIwKcsFzwJnCUG0LPtf8SzwJ5yl4zNpf301nnWx4cTxh3hO1xDOKQH0SrVtAXQQz5J5FjhLRlleS/ZZ0CyZZ2njHbdXMsmbeD22K+8LwCVzbUkRgPMPkxyv/CPlyj82ZCrt1KXNs+BZssaHIqSdMkF+IFDVXSJOqq5LNW0em7R1ljGgpSq8kqXnMQiwg+M1SydfAm8Zq1lCXktIB2GS0VZQzu+Tqtc6qZLN+zHx8G7lPpV7ViJGaiEQx9KxnUUbz0hQanJIlW0l83yl4zEJuf9MqsM8TzGw6uPgSI2HyxCvZJ0VPKclEM4phLMWxY5UlDoNDD3KXamodqeh3mtGC9EsWeeefLtSbXuaBcWZ6lxMS2/a0ilYg59ALiKOWYhtLgh0EFbPwlxjnhLrbcXEc7ny/mpLIdZbinGsuQLneppwJ/F8D/F878oYHjo+jUfPLuChszO4uDqAE1PNLMjVMWpxfKIBp6YbcXSqEmeXG3DxWBvuYFw+0YZ7Trbj7hPteOTCEF68bwkvPbiOu8+MYmm4kgXSPIx2FvJzjbh8chSP33kE919Yw+p0P6pYuE5N0SIhWo24qFTEHmJB+SABfdjH85jHZ1A+1FEe6InO9HgWmpNY+E52oz7FjY4UF4Y0TkyqJevsxIrWiVWtHauEswJonZMgdWNO78asEjxvqVmYSMvFgDEfHYwaQz4K9AXwaPJhJZrN2iLoNIUsgOUjSfAscJZMsgA52qVMg68lpDdtWR4V7UQcAR0XbWcBXYaukjbQRDbXiY/PgirOB22sC+ZYB1xxduQn2lCZ7EAj97uT+z+osWJU/hFAOE/w9RT3f16TiUWNmZGKBY0ai8pQVYlYNcVjLT0Wa9Z4rNrjsUREC57n7MkYt6agz6JGS5oW5TodclQ6ZMToiDk9fw86HCae94ZriVMtMUwsC6D/P8JzMILv/9/heXeEBocPSO/rWuh1Jlgs6XC5bSgo8KCKAG1puILnLuK5owDj8k8exgKXLbcWEtBy7xM1tcRNlQWLZQbCUEfA6LFaZmJkYImAns3LxLh08uSwoIPIbTAaUabmuYtXw3ZYBePueCSHxSNBYlcCEvckEcgqJB1I4rOeBfWDyTAc0CHtYCrMhw1I533sSLQgh/disYn7as0mgP1ozSlCT1E5hqtrMVHfgEmCeaplGhMtS0TvKkYbjmKw9gR6K8+ip+wiukvvRRcLlR35T6PN/yLa8z6Fzrx/RBcLYN2FX0Jv8T+jr/xrGKj+VwzUfwNDTd/GSNv3MNb+Q6LvR5js/hmmGTOdP8dMO6ONy5v/DZNNX1bwPFv3AuarH8ZS5e1YKT+FxcJFQm+S6Bsh+oYwz5jOGyCIOjCVX8MoxjRxOFOQjzn+bheK+dwp8fGzHoYDq+UZWClNIw71BLUGSyWpmC+0YirPgSFfJjrsFtSajCjS6eFTaZEZz/sySsdnsBr7IlKIGt6XRHToLsNVeE4jei2IjTYhKcGMVOLZlu6Az+lCkT8LtRX5BF0x2htLGEVoqspFbVkOKopyUJCTDbfTC6PBChXBHBmpRnSUFomJMvwZ7ydTujL8WV4Wr1FBDlrK89BdX4jBtiKMdOYR0dmY7MnCZJcHUx0uTLe4lJ7cZ6q9mK30YaYsG3MlhTwHlTzmOp6DFqxVdGOtcggrFeNYr1rEevUxxlkcrbmIo7V34UTd/Tje+DDWmx7CWsejODH4LM5MfBLn5v4R55e+jFtWv4Zbj/47bjvxbVw89X1cPPED3Hb8vxg/xMWTP8IdJ/8bl0//GPfd+gvC+VeE82/wyN2/Jpx/hYfu/yUeeoCvH/o9HnnkT3iY8dCjr+LRJ97AI0+9gYeefBX3P/4a7nn4ddxxz5s4c9vrWL/5dcyvv4Gx+T+jf+KvaB/4C+o6/oyK5r+gtOEdVNS9j2pCubYKaKgEmhmdFUB/OTBc+i4mSgjn0td4/L/FSsGPMOf7JibsX8Jg5rNoT7+ICu0sPLH1MOzjczE0BhFbdyjJnACeNxDKxDLxLL1bC47/n+L52muv5Xo3YAfLs7v3huLQ4T18Lh9GYlLsB3iW0GiSkZSUyGt/6O+qbct0z9492MXpjpBdfE6Fc1uE/bad2EI8b7xxA2647nri+Vp87GPX4IaN12NLyDZEHNqLxFQVMeJBfm0TanpG0TG1jKGl05g5cSeWzz+IlVsf+wDPq1L9WsZ8luGr7nkaR+59RsHzkfte4PQFrNz1HBbvlOyz4Pk5TJ57nEE43/IY5i4+jqVLTxPZz3L9F3Hsrpe4vRcwJ71rn3hEwXPr5O3E7m2o6D5HGK8is3AWtqIFOEtXGGtwlR6Fr+o0cuvOo7D5AkraLqCy+3bi+DLaJu9Dx/QD6Jx5AF2zDynROROIjukH0Tp2L+qI6qKWM/BWHiXGV2AhoM1+gbP0rH2UUD5OMJ8MhPc09D7JKN/CuBX63FuRmnuRWLyLOL4f5uKHA0gueoJIfgaW0ueRUfYSMss/gYwKGV/5y8io+hdYq78BG6Fsb/geMfpDTn8Me9PPCWZCufn3BPMrypBRzvY3lQ69XJ2vwdX1R+L2T0Tuq/D2ELU9b8Db+yYB/BfGX6+Kd5ROvfxD73N6pQo28awMJdX7N/i63w0MG9XzDqd/ga9Dql6/we96DY7WV+BsJsyJZV/zr+Cu/xlcdT+Gq/6HcNQS9VXf4r7/BzKr/w2Wiq/BVPZlGEo+D23BZ5CS+zKh/Az02Y9Dl/0gNNn3IjnrMlTe26Fy34YUhtZ3C8/rGV630yhoOMV76wRaho9gYOYoJhaPYmr5KCaX1jEqGefpWfRPTqN7dBydQ2PoHZ3BoNyHU6ucX0Rb3yxq2hZRVL+CrNJlWKWGgIu4JWhTbGsMwtY+j2T7DGM60NmWdZ74XYKaEQTxRwEty6Q69/8eUtVb8Lyi4DnZzu9yrEDrJNyJUwu/z+OcR6FrHlWOGTQ7Z9DpnkefbwH92QsYyJrHUPY8Rn3zGPPOYsQ5hWHHJAE9hSEiesDD9bJW0ONbRTshXsHPebMWkOGeRap1AimWMajM44Ty1JWetae5L/PQ2haUzLrOPge9dCRmnUE8l8cpbbIXkcD347lv18jQUofCtiNcOjjgD14ZTop4lqrbO6S68w5pZ0xUHCQ6CD0VMRUAmoyvK8M9bVSQK71cX41nyUQLnoPvHwjdiH0EegS3KZ13SUhVaqlSvXc7Ich9iN8v7XHDibWdkF61pVdj+ez+EAJatkPEHpYMowB2v+wPIUp8fBTPgpWIbTcoeA7fLBnvq/HM7YRIJ2EyBNF25XuuHnZIabPNkB60468gWfAsmU2Bc7BjMFn20eGrZAzoSMI8LiJEwbOK5yTlUBh0BJgxbg9BFKi2LXhWEYPJB4k8yZ5zm1JtWzLOEoLnqzPPwWrbH/QGzalkoQXOwWrXAttg9W0Fh1xPUK1g8Aqeg9W6BcRXryMh6wi+05KlZ2cZEknafh9StinvC7BlnWCbZ8FzsMdwGQ4qmCEOVK8W5O5HhuaQEoJnaf8sQJass+A5iGWpui14FhQLqAXTkmWW6toBRAfwrDq0g+vtVrZn0wvAA22B5ftlmK84uYY8ZwJnuXYBPAfGVz646yYF0DFXjlPOlfIPBnnNc6A6xOPidZJIuvK+4FjGZw6GAFnwLWCWqYRAOtDDNq8zz5Pci3IfSgiI5T4+GL4F++SfK7x/4ng/yHtm6TVbnwiTOhY6pRfxvVBLJ2icSujj5R8NMpazZJzj4DTEwW1IgIdo9pmTkJuuQj7xXEosSzvnCk8aKrxSZTsNDURzS24GWnxmtBHPvcSzZJxna1h4rctnEAiE84rSg3YJThDIa8SxsoyIlmVHCOdjRPPJ7gplKpA+1laG1foinGivxoXhdlwiZO9dJp5PzODxs4t46uIqHjgzjbNznZjtLsVEWz7WhqXKdjduXmzGubVm3Ha0DbcfbSWIO3Dv6U7cRUBfWCGqj7bjvnPDuPvsKE4utKGv2Y/yHAOqsvXoYiF7aaAWl0/N4pE7T+LM2jS6GmvgTM+EIdnI32oanxsmhoP3TQ600XksYHtgiLYhI9YGX6ITJcRzg9pDdLoxqJahnohkjQurOgfW9U4cIVpk2CfB9KLOhXlOZyV0HszofZginocNeeginOsNBSjR5yNHVwCXpoD3YQH0KXlQJfuVjsOCABYkf9C7Nuevjg/wLBFlRWyUHQlSjZuAjpUMeoIPqngP7xUH0ghne7wN2QmZKFRloiI5E/XJ6WhOJtySM9DF6E5KR3+iGaMqM8aTDZggNKaSUzCtScAs77MFQzwWTbFYSo/Dso1TG18Tz4tONaYdWgxb9Wi36FCtZFD1sBHPukgtn3Ua/m402BOuVqrEhoUTsv9f4JkRyuUfBfT/JZ4Jp93E1IG9KsTH6qDXmpDOe8TlIZ7z3agsz7pSbTtHqbY99kG1bT9mpZ1+SxHv/3wsN2VhpZ73XLUZyxV6LJepWdBXE3kENKG3VGjBrD8Dk14zRhxm9Kab0W4yoVZnRHESkRethf2ABuZ9Whj2MvanwnjICFMU8RXHfYq3wMbr6ksoRE5CGXKTypGXXIlifR2q01vQ6OxEm68PXSyp9RWOYqR8CpM185hpWMRM01Esdt2Jha77sND5IGbbWWhuYcG46QWMNHwKI3VfwlDtv2Cg5lvor/oB+qp+RFj/DD1VP0N35U/RXcWo+Tl6Gn6F3ubfoK/t9+hv/yOGOl/FcNdrGOl5E2MSXW9gvJPR/geMNn4P4/Vfx2Td5zBd8yzmKi9jsfQElkumsVzYSwC1MAjBghosF9RiIa8KszmlmMnOwUyuC7PZ/B1xOp9nJ7JtBLcVS0XpjDQsFukZGqI7GXMFiZjNV2Har8dYtgH9Lh1aM9WoSE1GHnHjSUri+VNBG6niczWJ92QSsZyMUPmHTljgnycy3vie3Wk4fMiMmMg0JMaboNdkwGqRYaaI57ws1FUWEM2l6GqRKEFrfZ7Sc3lVSS7fz4HX7YUpzQ51ikWBc1SUBnFxqVDxd2HQG2G3Zio9uJfn5aKhJB8dNYXobynAcGcuRnuzMN3vw3SfG1ME9HSbn9esCLN1VZivbsB8VSsWawaxUjuD1boFrDesYb3xJI40nsda4x2cv49BSDU8h5WGl7nsMzjS/AUcaf0yjnT9M44Ofw2npv4d55a+gwvrP8CtJ36MO878Eref/RVuP/cb3HHrH3Dnba/gzltfU+LyxTdw6fyruHz2j7jv4qt44M7X8cDlN/DA3a/j4ftfx4MPvIr7GA88/CYeeOQt3PfoW/8/5u46vpH73B99z0mTbHDRy2gm2ZItsGVbsiTLzMzMzCTLMnu9zIzJZsOMZUhPuelpetqeUk4hbZKmTRta3v3czzNaJdv0/O79577u6/7xvGY0mhnNjEbj79vPF/DAo5dx7omreOipS3jgiY9w+rGPceKhj3HwzCVsP3wBUzsvYGjqIjpHLqGh5zJKmy4gt/JjZJReQHrxZWTmX0FO9lXkZ11FccYVlGVcRk3GBTRlfIiOtPfQl/oWxtL+gMm0X2Eq+ccYt7wKR8wr6I1+EHX6eRSqOpDonQvDuigELt+CNfcsxpKbzQjvJpKlV+tP8bwIdxCt0g76f8PzHZ93D2HlwfMdd3wei1meXbmKf5c3rUZAoDeCQ/wRFh7sbu9MPEuHYVJt28/PW+lx21NVWwG0knlexefTKj6nVmIp8Xxr5lmqbX/+ttuUzPPn77wNd91/N5axHOgb5g+91Yy0kgoCpxdNw1NK5tm58xRmDj6sVNueP/EsZo8Tvcc5leGlJHt8VjLIknV+FlsfJIYffInzL2KS6wqenYefIZwfVfA8TDyPEuHOI48rbaSnZB8nuO7hF+DYI3h+BJ3TD6LRcQLVA0dQ1LYHKRWzsBa6YCucJKRnkFQ2h7TKnchvPISStuOo6DqloLmm/ySh/AC6ph9G3/zjGFh4EkPbn8LgtqfRP/8kuqcfQ8fEebQ6HySwT6G0/TAyq/dw3wuIySSaU2RM522c7oYueR+0yQc4JZJTjirDROnSziIy/QFo0h9EZMZD0GU9DgOxbMx/EbGFX0Jc4VcRW/wtmEq+i/jSH8BS/hqR/DqR/EuYq34HSzVRSpzG170DS+1fEF/7Hiz1HyC+/mMi9jKsjdcY1wnmGwzA1noZtrYLSGy7yOC0/SKS2i8jiVhO6bzKuPKZkB6xryGp7eYYy20yJvNlZaxma8MHsNT9AwkNjPq/8zjeJZjfZrzFY/wTTGX/g/iSXyK+6HWYCn6MuAJiv+D7iM3/Dox5ryIq56vQZ38B2syXeO7PQZPxDMJTH0dI4kMISzgJtf0Qwu37obLvRmjCDsZ2hFi3Ec/b+d6CMtRXfPYM0ssmUdw0iZquCbQTxQPj04TzDIYmp9E7RmgOj6BtYBCN3b1o6OpBWz+BOTKBXsc0uoYm0NztRHWLC4W1M8iQtuzpLt6zE4Ske5ipkLhJBBPMISYik4B291RNPEv2WCBM+IaZZAgoQlraPEsv2tL+ma/dYz//a8g2qpv7lmGrQmV786TSllpPoMYRrClEdKFlHFXxY2iyjPHvghO9iRPoSZpAt53zRHNf0piC5z6ptm0ZRLdtiOsxEkYJbRdakybRaB9HcZILSSkTiCO2DfEjiIgdRFjMEMIEz0rv2kPEvoNoHmcIoglnvi89f/vFDMOXiPZj+HO5P6/D50K3rCPAlhDPdyh4lsyzdBYmmWfB82qB5loCT9piEpWCBAGajKcs8PR0uHUrnqX6tmSiJTMt78tUYsOye7CWDxTJNEsIZt1ZZ6mGLGhZrexX9iXwkF6eZVzdDcuJcNmPZIEJV8niBdzMOkumz5Pt+yyeve69Dcvv/rwCdDeeJQt9h9JhmODZW9qi8hxkCCLJpEv22ZP9k2rbgdyXp32zgNnTq7aEJystGWeBtIRknjfzevl6uatuh2zwUto7R/ishD5oLYyqDZxKb9WE8ealCqwlMy1I91/Ja3iz2rbgWb3JiwXYldyeOCWgpcMwgZ2EgE+y0FJtW1AreBYUyvciHX3JVHAo2WIJmRcQesIDaJnKdoJoWUeWSbZZ0CyAlvbPsj95Xz5L+QxBM2Eo1bbdWWcvHpM7W+zBs47nGqfZgnitVDn2Vqpta4PcQ2sJkiUDLVCWNsyyTOZluYBa2kLLMslgBxGogTJc1Yb7uN9lSptxc6QPLDp3NWZpB6zi9VE6+pJ/IPC+keHGQje72w3LuMtSXXv9ijt57yxSrpOcpwJonpOSceZ8mPQ0zvOSUM5HrgtBrHQcxmMQOAumBckeQAucZV4y06F+q3n/8d4nhKVvAPmnjtSKkHtR7le5b6XGhPcafg88NrlfBdBGTRCi1P78zXiaC2wknNfxGkjG3keBs2SazRpfAtoPKURzdry7jXOOJQK5Fg3ybQR0ghZFjFLiuSo5GnUs3DemxqElLRadWW48jwqeGc4S9xBUkxVpWCCMd7YWYVtTvhK720uwr6tcWSbDUnnek/V2tBRja20B8VyKXW1VONjXhFPjPTi3dRiP7nLi6cOzeObYPE5tHcBIEwulObFoLrRguDEbMwMlmB8txraxEuydrMDJnS04f6AL5/Z34OFDvTi9uwNHF1pwdEc3C4Q9mBqpQ2ddFkpTjciMCUWKPgCVmSbMDjZg/9wAZkfa0dtSjerCAiTH2Xm9ovidGxG2xQKNTwJ0AVYixYz4QJPSG21uqAUVhHMjo11lQT8BLdWzpyOsmIu0Yj4iHnMaaUcch3HGRHi80oGYi3h2MoY1dvRqktAWkYrayHSl6nYW8WwPS4dJlQp1UDILYolKuDPIgmCpkm2Hjx+h7CvjN1vhSxjLciWI46AACwKJ/EBfE4IDbAjkccvYsoFcHhwQDxXxH+EXg+gAIyyMJAI5nZEXZEBxsB6lwVEo53xVgA71AVq0BEWiPVCDzgAVeoOC0R8agGEBNO8jR6QvxqN84Yr1IZ6J6PhQTNk0cPK+GbDq0GEyoCZKj1wiMIH7MfhF8Pmkhu+aMKxfqVbw7EU8K9lnQvhTQAuepVOv//fwLFPpoVv2LW2fPXgWIEnI/P+G51U8zrWrWfAlYNXhUm3bCLM5FinJJuTn2lBVJm1VE9FanUwYpvPezCSeUzFSlQLpXX6qIpVhx3SFCVMlekwVaBhhmC1SY64gErPE81SWEc7UWDiSzBi0mdEZF4e2GBPqDCYC2oxc3m/pQVakBCTC7pcEe0A67CGEsioX6Zp8ZEQWITuyHsV6B4p1kyjVT6E0agaV5gU02PegPeMgunOPoSf/JPpLzmKk8jzGqh/BeN1jGG94GjPtX8ZUx1cx2f4NuFq+BUfjdzDS8BoG63+Gvppfo6f2j+iueQft1e+htep9NFd8iCbipqnqY6LxQzTUcL7+IpqbLqOl5Sqam68o01YWDNs7rqOT0dHGaet1gvoC+mvfwTD3O1r1AzjKXiCej2MidwpT2e2YzijDVHomptOSMJ2eyEjCZIodTuLSYYvHKK+Pw2bCGKfjiYRzchxcfC5Je1+lHXmqDuNpkUrP5q70CDgzIjCUHM4CURjaLSrUGoNQEOGPNFUA7KEhMPqHQr05lH/TgrFuRShWrZBxwHlvrIjkPcJ7jPeXZJ83rDdgyyY9/H31yjBTsVEmJJjjkZlqR2lBGmrLs1BfJZHB+RRUFiWhKDcJWWkJytjgBkMsEUWA+2gUPPv5qhEYGM57KgJxxhik2K0ozEhHVX42mkqlDTrx3JyC/vZEDHcmYqw7Bc6ObDiby+CsbcR4VR+ft+O8t7ZhqvowJmsewFT9eUzXP4aZxmcYL2O6kd9p/atw1X+X27wGR+1P4az7Jb/z38LV+FtMd/8B8443sW3iz9g58w72LPwN+3e9jyMHL+DIoQs4fOQijp64gmMnr+LwsWs4eOQKDjGOHrqKk4wzR6/hLJef4TpnT1/Ggw9yeu4STj94AWfOX8ZpxkmJh6/i9OM3cPoJzj/+EY6f/xiHHvgYe05exNz+C3Buu4i+iYtoHLiAiraPkVX5D9jz30N81t9gzvwHbGn/QErSe8hI/Cuy7e8gP+Et/l16EzUJ/4Nm2y/RlfA6BhN4LyV8k3B+Bc7Yp+E0nkevYS+qw3uRF1AO+yY7otepEeK1ERvuux/LFt2B+wjke25mne+8417cfsfd+LyM7azgWYaoknbNjP8jnv9NwfP9i++CF8t+6zfw7/PNzHO42t1hWKQ2HJGRfHaowxAQ4IfNmzcpePby8lIALeFFPK9YuVYZtmrFipV89nhhyX1LcO/d9yiAlg7DlHbPd9yGRfcuwuJVy7A52AeaOCPsSo/bXQqe+6b3YGKP9Lj9OBaOP41tMp6zMqYzkXzmeWx9QOI5xrNKJnnh3IvYfv4LBPQrmD71vALnsUNPM57C8L5HMbD7IfTtegCDe8/BcehhuKTd9FH+Xg88j8GdT6B34RG0E89N46dQN0oYDxxGftsuZDVsY+xAduNO5LXsQWn3YTSOPIC28fPonOQ2E+fQPvkA0Xweo7ueIMSfguvAs5g+/CJmjryMiQMvcPnTBPUT6Jx6CK3jD6Fu8Cxxfow434+4nJ0EnlTF3s84Ar1gOfUs5x9CVMbDiMp8gkh+HlGEso6hz3sFUQVfRkzxNxFXJlWwfwhz2U9gLv8ZLMSyreoNJNT8Hgl1b8Ja/y7j77A1vE+8fqh0tmWRoaIaLsLWdA02QlnBcouAmfMMW5u7I6/ErhtI6ryBZEaKhJJZltfXudw93nJS2yWlJ2yBdTIjUapyN30Ie/MHhPP7/Gxpq/w2Ef9Hxh94jL9DbMmvGUR96a9gKv5vxOT/BKb878GU+3XEZH8Z0ZlfhDHrZRgIZW3qk4hMkczyQwhPfADqpDNQJ59CWOJxBNsOIsy6B2piWZ0wT0jPEMzTUCVMc156GJeYVnomN2eMI7V4DIX1DlS2j6FtcBz94xMKnIcmp4hnJzqGhtHaP4DGnl4Cuo/zg+gccqBn1IXuUYKb2zR2T6K8aQbZZVOwcp966zhhLBCedANXhpQiYlXSmZfFxZBhqWaUIanUUsX7lgiLJ6b/H0JFPIfETSGYyA65iW35vMi4cRiJZ7t1EtmMMtsE6nksbRYnuq1j6LM5+RwhpC3D6CSYewjnnkSpqj1IMPO8EnmudkbSCFpTxxkTaEp2oSjVBXv6OMycGm0O6Mwj0MQOI8w4DBUjjHAOj+O5SbY5dpSQHkboTTzL8Fn+nA/gsoA4iSE3nr0JVxn/eOldtyt4Xn7f3Vix+F6sXHof1q4gFCTLS4zIcDqftqv14naLP8GxZJo9HYYJogXAkpkWWLuzyO5q2Ou5T4l1S+4hnO8iprn9MsJileBNYL6WiF1FsMmwVbL93QqgBSBK1lmgyX0LsmVdtf8GaJWOzDYpaPFk+6St9bK7/g3LF7mrht/aYZgn8+wrnTgpSHdnn6X6tmTU5dxCGJLFlGyzp0qwp8q2LBdAu9vZEqgCIwXS9yh49lnhrrp9a5tnbcBqpdq24DnCX3qOlirbxPpGd6/cgmd/nqfgWXraDudyNVEn6wiyJUutZEUFwgJAATTRKOFBoaDZM3SVu3aAZOjdmWdBs6fKsmde1pGpB9AKjm/uw1Nt29Pu+RNg83jUct191yDMh8fGfUjm2dPTtmSSDSHrP8GzOdJbyTxr/GXdFUqWWdotu6teE+kEs+BZln02+yxDcgWsu5f7X8xly2EIXcf9+cCq9yeg/ZUsdjiPQZAdIENx8ThC+b0F83oF8nv0k2rV8k+G1dKu/T73OfIcZOzn4JvXMJjfj6A50m8ttL6Eu+efQ/zOpGq3DEMlQ14JqIPkWkkWmstl3zKV98Kk52/JHPuvV/7BJONMKyFV/+UfMPw+vXl/SSjNG6RatsoXsZFBiIkI5DXZqAzBFSYdyEn2P3gjYsOJ5whfmNQ+BLQPEni+knHONIUTztLOOQJ51ggUJuhQZNejhNNSRlVyFBpYuG8lmjtzpEdtwrlYwJwGF2O8JFUZu3m2JpMwFhQXEsNFhHMx9naWYk9HqQLoQ30Ecm+VAuodLQXKOvu7ahi1XK8G+7rrcHS4HefmhvHk3ik8sW8KTx/diicPz+HAZCd6WDCtyY5DowC6lQXJnlxM9uVidigfO8dLcXC2CkcWanB6TwtO7WlndOHMgWGcPjSOo3vHsG/rEKZ6mtBalInS5FhUZJhQn29FF497cqAWU4ON6G4sRX1JAUqz8pAQbee10/Ma6hEdYkYcEWMONhOCJmRxviw8AU3SdlmdgD61DWORCZjS2TGns2FWa8UsAT0ZGovJEMJJFY9ZrjcTQRBIx2FqOwbUSeghnNt0majRZiFPk4a00FQkhKVBp0pBSIjgWWBsZdhY+CKG+VqWSbtmfwXOFvgR07JOgGSYCeRg3zgE+MQggFD257yPvPY3IcDXCBm2KMw3ivclz8lXBzMjgVBO9o9EOnGbHRCJfKK5hPPlvhrU+mvQTDx3sKDfRTz3BAeiX+VH/PvCqfWHK9oPkyZfTMX7Y9oaikmrGmO8l/rNEQRgJKoNWhRG6pEUqoXRT4PwTWF8NoVh82oNVq8SvLozz4JnN6DDb+nYS8CsU8INaB2WybjMXE/wLCBW4Mxln8B5sRvUHgALsBfL+gwPjD1wdn/GP4P51vdlqCzB86Z14Up7+DCVHtpIwinWiCRCtyAvAVWlyagvT0JbDaFTn4YhAnq0Lg3OmjRMS1OFylTMEM+zZWbMlkRjtlCP2XwtZnNlzOdoTGfz/siwEoA2OJOTMWRPQbvJjra4FDTFZqI2OgcVukKiuBJFunoU6luRr+1CQdQASmNGUMo/zpUsFFRbd6LGegq1tvOotz+ChsTH0JT6FNqynkdXwSvoK/0K+sq/jsHq/4Cj4XtwtvwIE+3/ianOn2K+9xeY6/kFZrp/ianu32C8838w2v4HDLX+Gb3Nf0Fn09/Q2vAP4vhjNDZdQn39ZdTWXUZ94zXUNl5HbdN11LEQWcsCZF2nO2qV6Q2wXI/mbqBFplzW1noVg40XeI3ehaPmF3CWfwXOotMYz3FhIr0eE8lZmEyyYjIxGlNJBkwkRmHcZsBovB4OSxzG4uMZJjjiYzFmJZptsXDaYzCRYsJkqhkThPQEn1UT6VyWwWlmDBwEdb9dg3az4DkEJdpgZIYHwx4Uilipju+t4d9hNTbyu15DKHvxXlu2VMf7UKuMmy33x7q1gmcD7wMdVCEGRGljYDXFISPZhkIiuYrPwNryVNQQzvX8zqvLUlCSTzynJyApwYboaBPCw6O4vcZddds3XGlHH6HRwxxrQmpiws1hr3LQXpOHPukorCMDQ53JnCZjrCsXrq5qTLR1Yap5ikg+iJnqBzFdSXhUfxmOum9jrEHalr8GV/PrRPbP4Wj+FcZafgdH258w3PI2hlrexWDL3zHc9gFGOj+Ec/AjTI1/iNmpj7EwdxE7dlzC7j1XsPfAVewnjA+dAg6fBg4x9nF+9/Eb2H3kOg4cBo4xjkscYRy/jhOnruP0Azdw5hyR/NAVovkKjj90GcduxnG+PvHwRUKaeH7oIxw4/RF2Hv0Q07s/xPDM++gY/Qdquv6Ogtq/IKngT4hN+yN09j9Al/BHRFvegCnuF7DG/RSJpv9EetxryDX/AKXmb6HW/DW0xr+CrvhnMGh5jPfJWThij2LUuAedWgcqQqqR7ZeOhE1GGNcFQbVqHTYvvh9ed92J++8gnm+/G4sIZ8HzHXfeg9sEz7ffiUWLJAN9O+c/TzTfSby64/bbZOxnQloy0p+/jfO34e577sDyFfdjw8aV/F43Es++SsZZq1NDp9dAq41Q8Ozv74tNmzb+c7XtNWuweu1arFyzHitWrYWM/bxiuReWKj1u36t0GnaHfNa/36Zknu8gnu/zWoINAZtZODfAwr9T+fXtCp4HZvdhct8D2H7iKew4/Tx2nH0J28+8SEC/iPkzRPODz2P7Qy9gx/kXMXf2OQXPC+dexvwDL2Hq5HNKlW0BtKfDsME959G/+0EFz6MHz3P545g8+jxch16AY99zGNr1JHq2PoK2qQfQ6DyJmuGjqOg/gNKe/QTzAZT1HkTVwDE0OE6jfeocernuMLE8uucJjO1/gvt5ihh/liHjTT+vZLXnT34Bcye+iIlDL2J097PomX+SOH8ENUPnUdb9EDLrzsCcf4xIPko0niGUieWsJxCd/Qyic55HTN5LMOZ9gVD+BmJKvg1j6XcQW/YDmCp+DEv1z2Gr/RVsNW/ASixba/7I+beQUPsu7A3vwd5IMPMZZ2u6gITmS4zLsLdcIZSvIYGRSCRLeHq9tvN5lsipdOCV7AkuS+YypQq2TNsJaql+zUhouYBE7tve9BESiHJ784ec/pWf+zbjLdjqiffaP8Ba/T+IrySUy36O2OLXYSz4EaLzvg9j7vcQlf1tGDK/wfN+GdHpT8OQ+gR0yY9Cm/wwIgTLCacQnnAcYUo17P1E8T7GHgJ5N0Ils2xdYBDJtknGuDJMVDghqU6YQrh1ChrLFAzSCVaGC2nF4yiqG0dVmxOtAwSm00k4T2B4chJ9xHOn4Llv4GYMoqV3AG0DhOeIE72OcXSPSEdiM6jvmkNhzTQSs12ItkvVZRfCTFMIlerbFmmPPE7UO5UxnsOtEzwGzzBWPM6b40CrzFyPISCWbPJn45P3TZMIkmGquExZN8aJcIY2ZgwxBHQisZ7Hc6+0T6IxgcC3jRHPo+iyONDOaSvh3GYdQjvh3JE8gpakITQlDaAxeQANKYNoSBtGQ8YY6tPHUJPqQEGaE4lZLpjSxnluo9BZRhBBCKuJ4nD+fZbq2uH8XFWMA6HGUQQreGZwGhxLRMcOIoiIDooZQKBxAJ8L2byWsFgOafO8hNCUKjKC5zUrlmLdymVYKz1f32zzrIxJexPPkqX1tGsWFAuepaMwgbOn2rbAWdAsyHZX8Ra83k0436tkfwWyCmaJzi0ErBvDkrleQ2TI9pJ1XsRt71YALvsR7ArMBdjyObKNLsRbQbTAxAP1tUvuwNI7P6fg2ROCZw+cJdPtt05QKGMeuwEt1cRlKoAOlurUfE+Q7EGzINqTgZZlHjx72kVL2+eNktVedh/8VvI4BdpEXejGpdBI9WQCUqptyzTCz52VlsxzEI9Dqm1/0t6ZyyTzrOY1lqyoB8+CPQV8guGb4PUAWmArGBbsegAtCBQQf5JtFQhyHQ+WZbkH0551PPuQ7aXKtidDrWwn1Zt5TBp+x2ppoysA57aCYoGzdPIlGWN98Lqb1au9YSKeDaH8XuV8eQ0k2yxIlsxxPAv0gmhP5tlTnVvWk/1IVfCAdffwc4hnP8HzWmV/knkWmBvDpFd0d+Y7cD1hz+ORatwylfbLvlKtWjLEvD6e83Ufr2Sneew8X7mu0uu5ToaGImoF0dKbvKwr28h5y3WQ6+S5RjL1XHfPNZNrLZ2USchv47Mh95TcZ9I8QNrVG1Q+Cpxj1P68H9ZBxv4O5bFJO3K5FnHh3krv2mZeQ5veDylKde1gpMVIle1Q5MSrUUwolyZHoyTRgCJbJIqtGlRyviE1hgVxE7pzrUrP2mMlyZgoT2fhLRMzVZmYq8vCQmOuOwjoPUTzgZ4KBc8CZZkqr7vKPkH1gZ5KHOlvwLHBZhwdasbBvgYc7G/GSWc3Hto6iqf3z+KpQ3MKoM/tcbFgX4UWfm5TiR09DWkY6cjB9EAhZocLCOg8bB3Nw+6JIuybKcc2ZzGmhgsxN1aN3Vu7cXDXKA7tdPE9F5ztrRhursGCoxO7J7uwMNaEBVcTxnpL0VGfiY6GAhZY69BeV4XclFRYokyI08TDomFBWJuCDG0q8iJTUKxOREVYAhrD7egmhoe0iRjXJWJSx8J/ZDwmNCbMhsdjTmVRYp7Y3qpJwjzBPcnpKGNQm45ufZbS63ZReApRnowU4jkuIoMFrhQEBRHIRLCfn5mFr3gC2qIskwgglH19TYw4Jfw4H+BLNPsY4bdFqplGwdubQTD7+Rnh66OHv7dUS9fyt6aF1jsC0T4RiA/UwuYbAbu3GunEcg4hXUDolvioUclCfhOB0RGsRldwKLqJ595QHwyG+/BcAzBhDFCqbU9bAhU8y3BVw6ZQ9Maq0KQPRXmECvlqDZK5fYy3CmHrgxG4JgRb1oQreFaqyBLPUk1bQsZndlfdlnmB7ad4XsaQcZkX833Bs2QHBc4ePCtwvl/9L3i+n7HkFjB/NgTLn81IC5jcbZ4jsWVDJPx9eN2CDMROFGJiYpCcZCGeE4mkVDQTyt0NGRhoJHYa0zHWmImpxixsq2fUpGNrVTLmy2yYK+Z9UGDBTG48JjMZGbxXMtKIvByMpxVgLKUYw8ml6LGXoTOxGu0JTWixdaDR2o86FiyqLXNE8i5UmPag0nIEtQknieUzaEx8EM3pT6Ex60toyv0GWvNfRXvht9FR/F10lf0QvdU/wUDDzzHY/EuMtP8WYz1/wMTgnzEz+i62jr2Hnc5/YPvoe9hGwMw7PuDyjwirDzDU9wH6ez9Ge+cHaGz/APUdF1DfeQU1HZdR1X4ZNcRxNQuI1SwwVrHgWNHD6AXK+4AyRnn3NVT1ENi9N1DHqOXrhrYr6G++jpG6jzFa/TuMV/wHXMUPwZUzDVdaA7GcgSm7GdN2PSMSE/YIAllDLHNqMTJMcMYLomMwxtdjlmgiOhqTyWY3ntNMxDMhzalLIp3AzojBYKIObSY16o3hqCBostXSC7wKMX4RiORvInCdjn+rDVi7Igorl0Zh2WIDlsuUgJZ/4qxbG6XgOcBXj7AQPQyRMkazCVmpCcRzIqpKU9BQlY76qjQ0VWco04riVN4jqchIT4HZZOO9w98mf1tbtqj4ew2DKlQLg9aI+Dgz0ohn6bW7rkyeP3kY7MzHSE8WRrrTMdyeiVE+M8fbWjHZOomZ1qOYlexyzTcwWfFDjFb9GoN1b2Kw4S0MN/2Fz7a/Ecnvoa/5PfS3fYi+tgvoar2AztaLaG+7jM7Oa+jsuYH+wesYdV7B+NQ1TM3fwPwOYGHPDWzdfw3bD14lbq8xrmPHsRvYRiDPHbmG2YNXsLD3KpF9DXv33cD+gzdwmKA+euI6jp++ipMPEs4PXcLxcx/j6IMfMj5gvI9j597H0Qf+hqNn/8r4G/YefRcL+96Ga9tb6HH8EQ09v0Npw2+RWvhzmNN/Cn3C6wiL/U8WOv8T6qhvI1JLLOhfRJzhediinkFq1OPIjj6HYuMpVMcdRaNpLzrjd6AvfhZ9sU50G/rRFFGPMlUOn2fxsG/RIGaDD1SrV2ILy4or774Ti++8E3ff8c94/jzh/Cmeb1bdvm3RJ3iWMZ89eJbMtGSeZbir5Svuw8ZN0uP2BqXDMMk8S9ZZAC29bYeHy1jP/vzuNytjPXvgLPNr163DqjUbiOc13I9knld8gud77pLjk88lnu/4d9xOPN+7YjHW+W1ESJQOJj478ura0DBE0Ezvg2vPGSwce0LB864HX8GOB17GNuJZqm1Pn3pKqba97dzzCp6lzbN0GOZu8+zOOjsOPkU4P+nubXv/Yxg58Ajh/AjGDj9CXD+B6eMvYubEK5g69jLGD76A4d1PKxnojhl3Brph7ATqHMcZJ/j6DFqJ5s7Zh9C98CAGdp1Xstozkgnncc0T93OMrWdfwdwZxumXOf9lQv/rxPSX4Nj/Cvq3vcL9PIuqwacI8+eR1/os7OVPwFTwJOIKnkNs/iuIKfgqYgu/gdiiVxFX9C2C8zuIK/sx4ir+C+aq/4al5teE6RtIaHhTgWpi47tE69+UDLP0gm2rJ2KbLhKzxHKzIJdTYtfeepVYvo5EAlh6uZYeryWSpfdrPuuU4Ly0WxYoJxPVSQLsFsK6+QY/4yo/7zIS6glyfob0gm2r/Tvjr0Q7Q+mR+3dIbPg1Eut/CWvlT2GpeJ3Tn8Bc+iPEFvwHYvK/ieicr0Gf+QXo0l5EZMrzjGegTToPbeJpaO2nEEEsq61HiM+DDGLZuoexixDdTkQvEMcLBPRWonqeKJ1VgKwRpFoFzx5AT3Fb9zjKBkLanD6F1KJJ4nkaNe2TRLGDeB7FyJQLo9OTGHC60D08ivZ+QpPRRjg3dfWipacfXYMjBDRROizZ6Sk09cygpH4KaQUuxKW4lHbPmvgZSG/bYQR7mNXdaZiKUwnJIIdL5pl49mScBcaCZAFxcOy4MvXErYCWqfK+LJP3jGMIZwiejbFjsMU5kMPPqEic4N9Nnpd9HJ12B2OMYHYqvWy3JI+iOXUEjenDqE4fQGVaLyoy+1CVPYiq3GFU5IyiLGsUxRlDyM5wwJo1DmPqKLS2IZ7XADRxQ8TzMMJiRiHjVatieJwEfBCPI9Do4NSBYOMwgqIGERxFNPNZFajvQ4CuF58L3rSGYHRnnm/F8+rlSwjoJSzoyJjJ0mb0PiWbJtW2BVeCV8GzwNmTefbgWd4T5P4rnqWts/SAfSfW3C8dgS1S8C3vSXZOehnWEDEyDdggeJasthvPPgLXNVI9WGAr+OFneUsGVNrOblBey/veK4ngFfdiA4959T23YcWi25Qxnt14XvRJFXHpZTxgvYBI2v5Kz9PSrld6W5YMrKCQaOTnyHBVHkR70CzLJG5FtQB6Iz9zPc9tw308J143P+JacBxOXKqlLTABKSFDVSmdht1s8yxto0N5DCEynrP8E4Hzkd6roZXsrnTQxfUkg+2pti0AlOyzZFM9cFayqoJBwk/g+9nesmU9mZf3b8WzzHtAKFNBomzvyTq7/1HiBraCb8mGyz8ttkjGV9Dqxrzg2Xe1dOzlbptsDNugZInNWh+ilxj34359Vyp4liyzdBxmivD9pAq3gFEyyYJnT1to99BVknm+HxEBXkr1b6vBTwnJbOuDCXxvHtMmOYYlSpVxGf9ZegEXRAdIO+X17sy89KQtWWdBs9LZGbEr/7yQqvGScTYQtIJnDa+5XF9ZV/5BIdAOExjLMrlmDKki7un5XKqMy3UI2cxry2sTIihnhHK7T4LLZV8S8jqCWI6SMZw1fjxnX+V4pQq82lfGsV4LY+gmxMrQVOGbYY30RaI+AGkCZ0b6LXiuSI1GWZIBhURzvikMRVxWzdctmXEKnHvzrRgqtGOMhcVpFhK31udiR1MBdjYXEMl52NaYgx3NeTjYU4ajg9U41EcwdxRjV2sBtjflKO/L/MGechwbqmU04oSjHafHu3CSmD061IYjQ604MtqOc1sdOL9jHI/un8FDeyexfaQFnRWZqCY+Gkos6GlMhauvgAX+Emx1FGJ+NJfzudg5WYI5RwFGuzPRz4Jnf0cRhrorWRhtwFanAxN9fMDXVKK7rgzbXd04vX8SJ/aN4fCOAeyc7YCjrwrdrSVwDLTAMdSOxupyFGUWIT+xBHnWQhSY81ESl4dyQxYqIlJQS0S3ahLRHUlAE88OnQ1O4tkpeNZYiWabEluJ760RiZiNsMNFbI8y+gjoVnUyahgl4cnICUlCUrAdMWHJ0IQlIiTIisAAE8OMoEAzggPjOY1XegQP8BMwx8DP59PwJZZ9txg4NcDHJwo+vgYCWoct3lriWYtAXy1CfXUKniOJZwPRHBegg4VYTiKUMwIikCPZZyK6xE+NKj/iOVCN9uBw4jkE3SEB6A3xwRDxPKb1hTPKF+Mx3piQds83e9weiQtGL++pZsGzJhR5YSokBxIq3iFQrwtA4OoAbFoZqmSdl0l752VhCpy9iGGZejD7/yWelyx2Z7w9eBY4ryKmVq/UYgOh77tFqwxnJng2Go2wJ5iQm21DbWUG2uqy0N+aB0d7HsbacuBqzcZMcza2817fVpeDheoszJdnYbaIkZ+L6dxCTGeXc1qHqZwWTOa6e0Eezx6AM2cEI/kTGMyfQV/uNvTk7EFH9lH+/s6iOeNRNGU8h7rUF/iH/UtozSKUs76FjtzvoLPkB2iv+hHa63+M7qaforflZxho/28M97wBx+Dv4Rr9Eyacb2Fq8l1lWKCtWz/A9h0XsGvnVRzYcQP7tl3H7q2EEhE1N3cDE1NXMeK6hr6xy2gdvoC6/g9R0/cRqvovoEKq1/ZfRnn/DQXJpf3XUcIoGnBH4eA1FA5cQ1HfFRQzygauoHzgKir6BNyX0c3C5WAd91/zFsYrf4ip0qcwlb8D0xkdxHIu8WzBjN2A2UQtppO0BLUG40pzAB3GJGw6OGxaopmREAlHYiScyXolxlMNcDJcaVGEczSDwE6LJZ6j0WnWodGoRYVOh9ywSNgDIxHjo0OEoHhtNMsG0cRzLFYvi+M9FAuv5TEEtB7Liee1a/g74nqBflH8XUYjRh+LRKsFuRmJKClIUdo5tzbkoLUxG801gmjJQqejvCQTeTmZsFndnYZJR2G+vmoFz6EhkZAxoOOMsUi2WVCYnYTq4mS01magty2TgM7AcFcmHF35GG6twkhTD8abtmOi6Tym6r+GqZqf8Pr9D0aq/4a+2o/RW3eRcQm9DZfRQwR0t1xDB6O15Tqamq+insvqCYIGYqCBBf42fn/dI9fRP34dI9OAayswxXthas9VzOy7gukDlzBDLE8T0hOHrsJ54DIcey/CufAhJmc/wPy2j7Fjz0Xs2X8Bew9/iL1H3sOB4+/i0Km/MN7GwVN/wsETf8CBk7/j/O+w7+ivsPfQz7H74C+wsPtnmNz6Uwy7Xkdr349Q0fhdZJe8ivjUL0MX/wpUUS/CP+J5xosIingEKvVhREYehEF7ELG6vbDotiMhcgoZeieKWEgtj+1DnakLTeYWNMfWoMFQjFptFp8/duQGG5DoG4TYzRsQtmY5tiy9B173LMJiAvmeO+4hTu/Dojvvw52L7iVQiWei2Y1nN6RvrbatdBj2L3hmeXA5y4cbCXPv9fAP2IJQVeAnvW0LniXCwkLh5+eLDRs+bfesVN9etQorV6/H8pWruR8vPn/ceL7/3vvceL5TPu82/Nvn/w233XU77lp2H9b6bkCwgfdvaiayq5tR2+dEp2uH0mHY9IHzmD/2lJJ5lpCq2zMnnsbEsccZj2LqxONKte3pU88o7ZhlqCoZ0/lTODP2u4eqGj34mNJpmOu4jA39NBH+EuZPEronXsbMsZcwcVA6D3sawzsfR+/Wh9E9dx6d0wQzo2f2YfQvPIaBHY9jeN/jcBx+EpMnn8c8Ub/w0BeV2HruS9h+/mtYePBrxPQ3OP02Fh74Ho/3PzB28FuE+atonvg6ake/hsqhb6Kw61WkNXwD9opvIr7020Tm92EilM3lr8MsWK78uQJma+3/EMZ/JJD/BFvDW4TzO0qW19b4d4JWqkh/xPkLSs/V9ibJMF9HctsNxjUi+KrSw3VKB+elt2uJTs4rbZevIbX7OtHM113EdbsgW9B9nfu5AXvDNUL5Cj//ImzV/Jyaf8BSJT1hvwVrxZuwlP8e1rLfwVr+BmwVv0Ri9U+QUvcDJNV8F5bSb8Bc/FWYCr8MY/bL0KUTyWlPQJvyGCKIZU3iOYTbH4TafoZgPorIhAOItO0ngvdCbdmN8PhdCDNv5/w2wnOBy+c5FTDPKRCVTG6EdQaRxHME8RxBRKqVmFCy0eHxc4T1nDKcVGzyJJLyJpBfM4Pq1mm09o/zb4HgeQKOmWkMuSbRO8J7bmCUcB5CU2c/6tt7OO1DR/8wuoZG0Tk4qgxfVd81jtKGcWQUu2DJmIAhcZrHLVllfiY/KyxhguHOgLtDsuAypNX/HmEmIplAVjoSk07FiGRPW+iQuHHi2anAOUzJ+I4Rsk5ouSwmjniOdyIzYVxpq1yd7EJj8jjaUsfRkeFCayZBne5EXeYYagjkirxhFOcNoCC/D4XFgygqHUZhiUOJ/CIH8gpHkFYwBlPuGKLSRvh9DPDa90NtkuraI+5sM+EcHO1CQPQ4/KPG4cfw4byM/eyrHYIfw187DH+dO5QOw7asXIqV9y3CEiLzVjyvWnY/Czh3YeVigtDrHgQQz5J5dlcLdleR/iyeJRMsU3ktaFaqWROfSnVqrrfqXjeeJeO8jtiU7SVbLOu78SzoW0eoreByaSvtxrMfcRuwlgAheEM3SadbPA4fwQ6xxVARzzJEke8qgex9SvvjdffL0Fi3Yekd/64A2oNn6dFbOieTarUSkhUUNHuqbgueVVvkMwj0W0J6mfaE4NkDagG0ZKCVz5Rzu/sObLh/EXwJecFvBFGk8XVnniVkqCrpbVtQHLaZ2JXq7ry2Ame/FXcrUw2XRxDQCpolq8p1PXAWAAruPENVCXyl7bNgWgB8a9VrmRcofzaLKut5QCyvJQTK8r5sK3i+dV3P+gqeee1D+P0IIt1tjQW598Nn1V1K9lnGeZYOw9ztk32VjHGYj2St3SE49gw5JXCW19LWWZZ5hqySzLOAWPAcumUxtEGrCHFv2I2BCp5l6KsIXsvQzQLnxZ/gWbbXBfGe4D0qxy7XxoNnOU7BsGR3Jdsc6bMGWoaO950nIiRzfPMfFQq0ef08naJ5oCxTgfM/4Znvy75vDdleyXDLdb5lHRkfW6pmR0u78pBN7uPh70quQXTIRsSoNhPPBHT4JtiI5yTiOTU66JMQRGfFqVCSqEORLQIF8eGEczgqEvVoFjgX2NDHGChMwAgLeK6KNMzWZmGhIY94zseetmIc6C7Fvs5i7GkvVOYP95UTye5lewlYmcryQ72yvAwHeytwfLQFJ8c6lDg+0o5jw+3EdCdOjffi6FgPjnH6wLYxPLxvBofnhjDYXILKXAsqcmPRVk2odudhbrQEC2NFhHMOZkcIFUceZhz5GB/MJ5rz0d1WgLbGfBZqC1FVlIe22hq01VShKCMJBWnxaKnKw0hXNead7di7MIQ5grqzpRQtjaXo7qpDa2sd6isaUZZTi5yEImSZclFgykNpbD4qorNRo0tHoz4dHYZU9EelYjgqGaOGBCLaimltAgFtw4zaihmZMiYIake4BQOM9jALakMtKFPZUBCWhMzQBNiI46hQG8JVVmI5jkg2EssxCAqIVUJe+/tGK+FHIAuUPeHtrYe3D+Hsy+V+XObH135aLtNwXQ0L/5FQ8bWaaI7ga51fBGL8dbASz8nEc2aABnmBESj0j0Apl9X4q4nnMHQEqdAdLNW2/dFPPA+GeWM0wgdO/RY4ozfDFeuLSXMAXKZgjMS68dwWFYpqrQqF4SqkBoXC5BsC7cZAhK4RPAcTqGH/gmcJd/Xt/+/wLOEB+614XumlxyqvCKxbFUY86xAabERkRIzSaViCzYScTJsCpPb6bGVMXmdnAVyd+Zhsz8FMaw7mm/KwtaEQ8zWlmKuswmxZI2aKOzBdOIiZwklMFy1gungPpssOYarsCOMYXOWn4Sh/CMMVj2Kg7En0lj6PrpIvoa34G4zvo630dTQX/hfaS36F7vLfoYeFsf6qNzHQ/Af0df8GA0O/xejY7zHm+iMB/GdMz7+Lue3vYeuuf2Bh7/vYvv8D7Dx0AXuOXsKek4TzyRs4dgI4chRKddw9B4Ft+4Hp3YBjO9A3R2QR0rXOiygf+RiljLLRCyh1XEHh0DUUDF1H/uBV5A5dRfbgZWQNXFJCXucSzblEduEgES0xcBkVXVfQ1gwi7zoGq9/BWOVPMFn6HKby9hLP/ZhMKsZ0YhLhHIu5lGjMEcDTaQZMpGjhSNIw1BhN9EQ4X4dhNDkc42kRGJc2zpy6g9hWQotR7mcwIQadJgMaovUo1xqQrdLB7q+Fkd+rer0e/isNLBcQzwTzqqWxvIdisJKQluzz8mV6rF1twJaNBgT7G6FVxyEuyozkBBvys5JRXpyGpposdLUWoKc9H20NGWioJp4rUonnDOTnZiLRnoTo6HiEhurhx9+Vn58MXxSJCLUOxigjEi3xyMuworzAioaKRHQ0pqCvNQ1DHVlwdJZgpK0OIy1DcDbvhav5SUw0fBvjtf8Nh3z3VR+gp+YKuqovo6P6EtprrvKevI72Jn53vNbNzTcI5+uobb6GKiK6qoXReg21hEBd7zU08fvrGL2K3okrGJ65gtGtFzC6/WOM7vgIIzs/JIw+wsBO4nw7P2fhA/RO/g1D43/B2NS7mJz7C2a2vY25nX/E/K7f8h77JXYc+Dl2Hvgp48fYtf8H2Ln/+9i577vYtuvrWNj+ZcZXMTX7RTjGX0HPwMsE/bMoLH8ciZkPIsp8DKG6w/AJO4ANgfuwMXA/tgTPwS94CCFhg8ToEAy6AcTqu2HWN8MeVYPM2CrkxZWi1FKEalseqq0ZKI9LQHm0GaW6aOSEhSEpyAex/Fsczr/DkpRYKX3w3Hk37layzvcTzm48S3tnwbO7zbNkfN2Z50/D3dv2rXi+k+VB6XF7/QYvJfPs57/lnzoNi4zUKOFu9+yPjRs3KllnD56lzfNn8bxMxnq+iee7Ft0FGef5c7d9Dv/GMuedS1iW9l6HQK0G0UnpyChv4O9qGC2j8xiYPQjXngcweeARTBGrs8cI3uOE8omnMCkAPv4YwfyE0mGYjPN8a+bZebPN8+iBJ5TMs+PQE0T1TTRz/fkHXsC2My8zXsH2s1/EttPELyE9S0RPHRZEP4ORXU9hePuTGNz2uBJDnB/aydf7nsTIkWfgOvkyps9+CbMPfgVzD36V069j60PfwezZ7/JYvsvPeQ2zp/8TE0d/jJF9P0bn3GtonHgN1aM/QtnAj1HQ+ROkN/4E9urXidNfMH4Da83vYBEoN7yphK3hz8TyX5BQ/1eC+T2GgFmqZEuG+WMktVxSqlIntV1nEMzt7h6vlTGVO28wriGdYE5T4gpfuyOpjdsyktsucPoRwS29bb8HU93fiOX3Yav5CAnV78Na+TdYKt5GfNmbjN/BXPJrmIp+ThT/lEHoF7wGS9FrsBZ/DwmlX0FSxUtILHsBlsKnYM57AnE5jyI64yFEJJ6Cxn5cgbLGdoigZNgOQkM0a+37oEvYzelOom0HIqRKtqDZspVBNBPBShCoUvVZQqpCRxCfETKOcvwkoSxtjCWI1XhpY7yVU2LbMkPgTsKWM4GcymlUtMwo4zf3jA5jaMKF0akZ4nmaeHYRzw7ieRTNXUNo7BjgdEABtZJ5HhpDO99v6h5DRdM4sstdSMieREwSj8HqyS5PQ2WdhMpG7BLyUoVbhpWS6tzS+ddnOwST+OwwVp8OU8XtiGoVoSwZX8FzGOdlaCidaQwxZics8WNITXAin2guTXGiOm0MDVnjaMqdRG3uBMuWTpTlO1BS4kRh2RhyK0eRUTWEtGpG7TAy6hzIqhtDVq0TWTXjSK2eQHyJC8YcB7QpQ1AnDPEaDvMYRiDjOAcJmg3j8DVMwEc/hS2GKWyO4pTzfrop+OtnEBg1y/XmERKz9dOhqgTPi/ljX3zn57H8fiKXeJY2zyuI3FVLJPN8P6S3bRnnWfDsqZotIJYM8614lsyzB8+eatbyWtZbc//Ndsc30S3LJOMrVVoFzxGBG5T9C3wEhJtWLiIS71aAKjhWOoT6DJ61AZsQIdlnLhdgy3i/Atn1RP+teJYxn2V8Z8k6y3lLu2l3B2X/jGd5LdWTVTyPz+JZ6cn5FjxL9tlThVvaPAua10n18PsJSS4THEf6rebxrYQuUDKLkvUkom52GCbjPEdKj+H8LOlpW/As7Z6l2naEN5cRzlL125N5vhXPns7CBMYCaQnJMMu1EzQLgCUEzQJfWSbZZJnKOrfi2QNreV+28cBb0OzBt2RyBc8yLvX/judFjLt5fEuVrLDg2WbwhzF8PcJ9BcNLFeQKjD3DU3k6CJOMtLz24FnC3es2r6HPEuhDViFet0XBs0XviyjVOu6ToN8gHYrx3uR+PTDXBnrGjf4UvZ4MuWSdI6RtsbRz9v0UzoJoLb8LjVS9lky/XC9ek1vxLNvLMplXstCfgbNn3GtPR2qebdzXx90m27NPAbR0DCYh/1zRBXjgvMWddSaezcRzok6qbAfezDoHIyM6EJmcZseFIo9gzjWHKXguTYhETWqUu61znhW9xPNQsR3j5SmYqcrAHAuM89VZmKvOxFYCQkB8bLBame7vKlGg7AG1vJblR/orlXUO91XgQE85Dg3U48hgE44Ot+DoUKuSeT4+0kVA9+DwcAcOME7ODOOxgws4t28Os1ynuTwDVQUWNFXbMcjC5eRQAeachVgYz8eCk3AezcH0aB4mRgrh6C9BPwuf7c1FaKwtRElhFgoLslHIAm1Wqh2J8UakWk0ozkpDTnICH5xZaK6rRE1VGfLzuE52OgqKCpGRlg+7JQf22Cwkx2WzwJaLDF0mUojdoog01Ooz0WRIQ7shBT3Ec79estBWjGmtcGosxLIZo2ozHJp4DLHw3RsWSzjHoS40BqUhschTmZARbkWSygJTUBwig+OINanmaYCfLwv3hLDM+xPD8trPV3dz6g5fHx18GFu43Jvr+HBd3wACOoCQJhJ8fFlg91UjiKEimN14juB9GomYAB0SpM2zP7/7QA0KAyNRyqggpOsC1GgRPAeHoickCH2h/hgI9cZQ2GbieQvGdJv/Cc/SadgY76OBWBW6YsLREKVGSYQamaHhSAhQESssUK4PxpaVIf+/wbOnivatbZ9lXmLlCsGzWsnmq0JiFDzHxMTBbjMji9ipKE5GS00G+ltzMdaeh/EO3ndt2ZhoycWEjGdeX47p2iZMV/fxNzOBmYrdmCk/wSkLt5XPcfkrmKr7KibqvwZXwzfhrP8Whmu+i4HaH6Kv5sfoqf4pOqr+G61Vb6CFUGqteRvNlW+jnQW2nqb30dv8AQbbiZzB9xXMTCy8i9ld72Nh30fYcehj7D4mSL6MPacuYu/pi9h39iL2P3gJB89fwqFHLuPIw9dx7GHg8IPA/geAXaeBrceByUPA6F4idycBtnADNdNXUEpAFzouoHDsEgqd15A3eh15IzeQM3wd2cRyxhALmQR06uAlZI5cQybBnEk85wxcRd7gNRT0X0Vp1zViDuiqv4qBmneIv59iouxlzBQexVzWGGaSqjCbnInZtATMZ5gwnxWD6cxouDJ0GE4Jx1BymBKDSSpOQ5UYTlFhLE0NRzpBnRqOkRRZJ4TrBGMwUYVhux791mgFz43Ec0WkHlmhWgXP0ZsjELYugnjW8u87kbzMwDJKNMsoUZ/BcxS2bIz6FzznCZ6LUonnbAXPvR0F6GjO4rMmBVVlSUqP7NmZyUhISERsjFXpNMzf343n4OAIaMJ5DIZoPlvMyEmPR2mBGXUVdnQ0CJ4ziOccjHaUwNHRBGe7A862/XC1PYnxpm/CUf8TDFX/FoM1f8NgnXTEdoGI/gjdtRfR3XAZXU2Seb5OQF9HUwuh3HwFNY2XUFl/EeUNl1DG16XtV1HReRk1vRfRNPQxOhzc3vUBuiffQ9fEu+iYeActrnfQ6HwHNY63UT3yFhqH/4iOof9B5/Cv0T3yc/Q7Xmdh+jU4pr+H8dlXMTH3VUzPfREzW/m9zj+HmbmnMTP7JCYnH8SE66QSIyPH0dd7FC2th1BRtReZuQswSQFaOwSf4F6s8+3Eqk2dWL25G2t8GrHOpwTegSUICiuHWlsGQ1QJYo0FiI/NhD0uBamWROTa7ShKtqI4yYQCWxSKTJEo5vMnWxOApNBNiGNZSb15CbxZpvFiWeq+Rffg7jsXY5HEXQJo4ll62RYQ/y94dg9TdRfn3culR24PnhezPLt23QqlzbN/gDdCQgM+rbqt5XNWF/kvePa0fZahqrxWrbsFz14Knhffd7+707Bb8SxVt3nsXptWw08TBoM9BSkltfweB9A4KGM978PYztMY3/sQMXseE4cex/TRpzF9/CllnOdpwlkZ6/n0M/9HPEvV6rFDT/L1kzeHqZL20oTzQy8r1cB3PPAF7HzwS0psP/sFbD31CuZPvExEE8aHpcOvF+HcS0zveR6O3c9hZM9z6N/3HAakl+7jX4Tr1NcwefZbmDr7Hcb3COgfY/L0T+A6zmfB8V/CdfQ3GDvwGwzs+hXaZn+Nxsnfomr01yjs/TVy2t9AaqN08PU/SKiVdsJ/JZbfg4VAtjT/A9bWv8PW+g8lu2xv/AiJxHJyi2D3ElLarzAke3xd6cjLA+ZUqXrNkPn09usM4rmNz7I2PstaLzEuIqWVcG5+H4nN7yGp6T2l6ret7m2Yq99EXOUfYKl8k2D+I+LL/wBz2W9hKv6FguW4wtcQl/89xOZ9C7G5X0ds9pdhynkF8XlfgLXgZVjzH0Fi4VkkFT0AW/4pWPNOwZJ3ArGZh6FL2kM472LsZOwgmolk+w5oEwlm+3bieYGxFVrbPCIJ38j4rcTxHCKI5v9jxM9+iuf4iU/wHEbIhivw5j5uwXM28VzWOoPG7lF0DQ5gyDkGx8Q0hp1T6BsaR2fvGDp6nIwxtHaOcDqKvuFxDDomMTDmQtfwGFqI66pWJ/IqJpDIfRqTJqDmZ0vnXmFEciixHGJxKhFM3AabiWK+r5bq29Izt2SVFRhLG+ZP0fxZOHvWETCriWcJgXNEnBP6+HEYuX+z1YGkxDFkpowhj3AuznSgnGCuyJ9Acb4LeQVjyCl2IKdqHFmNE8hom+C9M8Z7axiW1mHY+AxObB9HcvsEUjsmkdw8jfjKCcRwu8j0IYTZBxFiGkRA9BDRPIqAqAn4GabhEzWDLVHz2By9gM3GbfA27oJ/zH4ExhxGcNwxqOJPItx6Gp+TDOwmL/dQVYv5Y/fgWTLPq5cvxkr5z9lSGSeXQJHqrjfxLEiWjLLg97N4lmyup6r2ZzPPMlTU+qX3KO9Jxlnel20l2+vBs+BNsqDSXnUzQSZ4FqBK2+DP4llCF7hZAbQsk8y0B88bliyCl3SCRjhLtW3pcfuzePZknj3VtmXqT6hKVW0BskBZEO0BsywXQEsI6AXNUm1baf8sgF56Lzby+m1aQtjyOILXE2xbpMq29LhNMDKUzsK83b08a4g2wbNGOksjlD1DVWkUPBPtXMeTfRaEeQAtU4GyJzw9awtyBcSCXoGwNlh6cXZ39ObBsYSA+RMUy35vgluuuydrLaAWnHuy2n4yljNhKddfgOnu0Euyvvz+bmaeJSQTrOUfP8FzAuFnityMiAABqGDYjVwPliXzLPOCXck8ezLRElJ1O9yH0A70gkG1GmbtJiXrLBloyWZ/Fs9SzVvQrea1ln0qiJV/DMg1YyiZZLmHGdIR263VtZUMtHwXDBWvucrbjVwPngW9MhX03orjW0EcyevmqYLtAbd8Z7fiWZZ79ivQjuD6gueooPUKnOMUOG+BiXiOV29W8CzZZqmqnRUbokSOSeWGM6c5xI/guTxJi4Y0I1oypbMwE/qJ55GSRKVzsJnqDMwSzXOVGZiR8Z2r0rC3vQjHBqpwlEA+QhwLlGXqQfR+QTTDg+yTow04PNSII4SzZJ7PjPcoYz2fGO0iojv4Xjv2DrTi4FgPzu6YxIN7Z7GD73fXFaCmJAGNVXb0tKRhrDcHs458bHMVYNtEHmbHiJfhLIz2ZWOgOx+9PK62xkLU1RSgsCQdyWkWJCbFIzUlQSm02s0WFGTlIyspA1ZjAswxCbCYkxAXZ0esKRFJqXmw2XNYWEuBQZuAKHUC4tTJsGlSkaxOZeEsFYV8Xa5OQo3ajka1Fa3qeHSoTehWx6JbZURXaBS6VIywaLSrDGgK1aMmxEA4G5AXGo30UCMSVDEwEdNRwUaEBUUjkKj1I259iVyZeualx14/4tfPV0tMu8OPy30YW/wJaIJ5S6AEEc19+AZwWymw+7Dw5q1CKAGtJqYFz3o/HWKDDEgilrMFzsGRKAvRoSJIh9qgSDSxgN8WHI7uEBX6VSEYCAsgnH0wHL4FDuLZSTxPRG/BVJw/pi1BmLGEw2UhYuLV6DdHosUYifJINXLD1UgNjUC8Xxh0m1T87avg5UU4//+g2rYgeZUypq981j93Hua1XIP1qzXw3axHSKCR2ImBMZp4TrAgK92Gkjw76suT0VmfgcGmTIy2ZGG8JRPOZmK6qRRjjY0Yb+jDRMMsIX0EU7WPY7Lmy4zvwyW9H9f/iuv8Fo7mN7jtGxhu+QP3844ypFNv49/Q1fB3tDd8iNb6j9HcQOAQPQ31H6G15SK6uq+iv+8qhoeuY3zyGmb3XMHC4SvYfeIG9p8FDp0DcQwceww4+ugNJY48dgPHnriG409dUeLYk1dx6LHr2PfIdex66Dq2P3ADs6duYOzodfTvv46O3YTXDqB67gaKXFeRM3oJWSNXkEU4Z43eIJKBDEYaAZ0yfA1JRLRE8tA1JPddQXLPFaT2XkNGL9fvuY7Czhuoa7mBDgKut/ZtjFSzwFzxRcwWncR87hSmUxowk5KHmdQkzGaYMZ1lxHiWDqMZkRhIjkBfkoQGvYnh6GP0c36AMcTlEoOcH0zkvUc09yWEos9GaNt0Cp57LEY0x0ahMlKLHFUEknh/G/lb0mzQwH+VBpt4T63hPea1RMvyCu+FZdFYulhPQOuwdk00vDdFI8g/BpHhcYgx8B6wmJBN5BfxHqitSEN7Uw46W3KI50w0Ec8VJXbk5yQgg/eJ1WbjfWP5BM9SbTsokL/DsEhE6wTP8cjLlH/GJBDiKejmPTTYkY2Rrnw4Okvh7GqBs3sMru59mOh6BOPtX8Zo8w8wWP9fvH/+DBfh4Gz+AI6m97n8A95HH2OQBf++ViK6RbL9l9HA+6eauC6v/ABFFe8jr/ojZNddRG7DRyjgdqWt76G68y+o630b9f1voa7/TVT3/h6l3W+goOMNZLf9Bpktv0Z+809R0vR9lDX9B8qbv466tq+gufsVdPS/iN6hpzEw+iiGHecwOnYGY44TcIwchmP4AEb6FxhTGOqfRG/nOI9pDDU1Iygo6ENSShsMxloEhhZhg3cuvNZlYemqTCxbmwOvDWlYscGC1d4WbA60ITDMDrUuEXo+p41x8TCZYmC1GJCSZEBWmh7Z6RHITApDniUERcYgZGm3IFGzls9Wlpl8pVxzD1Ytvhv33XUv7rpzCRbdsQyLFnF61324fZEbz+72zp/i2QPn2z9/NyHLZbfg+Y47/x33swy6Zu2yf6m27cGzp9MwwfOmTZuUts4CaIlVjBXE87IVqxQ8r7gFz/cRz59W23Znnm+XGp0st24ODSKaEmEvqERBYzdqesbRMb4LI9tOwLn7HFwHHsXUEUL5mBvPknmWKtsC6KmTxPTJpxlSbfsZjHMdd5tnGe+Zr488Tcy6q3ZLxnn7+Zex85EvYPf5V/ic+AJ2nfuCgujtZ18mnl/CVqnGffQlpcfsyYMvwrVfAP0CnAT0yL6XMHzkyxg++nWMnXwV46e/g4mzP8DEmR8zXsfE6V9g7NgvMXLwVxg9+HuM7v8zBnf9Cd1b30Tz9JtonHqHeH4HBT1/RlbH20hvIV7rJaP8EWxNl2DjvW3lfW5t53zHZdg6BcpXid+rbgx3XFdgnEEgS6QRzmk3sSztlVP4OqnjBpK5XnLLZaQ0XkJywwUk8neRUEeE1xLjNX9DEj8zsY5oJtqt0ht2+e9gKnsDcaW/QVzJz2Eq+i9i+XXE5P8I0bnfRnT2NxCd+RUYM19BVOZziEp/AlGpjyAm7TziMs/Dkv0QLJmHkJCzF0n5B5CYuw+J+fthZ8Rn7UJ08jx0ibPE8gxDprOITJolqucQaZMeqaeV0BCZ0oZYQq3AePZ/iTl3mLmeSTK4gtNxhDFUBLRKqkMT1+FWrmObRVTKFGE/gayqaZS0TKG2cwgdfb38bY9h1CV4nuFvfYJ4JqB7XMq0rcvBqRMDI5MYcU4T2lPoGXGgtW8ENa0O4nkMduk0LJFgN/Mzb+I5JN71CZyDzIy4MYTwfck8e/DsgbOM8+xBswfM7vGd3REWx+0k20w4y/BUAmetaRxRVqLdOg6T3YnEVBfSs1zIyR5HXs4YCvIdKCh0IrdoHOlFDqSUM+oJ5A5iv3caVj6vYnsdiOlzcjoGE881vtcFa+8kMT0JU5UT0YWj0GQMQpXQz3MYgH/UIPyixhAcO4fA2G0IjNuJAPNeBFgOIiDhCIISTiPYdh6hCY8jLPFJaFKeRWTa8/ic/zqvT8Z5/gTPN6ttr1u1jAWd++B1/51Yt/wu4klAJu1pN3J6a4/a0vb2UzzLcoGxpzq2AFWmsu6axXcobZ89cBZYhxAyAmfZpwzZ4856ylA/3MdqqdbtzjxLe2fJPodsFNASR97chhHpv5EI4TFxXt7fsoKgJ543Es8rpXdFwnnFXcTz/TKslhvPt1bbljbPSodhq6RnZjlmAY9kPnlcPCdp4ys9TAuiPXCWrLNnDGipWuTH7fzXLFXGeRY4e0sP4svvIaDvJfoXc/sVRL50TEUw+RJb3lJlm9MtgjmeB7EsvWwLnJVOwwTd8g8FriNVtiX77MmgBhGC0mO0uzq1ZPaJM06VatWCOoYsk6n8I0IALVNpuyttbgXPgmQPnmU/yhBUXK5U2/bn9xCwnvtzV52Xtuee8aRlLOVQXn+lHa+gW7a92WGYp9q2YFbj56V0GJYUE6KAV8tzD1ovY3lLpnox8ege31lC2kILlgXPt2aiZR2Nvxeiw9bBGLYWsZqNCpzjIjYrmWd5TxkvezNBvolT4llgLttJ+2Hp1EyBr2CY563AVXoLlyrxDIPfehgDNyE6YAP0vP+iBNIM2U4tw0/dzCJ7wp0t3qAAWfYlGPfs11P1Wqaez5VrJOvINZKQZZ/i2g1uea31X4PoEGnn7E00b0aciucZvhkWjTesmi2wa32RYpCq24FINwZ+Auh8ojnPFIpCSxiqUgxoy7Wgu9CGHsZQcSJGS5KUYammCGbJPC/U5WKb0u45D3vbCrG/o4RgrsTpkQacGq7HIWnb3F+FE4O1OD5Qg0Pd5TjYVUpkV+PMWDOOOVpwaKQZh4ebcXSkTWn3fFaqao/3cb4X+wfasGewHYemBnF8+zi2O7vR11iMGhYy6ysS0NWYhtGebCXTPD/OcEnWOROuoQw4BwmYoTIM91aguZ5wLkyDPSUGsVYd4hNikJJiR5I9CTZCOcmahfyMSqTZi1kwTkNEuA0qlRlhagu0USmIM2chNjYNOq0dEaEW6IKtiFGx4KJJQ0pYMjJCWVAOTUBJaDwqQ+NQQwTXE80NhHF9iBb1QRrUE6L1oZFEcwRxKhleDfL4XmZ4FJJk+BtCWh+sh5aIVoVEITCQKPYjkv1YuOc0wJ9wJnp9fdTKMul8KJDolak/3/Phsi2c30Q8b/TXMjjP7bylmqi876OC35YQBBPR4dyHlhiP4rrxxHpakB4FxITAuSrUgBoeRwMh3RYSia5gNXpDiBBVqDLO82i4L0bVxLNmM8b13piO9cWMORBztlDMJ6gxlRABJ2PIqkVrrBYVWp6nWo00VSRsARoYNofCf60Kq1cSu590GMZ5Bc7/Tx2Gaf4Zz5IdFvx+Bs8rbuL3X/H8WUS7M8xehLOX8lnuDqKUNs9ctorTdauk0zA9An2jEBYaBYNeqm3HE89WFOcmoLpEhqpKRV99mtJhmLOZ915rARyttRht7cZYswuOxv2E8mMYq/0qHLU/Yfwew3V/wSBx3C8Z5Jb3Cab3CZ2POH8NPc030Nl0A+2cSqa2oQmo51Tp1br1KrFyFd3DwIATcEwDkwTu/EFgx3Fg3xnC+aFP4XziSeD4zTgm8TQB/dQ1JY4Q0HufuICdj32MhYcvYO7cJRZoL2P4+BV0H7yKlt1X0bCTeN4KFLhY6CSMUwauIWWQBc7+a0hk2Bk2QtnWfwXWvuuc5+veG7B2XYNVxi9lpLAQm9p+A9k8t8r6C2is/hvaq/4H/RU/hKP0RUzkHyWUXZhIrsdkUi6mkhKVTr+c6QaMpso4zWp0J+rRbY9CV4KBUwN6bAYCOQp9nB9IjGJwyveHkqIwwhhNlojGMNcf5Hr9thh0mKJRrdciXx2BtFAt4vkb0Ut79nX8nfB+XM97arXcE4sjCWcdAUNIE8/r1xrhs8mIIL9oqPn7jNIaYTXFIj3ZgtzMeAW9jTXpaK1PR1tDGvGchMrSRBQS1hkEtiU+HnpdrFJtW37L8lsMDAhHOBEfrY9GAt8vzEkiwlPRQYQPdRfC2VuEsd5ijPdUYLy7mdMhTPTswGTvA5jofYmgfpX3148w0fobzLT+GVNtf8FU+7uYbP8bcf13ONoE0R+in9HV+CGaCYGayvdQXkyIFBAhBX+BveivjHeQXPIm0st+j5yqN5Bf+xsU1P8KefU/R2b1T5BU8RqsJT9EbMH3YMz7Nsy5X0Ji3nNIK3wK2eVPoqjmMZTXn0Nl40k0tR9DV+8h9PbuQX//Dgz2b8Vg9wz6u8bR3znA8+rm6y50t7WhuaGFx9OEgtwqJCYWwRCdiYDgBKzfHEc8x2LZ6hisWGfBqo1mrNgYBa8tOqyVmjXBBoRERiHCGA1DnAHG+AiY+dxJ5H2SmhWBjGw+a9JCkJUQgPxYH2ToN8AesZp/B6V50xL4rL0Xq5bcg/sW3Yt77lxKQDOI57v4epEHxHfIMFVuJEumWeCsDFOl4PnTzPOdd96u4Pk+lmdXrV6KDRtXw8d3k5J5VqpsE8+eNs9SdTsoKAibN2/GunXrPsk+r1xFPK9ci2Ve/4znJfe7h6u64/O38zNvw223/zv+neXOz0u5mp+1PtAPYbFmxGcXI7umFeUdo2h1bMPg/BE4dj6ASck6K3h+6hM8C5xnTz+NmVMMpd3zswT0cwT0s3AdfZZofg6Tx57nus8R2s9xneex8ODL2PEw4fzoF7FHpue/gJ3nXsY26ezr1Avc//OYPvo8Jg4xDr5APL+EqUNfIKS/xPgyJo5+DeOnvgPn6R/CdeY14vnHcJ56Hc6TP8fYcYL5yG8wsP8N9Oz8HXp2vIWe7X9Bx9xf0Dj5Nmqc76De9QHKh/+BnM53kdnxD4L4IpKaL8HezGdPC5Agw0URv7ZOwNp9A/Zugpk4zuRriQxGumSZOyQk48xnkWSeu64TzdxHG8HdIkNRfQx73UdIrP2IWH4fNv5WrBV/haXsHVhK/wxr+Z85/wfEFv0G0fk/R1Tef3H6X4gp/ClilN6wv0UwfxOGjC9Dm/YitClPQ5f8GAwpj0Cf/AB09hPQJhwmiA/CmHoIpoyDsKRuQ1LWVqTkbkdSzgKScheI6O2Iz5hDdNIk9ISmzu5CpCf4Wps4Ca19EpHWKca0EpIt9oQb0gSzWbDsiXl3mLj8f8FzqHTKxW3CpU20fQYx6dOwF0zy9z+JYv79qmkfQHtvLwYdToxNzhLQc+gfmUJ3/wQ6ul1o7RxFS8cI2rsd6B10YXBsijGBriEHmnoHUdE0hKyyYdiyxhQ8a6zELuEv7ZtVhG2oZZx4JqDNTgSZOCV4pT2zB8ifRbLErVW53f9AmIbaxPPidpF8P5LzkdxPJM/RYJOMtwvmtEle5ylkFM4gu3gSOQRzdrEDWaVOZJRPIKl8DAlVo7A2OXkvTcBEOMeNTiHOOQOjYwrRwy5EDXB/hHR0NzHdNoG42klEF/NzshwITxkloOU8XDyHWYRZdvPcDkBlOwZV0hmEp55DeOajUGfK+NtfRkTm16DN4T2T/20Yi74n1bZXYiPxu+Kez+P+O/4NixfdxkKNG8/rVy3nH6fFWLl4EfF8t4LicH/3mLSCXXfmWbLI9yrzUpVbOgyTHocl0yzZZ8nqSm/DAlSlzfN9n8d6wlbeF7hK9teDbumFWMa6lQgl5vwIxi2rpNOxe5TMs7vKtGSBP0WsIFp6fxY4S3ZYACuolSrUAug1990Or7v+XYnV996OTYS1v7Sd3kAA83wCeNz+3LdkjbdIb9vc1pfHHcTjDhfs+K4hzNcSvNIjMj9bAdFKAnaFsp5ss0W2kerehLu0t5bhqrbIsFXLFxHXdxHai4kkqbZN6BOG0llVGMEpWdFQAlXJbktVYckuS6dhaxichvCaeTLPgXztL21spZr0zTbQCswkS34TsRJBsq5kk7m+vBac6YKIUobAzgM9gbIMvxTA/QTKvnwIP4I5gpiMDN4MDZEo35s397NJznG1+x8k7rGU3RlXDx5lKllo75V3YYuMp7xa2j17QXrUTjSGIF7rp5x7yMYl8Ft9N+MenvMyXle5FtKG3N0WWubDpb0z5+X6hBOYGsJaH0Jchq5T2gCbiMlY9SZiaIPyzwi193Jut5zbLOH1up/Hdj+BvFy53uEEdDgRHMp9SZXx0M3SUZtUO1+htG3W+xPlwURryGbEcGrkNTLINZBOxwTB3N7dAZk7IgOkrbIAX7Ll0mmanL9UMXdjXUE/QxmCjNdHdfPzlHlO5bq7s9PSBpy/FUE6lxm4v5jQTTCrvREvPWwTzgLo2NANnG6Ahfix8xomGQKREh2AtOhgZMQQ0GYVCq3hKEuMRF2aEZ15NowQyhO12RglmhU8l6dgqjoDM7VZmG/IwfbmQuzrrMD+rgocYBzpq8GJoUYcH6zHwe4qHO6p5jwxPUosD9TjcG8NQV3H1y04Md6GI45mHBysw77eKhzoq8LJ0Sacm+jECUcbDnC7PYzDE104tTCCva4ujLQUo7nUjpZyG7obUuDozcGUMx+zrnxsnczD3BhfD+fANZAP50ApRrjPlsYi5OalIi07FZakROiMMYhgAdigj4cpJpWF1zzYLQUsDFcgM7US5thshIXEsYCrR2iIEbpIK6L0CYjSJUCnsSJSFY/IEBN/ByZe03jY+DqF2M5UxSEv1IhCQrgoWIfiYC2KidJSwrmcGK1klBPOxYFq5BOSucRpRpgeiapofl96GIhXrcoAFeeDuG0AcewvmWOGf0CEUvB2dzjkBnFAoI7LtUp22VuBcyQ28PUGwnijTwQ2eUdgC6fefO3t7YZ3kG8E72Mt9H56xPlHwx4QjWyioIxRG2REc3A0OlhA7Q3RY4TH4+BxjPG4x0M1GFep4AoLhFPjB2eENyYMPpiNDcBCfAi228OxLUmNmcRwjFnDMBCvRptJg6ooNfJYeEwlns3+GkRuCuNzJxTrvFRYtTyUWFV9MlzVkqXhDOKYsF1GEAuaPXAW7MpQVsuWqVjIDMOKpWHwWhbOUGOlBIHstUTNkCmRvJTrcxvZ1/LlRPUKFcPzeQJ0WYcwX0I0LzUQ3dHwWuqOlcuj+fcqmsfH8IrChvUxvHZSlT6OCIqHxWxBeooVJbmJqCtJQVtlOnrr0jDcmAFHM38r/E0MNzcQN8Nwtu2Gq/URd1Xbhp9hqPZN9Nf9HV0NF9DeeBEtLAg2tV5EQ9tFNBKarW1ACwuEjSwYCpZr+LqKBb/KLqCChcJKwrRm+DpaxoGuGQJ6GzC2B5g5BCwcA3YRz3vPAfuJ5wPE86EngMNPAQcZ+5+8wbiuTA8Q0nufuo4dT17G1scuYeb8JUyeu4yx01cwcPwqOg9eQ9PO66ghnEungFwHkDoAJPUCiTwOa+cVxHddgrnrCsycj+u4itj2a4hruw4zjzue+I9vJKYbriGp4QZSGNn1V1Bc8R6qy3+PprKfoavkGxgofBSj2bswnjGAcf7+JpIyMZVsw2RKHMZTDHAkaTGUqCWSowhm4tmiR1e8Tolei4EodqN5OMmIseQ4ONPi4GJMZpgxk23BRFoMxlONGE2K4fpRaIzmb1CtVn57SfxdxG6OhHodf2MrI7BBajHIvSbDVN3P+1H+GcP7Z/1qPbw3GhDkT7SFEc+RRsTHxCDVbkZBlhXVfC42VqejuTYF7XwmtdYno64iGWWFycjLTEKixQqDNhoqPgv8fcLh6x2GEM5HaPi7N8bDbktQ8NxQnooe4nm0pxCTgyWY4vNrrIuA7qwjnHsZs5jqOc54ElPdX8Jk53cx2fILTDb/kdO3MNXyDiZa3oaz6S2MNr6Nwfo/o7fmTXRU/IHPzDdQW/AbVGT9AkXp/0Vgvg5b2k8Qn/IjmFO+z4LldxGf9R1Ycv4D5qyvIzbzyzBmvKQgIMx6HsFxZxEUcxKa2MOINe2Hzb4fqZn7kF2wA8Vl86iqnUJT8zjaO4aJ50EMDhDL/T0Y7O0knlswyHMY6azCMKO3tRytDaWoKc/neWchJTkVMTE2otOIzd46rF6vg9caPVatM2LVhhisJJ7X+ERjU2A0/MKjEKI3sJCsg8GqQyzvD3NyBJKz9MjKj0ZmbhQys3TITeNzxxaErJgtSNKuhzlUmlGtgD/LZWuX3IslylBQxKmgmXHnokWcyhjP7vbMSk/bMs7zzVA6CuMyd+ZZXruHsrrjDhmu6k6skFFkNq2Fr99mBc+eDsM0Ghnr2d3uOSQkBFu2eCuZZ6my7Y61WEk8r1ixms+lVYyVfM6twOL7l+JeHqNknuWz3D1u34Y77r4TS1YsxVqfLQiO0iMmNQOZFfUobxtB68g2DM0fh2vPOUwffASzRx/D3AmC+dSTRPMzmDvzHObPPs/Xz2D+DGH8wEtYIILnTr+A2ePPE8wvYPrYi0qv2tN8PXtK3n8FO859Bbsf/ioR/RWlo6/5B7+A2bNfIK5fIcS/yPgKYf41Tr/Jff0H5k59l9t+l/Pf5+e9hpmzP8XUmZ8xfoGJU7+G8/gbGDn8Owzs+yO6dv8JrdveQgPBXD/zN9RN/wPVrvdRNvYPlI7+A2WjH6Jg4ANkdfydcP6AAL6AZKUatmSLoYQyXBSfSfJcSuS8QDmjnXiWKSOdz6MUYjup8TLsfObamy4iuYn7aXYPHWWpew/myr8QzO/CVvEukfwW401YSn4PM7FsLvoFzNJmOe+HiMn5DqKzvomojK8xvoLozC8RzM9Cn/44DKmPQpfyELRJZ4nQ44iwHyF0DyptlLX23dAl7IA+YTuMyTthStsBW8Ys8TyN5Nw5wnkWidlzSMiehZl4jRE8E8m6BELQIm2Up4jjKWgJXF3CLLQ2d0QKeK0ynb0J6JvZZgXShPMnWWdPtW1Zzv1Zpco2g3h1V92eVtpF6xOnESfILHAht3ocFa1ONHcPo2dwECNOF8an5+CcnMewY4ZQnkB7zxia+ZtvbB9CS+cwOgec6BlxoWdYhqoaRx3fL2keQ0YFUZpDPCc7EZng/mxVvMQEQ4aaIpI5DTNLSMdgPCbTDMI5L6FW/inAqWSs4zyIFlQTzOZxhmSeuZ9Y2Y7b83U4MR5u5eclu6DPcPG7cyGeaLZXTiG5hudY7URC5Qis1cOIrxtFXP0wYhqHYWwfgbHPAePQOKIdE4gem4LBMQ39yDR0A5PQ9k4iopOQbt2KuIYDMFbsh65gLzTZ+xCefhhhKScQxnsgLPlRqFKegTrtJTeWs7+OiNxXEZn/fegKX4eu6GfQl/wCxvJfI6byN/icwFUyrsvvvo14/hyWcuq15B6s9VqKDatXYM0K4ll6xl5GwG4kEIgr6dRLxmSWKs4y/NTGFXcrOJZlgmoZasrTjliqY8u4yTIv68r4y1LN2zNOs4Qcg4QMNyV4Ezx7Mtie6t+CNmkf7IayVM+WLLRUx+VyrisZYndG2N0DthvQ0u75Dqy+59+x6q5/w5p7byOo7yLeCEtBPfcZxH3Iax8ek2SRpaq1P89LxgFWqlsTRdJmWU10ujOYxC4hpFR75j7kGmxZQzgSmdJjuM9qznvdrcB50/I7icm7FNwKYgVOClyJZ+mtWoGngq+VbiR7Mszcn2BZ0OweC5rnKngmYOU9WS7tpT1Z6RDJMguiJZPMdfxX34tAZT05B2lzvRZaySZzKiiU15JdDuV1kx7UlXGziclwfq/aEG/oVL6IIKBDeJ19eX228Pp4r1mqDFcm0BaUe6oruzOsKxSwSw/Um1csUs5ZlsWqfWHVByEm3IfQXYcwItlv1d281ot4bEt4TXk9pSo34R249j4Er+d1Z4RwX7JcQ0zLtdf5r0JMyHqYiGcPLOW1IXANInxWINKXyPbmNdlwH7e9j5+zhOe5AtqgdTyf9VDxfU918TCuL1W7Pfs2BK1Xqkmbw70Jq00KZLUBaxQIC8A92XGJCBmrO3Sj0tGZjGUtGXOpKq7An/uM9PEivnm83E7OLZL3jlbuHX6WfO+eds7udv1yXO4q4MaQjTCFbYRVxnMmkqWTMDlHY/A65XyVTsMIZxnnOS0mFOkMaQOdERuEQls4qlL0qE83oi07HsNlxDLxPF6RjrGyVExUpWOmnkCty8JMQxYWWqSDMGnrXItDvXUEcy0RLe2a63FssImwrlaWHxsinvla5o/2N+DESAtOT7TjzHQnzky24thYHY4MVeLEaA0enGjCybF6HBmuwSHGyYlWPLRtAMenujFLqPcT9N3liehvTIGzPw9T40WYmSzAtplCbHMWYOtoIQuaeRhozUV3azGaGopQWJgNe0oGTLYsGIzJCFWbWZiJg0ZthTEqHSZpz5xQgKy0UiRZs2HQxCEsKAJqFrK1Ye62jlJlUzJPKoI6LDQaEZyPZIEvKiQKJr62h0UTiXpkEJsZgRpkBkYgO0iL/BAimhAt47RcMrw3UZ3PaSaXJ4caEK+KgpHb6ghnwXMgIyCIOCagfQllwbK/Hwv5PhqlirYP5339dQwW7P212Mz5DQT0ekE0cbzFRw8f6UCMsUWmvlHcRzSCAqL4PIyG0d8Im18s0vxiUOAdhxpvM1oD4tFLII7wnFw8pzme09ZgI7YGRWMuWI8ZXospVRgmNUGY4H01bfDHvDEI20wh2JGgwja7CjMJwXBYg9BPULeZw1BjVKNAF4nkMEKFeFYTz35rVdiwSoXVK0II1VB4SfZ5BaG7PAKLCZjFBIzEkqWSbZaIZIFSMsVE9vIQopixRCKUAOYyhhe3Vap/c70VSyS0RDEL4RIriCCvICz3CsByfqZ7SCxZR6+0b11xv5ER80msXGxkRCugXr7ciDVr43gd44nneOgjrTDHmAknC8ryUtBYnoGO6gz01WdgtCUbY7znRpqKMdTQREiPw9V+HNMdr2Ci7b8w1vxnDDR9gO6my2htvoKGlsuobbuMqs7LxPFlVHdfQz0LgDJOsgwBJVgu62H0E7BDQMkwY/Q6Ksavo5ZwbiGcuwjnwX3A5BGwAHwdC8TzjoeA3YTzbgJ5z1M3sPdpolqB8jVse/w64wa2E9XbGHNcb+rhGxh/8DpGz1zFwImr6Dp0FS17r6Fu4QbKp24o7ZszeQypPJYkFkZtbYRxK8HMY49tvYwYFkyNhHJ0/XVE1V6Hsfo64iqJ6MprsFawwFp5BSmM7MqPUFTyJ1QV/wINJd9HR9FL6Mk/heGsGYyxpDueWoypVD5fUhMYZkwmx8CVFI2xRCOG7EZCmYA2a9EVF4EuUyTvMR0GbXoMJegJZyMm0k2YyjARznGYzTRja048ZrNjMZVpJMSjMUhstUdpUBMejqLgcKR5q2HZFAHtWi0CvPjb4b3mtcTA+0qPZffzvlqiUv4xs9ZLg83rIxEcwOdAuAnGyDiYo+OQnmBBaV4ymqqy0NGYi46mTHQ1p/P7TUNrTTpqilNQmpuK7KRkmKNMiFQR4L7E8+YwBPO5EBkRp6AxwZaIvLQE1Bba0FmThqHWLEz05WNmsAjjXYVwdVVhsrsDU11OTHbsxlT7Gcy0P4WZti9jovE1jDf8Bq76N+BqeAPjdb+Fo/ZXGK3+BQYrfoae4v9EBwtrLTnfRmPmq6hJ+RrKEr6A7IQXYbc+i9g4FvqNjyAi5hGExzyM0JhzCIw6hYDo4wg0HoKfYQc2h49jffAQNgb2wz+oh8+9HsTq+mE39yI9pQOFBa2oqW5GS1MdOturMNBfiZHhKkYlAV2Gob4SDHcV8Lxy+EzOQW9zDlrrMnkfJCE/y4aUpHjEGmOUTtQ2b1Zj9ToNvFZFYOVqPVaujcbqjdHYLKMOqC1Q8TpGmGKh571gSjMSG0bYMw3ILjShqDSBz3krivJt/F7iUJimQa41GGkGX9iCNyJqI/++rlyKTUvvx/J77yaWCeC77mQswm1KJtk9TJVMJSQD7R7v2YPozyvhrtbtfi3YvovbL1l6HzZsFDxv+qTDMKXqNtEsbZ4l+6xShfLZ7aPgWToMEzyvWbMeq1etx0qvtXxOrVFCEL14yVLcd99i3HPPffwsyYATz/w8Ob5ly5Zh3Zb18NeGQpdoRVppFSpbR9A+sguObbw3DjyG2UMPY+uJx/g8eBJbzz5NxBLOxPL82Zcxc/IZbD3zArY98LKC59mTkkF+lnB+DlNHnuez5AVMHpZlL2P+5Bex/Qzh/NA3se3hVzF//huYe+gbmD33Tcw++C3MnfsO43uYe/AHWDj/E2w7/1Pi+qfE9U8wRzQvPPjfjF/zGN7g698T3G/BdeJdDB/4K3p2voeW+b+jbvYDVEx8jFLXBRRJ3wpjl5E/egUFw5eQO/gxsno/QkbXh0TxB0jt+JBxEZk9kmGWTLJ7GCmphi2QtksnYM03kNbiRrNEGp9PKQ2XYK/9ENbKvzP+Cnv135BMNCfW/gWWij8htugNxJcySn4DU9EvlWrYpsL/hCn/B4gleGKyvsx4BTGZz8OY8TRiiOXo1IcRnXIO+qRj0CUdhj75EOcP8jvZSyDuVDryirRtg86+QJRugyFxHgb7LPE8TyDPI4HPvUSCTrKhyTkzvJdnEJ82BVPyNIx2gs02QywTxoJfE/FrWkCkmWGZvyXTLFW13eHOwt6aiRZQu0MwLdtppX20gNvGdW1EtDLltpLFJqKjEicRnz6OtAIHimqdaOgcR9fgGIYk6zwxhYmZebgI6NHxGfQPu9BBZDZ3Ec8dg2jqGkRr3yjaByTG0Ng3wb9rMyhumkJG5Tis+U5Ep40i0j5GMI8pvWO7kTwFNcGrYUQSzIJ8Nc9ZOjALl4y4xC3nKnCWKtphJifUcRJjylR63A4ltEMJ7VBCPNgyjtBEvs/z0WQ7oc13wFA2jpiacaKXmG4Yg6F2ANq6PkQ2DyCijfOdw9D1jsIwROg7JhE1SiwPTxHOczAMb0f00G4Y+ndB37MbMR3HEd/yOMx1TyO64inoip9BZMELiMj/EuNb0OZ9n/Gf0OURyQW/hr7wt4gq/B0MJX+AvuxNGCr+jOiqtxFT+64SCp4FqF733o4li/4Ny+65HSuX3quM8bxp7Sr+IVqiLFvO2LJ6KQv9G6EN3qJAWao6r1+2CBukSjfhKMuk6rUAWrKWAmiBs2Si5X1ZT6psC54FxpKlFih7xoaWqQBaQl7LOlK1W6p4BxLLAmT3GMPuLLM7E02Y8LUyfNJmd0ZaYC143sjP2rDkTqy7//MKnNcvvl0BtWDZk8mWdaW9sqf6tf9qd7VoyRoKgATPEUSS4EiyiIIdGYpIqkXLOXnwLNW9t3Del+FDRAogPZCU6taejK8nZD+e+QiiWrLcCoD/b/Asyz+LZ3nfE7LM08GYJ2RbaeMrnWRJD9MylXGFFTz7rkEg9xHA7ULk/aCN0Kt8YAj3VbLPskz+KbBx5b3KUGXe3F/gTTR7Ms4SAmlPeBAt/zCQjHecRoaV8iee1xO2cg4yhNfdCpZDJRss1c2l7TSXy1TBM2Gt4JnXXk8gCyIlCysh81GErJ6gFqRGeC9Xpvqb8+GCZAJaqsVHh23muWzmeUk1azeaw6XKvFQHF9DeBK6g2aLxVQAtGeAoyS4LlvmeAFuqVUtIp16eYaSiOZUssxy/+5gXQ7NlGaJ5vAJ7iTgiO1a12b0/nr9cD8lcRwZK7Qp3r/LyT5VYridI9uBZQuYlBM4yVFVKtIzxTDjHqpAWSzzHhCBLqmwnqFGTFo3WXDN6ixIUPDsr0uCqTCeg0zBJKEwTzlMs/Mw0ZGNbG/HcU8moVmJ/d5USh/uI5MEGYrmWaBYsE89DjVxeiyP9hPVQA46PNeHUeAvOTDTjAYL5rKsBZ8fr8MB4PR6f78Aj8514cLoND8514ZEdQwT0EI6Ms5DdVIiBmgwMsKA6RjyPjxHLzjxMu/IxPZKL+ZEiTPUXsaCWj5a6fFSUZyMnLwOWhFREx6UgQm+DSm1CiCqOBRoTwhhajZUwSiCkE2GOTUF8bCIMkUaEBIZBRcCqgmWsXx0CidNAYjUkSE9IG6EJjeL3oEMsIWxVIKxFBguBOYRyDgvIOYHEM6FcxPfLuY+qEAOqVdEEtB4FfJ1DOKdxHzYui2PhWs8I57Ig4jWAn+HP7X35mb78TF8/T+iVkM7BvP0MSmz2N2ATYSzZmS1Eso/SK3cM/Hxj4cvw84/jvuKUHrw1gbGICYhDQqAZGf7xKPWzojHAhq5gO4bCLBgPi8NMWCy2h8dhZyinwTFYCI7GPEE/F6bBTEQwpnWBmIsKxEJMEOZjAzBvDsR8fABmbEGYSlRhhJhuN6tQG6NBoT4SKeFaxAVEQLMpnM8vNTavieDfhAisIpql6vUKLz1ha8Di5Xrcv4zTpe5YqoSWoGFINnm5RqmOLVW43eHOTC9bRvBwu2UyvBDxs5wIklixlDjm+15eau4/jKFh4VQy2dKeNYrrEMlLiWfpKIohwxNJu1cvgn0F9y9Vytet5fX3NiCM10CyjpZYI9ITY1Gen4imihR01aVisIn3YnsOXJ0yZFUZRpva4WiZgrPtBAH9BU7/CyOtb2Og7SN0tl1Fcztx2nEVVd1XUd5zmUC+gvL+q6jsu8a4gQoZCmrgBooHr6NIerYevopCxzUWLq+gbPIKquauoXH7DbQRzz0Hb8Bx9DomCN/ps9cxTzxve4RAFiQ/SVA/fg1bn7iKecbsY1cx8wjXe/gaps7fgOsc4DgLDJ0EermPjoPX0LzrEmq2XUHF9DWlc7DMfhmu5QYLpoC1CTA1Asb6a4iuu0osX4G+6gp0lVehK7/KQsEVRJdeQmzJBRZGP0ZC6YdILnsfaRUfILf8rygt/i2qWCitL3gVbXlPoTfnMEayJuDKasVkejFmM9Iwn2HHHBE8QxxNpRLQKbEYZQwlxqDfGoVeiw59Fi0GiOEh4tkhwCaeXamx3Afv3SyTgufZDHltwHga10nWYcASgbYoPt/U4SgNUSPTTw3rlkjoNmgRtErH8oQWq6QWAmPZEnczAqnNsIr3zKZ1kQjibyoyzIwYbTwsMfFIT7KitCAFTTU56G7lM4nQ7WvPRm9rJtrqMlBfloqqgkwUZWQixZKIGB2fNfLPsC0q/i7D+ezh791gQny8DdnJFlTlWdFSkYzuumQ+u9Iw3puL6YFiTPSW875qJJwHMNk2g4mW/XA1ncRE/SNw1bwCV9WrmGRMVL/K5/Q3+bz+OsbKvwJH2ZcwXPwK+vOeQ3f2U+hIfxTNSedQm3AG+fHHkBSzn+eyE5qwrQgKmsGWgAms9x3Dap8RrPIbwmq/Pqz0bsXyDVVYuq4Uy9YWYc3abP4WshARXgBTbAnhW4Tc3AKUluWgkX8Purpy0deXQzTnYFCiJwsD3dkY6CSaW7PQ05KDzqZsNNVmoJx4zs20IsluQnR0lNKJ2qYt4VjD54PgedUaA9ZviubzLRpBfB5peK0M5jiYk02wZ5uQVhiHzKIYwjkaxWXxqKq0o6qcUWJHdZEZZdk6FCepkctnVIr0+8EynXr1cnjLqC/3LVLGaL79LuL47kX4vILnRYTwXQpQb0W0G9JSpduN5ltfy/w999yDJUvux+o1K7B5y1oEBPpAFRakZJ61ugjo9VoF0YJnX19fpdr2J3hevQ5rV2/EqpVcRkB7EL1s2QosXryU+76fnyNVxW/imce4dOlSrNm4BlvC/IiiOCQXlaO8ZQgdw7swtu0BzB58AvNHCOeTT2Lb2aew8MCzRPMLjFcI6FcwSzjPn3FnnKeOP4fxw0/DefApjB96Bq5DL3D6AqcvYeroFzB74qtYOP0qtp37Np8p38e2x3/I58pr2PbYj7H1kR8T0a9h+oHXCOjXsfX8L7Dw8K+IaGL5od9w+gZ2PPJ7bD/3B0L9TYL9Lcyc+itcx/+OoQP/QNeuD9A4+yGqJz9GydglFIxeQt7IZeQMXUXWwBVk9VxCZvdFpHddQDrBrETnFSWyCGdpz5zSxmdTu0xvILH1GuxNV5BEKCc3XFTaL6c0fEwkv49EGVu56h139evy3yNeho0qf4PzxHLJfyO28HXEFf0nYgt+qLRZNua8qoyxHJX5BejTnoUu+XHGwzAkP0gkn4Yh6QQxfJTTw8TxAYJ5HwG9D1rCWWuXjr62QWOVDr0IZ/tWJXQJM9ATqwLo2BR3ljk5b5oxq2SeE7KmYSaeY5NmYLBOQC+ZZsJX8BxpJnrN2whL7tc8p0D502rLnwL61hBAe7LSEloFz/M3X3Md4lltleB+lKz2lJLxTsh0IatkDOVN42jpdaHfMUE48xk9PYXJ2TlMCJ5dUxjk8s7+MbR0y3BV0uM2p90j3GZY6SisrsuF8vYZFDZMI6NiArZ8F4zpY7xGBK30rq1kh4liM4Fv4jkydEqGXHoLn/kEze6QTs7kXBmWCU5dStVziXDzGMOBMDNBzfNQ8TxCef2CrAR60hjC0hhZXCfPgYhSJ/TVLkTVu6CrH4OmehCauhFEtLigaXMhsnMKur4ZRA0twOjYBePYHkQ59sE4ehixjpMwjT4A08g5mIcehrXvWSR0fAW25q/BVP91xFZ9C8bK7xLSP2b8DDEVv0VM+R8RW/4W4irfhbnyb4iv+gfiqv8BY/VfCea/I67+A27rjs8JUgWoq+6/E8vu/jwfUndiNR9Wn8Xz0rv+HRu97ofKR9olb1Kyy5JtlirbEgJJWSYokKmgWbLOgmgJyTwLtAXPG1e4OxgTLEcGbVawLD10e6pwS0iVbkG9QFuqe0vVatVNKN+KZwGzVN32dOolIRllwbNknT2AlnnJOstyyUy7e+9295atdPbF5TINXCvVn6XKtqBZ2idLNdwV/GzBtrvTKWkjLHiW81cATVT68PxkKscpVaYFkB5Ay5BGnjavHjQLmiQTKVOJW6tne5AsEBYQS3wW1bfiWVAsIfOefcj6MvWsL+t6EK2VqsPEs+BY4Owv2WS+J3jWqbwRpfZTph48b/C6WwmpoRAo+7qZbXZXE5f24bw2N1Ety+Tc5R8Gcl7GMG8F0HrCUUVoKpnmmxlmiTAZH5nLBc+3wlmuuWDVELQO0UFEq6BZetH2WaEgVaCsJYQFzpLt9WR85b2wjYt5LEuhDyFWVYQqt1M6ErvZtlpCUBzOz9bwc4wErTVCwOqHeLUP4ohoyUjLOh48y7FICIQFzxL6wHXKccoxB9/Eswf6gmcTP1v2FSPYJqKjVVsgQ1Npg9y1KyT7LLURbsWzYFnwLGCWbLPZE1ErAAD/9ElEQVRd53+zunawknmWcM8HI8+qRmlSJOqz4tBNOA8RBqPljNJkFsZSMFaWzMIZAU24uqpTFUAvtBZgd3sx4VyBI4MC5jocHqjFQamGTVQfGajB8eF6pTr28eEG5f1jQ3XKsqMy1vNwHU466gnmRpwjoB8knM866/D8rn68sGcIz+waxlOMJ/Y48PhuJ85vH8NCbz1GGgvR38iCWUc2BvuyMDSQiZGBLIx0p2O0MwNDLdnoqMtGbXkmCvJTkZyeBJM1EXqjDWERcQgJI4xVMQgiiAL89Qjw0xGbEQgK0EKvNcNiTkac0ULIRiKUhToV8RskVad91QyNgmcN96EjeqOIShPhnBAciVSumxMSgQIiuoCAlt6rCwMiUcJtywnhmmAD6kKjUclpCQGdTyhncB92LjNzPpqh5nxwaAwCeWz+gQbCV4afkiCmA7gsIEbBsbcvC5YSMh8YA+/gOCV8gwTKZh6vjAltQUCAha8lZJxoE9R8LybADHuQFVmBCSgPSERzUCJ6VYlwqO2YVFuwVR2PPRGM8HjsDjVhl4qIDovCNo0WW7UqzOuJ5mji2RhEQBPO5iBstXJZYijmUjQYT9Kgh/dTo1mL0mg9MiMNsPD66L157TZqsXl1FP8W6LCSsF25TIcVK6IIYyOWMBYvj8aSZe5YtozLFei6cbyE7y3mssWErydkvaXLjMQOp0uilFi2mK8Zy5cQxnx/pVcUC6U3g59xa8h7MjTVSi9BNjFPaK/yCiOagrBmuT82rwtGkHcYIkM0iNVFwm7SI4tgq8iLR3NFErGTioGmDDg7cjHZXYDxjko42noYcwT1KYx1fJH35E8x1PE2+jo/QlvXZTR2X0NN73VUyHjIg1cUIBcNcdp3AcX9F7nsMgqHryBv6DKyBy8ic+gCskcuINfxEfLHP0Lx1MeomLuM2u3SNvkK+g5exsDhSxg5fkWpeu168ComH7pCIF/BxPlLmHj4ElyPXIbz/GWMPXgZw2cuYujUFQyfAvqPAd0Hgfa9QNOO64Q5MT91BQWOK8gcuIykjkuwNF6BiViOqbqOqIprhDKj7CoiS68govgiIgsvILLgY2gLP0B0IQsIRSyslrxDOL+FDBZYsyv+hKKK/0FN6c/QWPQ9NOd/ER05D6EvaydGMocwntmA6bQCwjkFWwmqOcJ3NjOa+JUxm41wEMYjyXEYTDAS0Hr0Wd14lmyy4Hk0MQqjdq5LbE8TzzPE90RqNJypOoylaDGSpOU2kWg3alAXGY6ycOI5UA2bD+9J3o9Bq7XEcyRW3qzKr9xv8g8UIlpqM6wnrgN8CDhVPGINNiSYbMhMsaOEz5aGKhmqKh+D3UUY7MpTAN1en4G68jRUFRHPWRlITUhCXBTxzGeCn7cKvj4qJdMaqY1BbKwZmYR4VX4iWqrS0F5LQDcmY4TPMclAu3oI6M4qTHa2Ec/DmGiawXj9DoxV78NkxXHMlD2gxHTpWUyVnMFk8WlMFJ+Eq/AYnAVHMJJ7AINZe9CXvhOdSfNoZuGy1DyOdOMo4jW9/JvRisDNDVi/vopoLcOylaVYsqqYUYDFKzNx//JU/iaTsHiFDStWxmDDBkI3xAx9tB1Wmx2ZWXYUE6x1dUloa09BV2cKejtT0dORit72VPS3y9jV0iN5DjpactHalIP62iyUlaYgJzsBSYnxiDEaEarSKk1M1m8knNdqsW5DNLFpQAifG5oILaJjDLDajUjj36eCUguKys2cEs6lRlRVmNBYZUNDZQIayqxoKDajNo/P2VQtik0qZEX4wuLH8uG6FfBdcR+8iOe7Cec77iaC774LtxGld955F/EsGelbs89uJHtC8PzZeQH34sX3Es/LsWnz/xnPYWEq+Pv78zqvV+AssXr1WiXzLHgWNAueVyxf/S94ls9S4M75xYsXY+X6VdgY4o0wE/92FBSjuLEPLYPbMTx/BlP7H8fMoccxd5yIPv0kkSw9a79AuL6MWaWq9YuYZkyeIJyPPAvHwWcYz8J55EVMHPkiJo5+GZPHvoaZk69i69nvYse5H2HHwz/Gtkd/QjT/F/H8C8Z/8/UvsPXhX2Lu/K/cWH74f7D9kTex49E/Y+djb2PX4+9iz+N/xfbz72DhwXcwd+avmDr5dziPvo/+fR+iffvHqJv5GOWScR6RLPNlZPVfRmbfVaR1X0Vqh3T6JZ1/Se/XMr2mRDrnMzhNbbmiVL9OaryAxPqLSKj7GDbCxE6Y2Gv+QjD/hfNvwVb5RzeUy34Fc8nP+Wz6CZH8GmLyf4AYacuf/x1E5X6T068iKucV6DNegC7jWWjTn4CGYFbbzyLcdpzYPEIUH0CEbR+nexFp280QKEtI79gS7uGjNNYFZbioSOs80Swh1aynCdRJ6BOmYSSQ7dlzSMmfRWrhPGMrEb2VoJ6HJWMBUYStlrgUPCvold60CeiI+AUFz7cC+VYk/2941tqIUumZ27Kg7EeOSaqAu+FMwAqe4yeh42fGpU4pYzznVbpQ3TaBjsFJjE7OYHJuGtNbZzA9TzzPzCq9bg+NudAjQ1L1OQjoUQJ6GA2C6M4Rxihq2idQ1jKDovpZZJVPw543idh0nn/SBK+hDFclx8tjYUSaeY4MN54FzpPuatxKSJVuqZ4taGZYPGh2KnAOM40iNG4EISYnQqUDMoZ0PhYQP4JA2yiCk50ISWdkOxFWRCRX8HuonYWujtepZhIRdZxv2g1tyx7oO/Yhuu8QYodPwOR4EGbnecQ5H4XZ8STiHc/BOvIy44uwDRHNfa/C2vY9WJp/CHPDa4irfR2xNURz9a8Zf+A80Vz9N5hq/gFz7YeI5/1pqbsEc91F/i39kGD+mHGR23IZ4yael2L14kVKdtnr/kWf4FmqbUv1bVm24l5ClHgOlo66/NYrQJbM8haCSto9SwZWMsySTZOpB88y9ay3dom7szABsQfPAnGZSpZZwtMOWtpQS3Xt9QSvhM8qwZZkf9cQtoJnyTILlmVcXskgE3OcyjKZl7bHMlSVgNkT7o693FlnT0/Zt4YH1NJuWHpBFhwJnARIUrXYjygUGErv1u5eqpcrbYYVgHLen+cbKNl2YlLwKOt6S0dbnMoywaXg2QNnCXmtZHElc0uMC3Y91bM9ePZUz/ZkkwXD8lpC3hc0e3qQ/izAbwW3vC9VtnUBMg7yOuWfGp5/AMj3JJjTBm+GPtQbupAtyncs78n3K1XzZerPz/dkm+WcPMNVCZqVfyzczDz/b3gWrEq2V8CsgJNYFih7QC2Ilvc81eUFsEYCWEAqGBU8C5rVm5cqiBYwyzKZejLRAmqpwh1GyAqSpfduqXLtmRf8GngsAmGN1CxgRPNzJPOcEOFPvPojnog2Erue798DZwlZJuMwC4plaCkF4TxeNUPn54XYEGlHzfV4PHJsMWEbEStVzbm+8SaelTboge5stFwXpb3zTTwrnYRx6sk2J0cFMT6Fsyck85xnUaPEHoFaFljb892Z5/4CK/ry4zFSbMcYC0gugnq8MgXO8iRM1mZgW2sh9nWVKuM2HxmoxuH+qk/i6GC1gudjRLL0ri1xYkQg3YBTjiaccbbgjKMZZ8ca8ZCrGY/OtOGJ2XY8MdeOF3b24UXi+eX9Trx0wIVn9zqJaCce3zWBfaOdGGstR3t1ptLOsLkxCc0tiWhjtNcnoKk8HnVFVtSycCbjsGZmJsJsMxPPCTDEWKHSGBFE8AaFGJTsrrQZ9iHqvLeEs7AWjtAQPQFtgkEfh8iIKGjUUVCHy3BF3IYIDvTXENQ6RIRFw6iJYwHUiITwKKSqdMgitguI5+LQCJSF6pRss6C5wj8S1YR5HT+rPkiHOuK5KjSK60UjW2VEcqgRFh5PbEgUdKFxCFeZeRySKSai/WPg78eCJEOyxwJjX39C2S8Wmxlb/GPhHRAHn2AuD46HHyOAMA4OsPF4ExBIIPtz3k8wTTSrAkyI8o+HLSiBgEgknpPQGpSEAVUSxojnaY0FCxrBswX7w204EGbFvnAzdocbsUOjw3ZtGLYZQrAQTTgTzztMIdhlC8OuxDDsSAnH1tQITBDQg4kRaLPoUBUbhTx9FJJUPD9/LZ9NeuI5mjA1KNWqVygwJnqXEs/LYm6GzN+KZx2BTCyvMLEgb8L9S2OVWLwsDkuXxxLesVi+TIYXilHQLFWxvRbHYOWSWEYMvLg/L+5fpis5lSGJVnH/q5ZHYfUKPdasjMSaVWqGCmvXhDCCsG6VLzZ7bUbAej+E+wYhKlSFeJ0GKSYdchNZMM+xormMWJBaEI05RHIRXNI7cnsj4TwGR/tujHU+BEfX1zHc9QsMdL+Drp6P0NxzBbV911E2cB2FN8dJziGes0euInvoY+QMf4Sc0YvIGr2EdII5lXBO4vLk4Q+RMvIB0h3vI9v5IQomPkIJC59VWy+gZc9ltO27hK5DV9B77CoGTl7D4OmrGDpzDcNnr34Sg2euov/kZXQf/Rhdhy+jaz/RvJto3g7UbQWqpq+jdPwy8liYzei5iMS2j/iH/gOC+QPoSz4kkj+CJvdjRORdgibnItTZH0Gd9T4ist+DNucv0Of+Ccbc3yO+4DdIKv4lMst/gfzKn6Go6nWUV/4ILRXfRmfpl9BV+Dh68g5jIIuFs4wOjKeXYzI1A7PpNsylE84Z0ZhONxDPeoynRRHORgwlGTGQ4IZzryUSffER6GeM2A0Y5vJhWyScyVFKte2pNMlYGzAmWec0HUZT9IS3Fp2mSDQYNKiIiEB2sAZ2v0gYNkUiaE2kgmepcbB0sZb3kYHBe3KxTslCr12pg++WWOKX0ItKgD0+EVkpySgmnqsr0tHSkI2e9jz0d+WityNb6TxMnj8VBanIy0hGosWCaG00QoPUxHMIAvzDEMbnhZZ4jokxI81uQUVeMlpl2KumLAwQnI6ebLj6cjBJQE/1lmKmpw5zHR2YaRnAZMMoJqudmK1wYWvpBOZLXJgrHsdcEZcVORijmC4YxlT+EFw5/XBmdyvXuT+pCZ3WOtSaa1BgrESKugixATn8O5kO77VJvOeT4OVlxzJCecmyeP7m4vjbiiHoGPJPptURWL8pHP5BEdBo+XuOMyA5NQaFRfGoqU5Ac4Md7c1J6G5NQU9zGnoZfc2Z6G3NRWdbHjoYbS15aGrIQSWvW0FeElJSLIiLNUKt1iodI27apMbadRHYvDkawXxeRISGIkobiniTBqlJeuTlxKCCcK6qNHEfRtRWxhHOZv49SEBnNf8OlNvQTDzX58eglt9/uSUcuTp/JLCMomM50J/lNknu3HP37Vh09yLi+R58ftE9hKn0bn2vglUPjj3hqbIt4XktHXnJ9E6ue//99/CYVyo9bgcG+UIVfhPPWjee3T1uhyMgIEAZrsozVNVqafOsgHmNgmaJ5ctW8Vm4nPtcolTdloy45zjkuO69914sX7MCG4O9oYqLRkJuEfLrelDXuxW9Uyfg2PkwnHsfg+uQjO38FJH8LCZOvMDpK8TrFzF58mXGS3CdeImQfRFjR16B6xjBfPLrmDrxTa7zHwT2dzF/5kfYdu4n2Hn+Z9jxyH9j4ZFfYf6R3xDMv8U8Y+FRYvmxNxlvYdsjbzPewfZH/4qdj/8du5/4EHufvKDErsc+xPaHP8DcAx8Q7R8R6RfQv/cSOrZfQd30JZQ5r6Bg8Aqyei8jvfsyUrtuDiklYzAz0lo5bbmBlKarSG68jBTJKjfwmcjnUmLN32Gv+hvsFe/CVv4XxJf+kdPfMn7F+CWsZT/nstdhLn4NpuLvwVTwLcTkfQ1R2V+EIeslTl/g9HnoM5+GIftx6LLOITL9LCLSTiEi9QQ0SUegTthHYO4iNIli23bCb4FolkwywUeUaqzbuHznzZD3ZdxlGfqJECRUBa9am0BWsruC5xnieRbWzBkk5k4hWQH0AlIKtyMpfzuX7UQ0ca21TkNn5baSLZbq1sSvEtynB8vufQuO55XstgfQ/wxneW+B+/pXPEvbY+k4TM2ptLE2E7ephZMorHWhvnsCXSOTGJuZwew2d8wszGJqblapwi147h12omtwnIAeQzPB3NBBQLcLpF2oa59GRfMc8TyP7MpZJBVMIy5zCoZkXgfleswp5+XBs+4TPBPWPKYwIliO7dZQEcyhpjElQuIcSgTHEshKOJTeugMZAZz3I6j9LQ4EEutBqVMIzJpBSCG/l4pd0NYfgL7xALRNBwnnYzA0PYColocQ3fEwYnqegGnwOcSPfgGWsa8wXoVl9NuIHyaU+3+E+L4fw9L7OuI7fw5zy3/D3PQbxDX+FrH1v0dM7ZuIIZpja/5KTH+AuJqPiWUB8xXE11+Fpf4aLA3XYG2UKV/fEjerbS9R8LziXg+eCV2iWQC9buVSrFl2r9LuWXqqDpIML8EtQBZ4CagExVIlWwAtCLs1PECT9dYsvl3Bs1TDFiB7qmjLMQimBc+yXLLQt+JZyVYvF4TKcD+S9STOBdpcR6bSAZjfGoGctPt1L5cOwDYuI/i4vVTVlmrZAmcFx3xfppJtFlDLe0p7Z24jyyXzrCcwBUcCOKniK1WKfVa6M8nS87R7WCjuS87Tm8cs/zBgBEsG+RZYCiQ9uPTgWdAsGUcPngWdAmHBs2DX3W5Z2gC78azA+Ga1blkmIfPScZh0GOYB9Gez17ciWra5Fc8RfusQevM7FCBLW2apbi/tcbXB7uyovJblPtxeahfId+gr++K5eM5RsupyjoJmT7VtOV+ZSoZdsBgT7gsD0SrIlLgVzzK9Fc2Ca097ZIGuwDJWtRHx6i1KO2BBqWR4BcmCUwlZJoCWDLW81hLRMhSYdD6m4zJBs0RM2GaYNT4wqQW+GxAlmA6UrPYGmMO2EM9+SNQGIkEbwHV8lLbIkvmWdtA6Alwrw2sR0FIV28z35dj0/B7lPflcgbP0jm0mmKNuZsNjVRsI583KZwq6PR2O6Xhf6aVdF1/HhUrm25uf6wvbzeraknEWPEv7ZqmqLZEZF4YsUziyzOHIjg9HYYIGZcmRqGOhtTUrBp25JvTmmTGQb8FIoU3B82RlKlxVUpU7CdP1WdjTXYJjw9WEciUOsIC3t6sIB3pKcHy4BmfGG3GC0+N8/8RoLU476nF6rJ5wlmjAWeL5gbEWnBtrwnlnEx6dbMHTsx14bqEHz81349ltPXhpjwNfODCB5/eO46mdTjy5exLHJofhaq9FQ0kqygosKC2JQ3l5HKqq4lHF+dIsAwozjCjLS0RxXioLZzbEmWNgNJmJZzPULMSGhOsQSNhKtWg/ojYgQHcz3J1zBbFwqArVEs1RiCCOpXMfdTgLvyE6hARpWfA1QEs8myLjkMBIjYhFjpqfG6YjmiNRQTzXhOlRRyA3BEehKViP5kA9WgN1aCHYW0Nj0BgWi+rwOBSHmZAdbiKgY2ENNSNaZUWEyg51iI2fFe/OIPuZ4OdvIootPG6bkkn2JYi9/a03Ix4+XObD930lyyxw9iec/e0skNq5rh0+Amh/C1SMKG6TEJiErGAW8INS0cbpoCoF4+pEzGqs2M7Yp7HhkDoBh8ITcCBcAB2LXRF67IxUY4c+BNuI520xwdhtCcO+JDX2p2qwM01NPKsxRTyPJEai06ZDHQvYRQYj0sMMMPNaazYb4L0mGmsFz4sluyeZPqmeHU0ISxiV6fLlRDPD3Qt2JAvxknmOU8C8mFBeQjwvJbSXM7xYuF+1giEgJnpWL3HHGmJ5Dfe7ejFfM9Zyfs0SA5cbOK/jMWixYZUOG4mCTWulbasGWzaEw0c6NtsQymdoICK2sPAeqIGZ90xilBGZZjMKEhNQnU00lRYQz2UYaKiCo7UO4+1NhHMf4byNmD4JZ9czRND3MNTzW/T1/A1tBGlt7xWU9V1Vxj6W6olpg9eQMsTC4fB1ZAhaBc2jLESOXkHi8GUlEhi2wQtIYCQOfYTU4Y+R6fgYueMXUTh5GVUL11Cz/Rrqd11H074baD0ItB0ijA/dQOcRoOPwDc5fQ8v+K2jccwn1Oz9G/fZLqJu5jqqJ6ygfv4oSxyUUCN57pWOe92Fv+CtMVe9CV/QW1LlvQZXxZwSn/pmFkbcQnPg2gux8nfAHhNrfgCrpV9Ck/Az69J/AnPcaEou+h6zSb6Gw6hsor/saquu/gsa6l9BR+Th6y8+iv+QghliYGs3pgSOzGq70bOI5AdNpsZghlmfSBM46uNK0cKYaMCQ9atul12ydguceornXrEEfY9AaiSGbFqN2nYJn6SRsOj0GU+lGTGQbMZ4djTE+D4b5Xq9Vh9bYSNRGaZEXpkFykAZG70iErovk36QI3j+8z3g/LpPaC0pI9X/554qB90QsQgJNMERaYTHZFTwXErzlpcmor0lXxnjulerJxHNbQwZqywXPKcjNsBPbJuI5CuEEe4BPMIICw/k80Su9cMfymZRstaAkOxFNVdy+JR+O3kJMjRRjZjgf0/25mO3Px9b+Miz01GBrRxNmm1owW9uKrWVN2F5cj+2FtVgoqMFCfjW2FlRhobCS0wpszS/DXG4JZnKKMZXJ/SZnYMCaghZzCsqjk5HF37klIA66LYTq+iiWpaRGiPxTS4+liyOUWMFrspq/k9UrZFi3MKxZHwbp3T8sXPt/cXbXYW6cZ9vwi4lDTszMyyhcaaXVClfLzMzM5GVmrxljOzFjnKRJmnLKlELaNKW0wTYNMzmJ6fzOa9ZK/fR5nvd9j++P65jRzGhAK83cv71ugNFogDvKjIw0B4rzef4lMWisSiCYk9FZk4au6kxGFjbXZ6KjJR3tzen8jDIURFdI1W3JPifa4bIa+fnoEcK/h/f6YGxYFQzfDXpo5O8TGgC7IRhxdh3S4ozITbOgJM+OymInakvdaCyPQVNZLNq5v66KVHRIG/ScaFSl21DB71Mxvy9ZvF9F+61T2j37L53PsuM8zL/tJtxy2y2Yd8ttuOlmwfPthOocnj1Y9UDZEx4wy/RLX/qSMpVtbr/jVuJ5yf+KZ2n3rFarlB63ZbgqD56XLb3eznnhHJpvxLNkngXQ8+bd8l8wf8utt+KuZQuxJmADQixGOFKykFrcgqLGKdT3H0TH1Gl0b78PvXseIFQfwtDhr2P48LeJ4+9hVMZZPvp9jB7/AUaPyfyPOf0ZYftrTJ18AuPHfoPx47/na2mv/Bfi+e/YeuZZbD37Irac/xemz72CybMvY/L0K0Q0wXzfW9h64T3C+f3r8SG2nf8EOx+4jB0PXGFcxq6vXcH2C5cxffozHusS+g9egQyF17QNKBu9jPyey0htJ5wbP0Vc/WeIqbuE6NrLcNdcRUz1NUQTGtEVvA+WfQxX8btwFr0Fl3Twlf8ynLn/gCP3BThznoc9+++IzPgTbFkEDu8/kVm/hCX9pwqWzWnfY3wL5pSvw5j8AO9TZxmnGScZx6CNu5fTg9Al7IMmdg+0sbsYO6GJJohdM4wpJbQuotVF1EpEjXI6TiATZISp2imI3kI8S8zhWWlrrCB2Ds/669W2zXFTiCRUHUmDcKWMwp0+RTjPcLoFrtStiIyfJqAnCW2Bs7RbFkQTv4S6XmlH7cloMzzVwgXPTm57QydiCq6V7f6deVbGfCae5+A8oITaMQhj9AjsSWNIyB1FTrngeQgtvcMYGB9V4Dw5O6HE2PQEBkZH0DUwiLaefrR0D6KpY1DBc3ldN6MP1Y0jRPQESojn/KoppJdMIS57gvsfhVHw7JLewuU8BfJEtI3nauU5R0o17hGEEMkC5f8ag0TzIPwjZBgoGdZqgNMBZapExDACLKPwjxyDn3UcvjYG/w4BcdsQmLwLwekHEJp7GLqyE8TyORjrLsDU8CDM9Y/AXPttRNR9F5bGx2Bp+Qms7Y/D1vUE7N1/hKP7r7B1/h1WPsOtTS8gsvEfsNa/DGvDa5y+AVvdm4isfRuRNe/BUk0wl3+EyIpPYau8qnSaaa+6xgCc1YwawMWIrgO/35znclflNTi5zRcEqhuW3ang2ZN5XnrX7Vix+C6sXbGEBZQlWLV4voJnyTz7r1umZIo9mWdBlaBYAO2pvu1BswBb2kFLBlrWyTaC4RuzzpLFlnPw4FkyzxKecaFlaCvpoVumc22lFynbyfayjRxPqoRL1XN57dmHrBekr72OZ6U9M7eRqt4SUrVbXgua59pFf1WBtuA5lOdsIGykfauEZBsFdz4rpCr2rViz6Gaey1w7b+lwK4AADuTnEcD3CUilYzEPLj3DS3mytTIVNAucJDydiMlyf0JS4CkglfCA1FO1W7aRjsxkv5/vWzLBBK7AWELmPVW2ZSpovhHPOh/pEGu1EtLjtgxvpQxXxakyTJWgXunUam69Z9irjbx2uWZpz+35R4Ccm5yDnKucjyyTKt0eQMv5yvUZgzfAyM9RsriSURYgSwiWBc4SHjh7lt+YeZYxjwWUkp0VNEub5uA18//d3pl4luy0rPcAW3rfliGstL7LoPNfrvTMLVlg6a07UkXMyjjK3N4q7ZIDVsPC4zgIXLfeV4GrYFa2kYy3oFyOI5lleS2Ql/ORatmm61XKZbmd+5UxmSWcGumETNpSb4RDOgALXYtwIlmy19JTt5bvk38syPfLyuPIeM6xRj9OfYg7L0SH+SidgiWYA69HEOEcghTiOdWmQppd8KxCYaz0tG1AeawO1XF6NBHRXZmOuaxzQQwmypMZ0u45HrP1GTiowLkQhxj3dBcp00ObCzhfjCO9JQSzoFmCmO4vV+JIbynu6ZFeuLmsV+Bcg9PE9OneClwYqsYjk014ZKIJD44T0ls241u7BvDojgF8bWs/HtwxhhPTIxhtqkEpC65pCeFITjEgPdOEXMI5N8OErCQjspMjUZARg4wkN1yuSFhsEdAZw6ALD+c0AqFaI/wCNdjko1YKggJoH+m9WmljrOZUgwDiWtolyhAzMg0hloOD5jLQqhAj9MR0hMqMKFU4EhiZaiMKCKySYA3KAtWoIrTrAgxoCgxHW7AJHcFmdBLNHURye6gVLWo7ajUOlGpcyCNUU1UOxBGrkaFu6ENioQ2KQUhAFAvsLha2CWZ/CRcjiuGGT0A0oezm+bqwwcuB9QTxBt85THt7u1hI53ZehDPD2zda2d6X2wf7uhHuF4OowASkBiehOCgRjUEJ6A6Nx7AmFlPaKGxn7NO5cUAThQPE874QB/YQ+zvVBuzQEsm6QGwND8Q2SxB2Es973MRzrArbY0MxwxiNCUVPtBotLLhWROiRE2ZAQrAWNn7W2vX8nFeZeP83YNldGiyV6rHKUFFzWF4kw1NJLJaxlqVNtIoRykKmTmkXvYjwlWq10uGXZK6XLdRjBbdfvVjarUrHT2qsWaDivVrNUPF+rYEX10l4LwlTYtMyA7yWcn65Ef6rTQhYF87ftxkhmyJ5b7RC42tFGMPkY4U10IUodSxiDYlIsaQh25WD/Nh8lCWXoj63Hi3FrSy4d6Cnugd9tf3orp5AV+0h9Naz8NryY0Lor9jc+ipaWj5UhpkqarmCnNarROo1xLXLkE/XENUBRG3mQ7XrCqIIagdhbW+7gkiJ9qtKWPjeyJZLsDIcrZ8hun0O3klEd9rgNWQMX0POOFAwBWIaKN3CwimjZOYaiiavIH/sU+QMfYTM/veQ0fcusnrfR3bnR8hofR9pze8gpektJDW8gdiqVxBV+i/Y8l+EMeMZhCb+FQHRf4Gv68/wsjMi/4RNpiexMfy32BT+S/iaf4pA6w9YcPwu9DGPwJJ4P6JSzyI56yRyCo6hqOQelJYeRFXJHjTkTaEtdwib87rQm9OAgYwiDKamYDg5CsME71hCGOGsx3hiGEYSDUS1tFkmnF1Es4zZfB3PbQ7N9cyzGh12FbpdOqVTsOF4E9FtwmSyBdNpdoxnRGI0w4Lh1Ej0EdAd7jA0WnWoNOuQrdEgUb6Tvnqo1vF3v0KLVUt0WMrvmIzxvODOcCxcIG3mw4lnwnKtGX7eEdCGRMJqciApNlrJPAsAK0pkrOcktDQko5VRX52ASi4ry09ETmosYpzyHt6DQnTw9/KHn1cgQnj/CZOeuyMcSHRHIy81HpUFaWipyUR/B8Hbl4/xngyMdCZivDMZM50Z2NqRjdnmPEzX5mO6PA9b8tOxLSsZWzOSMJOWwIhjxGNLehxmM3iP5vltSY/GTLqbn4kTwzER6HEa0GgzocRE9Kr1cBPy4RuCEUoU+ywPxZrF/L3dFYoFtwcxgrHkThXxLMN48fe4MATLl0nzFTM0aunoy4XYqGhk8txLcpJQU5SK1qos9NTno7++EP11xYwi9DfloLc9HT3taehuS0Nnc6qC7MqiaBSkO5HijoDbbIRZpWP5JZhlgWBovPXKKAROtQbxZt7jXVbkJThRnBaN8pw41BQmobk0E+3l2WgvJdBL8tBXXoLuwiI0ZqajKoV/l/golPCzzzVqkBDoDcuGVQhavhArPXi+9WaG4Pl2zPvqHbjlpjsUrHqqbf9n1e0bQa0MIcWQTsNuv/0WLFl6F1avWQ5vn7mxngXPBoMO4eEGAlo6DVPzmRKgDFeljPEseF7mqao9l3n+d6dhSz7PPktVcs+x5XjzeE53Lr4Tq3zXIchkgC0pC8mFbcivn0F172G0Tp5D1/aH0Lf36xg8/C0MHyWaj/6QKP4ZJk78EmMnf46J049j8syvOf0t4wlMnyGWz/0VM6cZxPIssbz13EuE8L8YLzNeJ5LfwRaB8n0fYIYxRSxPnn6f7/+AsP6MmP4EU2c+xex9V7H9AWDb/eB7rkE6Ltxy/grGTlzCwD2X0bX/Cpp3XEEd70slw1eQ23UJyc0XEVf7EWKqPoa78iJcFR/DUfoBnCWM0vc4fRuOwtd5T3oJNmLZnvssgUzUZD4Fe9aTcGb9Do7M38CW/gtEpH4f5tRvIlygnPQQDAn3E8bnEJZ4GuFJJ2FMPIqw+EMwxN/NdfsRFreHSN5OLG+FOnoGoW5CmaGNITTdk8qQSpqoMWUYJz2nAj+p4qx3DhOnY4TnFFREmiBbEzVDXHPqlOB+CLi5LDDfR0CHEd8m7jcycQv/buNwJI8QyxNE8zRjBq60LbCnzMKePAtLgnQyJtiVbLKgeAq6qFno3BKEMgHtCY2LUBc4c6q5/vq/Bt9rJ6D/C54HEWLvQ5CtV8FzeAwxL0M55Y0gp2KQeB5Ec88A+saGMT4ziqmtE5jZPoXx2XGCeoh47kNrdy+aNvehoa0fVQ29KKnuYvSiiniubppERcMUimqnkFU+gYQ8Xm/KMMJjh4h5qX49wmuSLDnDyrCNEM4EvSDZJjHEGL4hRojjYfiYB+BLKPsJlBkBhHKAbZLPoFkE23Yi2LEbgY49CHTtQ3DsYYSmHIcm8zx0uV+DvuhRGCu+i/C6HyK84acwN/4MlobHid/fMn6HyPonCeS/wNbyLOztLzJe4TP4VVia3kRE/TuIrHsP1rqPYK/7FPb6z2Cr57ROppdgq+XzueYKIohmC0FsI5btBLKEwFnQ7KqdQ3MspzGEs7uSz/3yq3CWX8EXBJqCZ6kWI3hedtetSrXt5YvuxJpli5TMsyxbyvVrFhNJxLOAV6pnC5Al2yxtmT14FigLmgXXso0H2dK5mFT9FRDLMaXNp7R3FkTLa8k0C3hlKiHtnSXjvPT2L2PRLV/AQukt+655PJ6Ames53bBc2hov5PxdSvZclvlI5nndUviu5bkR0zL0lMBZsswCY0+7aMk+C54F1gLnlQS6INqb+1HxnCVDKJlCadsq4BHgKXheeisLe1/lNd+kXJPSrvs6niWUIYhuaBMskBRYyjLBpYRAWKruGoMkE7lWeS3L/bidFyEqx9i4TKpI38lCIlHL/UvIvHRmJtv5XgeqDF0l2WaBsWSoJQutZKWvw1mmgmeZyjol80xAS6dhKsExz1P2J/uVY0jnZTKslZZ4VhP5wYJhrpdMu4z57H0dxZ5r9CBerlWWSSbdc90e+IcHz1VZlmzy5x11XW9PLP+UkM9Wqm7Lcg+uBdCC7XCBLdEpMJa2xALmwFW3K3iW6tvy2oNnD3YFuqHr5PgyvvYiXutSGAJWwkLc2gXhxK/AV9BqI54jCecI/1Wwh6xHNPEsVaUF0J5st6fKuGSS5bUsFxTLvBzX0ybbyWUpkcFKyLjMAmDBsAJtQtrM7Q3cLkyy2fy7S1voiNANCuLdei9iWeDthxiDDyHtiyRCRyLBHKAsl/WJEUFIsYYQ0MHEcwjyokJRSAgVu4m/GC2aiNOOtEgM5LoxUhCLybJETFUkYaoyGdsaM3GgswB7mjOxvy1HwbOA+d6eYtzTVUgcFyivFUQrkBZAl+FYH5f1lOJIVzmO91TjVF8VTvdU4Ex3Oc4T0Q+O1OHhiUYFzw9OtOKhLV14eLYHD28bxCO7JnGaN/LJlnpUZScSz2bEEfmJSQZkZUUiK8OMrBQzcpNtyCeeM1koj4m2wuYwQ61TQ6VjISbMCLWeKA7Vwdf/em/W/oJmHSHN174sHPrr4R9sRKg6AipGoHTiFRCGkOBwZbxf6SgsPNTMv50ZMSoT4WtGvtqECo0RNeowNIQa0ExgdxDN3aER6Atl4T3EggElOB9qQxeB2qaLRr0+DiW6GGSro5BEqDpVcdx3EsKIWnVAHIIIZV+/KGz0dmIjp158vYkY3kQEb5KssjcR7SOvo7BJ1nPqy9f+3jHw9Y5lYY7hF8eIhZ9/DIIZBv9YuIKSkBKciiJOGwITsTk0AYPaOOLZjW0E/T6e391qNw4S8weI572hFuxWhWMn0bFVG4RtYYHYHhGIHdYA7HQEY2cUl0UHYUt0MMaiQ9DL71NzpArl4Srk6nRIDFLDvikI2nUq/p51vL+rsXJBMJ8PDAJZOmZatpSFdMZSaXu8OBRLFwYSx4xFAdwuCMsWhGKl9IBMTK/i/Cq+d/WCIKxfHEwMqwjjEEYwIxA+S4PgtzQYwavU0KzVQ7NGDy1Dt9bIczBDtyESYZucCPfh58HPMNw3DpbAVDhCs/kby0OUpgDx2jIkhVUjNaIeWfZWFERvRmniACpTR1CTPo6m/K0suO9BZ8U+9NYdwkDDveitPYXNNQ+hp+FH6Gt+Cr2tLxPPH6KJ+K1pBgqbriGLkdR0FTEMlwz9xLBznYNh5ToZ8slUd5UPeShh8kTtNZj48DVXX4GVD2pXIx/CrSDCQUgDyV1Aai+QxkjvATJ6ryJdCqftHyO+6V3ENbyJuHoCue41JNS+gqTql5Bc9U8kVb6AuLK/I6rwz3Dm/RH2nD/AlPpb6BIeR3DUz+Bn+wl8In5MLP8IG8Mew3rVw9iguoANmnPw0p2AX/g9CLHsh9a+HUYW4mwxw4hP6kcaTyInuwMFua0oy21AbWYpWjIL0JmTSzynYyArDiMZDoymmollHcaTtJhI0mOMv+dhae8cF64MNdUl4zgzNkeFKVW3ZdoVpUd3lA5dLi16Y8IIZ8Ezg/esiaQI4tmKySwbxrOsGMuwYjDZjM2xesJRQzxrkR+mRrJKAwd/+7oNWj4fNVgj3z/5x82dBiycL23mw7HkLsnGhmPj2ggE+FigCYqAxRCJBLcbOYRqaUEiasulTW8a2hpS0N6UiqbaZFSXxqO8IAGFmfFII+Ki7ZEwanUI8vaH/yY/qALUMOnMcJqdSI2JQ2F6MqoKM9BSnY2ullwMdeVgojcT493JmOiMx3RHAra2JWFbUwpm6xi8D88S7rMZLuLYjqlUK6ZSIjGdGsnXNmzJYKRbMZNh4ToTJpKNGE3QozdKhVaHFtWRYSjQa5AUHAKbN3+Xa/l7WR6EdfwtLedva/F8CRn6Tcsymw5L79RyXqqwh8F3YyR0vFfZTLH8HBKQnZKMspxUNBRnoLM6F4ONhRhuLsJIYxGGG/KVXsMH2lIw2JaK4Q7+3WU0hNpEbh+Nymw3ipJdyHDZ+ZwzwUowm/0MsAZGIIpAj9Pz87HEICc6FSVJ2ajk96cmpxh1+aVoLqxEW0k9OkoasLmoGb3F7egqaEVLdi1q04tQmZCFUmc88sOtSA5WwUK4Bi1bglV33Y47iedbb5mn4FnJOn9lPuYRz1JN+kY0e8As8b8tu5UIl+GqBM8+vhs/H65KMs8Gg/561W0tgoODsXHjxn9nnolnae88F//uMEzwfNddC5Vq27fK+fF8lOMR7bfMm4c7WZ5e6bUW/mF6mGMzkMDfV07tLKr7jqN15iF07/oOBu7+PuH8E6L5F5g6+SvC+ElsOfdHovcPmD7/FAH8JwaxfN/fiNtniWKphv1PgpdYvvAadtz/FuH7DnY98C52PvgBQfwJtt5PHF/4BDPnPyGWL2L85MdE8YdE9KeYOn2J08uYOXuNcfX69Bpmz18j1C/xXC6h5+BnaNv9GeH8CSpGP0FBz0fIaP8AiXXvIrriLUSVvQNXKaFc8ibsRa8wXmL8A/aC5wnnv8Ga+0dYs38PS8avEJn+M0Sm/QjWtMcY34U15duITHkU5qT7EZ54jjA+SySfIo6J5bjDnD8IY/x+xm4Y4rYztjFmoI8mNgljbfQkwTzBKREqr90yJY4lS+oifgXPnEpP1TriU4aQUhBKIIcQpCrBsos4FUg75jCrkirUNsmySnvnMRiiJonnGUTET8OeNEksjxPNknXeAnfGLKLSt8KZupWI3UZgz8IYLdlkYpf7k/0qVcYlw/wfaFY5pFMtHouvb1zuCZWDU6kSHcnlhLi0H1ayzvZ+BFn7uP0QzHHjPPY4kvLHkFc1isrWYTT1DKJ7eADDE4OY2DKG6W1zeB7k666BXrT39qGlewCN7QOoaepHRX0/ymoGUF47ivK6EZTUDqGgehiZZUNIzCfO0wZhjO2DztXPz2tQAbyKSA5lBFv6EWoh5onnAEI5MFKyyOPwFxzz3AOtU/Dj+ftEMCJn4EcsBzi2I8i1G0FRexAadRhq90lOT0Edew6ahAegTvoatOnfgjH/xzCVPA5T+W8RUfUHmOv+DHPD04ho/Buftc8Qvs8ynoe1fi6rbGt8A9bmd/ks/pBwvkhUX4Kl7jKstVeI5Wtw8FksYatncGolhq18LktIh5pWgTPDwdcSAmfJOjtrriGq+iq/55/BVfIpHMUXYSv8kPEeviBQlaGIBM9L7iAiF92BVUsWKHhexlhy521Kh2FL7rhZyTz7EaWCZ0/HYFLtV1Asw1BJu2YBtafXbWlDK5CWzLBAU0IZdop4layzhFTZlnOQrLEneyyI9uB5yW1fwsJ5X8CdN30BS+8g0JcJkhdh3dI7lfOR1+uXLVBey7zXqsXwXcd9rl2mwNqHx5bq2hKSbfb0yC1wFlBLh2LSmZjAWWLT0vlE4DKlLaq0U5UQ0Em1ba9ltyrDT60hnFcR0FKNWf4x4E+4BvA6Qni9Gn4uMo6vYPjz7DAhKa8Flh5gSkZWMo+CZ8k8C1Jl+Csv4lSqhStZXsk+E6IyHrOs83RUNtfTt/TsLVWmuc1KaTt8vXo3z8VTdVtC4OxpQy1ZaelYTLLPMmyVYFkBMJHtOUdBvee8pE2unK+s8+Y+bswwS3j+QSDLZCqvPcs9WXYFzyHSadZGBcM3ZpYlBM6ets/yWsnMcup5LZln63WwClYl8ywdggmOpfr2f1bhlhBMy/BVSvaZgFZ7LSbe18Cu81JQ7NR4KWiWbHOEZLav41mmUnU7xuCvtDmWzrtuBLQgWQAvSBfMe7AuEcFwazch3RaKdOI2PtxfyRhLFlrGaRZsR/I9Mj61ZKA9vXZLFlwy1C7tBm7vTywHEskCZT8iORip9pC5ZWY/Zb30sJ3GZRmOUOQRzXmuYBQ4g1BKPNfGE4DJJnSkEnw5URgpjMEEC4SC55kqFt5qU7G9IV3B8z7GAQL6UGc+7hVEE9ASguZjRPNxovnEQDlODVbg1FAlTg9W43R/DU711OA4EX2iqxSnGWd7ygjoCjwwUosLRPT54QacH23GhYl2PDDTiwe3juL46AAmmmpQn5eCvDQHUhLDkZQcjuxsK7JZUM5lgbGQBcqSnHgU5yYiPSUaLlcEjCYCioWYEI0OwWqGKgwBwQYl2+zjb8AGLx3WbdQSqUS0j56gJrBVFugMUUS0BQFBJoSqIqAmhrVEsUVtRbTWhmSNDdmaSJRqLajXWdDK6OJ8rzoSw1w3yhhjIXA02KLEWIgNI2onBrQx6NbHokWfgEpdHApUbqSFEPvqJFhU6TAQteqAeAQTvT4+bmzYZMcGYnkj4bzeOwrrvCTjHE0cxxHFifDhtt4BBDO39yeWA33j4e+bAD+/BHj5xTO4H6I50D8aOt8YWLksPjAJeXxvrX8c2oLj0KuKxpiKhfFQB3aGOrE/NErB890hUn3bij0KntXYpg3EVn0AtvL7uD3CHzttBLSLmHZzOQE9GR2KAWcwmi3BqDCGoFCvQxrx7NoYgLA1gfBfGYQNiwNYiPXGirt8WFj35zMiCCuWEMdE8AoiWIayWr7QHysYKxf6YfVdfli3MAAbCWLv5aEEctAckpcEwH9ZEIJXhkC1OpRIZnCqWxsKI1EU4RMGm5+REQ6HnwWuQDvcITGIVScjXpdNHBchVlPMqOB8E9JNm5Ee0YtMyzBy7TPIc25DYfQulMYfQHXqUdRlnUZj7nm0Fj6AjuKH0V35bfTVP0Yg/AgjLT/BUMvP0d/wa/Q3/Rl9LS+hu/l9dDRfRhNhXCVDUPGBm153BfE1nyG65jKcfBjLQ9dSyagAIhgmhpFhKAfCyhilgF6iBNAVXIU29xPoci8ivOgSIiuuwFZ5GbYq7qv6elR+Bkf5x3CUfcCC6FuwFr7MgueLjOdgy3sOzvxn4cr/C2Lzf4fE4t8iiRGT93PY078PS/K3YUn6Fgwxj7DQ+BALNQ/AN+wcNqlPY33IKawPvBdrvLdhjc8k1vqN8XU/vEK74K9rQYihBobISticJYiNL0JKUh6yUrKQn5GJsqw01KS70UTYtWfa0c3fa3+2GcOZBoymazGWosZkio7QM2IiRRA814O2DEHVF2dGT7wJPTHh6I42KpjudoehN3quJ+2B2DBuK9g2ENthGI1nSLvpdP7miEeJoRTug+taHGrUWNQoMqqQqlbB6aeCXv6hs0rFsoeKSFTz+2hiRLC8IkOZ6fn9M8BrTQRCfGWM9whEaCMQa3MiOykGZflJqK8gnOszsLkpHZtb0tFan4rqkliUErfFWXHITYlBUpQddqMR+sBQqHyDYQjWwxYWCVe4A8muaBSkJqGmIANNldloq8tAL/cz3k08b07GWGsMxpuiMNkQhS21bsxWMUqiMJPrwDSRPJlmwXiKSYnJNDOXWTCZzml6BKY4HUsJY+iVaX+sCp0uLRrsBpQadchQqxHtr4Jhgwr+K0JYJgnGyrvUCpiX3RXGz8PA8poeS2/TYfl8HdYuNcB3vRm6QBuvJxpJ7njkpSaiPDsJjUXJSlXtoaYc/hZyMUo0jzRmMNIw3JKKUaJ5TKqkt2ajj9fYXprM31IiajKSUBKXiMzIaCTqoxCv4VSXgGRDBtLMhchyVKAwrh4VaW2oz+1BU+EAmouG0VY8SjhPoad8K/rLdmCgdBf6Snagu3gLWvIGUJvchHJXCQrNaUjm/cu8zh8BhOrqBXfhToL31ltuIU5vJ5oJ1C9J9lmyvP97m+cbl924bt4tN2HpsoVYv2EV/AO8lcyzDFclQ1RJlW3JPIcRuqGhKmW4KsGz0uP2Usk8r1I6DVu+bK7HbclAL5CxnpUOw+74PPMsWWflWMTz7dK794a18NXoER6VgdjsNmTX7EDNwH1on/0Ouvb+GAOHf0HYPoGJU7/H9OmnMHv2b9hx4Xlse/B5bH3geWx/6EXseOgl7PjaK9j+4KtKbL3/NWy7/w3G24Tz+0Tzh9j14EfY9bWL2PHgJQL7M0wRzVNnLhLKn3DfF3kMAfRFznMd8Txx8grGjl9SYvwEg8uHj32CvkMXsXnvx2jc9j4qx95FUc9byGp7HSn1ryK24iW4il+Eo/BF2PNf4D3qWVhy/8QglHN/C0v2rxm/QETmjxCR8T2Ep3wD5pSHEZH8ACKSzsOUeAqm+BMwJxxDOLFsiL+XML6HcQj6uP0wxO7h/C6ExW5lbEFYzBRjXOm8Suce5H1uCLpo4jh2ittOc5ngk3BmaKMmiGZpOyztiyeIYKkS/e+hk4ItowTfGCEqSOX7uF4gKyHVqCXjLCGdhhndUwqe54arkszzGFypk3CnTcOVTjxnbIMzbTtsBLQ5fobnx2PyXOZAPDVXFVwwTYQrcR3JcqwQ6Yma87LMg2lPSO/VN+JZxnoWuIY6BLBDfM8woT4KW+IY4rPHkFM+hvKmYdR1DKC9vw8DLHONTY1hauskxraMYnB8EL1D/egaGkR735DS7rme2K5tGVWyzmU1Iyiq6ifCu5FT2YOMsn4kFQ3BlTnAv08vNO5+hDgHCOIBBNuH+fkNwc/chwACWjLJfpHT8FVii4JkP9sO+Nt3MfYi0HEAAa5DCHIfQUj0MYTGnUJo/GnoEh+CPvE70MR/B4bUHyE88xcIS/8FDNm/hbnoz3yuPouIyhdgqX4JETWvIKLudUTUv4HI2jfgqH6NyH0D9tp3YK//APaGj2BtuARr41VENvD5zGe2hJ1QlnAQy06Go+E6oDmvBJ/jnkyzU6mqTWjzueyo4vO48hPGx7CXvQ9r/pv8jr+OyJxXEZEjQ6W9hC94qjevuOsWJbssVbSVbPPC+VgqQwTMvxULb79JwbNknn0JT8GzdCwlOJYq2oJIyT5L5lkwKYCW9rI3ZqdlnYSnvbNkngXP0n5a8Cxw9oSnl+1/Z56/iAXzvqhULRcky5BZAmc5n7UMD6RlumnlIvisWQrv1UuwkRCXdtICZ0+VbRnSSjLP8loy0gJmyTp7AC3tnkMJTCMBKe1eJQR90jbXe9ltn+N55V3SfnvuHwbekundIL1Vy/i/GwhvXpvPSgWPAk9PZtaDSgkB9NzQRXPbShY4mMuUKtLL5XOSTtikXTUBSMBKlWqpQi3VrD143rTy33gWGHt635Z5yTrLck/7ack8y3rJPIdJu2Y55iYZu1qqeUtm+k6EELXSNlnpHZq4k7GZQ4ldWSdZd2UsZn4OHhjLVOAs1yhTWSbXJYD2gFrwLZlsyTxL+15P9llgLJAWOMvxJQMty6SqtlSTl3WynbQr9gzfJGAVGAucJfMs0xs7D5PsrycTLK9Vm/iZr50P1YYF3M9quPTexLOMo7yJgN6ooFyJoLXE80qY/VbCRhBHEc1RPJ6Esl2IVM8mzH2XwcL92IhdBzEs6zxTFyPO4INslxrZTg1SiJBkGVLKFEAYb5prC61kz7kvQlsJOS6PL9W9o/Wb+J4gBd+JRHKCyR+pkcFII8RTCGYJmc+wq5DF/edEaQgEFiijVSiJUqEiWkM8h6GJKO1Mi1TgPFmWgNnqFGytmYPz1ro0Bc+SdT7YkTeXae4pUjLLgmWJY/2lCpqlF+3Tw1UKnGX+RD8BLXjuq8GJngqc7CpT8HyGeD7bW47zA5U4N1CFs4N1OD3UgDPDzTgz2oYz4904MdqH6cYq4jmRSGYBNtOKjEwLIwIFuXaUF7jRUJqElqpMNFRkoDA7HglxkXC4ImGKNEOlD0NgiEaptu3jr4O339ywT+s26rBmgw4bvI1KbPQxEqRSxdsJXVgUNDpBtBUalRUmjQMOvo7TuZDO9UWMGp2DELajS2/DoI5AJpqnuN0WrtuqcWI21I4tIXZOXZjVxWJSH48BorldE49adSzK1DHIV8cjUZMKmyqDv/1kaPwTFDz7+cUQvzHYyNhAAG8gfjf48LUPQSxA9k+Cl388Nvm5Ce0Y+DH8vePgy/AhrgXP3sS1D5Ec4BcNtXc0TN4xiCKys33jUMX9NgdGo4tYHiaap3ie2xh7Cfq7Q6OvV93+N563C57DArCNeN5hCcBueyB2u4Kx0x2EbbHBmI4JwVBUCDr5/auPUKHMqEdWCAvpm/xhXOuP4NUB8F7qi3ULNhHFXizM+mHVokCsZKxgrFochDVLgnkPDuF9PgQbBMyMIKI5dKWaSNYSyBpo1+pY6NfDsDEMxo16WHzCYePfzBkYCXeojTh2E8RupBhiieIk5FgzUegqREl0FUpjm1AW14WKhCFOJ1ASM4ti9x6UuO9GWcwRLjuD4oQHUJr0CCpSv4mazO/yO/cTNBc+jlZis7PiSXRW/RHdtX9BX+PfMNDyDOH8LOM5xosYaH0V/YRzV9Mlwuoa6vlwrWAU8GGaUXkR8eUfIab0Y+U/0Paiz2ApuARz3hWYc6/CyAjLuwp97jUi+Rq0OVehyrwEddYlqNI/RnDyuwhJfAuqpHegSX2L8Ro0aa9BK9OUl6FN/ie0Cc9CG/80tLFPQRvzBAuHj0Mf8wsWMn8Oa9IvWHD7IWLSvo74zAeRmP0gp/fDnXIG1ph7Ec4CitG+HzrLHgSHbYd30DTWeY9i5fohrFzbheUrqrB8ZTFWri7kbyaP38NM+ASmIEgVhzBjHKyRMYhxxSAlLhpZiVHIT45GeZoLtcRcc4YR7VlEcHY4BrINGM7SK3ieSNMRe+HYkkH0pcpYzRaMJVkxlmzHYGIk+hMt6I01E8+Sgdah06nFZt67eqN1c3iONzDCiGc9holk6al7OMmE4dQIjEhmm7AckCrgbh2aHFqUm3hvJW6k2rJhfRAClgdjvQJHFVYtNBLMJuKRaJyv4bNZy+ejAcEbTcRvBCKJ5xiLDRlxbhRlxqGWaGyrTuffOgM9rRno5H2xoTQBlQUEdHYs8lKikB7jQpw1EhYBT5AG5lAD7Dri2WBHss2F/IQ4VGanoq4kHU3lKdxfErobEtBTH4O+WhcGqmwYrojEeKkNE0VWTOZFYjKLkW7FeCqX8xolJtMtmM6MVGJLtg0zjMkMovp6jCaH8TMMQ7PDiCpTGHI1WsQHaWHx0vIZyOtcrMaqO9VYcaeeWA5jGBnhWMHpqjs12MDfZeB6LQxBJsLfhlS3CwUp0ajI5n23OIZ4TsRgcwpGWlMZyRhtScZESxajEGMNBRiulyjCYE0x+irL0FlUhuasUtSklPL3V4RcazFyIsqRb61DoXMzityjhPUkKlJmUZu9m3C+G22lR9FRcRJdVWfQU30eAzUPYqj2EQxXfx3DVY9goPIC2ovuRUP6NlTG9KEoshZJqhSY1usRuMwLaxYswV233obbiOfbbrkdt9zM+PJtuPWrtynVtv9PQ1X9T3i+ed5XsYhl3Rszz6GqwP+SeRY8q1QqZbgqGetZMs9LlTbPknGeyz7/O/O8VMk8K7Dn+chxPG2spZr4bfNvx5LVa+AdEgaTKwexOd3Irt2P6r6voWXmR9i871cYuOdJjJ/8M5H7NLH7DGbPvYDt9/8Lux56DTsffg17vv4mdn/9bex+5B3G+9jD2P3w+1z/AXZ+7QPi+UNu/xG2XfiQ8RG2X/iU+/iEEP9IianTH2Py5EcYP/4RJonnyZMSn/D1RYwe+QhDhz9E/6H30XvoHWze/xbadr2BxtnXUDH+LxT2/APZbS8gtf4ZJFQ9DVfRH2EjlK3Zv0Nk5hMwpz8OY+pjMKZ9C+G89xpTH0V42iMwpT4IU9p9MBLL4QLlhHt4PzsIY9w+GGP3Er67Cc49hLGEDB+1E7qY7dC7t3J+C4wx0wwCmXA2EIsG9zDCogahjxoioEcVqOqjJbs7RYgSnAJfLtNFzUDn4nKnZIKnobbPQVZChlIKkR6rCVe1tIFmzL1XqnjPoVkijNgNj56GmXiPiJuGJX6M9+FR2JMn4UydIZpnGVthJ5ytyVt4XQLnuf1pCHgV9ynHkiyyoNwT0sZZMtyhVqkGPa4sk7bWskymSrtr6TjMMQO9VN2WdtDcl8bF7XnNGsmm8xiGqDFY4sbgTh1BesEwimqHUdNKHPfKGM9DGB4fxdj0GEamRjAwNoi+EclKC577lbGgG9oGUdc6gpqmMVQ2jKGkbhAFtb3Ire5HZuUQkkpGEJUzAnMKjxszjACi3S9SphMIIOilGrZSBdu+nWDeSzDvI5bvRoDzMAJdRxEYdQLB0vt5/P1QJTwIDZ/L6uRv8Nn3HWjTvgcDsWzK/D2M6U/CnP1nWPL+DnP+M7AU/QMWpROv12EpfxuWqvcJ6I9gqbkIc+1FWGs/grPmA8aHBPFHcNQTug2XYWu8BhtxbG0kimXqwTOnknV2cpm7GXA1XeX8VYL6MuzVV2Dn890ubZ7LP2Z8AGvJu0rfIZYinkPhv2DJfxGWrL/DkvE3fs//CnPaXzj9M74gWJVq2ysX3IrlBPRqqcqybKGC58V33oZF829Rhq8SPK9edDthSiARxVpluB0ZYmqpAkiBpKfTsP8TnuV40sb5P6tty3LJOgucJTst1bvXLLqVD8ablTbPS277ioJnBcyEspyLgF/Oe9VCbnsd0RtXLFSyzxIyL/sVPPuvkh6YCTceT7LPgmdp7yxoFjxL1e0b8WwK2qD0umzTeCnZUAXPRK3geS1j5V1f4Xl9mceeh/WS2V1H7AmegzayEL1egbFklG/MzHqwKZiWeU/1bcnwKlWkr+NZ0CyAliy04FngrLRBJuIF0rKNrJNtpA2yVN0WLHuyzxICZQGz9zKuXzFXtVuyzgJnY4C0415NrEo76cUKYCVkXvAq2XbJino6S/MAV8YyDlwr7a3nrsVzbR48C5pvxLMs91ynZPKlYy3ZnxzHg2PJMEv22VNNW6rKS1Z2rn00/w6BaxU4K1WfCdsb8Sxtn5Uxnfnak332VKEWnIb58++9cQF0mxYpAJY2xRJROi9iVto7r4FN8Mr9Rkr2mO+NDFqjYFawK2FXrVPALHgO91uuzMtyaaMcY/BVqldLdjk+3A+JJj8FtbluvZJ9TjIHKNW355At+9qgXINUGZephZ+xgNrJdQJvD4wF0fJewbMH0J6Mtmc+yxnKAooO5Ql61CSFoyHFjBYWOjvSLOjOtGOsOBbTFUnYTjDvasjAzsYM7GBBcVdjJu5uI5w7C3Bvl2SaJctcTjATxIzj/YSyzMtQVEOMwUpl2TEC+URfFU72zuH5RE85TjPO9VXgPGEtcW6wWsk8nxttxvnxNpyb6MTZiR4CuhezTRWoz4pFfooFOSwk5uZaGZEoK3KirjwOnTXp6GnIQ3ttNjEdh/QkO2LjXbC6HNCFmxCs0sE/SAffAD3xbISXr4lgDsdGX7PSW7WXv5UQjYR3oBUBRG9YeDyM5iSo1C6oQ5yw6GLg0scQZ9HI1EahRBOFBkK6k6Du17swpnNimnDewelufRT2cps9fO8edRR2a93YpY8lPhMxrk9Cny4JzdoEVKsTUKpJQpo2nX/DTBawUxQ8hxDFgUEJ8A1KxKbAeGwIiMUmLttI+G4ifH38ruOZyJZq3N6EsQ/Dz4uwZnh5czm320R0e/kT1r5u3kujYPB2w0mEZzDK+d6GoBh0hrgxyOubEDyHOrAn1I39XLY/hNdAjO5Wm7FDrcU2XTC2Ec/b+f3fGRGAvY4g7I0Kwh6ieWd8CLYQ0KOEdJ9ThdZILWrC9chTqZHgHQDrhkDo1xPCK/zhs8SXhXV/bGKBfNOyUGxcquZUC+8VBv7ew3mPMPP3bObv0wTNOjPCN1gQscmKSG87bL4uOIOiEcPPLV6bxL9FMlLCM5Bpy0VeVBGK48pY4K5FTVoDGjJb0JLXha7SYfRXbmFhezf6aw6ht+IIl7EQXvoA2gu/zu2+gdq0b6M+4weoy/olMfM7VOT+AVV5f0Jt4dNoKHkezeUvobXyVXTUvM7v1xvYXP8WkfMW4fQmehrfQm/TW4T02+gjnHsbP0FH3RU0VV9FXeVVVFRcQkHJB8gsehsphW8goeBtxOW/i+icD+DK4kM8+1NYMz/lw/QiDMkfQZPwPkLi30Fw3NsIin8LwQlvcPoKgmJeYmHieRYqnkNA1NMsYPwB/o4nWAh5ggWPX7Mg8nP4mX+EgPDvIjD8GwgxPwy15QHorPcRxucQGX0BztiTiE7Yx9iK2IRtiE+cRTQLdVb7IMJNm2EwdrDw34qQkGZ+n2qwYU05n+XFWLE4B8sXxnHq4msn1q+2w3uTDYH+kQgNNiFcHwF7RCTinTaC0YHcBOlcLRqVqW40ZtjRmmVFZ44dvbkODPJ3O5IlmWEzxlLDr2dLLZji71rGaR4noEeTrXN4TpDhqqQKt1TdnoNzp0OFbrcW/TF6Bc2CZ4nRBAPhbcJIkhmj3Nc472MTaUQ07209MTq08f21kRoU6NWICwiBeUMQglcEwWtxCNYuCMVqYnnVAj0BqSIcQ4itUHit0CCI+AoPjoQjzIa4SDsyol0oTotBXQGxW5nFv302Bloz0duQxu9JAmp576nIjkFhshNZMXYkWiP4/NHzfq3hM8TA+3gEnFoL7/VWZLucKEmKQ1VOImrzE1BXFIPGEjday11oJ5g7CyzoZQwSzSO5ERjNisBEeiSvi9eWSkxzfirDihner2dzHJjl57s1z4FteU5sybFxGSPXxm0s6I83od0VjjqLAYU8n2TeC+3eOuik5/FlamxcqGGEYcMCIzYsNGHTIgu8FzOWavn8DuazVwcb7wXxZhsy5TNIdqMqi+dbFIfNVSkYaEzHcEsmRloyMNqahfHmUozV1xO3dRiqbMBgZTMGqzowUNGNntJedOQPoiV7BLXJo6iIG2fMoDJhF0F9L2ozzqIm8zxqc+5HY8EjaCn7Njqqfsh7/I/RWf0TdNX8Aj01v0Jf7W/RV/1b7vc3RPkv0V78Xf6Oz6Mqfh+K7cNI0VTA4hWNYKlhsHA1Ftx2J+F861zcdCtu/9Ktn+P55nn/+1BV/z2+wnVfxvw7b1GGq9rktU7JPstwVVqtSoHzHKAFz2qlx+01a9Zcb/csbZ3nAO2pvi14Xrx4KWS4KmnzfPvt0g5bxnqey3wL7G+7fT4WLF2JDYF6GB15iM0aQFbtYVT0PorG6Z+jc++T6L/nrxg/9Twmz7yI6TP/xNZzrxHDbxLGb2PnQwTzw+8pWN798AfYTTDvfuhD7P36Rex5+GPOX8TOBz++Ac8SH2PL2Q8xfeo9TJ1knHqfaH6PWH4PE8ffx8Qxzh99XxmOavDgG+jZ+wo6dr6Elh3/QP3sC6iafBalw39DQc9fkdn6FFLrfo/4il/DXfRL2LJ/hIh0aav8PYTL2MoJj8CYcoFxFuHJZ7jsFIzJJzh/FKbkexHGv6lkkg1xOxEWuwP6mFliWTLKW6CL3npDzEKrtBEmft3TBLPgeZLTMYS5RwhawfOQgmcNsStZW097YplX2gpHbSEur7dlZkjVbLVSNVs6CiOiBctRxKhU82ZIpvrzkH1KFW8HgcrQE61SddtIkEfEjyMyaQw24tlBPDtStxDOs7ClzCIiaYbXJvuQ7PcIjzGm4DnEPgfiG4enknnJgIdGyljIcry59Z6QbSRrHsZzDnMS0EoHYnP7lnbccp5hvGalOnmsjDc9ipTcERRUjaGmZRQtm4fQRSD3DQ1hYGQI/URz3zBfjwwoVbo7+geUqttNHUNo6BhFfesEaponrg9V1Y/s6iGkV4wgsZT7zp1CROo0NLHThPEUfK3TfHZtZ0hWWdor70Ww+wiCos5weg4h0fdBHfcg1Ilfhzb529Cnfh/69J9An/FzGLJ+BUP2EzDm/A7GvD/AXPB3WAv+icj8lxBZ9ArR+gaspW8Tsu/DVvmBMjyUpfIiIqs+QySfx9aaa4hk2GsuI4qIdtV8Alcd4Vx/mXgmnAXPDGuTAPoq52X5Z7AzHA2fEMwXEdXI99XzuS3toKs/5HHeh7XsPR5bOtt8FZbClxCR/zxMOX+DMfNPCMt4Eoa03yI85XF+p38JQ+JP+V3+MfRxP/pPPN+KNUvvUto6L190J+F86xye588jnolMbiPtiIM3EjZ+c+PUCo4FxZ5OwyQL/b/hWcnSSrtj5f0EUsAGpbdtyUR7qm0rnXwRtRKSffYAeukdX8VS3uxWSLXyxfPnegDna+ngTNpkS3VzOff1vBluWLlYiY0r56qDC5SljbMHzzKV4ar+E88yL1W5pdp2eNB6Bc9W9b/xLNlX6W17HUPwvPT2LynXvXrxLdi0ip+L/FOBn4vSIZfglCCWzOt/otLTG7Usk+0E0KGEov/6RfDmcTYRqhtXSkb7LvhxWYhAMmANcb4aQV7LlOUbVvLzFGAT2oJjT/ZZgKzxkurRyxQw37hOlhv8pSM0gbFkn+eywDcCVq7V09ZbMsWSDfZUrQ7icW/Es+efARKeLLNSBf36dco/CWQqy7T8LDQ8lqBZssye3rU9Iechxxa4S7Zfjq3ja+kVW4ApVacFxoJkyTZL1W1p++y/4lYF0p7q24LruSy0IFo6+lrC18tgI4hjPHjWesFKJAuWBc9Rqo2ICiGYg9bCRmRLZlmwLVCWHrTN3I8nZLlgWODs6dArSbLMkUFItQQinwXDotgwZDvVSI4IRIzei7Bar4BcCUG5ZpPyDwGpQi6Z8Cipsm3yRiZBnOPWINUaiGSLvzJNswUhwyHVtEOU10kRfkqk2QJQFKNGVbIBzVmRaMu2oyPLhs0ZkejNtGKsMAZbiOeddenYwwLi3pYc7G3Lxn7C+e62fBxuK8SRzhIc7y4niCuVdswSZwZrcXaolgiux/mRepwbqlOWnRqswdGeKiWO91Zw20qcGSCaCez7hmtwlvNnh6px32gT7p9sxwNbuvDA1n7GIBHdjV2tFWjJiUEeC8nSSZgMk1JVxUIso7k6AZtr09Bdl4E2FuSqC6KRl+5AYqILLncUzFYb9MYIqLQRyljPvgEm+AREKmD2CXDCL4T4DHLDK8BFPEvYoQmLg9GUwsKPG6pgJ8zaWLgY8epoZKmiUMrlTQR0t8aNIQJ6QuvENq0De3UOHCCmDxHQh7j+INcf1MVyeSx26BOxxZCKUYKvy5CGJgKwXJ2IDE0Gv0NZiCCedQEJCGUEBhPIIQnwCorDBomAeAXQSkaZ4UNIe0kbaILSm4D2IY79WFD08Y5R8LzeJxrrpZ20ZKZ9o3hvccHI1y6+L90vBmWEdT3x3KGKxqDKhUkVC90qJ3YRz/sYe0Okx+05PO/U6HhtIXNtnvn9383v5T5nMA5Eh+AA4bw/SYXt8aGY4OvBKALHrkODOQzFGg3SCZVoXw0BzIL6GjVCV4QQLRoWaMMQtNqEkDU2/h6joN0YgzCvOJi8E2D2SUSEbxKcgelIUOciSVeAFEMx0k1lyLZXo8DdiNL4NlSmbEZd9gCai8fRSSD31O3AYPM+jLUdxuTmk5jtOY8dg1/DruFvYufw97Bt8EeY7vkZxjofx3jHUxhs+gs6K/6MpuK/EAF/R33Ji6gseRkVZa+hquwNVJe/jVo+HBurPuZ37FO08kHbVv8ZWhs4X38RbY0fo6PpY3Q2fYjuxvfRxYdqZ91FtFZ/hsbKz1BX8SmqSj9AUf6ryOUDPrPgRWTm/wvpea8gNft1JGa8ibiMtxGV9jasSa8jPPZf0ES9wALFMwiwPg1vy1OMJ+ET+QR8I38Nn4hfwMv0M2wyfR/eBPIm40PYqP8aNmrvwwbVGWwMPQavkEPwDtmLQPUuqPTboA2bQphxDOYIFtgcw3C7OuBy1MFlr0W0owZuexXslmJEhOVCH5oGbWAqQn1TEbgxAb6rY+G1LBoblzj43DJj05Jw+CwPh/9aI0K8TdAFEc6h4bDqLYiOsCHF6UZuTBxKEpJQlZqO+rRMtGZmoD0zDZuz09GXk4b+rGQMZsRiOM1JIBPKxPJ4cgThG47ReINS/Xok0Yi+eKI3zqhkTCXrLNEVpUU3v1/Sq3s/QSxoHub9YDTJiMkUE7akEZPSDlja/2bZsYX3MVneH6NFB++nTTYtysK1SAtVwelN5KxVI3CZBl6LpJM5NdYy1iwMxbqFIXyOc90aPZ9fRj7D7bz3O3mPdiq9rhen8LeTl4qO8kx+5zLQ18h7T20ymkviUJcfjcqsKBQl2ZDliuA93IhoLaEapOHzwYCo0AhEa4hnvQkZZhPyomwoTXKjPMOtZHKrclyoI4AbiN6mLAs6Mi3o43UM8d48kkk4yz8aGDPpVsxy2XaieWdeFHYXuLGrwIXdRS7sKYzCzgI7XzMK7diWE8nPaG5s7BabHuVGDbJC1YjxUSFivRraVfxdrtQhZIURwfz7hq6wQLPKys/HCuMmMyz+Jrg1NiSbee9zJKAwLhnlKamozcpCc34+NleUor+uEoMNNRhurMVIYwNGG3owVjeBkZpJjNZswWjtTgzX7sFA1X70lB1CZ8kxtBeeQVPOfahLfwC16Y+gLuM7aMz5ERoLf4GGgsdRX/QrNJY+gabKP6K19mnG39Bc9Te0VD+DturnCOoX0MnoqnyRf4vn0FTwB1Sn/RjlsQ+g2LEPGWHdcPjnQLXOwr+tFxbcvgi333o77iCeb79pHuZ/eR5u/+otuOmr/x3KAlcPXv97zOH5Dik7Ll+EjZvm8CyZZ6mybTSGfY5ntVpGcvDHhg0bsGoVsfx/wfOdd0q75/m45Za54aqULDdRf+ttd2D+wuVY7xeGMGsBotOHkFF1FKU930H95K/Qsfev6LvnRYydeoV4fhXTZ1/H7Ll3sP3C+9hx/3uM97HrwQ8YUi1bQuY/wh6iWWIX4Syvdz7woRI77v8AW8+/i5nTb2PqxJtKTJ98C1PH3ySaX2e8gbEjr2L48CuE878I5xfQtu2vPJc/onL8KaL5SeT3PYGczl8jo/mXSKr9GeLKf4iogu/Cnv1NRKY9BHPKAwTFfTAmnCUcTyAi5SjjHpgSD8EYfwCG+L2M3QwB83bGNgbR/Hk1bAIxZloB842hd29RsskS0obY4Oa2bskIe3q/HuVrgTODaNZKJ12SeZYq0YJpyUR7ljFUyrrr81KFWqpVRxOhDA3340GpUt1aMrzEsyek3bN0Gqb0uB1LPCeO814/RTTPwC6dhQmek2dhvo5n2Z/KdR3PDOm8TE1Ae1B8I6BVVq77DzzLOsk0K71xE8966XSM5ySdnnmyzhqej2TWDVFbEO7i+cSOIjZtGFnFIyitGUFD2xA6uwfR0z9EQA8zBgnoAQyM8TVj89AA2nol+zyIps0jaOwYR33bBMoaRpHL92cS4Sll04gr3gpn7k6Y0vZAE78PQe67ERh1GCExJ6CKPYPQmNNE9X3QE8q6pO9Bn/x9hKX+CMb0nyE8+9cw5f4O5tynYM77M0z5f4Op8HmYi16EqfglmPmcjih5nXB9B5Gl7yphLfuAmP0YDj6rbVVzYylbqy/DVnMVfNx9Ho7aq4iq+Qzu2kvEM4Gs4PmKgmVb02XYWxjNn8DW/AGn78He9DacTW/CWf8qbNUvE82vcP8vw1bxMo/7T0QUvoiIvGdhzvkrTFlPwZDxW6L/F9Am/Rjq+Megjfs2wuK+xe/jI/xOPYhQxwUE287iC4JLD56XEaMC0LUrFiu9bS+afxsW33nrHFLvuFnJ/K4nbgOIXYGz4FiqbQuMBc4CSck+S9VtaQ8tIeulrbOgWkKqaAueJfPswbNknj1VtQXLks2VbQXSkoVeueBmLJGq49ITOM9n+YLbFDDL60XXlwum5dzXLV+ohCB6IwEtWBcoe/Cskc7OeHx5fWO1bQ+eZZn0li0dOnkg56m27cHz+iUyfNZXlcyz8k+DhTdjDc/Xm9cduH4p9z83HJWEZF0Fj57XAkxBpYSnTbB0zqVknYlYLyJV4OzBs+/6hSw48/3X8Szzsnz9cn4+xLN04OVzHdCCZQGytGkWREv22dN5mAfWgmdzsAzVtE7BqlybwNWDWU/VaQG0DNUl62WdJzst1bYFynLuEjLveS3/DPhPPMs6WaaTjsjknwDcvxxH9ilol6kcX6pzS3Vt+bzlnxZyfDmPcF63p72x0pZ50+LP8SxZ54CVt31ehVs6D5P1uk1EtPcybi89ccs4zssJ8LVK9WmXdiMcRGyE/wqYiGpBdCwxHUvQRkkWOHidUnXbGrIGkcSzhXiWqZKlJpwFwJK5FoQLnqUDr+TrGeJse4gC5zIZdikmTFkWG0YcE9seOEuVcUFztIGQDw9Q9hOj24REs6+C5+wo9ed4Thc424OVLHOm4DkygIU5P2WaZQ9CYbQKlUlhaMqwsJBrRUeGFV2cDuQ6MVEcRzwnK3je25yNfa052N+Ri7s7C3B3awHxXEQ8l+JYl2SRJaMsHYHV4Ex/LU7fEGcGiGfGaSJaxng+xmUnpf0z4xzRfGGklmDmtkrb6CqcHWnA+YlWXJjZjPuJ569tH8aj20dxfrILW1qKUMuCZV6mEcUFkaiucKGlPhFdjSkswKYr2Z/NVYloLHajjAXK1JRoxMTHwR4VjQiri4hwIlRtg39QJHwJZBniScDsGxQL74BobJBOuqRzLn8HgohkXVgyNJo4qELcMDIcKuI5NBZZxHYZgdlEePZyu1FtNGYI5Z1qwlnjwGFi+l7GPYTzvZpozsfhbm0c9uiTiM90TJiy0M9pqzYZleokBc9udTYswanQByZCFZiAgCBCmee1IZAQZmwIEEDHKdlnL584pVOwTT7/C559pIq3G+uIZulwTIaxEjwbCGlnQCxSieci3xjUBEWjVeVGH9E8oSb+JUuuwHkOz7tDWfiWzLNOj+36UAXPO8L9sdsSgP3OEByMCcXBBEayGnuS1JiN12A8To8+t4GFdCNqwg0o0RmQoTIj2j8SVu8ImDeaYd5kRQTPN8InHpH+aXAG5cIVnI/o0GLEa8uRZqhGpqkehY4O1CQOoz5lAo2ZM2jJ2YqO4t3orjyIgbojGGk9hYnu+zE79HXsHP82dk0/hn2zP8bd2x/H4Z1P4d5df8KRPX/FPbv/jkM7nuW657nNP7Ft8lXMjr2D8b730N/xHjob30NLzbtoqPkA1XUfo4oArq79FNU1l1BTe5lxDQ11QFPjXDQ3XkNL8zW0tV1Be8dVdLZ9ho76D9FR9xEL9YR25UU0lH2Mej7Mq0vfRFn+P1GS9xwK859hPIu8nBeQnfEC0lJeQFzCs4iK+zts7r8i3PkUtNbfITji1/A3/Ryb9N/Het13sE73KDboH+H817BWcwFrQk9iZdB+rAjcieV+27HMewbLN41j5cYhrNrQg9XrW+Dl3YSAgDoEBZYhJKgQWlURzGH5cJgy4DQlM5LgMicgyhzP+RjYw1wwBpph9Dfze2Lh/c8C7UYT1GvDoVpjROgqI1Srw6FdZ+Q6E8xBFt5nrXCF2RBjciLFGotcdwpK47NRlViIhtRytGZUoz2rFp1ZNejOqkZvZgX60wvRn5qJ/uREAtmFoQSiMEnwbCSc9RhNUGM0Uct1YcSzZI2N6Ik1oJfRF2fAAEE9IBlnyTSnSLXlCEykmjGTEYltBPNspgNbs13YlevGzhynUiV8OE7grUK7Q7LPYcjThSEhKIzfRyN0awwIWh7G55+Wz3mdEn4rtQiSzua8eJ2BkXAInnmdKRYH76VOFMa7UZ2RgObCZLQSzO1lMZxGoy7XjsoMO0qTrSiINiGTv4EUUxhiNDo4A9X87WkRHWxCAj+3RK0BKXoNMojrHJcFBXE2gttOmNtQlmpHRUokP0cT6hMj0JEcib4UOwa4fDxV4GzG1owI7MixYne+C/uK3DjA4x8odnHqwt2c7i2ycTmj2MrPgZ9PCj/fWD16nDo0WdQoMwigtUjw1yHK1wC7jwk2/j7t3pFw+toRG+hCAu9z8aHRPNd4ZJrTkO/MQ2l0ESoTy1GbUsXfYzO6irvQXzmEUUJ5tH4aYw1bMN6wDZNNBzHN3+dU81nMtN2P6baHMdnyDYw2fgt91d8jeH+Mzopfo6X492jI+wM/u7+gLucZ1Bc8g4aSv6Oh9Fn+hp5HY+U/0cjCalPt62iqexONNW+iqfotNNW8Q0S/g1ZGe9X7aCl7DzV5L6My9c8oi/sRilzneA+ZQVRINZ/p0SwPBmDB/GXEMxE6j3AmmO/66s2czoOM23wjjj1w/l/xzOU33fwV3Mky5IqVS/hb26BU257rbVsPk8moAFrwrNFoEBgYqLR7Xr16tYLn/7na9lxv23PtnmUIrZuUattf/OIXlfO4ad6tCp7XeRugiciHPWUIKeVHUdT1PdRMPoE23uN673kJo6fexOTZdzB15h1sOfMhtp3/CDsufIyd9xPHD1zE7gc/Ych4zB8x5sCsBF974KwEsb317BsE86uYPE6QH3+ZgJ6bnzj2MsaPvEQ4v4iBA8+jb9+z2Lzrr2ic+h3Kh36JvO6fIbPjx0huegzxtd9FbPm3EFX0COy5X4M18wIsqWeJRWI58RhMCfcSyodgiN3P1/sYuxEeu4O4lewxEczQEcAKmCXiZhgEsdJW+Xp7ZWL3czgzwpSs9FwY+H5lzGPJKDukKjPfw3kBtY6g1RHh+lhiWelEbK5dsTIfPQG1ey5UnwfBKpnbGHkfEfvf8DwBPfcpWV5Pu2eBs7R7Duc+Bc8R8WME9CSsyVOwpkwhklML4WxO5DVdx7OauJfMtoSK+9ZwPx4Ue8IDaA+mbwxZ77lenV225fk5R5SMtlK9XJY7+dm4tvKZM4PImEnEpIwho2AcRRWjqGsaQfvmIXT3DaN/eAwDIyMYHBueq749yeWEdGf/AFplzOdu4rmT72kdR3njBPLrZpBVM4vUyp1ILDsAd8FhWDKPwZh2FrrkC9Amfg36FBlv+zEYkh+DOe3HsGQ9DnP2bxGR/TtE5D4Ja8GfYSt+Fo6yf8BW+i9YSl6BpfR1RAiUy9+HpfJDWCo+RiShbKv6BHY+pyMlw1xxkTC+BGfdFWWZg2EnlJUq1zeEq/aKgucoPuOdDEcdt6v/DNYGgrmJ+2sjwNve5/QtOFpfYfwTzpYXCOzneLxnYK98FrbyZxFZ8jRh/0cYsp+EPv030Cb//DqYv4fQmEcRHPUQAp0XEGQ/A5XjFEKtRxFouYfP9rvhE77/eptnwlVgLEBetYSIXbEEq5cuwpI7bydS71CwKuukw641i2+HL+EpcJaQDsH+3eP2XNXtG4erknlPh2KyjRxPqm1LdW0BtEwF1HNtnG8mRonw+Tdh7SLB853KVLLOi277itIbuAfLAnqpTr7g1q8obbKX8RylyvnaZQvm/gHAqeDZdw0hx/1LSHVtDY+n2rRSaf8sVbSlw7BV1/EsIb1vBxDB0hu1WYYxCpnrJTqQcBSkylBVgmfpbXslz1U5Z87Lea/mdfpIBppoFRR7wOwJT/tmyTpL9lkytwJOT6/WN+J5A6EuU2nXHCBVnAlJtf8aJfMsmem1y279HM/ektFfdjtxu4DXt5IolrbFK5Xss6cDMQl5LXiOCPGCKUhwukoBqiBazWOEEsCCWUGuibiW7K+sE+wKnKXNsz/PXaAsQJZzlmsN4rySdeY1y3XLvKDZj+cj28o16/1Wc79zPWwLliUDLZCW/XvOQaaCZ7vWR/ncBe/mIEaAjMcsHYEtVYAseA5ecweCiWdP52GhXKbasJDXsRCaTYuU0Hot4jUsgyVEhrFaw0LUOjg164ko/l0J6nDC2h6yGnEEbiwB6wpdB3vwai5bCwex7SR4XWoGp06+nlu2TskmJ4T7fR6JJn+kRAQStCEojNHP4ZkFnRQi102sy36k+rdUz45S8OytdEimAFoy2AZvJJt8lfdLpEZwf2Y/ZNkIcukYzKVBrks9t94WomS3S1n4LE3QoTrZyIIuC2kp4WhlQXQgz4Wp8kTMVCRhW3UKdtVnYk9TJva2ZGJ/ew4OEs+H2opxuL0ERzaX43j3XFXsU33/BvNJIlmWe9adGagnihtxZqQJp0ebcGa0HuekczDC+dyIILqKUY0zxPTpYWJ7rBnnpzpw32wv8TyIb+4cxff2T+Lctl6MteWiusiBMhYMK8sd6GxKwmB7BsY7szHWno2+hlS0V8SijoXa3OxEJKUkwx1LpNmjYTRFQa11IjDECf9gGfrJDS9/gpM43UQ8r5fOuQJi4ENU+ga5EaJJhF6fAk1IHLREtj0kFgmqeGQT0BUhLDAT0/3qWIxpYjFLRO8KdeBulZ1oduEIMX2EKD1KnB7VxuIeXSL2h6Vgh4F4NmSgX5+GNm0KajUpyFILnrNgDUlTOg1TBSXAn+e0kdhdz/Nbx3OSWO8fg42+BLQX13m5OR8FLxnSSultm3j2diu9bnsTxlJle1MgIa0MVxWFYB8XwnzdsHN/Sb7RyCNeKwPdaAqNQjfPe1TlwBa1CztVBDTxvDvUg2cW0okNwbO0ed7B7+sefi8PRIXgUJwah5I0OJSiwYG0MOzk92gmOQKDsRZ0OiPRZI1EXaQLpQRaBj/HZFUy4oOTWCDPYIG8AEn6CqQY65BuakGGuQ25kT0oiRpGXeIMWtN3oLvwMIZrz2Ki8QFs6XgEW7u+jR3938fu0Z9gz8TPsX/m1zi06ykcPfA0Thx+DieOvIBTR/+Js8ffxH0nPsZ9Jy/i3ImLXHYRx+65iMMHPsGBvZ9h547LmN1yFWNj1zAwCHR1EcRNV1BbfxlVnFY0XkF53VUGUFZ3DWW1QGU9UEs41zRcY+HiKhparqK5/TILGVfR1XkZm5s/JsIvoq32IzRXfIDGUmK85A3Ulb6E2uLnUFP4F1QV/BEVuU+hJOMp5Cc9iYy43yIh+teIcf0SdttPYIh4DKFh34Cf7mF4aR7A+pCzWBl4BEv9D2CZ/z4s89uNxd5bsXDjGBZu6MaCtW2Yv6oF81fUY8HySixaXooly/KxfFk61q9L4/chGQHe0QjycUAb5IJZ7YRdZ0GM2YYEmxOJdjviLBbEmS2INUXAIchT63nPMvJeFg5HULjS8VokYWXxtiHSy8nXTjj5/YjWxiGBAE+2pCLNmoE8dz7KEipRl9KI5rR2dGT1ojt3BL15k7ynTGEgdwyDOf0YzGzFYFo1hlKI6PgkDCfGEL8OTBLAE8k6TCaHcl6D4eRwDCZbMEQ8DiRyniHtmUcYAmapsjyTYcOMtPVNtxDNgmcbtmU6icoo7MuPxt58N3ZkWzFBmPdH65ThrxoJ2jKTGdn8HGIJ44iNEdCuMiJolZ7PuDAFzUFrtAhdq4N+kwFmfzOsQWbev02IN1qQFmlFbpST9+ho1GTEoornUJsdiZqsSJSlmFDMe3cBwZ9p0yHdwnu4UYfoUBVsPkGI3BRCmOoRG2xGojoMyToNkg1a3q8NyLCZkBUVgexoM/JiI7gPM4qiDCiPMqIxxoIO4ronLlLpFG0mxYBtGQbszDZjb4GNaHbgYKlTicPlbhwqc3KZXYn9vE/u4nZbU42Ykjbh0QZ0ucLQbDehKsKCQoMFuQYHsgzRyAyLVSLHmIjiiDRU2nNQaitGiaMWtfHtaE7vQ0f2CLryp9BbtA0D5XsxVnMvZprOYlvbg9ja/jDj69jW8S1s7/g+Zjt+hJn2H2Om42eM32Cy/fcYbf0T+hueRlfd89hc+ypaK99CffFbqM5/D1V5H/J38g5/M6+gvuI1NFa9RSy/j4a6D1Ff/zHq6i6irp5R+wnqaj5BffUnaGA0s5DcWHEZNQUfoyL9X/wePoli97eQGbEPblUbdF4pLB+qsPCOlcTzfMy/5RbMv+krWHDTVzH/5nmYd9N/b+f8/1Jt+3aWH5ctX4iNm9ZCGetZqbatVuDswbNWKz1uh8Db21upur18uQfOhDTj3x2GLWIs/LzHbTkfwfOXvvRFBesyNvVdi1djrXc41KYCAmwQiSVHUNj5fVRPPImWXc+i5/ArxPM7xLMMJ/U+pk9/jNkzF7H93EXsOE8oXyCeLxDP9xPPBPWuCx9hD+G8+4EPsOv+97DzwruENuO+d7D9vjex9fQrmDn+T0wdexHTx/6BaWX+H5g8+iLGeL8dOvA39O35M3r3/Ambd/wBDeO/QHHv95Fc/yjiax5BVNn9sBechSXnNEzpJ2BMOorwZGI5ca7NskkiYQ/ndxLB2wjL7TDHbYWRGJbxjmVsYwPnDcStZJgl22zgVMAsgJ4LyRJL9ngu5iC9FWGeIML1Ug2baNbYCEn7lFKV2UhUy34N8ZxPINBjJ6EmhiUEx+poIjaaiGWoGKHXQ+Z1RLAulqi9Dl1pS6zlVEfo6p3Es8CZYNU5xpXXci0G1yTBPsJrG+b1jsIUPw5zwgSvf4LnMIHwRG4TJ3CfA7mC8uuA1wiWGZ7xmz3jPOucvBbPPPf/b0Bfx7YgWQm+lgy2ErxGvk8r40czDI5pRPIY7iSpuj2GvJJhVNQMorFlAB1dw+jpHyWgiejRIQwQ0IOTI+gbH8HmwWG09g6huWcMDZ0TqG2dRGXLdpS03I38hsPIrD2KtOrTiC+9AGf+w7DmfJs4/gHCM37G6W8RSXBasp6ELeePsOX/FZb8pxGZ/zdEFhCmxS/CVvYqHBVvw1H1nlIF2151kXC9xLiqDAklHXXZCGMnn8dRTZJRvsJll5V5d9M1JZtsJ4qd9Vfg4jbRfHa7ZVsJLnfVXCSgPyamud86Qrz+I0TUv4fIpnfg6HwPjo7XGS/B0f487B1/4/RPcDYz6v7E9/6J5/YULEVPwJj9S2hTfwQVwRwc/Q0Eux9BkOt++NvOwMdyFN6mw4TyAfgZd8HXsB3eYbPw1s9gE+ML0oZZ8CzDQC1nrF++gDhbgjXLFmLp/Nuw7M7rWV7eaBbfJlW3byOAiScvyTwTc4SoVOVetUDaH0vGWMA3N2SUZ7ioNQTwCsJ6xZ03KxlmqaYd4r0aKuI5eNMqeK1apLx/GZG8+LYvY/GtUgVcepy+E2sW3sHlNytoXnQ7z2H+LVjKdQJ6CUH0UmJaaa8t7aGX3YV1RPc6qcLNUDLPq6VtrnRyJb1dryD8lvP1Yniv4DZLbsMa6XFbMtDzv6LM+xHague5cZ7XE3wriGfJPN9BcN/OuG2u+vbCebw2vpeAlg7EVi+8WenAy9POV3rUlhA8ytTTg7WA0tNO2APoYMLWbx3PieDcIG2epX049yU4liGqpFq3B6byXi9p7yzDWRG0fivmw5fvCeT+5FylPbNeyfQKoKXN8l1KSCZalsk1SYdgYcSqIUDaBsvQVcuVDsP8ieTQjYuVdUbiVdapvbiPNdJzt3Q8RvQTxiECbckg89yk07EQAlpNDKuJYwXP6+QzlzbPRDuXyf4FzQJmD54F0p5epwXqEpLtl8yzIHqu+rj0ar0eJp6n3nsZ8byYWCbKV89nIYnnup5Y5jK1l7ShliG05FykCvkCfu6LEU4MO4ldN5EqWWel/TExa5Kq3T6SeV6NaB0xq1Sv3qBkmK2BqxUwR2v5Pq1UqyZ4+d4oATbxLdWsJaMcb/RFgtEHieG+LEAFIIfALYpj4S4pAoVxknkO4D42sDC7Dm7NBiVidBsVrMfzfXEGL0Rzf3HcJtXsj1ynStlHBtEsmeZcaT/NyGfBMV/mCelceyhKYsJQlWRGNQt7dQqczWhMi0B7pg3DRXFKz9pba1KxrYbYq03Fzvo07GlIm+thuyUbh5XM81y17ZM9lTjTLz1pV+NULxEs1bT7a5Sq3BIypvN9ww24n2g+Sxifk1CyzXW4j9Mz0ja6r0LB9LnRBpwdE1w34/R4K05PduDc1GZcmOrCd/ZN4BsHp3BovAV99eksdMWjqzEZo91ZmBrIxexQPmYH8zDWlYW+xlS08fzLi9OQlZ2K+MQE2F0xCI+Ihlrnhj8L/z6E5SbBqGRyPe2J/WLgHRjHdXMRrEpiASgDBk0qURsHW7BknhOI5zhUMVo18RjQxGFCG49tujjsJT4Pqe24V0M0E9DH+Pq4OgrHNDE4qkvC3WH8LPWpmNAno0+bjA51Mhq572x1Ggt5GYgMTkV4YDLUQYkICJBq2THY4BdLOF8Pnu9cp2E8d6Jok5+EDEvF8I3l9tImmrBmbPLnNfCcfbkfP0I6yMfNe0gMzNw2jvM5xHRFgBvNQW70BEVhJNCJ6WAXtoe4sEvgLFW41TZi2oydGiP26HXYYyScI9Zhr20j7nb54yDxfDApHAdSI7ErzYbZ1ChMpsRjMCEFm2My0BKVi0ZXCWoc9SixtqEgoh355k7kR/SjwDrJ2IZC516URR9GWew9KE86gfrM8+gseQRDdd/FRPtPsL3/N9g79hQOzj6Ne3c8g6N7nsPxAy/ixKGXcPLIKzh94g2cPfM2zp17H+fPf4D77vsQD9x/GQ89AHztAnD/fcD5s8CpU8DRI8DdB4Gdu4GZrcDIJNA/AnT2XUNT+xVUNV5CKR+6xQRzUc1VJQqrGZwW80Fd3nCVuL6KutYraCScWzovobPrMnq6L6G3/SK6mz9EZ917aKt6E+1lL6O95DnGX3g9T6K98OdoyX0MTZnfRG3KwyiPu4CimHPIcZ9Dsu0kokz3wBS2D6Gqbfy7TWGt3wiWe/Vh8YYOLFjXhDvX1uLO1ZWYv7IMdy4rxAIiedHSXCxckoOFi9KxaFESli2Kw4pFbqxZYufz085nq533Uwv0fmaYgiNg0xoQEx6KJCvvES6jArXMKBPS7RFItVqQTEQnh9sYLiQZpOO1WCTqY5GgSeH3vgBxqnIkaKuQbKxHurkF2fZO5Lp6URQ7TExOoTp9Bxqz9/I670ZHwb3YXHAK/cVfx0DhoxjMf4CIPo6hnD0YzhzFSGo7gVyOsdRsYjme3xs7IxzTqTrMpBHRaeEYTyOoeX8aTzYqIUMvTSQbMJ1mwlZieQfRuj07gvMmotmEnVkW7Cag9+Y4cCDPif2MnVlWTBHiQ7FhRKMeLVYjqk0GFGhNSA0Kh9srDJa1RM5qHVSr9QhdpUPISg1Uq9TQr9fzHm9EpL8RjpBw3osF0HyfJYL3WRvv0Q4Ux1tRkhTJsKIglhCNMiPdFo5EUxjv7UbEaMNg99fAtCEEhjXBMK9Vw7pJD3cg14UaEK3Sc78GPg+MiDMZkWDWI5noTrdokGUKRqE5GFWRKjS7tOh0azDE39xkkop41mN3rgkHCq04RDwfLnXhaEUcjlYm4HBZPO4uisf+wiTiOgnbs+Iwzd/leGIyhhNS0Rufho6YbKI8H7XRJah0VxDp1Sh3N6Iypo1Q7kJzUh9aU4bQnrWNf8vD6Ck7joG6sxhtvh+THY9gpvc72DrwA2wf/il2jv4ae8afxN7xPzH+gj1jT2P7wN8wvflpgvlvGO14lvEPDHW+ir6ON7G59R20Nr2P5kbit/Yz1FR9iqqyT1FZ+hmqyj9BZdX7qKr5ENVSA6T+M1TyN1necAVlLAiX1XG+7goqOK3keytr+B4Curb6MzTIe7NfQXHSUyh0fx9ZkScQox6GwasA3svMWH7nRtx1y10E9DzcNu8rjC/j1nk34RZiep7E9U7D/nc0/zu+8pUv8j1fVjoNW7d+FXz9Nik9bqtUwdCH8e9tNkLGfNbqVAgJCYavjxfWrbve7nnpSqWn7bnetqUa9zKlyvYcoOeyzzJc1Ve/Kj1uSwacx5x3G25btBIr+H0NDs+BNbEXSaWHUND+bVSPPIHWbc+h5+7XMHLsXUyc/AAzpz7CFsJ569mPse3sh4TwB5y+T0R/SEy/x+VvE8hvY9cDEm8y3iCcX8O2+17B9gsvc/5f2HbmBcyeeIaA/htmjj09F8efJqT/Sjw/hYF9T6Bn568Yj6Nj9ueoG30MRZu/jsTK03AXHYU1+wAiMvbCkr4XpuRdMCRsJxK3c7pVgWt47CwRuZUxi3AiNpwYlg6+DNGCZqmWPQUjoWwgkA2SbY7j8lhZLplfAvV6aKSTrc9DsreEpBKELPehkx6sJcvs4vZRBC2XexCu7Jvnoleqfwte5T1SNVsyvyOfh8ZNJDO0DD1hG0Yo61yS0eUyhjIWtGScCVUZy1iqWqulN26GVrAqmWDJSvO9+lgen1A2xjMSJhEmiE6eRngSYXwd0AqieT4apfr4LIG+jftgRMl0K483y+NJEMECaoE0oRzG44fx+AYFz1PQ2Pl+LleGsOL5SSi9c9tHobINQmvvR7i7l9+nHsRk9SElvxf55T383fXxmTiEjt4xdA2MY/PQBLpGp9A9PovuiZ3oGN6F5oG9aOw5gJqOAygnmoubzyC/+VFkNXwTaTXfQXLVDxBX9jNElfwGrmKCs/BvsOY/C2vBPxgvMf4Fe/GrsJe/Dmv5G4jkNJJTa/lbiKwkZIlmm6CZv207n8EyBJT0bK30fC1ZZII4quUqopplCEfCueEyYojnmMZrcNddRTSf426GZJpdMspFLYP3C4cC5g9grXsHlro3Yal/DZamV2Fp/Qdsnc/D2UMw9/wV9m7ivvt3jF9x/hdwbv4JXG3fh6v5O8T6txBR+ih02RcQkngSAe6j8HPeAz/b3fCJ2Asf0y54h++Al2EbY5poHoOPfhQ+YSOMYfgYR/AFL+JSqmILfNcsJsbWLCV6lymIXi5QvYMwJVCXzSegb5tHBBN0q5cjcONaAngdH/BrlKGjZJvld96KtUvuIv4WEcRL4bN2OadLFMgKuud6y54PfyJW4Kz2W0+Er1E695J1SwXJt34Fd938JSy5fR5WLZSM9p0K4Bfx2AvvuEVph73krjk4S1VtaessVc6l8zDpOEz2L2M+K22nF93KKc931QIo4zGvX8pjS4dbcn4LCPu5IbTWE8SSHV9OPEsmWYbfknbL4QFSdVnwvIpgXKRUjZaQ3qs3yVjMi2/B+kU3E9E3KSHzG5bcolRXVqoqS7aVIXD2tG2+sSMxZZzm69W3pbq3Mt71ygWE8x1Ke2xvXoNkjIMFqpLNlmwtQ0W0Svtj3+W3KaFkhIlaaZssMA3zkx61iXWGZJJ9V0hW+k5lXvBqVGAs5yLntRI6aUvMqYpI9iNKA9bexXNeAQO3CSNaZbks8ydWA3gciRBpIy3VrjkN5rl42kxLu2bpoTtwvbSFvhP+0jZ50yJlH3JuErKdVNkWQHuqiM/9o2IO0tLOXAAtkJbXFlkvWXBiW8XPQo43V438LgXu0rGYnL9GgTuPTTwHE9Eav2UID1kDt7RNtoTMjbnMfcp4zuHEfLjPClgCVsGp2qisc+t9CesNiPRdCSfPxcltHaHScdhGuHSELrHsDtsEu3qtAukEozeSGMnhPkiPDESOU8MCWThKkywoZGFPlsWHbWQBbB3idOs5XYt4/QakmbyREeGD1HDuQ7eOsZGFrUAFyJKxzonWKpEbo1VeC8QLo/XId6iQaw1BoV2FUr6uTY5AXUoEGoif1iwHegqiMVTCQlZ5IrZUJRPRSZitSsTOGhbCaolnAnp/YwbubspiCKLzcKKrhFiuIJzLcZzzpwlhmT/VW6bMnyOOpSOwswNVOMNlZ3pKcba/DOe5XNo6n+FyBdoCcGkjPdai4PnkSCOODUk04dx4Bx7ZMYRvH9iCCztHsKunFhM89kxPIXZNlGH3TAl2bSnEzukibBkpxGhPHvra81FfnYnCwlSkpSUiRrLPtnhoDcRkiGR1JeKxwTeB2EwkPBMgQz/5BiUovVT7BSURz6nQatJh1GYggsC1BsUjLph4DklAlSqBeE5AnyYWE7p47DAk4IA+GvfoCGfGCb0LJwn1k7oYHOc29xLa+3UJ2M73jDF61AloC4lHnSoRWaoU4jmNeE7h7yoJmsBEBAUkKh2DbfJPIKDjsZ4YXq/AeA7N3oT+3HBUScr5b/RJ5PoErPONZ8i2BDanvnwdwGmwTyxUPvEwcBu3rxuZfg6UB7iUHrd7/aMx4h+F6YAozAY5CWgHdqrtjEhsCzUS00bcrTPikNkPB6wrsd++DvudQbg7xowDibHYk5qGbak5hE8RxtNrMJTeir60PnQljqONhZOmuL1oiD+C+njiOP4s6uMeRG0cERn3GGoTf4qG9F+hIec3aCxiIbDyKfQ0P43R3hewZfgf2DX9Mg7ufBNHD75PLH+IMyc+wrnTH+H8uYu478InuO/+T3D+AU4f+AwXHryEC1+7ggceuoaHHgIeIKAvMM4R0CdOA/cQz/vuBnbsAaa3AcNTQO/INbT3XUFD56cob/oMeVWXkVt5FTkVV5DNyKm8gtzqy8irvoSihkuobiGcOy6juftTtHV9gs09n6C352Pi+X10N72BzpqX0FX1HLrL/oLe4t+gt+BH6Mn5BjZnnENH8iG0JexEU+wkal2DqHD0ocjahzTjZrjVTYgIrYU6sAI+PkVYvTEbS9ekYtGaZCxaFY+FK9xYuNyJxcscWLLUieWLnHzeSnXUaD57nFi32MZnSiSfLRG855uh3WCByc/K76wVLpWdQHMgPpywc+iQ5dIgLyYcxQl2lCZGozAmHnmuZBS4spBvz0eetZj3iXLk2epQYG/kss3IsUwiO3In5/eiKOowiqNPoDTuLMoTHkBl6qOozvw26nIeQ2P+D9Fc/CM0l/wQrcWPo7v0WXQVPYvuvD+gL+9nGMz7Ooazj2AkfQZj6ZsJ50qCOBMTSW5M8743QyBvSQ3DlnRO0yTC56apEgaGHjMpOuLRiD05ZuzOJpozjZyGE81m7Cem9+cwsi3Yk2nB1lQzxuMNGIjRY7NLqixrURnG+2KoFun+aiRuCkbU2lCY1mihX2OAdlUYNCu10BDPYet0MBPP1oBwBc8uVTiiFOiGIckcTiRHEMtW5F2PLKcVqdYIxJtMiNZze40JtuBwmP3CYNigRdgaDcJWa2Ek0s2bjNy3AWZfA0zEuTkgDOZAHSxBah4rhLDmMyfEBxlqbxSG+aAmIgCtjmD0RYdiLFGDbZlm7Mt34mBRFPEci8MliThalo57S7O5LJeoLsKBokrsK6zB7rw6zGQ1YjyzA+M5vRjOGUB/9gh68qbQU7QDmwv3orPwILpLTqCv4jyGqh7CaM3XMVLzDYw1/RBj7b/E2ObHMdH3a2wZ+x12zP4Ze/f8HQcOvoi7D72E/Xe/jAOE28H9b+HA3rewd9db2D75Nqb738FY97sY2Pwuejs/wOaOj9Dc/gnqW/k7aiZ+my6jggXeyvpLxDAhTAyX111CKaFcwiiuv8q4hkJGftM15HKaw0J0HiOfBeICFoTzqz9FQeWHKK14H5Ulb6I483nkxD2BbOf3kWm9D/G6WX7O1QhcEaUMe7fw1kUE8zzMu5VAZlnxZk5vu+02ZQgrwbMHzjdW3f7v8WV8mXi+6eYv464Ftys9bkvmWdo8a7SCZzUiLEYYw3XQhRHPoYEKrtetI5iXS4/b18d7lircS5Yp7Z2l2rYAWjLPgufbb59PyN9CPH8VX2J84aZb8NW7uN3GUPib+KxI7kRy2T4UtD2C6oFfom3LM+jd+xqG7+FnfvQ9zBDLW89+gNmz72L2NF+ffJOYfovL3iKsX8P0yX9hy9mXMHv+n9h+/z+x44F/Ytv9LzCexfYHniOmn8OOc3/H9lN/xdYTTxHOv8OWY08Q079TYuKeXxLPP0b3jsewedv30Db9bdQOP4KSzfcho+oIYvP2wJ6+BY6MLYjK2crpDCJTxmFhmBLHiOIRQnkMJmLRJGgmjKUNs573xv8pwuImlNAzJOurjSFaowW0I59jUxst2dq55UrEjHB7YpURpsTo9ZDlgmDuL2ouwy3Z3LmQeQLWKQjmPohiQbKemFYyywwDsWywjxCp3I99mMHlSpaZ2CVSlWGjiNdQojWUqA2VDseiZng+xG7cLMLiZ2FIINoTZ2AkmI1JUwhPnuKU1xpP3MYQ7jxeKKEfSuhq3DsJ+31E9G7idxchvJPHIaKdW5VMutbK99n4+djGYbSNMkYQznPTSs/gthmEEtChhPRccJlyfkOMXu6vC/qYzTAnd8GV3Ye4/AFklg2gpGYItS0TfM5tRfvgLnSO7kPX5GF0ThxF2/gptI7dj+bRh1HX/ygquh5Fcds3kdP0U6TVP4GkmicRX/EkYsr+BHfp3+Eq/SfcFW8ihiB2ybBNJdIj9Yewll2EvZIwrv0U1vpPEVn3CSKVKV9zWSR/31aC18HfvUN6vGa4GFGMaOn5mvcEJ5/ZzvqLXPYJoXwJ0bWXEFV1Ce5KQrrqCqIqiGUeR4ZxtFV8xOPx2LXvIKLhNYTX/xPG+mcR3vhXmFv/iMjNv4O99zdwDPwCtv4fwdLzXUT0Esm934Cl75uI7L0f1s1HYWs/DEvjIYRX3A1N7i4E8G/py7+7L/8W3hFj8CaMvY2EcjjBbByDr2EI/uH9CJAw9SPIPKDEF9YuuZ3oFPjexOmtyhBPARtWKqBdIUgliFcSpSul+vZ8qVot2dwVRLPgeb0y3bhC8HsrgS2AvYMYXUiYynBRyxREr1u6gMC9XQGyjMU8h2ci0nedgmc5pgBY8Lzwlq/gzpu+iMW3STaXqGcsueNW3DXvq5h/y1dxJ2+WC26/GUtkXOrr1bcl6+zpeXvtEump+s45PBOgN+JZqpgLoGVegCzVzWW9hLSxFjhLtXOBtYyDHB6wTsGznpCWnqyl4y0JqSK9acl1PC8knhcQzwyZX0tES1bYU13Zk332AFqmnuyxjJvsqb4dsG4JUc/zWnGX0mmZ4NmL56UA8Xov2lrCU0f8CqAFrQFEseBZ2mILngWkglOpdi1ZXYGyLBM837jeQFQrWWXCWMEzQ7Cs9pZOzSRDz+04L7iW5SEbFyt4llB63L6O58/hTMhKm3BP+2XJSAeum8NzwDqev2SFr1fZ9rR59mBbqmtLxlngLIgWMEu1bQkl+8zlRvlHgFyTwPs62OV4AmjZj2rTEn7W0q6cuCbSg70lliDUdymMwWvgYOEl2ijjLW9iYXRuaCoZlkrCws/ATiC7ddwmzA9RGi84+NnY/SUDzeC2ThmOShkj2pv78YaLAI4xeCsZ5ySDF5I5L1Wt06XdMwt4+TEGZciqZC5L4Po43QZEha5UIpaAFjznWP2QbfFFhpnwJpwzGEoVbUFzrA6ZLhXS7MEsJOtQxMJjSZyRhV4WGm2hKLCGosSlRT3R3JAWiaZ0O9qynegpjMZwaQImKgjnymRsqUzE9upk7KlLxf6GDBxqzsI9rTk42JytAPpQSzaOdBTgRHcJ4VysxNHOQhzbXKgsE1SfG6xUOgMTTJ/tm8Pz6R6u6yufg/VQDc4O1uBIN/EtbaZHmnF2rBWnR1txgvMnRlo434bz0z34+u5JfOPAVty3cxT3TLZh33gNDs7W4sD2cuzdVoSdM4WYHS/E5GAhRnqK0VKfg9LyDGRlJSM+IREORxLCTIQpweobnASfoBRCOQVe/pz6J8E3UHq4Jp794wnpRPgHJSIkOBna0BSYGFauuxHP7QRwP2E8KXgOi8P+sGgcJpqPhEXheJibgI5mxOI41x/WSqdh8dimT8SYNhE9mkS08v016iRkqVMRQ6TbQ1JhIqB1QckIDkyGr38i8UwYE9Eb/OII/RvxzKlU4fbhOqJ4PWOtT5wSa3xisM47Ghu9YwixWPhzGugVgxCvWP624+DwjUKqnx3FAU7UB7rRRTwPMcY5L9nnGZUDs8TzFpUFW0LDFUDvVhmw36DGAXMQ9kdy3hGNu6NzcHdCDfamdGBXxjC258xgJm83JvIPYyT3DAayH0RvxqOE42PoyPop2jN/gdbM36I14w+Mp9GS9Ryas19ES/5LaCt7BZ21r6G37U0M976LqfEPsGPmfezb/j4O7/sYx++5RDhfJpwv477zl3Hhvss4f+EznL//Eu4jms8/eAX3fe0q7nvoKi4Qz/czzj94DWfuv4aT54Ejp4D99wI7DwBbdgFjW4G+caB9AKjffBWVzZ+hgA/q9JKrSCkBkoqvIKnkMpJLLyGt7FNkVFxkwf1jFDd8jMqWD1HT9i4R8Baa2t5CR/sb6Gp+CZvrn8Pmmj+jq+IJdJX8BF35j6Iz6zRak/ejJX4aje5e1DtbUWOrQaWlBCXhhcgNK0CqKhvugDRE+CZCsykOfuujsH6NA6tX2bBiNWOVBStXmrCasXZFONavMPHeb4b/SoHyHJaD15qhIZj1XhaE+1hgC7IjRhuFJGMs0szxyLYmId+VipKELJQm5RC8JajLqkF9Vgtq0jpQmdjNGEJl/CSq4reiKm43pwdQHXeIy06gIv5BQvkbqEz6DqpSf8z3/BJ16b9FXebvUZv5R8L5L2jIfwZNxc+ipew5tFQ8z7/pP9FR9iY6i15HV8Hz6C98CkOFP8VY/tcwkXMQ4xmjmEpvxlRqIaaTEzGVbMd0ihkzhLK06d2aHskggNMsmE2NIKKlU7DwufXpgmaLEtvTzUrs4Hu2c7nE1rQIbkc4J4ajP0Y6HdOj2a4nQnUo1un5G9YgxU+FuI0hcKwJgZl4Nq41wrDWQOSGQb9aRzxrEa4MhxZGQIcRtQa41GG8x+sRo5/LLKdGGJFmMSiRZDYgzmhAFPdvV+sQEaxDuJ+OfxM11AS6eqWKMFdDt4rL1odBu2EuNBsl9Awd1Bs1CJeerf30iPLXISmY93OtEZXhvFdH2tEV5cRwQgxm0lOxMzcP+wsLcaC4FAdLKnCwuIZobsDe/FbsK+rGgbIhHKyYxN0Vs9hdvgM7K/dhV/092Nl0HDtbzmJH59ews+db2NH7GLb3/Rg7+n+JXQO/wZ6hP+DA6J9xcOxv2MfYPf437Jl+Bvu2PYdDe/+Je+95DcdPvI3jp9/F0ZPv4cjx93DvsQ9w75GPcPDwB9i//0Ps2noRW8Y/w+jgp+jt/Rjtmz9GQ+vHqGj8GOVNl1Decg3FzVdR1EggC5Svh0A5jwXjHBaQsxiZdXORwfmUaiChFEhkJBVfQwp/oyn8jWYycvI/RG76K8hPfgHZ7ieRYfshv/fnEaeZRYR3DYKW8ze1wI94Xqj0tj3v1nn4yi0346Zb5uGWW2+dyz7fgOf/M6C/zPVfVsZ6FjyvYjnVx3cjkRwArS4UYQbJPIch3KRX5qUttOB6zZoVhPOS/yue/111+xYeS7LPX8UXb+L5LliMhRuD4GNIIDibkFC0A/nNF1DZ/xO0zvwFPXv/haFDb2D0yJuYIpanTr2OyZOvEs6vYer4vzBz4mVsOfky51/E5LHnCOhnMH3qb0T037Dtvr9j631PY9uFvxDTf8WuC3/FjrN/xvbTT2HbSQHzb7HlxK+x5fjjmDn+S0zc+1MM7v8+8fxtdG79BtpmHkXdCO8RPeeR33AM6RUHkFi8k/fQnbyH7uK5bkc0nw/unGk40qcQkTiOcCJYAC2deSlAlQyxZIr/S8gyySYLlAXHEpJxHrse48Qw4a2EIPvG4HY8xlxIdeuRG0JQzPVSHZrw+a9BOBOh0uGXnJv01i0hcNY6hqEjqvUMHQGtJVSVIKCVsaCVatHSU7aMvTzBeU5d0uHYXLvssLjtMEjV9IRZGBO3IDxJYhoG3nflnwO6WF4rr1F69BaAy1jSmijpRXwHp9ugcW0lnIlm1yy0BLkMVaW2EvkSNkLeOsgY4OsBqAXJxHsI0RxCSEsE2RhW7pfYVhDtHOF+Ce7ECdiyZhFduIPPux0oqNnJZ+IB1Hfdi+bBU2gbPYfOyQfRPvkoWsa/jebxH6N+5OeoGfg1yrt/g+KOJ5BNgCY3Po3E+r8jruZZYvkFRFf8C1HlrxOx7xC0H8GlIJZorvgEDiLXqbRJvgJb/WUGpw1XYW8kihuuwcX7wFw1bKly/e+IkeD9wM17hVN6y+Zz2VH1MVyVDO7fUfo+7EXvwFb4JuzFr/P1a3BWvqp09OWoeRnWuhcI578Szn+EoeG3MDb8AsaWHyO87XuI2PxtWHofRUT3gzB1n4Nh8yklwjafhLHzHpjbdsPcvBOm+h0wVuyENm8WIckTCOT3M9AxBr/IEfiaiWXTCALMo4wxzg8h0NRHMPcyZNqP4Ih+fGG19Ga9YB7h+1VOBY6LidsVylQgLICW6epFd2LVXZIJliGlJPO8hihap0wFz7KdZKkF0KsXzceG5XPZZw+eZR+SnfbgOcSbiFSqfa9W8CxDTy0hiu+86Uu4/ctfwF03S2/WBPkdt2ERb5QLeaO8i6BecPs8LLrj371sKxno/wHPniGvBNFeK+9Sss3/iWdZLnCW7LNAWgAtGWiZV13vXEvwLMM7Sdth6XjrP/G8YdE8Bc0eRK9lbFx6K6EpAJ0bisozHJXAWbLOAmtBs1S7FmhL9e25c/oPPC+VsZXvVPAsx5esrgBSLZlb4tH/Op59pV20VLfmcgGq4FkQK5ldwaUn8/xfwHodz4LjG0PwGXodo0o2l1PBtGSk/dbMhz+ngmc5/udw5msPzpXetAnwgOt4FkQLnrXcVxiPK+cl28m5eDDvAbS0cZZMs2SdPZln6TBMMs7yTwO5dhWBLoCW93v2IeNVy3kK+OX8QwTPXgS69yLoAlYgQrUeNvUGRBDDCpp5nR48R/ivgjV4HVxEs2SeYxju0E2w87gRXC94dqk3KZlnD54l+yx4lrbKcfqNSJAxms3+xK+a+A1DQawR2VEapNoClbbLkp3+Tzzn2QKQZyeYI/1ZSGBEBChtnHOi1MgloLM4zbjegVh+jF7JPBcQzIU8RimBXh1vQnOmg2FHC6ftOS70FcVirDwZU9Vp2FqThh3SWVh9Bg40ZRLKWbi3LRdH2/MUIAua723PV6bHNhd9jmeZlzgpGWalN+1qBckCacGzJ+7jMuks7H7pIGy4ASf7a3B6qBHnCOdz4+2QMZ5Pj7XjNOdPDLXg5HAH7p8dwTcPbsejh7fj7K5BHJ5tweHt9bh7R4WC5+1TeZgZzcPkQAHG+orQ2VqEqupc5OalIzE5GU5XCgzmJARrkhCgSoV/aDr8gtPhQ6gKln2IZ5/AeKUa91yv1oSnf5zSgZcxMBE2rksgnnOJ5+rQOTwPqWMxrY3HLn088RyDg2FOHA4joA1uHDPE4BiXHdHH4VBYPPaFJWKbMRnjxhT0GlLRFpaCOl0qcnQZiNNlwhmawQJ3KsIYoYS9L8/Ji3AWPG/8H/A8V01bOhGTDLpkm4lnX8KZ26z3cRPW0fDlewI4DfByI5io1vG1zc+FRH8b8gOjUBUUjbbAGHQTzkPBboyqojCmdmJMY8O42oJxlQnTqnBslfGetRHYa3BgX0QqDtgrcHdUNw7Gb8H+lEPYm3UWO/MfxtbC72K69KeYKPkthoufQn/R0+gqeg4dhS+iveAltBa8itb8Nzh9Dy2FH6C56ANia66X6t72Sxjqu4SxscvYsuUKdmy7hP27PsU9+y/jBOF78jhw+hRRfA44d/4qzp4nqO+7hNMS919mXJmLB67gJOPYhUu4l9A+dPoa9h4Dtt19DVO7gWHCuXsSaCGcazquoaTxCrIrP0Ny8WeIyb2MqJyrcOVcYlxEVN7HiOV5xhe/w8Lg60gvfxX51S+juOZFlLKAUFH3d9TX/RXtdU+hs/rX6Kz6KfH8bWwuOo+OnLvRkjaNpoRu1LvrUeMsRbUtB1WWVJSbElAs7UtD3UgLciLOzwarVyQMGyJ4fzIjgCD2XWuCD1Hsy/BfF4GgdZEIXW/l/TsS2o0RCOP2Rh8b70N2RAa44FTF8f6QwO9SAlJNachz5KE0pgRVCRWoT61BU1YH2gon+blvQ0fxHmwuPYTNJce47CSas8+gPu0+1Kc/hIb0b6Mx7QdoSvspmlJ/gYbUXxHJTxLbf0QtkVyf+wwa8l5g/AuN+a+iPv911Be+hcaSd9FU/j7h/D7aqj5COws07eX825a8g67iV9Bf+hxGi3+HiaLHMF1wFtM5OzGd3Yfp9GpMpaQTz1HEs0Wplj0j0xQrUR3J5ZGYTLQwTJhICsd4vBETCeGYSjIrIfNjcQYlxhNMGON2w1w+ID12xxrQKm2dHXpUW8NQYgpDjlaH1BA94vy1cG1Sw7pejfDVWhiIZiPxbFgbBh1f61aroV+rgnGDGhE+GlgDieJgA0MHe6iOn7cGbk0oorXBcGuDeJ8PgS00FOagED6PQqH1CeHzLATBa0MQtErGLA9ByHINVCv1UK0x8O8czjDxb8q/Of+uqo0OhpPPuRg+VxLgDEpGoioDuYYCVFrK0OCoQmdsLQaSGzGZ1YltBf3YXTyMfaVjuLtsEgfLtxLKO7GvbC/2VxzE/qqjuLv2DA7UncOBlgdxsPMbuKf/ezg68mMcnfwljs/+Hqd2PY1jO/+Oe3Y8g3u2P8d4AUd2vITju1/Fyb1v4NT+N3HqAKcHX8PJQ6/jBGF26uS7OH3mPZw5/zHOXPgUJ85+gmOnPsG9xz/FoXs+xr59H2HHzkuY3nINQ+OXsbn/UzR2Ec6tHyG//kPi6lMUEM65TdeQw0Jydv3V60Ek1xLG1deQQCjHVQGxlSwolwPRZSxIlwCOAkbeNTiyL8PFiM69gqT8a0jPuoiclLdQmPwq8mL+ivTIHyJRfxKuwDGYNpYhdJWTZS1fLLptkTLOs7Qh/grjq/MEzozrVbb/36ptS5vnr+DWW1neZLl1rtOw9XNtnolng1GrwFlCss+yLCDQR8lQL1my6P+IZ6m27cHzPJ6b4FniC1+dhy/ecRfmr/bG+lAntM5yQnQMWfUnUNb9HeL19+jb+zyGD7+MsaOvYIJQHj/+T4wefZ5QfhHj9z6DiSPPYurYMxg78meM3vMUxo8+hYnjfyCin8Ls2T8Q0b/HzJnfYcu532Er52dPPoGtJ3/LKdF84nFMH/sZJo/8mHD+EeOHGDrwXfTs/CY6tz1CvPO+MX4/qgfPo7L7FEraj6Ko5R4Ut93LOIK8xoPIqN6D1PJdiC/YBmfGDCxJknWegEEwLNWpo/8Tzv/Gs1SnlpD5/4x/4/m/x9z7PJnp/xoyDvNcm2Hu4/OQZZMKnJXesol6AfQc8AlUYlOGo/IMReXZTuYF3TJ+8ty4z2PXIU38SlVp7lt68NZFS1trgjlhC8zEsylpRonwhGkY46eU6ulhsbxuN8FN+ArAlSG0+PlIT9lz++S8hFJtnPgl6OdiiOcyBLV9kPgfQijPK5jvDybAgwjoIPsMAu2zCLRtJ6h3E+h7iee9ULn3w5BwD6xZJ+EuPIfUivMobLiA8taHUN39DdT0fQe1A99D/fCPUTf8c9QO/RrVA79Hef+fUdrzdxR0PoPctueQ3vo8kppfRGLjP5HQ8C/E1L6C6Jo34K5+B1FV78PFZ4KTwLXzueCo+hTOmrnerqUdskuqYN8Q0kZZqmArbZWJZKmGHUVou2qucD+X4agkvKs/g7PqM9j5jLGVEMzF7xLMbyEy/xVE5DwPc87fEFn4F9hLGVV/hL3mSdhrfw9L7eMw1v4YhrofwFD/HYTVfx36xgegbzoLY9spmLtOw9R1FIbOg9C174W2fQ80rbuhbyWYm7civGEWplpOK7YhrGAW2vQphMSN87MlmC3D8DcPIzBiBEEWfv6WMQTJvJJtlqzzXARHDOALUlVbAC1tkgXPG5YvVKpub1q5CGsWS1vo27hcAD2XBRY8b1pBhG5YrVTZlukm3nwksyz4lXbRnurbslzwLJloD55lLGa/dUuJ7hWMlYT0yv+G59u+9AXM/+qXsJhoXnLbLVgw7yYs5I1O4OzBs5JxFjgvIvCvV9teQUxLh2YCZk/2WXDswbPAWQAtnZkpVbdvwLPMK1W4pa0x8RxCrErGWYZ1knGRpadqqULtwbPXUsHtbf8d0YtuVvDsGaJJ2jkbAtcpIXiW9s2SaZass2wngJYstB/PR2knvnKB0pGZ9PotmWc5nvSUreCZML0Rz37Xq2xLFtYDUYGzYNST4ZV1ss1cNee5DLEgXNo0S2ZZ0Clo9mSgPQiVZZ7MtGSjfVdJllwwz+PdkHkWPEs1bk+1cck+BxPbnmreUn1bMKvjsaQauZyjbOc5ZzlHWSbol/WSgZaMswJnzgu4b8SzfAZy/XIcT6Zb2lPL+cp5C/yDNhHOxHOw7xKEBXGfIdLxGHHuv1Kprm0gsI3c1nQd0QJoW8h6OLVeiNb5KHi28fMx8bOUdVLN26HZyPUbEUU4RxHM0dLJGKdu1RrEaNYpSC4gnIuI2uIEMwGsQ7pdhq8KUNYJmqPVq1kwXqfgOdfqj1wCOsvih5RwX2RGBiHHqUKWI5TvC1Yyz7kxOiXznMd95TrVyLYGK5nnyhgjGlNsaEqfi0ZGa5YdPXluDJckYLIyBTvqM7G7IRP7G7Nwd3MWDjIk83y4eS7bLCGIlhA0C5ZP981V1/Zkom8EtISg+TwR/cBwLR6eaMbD0214cLyFeG7EfWMtuG+8DefHW3FmpAWnhhmjrTg90YljA6040t+GMxP9eGDHFO7fNYXjW3txeEszDm2vwYEdpdizrRA7pnOxZSwXU0N5GB8oQndnCWrrCpCXn0E8J8EZlUQ8JyCYwPAPTYJfCIFKqHoHJMGbhVWpru0dIOMj/xvPfsSmiq/n8JyAxKAE5BHQNcRzF2NEJZ2FxWOPPgH7dDGfD1N1j96txL1SlZt43q+NwS5tHGbC+B5DErrCktGiTUQVIZ+tS0e8PgsuVSYsIWk34FnGcp7LPCvZ58/xHKN0CuZN2Mv5yrlKG2eJjVy30T+aU+lMzA0//xgEEtpBfF8Ir0cbEIvIQBdiA23ICnahLDgadUFuAjoam4nnXuK5T+NEjzoSveoIDKrNGFWb5hCtdmCbPgV7IipwwNGPA+49OBB/HvtTH8PenF9jV+GfMFvyDKbKX8JY5esYrHwHPRUfYnPVRaLyU7TzgddWeRltFdfQwkJxCwvHDZXXUF91Ba0sTHd1A31DLHBPXMX47DVs2X4Fu3dew4H9wOF75qpd30tAHz/NOAMcO3MVR89eUeLImcs4cvqqEofPXsLBc59i35lPsPvUZ9hx/AqmD13ByO4r6Nt6De0T19BAOJd3XmVh/jJB/AniCj6CI/MjmFM+QnjyhzAkvgtD0pswpb2ByMxXYM9+kYX1vyO+4C/IKP0j8sp/h8LKX6G0+nHU1vwUbTWP8RofRVfl/eiuOIrNxdvRntOH1rR6tCQVozE6HbXOWNTYXKiKtKIywoJygwWFoeHIDQlHeqARsX4GOLyNsHibYPKK4H2GmPayEcgumH3dsPLv5/RPhCsgAS5+B92qJMRp0oiELN4TCpBjK0dRVB0q4lqI5W505I6it2QGw5U7MFG3D1PNpzDZ/i2Mtf0AI80/xEjTzzBY/wv0VD6OzuLfoDXvCTTn/RHNOc+gKedFNGX/i/EKGhl1Ba+gtuhl1BS+htriN1FLKNcWf4i6ko9RV/op4xLqyy8rY1s3VF1FUw3QyuiovoqOik/QVf4e+stfw0jp3zFe/CtMFjyK6fxjmMmZwWR6M8aSczGaFINxQnkiJQLjMoxVQiRG4yMxEmfBUKwZgzGmuXCHfx5D0XOv+10GdDt06HYbsTkmHB3RRrRyvtEVhmq7HhWEc7HZgBxDGFI0OsQFaxHlp4N1kxbmdRqErVTBsEpDOOugX6OFlq/VK0KgXhkEDeGrJ4CNmzQI9yKMvLidl4rPAhXM3gEMH97rffh38uezJgAa7yA+R0IYGoRuDONzykhAGxGyxgz1Git061xQS6x3Q70xjs+dZD5/sqALKIA+oAym0DpYNc18lnTy3j6IAtskqtzb0Ri3G5tT92Mg+yAmCo5iS+kp7Cg/hz38zu2v+Rrurn8UB1gY3F//GPbV/wB76n+CvU2PY2/rr3Gw9wncM/pHHJt+Gqd3PI/Te/6JM3e/hvP3voNzRz/AmSPv4/S9H+DUPXNx5sjHOHfsU8ZHOHvkXZw9SjAfew+njjNOvY8Tp7ndfZ/h9P1XceLcZRyV3x1/Z/sPf4pdez/BNPEs/6Tq4W+taeBTVHVfRFHbR8gkntPqLiKt4QqS6wjfmqtI4HdGIp73hZiKS3Dw+2Iv/xTWsk9gKfkE5qJPYCr4FKb8TxCecxGmzA8RnvoeLAxHxoeI5bK0zA+Qn/I2SlNeRWHsX5BpfQxJunvhDOiDeVMeNGss2LTYi+XBBbhj3u3E8h34ys134Ks33/b/G8+33HIT5kuNyeWLsGHjGqXHbU/m+UZASzVuWbdmrWSeF///wvMXb7qZeJ6P21euw+rAcIRG5vDau5FRexCl3V9Dy8wv0L/3Lxi79wVMHH0Rkydk+nci+c/E8l+I6icxcs+TGD3yJIYO/wYDBx/H0D2PY+TIL4nsX2Hq9K8xeepxjJ/4OeNnxPfPMHX8ZwTzTxk/YfwIk0e/T4R/D+NHvkuQf4/7/jYG9j+K7p0Po2PrgzyH+9E4cR6No2dRP3QKdYMn0TB8Wpmv6j2O0o57kNuwn4DejZi8rbClTiEiYRLhsUSrtDX+H/E8F0qmlmGI3wJ97LQS/9N2/xkC1v8tPFD+n0LJPhOfatsIVNZhZaqM2yztmqVzsqi5UGBMLMvYyTJUlV7+CaC0hxZoS1yfl6y1oJvgNcZOEs4ziEzegsiU68F5C8NMVEt7bBmHWdpJS/ZY7RgkmPs47SWM++fCyWWuIaicwwS2BM/TMaqEoDnUPkY0jyOAcA50TCPIRTA790AVdRCh7iNQx55RholSx94PTfxDMKZ8E9acH8BV9FMkVv4c2Q2/REHrb1Dc9XuUdP+BSP4jSvueRmnvMyjqfh4FXf9E7ubXkNX+JjKa30Fq43tIbH4bcS1vMt5CLJfFcJm7jmiu/YhIvoiouk8ZnyljK0tE1V+Cm/cBqYIdI2CWzHI98UwsC5Sjai/DVU1gK0jmPaHiY94T3ieU30OkZJaJZXvxB7AWvA1L7muIzPkXLNlEc/pfYEr/HczZjxPSP4W1+EewVTwGayWvsfrrMPFeGVZzHmF1Z6GvPQl93b3Q1xPKDXuhb9kD0+a9CN9MKHfOIqyTf+N2/o3b+LdvGUd4M7+v9ZPE8wwiKrYgvGgLjFn8LiaOI9gxgMBIQfIgcTykjMMdGsm/A+dvhLMnvrBu6R0ErWSWpcq19OC8QMGs4FkALBBWetqeL9Wypdq2ZHWXEMAC31UKfgXJgmPBr1S7Xny7VAG/Q4G4rPPgWYArmWHvNYvht16GZpprXy3HEjxL5lraOwue7/jKF7Holps/x7NU15aQqtt3cerpdXsu8+zBs2S9paq2ZJIFw3PVsgXD/xOeJfssYPYA21ONW+alF2kZ8knwLCG9VwtiJfssbZ5vDA+iBdCbOC8wFhBLj9SScTYGrVfi/4Znqbbtt2qhkn0WQHvz3OR4/1lt+8bMs/QCLgj1QNKDZ8GoJ/PsgbPAV0K21xCPUpXaA+Ub8SzZW5lKm2cBtoBUMs8ePAuYPdWnb8SzB8SSqfbgWeZDfZaxUEE887zknGQ7z7Zy3h5Ay7lL9tnT1lmy0XItgucbAa1cv7yXUyXTfv38pWMzqWIueJZq25pA7k+1DubQdTAF8m/JcxAwh/F69NxOIO3Bc2TQWtjVxLHGiwXb9bDx7yZ4DvddjoiA1YgkwGWsaKdOhpvaAHcYoS2dgYWsYiF4LZJNfsiL0ilZZwF0jlurDDklcE4x+SLRsEGBc7x+/fVq2/7IjvRT2j6nE9C5DhXfL52FBc2N8cyp4LkkKRyFcQalM7EsSyByI4NREW1Q8NyYZkV9igV1yRFoTo3E5mwHBgpZgC1LxLbadOySzHNDOgGdgQOcHqhPw/66VBxozMTh1lwc6byede4uVuAsGWaZCp492WjBtJJ1JqLPcXo/Ef3weCO+MdOOR2c78LWJViXzfIFovjDRpmSeTw0141h/I44ONOD4UAuO9LbgcE8rjg524/TUME5OD+EwUX1gsh4HtlYpeN6/sxj7dhRh55YCzI7lY3KoCH3dpahvKEJ+AfGclASHKwFhpngFz34hSYRz8vWq24JngpnQlN63vYhoLwLFhxgN4HI158ODkmAnnJMY+Yy6EOKZMRYai63E8z7uc7/gWecmnglnTu/Vx+CINhaHdf8fZXcZ38h5tg2/TdLwJsuMXjOzBZZJZmZmtsxsmdlee9fLzMybZMPYpimlSSFJ02CTBhrGZT7e4xxZm23vPvfzvB/O3zUajWZGI3l0/X1eEEE8R2Atgb1SMs+aBHSoEtFIQJd7xiHDK3kSz0mmzDPPyZnnZGv73/FsZW3Cs5yfDGwmgLay57nLIGj2xDXDkni2siOeCWd7+1ACOgTOfG/ujhHQOugRQjzHO+qRSTgX2gejzDYIBvsA1DgFoNbFH1VOatQ5qtBK3HUSzt3OGvQ6B2DEMxETukpsYKVhY9gebIp+GhuT/4oN2R9hdf6XGCv5AUPl59HLH8f2ymto5o9hgwGoYUW5ij+IhoobMJQB5YRVuYxizbLEwHX1QG3bdTR2XUXbwBV0jl7GwPg1jK8GVq03NbdetxVYT0Rv3ANsJqI3MTbuvY71e69i3Z5rWLv7KuMKJljpH999HiM7z2Jw2zn0bjqP9rUX0Dh6HpX951FsPMuK/Fkk84c9uuB7BGd8A13i5/CK+hecgz+BY9CHsA96h5WON+Ea+gY8I/8CdczLrOS8hPDUXyIx5zlkFj6FvNLHUWx4DNWGh9BYuh8tpTvQVrIe7cXDaMtvQUtWKZpT0tAQF42aCF5fvS8qArSo8NehQqdDmZqA9tSiwNMPOe7+SHUJQJxTEKKdwhHtQhi7JCLCJRWRrpmIcctFgkchkj3LkOJtQKpvA9L9WggrI/L0XSiJHOLf8io0pG6EMXcHeooPYLTqFCYan8CG9uewrfclbBv4E/9m3sXawX9govd9jHd/gOG2j9BX/0+0V32CtvLP0VTyFerzv0UtKyU1REtt3lXUFF6BofgMykt/YPwIAz/finIZ8Zjr5TMt5+enBFDBz9TAz7yKlaFaRmst0MbKUFvZJXTxu9FT9DH6817DYNYLGMo8gsGUCfTGNaAzMhPt4aHojNCYpqMiljvDdegI80V7qAZtwfwu6iXUaGHZEuSjhDxuDVajmct1fp6oIpINjAp/L5T4eaFQ54kcjTsy1Z68bp6IdXNHqIMbAm3d4GflrmSVvRa6wnMe0TOfywsEzm5wm+sK17nEM9e7zHGC6zxXuC90h9tiCU+GNzyW+sCL8PZa4kwQ8/ml7nBd6sXfIzV/W3zhvDyIEQYni3D+BkbB3TKev0PJRHYGfKxzoLYthNq+FBrnGmjdW+Dr1Q2d9yACNRMI8duIaP8dSA4+hNyIUyiLexxVic+gOf15dLEyOFj0W4yWvozx8lcwYfgz1la/jjXVb2B19ZtYU/MOJmrexUTdP7Cm+VNs7PgKmwe+xLaxL7B7zbc4sPksDu28gMN7L+PIgWs4evgGjjAOHb6OgwevMaS8oZT7917E3l1nsX/Peew7cAH7D14klq9gz9Gr2Hv8OnafAHYcAbYeNP1Nrtt+Has2XcHAWn7m40Dd4HWUd11GQetFpNdfQELlOUSXX0AEvw9Kf8SCKwjMvYyAnCvwz7oEXfZ5aHLPQpXzA7yzfoRnxvdwT/0O7snfwj3xa7jFfQH36H/BI+pjQupj+MZ8An3C54iJ+xRpUazUR76JjGBW/v0fQpJ6Pf9+GuBnEw+PJV6wktGt778fU+65ZxLPDzLuJ1J/GizMjOf/e8j8y3fgftY5Z82epgwaJtllaaItWBZAS9ZZQh7LYGJLly7E3Lmz/1c8mwH9wANTiXMZNOwuU9Nt4vkO1p+nzFuAhXbucPSNQ0BSPVIr1qLIeAR1o8+hY8OrxO2bRO87GNn3DgZ3v0E0v4qebS+jc/NvCWZTtG/6Jdo2PAfjpufQvvlZIvp5DBDHA3t/if49zxHUz6F/93MY2vOCAubh3c8S4k8rMbznSQzvfRKj+0zL/TsfR/fm02hb9xCaJ06gceUxNKw4gsaRw2gYOcTyCOqHD6F2wIToguYdSK/ciJi8CehTRpXsszTf9grrn+zfbILxv4dkZ1cpoYohoCMJ6HCZmkqaQss0UzLI1n+EMvq2aa5md2ne/G8xppSSwTVnkP8zBMlSCpxd/IhUf8EzYTw5ord7mHnf0ieZcCaeBf/eXFbmlJbRt4P7FDhL6RUiGetuLvco2faA+BXQJ48jJHUlY5zLKxEYPw7f6FH4SLacx3YLmJzLOagT7kFtLCUIaD52DRY8E2cEujOR7BQ0DGci2TloBdet5O/YKjiHrCGU18MtfAvcInfBM/oQvGNOwTv2cfjIVFEJv4ZP4u+gSn4Fvml/hX/O36EveBdhRe8gpuxdJNV+iLSmT5HZ8hmyjF8iu+M7ZBq/R2rLj0hpPo/kxkuIr7+KuJobiOW9Pqr2CsLq+LdddxHhEjWXCGIimWgOrbyKsGpCuVpGvpbypwivuoFw1gtC+RsSUnoNerkvEMpBhWcZZ6Av/AGBBd8Sy1/DL+cL3iP+BV3WJwTzJ/BN/RjqpPf5Xt6GJv4NqOJehXf0S/CJfQ6qxCegTn0ImsyjRO4BaPL3QF24A6qSLcTzJniWrYdn+WoGv0uVBHDVKLzrhqBqGoJP8wCjl9EDzyZe/4Z2eDd0QVs3AG3lAAE+CC1/57W5w1Cl8bOP4efAz8XJ39wsuwsuum64EM6yLOvsNR1K820p7dXt+NliYnEJkbaI6Fsw8z4snUc8L54Ny0WzlCmfBKhT77kd0+6V6aJkVGtuP2cmt5kLm6USc2CxgPglimc9cCe3uw3T77sN8wjxJXMJWD4n5YKZ92PudOJ21v1cJ8eYyWPMUI6zbP50ZXs51oMyguLtP8N9xPO0e+7ETMGz/IeQaJaYcvcdeIDbyBRVMlWVNN0WNEt/agnBszTXFjxLmDPL/w3P0lRaoGzONkvIttJH2oHPeVrOU+Ds67xcyUKb8SzZYBk4TJYlZNnclNuKmBYYm5tjS9NtyT4LngXS/yc8S59nGYXcnoCW7LMA2obnJn2eJesseBd8+kxiUgDpSLA6EbACUHPW15zFlZBlQaYZq9ZzJVt+jwJdaVot0BQYC57Ng4cJpgW8km2WzLMAWp6XxwJiR4azZNUFvdy3IF4ALziXc1DwvIRg53bK9nydKwHqxX0JhOX5W6Et5ywhqJZzNmeeJSTz7EXAmv9pYM48y3HNx5MMuwwUZka/0uycWHexmQM3h7kKnlWOC3nt5vDazYW3/GOA5+fJ8xJI+/H9CZx1ToLjZQqeQ5yJaKdlCODxpU+0Tvo+E+BBMke0x1IEE9DSbNuM53A3U+Y5JcAFGaEywJdayRYnBzkj0c8Bib52iJPBwbyXKZGk/QnPKcRzsp8dkv3tlUiUCHRASrAz0sPdWJkQkHsQ1q6sUDggK9AJpRE+qEnwR0NaMOqSg1CbFIj6pAAYM0LQlx+F0eJ4rCxLxBqDaYAwpa+zZJ2J5i2VSQqcd7fmYn9HIfZ3FmJfe4GyfLCrWIkDnUVKyPLhHoKa5X5uc6K7XMk6P9xfidMjdTitZJ5rlczzkb5aHBtsxPHhFhwdasGB3gbs6a7Frs5a7CScNzfWYFtbE/YP9eHQygHsHGnFxiED1g3nY8PKXGxZl4dtGwoJ6HysGhI8Z6OLkK+tK0BObjLi4iXzHHMz8/zveI5R8GxlH0GMyvROXHaIgS3DiWj25Ha+DL1jDGKdYv4Nz/3E8yrXKGxyj8YWInkbY6dXJHZ7RmKvV5TS33kXyy3ukdjgGYPV6gSMapLRq05Bi088qrzikUU8R3ukIJhY8nViBdshDk52MbC2IeKJ5uU2EtK/OQLLlamopDl2KPFMRBPKEpZ2IUosl7DVE9mBsGTY2OlhZxcEOy47cNmVWPax9ycedIhimWQbiHRrf2Rb6pBr5YtCOy0xrUK+jSeKbT1Q7eiNJmdixd4bbU5a9HpFY9S/DGv4A78uYh/Wx72ADelvY13uF1jJH7nBsgvoqbwMY9VVNPKHsUamgKq+jOLK8yg0XER++WXklV81jWRNaGUTX9kySFDdFZQ0XUJZG4HbdRa1/WfRMnwF3ayA96wC+tcy1gGDG4ARQnrFNpZbbmBo61UMbiW0t1xC/+aL6N90Ed0bzsG45jtW5r5Fw/g3qB35BhX9X6Gw4wtkNH6GBMNHiC76EPrs96BNeQueMX+DU+ifYef/Kqw1L8NS9VtY+PyS5TOw1T7JyslpVnyOQx26H8FxuxGfvhOZudtRVLKNeNyGelYGWyrG0VrWD2NZBzpL69BZVIyOvDS0ZUajJSkYDTEBqAn1Q3VgEKoDwom8CFTqolHpG49Kv2SU+6WhQJ2BLJ9sZKuKka2rQZZvEzJ9jcjy60auXz8KA0ZQEjSOkuANKA7fRzAfRXn0MRjiTqIu9TG0EvXdJS9hqPKPGG/4K9Z3vI2t/R9i9+inODjxFQ6s/wa7Nn6Nreu+5N/JF1g7/hVWDn+Dkd5v0MeKUUfTD2ipPYO6ijOoLDqHqqLLqJbWAYYbKK++gJKasyitO4cKVpAq6i8pAz9VNlxjeQ0GVqIq+BlKyLqqxhuobwa62hiNQGfNdXQbzqGn5HP05r6JvqxfoyflGLriV6M1ohGNwRmoC9Cjnghu0nuimUBuIowbg1SoC/RGjb8nqv34fSSQq4niKqLY4OuOaiK5JtCH19MHZRpPFKo8kK/2QB7LbBXR7OWKVE9XJHm5I8bFFWH2zgiwcobGwhneRK9klV3mOsJ9njvRTOgs8OKyB8HszvWE8nwvuC3whusiNdwWaVn6wmWRP+EcDG+LCKgtI6FazrCMgbdVHLytk/g7lcrfwgz+ZhUwSuDtUA4fx2oimZBza0WgRwdCPPoR6rUCoT6rEKpdTyxvQ0jgPgQHHUV46COIinwaCdG/Qlr875Gb/BeUpf8NVZlvoSH/PbSVfojuio/RV/kpBqr+heGazzFW9zVGar7EUM1XGK79FkN132Kg4TuM8O9pVc9VTAxdwprx89i8/gp28m9n724Qw8B+wnf/ceCABCEsy3uPAbu5fhdBvZO43rn/CnYduIqdh7l8GNgmWD5KLDM28PE67mfdPmDNHmDlthsY3XQDPfx7bebfbuXgDRR3XkF2y0VWxs8hht+tsGKpFJ9nZfgCtFkXoE67AJ+UC/BKPAevpDPwSPwebvHfwjn2KzhGfQH78H/BLvQT2Id+CHv9u3AM+jtcgt6AZ9DrUIW+Dl34G4iI+DOSw3+LFP3T/M08ilT/rUjR9SHKPQ/+dgH8rOxgM3eGMvOKJFHuvft+3HnXdPyCgJYMrxnO/6+Alj7Pt7Oeee99rGPOmqrg2TxdlbsHv1uT2WcpPfkdlPXLly/B/PkC5tn/v/CsAJrHvE3Oe+ZMzF1uB1tvPeFZjMSSQRS0bEfN4MMwrnuRmH2FuP0LcftXDO4inLf+Bh0bnyVun4JxPWPDk2heexqNEw+habXEKbRvPI3eHU9hYPczRDPLPU9jcI9kl58hmJ9iPMl4nCB/EmMHn8T4oaew4sCTjKcwuv9Jvu5xdG1+mMc4gZY1x9Cx/gTa1x2Hce0xtPFx6+pjaJk4juZVx1EzdIjY343kio0Iy16FgKRRqGMG4R0hA3lJU+sxJbtsDu+IccZKpZ+weVnCK3wVS4lxYlmaZwuYZdoqc2aZsA4dJzBHlf7GEq56U+mmH1NKU9bYPIWTeR5k03ROkkmWjLKpCbaUJpCb4DwCFx7PNXQYLtxO+jSb5ocWQA/zuIJngXMvvPQ/hSdx5RPaBb/YAYSkrEBk1gRictYy1iA6aw3CUlfBP24MqrABbktsB/QzpDk4X6vvIqC7Tc2zlfPhMUP5PkJX8RzWEskb4Rq2BS4R2+EasRNuUXvgFXuISD4OVfzD0BCS2qTn4Zv8EjQpr0Cb+hp809+Cb+b7xOg/EZD/KQIKv1BGvtYXf4WI8m8Rw/t9fON5JDTxb7f5EpJbryGp5TrXXUdsAxBTB0TXEM0C5yoggqX0Tw6vZfC5cKJasskhhmumqCSWlRGwuSxZZdYF9GUXoS+5QCCfZ5xDUMFZ6PN/RFD+d4xvEEAs+2V+TCx/qJyrNu1dnjuhnPp3qBNfh3fcK/CM/j08In8Nr8hfwiviGV6XR+Aefkz5Z4Fn7A54JmyAZ+oaeGWuhnfuKvgUjUNVNgqv0gF4lPYyCGRDF3xqeojnbkYHfBoZTUaomtvg3dxCQDdB1WCEX0MfNFU9UPM16oJeqDJ74JPM10cTyvoO4tkIJ20box2u2g64EMqOk2C25TpbTTts1EYlFDwvIh4XyoBZMsAWISt4lpC5kgWoD959GwH7C0y/927MefB+bj+N283E8oUC4FlKuWj2AwqeH7yb6CWg5067h69/UMG4lIJneX7+jHu5jlCVrK9My8TjCa7nE70mPN9GOJvwLIOEzZDm2sTzrZnnBxmSeZam2zLitoyyLf2dJRZIv2e+D8k6WxKhAmIB8q14drSYexPQAmXZRkrJRJtLJfNMsAqetU4WShZa8GyGs5S3hmSgBdA28jxhJ3iWkbQl+ywDhwmgpe+zLN/a59mcpTZnnmU+ask+m0KaNxOqFnOU4wueZeAswbMy6rbgczIkeythhqigUvBshrVgVfo+W825F3Y8tiNf40Q8CzZvzTwLnqWfssBXQKoiLAXQZlQLnl24P8G7hCBaMtCyf3OzcDOcJRz4Gmm2LX2eBcfmpuQSZvDfmnmWbLMMHCbhw2VZJ+/V3FzbfDxzNl1eL1NkybnKOUoI1l1tGfZzCBkZDI3Py7zPy2cqGWeBs5TS91nwLH2e/V2WKngOdrVAGOEe7mapLMtzgmflOa/lSuY52FOabVsigo9lMLBoLsuAYSmBrjfxLP2UU/STeJam2xoZmXu5EoJngbMAWkLwnKC1JrJtkBLkgLRQVwXOEhlhbsgMZRnsgkxiPDfYFWVR0mzbD/UpQWhI0aOR0Zoegu7sCAwVxSn9nddVpWF9ZTI2VaVga00KtjN21qZhX3OOqYk2QXyou0Qp9xrzlRBEyzpzCJwlzI9P9RkYlXhIYrAGDw3VEc/1ON5fh8O9NTgx1IRHVnbi4fFOArqVeJaMczW2tdRgUwPLthYcGhnE8TUj2Dvejg0D5QqeN67KU/C8dT2XJ/KwajgDQz1Z6Cbg6+sLkV+QhsSkBISGx0Oti4WLF2HsQpwSw1YOsQzTQGE2jjLadgQfR/G5WNgTzMqAYU6x0DrHQ084m/Fc7hylNNseJJ4nJPNMPG+fhPIelvs8o7FfglDf6xGFbdxugyu35eMRzzh0eyegxSMWVe7cn1ciYjxTEOKaAB2P5UW0OxPztgSzFUOmnzJNQSX9mENgZRVsCmmabR9MMAfBggi2sAlg+HFbf8LZn/j2g7UtQ0obHWyJZWfHIP4taaG1UiHYWotIa1/EWWqQaKFCsqUPUm29kWbniQxbT2TbeaDY3gOV9p6o5boGJzXaffgdCSrFqshhTETvx+r4F7A2/R2s4o/cSMGP6Cu9AGPFBTRWXkRN9RWUV11CUdU55Ff9iFzDWWQZLiCj4grSKm4grRxILruB5PJrSK28goyaS8iqP4+C5vMo7bgAQ+9VVA8AdcNA4woGK+NNK68TxVdZGbukRNPq82hcdQYNK39A3dj3qBn9BlVDX6Gi7zOUdH2CwvZ/Iq/tQ2Q1vI/EyjcRWfxX6HNehS71d/xh/SWcwp+GdeBjWKI5iSWex2HhfgxLnA9iseMuLHHciuXum+CoWgs3HStzAX0ICu9GfEInMjPbUVxgJC470GxoR3t1C9oN1WgvL0VnWS66SlPRVRCHztxotKdHoiUhGvWR8agLSUNdcAEagitQH1yNGn0tqkOaYAhpQWlQB4oC+1AYNIqikHUoC9uB4rA9KI44iPLIY6iMfgjVsY+iOu55VCX+BYakv6E65W+ozXgTzXnvEO0foK/6Y4y3fY21Pd9hy+gZ7Fx9EXsJpsNbb+DIzmvYu+sMdmz7Dps3fYt167/FqonvMTL6I/r7zqDNyOvYQDhX/oiysrOMSyivuM7P8DqKay6gqP4cSpouoJyVKQMrU5Wtl1HTegV1xmuoNV5FLZdr2i6htu0y6hiNXNfdcQN9BHR342X0VP+A3opP0Vv4N/Rk/wrtSYfREr0KtSH1qPRPJ4ZDUOGrgkHnDgORXKHzUqLUl99DjRth7IICH2cUeLsiT8LHFQUaDxRpvZBHMGd58P7p7oZUN2LZ2QWJLqaIcXJGhIMjgm3s4Ud4qJfYwWuRIzwXSrNsJzjPcSKcfeC5QMvwhcdCDdwXauG+WAf3JQG83wfDc3kEvCzjGIlcToaPTQZ8HYt4/6+En30dowE6x0bonFnBcu+Bv2SQVWMIUk1Ar16LEPUmhPtuQ5TfbkT77UU8gRfvfwpxgY8gLuQJxEY8h5jolxAd90fEJr2GOFYOk1hRTGelMS/vX/yufYmyoq9RVfot6g3fo5l/T621Z9FOkHbWnUdP/WV01V9CJ6Oj8RKMjRfR1sRl43X09QGDwzcwsvIaJjYQvNuBLXuJYKJ3OyG8+yTB/JApdjK2n+Lzx25g05Eb2HgQ2Mjt1u8njgnkCZarWI7z9eNcv0KCaB7ZCQwRzn2brqN3/XW0T9xAA/9mKweuo6jjIrIbzyK15kfElH+H8MLvEZz3A/wzf4Aq5Tt4EMou0V/DKeJLOId+xUro13AO+BIO/p/BTvcxbH0/ZMXzPVY8/wYbn1fh4PMHuKp/C0/1r6Dy/SV0Ab9ERPATxPMxJAfvQpL/GiT59SDJ14AI90jimZi1XMj6y32Y88DPWQ+8HffdfR/uunMGITyVWL7n/xnP5qbbMmjYHb/4Oe6RpNDMB7F4yfyb01WZs8+CZ8k8C6BdXB1hZW2BRYtkxO15ynzPEmZEz549V0G04NncbFvwfOedd0/i+Q78/K7bcdfUKZi1ZBms3LRQhacjOq8FOQ2rUdl3gEh9HL3bf0U0/xbDu3+H/u2/RufGZ4ja00TtSTSvljjO++VRxhE0TRzj/fMIUX0C3VsfwcCuxzG05wni+ymM7H8aIyyH+XiQOB7a8yih/BhWHnkSE8eeIqCfwKojT/GxAPoJ9O84TUCfRCejd+tD6Nv+EI9/Gn3bHkHvlkd4HicJ6pNoGj+OqoFDyG3aiYSS9QjJGIdf4gh08cNE9AriWZpjSz/nYWVZMO0dSSATxJ5hknE2wdlUSkxmoKWZdphsY44xvkYyzCZIexDSMv+zZJ0F0TLqtLt+gI8J1FACVYlBxpACZ3NIE20v7s8rjHCX0bIZbjwXZ65Xgmh2CRnhOlMG2kOafE9mn725b2/i3JvH8ZEypBOqqA4EJPYjNIN4zl6lDKoWl78O8QXrEZ2zjqheDU0UIR4kTcYFzjx+MN+PTEelDBI2AY/gNTzvDXAL2wy3iF1wi9wP98jDcI8+AY+4R+AZ/xi84p+EJplYTnkJupTfwz/9TwjIeAOBWe8iQLCc/TH8cz+Df75MDfUtAou/R0AJo/QHBJadU5pXh9dcRyQRHMWIrOcyI5pologikCMIZQFzxOQAXhLSRzmCz0XK8wwFzxUyVdRlxmQT7BITmAMLZdRt3gdyv0OgDO6V/SXvCZ8Ty5/CL+Of8M/4gL/T70KT9AbUyX+FT+Kr8OH90SuWv928V3pEPQe38NNwDT0F5+DjcNYf4ee6H06Bu+EUtJWfzQY4R0zw3sLvQRK/B2m8llnD8CkYJH774FXcDveiVriXEMcVRqhrO6Bp6CKSO6Fp5nJLO6OViG6GV2MDfBqaoanjuko+V94FTSHBndlJnLfx+rfBNdgIZ/82OGpbWGdogZOqVQl7VRtsVUZYs7Tyab0ZP5Os84KZhOcMU1Z4qYBzEsWSeZ75wF2Yeu8dmHGfzLV8j4LnhTOnEbzTFRhbEHkCYMk8z5xyB6bc+TPi+XYlkyygXjhbcP6AguPp991OVN9NTE/h6yQrLfuZqrxWcC1Qlyz3A3f9DPffyZvkXXcocJaQwcLMMf1+0yjbCpxn8cY36wElFs3kfojnhdPvUbLPMsezYNicZZYQODtbzlcgbYbyrc9LyGPp8yxglf7OEu6W8wg+GbnaNFXVfwLa/FiyzXbEnYBY8CwDh0m2WbLOAmhpui2glucF0Kbpqh6ApZL55rny+pvxbMdzc+Qx5dgyaJnAWTKwEmZQSvZWpmsSmAqYBZMS5scCU9nGjE0FuDy2QFigac46mzPPglB5TppcS1Zass9qAlKek/Uy2rbrEoKV+zVngpWpsyZBK/s2w9k82rY0o3YVQPOczKCXbW8dZEzOVZ5XmmlPhgJnrhcwS7bZ3FRcQl5n/qeAzPEs78OcfZbMs7s934sj19kJquUcZT7oGTf7Oku/Zw23lybZAmQ/Z1MEcFkyz6GMQC7L81peG52M2u2+TMFzkPtSBHssU+ZpjtPYEMTWSikDhqUFsxIY7nMz8yyoTvC1VWAsQBZEJ2oslYyz9HnODHJEKktpup0kmWgZRCzEGWlhrkoIntNDWBLi2YRzQZiHknmuiNagKk6H2sQANBHPbcRzT04kRksSsaYyDRtqMrCBcN5SnYJtMjWVIRE7WB40922ezCxLac48mzPRCpZ7SpTHe9rysI/lESL6JPF8slcAXYVT/cQz4fzQUCNOSXPtvtpJPHfcxLNknTc3V2JrczU2N9USz83YN9iLIxPDODDRRRxUY9NYMTZN5GPTmlwl1o1nY3wwYzLzXIC6unwUFmUgJS0ZkdFJ0AbEw81H8CzZ5cnm2US0nbOECc/WRLStUzwcnCfxTEhrJPPsHIs4l1hkOEWhxCkSzc6R6HeLxCqCeINHDLYz9jD2EsT73aNwgKje7xKJPYTzDslOM1Zx3TCh3UtAtzFq3GOR7ZmAWO9khHkkwJ/79+bxXewj4WAncz2HEcyhWEY0L7MmlK30WL48kBGA5dYsbQOw1FqHJYTwEkstlllpYMllK2LZysaX26thYalSSksbDWzttHC08ubfngd8rX0QZK1S5rqNsPRCtA3D1gOxDh5IciGinT2RZe+KQjs3GAjoahcNmlQR6NWXYUXUCMZiDmKceB5P/jtWZH6GYcFzGSvt5RfQUHkJdbWEl4ysK3iuPIPMsh+RWnIOySWXEF90DdEFNxCRzx/ZAomriC68zArVZaQZriK79hor3JeR1XIRuR2XUdRzBcV9l1Dcfw6FPd8iv+dL5Hd/jtzOj5HT/gEy295HWtPbSKh9HUnVbyC95u9IKP0L9/lHRBW8jNDsl+CX/BS8Yx+Ge9RJOIQcgKXfDixWbcI8jzWY6TSOWTbDmLd8AHOXdmPO4lbMWdLA61oPO9dauKuqoPYtQTDhmxCTj+zUbJTmZKO2KA+tlQXorC1EZ2UW2itS0FGWiI4SwrlQ8JyI9sw0GFML0ZpQjZZYI8E4jLaYtWiO2YTa6M2ojNmKytgdjAMwxB5HeewjKIt7GpVJvyGQ/wADKw2Vya+hJvVN1Ka9TSx/hNqcH1GdfRY1LOsKzqC1goiqPY/e5gtY0XMZE8NXsHH1NWzbeAO7iKV9u4GDhM8+Gdhpzxls3n4G6zafwap1ZzA8dgY9A2fR2nUOdc3nUFZ9BsWGc8r0QcWV15X5dfNrLqGo4QrKmq+iovUaKgXLndfR1HMDjd3XGFfQ1H0ZTZ0XGecZZ9HScRZG4zl0t51FZ8M36Kj8GN0Vb6O76GV0ZD2BlsRdqI8cRkVgFYq1qShUByPfx4cwdkOOD2OyzPJ2QbqnM1HsyO+lPRKd7BHPiHN2RCKhnOjmhlhnJ4Tb2iHS1pHfZ3vol9kheLk9wqydEGLtCP+ldtAts4d2qSPUS50Z7lBbeENloVIGafNZpodqeTjv71HQ2sbA1yEefk7JvG+nQeeSTRAXIcCjUumLrHOrR4BnG/Q+/QjxXoMQry2MbQhR7USodj8iA48iOvRhRIU8imiBccjTiAt9FomhvyTwXkJy2G+QHv4KMiL+gtSo15AW9xZSkt5HSvrHSM7+DAk5XyAh7ysk5X+D1MLvkF1yBnnl/N5XXECJ4TzKq8/DUH0JVbVXUF/Pa99wHY31xKpk+xl1jddQ03gF1S3XUN8BtA4A7WNAz2pgeCOwkt+H1QTvOn4fJHO85TiwlYDefIJIPn4Da49excTByxjfdwUr9t3A6C7im6/p3QoiC+hidG7jY67v5/eql8/1yPoN19Cx9go6Ga0rr6Bh5CpqBi6ipPU75Dd8jZzab5BS8QViCj9DeM6/EJj6CVQxH7Ly+w5sA9+Cje4tOKjfhbPX+3D0eAcObm/Bzu0Nxl+4/DL/Dl+EvfPThOhjcHc7BR+3o9B4HEGg6hDC/bchLngVkgmXZH07Ev0NSNCkINLTFwEOVlBZzoT9gjuxYCrrl/f8HPcSzHf/Yjru/MWDClD/E85mJP9PNE+Otn3HbcpUVYLnadOn3JyuSjLMrvyeCp4FzlpfH2XkbU8vF+LaNNfz/PkCaBOcpZw/fyHmzVugAFqyzuapqgTPAnsF0Hfx2KzP3v3AfZi1eBGWu3rBSx+HiKwqZNYMoqRrE+pXHEL7+kfRs/kpflbPoHvjkzCufYQ4Po7WtUcI50NonDiglPK4bd1RdGw8rqC3Z9vD6N/5KKH8mAnQDMk2D+x+lOtPE9YPY3jfIxg//BhWHX2caH4cq48/yXhayUYLrgd2mULgPLTrNEb3PqGELHfzGG1rifbxI6gbOYyyrgPIrN2KmIK1CMtahdCsCQSlroEmltAJ7SdEelkSj0pTbsksC45NeJaMs5RK02uZP1nmaJb+zZL1Nfd15vZu0vRayRYTnuGmLLZnuDTbHuX+TVlnjzAiSkb85n1I5pD2UrLH8jrJNAueBc48buhK+BDtPjy2C1HuRJA78/guAmke14XbuwbLNFCyX76Oy14ycncQ30OQQFr2RWxFd8I/eRDBxHNo1jj/DiYQlbcesYWbeS22IDxzE3xjJwh77iuA5xOyBp4hG/nabTz2bp7nPl6PA/CIOEI8noBP/ONE5TNQJf0KqpTfQJP2MrQZrzL+QoC+STC/h8DMD6AnloPzvkBIwbcILfoB+qIfEVBIuBazVOZTZpRzueIMAssvIajiOvSSJSaGlbmTJYssmK69QUzfUGAdwXWREtV8zN+JyEo+x2XJRscSzrEC7+rrCCu/iJDSswgpOYugAgI9T5pgf0s0fw3frC94np8ikFD2S3uHUH4TqoS/wjvOBGUfQtkn5tfwiv4l3+8zcA9/Ai4hp+GkPwWn4IOMbXAM2gQHv/Ww813LmGCsgoP/OBwCR/k5jRLPo3BP5PcgldczYwjeub1QFRO9hYRzYTM8i1vgXdYGVRVRXN8FXUsv/Nv7EdDRC19jB9TNLQS0ZJ6boappgbbaCL+qbviV9UKba8KzS0QLXIJb4ejfDHt1E+y9m+Dg3aiErXcLrL1bsZylhVeTEpZc/tnSuQ8q8ztLn2dlsK2505SRti0J6MWzp2H2A/cQzr/AzPvuxiwZ/Zp//AtnyFzOM7F8gfSNlu2mcv3dvKndRvD+HNOJbRlkbLHAls9JSJ/nmdzPfIEtwW65kEhfMEMZfVsyx3OnEsTchxxr6t0C59swnWiWkbalufi/4VlG9Z4q4BeYT1UGIZMQQC/kvgTP0u/5JzybgCwhmWen5fNu4tkctyJastLSbNvNYg4RR/QSrgLYW5ttS2nP92AOcxNuQbEC6MmQLLMMHCYZZwmBtKwz49lq7v1Kllqai8v81Kbm2qZm25J5diS+zXiWKZvUdjwfolLgKqiUZtsyr7JA05zZVbKxAttb8HxrZtiR5yX9hQWbgmLJLpszzIJoaaItfZyllG0E0LJeYCrNvd24f0HzrXg2Y9aJ56sgezJ7LctK/2Npuk0QyznJtgLn/w3P5vcjc1ub4XxryHs049nFwvRezIB2s2VJPLvZ87oTz+7Ws7kfOecZN9Fs7u9sbpatc1wEX4Y04ZY+z0q/Zy5Lf2gzngPcliLQfQkC3ZYoeI7wXo4YlRWiWUr2OcnfGcmBRC8BLX2eU4ndZH9WGCczz3FqYlttpWSeU3U2JjwTy6kB3EZBtp2SqZaMdao00w51Q2aEJzJYZoe6o1DQHOtLNPujOt5fyTo3pQajNT2UFfxw9BfEYk1VBrY05GGtIQUbieedDZnY25ilZJ131abjQEsuDncU4zCBLCA+1EUoT/ZplpD+z4eI6qO95QqydzXnYGezaTqro12lONZVjhPdFYR0NU4N1OHkwGTmuYfR14Bjgy04MdKOY8NG7O1uwNbWSmxrrsL6ugqsrzdgR3cbDq8axOG1vcpo2+uH87FuLBsbJnKwkbGWy6uGsjHSl2fKPDcUoKg4A6npKYiKSYQuKAEeqjhWxKJh5RhtwrM00XaKZkgfYmm6LfM8x8HeKZZ4Ns27LH2eg7gcQ2SnEc/FThGoJ4q73WW07Uis9YjCVsJ5FzG82y2WgI7GXh5jL4G9i4De4RaDzUT1BGOY2/V6xaHVMxbVfJzNMtY7HmF8rR9R70PAu9qHwUGaZNuGEM96RhAjAJZW/oSwDpaWvnzsSzhrsIQwXmLpgyXLfbCUpcVkLFvujSUWngx3LF7O0sqTr/GCtbUHnKxd4WnnyfuBF/wYgcRxkBNDRhF280C4pzdiPb2Q4u6BXFdPlLjxu+PpjzpNHNqDDOiPGMVw1EGsiH2ReH4bo+mfYzjvRwyVXUG34Rra+CPaUg/U8Ie0TJpll11ARuE5wuAcojIvIDTtEgJTrsAv6Sp8Exks/RMvQ59yEREZlxCTc5Ho/Q6RJf9CjOFTovgzJNZ/gsSGD5FY9y7iqv+GyIpXEVH6e4QWv4TgghcRkPs8fDOehi71CQQmPg5t5ClWfI7CI/gAnAJ2wFq1Dks9x7HYYxjzXbox26EVM2wbMM2mFg9YVuLBRaWYPicfM2ZlYdrMVEyfnYgFixL5GSSywp4AjSoWIQGRSIiMQnZSBMqyIgnXGLSW85pUM6pi0W6IQXt5LIzF8WjLT0FrVjbaMg0wZnaiM3M1OtP3oCP1BNoSH0N94tOoSXkOlWm/QmXqS6hKfxmV6X+BIf0tGDLeR1X2p4wvGd+iOucH1OSdRW3eOVQXXEZl0Q0Yiq6jsuQaanm9WxoIF+M19PRcxdDwZaycuIT1my5jy47L2L7nInYfuox9h69gz4Er2LnvKrbtlsGdrmPNpusYXXUNvcPXYOy7jjrCuKRGmtZfQm7ZNeRVwBRVN1DEylB5I1DVCtS2g2AmzHpBKF9SwNzceQ6t7YR8+/eM79Bq/BItTR+ivek9dNT9HcbKV9Fe9hKM+Y+iMXUvauMmUBluRLF/EZEcjwzPIKS7q4hk+eeNK+KdXYhiV0Q7OCHSzhERtg4Is3FECIEcRBAHWjGsnRFg4ww/Lvsuc4B2IcuFLtAtcoZuiSv8l7nDfznD0gs6S2/4W6sR5BCIYMdQBDmGQc+/Tz0/22CPLAR7FSFSW4G4wBokhjQiKawNyRGdSIrsQ2LkCn7uqxETtg5R+o2I1G9luQ8x+scYzyNW/yvEhr6E+IjfIy76ZcTH/BmJca8hKe5vSCGO0+LfQWbC+8hO/AC5CR8hP/EzxpfITf4KWSnfID3zB6TlnkNKwXnEF5xDXNF5JJZcQDL/btINF5URqnOrLyO/9jIK6i7zs+Dn1HBD+TwqJkOWyxqAksbrKCKgC5uvoKT9Bir7+Hc4ws9LBvBaQ+gS0APErmSLx/cR0/tvMK5h5YGrWLH/MuF0Ef07zqJryxl0bL6Cdm7fsp6vX3sd9asJ8rVXUbfuKpoYreuvoI3Rvv4iOtadQ8fqH9G16ke0jXyDpt4vUdf5Gc/tHyiqfgf5hrd4D3gDidmvISb9rwhN/DN04S/DI+A3cNT+Gnbev4STx/Nwd3kKbs6Pw8nxETg6nIC93SE42O3l/XAbXJ02wdN5Lbydx6F2HoKfGyHiPYhQTRci/VoQH9CABP9KJOrykKiNQ7SnBnonK+hsZsNl0T1YPE2SM4JnglmB8xQC9X/Hs3nZHCZA38bl23D3PXf823RVknkWPEu2WQYLM+NZmnJLZnox4SuZZ+n3LE22Bcz/LfMszbbvu2+K0qRc8HzHL+7A7TzmXfexPr1gHpY5OsPdPwRhaQX8fhhR0DqG6sGtaJk4zM/hJLo3nebn/Cg6NpxC56bjaN8gWD50M4zrjyhw7lGyxA9jgEAeJJ4lW9y79eHJ9Y+gb4cpzHhecfBRBdCjB09j5eHHleyzNOOW7LOAW2Jgx0MYIaLH9j7O7xcBLQDn/ro3nFDOrXXlcdQOHkGJcS+yarcjqXQj4SiAJB6zN8EvcSXRPAA3ZQ5nac5tArQXkexF/JqyytIcmwgmMk39nAeJ7Z/ClTCWEIArwf14yNRWEYRspAxAJvsimrneRylN4cVtZU5nb2LYm/D2JpK9Q8eJX+I7ZJzPjcONx3cmyJ0VQBNnISNwFjgznIln1yBCWi+DfY3AxZ/LDPdAltLvOaoPmsRRYnE1QnLWISxvEyILdiC6aDeiCvcR0/sQkLwDPlFbeH5b4BO5m2g+wvIRaOOehDbhWf5evgBd8kv8nfs9/DL/BL+s1+CX/Xf457wL/7wPEFDwEQILPoU+/yuE5n/P+AGhBWcRWniecL7I38vLCJapokoYZeehLz9HLBO2lT8isOpHBFdL/2QQy0TzZAZZ0BxRe43lFeL5EqJqLjDOI7pa4ixiqs4ivvocEvk4mc+l1F1Aav1FJNX8iFjDtwgv/gwheR8jMOtD+KX/g1CWrPIH0Ka8D23S3/i+XoY6/rfwjiWUo16AZ+Qz8IjkfSD8UV7bE3DRH4VT0EE4Bu6DQ8Be2PvvgH3AesJ5BI4BQ8TzEOx1g0o4SvgPEtb8PKR5fdQw3OL5HUk2ZZ+9s/vgU9ABr6I2eBe3w6ekAz7lnfCq6ISquhO6xj7o2gbgbxyArr0HGmM71K1GaBm+jW3wq++Ef003Agy90BV0wye1A+7RbXDWt8BB1wRbNcGsIqB9JFpg59MKWx/JPrfBhqWELP/MgkhbMksGDDONVL10DlE7f4YSsmweMGzOlHuVqaMkZNRtmZ5K5nFWBgubNgXTpS/yL2SKqdsIXpn26n5iVmA7TYlFMx4kvu8ksu/keuljPJWvna7gWQYLmyeZZIJYBg2bQXxPv4dgnxxte+b99yijbQucldG2CXoZKGwhcb503gxlYDLZjwBa9mXOPEuzbROeTXA241kyz1Kam2mbQ55X4GwxF44yPdRS6YcrkCMcCWnzaNvmEDTLOgkF0bfgWfo1C5IFy4Jn6fssyzLHs2Se5XnZTgG09H+eKwOsPUhM/xQmPBN9xLNMm6V1IOYclyiAFrgq00URkIJPwaYZp2ZAm0tzVliwas4OC54FzgJmrcsy+LpaQOMsA5stVjLSyhRThLJkn80wVZpEC3QF3lIyJAPtwmPcxDNLyYSbAW3C82yl2baPLc+bIP5PPMt5mgEt78MM55v4FyBzO/lnwc3m4txe3pvgWd6LK8/NfJ4exK67Ha+3LXFPPEuzbQ9LyZTPVAYLk+zzv422bQa002IlCy39nfUOSyDzPJtxLQOGBU5mnpU+z8RytMaUcY7xIaB9LJGgI4IDXJAS5IZUvSsB7a7M3Wzq8yxwtjRlnhU8WytNtrOCHJUpqNIC+boAJ77WWZmeShlpO8ILWZHeShY7N9wbZbE61KUEE80hqE8mnNNC0JYRho7sSHTnRmOkOAFrqzOxtTEf2xvzsKsxB7sbsrFLBgerI5ybcnCMUJaBv2RwMGUE7Uk0mx9Lk24ZJEzgfOvgYRKH27kt42hHKY73GHC8t4avrcb+9goc6KrBvo4q7OusxZGBVhwf6cShwTbs7qrHpsYyTFQVYnVNCbZ1NeHQyj7sW9mBDYMVWDuUp+BZBgvbtDofG1YVYe2KIowPlaCbyK+rl8xzOlLSk3/Cszoe9sSsNRFsqQy2JRnnSCUEz5Z2BLRdNOy43t4uEk62EfDmsszzHOUSg1SXaBQQxDWuEejwiMCgVyTGPSOVEbe3EMY7PGKV2OkWjR0EtjTZ3uwehbUE9QqWvQyjZzTqCe4yt0ikuUUgmutCuZ2fYziPFQwXuyDY2+thZROooNnC2h/LiOXlVlpYWWpguVyFZVYqLLFWYamUhMEyieVehLMnce3NbWWdJ8ON23lgqa0HLOy9YOnoAVsnNzi5esHD3QfeHt5QebGip/JmZU8FX38NggI1iGAk+muR5eeLQj9/lOnCUOuXhlZ9DbpZeRiIPIDRuF8Sz29iRdonGM3+BqPFFzBQfgVdhutoqyKyyq6itPAi8om+9MwzSEg9g4jEswiIOQt1+Bl4hPwI95AfWBH6nsvfwif0a2jCvoBv5L+gi3uXP7CsHGT+kT+6ryAg+3fwz/4V/DOfgy7tMaiSTsIr/gh/uPbBNXIvnMJ3wl6/DfbyX2jvlbByHcYypz4scejEQpsWzLKowYxlFZhhUYqpi/MwZVEmI52RivsWJmDqvDjMmh2DWTMjWInVY9oMP1Z0/bBsqR+/Bzr4eOoQpNUSSb7IiPNDcXoAMRuEppJgtBr4d1QdySCiDckwlmSitaAQzdm1aMrsIaLXoz2HlVgCvy37FbRkvI6a9DdRnvE2Ef4+yrP+ibKcT1Ge8xXKcn9AOa9XVeFVVBbeQAXDUAQYSoDKUpZlQClDBlsr43WuJKQa2ojfnmvoJpwHV57HivVnsWbrWWzc/QM27/sW2w9/j92Hz2EnkbRjLwhqENYgnomoVeDrgDYiq6qFUDZcRlrBRSQXXCHmriOdx88qvor88msorea51Euf5suE9kU0tZ9DQ8u3aGz5As3NnxLLn6Cl8Z9obfyA8TYaa3+PtnqCufYFtFU+hrbS42jO3Y4aVmQMMYRzSAVytPz75N9RvGsAYp1UiLL3RBi/qyH8zgbxu+tvQQwvc4GfhRt0Fh7KvMtafrfVBLHPcm+GCj78G1AtV0O9REcoB0NvG4YguzAE2oci2CkS4Z7xCHWPRZRPCpICC5CsL2WUIzWkEhlRTciO70Ne0hhKM9fymm/h93YXaisOoKb8CCrLjqO8+GEUFz2O3JynkJH2DFKSnkVi/IuTQH4fyQkfcN0/kZL8EZJSPkZy6qdITfsc6elfIpORk/418tK/Q2HGdyjK+BGl2RdQkn0JRTlEcc5lZOZfQVrRdSSXXEdC+Q3EV1xDQuU1JFVfQ0rtVaTXXUUmI6v+KrIbriKXcM4llvOJZYm8eiC3Dsiu42dVfwPp3C61/hLSm68ip+MGCntvoHSQ35XR66hdeR2Nq6/CuOEq+rZeQ/+2K+jbRjBvv8jyAro2n0fz2h9Qt+pbVK84C8PIZZQNXUTJwFkU9f2IooEfUDL4HUoHvoZh8CvUDX+OxpF/oWX0I7QM8XMfeBfNXW+gsfUvaGh8FYaq36Cs9Fe8fi8gJ/sppKc+geSkxxETcxr64FNQa4/BzesQHN32w9V5K7wcJ+DpMA53ewLEfpC/w328H3bD1d4ID/smeDvWK4Os+bkYoHevQIRPFaK0dYjxa+TvZxOS/av5+1iMNN90JHqFINzZBf42i+C2iPW96Xdg5n23Y4rM73zXA7j7rvsVPN99913/Y9Cw/0Tzv8ftBPTPcdfdtykjbst0VVbWy5RRtaXZtmSdb8WzjMItmWnJPAueZ80yYVkA/d9G3DZnn2/i+Q7pY83jSUvKubOwxM4OLr5+CE7KQGpZHQpbB1AzsB6tq/aga/0xDG47jaHtj2GAZf/WU+jddhzdW47ysz2K7s1cZvRuOcnPnDBW4Mxttz/KdQ+jc/1JGNdJRprgJXp7uc3g7tMY2fcoVhx4nIDmtrtPYWjPI0pTboHzyF7pFy3ZagKaCF/BcuW+p7BqP3G9l89z/4PbCPFNj6BzzSm0rDiOusGjqOg8pExnlWrYgsTSbYgt2obQ7LXwTSB2wgXPfYTzIGOIYWrObcoqjxCoprmKPSRTTDzLtFUyD7Q70S3w9gwnjKMHCFEpZS7jfqhjGXH90MQNQhMlc00ziGcfbu+tBJe5PzWhrgpbwRjnc4Jnol2/Ah5BMkDZGNwixuAuTbhlmc+5Sp9qhgufd2W46VeyXAmXAIlVXF6lYNtVRgxPWsfftK0IztuFsIL9iCg6gsjiE4gsehgRBY8iOPs0/FIegjZR4jFoEl4guH8P/9Q/IyDjNQRm/o2/hW8jKO8f8M/9h9JnWZf7CfzyP4d/gTTD/gYBRd9DX3QOYYRyaNFVxjWElTBKrzNuIKyMwd+O0MoryqBeodUXEFpLYNfy95n3GaWptjTLZkh2OarmCmLqLiKG28TV/YCE+u8YXyGh7gsk1n2O5PrPeI/6Allczq7/gvemz5XIqvsYKVUfIK70bUTk/Q36jL8Q/q/wfb0CTfwr/CxegbdklSOkn/JDcAk5DueQI8TyQTjp9xPLu/l7vpWxhTDdwFgPe981sPNdzXXDBHQnHPwnw68bjgwn/x7iuRcOQf1wCumHc+SAgmfPlBXwyuD1zxmET2EnvAuNBHQHAc3l0i54l/fAu7IHahkUrHkQ/u1D0HUOwLejB76d3dB1MFra4d/YBf9a4rmyF77F3dBkdcMrrp3Ib+U5NMNO2wQ7TTMcNHysMcJe3QY7ldE017OmUwlZ/tlyAlNG25bsswnPUwnj6UoIemWqKpm7ef7UKQTuFMx94H4TnudKdnq2gmgB9gO/+Dmm3PE/8SwjbUvItFezp0gm+XZuf6dyzGVz5fmpSsZYaXI9fYpyLMlQz7j3TuL5HgXrsybxbJ6qahaPJ1ln6ZNtsWAWLAh9yZgLnhdN4nnJJNAFyOam2LIsaHaxWqA035b1ss480rYA2oxnabYtmWfBs4R5nuebfZvnmQYMMwNaSgXVkoGezDgLlM14/s8wQ1oQbU90yjmYM8+34tmJz8vxFTzLAFZOS3/CMyHsSDya8SxTPUkpjwWl5myzIFX6O0vIaNnyWDLI5qyzzm05/NwtFUSbm2gLmgXPEuaBxZwZrpLlnUSzglgCVvpcKxnt/xXPpvMTFAt65bwkZFnO14xned4M55t9tmU77luOZ0a7bC+wVo4p58DzMjdDl8yz9Hl2nsSzJ5e9rGfDcxLP5tG2JQstGWjzaNvSr1nvaoEQZzOeuY7XI5DXRaaqkrmeg734vDJVFfGsNuPZUgG0ZJ4FzpJ9TiaaBc8y/ZTSdFtrbQpfG2WE7TSdDfFsC2m2nU8YZ4d6ICOYaOZrbqKZpWSvU/UuyAx2R1GUGlUJrPAnBqEmIRAtxHMn4dyXH4ehogSsKE3CynKZoiqDoC3BISL3kLEIe5uysb8xG0faCnBcsCyZ50kwS9ZZkCylPJYQMMtUVgLpY73lyjoBtRnPR9rLcKy7itgmmNvKsb2+ALtby7GzpQw7Ww040NOIE6OdOLGiG0eG27GXgN7YVI61daXY0l6HvSPt2LWihXjmuqECrFuRq/R13rS6CBtXlWLtaClWDpWjk8esqc1BQWEqK7OJiIhKgG9gHNxVMXBwj4Gtc/Rk022Bc8QknsNhI4/tY2BnFwU7mwg42obDyyEa/k4xiHCNQZJLFHIJXQPR2+IRjh6vCAx5R2ClVxTWeMZgPfe93iMaGwni9a6RWOsajpUuoRhyDkGXczCaXUNQ7RaKEpbZznrEOwUhlGWgQyA0dgH8rvvBydoPtjY6WFrrYGHjSzhrGWqCWKXAWGIZAbGEkFjKWGZDLLO0tPYirj1gIxlmG0LZlpAmRJYTzVbOKli5qWHhxW3VXrDTqeBMKLsGaOGu18IzTAevaH94x/hDHeOHQJbRMUFIiQ5CdoQeJWFRqA1JR3NYFTojBtAfvQOj8Y8Rz3/AWMrrGMv8B1bkf4aBwq/QWfgtWgq/R2X21yhM/QI5yZ8jLfELJMR9iYjoL6AL/Rfc/T6Eo/Z9/hi+yx/Dt2Gv/RsctH+Gk/aPcPb9HVwDn2NF6GHGCVaGjrJysh9OQdvhFLCJr1kFa58hWHj2YqlbB5a4tGORcyvm2zdivnU15luUYO7SfMxalMPIxsxFGZg+L5mRhBkLkzB1bgwemBOBB+eE48G5YZgyOxjTZutZsQ3B3NmBmD3Ll5VaFSvFKixbpoKdrQpurj7wVfsgMliN1FgdCtMCUZUXjKbSUBirwtFVF4ue+nR0V+eho7wc7SUtaCsaRlPeFoLxBJpyf4nGvL8yPkBD3ueoKfga5QVESNEPKGNFp6z4EspLrqKclZsyQrmcUC5lWSzB5WKCubjCFIUVBBErP8XVV2FouIKGdmJo4Bp6VhDPqy9gbNM5rNlBPO/5EZv3f4dth77DrsNnCeer2L4L2MrYTDyv3gBlWrAOwqq5WzKY15BZcg7x2T8gOuMMojMvIi7zPFKzv0d2wbcoKv0eJRXfoLzyM1RWf4SauvfRUP82murfQHP9n9FS9wqaCeaW2t+htfZXaK55BMb6E8TzIRgrd6KtbC2vxyCqkhtRGF6I7IA0JPHvJ9rJn2BWI9jKEwEWXoSyGtplWmJYDdViCS1US33hY+EPjZWe990Q+NiEwZt/nyq7GGWgvQDXFAS6ZhNTpUjwr0JSUA2S9DXIiGxGQVIXClK6UZ49gvqSdWio2MLYhqaq3WivP4SOxlPoankCA13PYbj/RQwP/hZDg39Af/8r6O79M4ydxGDbW6ipfx+lFe8jt/A9ZOT8A+k5XyIj9wdk5p1BVv4ZZBScQTpLiayCs9zuPPIKzqGw4AKKCy6iTIlLqCSS5Z8gZfxcC1nmlgMZBiCtCgQzkCjBimsiK67JtUR1jSD6GkF8AymEcyqxnMoKbiq3SeFrkiv5Or4+gd+NeH4vYgyXEWm4gKhqfn51l5HSegVZXZeR33sFxQOXUT58EbVjF9G65hLa1lxA6+pzaGO0TpxHw9hZVAx+j6Keb5DX8RWyW79CRjP/fhs+4XH/yfgAmfXvIqvhTeQ3voaS5j+hsvWPqGn5LeqaXkRd/XOor3sCTXWPoqn6EdSUHUV10SFUFRxAacYu5CZsQXr0RiSFrUdEwBoEaFih9RiBuzOR5NgGtWMVw8C6BcO5EiqXKmhda6BhqXGugL9rOfQeFfwNLePvpwEp/rX8nexEZugY8sImkBc6jPygLuRzfZYqC7G85wZaOsJj4TxYsF45+7578OC99+H+ex9URt024fmn+P+D5zvv+rky4vZcaUlpuUQZcVsyz+b+zgJnM57lOQuLpUqz7Tlz5t/MPEv8J6Bv7fcsfZ5vv12Odxux/gtMm8n6sJUlnNRqBMUnIqmkAsWt3agdXA3j6l3oI5DHdj+GVXsJ1z1PYnT3wxjZ9RCGGUM7GTsI3x0PM4hignaIaBZoD259zITbtaf4nZCm3vy7XX8cnZtOoGfbQxjY9QiG9z6qRP/Oh5XHQ3seUwYSkxG4ZXCxwV083s6niOcnieeniednlHKc5zImo3NvPo2udQ/BOHESreOn0DB0AuUd+5FDQCeUbEYcI7pwA5G1ktCVTHEvvCL74U3oCqIFyKbs8hDROqiEaa7nYSJZBhwjsrm9YFmArE0YhC5pEEHpK4jyMYTmrEBw1jAfD0OfMoagpHHoYlYoI2DLlFlqAl0TOcpS4DxmgnPwGLwEzYEEc6A0+751tG1pOi4ZcMJZPw7nwFUE9ATXreW6tVxeRzhv4OONcInYDLfY7fBJ3gv/7KMELbFc8gQiS55BVOkvEV36a0QV/56A/gNCcl5GUObLCMx4Fbr0N6DLnOyrnPsRwfwx/PI+RUDB5wgsMvVZFixL8+ugsnMILD+PoPJLSj/j0FLimGAOL7uOCN5jwnmPiOC9IpL3jCiBce0NxjUi+Qoiai8yLhDL1xDJ+0+kgesreB+pIJqrzyOh5gyS677lfeBrZLZ8geyWT5HV9AGymv+B3Lb3+R18F2Utf0dZ899R3vImSlv+hsL6vyC7+mWklv8OsQUvIiTtWWhjH4dP5Gl4hj4Gj5BH+bsuWeWdhPI2Yngz7Pw3EsYbYO+/jiheQwivYqwkiscYKxgjSjj698EhoJ31AcI1sBPOAd2mCOzm67pg69cJ+yBiNaIHrvED8EobhSpnJTSFI9AWE8oF7fDIM8I9vx2eRV1QlfcRz4yaPmiaiOZ2fncEz1190PX0QtfVBd9WI3SNHdDVdkJX2Q1tCfGc3QOv5G64RXTAWU8k+7cR0UZCnljWTY60rW5XShl52zz69s8sFwhuBa8mPAtABaIS5qmqJEzzPD+oAFrwvIx4FjjLNpItfvDOnyuZZyn/PfM8nduapr2a8wABfPfPieHblUy3AFrwLCHHWzjjAW5z7008zyKeb808C5ynyxzPBL2SdZ4vfbNNU12Z8SzNthdMu4uIvldpui1oliba5gHCBM2u1gtvNt0WQAuazQOLyWMTnucQcISX9QKW84i4WQqWBc0yNZUAWrB8a+ZZHtspfX6l6fL/xLNkn83Nt2X5VkTbyXksnHGzybbg2Y6fjUxT5bZcmjMvhEYG0yLobs08C54FkQJOH66XEHiagSpYFjTLSNsSZkDLgGECzf/EszwWPEsWV0Cq4HcS0DLAmAuXzWhWmk8Tr3IO5qy24NkM55+abc9WpsXynESxwFfQK2HOOt+KZzOclayz4Jj7lWMJmuV9S5jx7CwZ/kmkS7NyAbT0eZam4k42xDbx7GVHuNtIX3ETmm8dNEwy0JJ9loyzTFUVzGsR6mJxE8+BzksRLNNXEc4hXiY86z2WQu++FOGeFojyXo4orpPMswwYlqp3V7LPgucsQbDM96yzN42oPTmqdipLZcAwRkagA/IjfJAb5oVsbisDjWVPwjkjzMOUhSaoJfNcHKWBIc4fdUl6NKaywp9B+OXFYKg4GWNlKRgnnFcxVlekYndzAY4qo2MbcKyzBMfai3DMSADL3M1cNmecBc7mbLMAWrBsxrOsO9FvUEKBdWcpX8uyoxwnZICwvjrsJ5631uZhR3MJtjeVYntzOfa01+KwZJ9Hu3FirAenJ3pxaLAFW9uqsLm9BjsGmrF3vA27JhqwfqRYwfOGVQJoQnqsCBNDxRjtK1amqqquzWLlNRlJ/4FnR49Y2LpIs22ZIzkCMtWT0t+ZeLZ1jIadYxwcHIhsAtqZmPZximXFPA7hxHOcUwQyncNQQhDXugWjzSME3Z6h6HcnkF3DMDIZo8TxCME85KRHt4M/Wux0qLXXodwpAAUuQdxHABKd/BDh4Mvviw5+dlqCgJi11sDBSk0AE8sMQfMyayLO2ocVNILYyoN49sBSlktsPAlnLwKbOJaw9oA110tYWbsT0+6Esyfh7ANbdw1svbWw8NNgSYgaVhG+sCeQnWID4ZwYBNe0ELhkBMM5PRCuqQFQMfRpekSnBiMxXo/CmHDURiWhOaoIHdFt6I2dwGD8XowmPIzRxOewIv33GM3+K/qy3oAx8000ZLyNiqS3kB/9N6RH/g2JEW8gKvQNBOlfh4/uVdh7/xbLPV7AUo9nGU9giccpLHY/jCVue4nh7bBwXY/lrhOwcB7DUqdhLHXowSK7ViywrmNUYoFlKeYsLcCsxdmMLAI5EzPmp2IGYTyTCJ5JDE+fFTQZgZhBFM+aE4zZc4OVx9Nm+LOi6ofpM/0xbZoOU6drMGuGlqFmRdYbs2Z7Y94CH1gsl77iGri4qKBWaRAW7IeUOD0KMiNQVRiHxopYdNbFoa8xFQNNheirrURXZQu6DCvQSTC2lz+MlpIX0VD0V9QUfYja4m9QV3oeVWWXUVJykSAlaFjBuQlklkVSsrJTVH4DBWU3kMfKT075NeRWMFipyau4jvzKayisvoKKpqto6LyB9sEb6B27juG117Fy01Ws234FG3ddxJY957B9/znsPHgeO/dewDau27T9AtZuvoAVa86jd5Ro6juHmrZzKKr5AckFXyIy/TOEJH2G4KSvEJr4CeJT3kN69tvIL3qX5/cWyir+CoPhj6iu/g2aGn6Nlobn0Fr/OKFMLNedQnvdCaL0CFrriNOGbWiv3YC2yhVoLe9GY0E9KlMLkBeegFT/cMR46BBq54MAKy/4LvWEepE30RwI1ZJQqJeGQbUsHOrlkURzLNQ2CdDYpUDnmAF/tzwEeZUgTFOFmMAGJIa1IzliAFkJEyjJ3ARDwXbUlu3mORxCj/EUejoewUD3E1gx/ALGR1/CyhW/w8SqV7Bu7WvYuO4tbFr/LrZs/gBbtnyATVs+xPpNH2P1hk+xct1XGF79Pa/TWRj7LqDeeFkZcTy/4jwyS84jveQS0osZ/CzTSi8grew8MlhmswIrzd/zyy7w87yI0tKLKFfiEgwV/Nz4WZYYriKfn2c2wZteRSizQpvAkD6DcVKyEhtXfQ3xVVeViOVytPQrFCBXsOJbwspw4Q2E5V9HaN51hORdhT7/CgLyZY7kM/AtPAO/4jMIrTqLmIazSGw5h3TjOeR0/Iii7h9R0X8GFb3fobTzKyWKjF8hp+lLpNT8C/GVn7BC/x4iC95EeN7rhMefCZBXEJb9e0Rlv4i4nOeRnPskMvNOI7/gBEoKj6CicD8qC3YTyltQW7QBdYVrUcMKa03WGGoyR3k/6Od9pBO5Ee3ICDEiKbAVUb6NCPauU/qTB7hWIog4Dnar4O9kFX8z64nkZkSo2hmdiFT1IFbTz9/EQaT5DyNXP4aS8LUoi9nJ3zYiPe44qqIOwBC6FRUET5G2ESmuGQix9IP3IjtYT5+NefdPwVTi+T7B8z3SNPoelnczfpqyyoxnaaL9n3A2PWcabfsO1lnvu/8uzJ4znfeJxbCzt4KLq8PN0bbNeJYRt6VJt6WlBRYuNPVxNg8WdmuzbcGzhHnE7XvvvZ/HEjzz2AT0XXf9gvepB7HAglD38oB/TDQSCgtR1GxE3cA4OtbsIIKPEs6PYc0B4nUfAb3vUSVW7nuciH0MY4zxPU8Q2E9gZMdjGNpmhvNpdK834dm4+gQaxw6jYeVhNK8+jLb1x9C15ST6iG7p1zzCfQ3vfVzJOK8gkFfsf5bLz2FoF5d3Pct9P8NjPUs8SzyDiQOm5cGtjypA79l4msc5rQC6fugYKroPI6NmO5IN25FQthlhOavhnzICVUwfMUzQRPWzJKbDByYzzZP9m4ld6SMtsPaOMsFZwK2K7YNf8hCRPILw3DHEl61BWu1mZDZsRUb9BqTVbEA8kR6VRagnT8A3mscKl+bapjBlnf8nnj2IZzelWfbgZMiy4HnclF0OnCCi1xH1G+EWuhmu/B56hO2EZ+QeeMQdhmfSSajSTiMw/1mC9jeE6cuIKPsjonk/jal4k4h+B5HF7yGs4AOE5X2I4ByCOecz/j1/Qyh/RyR/B7/Cb6Fj+BHMgaVnEcj7i778IoIqLkFvuIygyivQ814RWiVZZaK4SjAs/ZFNo2NH894iywJoGfArnPcUyT6HVV5EmOECwnnPCivh46JzCC38ERHF3yPO8D3vCd/w2n2F3ObPUdj+KYrbP0RJ29ss/w5D91uo6/4Lmjr+gEbj73iP/C1qWl9EKX8X8qqe5H3xNGJzj0OfdJDXeRfc9dvh4r8TzrqdhPBmOASuJpzHCecxoncU9rpRIlSAPMJrOszgtZapw5ToV0rnwF44BhDNxLJpruteuAT2KCGZaBsC1lbfDofwTrjE98IzfQiq3FFoi4aJXsFzB9xyjHDLNcKjsBM+FX3wIZ49q/n9aeyH1jgAbSch3d0DbU83EU08t7VD22SEppZlZZeyH01uPz9Tvi6GSA/rhiMh78TjOxHwkgl3mMSyGc7m+JmATZoLC5zNeDaBVppAP6DAWbLPi2ZOxaLp0xRAL+Af/9I5AmI+JpLN8ztPnQS0LMt6yVwLnCVkWfpFS+Z59pQ7uA/TtFILZ8g80yaw/4TnOzFD+jvzhihNt6W/tfR7VppsT7kXc7hv6etssWAmrJfMg4XS/Fv6PBP20+4m8O/ked6FJbPuI4YJNWLYfukcBcaCZjebRUr22UkGDiOSrRYK8CWb/oCSiRZUy2jbytzKt2SezVCW7LOEgFlw60yYm/tDO7AUOEtI82wzoAXLHoS4DBhmxrMbUa6gmuG0jOe4ZA6UqaqIeXOfZzOe5bU+k32eZboqAaSMei1wFSgLOmWkagnJPpvxbM4638Tz/PsJfBlte5qCTenPLE22BdDSbNvbXs5RmpibMs+CUnPm2YX4lP7F0udZMKvgXdBMjJsz2gJiM5xlwDCl+be8jscyA9kMY3PcimdzyGNpjq1MxcUQrMt79uS1VN67wJnrlPfJ5+0Wy8jmpmbmjjxHewuen7UJz97283nt5sGLz3nydV4MyTqbm3Cr+X6VEbVdfso8B/A66+wWKHgO8RA4Wyl4DlVZmuZ6dl+CUCI6ymu5KfOssr6ZeU6Uvs/Ec36shvBQIzXQCelB5nBUwJwuiJbsc4A9iqI1KIxSo5DbFsZqURCnQXaUj9J0WwCeH6NGSbxOabZtiPNDU1oYOnNj0U04DxQlYLQsFasM6VhdlYH1NVnYWJuNHQ25OEzsHiegjxLLxzuKcapH+iuXKn2XpYn2ke4yBcyC5f2EqhnQSnT91A/6iBLyunIFzse7K3F6uAmPrWjD0d5aQruYcBY8l2BrUxm2NRuwp6MOB/v5/EgnHl3Ti1MrO3FoyIg9RPTekVbsXdmC3cTz5rFSbFxZgE2rC7FpgpAeK8bKgSIMdxPPRH1NXTbyC1OQnJaAyGhpth0PD00snLyk33OMknVebmea7knwbEsY2xDUdtJs25aPrcPhYBMGD4co+HF7vWM4wu2JSYcg5DoFopwArnMNQLNbEFqI4jbHQLRzfbtjADoc/dFJLBuJ4kZbLQy2/BwYucRyhrMfEpx1iHLUItRBjSB7Nb8vav5tqohnHzgQyzZcXs7lZTYSgmdpiu1BQLth+XI3LLFwxUIprdz5nECZqOay1XJX4tkN1jZctiWiHT1h566Go8oPjr4BsAjWYQG/M0sT/WGdHAQ7otk+OxSOBeFwLI6AfVEoHAqC4Z4fDL+8MFZkwhGdFoxsArs6NhQNsckwxpWhO74dfXGj6Itej6HYPViRchLD6Y+hO/UptKU8j8bUX6M66Tf8bv4KqSHPI9r/KQSqT8PH8yE4uR2DlcshLHTchVn2GxmrMdN+GDNsOzDNugHTlldh1rIqzFtSh7mLqzFnkQFzFpRg1vw8zJqXjtlE8pz5SZg5J5oQjmDFMxyzpJxFNEvWeI4HK6RuXHbD9BmumD7NHbNmemLuLDVDi9kC5GlqzJ6qxZzpOsye5osZ0zSYSUDPmKkiqL0xfbYXj6HC4mUaWNpo4eSqg0oTiNDQUCQnRCM/JwlVpZloqk5DV2My+lqy0N9cjt7aRnTzB7i3dhP6iMjOKsLS8Coayt9BddlnMJR9zyCmyq4gn3DOL7uKvFKCuOS6EjnF15DDMpdozi67RogJzM4jtfQM0soZpQQQKzeZpTLlF+Fde40VlRtK/+PuIWBoJTC2Bliz8QbWb76GDVsuY/P2S9iy4xy27PwGG7Z9hon1n2B04mP0jH7E132IGuM/UVT7D2SUvIfozDcRlPA6K5SvQx35BrQRf0RE3C+RlPo8snNfRFHxCygrfxKVlY+gtuY4GhsOoaWeSK3fgra69YTzGnTUrYaxdhWXJ9DRsBLG6n40l7egpayaeC5AZXoKiuKikRUSggSVDmFOGgRYa+Br4Qv14kBoLOKhtUyHv00WAhzzEehSTFSVIdDVgGCvWkTqWpEQ2ov02BXIS16L8twdqCk7hPqqR3guT6Gz7Xn09byEkeHfY9XEn7B+w9+wcctbjHewadv72Lrzn9i+51/Ytf9r7Nn/LQ4c/AEHD/2AfSz3HvgOO/d9j+17z2DLngtYu/0KxjbdwOBqoGcMaBsAqtvA6wVkVV5DmuEKUllxTa24gBSCOqPqArKqvBHtmAAA//RJREFUCefaKyhkFNdcQlnNBRiqL6CaZXXVRVQazqOs8hyKKs8jt/ICMisvI5WV2OSaG8q8qdESxHRU5XVEVVxFVNllRDJCCfWgYlaOi64iqOAq/LOvQJd+GdqUS9AmX4Ym5TLUaZfglXoO7infwyX1O7imfwuvrC+hzf8M+tIvEFn5FeKqvkBytTS1/BdSqz5EYtm7iC95BzEF7yA06+/wT/sbtEmvQRv/e/jGPA9t1NNQRzxOUDwMTegJ+IYdgj5iH++puxAfsxlpsWuQmziB4uRxVKSOoiq9DzXZXajL6URNeivqGY0ZLahJqkdFTBXKo6tRwhp8fngNMoOrkBxoQLxfJRJ8W5CkHUCydhTJupVI9VuHVP8tSAvYzd+9Q8jRn0Be8CMoCHkMxaFPoiL8OdTG/Bp1CS+hLvHXaEx8CQ0xz6Iu/GFUB+9Bqe8KZLhXI8o2HpolKtjOWEo8T8ODd92Le2WgMIaAWeBsDjOgzXi+FdAC53/D8x0/UwYNk7mel1ksUppmO7vYKwOGmQcNk+bbsuzs4gBra0vieRHxvPB/4HnGjJ/wLNnnW6eruu22O3D7z27DHQT0Aw/ch3mL5sPG1QW+4aGIy81BcUsbGobH0bthF8Z2Hse6A09iw6HnFEBPHHwCqw89idWHn8bqg3wsqFYwK8B9GiM7n8LAlscVOLevOYX2iVNoXXUSDWNHUD9+GI2rDqNlzRF0bjqpDB5mmrLqGYzufwqjfP3YgecYv8TwnufQv+NJjBDPAugVu59VAD3B59ccegFrDj5PrPN5ie1PE9GPE/uPwLjqYbSsPI3qgVMobDuElMptiMxfQ/iOQZswAO9oyT4TJwqeiWMiV5pw+yh9l1dAHUMQxY/BL2kldIkruDyEwLQV3McEEg0bkE4057ZsR3HnbpT37kNF/17GfhQ1H0SmYR9i8zYjiK+VJtwyL7OHXkbGHlWaantJc+1gloLnIOJZiRFluigPGQVb5owOXQXPsLWM9QTzJuJ9B895D3xiDsA79iDU8Ufhm/QwVClPwSf9eWiyfo3g4lf4t/0moiuJ5fK3EVv1T8RWf8q/8c8QXvQFwgu/QRiBHJr/HfQFZxBUSiDzHhNccdkEZQGzYJmPgwxXEczQE8nB1dehr7mO4NqrCKu9jPDaSwivkZGzrzCuEcrXlXmVlSbb/G0JYcgI2MGl3GfxOd5XziI4/yz0uT8iMOsb6LN5LnlfIKHsK6RXf4Gc+n+hqOVjlHd+CEPnW6ho/ysMHa+ivu9PMA7+Fl39z6Kz+0m0dT2OxvZHYGg4hoLKg0gr3o2YrK0Iit8Ab14vV8nQB6whoNcp/3BwDBgllAeI3gHY+/cpWWVpeu0S1EcUS/TAPUim65KQea+74BzUDafAPm7zE6pd+NjRn4ANIFi5nX0I8RxhhHNcB9xTCeYcQregD2pptl1ghGc+4UxEexR1wqOsGx7l3XCv6oZPYy/xTDh3dEPd1Ql1TwcR3QnfdpZN7VAro253QVNKWOcPQJPB705cH9wieuAk2W4e34HnYe/H0pfA1/GcCGhprq0039Z2CJ6l6fV0wlMAPUUpBc9LJgf5EjhLSOZ5ofzHbBrLyYG6FswkrqcSuwqef4EH77wNU37xc2V53oMC7p8gLlnmBdMli32nEvOI2wXT72HIwGIPKNuZm23LgGMCcHPmeZYCaBm4jCUBPXfavVg6dyqsCE37ZfMgA4MtI2Ylez5vKvf/gBz/Tp7vvbBZSAAKfAliB5augmG7xfCwXcRK7gKunwVrolf6HC8XFAuAuU7gq2CM+FUyx0qGWDAsuCWyGTKNlKyTbZwIMofF02FHLMpo2/aSgRXgCfQEjASthDvha152tZYsuAxoRawS6k5LeI4Evi3Ra03I28yXY0if4NlwJ7ZlzmOZrkpKd+5XmaaK56BkZXksb9v50DgshorwE3wKZO0ns8LWC+43IXoBoSuoVTK1Mgo4Qe60dDLrvETBtAePIe/Hjq+VcxGcymPTe2XIe5P1Ambu024yuy2AVppjS8aZ18GBr3PgspNknwXc3IfA+WZWWQAu74HPyfman1PgPAljZ77WheHG6+5O7HoQvVIK4pW5qvmc41IBu+k4zhaSJZ8BJ+LZ1WoWvIhmtb3804GAJpS9uX9Bs4+Vqcm2RgnimVD2d1yMIF6LIILZj9fQl6/xc1yEQDfJNC9DqCehrLVHOLEc5rUMEQzJOscS1PFaGezLEYkBzkjwd1CaWudFq1BI+GbJVFN6JyXSZCoqmaJKss/SbJuQLolVoSzBF2XxvigmnAsZ+XFqAtoTmeEefKxGWSKfJ6wrE3RoyiCe86PRwxgsjsNoeRJWV6djY30OtrUUYldbEXY25WFPSz72NLNszsUhYyFOEM8yYvZhIvhQTwUOEdYHCOz9xmIl9hGru5tyFEQfJawPd5bgIJcPdxTiOPF8pMOUdT7aacCxnlqcHGjG0f4mHOiux/YWA7Y0lWNjQxmDiG6pwO6uWhzkNoeHW3BklJAeM+LwuBGHVrZh33gjdqyoxNaxEmxeVUI4F2EDY2KsACMDeaw456K9Kx+1DdkoKElGakYCYuITERgSDx/fWLh6xsDBJQY2Sh9n4tkuHNYOoXwcCmtbhsylbB0Ca8tg2FoFw8U2BN4OIfBlBDkEIMLBD4mOvsh05rV21aDY1RcVjjpU2vmhkmCu5nK1A8Fsp0KFvQpFdl7IZqQ7eiHZWYUEviaKEeqiIQxU8HX24d+PN9ztveFk50O4+/A8ZIRsU+Z5qZWEDywY0pd5uZUXllq4YREBvYSAXkosLyWgl7EUWEtm2sbWE9bcn5WLD6y8NLD19YdtcBCWRuiwMM4XFikBsM7QwzYnFHaF4bAvi4BDVTTsqyNhVx4K59JgaAhpfWEoInNDkJkZgLJkP1QlhKAxLhGdcfnoj63CUFQzVsT0YiJxFcaT1mMwaSu6EneiNWEvauL2oiRyJ7L0mxGrmUCA6wg87QdhZ9PLc+3GXAsjZiwjlpdW4YHFJZiyKBtTFiZjyvwETJ+XgJmzCeTZiYx44jiWGI5iGc7HoSz1rGgGKFnjGTeDAJ6hYmXU8yaeZ8wgoKe7c70n5szywbyZRPN0NWYJnqcTzzOIaaJZ4DxzplaJGTM1BLQPK7Y+WLRIDSsrHVzdiDpVIMKCQ5GSGIOi3GRiOB3NtSnobE5ET2sm+pqK0V1bSzD3EM+b0V93El1Vz6Pd8Cc0V7yH+vLPUVX2HQwEcCkrLUWGG8grv0EIE2FF15FSdANJxVAirgiILbyOmMKrjMuMC4guOMu4gNiC64jnc6mCbMM1lDdeRYPxKtq7L6Fn4ByGR3/E+KofsGrNt1i19kusWvc5Vq3/FBOb/onxde9icOVb6Bl5A23df0F96yuorP8jCkp/i5TsFxGR+AyCIp+Cb/CT8Al8ApqAkwgN2Y3EmB3ISduN0sJdqCzfhvqa9WhqXImWhgG0NnahvbkdHU0t6GhsJJgbCOgG9DS2obexFT21NeisLEJHRTZai9JRn52MyuRk5EekIMUvFTE+mQh1z0OAUxE0dqXQOTYhwKUbeo8+hPgMI0S9AqG+4wjzW434iK1IS9iDwuyjqCp9FE21T6Or7SUM9L2C4ZHXMTr+d77vd7Fm4z+wYeuH2LLzE2zb9zn2HP0Oe49+z/J77Dt+FgdOXsShU5dx6ORlHDl1AUdPncOh42dw4NhZ7D1yHjsPXsCWA1exdtd1jG0FBtYBnSuBpiGw0gjk1wM5dQR0DZBB7ObUXkNu3TUUNlxHWfN1GFpuoJpR33IdjS1X0dR0Bc0NlxgX0VB/BlV136Oi+keUVp1DIfGcJ6PME8tpFdeQyuVUojml7CqSS68ikZ9/XMFlhOVfRGDeBfhlnYdv+jmoks/BO+E8vGIuwDvmEjxjLsI96hxcIr6Hc8Q3cAr/ivE5HMM/gEvUO9z2Xfgmv4ugtLcQmvEGIrL/iojMlxGa+iL0/Nz9Yh6HmkD2DjkJT/1xaAP3INB/M/x910KnWQmtagR+6kEE+fYj1L8HUYEdSAhuRXpECwpim1GW1IaqtBbU5TajubQFxjIjOss60F3Wha6SHrTldaExvQP1KT2oSR6AIWEYpXGjKIgeQVb4CmSHbSGojzEeYjyCvPDHkRv+DHIifoWCqD+gKPZPKIp7jb9zb6Ik7u/83XsHFcnvoSrlbdSk/A11qa+hNuGPqIl+EZV8HyX+W5Hl3YtY52LolvMeN9sB86fMwjQC+b47byeeb7+J53vvJagZ8liAbIbzf8s+/+IXdxC0Pyegb+P2d2L6jAewZOl84nk5kWwHTy9n+KjcFDhrtF5EtAfcPVxgb2+r4HnOHGmqPZv3qJ/6PM+cOUtZZ8Kzqd/zffeZMs+33Uas33Ybj3c77pOxg+az3kqka0KDEZuTjcLmFjQSz/2bdmPlnpNYRyxvOPwswfoUVh8hmI88hVWHGYeexkoCeuV+xgHimYAe3vUk+rY8io51RPPqY4TzMTRLcLl59VHC+SiM646ie8tJJessczvLHM8j+54mmE3NtQcI8P7tT6Fv+xMY3PU4RnZzmz1PYUyOw2OsJpxXH3qeYH8eK/e9QFQT0jufRf/mJ9G55jTaJh7hcR9H1cAJ5DTuJtY2ISxnAv4pAuMhAlmaZQ/Bh8BVInIImhh+FxPGEZSxGqG5axFdtB4xJesRX7YBqTVbCOadKOrYg7KevageOoSGcZlr+iSaVh5H49hx1A88hMq2U8ip2oeYnE0IiF8JVRh/n/SMYCI5eCXcGR4hq+CuxEq4yVRRYRsI+K2M7QT9LnhF7YOXzCkcc4xxCj5xj8En8Smok5+DNvVX0KX/Bv5ZfyCaX4Eq68/Q5r6BoJJ3EV75MaKqPkdk1ReIqfkWUbU/IMLwA0LLfyRszyGk9DyCS85DTyiHGC4htOoSwqqvKBnlEOmrXH1VAbEyZRTvPzI9lHmAL5lnOaL2OoNg5jZh1dcQyntKSAVfX87XF19ESBH3X0goF/wAvWS2875GUO5XCCSYAzI+h3/6R7y2/+A94j0k8XyzKt9CUe3rqGj5E+q6XkZD70to6H4WDT1PonXgCXQOnUD34B509+9Ee89OtHRuR03zFhRXr0dmMe/bWSsRnGjK8LvrZWC1UcYYwTvKGIJTQD+jjyCeRDMh7BrYw+iFG0u3gG5GlxIuElznFNALZ77OJXBAKZ35elO/ZwZx7RBMsIa3wym2E25JPfBM74V3Xh98ivuUptqScXYvJMiLuVzeA68KRlUvVA290LT0QNPeA7UAupNQZki/Z00Llxu6oK3uhraM2xHjqoxeeMTzXCME7e1EczvsfDtgo2GpNsKJy47S/1nTpvSBdmD5M+tFcyGDfklmeOEMU7ZZlqWfsmBWMshmQMuyxALieQGhPW/W/ZhD/M4gnmVaqSm/uA0P3En43i0DjAmMpen2/Ur/4yWzpBm1IJz4fZDPC3AJaBngS9AupexbmoBPu+d2ZQAy6e88Z8p9P/V9vvcuLv8C86ferfRnVjLEy2XOZpmvmfCfKX2zJess2xDn0+6G5ZwHCEBp1kugEcGS9ZX5lr2VOZfnEXrTlQG7TAN33a8sS9ZYwOu4XAYYI86W8zGxJRlUB8LMehExuogIXUwo8nkHQk2ynRI2SwhfPm8roBPESdbVeg5cbOYq8x1LuNjMgavSL9cUbjIvMVHnLNlq6QNNgApGJewXPqBAU7Kxkl02D6glyFSaPfP8XQlsZ6Lfg+iUZt0CaNleMCmZXxti2XL+fbxm98Ji/r1YvuA+BfjmpuSeMg2W/WIl5NqYp9OSqbZkLmrznNVyrZzkHLlfG0LZ3AxccG5uHi7L0v9ZQbE0qRbAc52U5vcgIUCWbcx9peU9mptsm2Et10P6WLss53vkZ3FruFlKyW2W8bW8/hLOy2TwMHlfM3iNZsOL113QrHWQ6abmKxlmAbNkmwXQAmedDYHM9+tvuwCB9ougV/o4E89OiwitBUr4c1nvuhThXpaIUdsgRmNFLNsiXmODSM+ljCWIlQHBuC5Ga4M4ncz57ITsEDfkRXohn5Ghd1QiLVCabZv6O2cHOyI31AUFER4oT9CyMqFGTrg7cqM8kB/rjdxoyTy7oyhB8KxFebyaFQx/NGeFwpgThu68CAwURWGsMhHr6zOwvS0fuzuKsZexq60AOwjh7TJgGAF9wFikZKKPdFfgYHcl9nZWYE9HGfZ3GwjpShzsLMee1iJsq8/C7klsH+I+DhnzcVTBcwkfF+FoF/HdWUWYl2MXwby3swF7OpuwobECa2pLMFFNAFcXYn1DMba1lmFnB4FsNGBXbw32Dddj/0g9Do034MhEI/ZP1GDbCuJ5rBDrGALnFSM56B/IRGdPBtq6clHdmIX84kSkZcYhLj4e+pA4qLXRcHGLgKNzBOwdiGa7ECwnjpfb6BmBsLLWE57BBGwIbLnOzjoADtb+cLXx53fcn38fOvg7qBBMCEc6eSDaxRPxjExHDbKttci20SDPSYccJzXSZc5kwjjJyR1xzu6IcfdGjJcKkd5qhHlrEOyjga+PCp6ePnDhPhy5T1sHgteeSLZVMaSvsxZLLGVEbTUsuLxcpqCyYUlAy2Bgy5a7KyNpL7b2xBJrrpMMNcPahuFIgLsS4N4qLPH3xdLwACyO8cfSBH/YpOnhkBMOx8JIOJZFE84xcGyIhWNzLOzrIuBUGQyf0iAElIQgpjQcWYXBKMn2R0WqHyuoQeiIjcRQbCLGozKxJrII66MrsTq6EWOxRvTFtKM53IjK0BYU6xuQ6W9AnHcxAh3z4GmZDZvFGVg8Px2z5qRi2pwkPDgnHlNmR2MKYTxlVjAenBWI6bP8iVgdK5V+kyHLEr5KdnnGDIEyoctyxgw1K5wqTJ/mw9KHj1UMKc2hVtbNZDlLcDy5/UwiWWL6NBWmTvXBVIJ6BvepZKC5bvZMXrcFWthb+cPTTQ+Nlx9CAwKQHBdKvMWgsjQe9bxurY2RxGM8upqz0VVXQTC3oad6NfqqD6DHwApixR9grHgLLeWfoqH8O8Y5VJdfRQnxLP1d04quIT7vGqJyryMsDwhm+GXdgF/2DfgzAjKvMS6xQnOecZHL1xGccw3R+ZcJ7vPIZ6XLUPslGpo/QnvnP9Dd8xYGBv+GoRWvY3D8z+gbewV9K/6IwVV/Rv/KVwnnl9He/2s0GZ9Bbf0TqKx6BAUFx5CcshcRUdugD94MjW4DvNXroNUKWruRGNqOPFZAKvJ7UFfRhZZ64qilFsbmYuK1EL38O+9pz+dyLjpbcngt8tDfUoyhpiIMNWZjoDYVvbzXdJYkoy0/i3gqQmFUNdL0bUhk5SkucB3CdazE+mxCiHYvj3kMYYEnER70MMKDH0V0xJOIi30WmVm/RUHRK6iqfg0trX9HT++7GB39J1at/phg/hTrd3yOrXu+xvYD32LHwe+x6/CP2EsQH3joAg4+fAmHHr6CQ49cxeFHrnOZ8dBVHH34PI49/COOPnQWhwnp/ScuYceRS9hw4ApW776O0e1A3wagjXiuI55LO4G8JgEzkFl5A1lVQCExXdpgGvm63gg0E9hGRmf7DXS0XoGx8QKMdWfR3nCGgP4GdTVfoLriaxjKfkBFyUWUFl1BMT/PosKLKC65hJIyUxQVXUZu7iWkZ11EXDYr1Vnfwy/pK6hjv4R31FdwC/8aLiFfs3L/LVz1X8FB9ykraR9AxhNwUr8De+/X4aR6Fa7aP8DN9zfw9HsRPgHPQ6N/ArrQhxAQdhQBIXvhG7ARKt+V8NEMQ6UZ5Oc+CL2qHVFe9YjyrEGERwUiPcoQqypHin8l0oMrkR1uIJorYUitRUNeI9qK2/hdb0dvfTeGjEMY61yJNX0bsbZnK1Yad2CUMOoz7EVH4QG05B5BfeYpVKefRlnKYyiKf5w4/hVB/CeUJ/4VpYmvc93rKIz/G/IT30ZRygcoYoW+KONTFGZ8hoLMz1CYxZJRkvUpqnM+Rk32P1CZ9iYMiS+jIuYZFAYfQqbvasR5NsLfOgWOcz2x6IF5SmJl2r234b57biOc77oJZzOeBci34vm/h2wj2ehf4IEHWTddOJv33KVwcrYmlB2JZg9ofWUQRlNIU25HJwcsWbKEaBYsz8TcuYLnWcqyrJszRyA9A9OmTeP9aCruv/9+BfJKn2eC/Q4e6+77WaedNxeWTnbQhOgRm8XfuLoGYnCU39HtGN11FBMHHsNayTQzJo4+Qzg/jfGDTxC9TyoDfI3KKNhEsGSRZbCwni0Po33DCbSuJZZXS1NtGZX7KNcdQ8em40p0bz2h9HWWJtsSKw6Y5oLu3fYoOqUp9haB8zPo33Ua0i96jMcaI94lS73y4HNYdfAFrDnyIsH+S4zueQ5je1/A6M7n0b3uUTSuIGjHT6J29Dixe0gBdGLZZkTmrEVI+hqEpK1FQMIq6GJH4UtIq6MG4Bc7xOdWEs6rEFmyGqmSYW7biZKefagcPoTasaOoH5P5rI+jc+OjGNjxDIZ2PofezU+hY/VjaB05jfqeUyhpOISU4h0IS9kAbdRqeBLKHiFrWW4glDfBI3wzPCIZUVyO3gqP2COMR+EZ+zi8458mlF+AT9Kv4Z38O6hTXoE69c9Qp70Odfrfoc16F778TupyPoBvHiP/Q+iKP0FA2efQG74has8QuBcYlwhfyRATyCxDqy8jhFgOrryIUK6TDLKpT/IlIvkK4yqxzd8LhvRRlimhoqquE+JENO9HEYbrpnmXDYwKIKT8OvTFlxHE3wrJZOvzvkVw7tfQ5/I8sj9FUNaHypRWgRnvK1NG+Sa/CV3SX+GX/EeEZvwOiQUvIbv0ORTXPIXqlsfQ3PUQjAO8rgMH0TGwC+0D29DWuxLG3n7+rgyipWcQTZ0jqG8dRWnNELKL+5GYM4DQpF5oI7t5fbsVIDsSu9Ik2y1oCC5+fXDx7yeWB+AeRGCzdPXvgxvX/We4MhQoBxDQ/r0MovuWcPTrgb1/J+wDu+AQ0gWnqG64xvfBI2UAntkD8CgagFsxkU44u+R3wrWwAx6lXfAxEMvSbLu2C+pG4piA1rYRyK1Es7EHvsS0to3R1ANdLUuCW5XbBa+0DnjGd8AtglAPbOU9mEjWmkbVtvVpJZz/M1p+wrN5UC8JU1/laQqebw2BtRKSpZZMMmE6l5CeSShPvZs3IML5wbtMo2Sbmno/gKWz78fSSTwvnS19pwXPdypNtwXRknlWRshWQppt3wPzaNtK1pkhGJdBImbfx/J+ySib8UyALZ+jAFbAumyOzPF81ySgZd/cjucp8HMgxsx4FhxKCBxlwC6Bs3nUaykFzzJ6szPh60Q4y0BZ0uxY+vzaLZmqZG4lbHhMG+JWmgwLsmU72cZRmjtLSBaU+5BpmjzteTxiTWm+rPQBlmy0hJyTNMs2odJN9sFzFYSam0ELlG+FsywLMB2IbGfi02Uhscr36M7zlmbdgmcPvjdpci1ZYDlHq/n3w4J4Xjb3HiyZcxcxTZgTw8p7nUS0OaSZuVwXuW5yPaQ0T70l2WQ5JzOYzecpcBZM37pO/gkgOJaQ85VzlxHBzQObmZtnm8P8/m7NTEtm2WmpCcUCZDfLmXCXqa8YsizrBNPyvOMSXg+WMq+zpw2BzOuusp8PDUPFZW9B82RzbenvLJCWjLOO18yPcA5wXIIgl2UIJJR1jgQ3Xyd4lsfh3laIUlkj0muZ0r85USdzM9sh2nsZKyWLuZ6I9l7O7SwQpbZCgr89MkNdkR/lzfBCVogzQ7LPDkgPtENmkD3h7Iz8cFfkhrigKNoLBVGexLMrciKI7liim4CWsjRJizKJOBWqk3RozgxBe244egoiMFQShVXVydjKCu/u7mJCthi72wuxr7MEe9uLsLslX8HzPuL5aK8BJwfrcLivFruNZdjBivE+IvpwXyX2t5cqTb0Fz3ta8nCQcD7Ymo/9LYR0Wx6OcF+C55O91XhosJn7aiTSa7GluQqrq1nBLs7CQHEmhsqyMVqRw3PKw7r6AqK6AKtrc7GJ+9/VX43dA1XYO8zjjVVjz3gltgwXYdNwAdaNEt2jhcRzHnr7M2HsTENDWybKq9OQnR+HxORIoiAS/oHh8FKFEs5EsUMwkRwES6sALFPCj6EjPP1hZRMAG0Lamss2XGdn7QsnWx0BreXfvorfQU/42rsj0MkNehdXhLq4IYZIjrNXId7RBwluGsS5qRFFEEd5eCJa5Y0IrYo40CA8wBchgX7QB/oiIEAHtZ8vPLRqOBHVdq4Er7M3LB18YGFLLNsRvMTyYkutEkt5LjJFlYy6vdzSGxZE8zKCeSnPaQm3XyphQzDbamBtr4Wtiy+sPfmetH6wCA7E0phgLEsKhkVGMOzzwuFUHAPnijg41yTAsSkRTu1JcOpKZhkP99YYaBuioK+LRkx1NLLKIlCaH4LKzCBltPaOhBAMRIdjJDQCK0PisSYsHavCczASkYfO8HzUB+egLDATeboMpKpSEekSD1+bKLgujYD1gggsmhuJGdNDcd/UIEyZEYIHZukZfrifmL1/micenO5NJGtYufyfMXOm2oTlyTDh+P8eAuVZs/4Lnrk8TQA9nesVXJvwLP2fF8/ndbTUwc0pACp3HYL9/JAQGYictDCUFUYS0GHEZAja6mLR3ZyL3oYq9NQYCecx9FftIp4fRlfFS+gofx1tZf9ES+nXaCo7g+qSCygsvoTc4qvILLyKxLyriMi8DL/UC1AlneOP8Vl4JEh5Bp5x37Oy9jU8Y75gfMblz6FK+AyBqR8hMuM9pOS9ifySv8BQ9Qc0NBDFzc/CaGQlsecJdPU/jq6hx9A5xPMYOsbyMNp7D6K1Yxcam7agpmYDKirWIjdnBAnx3QgNbYGfXwO8vKvh4l4JD49SBPsWIS6kAFmJZSjJLUNVWQkaawrQ1pSFjpZ0dBlT0W1MQVdrEjqaE9HenIzOJq7n/aCnTiKV1yQJXQY+V5yGlrwi1GQ0oCShDzmRa5EeuRcpUacRH/E0osOeRVzkb5AY/SoS4/6KpIQ3kJL4FlLT3kNm9gcoLP0UFYRnY8s3fH/fY3DkDFauPo91G88r/bt3HT6PvccvEcCXlThw8jIOP3QFR4jmI0Tz0dPXcfTRGzj2KHDs9GQ8cgVHH7lIRJtQvf/kdWw7ch3r9l3D2I4bGNxEBK8hiMeAmkGgpAvIbyGcWVlNK7uGzIqrKKi5gdL6G6hsvIZG43V0dN9AT9dV9LRf4LX4Hu11X6Kj7gt0N3yN1prPUV/+GWqLvkR14feoyj+PKgLZkH0BhtyzqMz/EZVF38NQ9C3Kcr9FUdY3yE3/GimpnyMy8WMERf0D2pB34B34Jtx0r7My9mc4a14lkn8Pe68X4eD1LO8nT8DR8xE4uh2Dh/thqD32Q+O+C1r37YyN0Hmuhr/3CgT6DCJI1QO9txFBns0I9m5EuLoJUdoW/k41I8OvGdmBLcjWtyIvtBVFUa2oSOhAbUYvmvMG0VE6hIHacYy3rcHa7o3YMLgdm0b3YcvK49g28RB2rn4Cu1Y9i+2jv8LWwd9iXdfLWNH4CnrKX0Vz/p9Ql/VXVGe+yfvKOyhPZ6S+B0PGPxgfoiz9HyhN/xClmZ+gPOdfvBZfoDTvK5QVfI3Soq9Qwigt/prX6hs0SBR8jpqs91CV/GdUxv0KxeEnkOW3nnhuRYBNJhzn8e/5QeL13imYdvcdmMK64n333atkns19nSXMy/8dzZKJlm1kDmYZpftOU1Pq+TJo2GLYO1jA3dMOaq0b0SxzPZvwLH2gnZztsWzZMqJZBgqbrZQCZjOcBdLTp0+/iecpU6RP9uRUVZLtZtzF850xdzYs7G3gExiAqPR05NfWo7ZvmN/RzRjcdhAr9z2MtUeewmrCefWxZ7HqCPF8SDLGT/wEaJleioge3PUoAfyI0izbuP7YZBxVSlkng4X1bn+IcH4IQ3tO83WPYWT/48Tx00p/54GdT6B7y6OMx9G3/Un073gUg3tkYDHpF/0EoS0ZaOL50IuYOPRrrNjzAoYEsjuexTCjb/OT6Fh3Gi0TkhU+gbqRoyjvPoi85j1Iq9qBxNKtSCjaiujs9QhJHUdg0gh0cf0ITBxCWNY4YksnkFa3HsVdu1G34gha154i9nmv2/oo4xGeu8xd/QzPl3A/9BKG9/wSfVue5bV6Ci0rHkNF5wn+HR9EdO4uBCVthyZ2B1Qxu6GOPgDvmMPwjj0KVdwx+CQcZZyAd9LThPJLUKX+Ftr0P0KX+Rf4Z78B/5y3EJD7HvxyP4Rf3kfQ5X0CXf6/4MfvpF/+Fwgo+QpBZV8jqOJ76Ct+QEjlOYRKP2MiWTLEEXUSMiUU4csIk4yxsp4wrr+OaJbRfD6q9gaiGTEy53IVnzcQ0+VXEFF2BeGMsFLps0x4F11CUOEFBBDL/vk/wC/nG+iyPocu4xP4ZX5ELP8DAZnvwj/t79ClvkYo/4Vg/hNU8X/gb8yv4BX9LHxiHod/4iOIynoIaYVHkW84BEPDfjR27CaUd6CjbxPRvJpYHkNLdy9aezvQ1teN5u5uNHX0oa51gHjuQ3ZJD5JyehCWTJBGdilzXstc3s4EtIyY7iZQ1hGzBLTg2D2AuGUIkqX8byFoNo2w3cPgvm4JBc/SdJp4tpfsc0QXnGN74JbUB9e0HrhmE8sF3fAs6oEHAe1WYIRrfivci43wNnRAVd0BTUM3fJv7oGnphqq5C6qWTgK6G+rWHmgaCWni2beiF77cjzqDgI5rh0e4ke+nDc7Es7OvEU7qdjgQ0HbKlFXN/xb/hmdBsxnPEkqWeRLNsl5ALSGjXC+WPtFzH8Q8AlnB8113EM+3K4CW0bHlddL0WwYjk2mjls6+T8GzZKJlsDDJOs+fJnNLm/o8Swi2pY/1zQHDCGaB+DSCXJpuz77vbsyZIoOB3aMM7mUvWVBCT7K7dktlxGrui0iXAcMk6yzIXjbTlDkV+En/41uRKGg0Z54lZDspBY7SPFmaaEvcHIiK6JJMrvQZlpC5kG0XEIuEtEBVmhLLtkp/YT6WQbmk36681ptAEyTL87eGPCfrzai8CWOCU/BpxrMZnlIKNM2AVfo8E8+ORK4bz1vpF00IyrauPA85LzOi5R8My+fzc5h7Nyzm3Ku8V9M/FqRvM6/lZB9tWZYpt+Q5KeUaSSiPZfvJczPHrXg2l+ZleV6aX8t7uvWfAKZ/FJiaaEvI8+bMtKyX1yjH4bW1XyQDnD34X/FszkTfimcPyTrLCNsMH+nvzBBMeyw3TVclo25L/2dzX2cZaVsZMEz6PLtZIMhtmYJnNV+vsZuHAJcliPC2RqzWDrGEsQwSJoCOJpQFzgLoeI210ow7xFOgvQwxvjZIDXYmhD2RF+mJzGAnhiPSiea0ABkozA6C58JImb/ZA8XR3igkoPMi3ZDLdfkxXiiMV6E4UQNDqh8qk/1giNeiPiUAHXmR6C2MQV9BJAaLo7CyKgnbjPnY11uG/QwBtOB5v0R7Mfa2FSrlkZ4KnByqxSECeHe7jIwtWWrJPpdjD2G8rS4TW2rSlSmu9hPQ+wjnvc3ZprmhjYU4wm1PDTTg0RVGnBxuxb6uOqyrK0FfYTrasxNhzElEZ14yeotSMVyWwfPKIZwJ6dpsrG8pxOaOUmztKsX2nhJs7S3G+s4crO3KwUR3NsZ6sjHSm41+LhtZka9rSIChJhkFpYlIyYhCVGwY9MEhrNAEwc0zEPaEkK19AKxt/AlQHZYqMJUsr0aBqSWBam2jg5UVS0uNMniXPUHqZKuCq50KHvZeUDkR0G4eCPDwQKCnB0K8NQj10iHMxxfhxGqYrw56YjlIp+KxtQgK90NgpD8CowPgFxME35hAqKOC4BMWCI8gfzj5+sLWRwMrDzWWO6uxzF6DZXY8N57HYksBNCFNxMn5WiyXzLOpWbcFz2uZnRZL7LmtvR+W8zWWXLZx9IedWwBsfAJh5R8Mq4gIWCVGYXlmJCz52duXxcGlOhluDWlwa82ASxcrl/0ZcBxIh0t/Kjx7U6HtTEJQawKiG+KRZYglFqNQnROORsKxIzEUfdHBGCTKR4P0GAsOx2hoJPpDItHC5cqAEBTogpCpCUOSVxRCncKgsQqCy9IgWC4IwsJ5QUSqP6Hsiwdm+uOB2X4MDabM9uJjdzw4w9OE2Fvwaw4Tdn2UuBXPZgzfuu2t8f+K52k8rmSjZ81QYdF8fibLtHCy84WXNLOX6arC/JCVHMKKfBQqSyJQVxoBI79vvY2F6GuoRm9tKwaqhxlb0F99DL2Vz6K7/I9oL30LzYUfoT7/c1TkfIWcjC+RmfktUtK/Q0zKtwiK+xI+4Z/CNfQjOIV8DEeWDiEfwFH/DhyD3mRl4HU4BP2Jz/0enpG/hW/cSwhOfB7x6U8hO/8xlJadQlXlEYJ4Lxrqd6CpZRtajFvR2rUVbT0b0NY1DGNnH9raCR9WBhrqWlFT1QRDeQMKciuRlFiI0LB0+OqS4eEVCwfXSDi7RkCrikBYYDSS4pKQl5WCsuJU1FYmoameGG5JRAe/Ix0t8TA2xqGtLg7GeiK6PhXttRlKdNaloas2FZ2V6TCWFaK5qA51uf0wpG9EUdIR5Cc9h5yUPyEz9U2kpbyLtKQPkJHyCTIzPuf1+Ypo/hbZrATml55Dee1V1DRfQ0vXDXQNErYE7Thhu5bA3bT7CrYfvIS9R69i3/Hr2HfsGg6cuIZDJ6/hyEPXGdcIZcKZYD5OQB+X8hEQ1hI3+DxwiMt7TnBfB4CJHcDQRh6H+29aAVT1Ec4dQG7TDWSwYptadhnJRdIH/SzyKs+juOYsDPU/oKH1B7QZv0dnG8Hc/AmMde+jtepNtFW+gY6qt9BW9i4aC/+B+tx/ojb7XwTk16jN/AbV6V+gJuNfqM36J2py3kd19ttE5N9RmvI6ChNfR1b8X5EY/SdE8fMP9HsRWvUz8PZ6FC5uJ+BMILt4HGDshKvXZrh7r+FnOA4vz2FonHvg70gcO7ZB79SCMLdmRBPKsT6NiFc1IFFThxRNPTJ0jcgNbENJeBcqovtRm7wSTdmb0Jq3Fcai7Wgv3oGuih3oq9qNoYa9GGs7iNVdR7Bp8BR2rHwU+9Y9hQObnsP+zb/Bns2vYu+mv2Dvxtexd/2b2L36Xewa/ye2jn6G9T1fYbjxc34XPkUDYVGbx/ee+z3Ksz9HWdbHMOR+AkPep5PxGSoLv0RV0ZcwFH0BQzGXS79EZTmj4ktUG75Co+F7GCvPoL3sGzTlfYi6tNdQm/hrVEQ9jLzATUjybofePgcu8/2wbKoV5tw7g/XCezDlnrtw3733KXg293W+FdH/s7m2OeR5yVALon9B5N6HufNm8L68CHbEs5uHDVQa15t49tX5KHh2cXXE8uXLMW+e9HM24VlKc8yYYco6m/H8wAMPKNnwO++6E7fdcbsSd95zN6bOmoHF1svhofMlSJJ5b65CBf+mW0bXoGf9bozuPKH0dZ4gmgXQP+H5JziPCJx3P6bM49yz9WEFyh0bTyhhXpb1so2Mqj28V0bWlmbbpuUV+7mvfU8Ty0+ga/Npbn9ayUB3b5F5oh9GN+HavUX2fZpAf4rbv4BVB1/C2N4XMbzz+cl4AYPbn0WvNN/e8JAyTVb7upNoWXUCNYNHUNpxEAXN+5BbtxspZVsQk7cG4ZkroE8ZRGj6KGILVyGDcC7q3Ib6FYcVNA/slIw6YX/wWYweeIbl81h59FeYOP47TBz9Pdf9mtu8gC5+T1smnoZh4FFkNZ5ATMlh6DMOwzfpKLRJDxOST7J8Hr7Jv4I29dfwTX0JmjQB8yvQZv4ZvjK/cu6bCMx/l0j9B4KK/4ngkn9BX/Il9MVEcsm3CCz9jmD+geWPCDEIls8zLkzGJYQaLrO8TDDfQKRMD/UfYZ4yShncq5IhmWXDdYL5GsF8lWC+TDAT4CXnlQG+QgrPILjgR+jzvyeWv4Qm6xOe50c833/CN/MD+Ga8B9/0t6BNeQ2apFegTniZWP4tkUwsRz3H35Rn4RbxGJzDeT8JOwi38N3QxOzktd6JpILtyCjZgMKqNahpWUcsr1Wyzc09Q2js4u9Jdyfa+rtg7O8hpvld7BpAo3EYhroB5JX1IiW3B+HJBGdUJ7zCCNmQfsiga4JnyTg7E88SAmhBs4SSjf4/hCBZ+hXfxPPk6yWcBNABMngXAR3cBUfez5xjuuGW2Av31G54ZXdBU9gDXUk/tKU98CnugFehkZhuhXe5EeqaDvg2dcOvrQ/aNuK4pQM+DFV7F8tOqAlrbR1fb+iDrriP17YH3rFGeIS28bxb4eLL0LbBRdUOR+82WHs2/o9Q8Gy5YPbNQb3M2WcJc1NtM5zN004tmUtoC54ZknmeIaNtK822b1dC0Cuvk/7TMuL1MgXPpmbb5pG9ZWAvwbN5wDDp8/wTnu9k3HUTz1MJ8pm8SQqe5/P5xXy9ZJ7tZLAu6YtMgCrNqQm9ZXN43JmSgea+ieelhLo0PRb4Kc2xub05lFGuiWp5XsKC5yilQFH6A98KXCkFodbzBdiyPxOaBdNmoMqyeXAtwargWkpZJ0CWMO/r1n1LZtrLlni2kZG9fxopW8Hxf+BZcGl+XkLwLAN3OXBb6YvsxedVBLRA/GYT6GWEqKCf52tFPC+bdw8s5v6EZyWjfAugzVnn/47nf88oyzlKttmMZfOyFXF+K57NIVA2Z5xvXS9ZZjlXM6RN2Xcej9fbbuH9N/FshvOteDZnoM0ZasGzTE8lIYOFSchcz7Kdgm+Gl9VsaOwXwI9oDnBeqoQJz8uhd7fgehOeVXydQDrEfZmSeZapqQTPkV4WSpNtwXOsajkSdbaIVlkijKCW/tBRakskBtgjI9gFWSGuRLMDUgNkxG1rJPlaIpWlNNsWPJfFqlAaRyjH+iA/ygPZ4a7IY1kU54NiAroiRUc861CV6IumjGDCORYjZYkYq0jEeEU8VtekYEtLDnZ1FmFvV4mC552t+djTXoT9xOpB6b/cVY7DRPJhAvpAdyUOSFPtHgMOdFZgn7GUeC5UstQ7GrKVZtt72/II51zsrs/E7oYsYroAR7qqcHKgkXBuweH+RuwwVhHI+ejMSSLGolGXEkncR6AhNRLG7Dj0sYI+YsjAeE02VtVnY01THjYT8XuGKrF70ICNXflY1ZaF4ZY09DUmo6spFcamNNTVJKCsLAb5RTHIyIlCLJEXEh4EnZ8/PL11cHbTwcHJD7YOfrC2lUyzaRooCxuNKaRfsbUPrAhpSwGqpSzLdEVqODqo4eTkA1cXH3h6sELk4wOt1gc6XzX8AvzhFxIM/9Bg+IUFwY8w1hLIKpn6KVFGrw6CKi0EqoxQeGWEwyM9FG4pYfBICIN7dAgcg4Ngw3O0UvtjuScreS4MAnipnT+WWPkxBPoBPKdAWFj6KdNYWdpyG7sAwpnhEKjEMoalfSCsHfWwdQ+BjToUNkHhsImOhW1aIizz4rGccLYjnF2a0uHang3Xnly4DOfDYTQHNiME9HA63AbToe5NgV9HIkKbE5BWFY8SfneqsqPQkE48E499MQEYCtNiJFiNUb0GwyEa9IZq0BziA0OgGwr8XZCpVSHRM4B41kHN6+m8lNd1oQYL5mkxa7YWU2eqiWUVwxsPzPLAg7PdMW2uG6bN9sT0/8CvOQS7U6d6/1dA/2/xf8Uz10+bxPNU7nfmdB8iX43lS9Sws1TBw0VNPPsSzwHI4mdXxutRV55IGKWguz4HA40l6K8vR19NHQarezBcuxpDNbswUHkSPWXPESB/QGP2X1FDJJYkvYPshPeQGv8e4mLeRWjE29CFvAmvwDf4A/wa7HR/go3vy7DW/BZWqhdh7fMcrHyeho3qEdhqD8I16AA0EQcQFL0bMUlbkZmzGaWlG1Bbsw4NteNorB9EU2MvGlu60dTajVajEUZjNTqM5ehoK4GxuQQtdQVoqMpDrSEHZQXpSE+ORURECPz5Xfby5nfdzYt/L14EmhoBfn6IiQ5FZloUigpiiZdY1FfHoq2JcJZoSICxNgFtVSyrUwjmdAI6Ax2NGehqTEdPYyZ66vn3Xl2NtgqeU/F6oukoyjNfQHH6a8hP/wg56V8iI+NbpGd8j4zsH5GZew4ZeReQXnAJmcVXkFt+XWkaXWUEGnoB1s3QO07grgbG1gOrt17Fhl2XsG3/dew8COw8fAO7jwL7jwMHCeKDJ67j0CkTlo8RzQLpo0TzYaL5MNdL7Gfs5GvW7+U+twB9a26gdfwGqnqvoKD1ItJrLyCh7CyiC39AfP63iM/5HEl5/+L5fcpK4kcoNryH6rp3UVf7Bprq/kQ4v4L2ut/DWPVLtJU/A2Mpo/BXaM35LZrS/4CGtD+hMfU1NCS/jrqkP+H/o+2vwyQprz/gO0GX9Vl3G9eWcXd3d3d36WmdHp9Zd3fFgySQEAGiJJD84pCQkECCL7Kw7CL5vt9TvQ0LIc97Xe9zvX+c666urq6urumpqc+c+z53V97PeS18Et0FT6Az/1Fet7+F5swH0JD2AKpT7kdpwr3IizqH1JBTiA84gnDNPgR4b4Of1xQCVOMI1FgQ7GdEKG/aIoL7EBvcg5SgduQEtqIwuB1lkV2ojusjkAfQmDKElnQ9OjJN6Mm2YrBwGsayXRirPYTpxpOYar+I6d4HeZ39NnYaHscu43exx/IE9o3+AAcnn8ThrU/j2I6fEsfP4OzBZ3H+yK9x4ej/4cKJv+D8yX/i7PGXcebwv3DqwL9xYs+bOLHrCg5vu4rdY9cxOXwNBp7LbgKgtfo66suvoZY/89rKN9FUw6h7C82SVW54C53Nl9HV8jY6Wt5EV+sb/N69hu6O1/k9f43n+HUMdV6Guet9WNreJvD/joGy3/JvylNoz7wfNXH7URCkR7xXBTTrY+C4xAOr5q3GkjkLMO/OObiLaBagzps377+6bX8ZzF+OW2+V7tS3EdG8dyWeJfPs5GzLPKu1LsSySsFzWLgNz1I8TK32/hzPy5cvV8AsrX35ZjxLLFq0SDkuAb103f7mrbfg9jl3Yr7DYqzevAE+QQGIzcxEYWMT6gcN6B3fBsOOo5g4colQ/QLPWy9I92nJOtvhLFnhR2A5QuQevF/B8vDeez6Hs4Rx//2Esa1AmK2L96MKnCVk3uexEw8ToY8Qxw/zdQ9iaNcDShgIWMP+B5R1wwJiglrGQks17q3Es8TsmacYT2Lq1A8xdox4PvworEcewOhRiW/BQnTrdt2H7qmLaLOeJaJlOqujyGveo4A5uXwKaVVbUdC6B/WGo+iYOI2hnfdi5DCBf+pxzF74PrH8JLbd8xTjaWy/l3C+9xfYevcvMHnupxg58WPoDz6Fvl0/QvPEEyjl9zuz5VHEV34bkUXfZfyY8UtEFP8W4cV/ZPsCIktfRETZi4iu/DuiamwRXftPRNf9i3B+FdFEc0zD24x3EcvrQ2zTVcQ1XyOaPyaQP0VS22dKsS5bSwC3/0cJZR7lzhtIvimkErZSDbsZtrmZGQkNnyCB18H42o+QUCPVsAnm6ncJ5suIrXgT0WWvIqr0FUSWEMxFz9u6jxf8GkH5zyIo9xkE5vwMgdlPwy/9CWhSvg1t0sNQJz4Idfy98I69BK+Y8/CIPQ632L1wj90B7/itCEybQXzhDLIrp1FQY0V5kxktfVb0GccxOGLFwIgBfRYd+kw6DJn10I+YoDObMWTkNvpxtPVaUdNsQWGlBSmEa2SaUcGzOo4Ijh39As9hZngzBMZ2OMvj/xnhguavx7MqkvuO4etj+Rzx7E08qzLM8M2zIrDEiogqC39+jFoLImpNCKsjphuJYsI5qGUIod0GRA6aEaUfQaRBumsbCGc9AvSEP3/PAnu5veC5zYLIBuK53GzLPBPPqogB+IQMQBVMQAcO8Xd0yDbW+Suh4Nl53Upl2ik7nu3ds6ULtWBWlr+KZ8k627ttL5l/Jxbefgvm3fpNzL/tFiy5S4qCzVUwbMs6L1DgvGWVVOCWLuB3Kd22VyyQcc+2omGSgRZw2+Z5lqyzdNGW8c62zPPSOXdgpWS0HeYpY6gl86zg2WkV1MSnkn0muJzWEOIrCH6iWQAteBYUCxQFiQJEewXs/4Vn9/UyjdMagtZWeVrQKyAWDG9efie3m6Mg2p5xtlelFijLsoQ8J8CW1whc5fVfBbS0sn9/97XKewmQvw7PgklBsx3PAks7YJWiYdzGPheyTOekFBbj/gTd8nop2iXHIcfspHTdlm7vtn8oCI7lHAiO7YCWVtbLObsZ2ErcBGc5hpvhLMdrz0LbIX0znu2f4+vwrBwn9ymtfD4JeSx4dl07l59h4ZfwbIezPRttB7SsExxrCWgJpdK2J8+vu/wcpfCa4J14JoxDvdcrcztLCJyV+Zy5LJlnGfMsWWcBtHTdjlVvROKNqakk6yxjnrNDZY7nzZ9nnrPC3JAS7Iwkmb4qhNtEuKEwxpuA9rmBZzfkhjt/Cc+1RHJTZjAaCOja9ABUJmtREu+tALpGss8ZAWjJDUN7bgQ6GEMl8RitycRsUx7295bhQF+ZAudDgxU4TPAeHarCsaFqHCF8jw4QwPo6XLS04J7RNqXbthQIOz5Yi9P6RpwlqCXjfLSHr+sllKXAGOOMrkYpGiZ4PtpZhCMdhThGVF8wteGitRtnTJ04PNiCnZ21sNYV8SYnFU0ZsahLi0RtUhhqk8PQnBFNSCdhsDQVJh6vtSEbk6352DNYjdOTXbiwrQ+npzuxXVeBkc4C3oxno7cpG13NOWiqzUBlWTIKipKQTeAkp8UhOoaADQmD1i/0Bp7D4O4VDlePUFv2luHoLhEER5kf2TUAzhJEsxMx7UxMu/I5N68gePgEwlMbyAtjMLREs39UCPxjw+CfHAP/7CQE5BDG2fHwLUiAb0kCfIpjoK6Mh6YmEeq6FKgbUuFdnwbPulR4VqdBXZYGTV4avNIS4Up8O0cxQuLg6B+LLeo4bPKMxSZXotiFKHaO5bHEwtEpGo6CaLcYbHaLwwaPOKz3jMcGzwSCOx5b3GPh5BUHVw3hHJwEl9gUuKZnw62oAM7VOXBszoJ7Zz68B0qhNlRAba2CeroGHjOVcJkqhQfDZ7wIAdYChBnyEDuQjfyObNTXZaK5PAWdxYnQ5cdgJCsCE8lBmIr3JaA1mEjQYCRRA12SCh3x7qiPdkNpqBpZvrYx4kGOGnit1/LvhS9WL/fDsuX+xGqgkmWet0TN8MH8pd5YvMIHS5ZpidoABbZfF3Y42/F8c3wVzfb4X3h24PIiCUL+czwT5/L+a1YHYfOGYLgpeA5BVFg4Uonn4rwENBCR3c0FMHaWw9pTjbHeOox21RHPjRjt7CaeTRht2wpry2GY6y9CV/koUfQ9tGb+EPWpP0Zl2i9QmPxzpMc+jZjIHyIk9PvwC/k+VEHfg5P2IWxW34cN3hewzus0f77H+fM9ik1eu7DZxwrPQCu/e1aC28TvuAFFRXo01hkICiP6uwYw2NONwb529Pe3KDHY3wgDf3+M/F03DpQRtaUY6ipGf1shP0M+GqsyUJQTi+TEMEREyNy0PvBWeSnh5+uHiPBQpKXGfY7nNv6+dRPKQ925MPTmK0A2EczGjhKYOstg6S6Hub8ElsEijOhKMDpUASuPwdLTx22moGs5ib76x9Fe+RwaSv+OWqK5qvgjlJd+jLKqayitvYYy3igWMwrrPkFRw2cobQFqiGfe46CdeO4dJ6CnAeN2wLobmDoAbDv6GfacBPadAQ6eBY6ct2H42EXgONsT93yGM0T0ufs/ZXzM+ATn7iOsCexTjOMXgANn/oNtRz7B2J7r0M8SeKNXCOfLyG/5N9KqX0Ysb06j8l5EfN6fkZT7f0jNfw65Zc+huOrnqKx9Gk0tP0J762Po7XgE+p6HYO65H6aOizA0n4S+8TiGq09guOw0BgrPoi/3Evpy7kNvFrGQfhHdmWfRnXUcPVkH2O5GZ8YOdKRtQ1vqNjQmbEV1zAzKwieQHzKOzMBRpPiOIEZl4N8cHSJUQ4jSDiLWfwBJwQNIjxpEXryOfwdM6OCNY2/xOL+DMzDV7YClYSe/k7sw2nQAk+3HMd15Gtt678aeoYdw0PBdHLE8iYMjT+PA+E9wdOZXOLntNzi187c4u/ePOHeAOD78IqH8N1w89ndcPPGyEpdOvoKLJ1/G+dOv4fzZt3D29Ns4feItnDzyNo7tv4zDez7Evu3XsX3iY4ybPoO+/1N0tX/K68rHKC//CGVlV1BV9T7qa6+giQBpbnoPba3voavzXfR1v4e+3rcx0Psmv9evM16Fru816Pr/DUPPq7AQ0aMd/4K56XkYqp/FYMkT6My+gPqEnSjizWqyqgIBm6LhsswDq+evIZ4J0zts3bUFzTK+WKCqdJO+0T3bnoH+akjG+dZbBdACbMHzXGWuZzuefTTOCp5l3LPgOTwiSCkeptH4EM9OSsZZxjkLmqW1j3mW9mZA/xeeb7lFGfc8bxHvndevg6efFuGpqcivb0R9vx69Y9tg3HkMk0fvxs5z38GuizLe+bEbWWfbWGVBs8T4yYdhOnQ/jAdsWWbBs8TneD5gw7Ot67UN3JOnbdlnGfss01bZMtYPKEge3Hm/EsYD3/o8BNKSfZZs8NTpJzB77oeMH2Hr+SeVdvrM9zF+4rvcH4/p5APc5gGue4iofgSjR/h62e+Oe9E5cRGNxlOo6D+Coo59yGnehVxCurT7INqtZzAwezeMex/G2FHpSv4DbLtoA/POB36JHff/Ctvvfw5b73sOM/f8GuPnn4Pl1LPQHX4WPbufRfPUL1Fm+Bmyun6C5MafE6LPIrrij4gq/ysiy19m+xpiKt4mmt9BVNU7iG94jyh+54toep+tYPkDxDR+eAPN1xHX8ikSiOREQjhJQEwgC5LtkdZli/RuPrZjWWDdytfIa5s/QXwTsVz/CZJqryOhmhCv4v4r3+fxXEZMuRT3ItqJ5Shej8KLXkBI/p8QnPNbBOX8GsG5vyCYn0RA1vfhm/4YsfwwfBLvIyYvwTvuAuMs8XqKwDwBr+ijBOhheEYegFvUdjhHjxLPFqgTzAjhtSOhyEQ8G1FUz2tJ2xDa+oeJZZMC54GRIcYg+o39GDAMYshkwKDRiEG9BX06K1q7zahtNqOkdgRpRQRpBvGZZIImntCNkSJhhLNAOVQqUpts+JXMsmSQvw7N9iCevSMlbGOe7RlpBd9SREzwLHM+xxoUPKszLfDLH0VI6RiiqwnnaiPCqw0IrRpGcK0OIU1sWxkdOoT26hGhMyHaRDybzYjgZw1lBPBz+Q/p4d9nRFCXEWHEc0Qj8VwxgsAcI3yThwn3fuKZQTz7EM/eSsGwYXh9Jb7hvGEFnNYvx+Y1guLFWL9iIdYum481SwlX4nbFojuVZck0y/P2EDivIYRXLpkPB2J3wW3fxNxbvqHEIqXrtow5thUM+xzPBJXgec3Su7B84W3c/21YuWgOVi+Zq7znSqncveBOLJl3O9s5WLFwPtu5cJBqiDfwvG6JDeM341njtlopyuVJnNmyz1I87Mt4FhTL+F0BoGRXpcu2hEDRjkR7t20BpMzxrCVwBXp28AnsJKP6VSwKEO3gEwjacSvPCSAFgbJOcGzvmi37kxAQy9zM/jeyzjd3WZaQZUGnfVv7cdjf056lvXn7r9tWQS4hag+poi1AvjnsQJZzIpiW87F5+V1KK8978rxIV3TJdtv3a88y2z+nhP2zSyuPZVs5LnvWWcJ+3PKctPK8/XzZt5eQbttua+d9KfNsh7M90yyPpVu2/TkJH3neeSn8PNcgmPANUm1Qlj9HNUEcrt6EaD8nRGq3IJJojlRtQhTDPubZVjBsDaJ81iHBdwtSAp2VzHN6kK0VMKcHbkFmsBPyIjyQE+GJNOm+LV26iefsSHdb5pkgKUtQKd22BdAFka7KmOfqFA3hHITmrBA0pAeiPiMQNal+yrZVKb5ozA5Bc3YoeopilXHOA0VxMBGVk3XZynzOB3rLcUJfi7OWJiXjfExXjeNEr2SeBdGHCGsB9IWRFtw/1Y17xjuULPSx/ipCmdsN2rLNMib6WF+FLbjPU7xBP6OrVSAtj48R6bJ8jng+Y+ognJuwvaMKYw28cS/NQH16FCqTQnjcQSiLDUJpXCAquCyIbkiTjHkk+soSYJCu5o1ZmO0uwX5DPY5YW7BtsArGlgJ0VaahuSwVDeVpvAEnnInXzKw4pGUkICEpBhGREQgIDIWGeFZrI+BBPLt5hsCFIHZyCyBCGe4BcPIIgKObH9f5wdndhmhHF5lDOQAunsFw8QmBq5YREAKP0DB4xUTAJyEKqpQoePM9VaVpUBHDnqWJ8KpKJpJT4VoTD/fmZHh2pMOjMwOeXZlw68yES3sGXFr5uDYT3qVcl5sCp9RkOCUm8Y9XMlzCUuDol4jN3gnY4pFA1MfDxVUqgSfA2TmeeCasXeKx0S0BG9wTsM4jkbhKwia2G7l+kzsBrk6Ec1AynGPS4ZKRC7eSIjhV58GR8HHruBnP1cRzLXy21cJrWzW8tlZAM1WKwNEihJsLkKjPR1FPPhqactFUmYL2Yn6n8iJgzgzBRIo/Jvmdm+T3czLRB2NJPjAke6M3wR2tce6ojFAh288fCZ6+CNriA891KmxZqcaaZRosX+qLxUsDsHhZAOGqxcKlGoY3Fjh4YqGDijeQX2SXvxp2KN+8zp6N/iqa7fH/iGe+btFy4nkF4cznF8m+iOfVqwTPIXB3CYW/Opx4jkRKfBTy+P2qLk1Fe30OIVgMa3clJvtrMdFbBWtnBQFdg5G2JpiaeokUK0w1uwimYzxv59CZxpvBpHv5Pb8PhbH3IT38IqICzyJAexIq9Qm4eh/BeuedWOU4i+Wbx7B0gxnLNhiwYoMOqzZ2Yp1jHdxUDfANaUJoVAMSE+tRXNCIxtpmdLc0YaCjDjpi3tBXCX1fOYZ6SzDUU6I8NvQyuisw3FmKgdYi9DQWoKMuH3XlWSjIjEdiXDjCQoOh9dXC08sHXt4a+GqDEBkWhYyUFJQUZKOuKg/tTQXobS/EcE8RzH2lGOO1YpzXhTGlQFg9Jvq4PFiAMV0exocLMaErx8RgI0b7BmDumoG5/Twx+SMM1P0RHZX/5u/vFTSWEVKVQFX9dZTzJrSs+RqKmq4jv/E6CnhDWtT6MUq7PkXVwH9Qb/wMrdbP0D3xCfpnP4Fux2cw7wHGDhLRR4CZY8DW48B2xg5ietfJ/2DPqU+I6us4eO4jHD7/AY5ceB9HL75PMF/F0bNXceDUB9h97D3MHnwbIzvfgH7mNXRZX0b90IuE85+QVPZrROQ+g6D0X8Av6ccITXkCkcmPIC7tIWQWPIL8sgdQUX0JLU3nCefT0HUfhan3AEzdO2Fom4G+eRSGRgtMtcMwlOugK+SNZu4I+rIm0Zs+ia6UUfSlj6I/04z+DN6QZgzwcT96U3vRm9aH9qQ+NMb1oi6qD1WEcXnkMArDeWMbZEJm0Aj/powjN2Ia+VEzKInfgdqMA2grPs5zfBpGnu+x/nux1fgodlgfx3bGrOnbXH4Ceyaext6pn2H/zHM4uO13OLz9zziy8y84ufsvOLf/RVw89BIuHf4nLh55GXcf/xfuPf0m7j1zGfecfYfxLu45dwV3n72Ci2ffx/kz7+HcuXdw7gLxzDh9nng+9RaOHHkT+w9cxq6d72Fq8j0YTe+ju+89NLa9h/K6d5Fffhn5pe+gpPIDVNZ8iNqGq6hvfB/Nre+io/My+vouQzf0NnQDr2J44J8YHnyJ+P47v9N/hbHneX6n/oTx7j/C2vormBt+CH3lA+jOPYz6pDGURnYizbcIgVsi4LrCFWsXSOZ5EebLlFV3fblYmL3btmSXv4rmL4cgW7a5jfCei5WrlmDzlnVwddsIb7UT/AO9v4Rnme9Z66uCi4sL1qxZo2DZnnmW1j7mWfBsH/f8VTx/45vfVMY+z10wH8vXroabWoXQxERkV1SjqmsAnZZpDG87hInDF7H11MPYdvbbhKodzg8rY5ZtWWNbKJlnAtpwUDLOtqyzoFnCdOABjByR7WzQltdOnJJM9MMYPS5jiSWrLOiWrDUBvftb0O15AMZ9ttdK921lPwT26DG+/6nHMHnmcYatnTj1HYydlHHXjynZcAXOZ+/n8X6LIWOqud1JWyXv4T0PoWfmXjSPXEC17iSKug+jsOswyvuOo8nI37WJ+2Da/V1MHHsaM6d/jtmzv8DM+V9hx31/wLZ7/4SZu/+EqUvPY/zCC7CefR6Gk8+j/9Bf0b7nRdRN/wXFpj8hq+/PSGl9AYkNLyG25l+IqX0T0bXvsZWq19cQW/8xYhsYTTJl1EdKSJfrhLZPkChTQHX8h8v/4TJbQjieobSEcSLbFEZq2xehFPdiKPMwt3yMpJbrSCS+Exo+QLwybRSjhlAm2mPL30ZMKY+n9DVEFL2M8IK/IazgBYaMV/4dQvOeRVD2z+Cf+TS0qT8glB9n+xB8U+6DNvkS1Inn4BN/mvcrx+ERc5jtQaL5AHxi9zJ2E7G7oIreQXBug1fsODwTiNtkPYIz9YjjNSqzyqDAuap9CC2Ec7dejwEzwzKEPjOvT6Y+9Op7iech6MyEs1EAbcaAfgRtPSY0tJlR0WBFZokZ0dxnYJIB6lhiOcoGX8kcu4calfBUMsoybtnypeWvhqDZh6+XLLMyNjrii5BCY1JxW+Z79ogmVhP5fhkW+OePIaRsFFFVJhueawwIrhlGID9bYBOjbRhB3fzc/XqE6vm8yYzIEULbakE4I8Bigi/X+/YbEdBtRDA/V0iTBWE1owgtsfL8G6GKJ5gjBglmtqHDDJmayvBf8Q2Bs+O6ZQqeBchriV3BsoBW8Lx8IdG6eI6CW0GzPQTPq5cvwLJFd2HRXbz43PpN3PXNbyhhx/MaB8koS6ZYxjsTz4SRzCm9jutWLJJ93/75vgXtq7i9Hc9SwXvFQnk8VylG5nAnoT1/DtYTz9IV3I5nlfNqaN3X2LLPhKfbhqVwXE3o8z0FzzLm2Y5nae3jnyXzLEXDpBUo3gxIJTNN6EmlZ8GsYM8OXoGeIM+eXZVlAaKsFxzK9nYY2tFqh6Q8b+9+bQ+Bc4jXRgR7blAey/vIdrIPCfuytPL+0tqBqiBT3ovIlOyyTEsl62Qb2Ze8l7xW1slxSIVsGaOtjCOWdfys9s9t/+w341nO2aZlcxRAyz8eZJ2CZ77Wvk/7PxPsULbHzXC249j+OW7+B4HsQ7a1ny85V/Ia+7Yy5ZXrmrlfi2eBswDa3nVbySrfCJmmSuW6HL6eqxHosx4B3uug9eDPkHCWLtxBUhDMZ4MC5yhfR0SwDffegDCv9V+utE04x2k3KdNUpQTYqmwLniX7LN21JbLDXHiz44WsMHekhboiNZioDnVBbrQnb4DUCp6lYFj5DUBLwbCyWE+i0x+tuaFolsxzWqCSgW7MCkZNeoAyfVVbfgS6C6IxQDgbypMxQmBON+RiJ2+Yd7UVY29nMY7JHM1mGbfciJOE9GlTA86NNCvr5DkB9InhWlwaa8e9k50KpKX79ll9vW0sNJEsyzImWhC9v60AR6RoGAEtsBZQK9lofQNOGdpw3NCBvbyxHmsowlB5Blpy41CeFIyiWH8UxPqhMMZfWS6JJ6CTQlGdHIrK5AA050aghyAVRA9UJEFfmw59fSYMTXnorc5EQ2ESKvPiUZabiOKsRGSlxSElNQ6JyXGIiolCSFg4/AMIZ98Q+Ggk6xx6E54DsZl4lnBUwEw4uxHMgmk+t0UAze2cvUPgrAmHSwAjNBIuBLkLEeXO9/LKSYRHcQo8q4jhOkK4Pg3uTTYsu3SmwbWX64ZyGLlwJybch/LhMsgYKIB7ez48anLhSkA752TAOS0dTvFpcI5Ig6N/Crb4JBH2BLSgWcFzEpyck4jnJGx2ScJ6xlr3ZOI5Bes9UgnpZII6UQG3k5oYD0yGY3Q698v3KCyEU2UOnBqy4dleAE0/8awrg8pcCfV4DVSzBPT2GvjMCp7LETxagkhzIfFciKLefNS35KCpLhVtZbHoyQvFcIY/RlO0N/Dsjal4FcYTNTAnazHIdV1xatRG+CHXL4B49kOokxaqDVpeG4hnmT6KOJVpoZYuD8GSFYTwciJ4KRG92Ieh+RKM7Ti+Gcg34/mrz9mfvzluXv/V7ZTMM/G8WGIZ8cznJfO8emUQNkq3bddw+KojEBESgcToSGSmxqC0IAlNlenor8uGiedznEgd7y8ipPMx0pkPS3sRsVQBY00LDBWD0BURRtmz6ErdgeaEXSiP2oGC8O1IDZxBpHoMGjczXJz02Lh5ACvXd/MGuR0Oqxp5XDU8rko4rCzDslUFWLMhi9/dXGh88xEakkfw5qEopxD1FUVoqy1Ad1M+hjoLiAoGf27DPdkY7MrDMNGs76piVGKooxz9LSXoaShGe10xastyUZCViqT4OISHRULrFwxPH394qQKJ+lBEhUYjIzkV5YW5aKopJNKLMMhriLG3GNb+YkwMlWF6uALTuirM8Nowo+PycD5m9DmY1RdgdpjPDzVgoncAYx0zGO04D0vzD/h7/HsMVL+Cnsp30Vf9MbrqgcbmT1DT9jGqBMvNHyuALiSe83mzmtd6FYWdH6Gs/ypq9B+hceQq2sY/QsfUNfRs/Q8GdgL6veBNPFti2rD7U95YX8fI/qsY238FkwcvY4aQ23r8dWw99gq2HX0JO4+8hB2HXsTs3hcwvvNPsGz9PQbHf4124zOo7f0J4f4jJJc+hvCsh6FJuA8ekXfDPfw8/KJOIiT2EKISDyI1+yDyi/aisnoX2lu2Yah3K4x9EzD1GWHs6oehtZ14boKxqREjDVUwV5URz5UYyKlDX0Y7ulO70ZnQiT5CeTCDkd7BaMdQeiejG7r0Xj43QGAPoSPZiLbkUTQmT6EmfivKo3eiPFameTqB6tSzqMu4xOv/gxio+i5MzU/B0vNjjOp/iq3jz2Hfjj/hEFF8YM9fsG/nn3Fg719w+MBLOLD/ZeL2Xzhw4FUcPPQmDh96C6eOvIWLx9/A3SfZnpDlN3HuxNu4cPpdXDr7AbF8FRfPfYQLSlxnfIzz59nefRUX7nsX5++7jLN3X8bpi5dx9BTxzP1t3/MWRqffwKDpdTT3vobKlleRx59/WsnLSC98DTkl76Ko4j2U1byH6vq3COjX0NzyCjq7/omBgX9gaOAvxPMfoR/4HYb7f0M8/4bfwV/wMz6NyYGnMNHzXVjb74Oh9ig688ZRm9SJkqhKpPqlIsjJD+6rN2PdouXE81zMu5F1vmvuF2OeBcbS2pe/PuQ525hnwfM8mQZ1+SJs2LhawbNK48y/N/+NZz9/Ddzd3bF+/frP8Sxolky0hOBZss92PNvHPM+5k1C/9TZ8U/B8262YM28ulqxaAUdvLwRGRyOloBilLV1oNYxhYHofrHvPYOoYMSpVr89JV23JNgt8bVlngbMAWOZtFkALnu1dthXwHiSM990H8yEpFPYFtsdPfkvZjyxL5lm2t+NZv1fGPT/I3zkpOHaR6y5xX/fCyH1L0bFR6ebNkGrcVnl/Abl0IT/3OGYuMM4/jK0XHsH2S99Ripxtv/gDIvqHBPWTPMYnMLj7O+iceggNlntRNniOf49O8xpwAbVD96HT+hj0O38C66HnMHXi94T4H4lygvn8i5g49xJGz/4DI2degenUvzHM3/n+Q68Qzq+jcdtbqJx4A4X6V5He+yoS+V2Ma3wLsXXvIbr+Q8TUX0ds48eIa/oU8S1EcSsx3PKpMq9yfOuNzDJR/PkUUZJBlpBlhjwXTyDHt3C75v8gqYlYbiS0GwnuxmuE8ofE+hUkN11BSvN7bN9BYv2biK9+HTEVryGy/BVEl7yEqOIXEVlILOf9EcE5vyGUf4mgrJ8hMPNJgu0JBKQ/Bt80XptS7ocq6RJ8Es4TyyegijvCOEzQHYQ67gA0cfuhid/LdTuJ122MrYwZqGOmGTJ11ATU8RZoUwwIyTIgptCI9AoTihvNqG43EM5GdA8b0GfUY0iKg1l0GDAN8nE/+pWs8zDxbFAArbdYoDONomfAguYOMyobR5BdbkZstlHBs080YRtO4N7AsEeYSYkvA3nkxhRUXx+qqBFo2EqBMd+oMWgjR214Die8w2T/enhGEc/xeqjTTfDLG0UwkRtOPEfUEccNZgQ3GRDQMgx/wtm/S4+AXsbAMIKHjQjj54iwmBkmhI6YEMjWz2CAH3Ht320gto0IauRztVaElhHPOSaok3XwimUQ7R58b+8IA4Fvhk/El+MbW9YuhcTmtUsUwAqaVzncpbSSdRY8S8hjwfWm1Q5KSLftVUSvA7G74M5bMO9G1llCullL92vJPEv3aSnwtZEAk8yz4xoHbBR4L5mDlQ53YJWMTSbCBeTrli/ke82Bg1Tbnns7ls2/i5CeQ4zfquBZqm2vXUwE871d1xN4m4grQlfGPMsUUErlbZm3ed0SJfss772RIQgUNAsENyy5Q3ks2WXBs5/bOkjxMHksOJRQMtM3sGqHnmBOYCutIM8+ptdeFEy2ke0FrBKyLOsUtN6AtrxOXi/ZZ8FykMd6pQ313oRw1RaltQP65v3Ia+whyBR02rO0SvXrzbbx1tJVXN5D3tf+ejl+eY19ewkF80Sy/fPaQ9BsH/MsiLafMwk5Z9J9215t234M9iy8Hcry/vaQdfLeci7l2OV5OTb7PxjkeXm9hOxLHttfI8/bzv0SJfMs3bYFy0q37JuQLKAWQNsRLeOdJTSuDA/+/NwZbrZQS8vnZCy0dOUOYiiAJp5jfJ0Q4bOReF73eZdtqbYdpdqABH9Hpdp2ElsZ6yxwlsyzdNvOJpKzQiQTTVALqiUbLdNYRbgjL8aGZ8k+y3hn6ZJdnqj6HM8NGQFoywtDU1oQ6lMDlLHPTVkhqM+ytR15Njz3F8bCQjhvaynEvq4KHOiswN72EuzrKMKh3lKlm7aMbz4tCCaiz1mbcWm8XUG0ZKD3dRPZumqc5eOz8ryxHqdljDOxLCHL9scHuM+jkn3mY4ljfeU43F2Ggz2VODzUhEPD7djWUY2B0nQ0ZUejIjUYBXG+yI5SIyPcB+lh3gyZ61qLorgglBHQhXy+PCUQDTlR6ChOQB8/S095CpryYlCVHo6KjAiUZsaiJDMehRkJyE6JQ3JCNBLiYxHFG4ugkFD4EQJaTTB8VMHw8AoinkMUPLt6EMTuUnRLQipc27Ds5BrICOJyMDazdfQIhbMqHE6+kXAOiYZLVBycEmKxOSUWztkJ8Cwhlokol9oMuEuX6PZseHTlwH0gFx7GAniYiGQLY6QYHiMl8LCUKeFpYvSXwauV6+qK4FHGbXLz4JyUBafIdGwhnjd7J2Gjazw2ORPQzolwdklmpDD4vGs6NnB5vVsq1ntyWcKN4HZPJfaJdi3RHJiKLZFp2JKcDcfcfDiV8dgacqDtKEFAXwW0kn0mbLSj1VBP1cB7ugo+hLNmvBRBliJEGAqQMJSHvK4sVLWko7kpFZ1VcegpCIUuww9Wfi9nkn2xNdEXMwl+mEwMxGhSCAzxweiNCUZDWAjyef6TvAIQyfPqtykAzit8scbBHyuXhmDF8ghlSirpKi3jjh0c/JRYssSfrQ3DdhgvWuSvhCzbAXwzmiXsULY/f/M2Xw379lKYTLLNC5cGMm5AWp5bFohVK4Oxfl0QnB2DofIORXBAGGIjw5GeHI2i/CQ0lKWgrzYNw80ZsHRmwdqTCWtvOsZ60jDWnYmRthyY64uJ5ypiqRn9WZ3oSupGc0wvykK7kRfUiWRNC0Ld6ni9qoTj2jKsW12M5SsLsXRFPhyWZWHR0jQeXwqWLE/C8hXxWLM6Bo6bY+HjmYggv0TERSYiJyUZFfmpaCxPQ0ddGgbbMmHozoGJcDZ0ZRLL0sW6BLruSmK6ipCuxCAB3dtShs6mUjRWFqGMME5PSUVERAx8/UPhxd8Zb+I5UBuM6OBwZCbGo7IgA621eehvK1CKgo0MFWJsKB+TCpTzbVBWohA7TcXYZSzCTkMJdhDWWwebMNs3hOmuWUy2n8Vo0+Mw1/0Khpq/wFj7GiyN78PYch09Hf9BK29CG3nzWcsb1greuBY3fYb8xk+R0/ARshqvIKflPRR1EVkD76NKxxgmtswfoH7sOpqnPkHr1MdoGv8QLaPvonX0dbSNvoKOsb+ie+JPGJz5Awzbf4/h7c9icPrHMM/8ECPTT8A4/jh01m9j0PJttA09gPKWM8ipPI74gsMISt4Nr8ht2Ow3iTVe41jvPQZPfwsCwniDFWtEPG+aMrP7UVExgLbWfuK5D6aBLlgGmmHprYa5oxSmtiJYGKMteRipyeL3IQf92cXoS29Ab2oHuhO7MJA2hOFMA/RKEN5ZVliyJ2DJnYU+ZxeGcg5gMPco+nNPoTP7PJoJ5bqUu1Gf8Qiacp9Ac8GP0Fn6UwzWPQdL+x8x1vtXTOpfwtaxV7Bn+xs4vP9dHDt8BceOvIejx7h84j3G+zh0/F3sO8rg+n3Hr+Dgias4zvYM1184dUWJ86c/wPkzHypYvnjhY8YnCpbPnruGcxeu4+KlT3Hpns9wz/3XlWm/zt33NvH8Ns5cegfHzryFPYdew9bdr/Fc/xu9xlfQ1PcKSpteQkrJ84jK/hNiMv6KxMx/IqPgFeSVvoLiir+jouZ51NT/Dk0tz6Gr+1cY7H8G+qGfwzj4YxgGCavBpzAy+BjGh+7nd+4+pYjZRM8hGBun0F3UjdrUcv7NTEeKXyhCXDzguXYt1jsshsNdt2Mu7w3vuss2z7Pg2Q7o/294vu02W7dtBc+338bX3QEH6Sm5cRXcPTZDrXUllL0QHKJV8CxFw6TbdkCgLzw8PLBp0yYFzgJlQbNkou1FxATQkn22V9tWcD/nLtxx2+22uZ6laBiPc+FS3gu7ukATGob47DwCpwOteuJ5ah8se05j+ugDmCGWJes8cVqqX0ulbFu1bQG0Hc8C2+F9dytTU+l23/05oqXatm2Kqvu53bc+x7OEgm+Bt1Kl29ZtW/As45sN++7B4K7TGN5zjui9l0GEH+U+TnwLlmP3w3iUQD/2IEbPPIqpS9/F1MXvYVLmn774BOH8A+y450lsv/dpbLv0Y8ye/wkmz/4MI8f5fd73I3Rt/QGax7+HKsMjKB34FkoHH0Xt8A/QOfYMBrf/jsfwPKxH/sHP9zrGTr+O0dNvwnzybQwffRsDh99G34F30LXnbbTuuIy6mQ9ROX4dxearyBn8AKmdUtDrA8Q2fajMhxzfLHMjE73SjbrjM1tF7K8r7EUk2yOxjWhutY1rTmyzza0smeoYIjmhnliuY9R+gPja97h8mXB+k5h+HWnNryOj9TVktb6O9KaXkVAllbD/hPCC3yOq4DeILPglQnN+Siz/CH5p34Nvyrfhm/oQNEn3KIW9VImnoUo4TjQfgTeh7BO/n0DeQzDvvhE7CeftN0Lmq55hSyzHEssy5jh6xBYxFm5LGKbqEZVnRkqZBbnVI6hsHUFrPyGsHyGWTdARkQarGUarBYYRM4YtgmUjhonnIaMOwwS0cWQEerMV/XxNa7cFlU1m5FeOIJH7DZbq11EGuPPaKdllpev2jbDN93yjOzdD5nD+2uBzagL7ZjirCWdVGNEtXcBlbmXC1YtIFzz7pBqgzeH1uljmZjYitMGEsJYRBLVzXacZgT1m3g8Rx338/DfwLJnnCLMZYXo9QvTDCONnD9IR1306BHXqEdxiQHC9EcHEeFAJX5tjgDpVMt2EM8+jewwj0gDpXi7jsz3Djcr8z+6henzDce0yOK1bzj/4y4haB2UO5zW8iEi7kpBdQRxLKxCW6tmbVy0hnpdgAxG8htheKpnnObf+V+ZZ5mv+Kp4diSwXoteRUN+wYj7f5y7GPKyTittSgGzZQqxcNBdLb1Tblrmdl827S8G4FAxbxovlyvl3Kt22PTevVLDsJvDbvFSZi9mT8LPN+ezwX3iWzKm0kkWVVnAo3bYFzxKSgZZ1koFVAH0DfRqGt6CPj2VZJZDmshToche8EonyvIR9vLEy5pjhK/Dl9vbnJdREoTwnU0pJVWyZVirUayMi1I4I89mswFrALGHPdgsi7SH4FGjaQe7JY5bpsexFwRTcsrXjX0LeU45fulvL8cq8y+43PudXQ/6JYP9HgpwzydbfjGcvnl/lM8k54P7sIJdlO6qllZBt5HglZNmOZ4GxtPL4v1Av55PbyvErWXil+Jqt2ra9m/bNgBY8yzr7eqXbNluVLLtwH4RygOca+EvFbYJYss6SfRZAB3msRTjxHKWxFQqL0zohlpCW6tqC58+Lhfk5EcbuSA9xs2WcgwlmGfMc5oqcGyHLGQS1Dc+uCp7zY71RlqhFBWFSnqhGHbFck+aHsnhvVBLRjZmBaM8PR2d+JKQYWEt2KBrSg1CT4qdkowXOvYUxMFamYra5APs6y3FQpn1qK8PeliLsby/GoZ4SJUN81tiA88TxRWsrLkiMttoATUgf0VXh8GAFjukJZMZxYu9oVzGOSOb6xtRUgmfpri1wlumqjvRU4PgAUS5jovsJcKJ9Z1cNZjtqeJOcTzjHoITQyorwRgo/d3KoO5JDPJAY7M7wQFKgF1KDVUgLVSMzSov8eD+UJAWhKjMSLcVJ6K7MRAeRUJgYjJz4IOQkRSA3ORYZSXGIjw5HRGgQb1rCEcQbfq2vzKHsDx/vAHgSzm4egURzEFyIZmc3mTf5RrEwLkvlall2ZOvkHsaWwdbZKxIumhg4+RPL4QlwS0iGS3oqHLMJ2aI0uPF4XGsz4UY4e3bmEsSF8BouhrelFD4TBPJ4CTwnSuA1XQEfwelkFbzHyuE5UgFvnl8fQsarmY+riejCIril58MlNhdOgZlw9EnFJvdkIj4VTi6pcHEjiIlmF7dMHn8WjzkTmz2ysNErG5t8srhtBvGcBidPAlqdAqcAvjaCgCbIt+TkwaU0Bz4NeQhoL0FwTyWCBqsQaGBM1sFvug7eU9VQTVbAd6wUwcRzJBGUNJiP3O5cVLSlo64hCa1VsegrjoAhJwhjqX7YmuKP3Skh2JkUitnEcIwnREAfE45uwrkxNBwlQcSmOhjxHiEIdgrlNSSE19gwrF0eiRVLo7FsSQyWLonE0sVhWLI42DZf8w34fh2A7ei9eb19u6/C2R43v84e9syzdN0WPM9b4of5SwOwYAljMaFOwC9fHkisBmDTRj94ugch0C8MMZERyEiNRWlhCpoq09DXkAYDz82IAucMRjJGexIJ6GSMdxHSLdmw1uXDXF6C4dwy9CaXoDW6GBXBBSjwL0CqKgcRrmnQbOL3aU0C1q9M4HmJw9JlMTzOSB43z8uSUCxfEoaVPNa1K6SIWRh83KIRpI1GbHg0spPjUJ6XjObyVHTUpqC/ORWGjiyYCHqJ4S5GX74ytZRhoBSG/mKly3V/h3S/LkBHUyHqKnOQl52CuLgoBAQHQaX14++OGsG+GsQG+yIrIRQVefForUlFX0s695mO8eFcTBtzMGvJwVbGNnMWZozpmNZnY6e+CjuHa7GD14dtAw3Y2t+F7b0WbO3azWvBBUy1PIaJhmcwXv97jNX/FWMN/8RI0xsYbv2E+wc6m4HmeqCy+jMUV36C3IqPkVX+IdLK30NqxWVkVL+NrIa3kM3XZDX9GxntLyOr+5/I6XkZOd0vIafzr8jv/DOKun+H4q5foqTrKVR0fw91xFab8TF0WB5Bp+VeDJrPYNB0BL3Dh9DevxfNvXtQ1bKD7zeG+CwDAuP64BHYxt+xJqxwrMWSjXVYsaUejp41UPlWIjisGtFxVUhNL0dJcQUa6srRy2utntdKC8/1yGABLD3ZMHdmELRZsDbnE8/FMJRUYTi/FcN5egznTEKXtQPG3IOwFBzHaNFpjBWfx3jJ3Zgovp/LD8NS/H0YS34CQ/HPMFT8C/QW/QqdRc+hteDXaCv5Pdor/oSO6j+it+F5DHf8DdbBlzFlJFhH3sLuyfdwaOdHOLn/E5w68ilOHfsYJ4/z8fEPcfzYFRw++h4OEM77D7+L/UfexSFl3Qc4yjgh2528ihOMU6c+xOmzVxUsX7j0MeMag8v3XMPFewnoe6/h0n1cvucDnLv4Ls6cv4zT5y7jyInXsWvfK5jc9k/orX9D28BfUNX6PLJlfGnWrxGQ9BzPM5EQ9wxiU36FlOxfIqfw5ygqe5o//ydQ38ifV+ejGOx7FAYdz4XuQZh192Fk6F6M6k5hUn8A04ZdmBiYxliXCZbWbgzV1KEtP4d/R6P595eQ9XTk/cEqbFrOe0/eJ86/87b/iWcbkv97mip7SMEwwfPtt9/K7W/n7yjvVzeshKv7JiXzfDOepWCYbboqmcvfS5muyt5NW1qBs73yth3PknkWPCuFzO6aiztlnPU3iedbBM93YpHDYmxwcoJPUDBiM7JRWNeKlmFiZXIPLHtPY5Z4nj31sNLNeuwEsXr8gRsAlscPEcQPKllnwbGe4BUsD+/5omiYvZXnbVNVPfg5npVu3CcI8GOPYOSIFA17BKYDj0KmrDIfvJ+AvgDjgUt8zf0K0kdPPoLx09+G6ci3MMz9DR96EMbjfK1U6z7zPYyceQITZ5/C1NmfYObCLzBz8VeYvvAs1z2HsTO/wcjJ/8Pg/mfRte1ZNE38EhXGn6Bo8CmUDP0MVUO/RrP1BfTMvoy+na9heP9lmI5+CMPRqzAd/xi6wx+ja/dVtG77AE2zH6J++ipqJq6h3MprihnI1f0H6T0yX7KtkFdiq8yfbBuPLNWulej+BCnd14hlmWf5M6WgV2q7LcucohT+ktd+guRW6X79ERII8LjGdxFLIEfXvIWY6rcQV3WZweWKVxFd8Q/EVf8dSXUvIrXpL4TzX5Dd9gJy2p7ndewPSK5+DlFFP0NY9o8QnPkdBGZ8i6B9ANrke6BOOk8sn4H6BpZ9Eg5AFb8PPkSyD3HsHTcLVewMISwxSxxL2DPLk4wJaOMmoY2XdgyaWCvDwjAT1ARgggGh6SYkFFqRXTmKkoYxNHSNo3toAsMjEzCPj8MyPsoYs8XYGMyjY8SyhWjmdcw4BD0RbSSuh4nPXp0JrT0m1LSYUVQzgpTCEYSnWeAXNwKfaAJZioP9P4SMX/66UEm37XATwTyiZJu14WwJZ1UoMR5ihDeRKllfwbNn3DB8UgzwJZ79S0YQWGdCSIsFYZ3jvAcaR1DvKAL7RxDQL4A2cplYHtQjctiEWL0R0YPDSsQOGRDdN4yo7mHEdHCZeI6oY1QYEcIvkz/xrCKePRN1cI/TwYV4do3UwzPCCM8wk9It3S2E64KH8Q0pFCZTVW1ZvVwpCiZTTK1xkKJeCxUAS9iLhkmxMKnKvUnGhqxdivWrFmOFwzw4ELoLbrtFgfOcb3wDC6Xi9o0xz1/KPK+aD+d1S2zZZwJ47ZK5WL1I9i+Vt+U9FkAqfEvBMDueFUDPnaNMVSV4XsHnBM/uG1coWWdX4tFdKl1vIR6JZ5m+SjLPkp2WwmFbGPaxzhKyLCEQFCBK1tnffT1BtUZ5bF8vuBP8+hGsasEcH8uyn6wTkAoeiT17eDE0RKE8JxWvA10JNsEvEai8niHolv3YK2ILoMMI53DvTYgknsMZ0o1bAS9fJ1i2A9gOaTkuQaZkviWUAl7yzwOGvXCZhGxnB7Qck6/sj+vkGKS4mMdNRcBu7rItIZlnCTkXgmZ7d3cbnnnOCFp7Jlmwa88a28FszxpLyDHIYzuepZWQ47Ovk33IPwLseLYfu2TOfV1WKTAWOEv22d59255hFjDLYwlZlvDhtl43MtEKkgngYO/1timr+FjrxH3bq217bSCQ1yvVtuM0Tkj0d0UcAW2fqkq6bksBMem2nRxgyzgr453D3JUK27mfBx9HeCKTbUYYYR1pw3N5ki8qCRPJOtcTy7UEdHUKl9P90ZITgo6CCGU8s1TR7i6KUQBdS2w3ZwSjn+uM1Wm8Oc3B9tZi7GkrxYG2coKXqO2TQl+2eZmVTDFvcC9YW3BpVIp6teKcpUnB86XJDpwloE8Y65Q4aagllKtwur8CJ3tKcZxxrI9tH7HMkP3tbS3ArqY87G0rwhHC+eSwjKdu5M1xMXQVuWjNTURJfAA/J7Ec6IwYv82Ik0rjBHRKhA/So7VIj/RDapgvQa1BcrgGKZFcF6VBVqw/StMiUJuXgBpGUWoksuJDkRgZhJjQQEQGByIkiDcpgdJFLghqTQC8vbXw9JSblgB4eErhr0DCWbLOYQRomFKx2tEtiliOgrN7NJcjCWbbsoSTZzRcfeLg5ptoK74VlQrXZAI2Mx1OBWlwLs+Ee30e4ZwLDxlH3F8ElaEMqpFyqCYqoJoljrdXQ72rFr57GuC/twkBuxqh3VoH9VQt1KZ6aAZqoeqoghdvuj1LyuCRWQSPuHy+Xw7RnsljyOBxMlwz4Eowu7hl83NkK60jH2/m8havHAZbD4LbjXB2J5x9kuHol4QtocnYkpAOxyy+riQbPnV58G8lnrsrEDxYjRBjLYInGuE7JXiuJO7LoR0rQ5ClGBHEc8JAPkGSh9LWTFTWJaOpKg4DZdEwF4Zjgt/JbWkB2JMajF2JIdiawHVxkTBERaAnJBSNwSEoDgxGusofCTz3IY7BvN4F8boQirXLiOclUVjmEE00RxHP4Vi2mEhkyDzLDou/DOCbww7kr8Ozffl/xc2AlhBAL1oSiLlLfDFP8Lw0EAscArCQeF62LAArV/ljwwY/eLgFIsA3DNERkUhPiUdJQToaq9LR15gOQzvR3JeN0f4sjPSlwNqThNHuJEx0p2KinchsJKwrM2HIS0NvUgJao+JQExKHksBYZKmjEOsWDv/NIbyGBfPvTwhWynvzGJYuCsCSRb5Yzljp4I9VDn5Yt9wfThuCoXINQ6Aqgt99/h4kE/O5CWiqSENbdTJ66lOga8mEnlgzyRzLxJt+MIfwyIFZn0d85MEs8zL35WKoKwfd3LapJh2lBYnISOE+o4IQGuKP0EANYoI0SI3wRUEyry+FcWgnngf5XTB08vNyH0rW2VSIbSPFBHQRMc11Q8WYHWjHbG8vpru7MdnZj6kuI2a7ZjDbeRiz7fdipvW7mGn6GaYbnsNE/W+J6P+DtfZ5GGouY7D6I3RXfISWkg9Qmf8eCnKI5ey3kJjxKmLSX0ZU+t+Jrr8hJv9viC34K2KK/ojIsl8hrPynCCt9CqEFP0Bo/uOIyP82YoseQmLxPUgqOY2M8sPIrz2Airb9qO89QMTtRu/QFPqGrOjqNaGpXYfa5kGUVPcgs7AVMcn8vQ0tgTN/t1ZvTsXiVUlYuCIVS9dmYqNjKjx9UoiiTMTEZCEtNRPFRVmoq8lER3MG+ollg3wfBuU7kQlzdxrMHWwbymGuaoWxdJAQHoex+ADMxRcYD2Gk9HsYLX8KE5W/wDRvomdqfo8pgni88nmMVr4MS+VbMFa8yWvpm+ireBvdfNzJm/POmjfRXvcaOhv/jZ7Wf0HX+2+Yh1/HhOVtbLW+hz1TH+LIjo9xYt9nOHmAeD70MU4dvoYTR67i2KH3cfjAOzhw4DL27XsL+/a/hf3738be/XzdgQ8I6qs4QIwcIKQPHXsfR0++jxNn3ieK38OZC+/h3N3vMi7j7KU3+fgNovktnD//Ns6cfgOnTr6KEydewcGDf8e2HS/AOvknDOh/i8aOZ1FU/QyS8n6GgPgf8Wb3CahCHuW5fgBhMQ8iLvkBpGXei9zC8yitOIWa2qNobj6Ivu6DMA4dxoj+IKzD+2DV7SGepzHBG92J4SH+/nVjpKsB5tZy6Oqy0cG/g1WpQcgK90CEzwbeTyzHZt7XrZh/BxbOuf3/RzxLNe47P8ezdN1exPvcNWuXw8VlPXzUTvD180Rw8M14lorb/vDx8cGWLVs+x7K927Yd0xL2cc/SbVsKmdnxfBvhrOD5Tt4zL16EtUS4h9YPYYkpyCqvQ22PHh3mrRiePYLRvRcxfvg+Bc4jR2W+5nsY93H5gRsh67+lZI+VqaUOPqC0/xU35nkWBNvHPNsKj9nGMU+cfFwp+jVy+DEFz8Z9hDchbmBIt++RIw/zfb4D6/HHMXzwEQzuexj9ex9B/75HMXiI647+APpjT8Jy4hewnnwW42d+SzTz+372zxg9/TwsJ/8K/dG/oG/PC2jd+jzqxp9HieEPyOv/LeMPKBn8O2rMr6N58l20zl5B187r6Nv7GXoZnTs/JZivE8sfodJ6DRUjHzM+Q6n5PygyAvl6ILOPUJaiXTfALAW87MW8lHmVuwjnzo+Q3HUFyZ1XiOtrSGr+BElNHxPJ1xDfeBXxDVeUQmLJBHNiw9uIr30N0VWvILr8H4gs53WKEVnKKH4B4YV/YPwa0WXPIaH6V0hr/CUym36BrOafIZeR0/hjpFV/HzGFjyKU33/f5FME8zFi+ShUCYduQHkPgbwLqrgdjO1cFjBPw4c49okZh0/UGNTRAuVpaIhmDdfbYoIxTjQLnMcJ5lFuY2GYoVbwLF2qicXMEaSVjKOwbhI1rZNo75vCkHEao5PbMDm7FeNTU1yegHVinDGphNk6qmSc9cSzwaSDYcSoPO4b0qOt24C6VhOK6yzcr0XZf2CyFb6C92jGTfM33xz/T9NV+UjGOswIHykyRjBrQvg5Qvg5gs3wCZHCY5LxJaKj9fAinlXJxHO2BVoiV1upR2CTBaEdY7wHmkBg9ygCui0IJPJlDufwXkGyAYn9JqQxUvk4jWDO6NIhvYPRpkcGP09agxFJVUbElRoRVWBGcJYB2mQdvOOH4B47BOdoHZzDdXAL1RPNAmfD52O7vyFgtocAWfAqWJbWjmdZlircAmfBtoLnNUu+Fs93Es+ShRYA28c8C543LLsLUjTMaa0Dg7hdLVNTzVfgvHLhnUor2L4Zz8vm3vU5oJcqU1XZum3LmGdn7kPGNwuWPbcQco4MYtpz8wrC2tZ1W8ZFC56lCJigUFAsrSDQXiRMkChwlrB3WZbMq2RXBZy+BKCAU0KW7TAWFAtClQw04eexZoECY3vIthKyLFNJSUg1bHksr5Xsc4jHegXOEpJ5lpBu3IJGOzrtAP4qnl0IZycBtFTNXk90brb9A8Fe7Vumx9LcKHjmx9cq6Of5UfMceMs/CBiCZjkX9n8o3PxPBTkHcq5uLqQmz3nyOTkmCTkWO37tMJZW1suxS9i3uRnXsu7mkOf+F579pdr5jQyzwFlCMC3rBM/S2jPOsqwUC+PzdmRLVe0QGcOs2ohQIjnQTXoFrEKou4xnts3tHCXTVTFi1VuQRDwnBboq01VJ4TDJOicHuSE50EUpGJZNNNsjh0j+HM8RHiiIUSE3xgc5UV4MT2WeZ8k8C6Al8yzzONcSzfXEiox17iyMVKKnMEbBsyBaKmpLF+6m9CD0FcbCLHiWAmGNBdjdXISDLaU42VWD84ONODNUr8D5YGcxjvaVK2OXL1habmSfW5Ru2ufHWnF+vA2nR1twjHiWbtwXDHW4qK/l6ytwQrp9dxXhMPch8zwrmWeC+mB3GfZ3leEAcXaorwoH+qphqMon9lNQlRyOnHAfJAQ4Icp3AyJ81/Pm3JEA9kR6vC+yEoOQGReE5DAt4gJViOBNSGSAFyIDPREd5E1Ic5v4YG4TjAxGfDhv8P284avygEoJL/io1Aw/wtmfcPZV4OzjQ7T5hMDdMxQe3pFso+HuEQs3j3i4eibCzTMJ7l4pcPZIJFYTlVYJLrsSoe6+abzopcM1moBNImgz0rE5Pw1OldnwaCmCZ2cRvPpKoNaXQ22phPd4JTynKuC5tRKq3bXQ7CecD7Yg4FAbAve1wn9nE3xnG+A70giNrgGabgK6oQrexLNXRjE8YwvhHkJAawloryxiWDLNBLN7LtGcB1dXrncmlp2JZxcBdBbRn4UtrmnYIt26XQl9ryQ4ahOJZwI6nnjO5OuJZ4+aHKibCuHfWYbAwUoEGmvgN1YP1WQtvIhnL+JZNVaKAOI5zFCE2MECZPYUoLg1FxV1aWioSkB/RSwsRRGYzArA1jQtdiYzEvywLT4QU3EhsMQEYSAsAM2hAQSiPzJUWiR4+BLP/Jms8YPjykBew0OJ5zAiMULJOi9fJHAO4bqQ/7/gWbaTbt9ft04yzfOW+mHB8kCl6vYi6b5NSC9bRrCuDsDmzfz+eIQi0D9CwXNaUjwKc9NQV56O3npBag5Gegtg7c+HtTcblp4M3sSnYqwzHROt8k+sZIxWJMKYE4U+fsfbovzRwJvqypBA5PkGIJHf02BHGRPuB9c1/li3zBerCegVi/2UWMljXMVjXUs8b1weANcNQVC7hSFIE4bY8AhluEJZXiIaKtPQUpOCrvpUDDRlQN+WA1NnAcw9xPJQJkaGMzCmz8K4IUfJGgt+LXxuiHjurk1HY3GKMgwiKzEcydGhSI4IQWZ4GPJjIlGemoimAm5XVYThpgoY26Q7cg0/byOx3IYZfRdmDN2Y0nVion8Ak73TmOreicmu7Rjv3MnYS0Afx1TH3Zhs4c138w8x1fRzTDb8EuO1vHmu+jFMxO9w8e8xWPgievJfREvOi6hMfx75yX9AauLvEB33a+LqGQRE/QS+0U/xBuwpaON/CE3C41Al3Q+fpPPwiDkB17CDcA7ZDY/QHbwJ2wp/3jSG8OYwJmUQKdm9yC/tRWX9AJrb+tHT04u+/i5097SjpbUR9Q31KKuoRnZeKZJSCxAcnsFrQxzWbgrHkhUyJj4MK1bHYPOmSHi5hyMoIBYx0fG2qbyKElFfk4yW+kR0tSRBJ2Du5/eB3wljVyYMbfnQ17fAUG2BoWIHDOUniGgCpuwpWCp+DXPFH9j+Bdaaf2Ks/jWMNr4Fa/07sNS8B1PtVRhqPoGumkCouo7u6mvo4HJb7TW01n6I5rr30dpwGW0tb6Gn600MDRLa+ssYt7yHbRMfYM/Waziw6xMc3HMdB/Z8hAN7P8TB/R/gwP4r2Lv3Peze8w527HwLW7e/ia3b3sbM9ncwvfMKtu29gh37GPvfxa6DxPWRN7D/2Ks4ePxlHDv1Mk6eewmnzv+d7Qs4fvpPOHXmLzhz6q84eezPOHH09zh2+Hfc/68wO/szWEafRs/Q91HT9BiySh5GROp9vPm9ACftKbiqD8HHdw8CgnciLGobYhOnCegx5PHGtKx8GPV1Q+jqGIJ+UA+LXo8RwzDGDIMY1XdjzNiGKWMrAV2HMany3pGNgdpYtBUFoSZDjexIZ/7NXsv7iqXE80Jl6tIFd/5vPNsB/XUhaLbj+bbbblUAvWDhHGWuZ0entfBWOUHj604saxAeEaiMeQ4Ll3HPgdBoNF8qGvb/hGcpGKZkn2UuahlnTTjfdqtg/Q6laNjK9evh7KNCUGwCUosqUc7vctPQBHrH9kK/9SSMe84Tr9J1+l6YDt8N48G7YTokj+9XAC3dtqWithQGk7AetU0/JTF+4tsYOy7du6VAmC1jLWOnZQy1rfK2TD8l8zc/ganT38fYse/CfPBR6Hc9yHgAup1SROwhGPcT1QeegGH/9zHMGNr3A/Tv+QF6d/8QvXuewsD+n0N36FfQH/49jEeJ5RMvYuTk34nmf8B0/J+E87/Rt//faN/xLzRM/RtVo/9G4fDLyOr9BzJ7X0Fu/xsoNbxPHH+IqrGrqJv6BI1bgYZZoMJ6HaWmaygyfEwsf8YWKBgGcgf/g9yhz5A98CkyeiTT/AlSOz5DGgGdTjRLcS9lTuW2T9leY3yA5Pb3+Ph9JDW+TyBLUa8riKt9B3HVbyOm6nXGvxBf8zIfv4ToihcQIVNcFf2OUP4Nwot+g9D8ZxGc83MEZT+N4OwfILzgu4grfxwptY8jtfZRxoPIqvsWcuoeQmbNA0gsvoCIrOPwS9wLdfxO4lliB69126CJ30roStdr4tgeN3Ascyero8d5bZxkzNyIKVtwG18F0NJVmzCNJkKjbhTeiiY+o00ITjQhPtuK7PJJlDVMo7FjGt1DUxgemcb49Cxmtk5jcnoc45OjGB0fxciYZKDHiWcL4Tz8OZ5NIwYFz/064rlnGLWtepTUmpFeTDxnjSDo/yWeVcSzD/GsIpRVwbZQ8MxQKVW7v8Cz9w08+2XZ5nlWl+nhT8gHtxDP7aMIaifmW80I6TAjstOC2A4TkhnZXC7sHEFJxwhKWwwobRhEaf0Qyur1KKszoqTaxL8jRmQVGJGcY0R02jCCCGdtzBC8ogjoiEG4hg7CJWQYLsH6L8U3BMUbli9WQrLOAmf7FFU341meFzhvWbUMMlXVRikaxgvY8q/D8y3fIH5vV/AsczLbwoZnyTy7biBu1y8jxuU953H/Mi/0XIZg2jbP85I5tykVtmWu51VSdZt4XrXgLmzk8cocz9I1W7psS7ZZpqlSwnElAS3jnlcQz0sVPG+SgmHLbVNV2QtjCRIloyohjwXNkoGWkGJh8tiLcBToSjbZnl2Wx4JQge/X4VmALdtLyPPS2qeRkrAj3L4fO54jJFRblMyzjHuWrtt2nEpIBvfr8CyZZ8fVbNctgPsmIpaAtk+dJVNjabi9vE7Ar2Sf+bkUPPNY/heeJQTPcg6klcdy7qRVYM3zIsfwVRjfnEWWxxKyLMcqMJZu2V+FtYS8Trazd92WZVknn99XutUTz/YMs2Sf7d235fHNgJZWKm5LK2i2b6NMSUU0SyVtKQgW4rZGgXMMoRyvdUKir7PSxmkclVZCMs3SdVvwnBjggrRQojDUAxkhkm32UOCcFUpAh7ooXbZteHZX8Jwfa4uCOBWKEzUKnCuU0ChdtqXrdnNOCLqLo9FbGouuwigFzF35Uegt4mO2knVuzQpFL/E8XJKI0ap07CCeD7SV4Uh7BY61Eb1dVTg33IjjA5U41F2iZIylyNd5c5NSHOzuiQ6csTThtKURZwnnk2wPDlXiQG8xThNb5xin+ktxlHA+xJvBg+2FOERA723N5/7KcErfgHPmVrZNONhbhR3tZRiuzEVTdgKKYvyRFuKBaO0mhKp4Pn3XISbUGYkRHkiJ1jB8ER+qRoTWA0FeLvD1ciKM2fo4w1/ljDB/D8SE+CCKkA7VuiNQ7Q5/tQf8fL14w+IDb7U3PLy84eWtJZptGWcfH0JDFQaVOoKA5g2vTwwjHp7EpbtnMuFMGHtlwM2LQPVIJ5jT4eKRxuVULifD1TsFbpp0uAVn2vCcnAWnrAxsKeC2VTlwby2GR08JvIZKoDIRy2NE8FQV3Gcq4LatAh67q+G5rw6q/Y3QHmiG395maHYQzMSz31gjfHmetD11UDdWw6e0HF6ZJQqePYLz4a7Ng4tntgJnZzfC2Z2PiWcXlxw4OWZi85YMbHZi65JJOMtyCpyckrkNj9uLLfHsGJoIp/hUOGVmwqU4C65V2fBsyIe6oxS+/RXQGqugGuUxTtTAbboSHkS/9zifI56DjIWI1BUgtbsIRS2FKG/IQX1VCnrKY2EoCMVEph9mU1XYkeyFHQne2J6gxkyiL0bjtNBFqdAZ5YeqcH/k+GmQzJ9JuKsfr2taXhf8sH55EFYuCcZyBctsFwdjBdFsW/dlPN+cKb4ZyF/Fs33dzY8l7K9ZuNDvS88rcF7gh3kLfTGfUF7IY5LCYXY8OywL4M1tALY4hsLLMwwBxHNEWBSS4mOQl5WM6pI0dNZkYKg5Bxb+Lln7SonoIi5L0bBsjLZnYaw5HaO1SRjlOTPnhmAwWYOuWG80RahQE6JGkZ8KKV4+CHP2gXajltdXP2xZEcC/e0H8GxdENIcosXZxKNbx/GxcQWBvDICGmA/2DSeeI214LiCeq1LRXJuKzoYM9LdkwdCRB0tXIYFM1A8QzUNZmBrOUcYnz+gYgwWY6ivCaGchTE0F6K/MQ0t+BqrSk1CSyN/XuCSUxWWgJiEPjell6Mivw0BlOwz1/TA36WDhTcdoxxihvA0zA3swO3SA+zyIqf5jmB64F9P938JM/wNcfgAzfQ9iuvdRTHc/gdGWH2K06acYa3iG5+bnGKl6Csay78FQ9Bj0+d/DcO4P0Z/9Q7Sl/xBVSd9DbuzjSI76NqIiHkJg6H3w8j8HZ9/j2KQ9jHWafVir2on1mimsU49itacJK1wGsNyxC+ucOuDo3kyUNSMgqBZRkRVISSpBXm4paioq0NpUja62SvR2VaC7qxKtzSWory1CWWkecrIzkJqahojwePh4hWIzz/mKFVosW+qHNauC4bQxEF5ugQjShiImIhxpyZEoKYhFY00iWuoS0NmUjCGC2dRXABO/E0b+HIwdlTDyvJnqdsNYexrG6m/BUPkU4/9grv4bDFWvYLjqVehr34S+4V3omz7AcONH0DVcZ3sNuvprGGy4hp766+gkmltqrqOx+mO+5zU01H3E+ABNvMFvb30Pvd1XMNB/hTe0VzAy/gFvfq9iats1TG1nu/1DxhXM7PgA0zuuYIIxuvU9WKbehXH8MvSj72DY+hb0Y2/CPPUWRmbeYPwL49v+ialdf8fM7uexdc/vsfvAb7D/yHM4dOyXOHT85zh09Cc4euQnBPPTOLL/Bzi8/3s4tP+72LXzEUxN3QeD5SLae0/zRvowknL2wT96O7ZoxrHKzcKflQ6OLl28LndA69+G4LBGRMfVIiW9HPmF/HnVlPNzlWGwvxKm4SriuQpjpiqMM6Ystdg2Woft1kpsNRZhsj+d5y4CnaV+qM/2Rn60M6L590YKuW5e4UA8z8dCmeeZcP5/i+fbeP86b/4dBLADrxNr+Ldli4LnwCCNknWOiAwmoIMRGhYMPz/+7rq6Yu3atQqY7WHvsn0znmXcs5J9lq7bgudbb1PwLJXApWjY0lWrscXDC0Ex8UgtrEBFaz+ab+DZsO0UTMSz+dDdMNsBTTjb8WybbkrmYLZlniUE0HY4K9WxT8n4aMGybX5oGT9tK0D2bWJappeSKtnfU6aHkvmazQe/A9NuYnn34xje+Rh0Ox6DgVA27H0Kg7uegm7vzxjPYGDvr9C761fo2fUcAf1/GNj3B657AUP7/4bhQ//E8OF/Q3f4NQwcfA29+95Ax6630TR7GTUT7xPEH6BA9z7h/C4y+64gnW3u8FUUmK4j3/gRiiwfo3TsPygZ/Qz5hmvI010nlD9lK2gGsvoku/wpX3udcRXpPVeR0vkhkojkRKl63fwpgfwZkpoku3ydcRWJTQRz07tcfgeJdZeRUPs24qvfRGzlq4ipeAXRZS8hsvQvCpjDC/+PMH4Wobm/QEjOTxCU9RTjSQSkfx9+aY/DP+0RLj+A0Ox7EF10CQnl55FUeQbJFceRWnkcGdUnkFl1EqklRxCTuxcBybPQJEzDN4kITpqFbyLbBNuYZW3sl8OPYQPyJPxiZhizN4U8nuY200TyhNJdWgpy2apWC6IJ0mgz8WxGQvYIcssnUNE4haaOSfQMjhPCoxifGsPU7Cgmps0YmzQSz2ZYRk0wjpphtBigN+gwbBhU8Gwmno1SkXtYz9/3YdS1C55NSC8yISrDhKDEER4zgXwDyV8XguSb52/+cnw9nrWhN7pvRxi5byI6mogWPCfpoc00wZd49i03ILDWgpBG4rlpBMGNJoYZYU0mRDMSiOOMBgOKGi2obrKirtHK66oBjRX9aCwbQGPpEBpK9agrMaKq0ISSXEI7k4BO1iOCcA6IGIAmoh9eof1wDxlQMs8CZuegYTgF8hoXMIRvbCBGZSyzgucb3aa/mnkW1G5cId2tlyshmWcp8rVq6TxlzPNiQnnB7V/geS5jyV233cDzfAXP0m17E7G3ZTWxtmGZAugtqx0UNK9aJF28BdHzFLgLvBffeSsW33Gb0mV75QIe00I+v3CuUm1b8CzZZckyS+bZi1D8As+2zLPTGgfifCHhPB9OK21dtwWDklmW1g5pCXc+9uFrBc8yDlqeF1xK9lkQLEAWHAuGBc6BN/As2WRBsTwnIVAWqMo20so2gmV7xllCliUkKy14jvCROYU3IUxCAM2Q7LOA2Q5SgaTAWdbZ8ewq2WCZJmrtAt6E8TMInhnuG9nysRQxs+NZyYLLPniu1IJffjYvfm7JIguGZfyz21pbuK8j9rmdt5zbG+fJjmrBs5sCaJkSy5ZBluOzo1jCfszu674Yyywhx2zfzt6lW/AsyJbnJOzoln3Ic8o/DVyIfyn0dSOjLCiWECDLOl9X2cYG5wB3nndiWeMsMJeeAssQRHyHe9q6ZUd6b0QElyMZ0Xwcw3OfoHZEsq+LEvE897H8OUQT2qGeRKFSMGyjkolOC3b7Ep5tU1U5fxnQkZ7Ii/ZBUYIWpTLOOYXoSJVxztJdOxANUgiMcG6XrtoV8egvj0c38ayguSDq8wy0PB4qS4S5NoM3pbxRrsvGduL5IPF8oqsaJzqqcIyIPtVfTQhX45SMTR6owmldLS5YmnHvRCfumezEeWsLLoy14fx4O46b6nF4mNsZanCCODjdV4KTxOLh9nzsJxr2t+bhYEcRdjfnEtAEdR/3bWjBGVMbl2sw21zEY0xBaXwo0oM9Ee/vjEjtRoRreW6DtiAxygPxkURxqDsiAtwIajeEqF0R6OMKP5U7tAxvD0d4um6A2nML/H2c4OftCC1hrfZy5I2tM1QqN+LYC54qL6JR8CyZ50AlVKpQaDWRUGui4aOOhrcqjpHEbVKJ51TimSh2z4arR7YCVSdvQtWLQHbPgKNbGpyIaBcfYto/jXjOgmd6PjwLCuBSRszW5MG1uQCuvDF2H5JxzsTzVA18ttbBY2cN3Hcz9tXCY38dvPbXE9CE8j7ieU8T/Hbwhn6yFQHmNvj3E9bNtVCVV8Inq5QXfII85L/x7Ew4O7nlw8U5By5bCOYt6V+LZzfi2d07CW7Eswvx7BKfDpcswrmUr6vNhVtTPrw6iP1Bvh/x7D5SAZfJKrjMMKbL4TFZCvVoMfxNhQgnspK6ipFPWFQ0FirzG3cURWEoJwBjmWpsz/TBngxP7E31wO5UL2xP9cZkogeMse7ojVWjPtoPBYEapGnUiPBQQbXBG06r1MSzdEX2s1XddgjAcsaKJf5Kl+XlDIcbyLWD2T5GWcKO3y/w/AWIv1j3BZzteLZnnpcSx7JOthM8z12gxdwlRPSyQCxYFowFS6Trth8Wcd1yHucGQsndNRi+mlCEBocjLpZgzUhAeX4yWsql63YuDJ3lsPRWwSxzHHeWwsLfCWtbPkYbszBanYyx0hhYC0JgzNBiMEmFzhg1Aa1BeZAKWTw3se5qhDj581ofBOeVgdi8PIR/s8KwdlE41iwMw7oF4VwO4t9bDf8O+kLtHoRgbQhiwsOQmRJDuCWinnhuqU1DN99zkO9t6Czm8fBYuglkIm6yvxCzgyXYNlSOHUOV2NFXhW091Zhpr8ZEUy3MNTUYKqlEd14Z2jLL0Jxejdb0NnRk9qEnbxhDxVYYq2ZhrduH8eZjmGo/h+nO+7C1+1Fs73sC2/qfxLa+H2O2/6cE868wM/Qstg7/Elv1z3D5F3z/ZzDe/SuMtj4Ha9NvMFL/HCw1v4Cx4ocYLiWcix+AKe8sjDknMZB5Aq0px1EeewgZYXsRG7wLQX7b4a2exCZPM1a5DmKJUzcWbGnD/E1NWLShAYvX12Hx2hosWlUBhxUlWLmmEBs35MCTvzsB6kxEBachNSYJhemJqC1ORTuvke0NmQR0Dvo6CtDelIP6mkyU87ncjHgkx8cgPCgcPp7+2LJBjdXLfbByKb+7K/3hvln+gRGIEF/5GYQjPTESZQXxaK5JRUdDKnpaM6DrJpz7ZM7ralh4LTT3tMLcMQ5r63GMtN0PS9MTMNT+EsPVfyKYX4Gu7g0M1L+J/oa30Nt0GX0t76O/9SP08+Ze1/E+dO2X2b6LwfYr6Gq+guaGD3m8V1FX/RFqqq8xrqOOqG5s/BjthEBn52foHPoIHSPvo4eA7pu8it6JK0r0TX2gtN3j76N77H1lm1bju2jUvYO6gcuo63kZjT0voHXgL+gYeh6dw79Dj+E3GLT8kqj+GSwTT2Fs5vuY3v44tu36NnbseQS79n0Lu3ffjZ3bT2D77BHs2HoIO7YdxMzkLpgts+jXTaGxbRQ5pTpEJPfAM6gZK12rsGBDKRzWFmH12jxe0/LgwWuer18G4ZmKpORE5BUkoKo6Ca3NiejvToF+KBUWYwbGR3IwaSnA9Egptk/w+zxWgh2WPMwOp8HaFYPB6kA05fqgMNYVcfybI9OIOq1ajlULFmPRnPlKMa7/xvMcBcm33W6bx1mw+tX4As+34NZbv4m5827Hct4Lb9qyGp7em/m3xo14Vn+O54jIEAI6BAEBAZ9X3P5feF627Mt4XiBdt2/Cs3Qdv3PuXfx+r8RGFzf4hkchKa8U5a19aNFNYmDyIEZ2n8Po/rthOnhJgbP1+AMYOXb/5123pRu2TEMlmWc7niXzrGSTz36XMP4O0SyZ5cf5WKaT+o6SeZ5kTJ15FGPHH+b2fHzyu9zmh8TzEzDtf5xw/j4se57E8I4fYGDr9wnoH0O382fomf0Jemd/ib5tv0HP9j+ga9vv0Tr9O7TN/B5tW/nd2v4Sune+gt7d/0bPntfRtet1tO14Ay1b30LDzLuoHHsPpSNXUWT6BNkDHyO16zpSu4nd7g+RNnANWbqPkTl0DdnD15Fn/BS5ho+RNUQg918nsK8ho/dTZPUTzxIEdK7uI+QT4XmDHyBbEN1xlTj+EIn1V5FQ9xGB/BHiaz5AbNW7iKl8G1EVbyCq/FVEl/8LMTL/szK38l8RVvAnhOb9DsG5zyEg46fwT3+aOP6RgmX/lO8QvI9Ak/QtaBIfYHsvfFMuISDtHEIyTyI89zCiCvYjqfwAUsr3IqlkF9LKdiGzYi/SuByXuxUBSWPQxI8SzeNKaBOku/W4UjRLGzNhw/KNzLJflASBzPCNmoX2S0Fwc72a26miBM9jtoiS4lxsY8agJmZteDYjp2wU5Q3jaGy3orPfhEGDAZYxIwFtxMSUHuOTwxidMBLPeuhHhjFMMOv0Q4wBGMxDsFj1SvZZXtc5QHh2GFFeb0FGiQkxN/Dsy/ezZ5gVLCtBxCvTT9kyzF87x7ME8awKt+HZR+DM0IZa4BtmhSZcXvtVPBvgp8z1zG2I3sBKM4KrRxBUxeUqHYIrCd/KYcRUDCGxtA/ZpQMoq+BxV5vRVmVBV5kevYV9/LvYi87cAXTk6dCeb0Az4VxDlBelGJEZr0dMxCBCiGa/4D74BPbDI3CAcJbMswGu0nU71AR3Hr+SeV4rcJZWum0TygqgBbKLiGfGahmPvHwR0UyQrl6KjYLeFcQzYbx88VzbPM933Iq5UjTs1lvY3oLFd93B/cg45vnK1FQbVszj6xcq2WbHNUvgvG7p55lnW7ftO5RWCpRJ5tlhzm3E8+1YepcNz2sWE/bE8zoen8DYc/NqYpnQJfSku7K927bHpuVKJW7ZRpDttEq6aAv8CDOZF3rLSsJrJSFGFG8gRIlHmbZJTaj5OcvcyKuIPCKbiJPpqgRwgj6Z3klAJyj2F2RzWRAsRcDsGWhp7d2xpWu3ZHvtmWh72BEtsJZtZMxzlHTZvpF5jtQ4KYXDpMuyHcqCSTs47evsIBXICpalWJjHBsGvZH5tRcx8nVYgyG2Ngn1/yUTL5yRq1esZ3NZ2/IvhpVTp5n4EzwJrAb9UMt/I9yKmXQXPyjlcpIRsoyCX50m29eQxSXjzM/kwvOQx963sU5Auwe3lPMo5tP8j4Kt4Vj4Pj18+ozxn23YF/F1XQess28txCcAZXFbx566R8csuKxHovkYpABbI8HdbzdfJ+V6CAD4v2WYZ1xzBCPdchzApFMZWItJ7A2KJ5XjJRDMkAy1jniO43o7nBEJR8JwZZpvL2T5dVbpMVRXspMz3nCVFwkKkiJg7CqJ8UJ7oRzCHoDE7DI1SQTsjCA2ZQWjJDUVPSSxvtFLQVxaHzvwIDJbFY6A0DoMlcRgqjYeuPJE3o2mYac7DjvZi7GLsZRzsLMOxrkqc6q3B6f5anOAN/um+SpwdrMH54XpcNDbhkqUV94x24O7Rdlwa78QFLp+xtOCkqQlnCOmLhPQZIvrMYDnODti6bR+RrHN7AY72lOFkf6VSLOyAjKceqMHRoTrs7ipVKsvWpUUgK1yDeF9nRGn4fdVsRoS/E+LDvZAco0FCpAqxIV6I9vdApJ8H4gJ8EB+sRXSQL0L91dB4usBtyzp4Oq2Hym0TfFw3EdLORLUTPFy3wM3VEW7uLgSwG1zcPeDupYGnTwCBHMSb7TCoNFHEdYwNzuokIjsVHt5phLNkmdPhTCgrXaM9iGbeuLlI65ZBkKZii0caHIlnp4B0uEVlwyujAN5FRXCvLIBbbaGCZ7duwXMZvEekanUdVNvq4b2LYN5bB+8DDfA61ACfw01QH2mG9nArtIda4b+faN7K1toC38FGaNqJ5+oq+BAu3klF8AjLh5sfgU7MuxD3TgS0k1sOHF0JadcsOLvw+JzSsNk5jcdpq77tyHAm+F08Gd6pcNYmwzk4Ba6xmXBLI5qLc+FKPLvzmH34HVAN8f1MNfAYIaDHq+E2xZis4HIJvK0l0JqLEaQvRHxPIfFchKrGfDTWpKOzOJp4DsIIIbidgN4rke6DXWne2Jrmg/FkLxgTvdCdoEFtjD8K+LNMteN5kw+v4WqsW6nBsqUaOCzRwmGpL5Ys9SNqBav+WLpMMs8hX4olDowbEF682I/rfLHYwRayjyVLuA+Cd7GsZ3xeudtBwOyvvGaRrCfMly4L4PsR2MTxYkGzgxZ3ch9z+N4C6Pl8fgHXL5RjI57XrfOHi1Mw1N6hCAqIQFxULLJSU1Cel048E14NhdB3VBBHVQqgR/j7YO0sxGhHHkabMjBakwhreSQsBUEwZ/nBkOKHgZhAdEcGoSk4EOV+Acj0CkC8MzG2MQCq1X7wWBEAZx7r5kV+2LTQD5sXEnCLVXBb4Q7VRg9en9WI0vohOSwYeUmRqMiJR1MZQVidiYHGAhjay4h4HktXDSFRh7HuBkz2thK2ndja34OtfX1E7yBmOnSYbOUNUZMZlroR6KusGCobQ3/JGHqLZtFTsA99Rcd4rTnN5y7BXP8tWJsfx1j7DzHd+3NM9/8GswN/IMr/QjD/nfESJgb+ibGBVzCqewWTw69gSv8vTOhehrX3nxjp/Aesbf/ASNOLsNb+DiNVP8VI+XdgKbkblqIjsGRNwJxpxFD6MNoSeRMT2Yn0wGZ+1kb4etbCzaUS6zeVYvm6QjisycfC1TlYsCoLC5ZnYuGyDP7MUrFwcSK/D4lYsyqR6I2Hm2M0oRuBUN9wJIaFIScxDJU5MWgsS0QTUdbemI6e9lx0tuSiqTYD5UWJyMmIRlI8XxMUBB8PLRw3qrF2lYqA1mDT6kB4OYfB3zscYfw+xEdEK+POKwsJvLpM9HJfQ935MPaXwjpQzaiDta+Bn78T1u5pjHaegrXjAZibvwt9/TPQ1b7AeA26+ncw1PABBhsZLYy2DzDU/iGGOj6AsfMKzF3vw9T5IQy82R9o/RCd3K6l7kPi+UNUVnyAsrIPUMIoq7qO6vrPUNP8H1R2vYeKgVdRZXgDNaa3UWt+m+1bSlQZ30CF/nVUDP4bZb2voKjjH/w9/xtyGp5HTu1zyKt9CgX1T6Ko4Qcoa34CVW3fQV37g2jpvRfdQ5cwoD/Dm+XjvFk+gvGJg5ia3oeZqVnMTFgwO2rE9OgQpkYGMGbsJnjb0dvTiobGRuQUVCA8rgAevplY4ZiAeaui+bOLwvKlUVjHZRenWGg0cYgIj0NCUhSycqJ4MxuDpsYYdHcmYGggCWZDCiasmZgilqeMBZjltWqrpZBtLqaI55GuWAzVhfAmV4PyBA+k+G9GkMsa3v8sw9rFC7F43gLMvYuAvmse5jDu4vLtxPTtd96F2+68A7cKkhUofxECWKl8ffttAmdZd4sSd829jdeUhdi4ifeVXlug0Uq3bbVSKEzwHBkVqmSfg/i77uHpgXXr12HlKumybYPzMoHzCsJZ8Kxkn5fxuuaAhcpczwsx5465hPOduPUWHtetd+DOOXOxZDnx7OQKTXAYErIKUNLYjabBMQxOHMDo3nOYkKzzgUvE8r2EsoBZssu2rPPYCRm7/B2Mn3xU6ZotU0jJVFLSJVugrGSgjxPMxPQUES3bTp6Syt2SiZb5l79DPH8X48d+REj/BKNHfgLj/h9Dv+cZDO9+lkh+Bl0zz6B76/+he/YPaJ38HZom/sT2RbRM/wONE/9A7ejfUW1ljP4TDZNvoHH6bTTNvIPGmffQMP0u6ibfQ834FVSOXlWqYhcYryN3+BOk932M5E6JT4jnj5HW+xkyBz9DRv/HDAHzNW7zAdJ6riCl612kdLyD9O73kTN4DYX6T1Fq/gyVlg9RbXkPlab3UTr8PvJ730Nm22WkNLyJhOrXEV/xGmLK/oXo0pcRWfx3hBX+hVD+M8ILfouIvGcRmvMMgrN+iqCMJxGY9n0EpAqUH4I26QH4Jd7D5Utsz0IbfwrquBNE73HGEQL4EAKS9yMkfS8isnchpmAnkkr3IKV0J5JLtiG9dAcyGCmFM4jNHod/ooWvJzTjRuEXP8YgoolnpbtzNDEtQQwrETnJmLoR09B8HpNKqCW4nSpqnC2Dr1UrlasJZ+JZMsEhSRYkZhLPxVaU146hvnUEHT1mDA3zb8OYhXg2Y3yaMWXCCPFsIJ6lUNigYQgDw4MYHO6HzjgAI0FtGNFz2YCeISNaus2obB5RpquKJ85D+Ll8o83EuxleRK49ZH5mCR9piWOvMOKXrQ9DGeMcLl2y+boInheluvYofATMbDXhVvhG8HPIem6jjiSwownsGAM08Ub4JvM9+dl880aIaDP8i8wIKCKeC/X82eoRna9DAmGcntOHoqx+1OYO8R7bgIECMwx83pjdC326zIjQjZ60fnSm69CWYUJ9mhWlSVZkxVuREGVBeLgF/oS8KsgCj6ARuAZNwC1kFl7hO3iu98A3/gC+sdJhAQEsMR+rpNu2VNl2mKfM37zC4S4sW3wnli68nctzsGb5PKxftYCxEOsIU2W6Km7vMP9OzL/zVswnoBfwgjWPF6vFc+/E8kXzsJogX0t4r1uxCBuI5S1rZNy0hIx7luwwn1vK91ooFbolBNFzCGi+L+G8bO5c4pmgXzgfaxbNV7pty3hnj022Ltq2TDMxTUj5EL6SjXaTzDYBLUXFBNCbls+H4wrBmXT9lXmUJVYSagQewSiVqCU7K/CV8cECY+n+7El8SSEuTy4LTAWE3ly2jyUW3Ake7RloCQGzFAP7UsEwYtCecRZAK12oBcNclu1iCOYYP1dE+7oobZTWWem+Le8huLSDUh5LFloe27s3C5KlgraEVNOW8CFq1QS1P+EoXZTDPdYhmMDUcJ1q3Xz4bVgIX6nILf8Q2MD9ENReMv+zdK+WaaMIc2WctmTp1y2BC3/mzkr2XqDL42GrxHq+96Zlyj8s3KXl5/HYbKt4Ltl85fxKJnuN/IOBwfeUzyGfQULOn3wG+SzyzwD7tFf2zLM97J9bXqt8Zu7ftmx7LNl1+7Rf0gYQy37SnZs/Pz/HpTeqZvM8eK37vIq2FAKLUss/LjYS0VI4bB0S/JyV8c2RPpts2PZer4x9lnUZoR7IjvBGbpQa2eGeyJSq2gS0VN62jX/2QK5kpgloiZJoNZoyI9BRIEXAwlGXEoCG9EB0FkRBX50KM2/OBsoS0EU89xdGYrgsFvryOOhKY6AriYa1OhkzDZnY1pyDfV0lOELUHiWUpUjYif5qnCVqTxJOJztLcaqnHBcG63GvsRV3m1px3tCMi5Y23DfZh7OWdhzVNeCctQOXpvtxZqQVZ6VomHTd1lXjvK4Gp/rKcZxQOCMINzTgvLERp9geG67DgcEqzBLWuvJk1KTzhjWSePZ3QbgPb2I8NyFE5YzoYB+imetDfZEU5ouUELZBaqQEqZAarEFyiD/igv0RrPLg7yjR7LwZGndnAtoRXgSzp5sTvNxd4Uk0ezDc3YlnN3e4eanh7uNLQAcSyqHwVEexjeVjwlmdxsjgchbcvAlmAtqJQHYSRBPNkul188qBqyDaMwOu3M5ZmwnX4Cwl8+yanA3XnBy4lOTBvY43gG3F8Ogtg8dwBbwtNVCNE8zTNfDaWg2vnTXw3kdIH2xU4Kw5Rjgz1EdboD7I5e1N0I4Rzvp6qHpq4d1QCc/iUnilFcMtMh8uAXwfFbHsyWNQQJ8FR5dMHmuGUlFbioNtUYLAl38AKPjnNt6EtU86Nmn4nGTMI7LhkUiM5/FzVWfBq6UI2t5KaIZroDbVQj1K8I/xuMd4zKOV8LLKPwLK4GMuhVbGPfflI78lB5WNWWiuS0NfZQIMhRGwZgZgNt0Puxg7U7TYmqLBRLIWIwxjii/xHIDqqCDi2R/JgmdPDXxdCMMt/li/lpBdrsZCBzUWL9NiMZG6aAkxvcIfy1aEK0XEHBZFYfGicEYoI5gAtmeWuT1f57BEQkUI+/CGU8VlDRYRwov4/BdhWydzR89fpOL78bFsx9dKLOH7Ll7hRzgz+N5zGfOXB2DRcr7XMkKbz69Z4w+nLYFQeYQh2DcSCRGJyEvNRnVBLjqqCzDQXAJ9ZznMveUYG6rA6GAxAZ2D8e4MjLWlYLQhDtbKCJgLieccf5hTgmCIDMNQeCR6giPRQoBV+IQgy5mA3uyLqE3+CFnnB79VGqiW+8BnhRra1b7wX6sirt0Q7eyBZC8NMgMCURgZgaqkODRkpaCjmJCvKoa+sRaW1hYCvgNjXd2Y6CZgukyY7BkneGcw07cD0z27MdG1H+Mdh9mexljHBVhbecPdfD/0DQ9CV/cghmq/jcGaJ4mQn0Pf9CsY234DS+cfYel+AZbeF/k5ieTh1zBuvMx4FyP6d2EaegcmHZGnI/KGr8KouwqL/jrMwx/D1HeNCPwQlrYrsDa+xmuVFMN6GhNl92O86DDG8iZgSWmFKbkCQ8nFaE/gdy4yBdkBCYhTxyPQPZ5/JxKweXU8Vi+LxcqlcVi+JBrLiK4lbBcvicCChSFYsCCA350ArJHK5BtC4C3zdHuFIMw3GAnhochOjkJ5XgLqylPQWJ2Glvp0tPN62dGcRzxL5pk/3+w4pCRHIzwsBCpvP/78tbx3UXOf/ti0ltcUlyj4q2IQGZyA5Lgk5KQnobI4Fa18/UCnZJz5HRgow9hgNcb6aojmGoKuBaPd4xjpOApTy3kYGh+Gof6nGK57Afra17l8FaaGz2Bu+ow/v08x0n4NI0TzSPu7GG39AKMtH2GkmdF0leh+HwN176Kn9j00V11GdfmbKCz6NzLyXkZG4evIrngPGeVvI63m78hs/iNyOp5Hbs9fkcufW1bPC8joeh4pbX9ASsv/Ibn+WSRW/gzxRU8iNue7iMx8GFHZ9yIy5wzCs44hMvsI4vOOILXoADKLd6KgfBaVtZNobLGis8OEvh7eKA8OwaQfxJipi3Buw9bRZkwaqzGh4znQlcI8UIL+jkKe3xwU5acjNjYOKm0kNjgFYckq/j4v8cPSBfx9W6jFxrVB8PYMR6B/JNFJHCby70dOJCoJ6JaWRPR0JRPQKRgxZWPaXIgZfTGm9IWEdCGmLQUY1aVjuD0W/TVh6CoKRG2yD7KDtiCcf8O9eB+yfslcLON94fy5izHnzgXE70LMm78Yt82Zh1vuuIsxh4CeQ0jLfM6SZWYIWonnO2WaKi7fKpngG2Oe75xzC689vMfdwHtI983Q+nopmefgED/COQRR0WFK9jk4jHj2cse6DWuxas1KrFy9AstXruA1ZtmNlnBexpbhsGQZv8sOmMtjvOOOhbjllrm45ZtzGNKlfB63WYVNxLNfcASSMonn+nY09pnRN7ob5t0nMXrwPKyHLmLs2H2YOPEtYphAvlEoTDLOo8ek+zUBferbGDv5MEaIawu3lWJilsOPYPQQnyOSpSjY1GnJMNu6aE+deRKTJ3/M/f2M+34WI4d/DdO+30C3+7fo2/M8Onc+j9bZP6N5+gU0Tv4NdeP/RO3Yv1Ez9gaqx95C1dg7BPG7KB95h5B9ByWmd1Bm+YDLH9rCdBUlxo9QbPoIRQRzof5j5Os/Qa7uE2QNEMi9knW+huQuIrnnP8jsBbL7Jbjccw2pne8juZ3f+863+B1/HVndryFv4DUU6y+jcuQK6ic+QOv0e+iceRdtE++g3vwmqoffRHHPv5HV+CISy/+ImKLfIqrwN4gp/i0iC54jln+OsLyfIzT7CYRmPILg9IcQmHo/AlLuhn/SeSL3NHwTjjEOErj7CaS9BO9uaON2EtA74JewjetmlErXfvGTCEmZ4e/XNiQU7EJ8/g4kFQqcdyKrfDfSS7YjMW8S0ZlWBCUJnK3wix2Df9w4AuMnEMDX+8USy5+PFyam7REpMXFT2NfJ87I9oSzzIfN1vgSzb4wsjxDifJ8YC0KJ2qQsK3JLxonncdS1jKGjdxwGsxQGm8Do9BjGpkdhnRyBcdSEQTNxSSD36fXo1Q2gd6gffbo+DBgGMGQcwpDJwPVmtPVZUNs2isJqK5Lz+D5SwCtmGN5ROrixdZd5kRmeUQYlvKQN5+MIPYFNADN8IkxKRllLcGuJfk2U/DPg5uDnVc6Drcu3ZK/VkRY+limtzGy5nzjiO5n4TjEqcz/7E9MhWWZEZhkQl6FDauoAClIHUZMyhNaUQfSxNaUZMJYxjPG0Xv5t6oYuqQu98b1oT9ShJWUEdamTKEmZRXbKDiQn7kZ0/B4Ex+2DX8w+aGMOQxNzCr6xFxGQcB+Ckx9CaMqj+MYK4lli5ZKF/EO2iEBexOUFCp4FzksIZ4cFt3P5Dqxadhf/6My7EQuwmiiVzPOiubdj7u3fxJxbJPN8K+bedhvX3cn9EsYrpbDYUqxduUjZXrp8y9hpJ5kiS+aYJm4lK71mqUyJdZuSgZbiYcvnz/kczyuI5zWLCHaHhYTwYmU8sxcB7OMk2WcZ4/wFngXU0m1b8OyybplSXGwj31e6b7tKxpoXRp/NAl+BqQ14glotkWZHrQ3FhB/x5bFlia1LtOCZ62Q8sR/BK+OSZeoqZfqntbass4BTsGzLTtvC3nXbnp22A1pC1sv7SdVt6a4tWWcBtOBZss/2ytsCRQl79lkgaUenTDtlL0Ym+5OK2hJaHquW0JeMc7DrKgQS0r78PFrCOWDTIvhv5vPEtGSjVUS0D/HsuXqegmcJ5TNJVp7nx22NzGs9X8niu/Hn5bFqIVtbV26l6zuh7M7P48Hjct+yDG58f6UKupLJ5vkhtD3Z2rtty/HbM8+yzh4CZwG0/R8DNyP75rCfD9lGXifrJFNvx7NSpdvZ9rkFywqUVRuJYls2WdbZYSwFwWSMs1TxFEjHcF2UerOyrYRkoVOC3ZEV7kU48o93hA+yCGXBs33KKikWlh/hiYIwTxRzm2IiuzRGxV/IILTlRCh4bkgLRGt2GPqK4xU8G2vTMVSRhAHJ/jH0RLOBgDaWxcBC1Ew3ZWBXRwF2tuVht3St7i7B0f4KZe5lGdt8sr8KpwmnM8T0aeL5DJfPDdbior4JlwjoS5YO3DvRq8Sl8R5cYnthrBtnzK04Q2ydHCgnwolmJfNcgCMdxTjdV4WLpiacZ5wYrsehgSrs4vuONWQpU2ZVp4UiL9qXIPZCrL87wtUuCFW7KgXBIny9ER2gRgJvNhICVIj39eSNshtiGdFaL8T4qRGq8oQvoaxxdYJawOy0Ge6Om+DKcHHcAmcnRzg7O8PV1QWuxLOHjwYeKl94qYPhrQmHpzYGnpoEPk6Bl4ZwVmdyGyLZm1gmNJ08Bc9EJtHs7pNHaOfz+Tw+z22IVzd/ojOQgI3MhEsSX5NN0BIqbtUEdFMR3LpL4a6rgJe5mgAlnKdq4DlbDU/i2WtvrdJl2+cGoCV8DjVBdaAJGuJZM0FUG4jnXkK7sQKeJSXwSi+CexTxHJgLJzUx7Ekwu0tX8hvds3msmz1TbqBfgp9B6WbOkOmqvAhn7xt4DkiHa3gOPBJkHml+jgp+/oY8qDpLoR6ogNpQA+1IPTQEtNpaDZW1EuqRCmgsZdCYSuBnKEZsfz5yW7NQxu9WQ20KusvjYSiKwnhOCLZmBGJ7qj+2E8tbCeiJZF+MJBHPyf7oiQtEXUQQSgIDkKHSINpdiwBnLa+Hvti0RrLMWgW8S5b5KbGIsHVYGoDly0K4PoxIDiV+g29EEEOyxYHKNg5LJWtM+DIWEdILHQTGWsx38McChxsVsyWW+Cvjl6WdxxvzBYt9lS7Z8wnreYs0fExYc1+ScbZlnfnapfIaf4JMi+VLJeOogTNRK910Q31DkBQZg/y0NFQXZqCzJhO61jyYugth7S/EuE7aLJi7iOauJEx0JGCyJRYTdTxf5aGwFgTCmhUEa2IITLHBGIoKRldYMOoJ4RJ1ALK8ApDsFog4F950OwYh3DEYEc4RiHWPRYJHPBLZpvkkItc/HcXhuaiKL0ZTRiU68hrQV96BoZpeGJv0xJcF1g7e7HRPEc3bCeg9mOo9jJn+E9g6eB7bdPdiduhBzA4+ilnd9zAz+CSm+3+CiX7eFPf+AtauZzDS/WtYe/8Ca99LROA/MT70L4zpX2e8CavhMkYM78BifB9m3uiaTddhMH4MneE6hojlft013kh9pMSA7joGhj7FQO8nhOV1GDuIwqa3Ya19AWMVP8V4yf0YKziE0dxRmJJqYUjIw0BCBlqJ0qrIaOQEhCFeHYZAt3B4b4rk3/4orCGUVzlE8l4hHMscpEJ7OBY7hGDxokAsWkiILfLjvUMA8SzdqyMQxOtADKGRGhOJ/PQEVBWloKkqA+0NRHNTjtJlu5XXqwZiuqosGSWEcEZGPKIiw6HVBMLV2R8b1mn5XfDHxvXhcNsSCY1XtILnlPgU5GQko7woFQ1VaehuysRQRw6M3QWw8Do52lOlhLWriXi2wtp5ECMtp4nkB2FufJpg/iMs9f/CaOMVjDdeZ3yM8ZYPMdn2PiY7L2O6801Mt76N6cbLmGp8CxP1r2Ok9hUYqv6Jocp/oLPsr2gq+Quqi54n+n+HjMzfIS37T0jkcnL+L5Ba9mPG00iueBLx5U8iuuz7iGQE5j0Mbfrd0Kachyb+BG82D8E7ZDe8grbBI2gcrsFGXveG4BY0AFVYP4Ji+hGZ0IPE1A5k57TyHDWhrrqB564e/V0NMA40waKrxbixioitwpSxDJP6IkwwrIMFGOzMVoYVlBQkITEuCn78XXLk9WDFah8sW6rlvaMAWoO1K3x5bQ+Cj1cgAvwDEBHB34mkQOTnhaG6KhotTXEKoPWDmZg0FGG7uRxbTaWYtRZjeqQIo8NSxC+eeA5HdyGvQclq5AY5Icp9DbzXOmDjEt6jLpiLeXctwB23zyd+bYC24XkObp1zF24lnAXQtwmcpZu24PmW2zHnNrZ3zlW6bUulbcHz7Xd8Ewt537uG96UuMrxI4wb/AB8EBfsS/0EKnKVoWGCwH7x8PLBx88YbcF6GZSuWK3D+ejwv+QLPt87DrbfwuG65E3cS+A5LlmPDFidoA0ORkJGL4vo21Pea0T26C/rtR2Hed5b4vQeTpx7C9GnJIhPJx2RqKemq/RBMBx+B5ei3YT3+KNH8MExEtVnGQnPZeuRxjB/9PqZO/hAzZ5/G9gs/wY5LP8P2u3+B2fPPYubMr7nf3xLQ/N4e+jN0u/6I7q1/ROvWv6JhhmCe+Duqx/+BqtGXieRXCeI3GJcJ4ncZ76PYeIUwvoJC4weMD1FkkKzwNeTzWpE3eBW5A7aQbHFW31Vk932EzBuR1XcNGTJmmYjO6f+M8R/k9X+KfMI6b/Aj5A9eQcHgO2zfQtHQ60Tzqyg3vYra0TeUzHb7tnfRt+tt6Pa8jaEdb6N76nW0WYl73UsoaP8j4kt/irDcHxJVhHLODxCU8V34pz6KgLRHuXwfgtLPIyj1LPyTCeak44TzYaJ5P5FMLBPK2rhtbGeVcckaYlkTN0EATyoVrrVxRCsjKGkcERnTiMnZjgTiOaV4JzLL9ih4lsxzYj7xTMSGpowSXWMKngW6ttaGZunq/F94VgB9E56/9NyXX6eNtioheNYSz36xFoQnjyCV1+D88nFUNUyisW0SXX0TGDZNwGQdg3lsBCMTFrYmW0EwwzC6h4cJZD16hnTo6u9Hd38vegf70T88xOf16JbpqojnOuK5qMaKlAIzIlL18I/TEc+Es8z5fAPNngSuhFckg1AWMKuJXwGwTEuljTDDVzCsZMylsvjNwc+mTGU1wu1tn8uGZz4mpDUyvpv79YgchGf0EHzih+GbOIxAGaucMoy4pCGkJg6ikOtqk/RoT9CjP2EY+kQjRpKNsPKYTdxukPDvSbKgnWhuytiOmqy9KM06gtzME0jNOIPY9HMIT7uA4NSL/J48gMD07yAo8/sIzX4KEXk/Q2T+M/iGZJyVrPNSgbMUAVusZJMFz0sJWQmHBXcoeF65dA4BPFdB9Kpl8/h4LpYunIMFc27BnFu/gTu/+Q0C+hbMv+N2LJ43RwG5wHnDahueVy6bi/XEuVTtdl4nRcOWK5W3ZWyyANoGZ1t37xULeGGcKzEPK+YTzwtteJZCEa7rlxHNq6FyXsNYBTdC0U26LktX7BuZZ8lOO67mBZZoljHXmxnOxJ/nhuU38CxjigVvS23oFIARqkpXa4JNoGwvwvVfeCacBc8CX58beLbHzdllyWQrGBforrGNixbo2rtuy3oJAXYAQS74k4yzwFlaWxbVNu+zHY3SSqZVUCndnF1vQNf+GWRfCqB5vNI125fHG+i8AkEM/y1L4btp8ed49uNn85VMOj+XAFqyz+4ErOvKuQqgPYhmwbMAWLptS/ZestDu/Hm5ENNScE2pxE1AK3gm1AXObjyWr8OzJ4/nq3gWANtD0CyAls9lR7GELNs/u4Qs28Ftf62coxCvjcp58+e59HVajiAXmRKM64llyToLmGVZpqCSZUGz4FkQLVCWdZGCbIayfDOeCWLJPKeHeCAtyAWpAVuQ4r9FAbSMd84noAsJ7IpYX5TFaFAS7YPKBC0aM0L4yxmKuiRftEkRsKJYDJTFo680Fn0lsegvjiGc44hmwrk8DmbGOGGzrTUHe3uKsb+3BAcFuITzCaJZ5mOWeZ2P9ZQpeD7XX63EGcJXunCfG5Lu2y1EcDsuWNpxD9F8/8wg7mZ7ZqQDZ4nn88Z67qcSx7jfQwS6jHk+2JqPY12lODtchzP6ehwZqMaerhLMEhTShbw7PwrFsVpkhnkjM1yF/Lgg5MaHIDnMF1EB3ogN1CAp1B/pEYFID/VDkj+BTVxHeTkjzNuF32l3fr/d4e/uAq078UxAeztvgaeLI9zZOjluhiPDycmJNy4uSrdtwbOn2p9wDoG3NgJexLO3NpFw/gLPniriV8GzLftsiywboL1zleyzC9Hq4pUBVw23CyBcw4hU3tQ7ZWbAuTCbECWw64lSnlMPfSW8R2rgM1kL1XQdfLbXQbW7Ht57apXss0rwfJhQZijL+xqh3dEM7UQTtEbCtY+vbZKK26VKxW23mAK4BOXAUcP35TEIihUcuxHFbjL/cwrXpX6OZ1kvXbc3uqRiPZ/b4JWCjeoUbPLj8+FZcIvPg2tWFpxL0+FWmw3PlgJ4dZdApauEr6UWWmstNMSzlnj2tVTAj3j24w1poKEE8QOFyO3iDVpLJmrqUtDB79pwYRTGcoMxmxFAOPt9jucptlYC2pTsh4E4f7SE+aM6wA95xHOiuwbBjhpey3zhtMaffzP8sYJIXb40UBn77LDIH0sXc5mAXSyAla7TDr4Mf1sQz4scgvgcYwkxLeOYGbJ+wWJ/gjgIcxeFYq5DmBILCKqFS8NuRChhHUxEhzKC+VwQt+drZR8yjnpZKPcbSpQHYymBvozYXk6Ur1rihY2rveG+RQ0/Ly3CfX2RxBvivKQoVObGoKM6Abq2NJh7sjA6mIOp4VyMDaTD0h1PuCZgqjMBW9sSMdMYh8nqSIwWhxKJwRjNCIQ52R+6eH90xwaiOTIUNWERKA6KQbY2FhnqJKSqUpHsk4U0TQGy/EuRHVCHvKBOFIcNoDJGz2uDGS28yeounEJ/+TboanZD37gPptbDsLYfx3jXKUz1XyCQ78HswH3YqnsYO0yPYY/lB9g3+jT2j/8c+8afw/7J32Pf5PPYN/FX7OWN756Jf2LP2CvYNfZv7Bh/G9vH38H2iXexbfwKZsauYNJ6BaPWD2EwXcGQ4UPeJBHJRHPv8Kfo0n2C9qGP0DZ8Fa36D9h+gHYudxHQXf3X0d31EXSd12BouQxT3d9grXwG1lLe0BccgzmLN2rxtRiIyUZPdArPSRwqwiL52UMRqwrh36NQeG0Mx6YVkYRzGFYsCuf3hT8zpWt/GL8Lgmd+L/g9WuIQQOgGwnFjIHyJ3PCAaCRGSCXxOBRnJ6OWvwdt/D3oaS1AN69hnc25aKvPtOG5PBllxSnIzUpEXGw0/P1ClKnKNm/wxfo1Adi8PgzOG4Ph7RqKUP9oxEfFISM5FsW5CaguTeJ+k9HbnAZdRzYBXQhrdxnRXElAN/A7IUXWdmO07ShGmi/B2vg9jDU+i/H6v2Kq4d+MtzBZ9yYm61/FVNPLmG75O7a1vYidjN3Nf8GupuexndieqSNeqp+DtepXGCz6MXoKn0ZH0U95M/cDFKZ8F7nJ30VWymNIS3kQSSkXEZt4FhHxpxAYewya6AO82dwP56BZbNSOYKPGiA0+g9jg3o21Ts1Ys6UBqxyrsGJLKZZtLsTyTblY7yz/TCyEb0AhwiMLkZSQj5yMPJQX5aGpOh99bcUw9VXAPFiGEX05EVuNGV5LZngdmeJ1ZFRXAH13LjobM1DFc5ueGI2QgGC4uRLLazx5z6fC8oW+WDpfjdVLVXBcp4WHsxq+KjXCgjWI59/H3KxgVJZFork+Dt0dKRjuz1ZgvoNI32YswdYR/t2xCNazYO5MhK4umn83+XeU16XCYDfE8T5Jw3vALbynW75gHubNmY87bptLDEvX7QW4na2C5q/B8x3E8x23EM5cFrx+Fc8LFt6J1Wsc4Oy6Fiq1K/z8vRU827tt2/Gs0njDkX+3JPO8ZJmDknVesWrl/8bzvEU8vgW49da5hDNhz2OQ91602AFrN27i3zP+HU1OR151E6p7jOi07sTQ1mMw7jmH0WMPYEK6Y594TMkijxz+NswHvw3jgW/DsJ/Lhx6H5ch3YT76GPH8HeL5MWL6Cb7mx8T2zzF79hlsv/gcdt79G+y897fYce/vCeg/YduFFzB99kVMnHyJeH4JAztfQNvUC6if/AfR/AoqRxlEc7nlDZQY30LB8NuEMUGrew+5QxLvI+dG5Oo+RP7QdeQNfEIIX0N2P9GsBCHNyCWe8wa4zMgnrAuHrzM+RhGjzPAJSnndKeP1p9xwFVWWq6gd+xANk1fYvoW6sdfROPEqWmdeR9fON9G37zKGDr4N46HXMHLkNVgOvkr4v4Ke6ZfQYPoTirt/STw/juCsBwnme+CfJtNFXYI64Rw0kl1OOc44SDQfgDZpH9SJe6CO28kQMG+FJmGG7RSDaI4fI5aJOBnbGzsO6RqtjuFjhn+8FSEpEwT0DOLztiO5aCfRvJuA3oW04m1IyJtAVOYIQpJlW8kS27Bra28GMN8jWrLQN0UUoW6PLz0n3bzt2Wrb/uzAFDz7x40gLNmCxBwZ8zyC8vpxNLSPob3Xij7dCHRGEwwWI0yjEiboJKtMOHcOEtCDBnQPDKO9ux9tXT3o7O1Fz+Ageof0fN6Elh6zgufi2lGkFlsQlWFEYLwe6lgZl2xlSAVwCaJYPp/9MzJ8eaxKSLdshh9hrOVxS9dtKXh2c6iIazVDoCyfSx7bKnTLMvEcYYB3BOEcNcT3GeJ1cBB+MUMIihpABCMpRsf7UxOqE0fQmjCK3oQxDPFnqU+ehj5zOwaJ5d6MHejM3IeW7ENoyDuF6oKLKCm4H7kFDyGt4NtIyH8M0fnfQ1QBwVzwNIIKfobgol8hrOT/EFH6B0SW/fkLPN+ceRY8S0Z5xZK7eOMxhyFYnksAE7FErgBassgCaEH2wrtuw123fZF5XiyFEOYT31LkS8ZSE+RrCC/BtoyplgJldjxL5lnGQm/kvlcvvhNrpHu4UnWbF8Z5cxmC53n/G89S4ItAFOTa8SyZZ1u1bQdlTmjB8ya+t9NKGSMsAJNuwDLudhWXbdNJ2cEr2WLpuu3NddJd295tW+AsXbRlHLRShEtCssDcTkDsTkS6LL9LAbKsk31Jl2wBtOz7Zlzb8SxhB7R0FZd9CvwEzJJ1toeS5eZ7KZlmhh2fgkc3YlOgK5ltZT+yX9knMXwznqXbtmSf/Xme/DYsgO9GApqY9tvC9+U2kqX2kbHPPH7Bs8uKuwhzGVct3cb5Pmzl/LmsXKBknqXdsmIuNi2bo8zfLWj25DF9jmfJSPM1krX2WC1ZdwbPk0DXfvzS2iEsn0ta+9jom2Esy7KdPWSdfXs7puXcCZxluq9Aj3V8vFz5bNJtO9BlhZJxFkBLFtqOacGxZKRvDqmwLXCW7WSbWAI7NdCVaPQknr2QrWSdbWOeM4KclGJhBVGeKIzyIqC9UB6vRXmcBkWRniiN8UFdij/xHKxU0JaCYDKeWWKwNB5DZQnQVyTAXJkIS0W8AueR8niMVydjtilLyTwf6i3DCV0NzhkaIFNRSdZZ8Cxjk0/3lePiUC3ulmyzdM3+/5B21+FxnGfb8NuQmWRGWRZLK1wxMzMzMzNrxSzZlmVJJpnZjsPUJmnappBy2pTSpEkbaLABM57fec1qE7fv87zfdxzfH9cxs7Ozs7Mjafb+6brv626W6acKlSrcJ9uKcFy2EdDn+mtxmnA+Tjif0nXbJp4PEc/7pNI2gTxHKB8jvgXnx1rzsY8NqJ1lCRgsikIHz7c63gspfrYIdTJFiJMZUoLckB0TiGTiI5xgjvFzRxIbUunhAUgL8UWstxMBbQlfa2NeVzPi2Yx4NuHPxgSOXDqqzOBso4Ijw0ZlDnMzU5gYG8PYxBgmZjLm2fL/Fc8qglTwbG5NABPPAmSlyjbxLGg2uw/P0rXbnHg2UkfC0I0QDeAyIhpGCQS1FA3LT4RpTQbMiGdLNhithgjnsULiuRC2xLPNXiJ6tgh2+4nkg2VQy5jnfUTzNNd3MYZKYNfF/ZryYVvK16dnQBWTBvOAJJi6xRPPUTCwlG7ZfF8BsuDZhCg2CVG6bCvbGQam4dA3DsUWwxBsMgnGZssQbLYJxlaZ69kzEqaBhHMM900Lh0luJMxL4mFRnQwrNnZtO3MUOP83nh27iOfOVAS0pSG+MQWpVXHIKYpAWVYAGpO90B3vgqFIB4yHq7ErnICOcMBouCP6CefuEAe0+TuixtMZxcRzOvEcZW4P7x32sNui5v3HkfdYZ2wkgjcQresIn9XLiVbiZzUxvXKNHcFrh2V6tgx7bQiglWJeTgSzC+FLCBNRK/S8lFim541FKxmrvLFYzwdLGEtXe/M43gSy7ONBJHsSyFpoCcRXEdR6em5K1W+ZKmstj7uOEF+/0h4bVqqweaUZvztModpuAWdLa/g42CGcv6PJoZ7IjfdEZbY3Wsr4t1gbQTTHYqRd5jmORn99KAbrwjDK7WNVjJJwDOYEoSfFF70JXuiN84Qm0gOtIZ6oC/ZHZWA4SvzjkOebhkyvHAK5GMnuFUhyr+N6KzK8NEj3GUGW/0F+uR9HceRplMefQ236BbTkPYGOomegKXsG3VXPob/hRYw0/RDjbT/FZNcvsbf319jT+0tMDfwWMyN/wIGJv+Lw7r/jyJ73cHjqIxyd+QxHZr5kXMHhmWs4PHuD6ze5vI39M3cwO30He6fuYPfuOxibuI3B0dvoHrqD5h6CuPMGygjj4tZbjHsoaL6L3OabKOD2PM0V5BPXRZ3XUdpxC2XNd1BZdxsNNbfRXH4ZrUXvQ5P7O2gyvof2xJNsoIyysVKABp9IVHkGotjDB1nunohxcIW/lQucjFx5nyee13jwZ+NBbPF3ZoWA2ZXhxt8JWWoLwck/QDZvcMGObc6wt/SBl7M/Qn2CEBsahNSYEOSlRWjxXCbwS0J9pQA6VhnTn5kaiKR4f+IwgHj2gTPxrjJ3IcQdsY143r7VHcYGLkq1bWd7T/i4eyE00AvJsX7I5725PD8Edfx5t1TFEM+J6JGCbXXpGGjI5+9EKwaqxzBQOYX+ssMYLL5EML+E0cJfYazwDYzl/wljeX9k/AHjhb/FrpJfYU/ZL3Cg/DXMlf8UB0p/jH3FL2Om4HuYzH0GO7OfQl/yOWjYiOtIuoDqqOPIDz6IrID9SA+YRbTnLgS5DsPbsR9Otp38HI0wMq3BNpMKbDQswjqDXOI4E2u2JWPNljjobYjAqvUhWLUhBCvXB2HFOj+sXOeNtZu8YWDoBxvrAGI2GEG+QYgJDURGfDCKM8L4eaPQWReP7qYk9HWmY7gvG2N9WRjrzSCgU9HfHI+Omhg0lkajKD2UuPeGt5MTrI1VbMcZsQ1nio1LrbB+iQW26lnAeKMlVDss4WxlBT8Xe4TzXpIS7YbCdF9UFoagsZLv18i/tdZkTLSkYIw4H+tMUeYbH+3g9099JLpLgtCS5o2qKBdkeVojzNoILts3wHz9SmxesYztzyVY8PAiLFzA4PrDRLEC5v8LniUD/dCDDyvdtrUFxWTuZck8L8TGzXq8tlo8S+ZZ123b188Tnt5ucOFjtaMdTM1NsGnLRgXPknlev3HD/xXPixYS9g/x3GTc83x38aVs127YsgVmNjbKXM+xmYXIrGpFWecE6ocPoWXXKWj2XSKQnyCYn0bnDGP6WYLxRW57hYB+GV0Hf4TeuVfRc/hVovlV9B39CQaOv4axU69j/PQfMXH2z9hFLO++8BfsuvAmJi68hZ3n3sH42fcwcvojDB3/lCD/FC17PkTl6IfI6f0Y6V2fIVXD6PgCKe1fK4W5YpsvE8rXuLyK6KYriGy4jCiJpst8fBUxjTcR03ALsZJNbrhBKBPILbeR0X4LWZ23kaW5jWzNLWTzPpKj0cVV5PV8jfyeLxlfEMpfoHTkS9Ts/AqNU1+hbs8nqJ38Fxr3/gstsx+g7eAH6DryL37GDzBw9B0MH/s7Bg//ndfmTTTv/BPKe3+FzIYfIizncXjGnyCeD8Eh/CDxfIB4niWM9xLLuxjjStgQyraBI7AJGGIMQh08xJBlP4PYC+pRwp5QFjRrYUisSpaXUHXmPgJo3xgB9DjCknciPGUCIYkjCIjtg3dUN1xkbLC/ZFK1oc0+D3CphfD/Hzzr4KzgmefnFNQLjzCZqqoVMWmdSC/oRWFlDyoaulDXokFzewfaiWfJOmv6utDapZnHcztqmjQEcwfKq5pRVtmA8up6Pm5CdWMbKuo7UVKjQX65Fs+Rqb3wi5ZpsaTrNqGrjL2eP9f7z9mbn9NrAE7c5ug9CAeBM8PJWzAtWG5nzE9J9U1oiGMNVJ4SXdrw6IHlfFh5EOsebbD2bIWtZxvsGQ5e7XDkNnfPDgTwWsT5DyE7eCdKQ6dQGzaDlvD9aI6ZQ0PCSdQmnkF14nmUJz2K4tSnkJ/+PLLSX0Zy+o8Qm/4zhGX8AoHpv4ZfxuvwzfwDPDL/CEdi2TnrLbjmvAu3nPfgnvu+Fs9rCFWJdVIsbA3/mIlnmb9Zl10WKG8mlrZuJGAJqv+t27ZSLOyhh7CK4JXM86qlhLcUH+PxNkpxMT0+Xr4QW/ke2m7ba7CdINsmY6kJ8k2rpOq2FBmTqt/LlLHO/43n/6nbto0J1wlEGf+sHQfNG6v+OgXZ/yOe+bw9XyshiNZBVjCsw7OATMY9y3zJkm1W1gk1yXAK1GQpQP4msyzTORGSgk95LNsFzjo8C7B1Xbt1Xax1oTzm+wkodcfXznG86RtAy3OSkZWxwTpMCuZ1eNbBXI4neBY4S0ZZh2d3s41wk+7bhmvgqC9jnlcomWcBpnTtlqWt/IOA56jLPpsIiuezz8rY502rCGoieBNRTBBL5lnwvJ2INuF7S/ZZ6bK9jfsKnvlaHZ6VLDZx/t94FvwKmO//XDo0y/r9jyVkH12RMQG0bJNjyLWSjL10f3ex3MrH65ViYY5GUnFbO8ZZ1xVbUKzDtDyWDLSEZKBlqXteXuNnq48wZxM2XgTPjPlK25GEc5SLIWLdjZHobaEA+ls82yKVmJalzNlcHuOO2iRfpYJ2Z04YOnPD0Z4dCk12GLpzw9CbE4xeArqXkO7jcjAvDCMFkZgoisbeqmQcacnF2a5S7Vhk4vZEWwFOE9InGrNwhtC90FGCi5pSnOsoximC+XhzAfcrwHECWqaaOtEpVbOJ5q4KLktwpDlL6bZ9qC5NyTwfqU3DaR5HXq8clyF4Hi2OVWDfmOSDcjZ4ssOclcJpPjbbEerCzxvgirRQH6SG+iE7KhhFiVGoSE9AWWoscqICkeDrjHBXawQ6WMHDilg2N4KjmSHUJgw2PJxsVXAlYhztbGGtsoK5hTnhbKp02Ta14GNre1jYOHzTbVvwrJrvtm1lL3iO+QbPZtZE8DyeBaHSNVoZO6xkemU8dCSMrYlXNUPw7M9t4cRzvOA5kXhOhlFlKnY0ZcC0MxvmfXmwGNR227balQfrqQLYzmjxrCaeHYhn9T4u93JJPDsME9LdRbDltbcr4/4ZmbCKTYdFYDLM7sOzgZkUBmPwnAxMwxihyljn+2M7Ab2FcN5kGogtKsLZLhT6TmEw9I6ESbCcM889KwKmhTGwKE+EZV0KVC0ZsNZkwUa6bPcR0Wz02vdmwqGH0Z0OJ00a/NrS2chJRVJtArLLolCaF4S6NC90xrtiIMoR40Tz7ghH7I5ywkSkM4b4uC/MAZpARzR7uaDS1RE59mrEWTrAz8gBDlsdYC4ZvP/AM1G73FXJJK5eI/PpSndqHZ7nAb3KQQH0UuJ22Td4FhR7Y+VqHwLZRwG0gFlBM9eXr/ZUgL2cMF4xD+XVelzKVFgrnLCGgF63yhnrub5xuRM2rXBkw1rN7ww7bFulgv4qUxiuMeZ91hKeVvYIcXFBgr8XcqKDUJwchKpsfzSXhEEjU1M1JGK4NQ0jrSkYqk/EIK/XSHUKRitSMVKcSjwnozctDr1JCehPTEFvbCo6ojPREl2Ehqhq1ES2oCKiB+WRYyiN2IuisIMoDD3Ge8FplIZfJJifRlHUyyiN/ykqU19DffYv0VL0G3RV/p5Y/yPf+88Y7/wrJvv+jr1D72GWDdqDOz/B3O5PcGg319mYPDz9KY7t/wInD13GqSPXceroLZw5fhenT9xjAKdOAicZp04BJ04DR7l+mNsPHAWmDgBjM8DAHqBrN9A4AlT03iWQ7yCn/R5yO4CsdiCt7S4yum6xIX0daZobyOy8ibzOOyhoBUoagMqae6gtv46mok/RlvcXtGf8GK0Jl9AavQetwUVo9I1EpYc/8eyFbHd3xDk4w9/CCU6GrlAJntcKnt2wllDWW+GsdNVexvX/xvOWeTzbmHnA3cEXId6BSuY5MTIQWUkhSrft6uI41JbFo64iATVlcSjmPTYj2Y9w9kJUuC8CfLzgRLyrLCSL7ci2jCO2b3GFmZEbbFVuvA95ws/TG+HBPkhLIPh5n64ujkBjRSTaa+PQ3ZCE/oYURhoGG3Mx3FCHodou4nkAA6W7COeDvGefxXj+k9hd8CL2FPwAe/Jfxt78FzFd9AJmip/D/tKncbjsEo6WncOR0jOYKzyGA3kHMZs1g6mMKUwkT2A0eRz9CaNoCu1GhW8zCj0akeVahzh1JUKsS+BjXsDv7SyYbkrElnXRWL06jHgLw6p1ocSxINkfK9bwb0n5p5Kz8k8qmbJtpSylGB//FrducYCFqQtc7D3g7+6BMD83JIS7ISfRCxW5/DsoD0VHvcwnnoQB3juGieaRriQMdyagt5HYrQ5HS0k4ytODkRbuyb8lNb9jzfgdvx2GeobYsZx/aytMYbHOHHZbzeFsZA5/GxWi3O2RFOCIXH4fVmT4oT4/FG3lUegh1kdakrGTeJ4gnieI5109GdglxcOI9eFKAjo7CM1x3ij2d0Ci2gJ+xttgt3ktduithN7SZVhCOC9esFgpHPbwI9pxzv8bnhcInh94GA9890E88ICMd35IyT4/suABBc8b2M4xNNkEa1uTb/Ds4+sOP94vJPvs5uEMR2c1zC3NsFV/C8GszTr/f8HzIzIO+yFB+wN48KHvYvHSRVizeT3M7e3gTjxHpuUjpaQJeU2j/Js8gLrRk2jb+zg6pp9iPIOOvc8Tzy8Rz6+i++DPCejX0Hvo1+g/8jsMHHtdicHjr2Pk1B8J5ncY/ySa/4k9j/4Dk5f+iV2PvoddFz8koj8hnj/jfl9x/8voOXgFrcRq1dhXSO/4EgktXyG28QvE1HNJIEfXX1WmhJIq2YLkSKWg13UFzbEEdVzrDWV7bP0NxDEk25zScp1gvkkU30bp0D2UDd1B+eANlA1cRVnf1yjp/RLFvf9GSf9HjA9QOvA+KkY/QO3uj9A6/TE6D3yMrrkPGe+h58i76Dv2LvpPvI3Bk29h+NSbGDv1J+w8/SeMHf8T+vb/Du2Tv0LN4I+R3/I8YovOwy/pIJzDd8MpbJcSamLZPphYJpCtg/oZhDDDNpBBdEqoQ/rhECJVsbkuEUT4KkGk+slUUN/iWe3frWBVAO0VOQS/2GEExY8iOGGEMazgWTLPypjn+/CsHfs8yNCOexZE66an+ibmq28r8R/Paff/bzxLdlay0E5yLlFdCEpoRVR6O9KKulFY04uqlh40tvegpUPmbm5X8NzV3422bg0aCGrBc3WDBpW1nYRzK2Tu/PKqRj5uRmU9H1e3EuEdyCvr0eI5jXiO0cAtpJPnSLx7EvSePC9dePGxFP7idgc+VuDMxwJnNQHs4NVLWBPHXq1Qebd9G14dSldvS8JZKlpbuPdwKWjuhYVHP7cPwtKd686dULl2wYbbBefOviNw9xuHj98uBAfsQXzwAWSFH+f37FlUxzyKpoQnUJ/8LCpSX0Rp2ssoTv8hCjJfRW7Wa8jM/jVSc36P+Jw/ITL3TYTkvI0AItkv5314534Ij7x/wSX/Y7gWfA63wi/gXvAV3Isua/Gst0wyxQuxerkUCSOY9SQTrc0sSwiUt2xY/n/F8/2Z5xWLFiljngXQcnwB+XqieOXSB7Fq8UPYRBzv2LwaBptkyispKrZAG8T1JiJXKntvWr0c65YvwxrCWQC9cdkybCaodQXDLA3WK9W2Bcx2hKGVkWScV8NMKmjrr+VSm33WjXm+v9u2neFG4nQzkcob5HbtlFO67tSCXnuGktEkKG0IMMk2y2MBn8BWMspKVtloA+EphbiIvK2EJwEteJbq1bpjSci6oFQX92ehdXiWwl/3I1HQqHs/AbU8FiwKGgWPCiDlMd9P3lOOJ59BjifdtgXNgmdBtGScPcw3wctyCzx4rVwNiebtguuVcORndOK1k7Dna+RctIBeAhPi2JQ/c8GzdG8337KG78d16YbNbdKVW/C8be1CGPL9lawzw5TH+AbP8nri2UyuDY8rn+2/8Swg1mWSdTiW/ZR/UJhs1P4seFwdmgXaupDXyXEkOy/dtiUk8+ws3bNNNyhwlm7aOijrsso6TEu3bJmKSuZzFjz72Mo+Uo17I6/XJgQQ0xGupkqV7QRvlTLGWSpsRzhxu9N2RLvuQKKHCZI8JQOtQnqgrRIZAdbIJzxKo11RFeeJxjR/tGYEoSNT0ByKrpxQdDN6GH3ZgUoMMIbzQjBaGI7xwghMMGaqEnFQppZqy8XJzgJt1pjrx1tycJx4PtkkXbVzcY7gPd9ZhFOE9THp3t1aiHO9VTjdU47jxLVknk/3VuNwSz4ON2YomefDDRk4QJwfrc/AGb7ubHuR0m37OGO2PhPDhdHokC7mCp7dkRHsgGgPlVJYLdDBBGEuVmwMuSM/NgzlUuQoNx2dZfnQlOejMTcFJQmhvIH5ItrTEQEO1vC0MeXPxwRq0x2wMd4Be5UZ4WwNtY018ayCubkF4WyhZJ1NiGczKzttwTAbF4LZA5Z2vrC0DeTjUGI6ioCO5fZ4AjsWptbazLOEZG+36zBKqBoYh3EZjh2WDHvi2TUKRn5EaHgsjOPjYJZO4OanwrA8BdvZODZpz4JZTw4sBnJhMZoL1c48WO3Jh/XeQtjNlsBhfxkcCWf1TCnUU4Sz4HmUj3uI6xYiu5yAzcqENVEleDb1SIAhsa9vEYZtBPN2npOcn3TVNtZlo3UhXbctY7DNPAxbLIKhz8+63TEcBu7hMPYj9MNiYZTMcy+IgVllElT83bBqzYQl4WzVmwOrPp7vQA6s+wnp/kwiOpOIJp570uHVlooQYjCOGMysiEZZYSgaMv2gSZS5ngXMjtgT7YipGCdMRjtjNNIJA+GO6A5yQpuPC2rcnZHv6IhEa/48TRzgSIRYEM/6a514f3fFujUeWEPkriKc9VZ7QW+tdKGWbtvSZZuIVrpuSxdumT7KCSvZuF9J9ErmWNvYd1Vi5WqimK/Vk27YUpmb+ylVuZfbEea2WLPSnu9nz+8LNTbyuBsJ5M18vG21A7Yzdqx2gtE6J96/nGC6gcDfwIbuRlvYbLGFG9EQZO+NaPdApPqHIS8yDmXJiajPS0FrSTp/d7PRVZWDgYYiDNYXY6CKy4pSDJWVY6ikEkOFVRjKrcZQVi2GMlownDqAweQR9CXvRE/qfmhSj6Et5Tyakp5AXdILqE38EaoTX+PyN6hNeoNf4H9BbdrfUJP9d9QX/ROtFR9CU/ch+ls+wVj355gc/BLT419j/+QVHJ69jqMHbs3HbRw9dAvHD9/E8SM3cYJYPnXiDk6fvocz54HTF4AzjNMXGY8SzRKXuM44+RhwjMtDfG72HLD7ODB8COghoNungAYCumSIYO6+SyjfQ3oPkNoNJHQyuu4iTnMbcR23kUBcpxLWmcRzXj1QXA1Uld1BQ9FXaM19F20Zv0ZzwgtoiT6AjvBKtAREocrLDyXEc65Ux1bw7AiXHc78rnLHDv6MNyq9BOSfLQQe8bx0uRbQK/lYfu5rCb8tGwXPTrA0coGzrSeCPPwQEeBLQPsgNcYf+emhKMuLQkVBJKqKo1FRFIXC7BCkJ/khPpogDvGCj4crHOwcYWnG3w/pts3fi+2bXZQxuYJnpdq2jy+iwvyRnhikvL6xIgYddQnoaUrmzycVQ82pGGQMNWdhuKkUI/V1GK5qwnBZB0Z4AScKJ7E7fx/25B3GTN4x7Ms/joMFx3Co6DAOFR/ichZzxRM4XDSEuYJ+HMztwj5ezL2p9ZhMqsJkYhV2JfF3LLoIrYGZqPNJRZVnEgqd45FqG4NYVSxCzCLhvj0YVht8ob/KHWuXOkFPuV6u/LuSkOEPMjTCHitW2Ckh6yv5d7JyhRX/fsyxaS3vrwZ2sLd0hLvaAX6u9oj0c0BqhAuK0rxRVxCIFgK5uyUOA5pEDGuI2654jHUlYKg1Br11EegoD0NdViAKo72Q4uOEUDsVvIxN4LLVBE4bzeC6xRy+hlYINrVEuMocSURoto89ikIcURvvidZMf2jyQ9BfFoGR2jhM8vpOd2RisiMDe7ozMdOfg709WZhsJairCej8SHQlBqAmyBWZzjYIM9/B99oAs3WE6/LlWL5oMZYuXIwlBLMyj/OCR/DIQoKZy4cXLCCeCer/zjw/pC0Ydn+3bZmuah3bjAZSP8fK6Jtu27rMs1I0zMcDTi4OsLSygIGhvpJ93rh50zyeCef/Bc+LFy/le/GciPWH2F5+4KHvYNGSR6C3YQ0MrVRw8A1EYEIWYvMbkNMwjsqBY2iYuIjWPU+jc/b7BO6P0HvwZ+g58At0H/g1ugnGnoN/QN/hP2Hw6JsYOvY3DEoc/xtGThPOFz/G7kc/wZ7HPsPeJ/6NvU9KfMm4jD2PX8XEhesYPn0L/Udvo4v3mOap66geu8m/cUK46Toiaq8grPoywmuvIUqmiqq7hch6CT5Xf41wvq6gOanzNtK6eW/ovIXUdqK57SrS2q8gu+sKCvsJ5eFraNxzF82TN9G8+zKadn6BxvFP0TD2EerHPkDN6Dt837dQt+stnsM76Nz3D/Qe/gcGjv+DSH6Hn+VtjJ79K8bO/Yngf4PxOuO3mDj1S0yc/BVGjv4S3bM/QeuuV1Az8H0Utj2B+JIT8E+egnPYMBxDh5SQbLKdZJAJYWvB8HzYEcn2MmexLIlpCTVBbc+wCyR8A7SZ4//OPAueHfm8ku0NHyCUB+EfN4KgxBEl8xwYP8DH/XAPJ5aJden6LcdQxkwHEsGBQ1wfVLqD2xHG/xnD98X927X7S/dxORdrJXvbpYQcW6bFEjwHxDcjLLUFiQXtyK/uQg3x3KTpRVNnO5o7W5VCYZq+biXz3NDWjtqmDlTVaQjmLpRVdDBaUVmjjXJGUWUL8svakFPcrYx5/jbz3Em0a4hnfi4Pfq5vgo+VbQLlPuK5Dw7evMbuGti5EdyEsQ2hbEE8W3i1MdoZ8rgTFp7dCphNiWQzj0GYew7D0msUlt4TsPLZSVxPwNpzArZeu6H2m4Zz0H54hB6GV9hx+IWfRljUJcTHPIO0+O8hN+EHKEn6MWrSfoGKjN8gJ+N3yMz8AzKy/oi07L8gKedNxGW/jdjc9xBT9AnCiz5HEIHsX/A1fPIvw7vgKjwZbkXX4VF8m3EHniV3laWCZ4HzyiULlKrZguH/Cc+SeRY4S9dt6bat4HmNZK213bbvzzwveeRhLFv47bjnTQTv2pULsWzRd7GSeN5AoOtvWIntG1fyOb7fqoeVEDxv5vttJrY36i3jTZHHX0qgMzYoRcP+z2rb0lXb2pjrhlJheyWMCDbjzauU0E1XJYAWPEvmWQqG2RvLmOWtXMp0UFo8/wc+BWvzgFXgPI89gawgzd1im3Y6Kr5ezfe32ybdpKV6tR5UglsBHV8rx5GQdTmuHP9/wrNkinWAFBzen1WVc5ClDpW60O0rBcN0KL8fz8rUVPNjmZ14bSTzLHj2lIyq6To4GxLY22Xcs7brttJ9myHjveW8LDYtVbptK2OcN0tX6jWw1F9H5K+BDcNaf43SLdtg7SJsk+zzBmKbrzPl+5vwPHR4lmrmKv4spNq2DsWCYQHv/XiW52Spw7HsJ9dbMsq6fx7ontftI+Oj5XXys9F1ddd1e3cx3wR3hg7KkknWZZN1kBY4h7tZIMrTSqmo7WdHPHO7t9UWLhlEdICtPiJcjBU4J/mqiGgzZYxznLsxYgjnWDdDBc+pPhZII5gzgu2QEWSLLIZSXTvBC/WpfmhKC0B7RjA0WQLmMPTlhSvRnxuCATZCBjMJ5+wgjOWHYXdxFCZLYzBVHoeDdWk40pSJE+15OE08Sxxl403ge7aDj1vzcKI5GycJ6DPtBTjTUYhThPQZTSkuDdbhfH8VThDPJzVlONFZikNNhDXxfYrHO9qUhTkeX/B8kuA+Ic9xebiJDZfqNAwVRPF8g9Gc6o/qeG9+fmvEedvwGtgg0lWFMCdLJPu7ojwlBk15GeiuLMJYUw12ttRgsLYYrYWpqEyNQlZEAOJ8XRHmZo9AJzu4ytzP5mxo2VrB0dYG1mw4WFpYwMxMMs8WMDKzhJG5zPVsAzMre1jMV9u2kGrbxLOFjVTbjlQyz4JnZdzz/ZlnKcylkscMGf9sIWOgiWsbolnNcOW6AtE4mMQlwCw1GeZ5aTCuTIehZJ47smE+P+2ThRQNmyCed+fBek+BFtAzxQqc7faWwG63tmCYeqQYdj0FsOE1tCHAbLKJ1/h0WIakwtwrCcaO0dhuTdQT0AJnCWNCWc5ZGet8H56NrKKhryK0rUJgoCb43SJh5BsJ81B+1thEmGUnwLicy4ZUqNoEzjLHczYs2OA0HyL6h3OgGsxSwqY/HbYMNQHt1ibTVSUgpiYBGRWxKCsOR2N2ALqTPTEc54qdUYJnp2/wPE5MD0U4oifYCa1+0nXbEQUujkgiQgKIEMftaphucuD92gHrCNY1a9wU9C7Xc8Oq1cSvdK0miqVLtVIAaoWTEjLdlJ5MNSUFwwjpVWzYr1KmqyKwV9gSTTaEuB02rLbVhp4Nw4pIVhHJKt5vrHnfscGO9bYwXGvNsCGUbXnPUkO11ZnhwnuYG2y2e/D+6wHHHV5wNvKFp3kQAu0iEeWcwL/hVKT4ZSI7tAAl8WVoyq9Da3E9OkqaoClrQV9VJ+HcjYFyRlk/BkoHMVQ8huHCnRghkkYLpjGadwQjWU9gOOsFDGa9jIGcn6A355fozH4dLZl/QmP631CX/k/Upn+AusyP0ZD9BZpyvkZj0Zdorv0S7c1foUdzGYN91zHBRqt0qd43eweHDt3D0aPACcken+ZSssdcl+Up4vfEfJwkmhUkE8cnH+fyCS6fZDzN5xnHJZ66h2NcHnoK2M999hLQEzzmAI/feQBomgaq9wD5owRz7x0kshEc330PsURzZMc9RBLQEQRzRPs9xDAS2rlfM6Fdx9dUAGUl91BTcIWf6320pL9OPP8ArTHHoImoQVtQNGp8/FHq5Y1cd3fEq50QLGCT6cK2usFwjSs2En5rBMrSg4Dw02We5XdmtZ7LN3g22OoEc6Lb0dodAW4+CPPzRnSQN1Ki/ZCXFoLS3AiU835aUcBlfriC36zUAKQk+CIyzBO+Mj+vHQFu5kg82xHPauhvcobxdidYW7jA08UHIQGBiA4PQGp8APLkn4blMehsSERvczIG21Ix3Cp4TlEQPcx750h9PkZqijBSTkgXVWE8twE7s1uxJ7sTs9ld2J/djYM53TiU18lox1xeCw4W1uBAYTkOFJRgf04+ZjOysDctFZPJiZhKSiSiCdWYSHSHBaEjJAjtQYFEtC+K+ZmzHH0RZ+OJIFM3uOg7EY722LzcGmuX2WL1CjW0c6prp3TTk+nciOZV8g+nFfa8xnZEthVWE88b9cxhuMmK7SY7OFnZwUuGMHjJEAY3FKT4o7YgDG1VkehpjsJwRyxGNLEY74pV5l7erYnDaHME/zZCoSkMQkOKH8ojPJDt7YAktRViLMwRZWKBON7PU21UyFKrkOesQjm/M+oC7dEa4cT7jQeGsv0xxtfvIsL31sZitjkNs505mO7Mxkx3LmZ78zDdzcctmZiqScHOwjgMpoaiOdQThR4OiLc2gc8Ott82rMWWVaugt2QJ26HSxlyIhcTyI/N4VgBNsCp4VrLP3P6gLHUVuAlpBbOSCf4OFi56EHqrF0Of7ToLyx2wV1vC2cVeGfOsw7M3w9nVESprSwXPGzdvJJw3fjPmec06gfP6/8CzVAFfvHgxFirn86DyXt99UN7vYaxYtwpbTExh7eYLn9hMROe3ILd5CrUj5wnn59A29RJ69v8Ug0d+QyS/gf65N4joPzH+it5Db/Hxu9z+PrH5PoZOfIChkx9i9DThfOFL7Ln0NeF8FbPPXMf+525g37M3uX4H00/exa5H72L4zB30HrmLjn130LD7BspHbiJDcxvxzbcRSTRH1kqxr1uIa7qL+KY7iG28xbiB2KaryjjnpI5ryOi9heyB28gjlPP7LyN/QKphf4nS4S9QOfZv1O3+NzQHrqD7IO93Bz9D7/6P0bPvA3TPvAvN3rfQMvkntOx5A23Tb3C/P6P/yF8xeupN7Dz/JibO/RE7z/6e679h/JLxc+w691PGTwjnVzF+jNfl4I/QuedFNI99D1U9TyO38RwSio4gIGk3XMIG4EDcOkoWmdC18Sf0ArthG0LIEZr2BLUsBdb2AtxARgDXCVR7f+30T7ZKhpfo9p1/TKTa+fN4BLUDYX0/niX7HBA/hCBGcMIgAhleUUNwDhkklLWvVfAtFbL95+H8/wHPtr6DStyPZ2V+53k4f4Pn4D54EM8+sU0ISm5CHO87OZUalDV2ob69C43t7WjqaFW6bnd0d6GlU6Md09wgY507UVHdjYpKAXQbo0Xpwl1eTTxzPbekFZmFnQRnNyJSe77Bs4OfhjCWDLAEr6tnj3YpBb64lDmbZV222cn0UwS0jTvPWbLLXgxuMyOYzYhtM8Lb1GOAyyHGOMwIZAufvVD57YO1/wFYBx6CbdAxOIaegWPIeTiFX4Rr1OPwiHkWvnHfQ0DCKwhL/jmik3+F+JTXkZL6BrLS/oL8zLeQnfMuUnL/icTc95GQ+yHicj9CVO7HCMv5BKH5/0ZEyXWElNxCYMlt+BffhU/RXXh9E/fgXYxvwoehVNtevXyxkn3WZZ6lm7UCaN5EBM+SYd60TotmbbGwRUS0jJEWPC9UMs9LHhE4P6hknmW5dMFDyrhnqdwt01XJtFerlj0EvaUPY+3yBWxwEcIEtGSe1696RMk8b1q9SMk8b1rN914pxSAI52U8l+XLsV66bhPPMuZZMsqCZxnfLHi2MtKGTJVkQqQZSpdihuwnsWPDCgXPhgS/ZJ7VxLOzuVRllrGxG5UiWwJGHaAFvNKNWodXAZ6ScRY4W0q3X33CbKuSebbXXw1bvqc1oWglQcTKsXRwltBV4JalDtIKmrkuz6vnEWnJ1wmK70emxP14lud1+yjbuC5g18FcwloyyvNdsSUDLd2XZcyztus2lyZr4c6lC7fJ87ou3jLuWXctJJstWWPJPAuCLbfyehjwM0jWXgqubV+nzJEtBcMM1i+BASFrzHPQ4dl4s7bLtmqr/HNAPre2Qrics4R8Lh2edf8gkKUuoyzbBcW6f1roroNuP/n8gmh5rPunhixlfwcTebwBrqYblTHMEpJ9li7cgmfpmi3bBM8C52gva2UuZx9ukzHOAXZ8zl7GQG+Cn/VmhDsZQipqC5pj3U2QTCgLlgXNca5aPKf5WSIr1BaZIXbIDLZFNhFdTDwLnKWLdqt02SZEJdM8kBehwHSoMBLDxPJwVhBGiOeRzCCM8/nJ4mjMViTiYG0q4ZyF00Tyxd4yXOyRQmBFONFK6Lbk4NGeEpzXFOJka46STRYMK/v2lOJiXwUeJZwv9lYT3KU42lKAOanUrYyfzleOcYzoPtooc0UT5wSzzBd9srUAhxqyMFmRrGSeu9gIbSH8pdt5frQr0oIckehjhwQvOyT7OaEwko3MrCT0lhViorkWM10tmNY0YaqjDkP1RWgpSEVFaizSQ/0Q6+2CcA9HeLNB5WZjCR9CzM3RAbY21rCUbLOpFs6GpmyUsAFmZG5F9NopeJbMs8rOD1Z2QYRzKMwJUQtiWOCszT7HKeOelcJbRLOxVNi2FlTHwcKKz8u6LcFsHw1j11iY+jBC4mEakwjz5GSCNBWmlZkwbSGcNQRzbz4sB7gcyoPFGPE8SThP5kM1JRnoIgXOtlMlyphoGRttO8Slhtiuz4CqLAM2uVmwTsyAdUQab/oEtGs8jO1jYGitraJtYBaJHcSy0q2cy2+6bZtHwECAbcWwlSrb/DxeUTALjoV1bDLU6ZmwKc1U4GzWls5zzYYp4Wzclw2TQeKZ52o5wfOU7uajObAezoT1IAHdlwq39hSENKQgtiYZ6eWxKC4MQ32mP7qTPDAS54LdknUWQMuUVYTzBJcjxHNvKPHs74BqbzXy3aTbpBr+5mreO2xhstkOW9apiV1ieB3Rs9YNy6QImFKwy5PfD95Yu9Kb3y0evP+7MKSLtRPW6qmxehUb9CutuVRhzWoV1q5hrLYglE2xdbUp9FebYcc6cxhtVPF9rHnfs+XfvQ3v09a839nCZps9EWYH+21qOBo48X7mBldLb7ha+MBdFQAvmxD4q6MR4pSEcJcMRLvnI8GnHGkB9cgMakFOqAZFUQOoSB5Dc/4kWojiztJZ9FUewnD1UYzVnMB4zSmMVJ7BSMUFIulxjJY9jbGyZzFW+jzGSl7l3/Ef+XfyDoaK/on+4g/RXfiRMtdvY/5naCq6jPrCK8TIFdQUXkN9sYwRvoeW2lto01xB18BVDE7cwPjULezZTzgfuYe5U8TuWeDoubs4duEOjl+8i5OX7ipAVpBMIJ8ggo9zeUyCWD5GGB975h5OPM/tL3D9BeKbceR5Hu+52zjImH3qLvY+fg+TxPYY4d1HjLfOAbUzQOkkkEs8p/TdQZzmFrF8E2FtNxDcehPBLUAIsRzKZQQjphFIIJzTqoCcEqA4/w6qcr5Cfca7aEz6DZpiX0Zr9DG0h5WjNTgSNb7+KPPyIp7dkOTghDArZ3gRf3bb3WG41pl4lmmNpMicg/JPFaXLtp47f3fc+TshvRlclYJh27c4wpLodrLxgL+bt4LnWN5TMhKCUJwdiWreq2qLuSyJQhWjNC8MOemBSE8KQEK0P2HM3wknd9hYSrdtNbaut8e29WoY6zvCytyZePZVpqqKDPFHYoyMeQ5GdVEkmqp4D2yMx0BrEoZakjHQlIj+RkKugcitT+LvSBJ/L5IwnJeMkYwUjBHCU5k5mM3MI4xzsT8jGwezsjCXm40j+Vk4Usr1igwcLk/F4dIkzBXF4RC/Cw7mhuFATjBmswIxle6P3Sk+GEvywmCsG7oiXIlGN5T7uSCTkIu1s0OgBf/+tttgxxpzrFtmhjVLrfm3piaSHRn8G+N1XbOMj5fas/1kjw1E9PplNti43ApbV/H+usYSlvo2cLZ0gI/aCRFebkgJ9UZhcih/Z2PRWRWDoaZI7CSed3bGYHdnFKa6idyeeEy1R2NXfQRGK8LQnxcEDQHdGOmGSl8HlLhZo9TFChWMajcrNPK7tSPAFl38TuwLt8dIrBN2pbpjT7YP9ub7YbY0GIeqI3GgIRnT/D6a5vfSdCfh3CGRjX18vK82E3uLkrAzMxrdkf6o9nVBjpMVws304bh1HduEa7B26WKsXLQAyxcvwOKFD2PBIw9hwcJHsICYVrpwK1DWxiMPLcIjDy9SMs/ShfqBB77L+A73+Q4WLX4QK1YtxFbpxWixHXb2FnBxtf+vzLM7XNycFDzrG2wjmgXM2mmq1m3YgPXrN2LN2g0KnleuWo3lK1Zj6bJVWLRoMY+/GI888jC+893v4DtSZHfxQ1i+dhU2GpvCws0PfvG8RxX3IK/lAGqGH0fbnh+ga/Y19M29TiD/mYD+K7H8FgYPv4uho//CwJEP0X/0Iwwe+xTDJz8nmr/A+NmviM6vsevCFf69X8PMk7ew/9k7OPD8HcxyOfP0Hex54i4mHr2D4dPE89G7aOf9p373dZQNX0dW9y0k8W8/ruGqMm45tf0uUjvuIKX9NmR+5Yyu28jsvs71y8iQeZYJZpnPuWDwY5SO/QtVuz5B7e5PUT/5EZqmPkDbzPvoO/wvDB//EGMn3yd6/4Gx429j5MifMXDw94T0b9G1/9fQ7P8l4zX0zv2CeP4N8f86P8cvMH76Jxg7/UOMn/khdp+X+AF2n30Fu07/GDuP/wQD+15B+84X0DzyPCo1jyOj4gRicw4iKHEP3CXzTBA7MRwVvBJwAYRrMHEcPKSEOohYDRjUFrzyE5gOQu3L7b7DsPchXr2HYes1oMylLHAVBCvZ4/nMs0tIn5JdFjz7xgzCO7qPsOxX8OwfPwCPiAE4Ec/qwAG+Rw9UBKOVVJ6W9xKgK1Dne90XMn7YlnC24fL+itQ2MraY+0vW2YoglWMpx/Pu5rnxnAh598geeMe2IzC5DQmF3ciu6EF+dQfKG9tR39ZBPLejVaKzA83tnahvJpzrWhQ8V9f1obqmV8FzcWkDSsobUFFLSPO5/LIOZBR0ID6zE2EpXQqe3YI74Ogv2We+v3QfJ4iVuZw9ZNxyF6yJYiuPHi57IdNr2Xr1Kesq6Ybt3kcwE8meI0T0GKE8ATPvXYwpmPvOwCrgEKwJZdvQ01ATyeqIR+EQ+TgcY16Ac9wP4RT7Qy5/DNfEn8Mz9TcIyPwTAjPfRFDGWwjNeAcRWe8jJvsjJGR/iuScfyMx/wvEFX2J6MKvGZcRyQgvvIqQgmsIKriBwMJbCCCSA0qhhD/Dr4xLfs8FEsuBRdxeqA1Z/45khmW8swB6zYrF/9FtW4qFSdEwLaK/hbNU3RZUy3bJVOstW4BlCx9Sum0//J3vKHiWzPP9eJaiY6uWSzGxB7F6ySPYvHoJthPPW4nnTXoLiehF2MpjbiXUt6xZzm3LsWEF0S2Z5yUEPZfSbVtXMMySkJNu2zLm2cpYi2eBtCmxZrRppYJnyTzLvkoGmnDWdtuWbtkynliyz9sYRPD8uGRdJlgAKV23BWJSyEsp5mWkLQDmYbENXqrtytLVeBMbbdxPgDiPZ+vNK5UK3HIcOZ4uG6wckyFgvh/QEso2eX+GDpc6tMtSFwJGHaB1+0h3b102W8ArIe9//1hmp/mCYdqiYWvgbLCS574WbsS0wFqXeRY8y/nIsWTcs9kmyfJqC4YJniXzbK2/HvZScE3+cSFfMFu0UDbiOUiXbaVo2DY9GPO10q3bXK4JX2sjlc0JdB3678fx/Z9Tl1mWbbrx3zoUyzZdxvr+6yH7ScZZO0WVwHkTnPnZnI1lfmdtlW3BsxQOEzxLYTDZLojWZZ6l63YgMR3sZIoIF1MEE8++1psQZLcNMe6miCOco12NEOdmjBTJMvtaKoBO9jTl0hzp/iqkB0nm2RZZBHReuAPK2PCpT/NHZ044BktjMVTMBklhFEaKojDG9Z0lsdjF5XhOCMYJ6/HMYOwUPEt3be6/rzIBRxrScbo9jwguxaX+cpzvLsapdsFvDgGdjWNNmUR2CvZVJeIAUSRZ6pN8/jyh/ehAFR4brCWiq3GuuxynNWU4I1NRScaajRPZ7yQbJyebBc6ylErebLDUpGFXaaI285wdjGY2jmoSfVCR4o+MMCck+drxM7KxlBCK1qxk9BTnYKK+EjMdjdhPPM92N2OmuxG7O6oI6BJ0lGSjNCkKGWzsJgV6IdzTGf7O9mwEO8Pd0RH2drawsFDB2NRcgbOg2dDMCiaWNsSzZJ5dobL3grU6QMGzFVGpLRg2n3kWPNtqs88KoCWbyzAloE0JaTMVIS0Vufm8oXUkDB2iYOwRDZPAOJhEJsAskbjNTINJaTpMG7KJ4ALYD5ZBPVoCu/Fi2OwkkncXwmo3USqIni6G3Uw57KbLYDNZApsJ4nmE0Z0Pq0a+viITVrkZsIhPIZ4ZATy+W8K3eLYinol8gbLg2Ugyzso46AgYWkRiu4pwtg6HgZrbXCNh7CNZ5zjY8Hj20h2cxzdrFjhnwrKPYB/IhdlwPuFcAJVgfhfPdWc+bMZzYDPCcxlIg21vKlzakhFQm4go/l6llkSjMDcEtWk+ypjnQcJ5Z6QaeyLU2BvlgEkiWjA9HuWEgQhndIY4o97fCYWejkh2VCPI0p73F1uYEa/bNtphAwG9dr0TAS1jLAmhNS6857tj3RJPNti9sWmFLN3YiHfGZikCpXS5tuH3gBXv/VbQ32CF7ZusYLCZUN5kCdVmC1hvsYTtNisF6Y6GargYOfEe5gIP4svb3BO+Kh/4W/kj2DYIYQ5hCHeNJgISEOOXiqSQPGRElSMvvglFSV0oTupnjKE8dS8q0w6hKu0YqtLPoj7zEhpzn0Br4VPoKH0WvVXfw3DdDzHR+Cp2Nf4UOxt+htGanxDQrzF+g+GK32Go7PcYLHsD/aVvo7/sE8aXBPdldFVeQ3vFVTSWXUFd+VXUVl5HNbdVVl1DdfV11NXfRFPzHbR03kDn6BX07LmC4X03MXHkNqZOsXF7geAllI8+fgdHn7hFGN/EiadvMW7i5DO3GcQ0kXzsGeKaGD789D3GHcyxQXyYQD78wh0c+h7j+7dxgLH/hZuYfeE6Zp6/gUk2oMcfu43h83fQd/ouOg7fRd3MXZTtvov88XvIHLyHRDaKo9qvI7z1GkKaLiOg/ioCa+8hsIaNhao7CKq8jdCK24guu4OkkjvILryNotwrqMz8F+pS/oSGuFfREPUMmiNm0RpShKbAUFT5+qLE0wO5ri5ItndAGLHmZejE70wXGK3h78EqR6Wwm/Q8WCFd+mUMvGSeleyzMwHtMj/m2QlWJu5Kt21/Nx9lqqr4cD/kJIehoiAODaXxaCznsjwWNaXRKBM8p0kW2Q/xkX4I9vOCm6MLbC0cYbRNjS3rbBn2MNqqhoWJI1x4fwnw9kdYgC/39yeew1BZEImGsmh01sejrzkRgy1JGGhJJKDjMdQYjbHGKOys4328MgoTxRHYnReB6dxI7MuNIoSjcDgvGscKY3CiNA6ny+JwqiIWp+ricaIxAacauF4fg1O1kThZHYpTlYE4XhGAo6W+OFjojX15npjKcsNEqiMGE+yhibZDbagdCr2tkOJsiXBrK7gbEcAbzbF1hSnWLyGil1qxnUQkE8wbCedNS9XYSjjrr7SFwUo77ODfm6GeNUzX2kC10QYO/JvysXJBqJM74nw8eX/mz4rXsymfn7eKQG6OxIwmDvu643CAcJ7ri8dcL7GvicX+1mhM10Vgkvgdz/HDYJInuiLlPqEmlNXoDbbDQKgthsPssDPCDnui7bEnzh7TiQ7Yn+aK/dmeOJArnzUAh8pCcaA6ATMNudjblIeplnyGrOdgtjGH322ZmClMxlRmLAZjAvh75YoSd2skWm+H546NMJYxx2wfriKWly2SRM6DWMT1RYTzI/fjWbLNjP8Nzw8/IngmZqVwLds1Ml2Vja0ZnJxtlamqZLyzZJ19iGg3DxdY21rDwHA7ZLoqHZ6l67aShV6/CWvXbYDe6rUE9FoF0EuWLMfSxcuUzPiDhPMDxPojbAsvW6uHDYYmMHf2J3qKEFs0gNyWo6gafh4tUz9H94E3MHD4bxg5/i6Gj71HQH/I+AhDxz4nqP9NOH+JoRNfY+TUFeL5GvF8HROMneeuEqDXMPXYTUzzXjLz1C1Mz8dubpu4cBPDZ25h4MRtdM3dQsv0ddTsvI78vmvI7JKu118zvkKG5gofX0YWI7f3ipJdLhz4EgUDnymVsAsH/4WSkfdRPv420fw3NO19G80zf0frvr9Dc+Bv6D0sVb3fwsSZvxG9f8Xk2T8Rvr/HxIlfY/TYaxg6+hr6j/wM3Qd/DM2+l9B1QCqFv0I0v8rP8SPsPPMDxsuYJJqnLv4Ae869iF1nXsTOEz/E2JEfoXf6JbSMPovavidR1HwBKaVHEJ4+A7+43XANGVbGFUs4MiSbbCNZW8LVho9tlWmoiFQ/IlWyu97EKcGs9h2Bg+8YHP0mlHDwG+N2Ps/XCZ4l82zv1zWfee6Da2gvvCMH4BczxBhAQOygUm3bN1YKivUpmWfHQL6/HwFJQNsRv/ZyPgJoWZes8nwo6z7aOY9teD7WAk5dCEC5v2TDJWy8u5SQqaDUMpY6mOcS1QfPOA38EzsRndeDtLIe5FZ2oLROqmYLoFuJ5la0ENDN7RoFzzX10kW7nYDuQl1DL+obu1Hb0EFMc3t9u7ZgWHUXckq6kZzbo4x59o/thluIhu/byWsnVbC7oSKWLedDxfO19OxXxipbeA7CwktiRAlLYtnCezcsfPfB0u8grAOPwCboOOwIZfuwC4TyY1BHPQXH6OcI5O/DJeGHcE0SKP8EroSyW/pfuPwr3NLehEfm3+Gd/U/4530M//xPufwcgblfIiTvMsIKryGKKI4puovIolsILk16seYAAP/0SURBVLiC4MIrCCm6huCi61zeRHDxbeL4LuF8V4tkojlIgnAOKgeCieegvHsIzr2LIF3k3fo286wt8LWA6zL2WRsyz7MO0BtlbLJSZVuLaIGzTD0lyNZ23X74Pjw/RDw/ouBZipBpIa7NPK9Y+AD0CO1NqxbDgHjWJ2q38ThSbVuKh+mvkwJiK7Fl9UpsWrlCuSnq8Qa4bsliJfOsKxim67atFAwjkmxNNyjzPEs2WuZ4lq7dsp/gWVnfuBLaeZ4FXwIyAstc5gXWh4tkLQVnhKMuaywgU6AmqOM2WTpwHxeTTfC01NcC2nQLG3Qb4bB9LewITBuBM2+693fP1o1HlmPrMtE6PMtxFbBLyPvMg1CXWZYQSOqgLNt1uNQBVLqX695LAa9U3ua6QFgHaJmmSldt28FgFey3LoXTDj0oBcR47XQh3batCV/tsZYo8NUWC5PQgxRbs+Q1VTDMz6zavgYW3F+mpZIu24JnmetZxjwLnk3lHwrbVivYViuVzf8ze/zfEJbPJ12xJfOs+3w6GMvy/hBMy+tkH0GzTOsl3baV7tsWW+BqsVnJPOu6bcvY5/+uui2Z5wh3S8R42yiAlvVIqabtbo5wRwME2m5FqFpfgXO8lzliXY2R4G6MZC8zBc6p3mZI8zFDZoAK2cE2SAuwQjqXOWFqFEU7ozLRE43pAdDkhmOEjadRNqLGSonlknk48/EUt8/w8XQRGyOE9TRhPUs4HyBwDlUlYY4gPkkkXyCaH+0rw4WeEpzpLFC6XZ/uIH7bcnGYwN5PPAugD9al4rAAms+d7S5Rss+XBqpxsa+SgK5QCo+d53ZB+Dkuz3YW4jQbKlJp+0hdJvZXp/KcEjFaFIN+KWyWEYCGRG9lmq3sMEekBjsgI9gJeWEeqIwLRnd+OqaaajHb1oD9nU04SDzvJ55nieeprjoCuhojTeVoKcwgoKNREBeOtIhARLEREuTpBi8XJ6jt7GBOPBuaWGAH8WxoYQMjSzvC11YpGiYFw6zV3rB2COAyBNb2EVzG3DfmOQ7mMo8zcSzzORuqIrFDxhJbyvRV0d902za2ioKBKhw77IhW9xgY+xPPEYkwj0+DRXo6TArTlIrb1m0y5VMx7IcYYyWw3UlATxbBelKmrCqCzXQpbGcrYENAW0+VwIp4th8tgrqvADbNBGslAZ2XCfPYJFiGJcEqIBlmrnEwsieciXcDVQT0zcO0eDbTwlmH5x3Es5yjvg0BrQ7HdtdwGPpGwDQ0FtbxSbDLksw2z7OBIO/IgGVPtgJo80EZn50Hy7E8LnOgGpFu2+lQ9aXAQpMAy/Y4ONXHwY/AiCiOQVJ+OAoyA1Gd5IU2/q5KVmiMDd3JcDtMRzpgOkbbfXt3jDNGol3QHe6G5iBXlPm4IN3ZEaFWdrz32fDvluhdb4WNa2ywYa091q2xh55MV7NaxiITR0tdsH2lB3aslnCDAeG8Y7UzjNY58v7gCHPJKG5zhpV0nyWqbI2c4WTKhqq5G3wt3RBo7YUwdQAincMQ7RqJeI84pPqlIT0wC1mhBciLKEFRbCXKEutQkdaKKjYW6osH0Va5G131B9DbeBx9TefQ0/gYeuqfQU/tS+iueRWdFT9HW9mv0F7+O7SV/g6tJb9DZ/kf0Ff7Fww3vkUYvY2JhrcxXv93jNa9g5Haf2K45n0MVH1IKH+EnoqPoCn/DB1VX6O9+ipaa66hsfYGarms4OOymitsrFxBcf1XKGn8EmUtX6Oq8zLqeojroa/RMXkZ3fsuY+jIDYyfuoXJc7ex7/HbOEgMHyKW556+Thhfx5FnJK7NL29gjog+SEQfYAN4HxvEs08xuL/E9LOM525iijH57A3s5v4TT7Ex/cQ1jF66iYHzt9DL9+o4egeN+++gfNct5A/fQlrvTSR03EBU0zWE1l0mlr+GX9Xn8C37HAFlNxEgXdmKCOnCrxFa9BVii68glZGd928UZf2L1/1N1Ca+hvroZ9AQdhKNoaNoDs5FY0AwKr19UOrpjnxXZyTZ2SPM3A5eBmqoNzvBdJ0ztuk5YYN04dezJ1okZMyuK1Ys53L5t1NVGekTK6YecLX35n3DH1FB/kjifSQ3RbpqE81lCWiqiGdI5e1olBeEI5f33tR4HyRE+SKU2HZ3coWdhRNMttphy1rBM0G5xR4mO+xhr3LhvUjGPXshNswfuanhqMyPRmNZLDrqpet20n/iuSES443hSgZ2d3UY9pQFY6Y4CAeLgjGX748jhf44VRqE85WhuFgbhot1YThfF4rTjaE42cQl40xTCM40BuNsfSDO1AbgTI0fTlZ64UiZBw6VeGA23xWTmQ4YTrZBd6wVmsJUKPUzR7qLCaJsTOFjZAK7zSYwW2MKw1W8d660YhDIq2xhyutprqeGFf8mbdfbQb1BDYdN9nDcrIabvgO8DR0RyGsRYe+CBDd3ZPh7oSDcF1VJIegg+kcqwrG3MQxznTE40hOHYz3xONmfgBM9sTjeFY1j7VE4ws9/qDIYB0oCMJPrhz1pntiZ4IyxGAdMxKixO84Oe2PtMUs0H0hQ4yDhPJfshDni+VCmBw5keyuAPlAo1y4Wu8szMFGRjYkqiUzsrMzAHsZ0cSpmcxOxNz2G9yI/tAe5oJLf1+m22xDA9pjllvXYtHwJVi54GMsXPKjtBbnwYSxevAgLlHHPOjwvUuJ+PEu3bal6Ld22Bc8LFz2AZcsfxnq2X4yMt8Ca19nRyUaZokqyzgJn/0AfeHi5wU5tCyMTQ2zcvEHBs266Ksk+r1sn2ef1Cp5X6a3DCuJ5+dJVWLZ4ORbJ+SjdxNleXrwAi/RWYa2+MUwc/eEZU4LoghFkN51C5dDLxPNv0XvwbQwf/YD3ic8I6M8I5s8Izi8wfPxrIvMy8XwVgyeuEc/XieebGCOIx8/ewC7G5IXr2PMo47Fr2Pv4VSL6GqafvqaMed518SpGz13D0Okb6Dt6HR0HrqBp6muUDv8bxUP/VnCc1/sJcns+Qn7vxyge+BRlg5+hcuxjVE18hOrxD1A19g4qRt9C5eifUbf7D2je+zo6Zv9AAL+B7rk/oP/oH3iev8f4ydcxcfq3RO9vCOhfEcM/57ZXMXr8h/w8r6DvsKD5ebRPP83XP4X+w89j9OTLfM1L2HmacD73MvZefAUzj76CvRdexO7T38f4sR9g+NAPoJn8HuoHn0Bp23lkVB5DTO4BBCTshkfEGJwDdXgegSORrPYfgrXvAKwkk0ukCppt5zO90kXa3ntIyTY7+I0S2+NwIpyV4Lq9dKeWLtbKtFVaPKv9u4jnHgXPPlEE83zBsNCkUYQkDcNPh+fgAb6/FAbr+zb+o2o2Uf4NnAlqL76PzPFMcNp6E/yEqIStFOKSaZ6UCt2y3sPzZfj2Kpl1wbNLRD/cY4n5hG6EZfYgsaAbWWUaFNZ0oLyBUG5qRWNrm1I8rKWjk+sdxHI7quraUEUkN7b0oLWjj9GDprYu1Ld2oba5h4DuRUFFv1IwLDqjH/5xPXAP7eK16ILKu5cYlkyyRD/MeN6WPqOw9B2Hhc9umPnsYUzB3GcaKul+HXAYdiFnoA5/Eg7hT8Mx8lk4R38PzjEvwTmWUE74CdySfw73lF/DM/11eGX+Ed5Zf4FX9pvwzP0nPHI/hnv2p0p45H4Gr/wv4VNwGb4FV7m8Br/Cm/AvIoqL7iGIIBYAB5dwveQmYXwDwaVEcykxLVF2h3EXYcRyaNk9hJQSxwJqeX3hHQTlc5+cGwjJvo6g7MuMrxlffTvmefmiR5SxyyuXyFjlh7Fi8UNEsRbP2nHPUnF7iTLmWWLLBpmCSgqBLSW0pUDYI7xpPaR02176yCPfjHmWatuyzzq9xdDjTWk5b1ArFzyAjSsXEc+rGCvY+FoGQ8kWb9Y+lrmgt6zm8VetxIbly7F60SKsWcjzWLYY21YvV8Yxy1zOFgK4HUQUcWhDHNoYb1RALXiWbLOEDtHmAm7iT6UvGUztNFWOxK8TAS0ZZV135W/GDQtyGbIu26ylWzMfS4EwD77G23I7vAhvD7OtcCWgHfUJY8lAMwTD8hql6zMxK6gV4Aqa5bj3w/mbmEelwFjwqEOyDpOCS1k34fFkqcs+K4XG+JwcX/d+Ml5ZumJLl2wBtA7PslQKhW1eDPtty5Wx0IJrgbNA00lQyvOTY8k5m2/+Fs/m/NmY8lpKlW1l6im5noSzdN2W8c26zLOKxzDnUkBtKdfDYB2cpJs8r7VkhQXL9wNaQtbls8jn1H1e+XzynEBZl1GWpUBah2kBtGzTjXeWpbKviXSxl+motMXBZGoqgbOEroCYhHTdloyzZJ8FzhLhLnzsZIQIZ0OEOmwnorcr01El+1ki2dcCKd7mSrY50cMIie5GCqBzg22JSTXSAq2QEWKD3HA1SmJdUZsqFbYD0JEdgv6CSAwVR2Mn8TJZwYYAY6o8HtPE8wHGQUJ6P0G9vyweh8oTcbgqGYdrUnCkNhWnWrVdtCXzLIAW+J7vKcbF/hKc6ynEiY4czDWl42B9KuYa03G0JQvHWnKUDPU5YvlCbwUuMi70lGurdncUKAA/I3CWLHZjFg7XphPsKZipSMJkSTxGC7V47uD51yV4oSTCWfkHQryvNeHigJxgFxRH+KIzJwkzLTU4qGnBIcbhnjbM9bdhf28j9mhqsLuzGrvaqtFbVYCm3DTUZiWjOCUWSWFBCPX1gqeLI+xttXjeQTxvN7GEgbktAW0Hk/8Lnq3soyHzPFtIpW0rbcZZma6KgFa6RROoOyyitOOKLbjdUrpyR2OHFTFqHwljt1iYCJ7DEmERlwrL1HRYFGbCoiYLVk25sO5g9OTBZoggHi+CPZFsRzTbzJTCerYcNvsqoZqpgMWeUqh28vlxQnuwEDZtfF31PJ7jkmERmsgvkESYuMTAwJYotgrDNstQbDMLgYFZ2Ddw1uHZYB7PO+wYjtzmHg4jvwieZzRUCYmwzeS5FifDtDoeFk0psGojoDszYNGdCVV/Fiz6MmDWw326+N4dRHNrLMwbI2HBBry6LALe+ZEIzQlHfFYw4eGHylg3tIY7oC/YGmOMyVBbzEQ5YjbWGdPxLtjDGItxRX+YK9oDXVDt7YxcZydE8+fibWwLB30CeqM1DNcxNthix3p7bF9rA6MNDrwXOcN8LVG8yR22Wzzmwx12XKr1PXj/8YabmT+8VMHw5XUJsItAsFM0ot0TkOKTgnT/NGSH5KIwugxlCbWoSmlGXboGzbmDaC0cJ3r3oKtyFr21hzBEJI91nMPOvqcwOfQcZsZfxv5dP8H+na9hZuLXmB59HXuG/sTn38Jo17sYbHsPPU3vo7PufbQRxK2V/0Jn9SforWPjtOFz4ogN1LpPGWywEr9DDV+ir/5LdNV+xf0EzF+huZoYrr2CmrqrbHhcRXn9NWL5KvLrryC34TJymy8jp+VL5LZ9iQLNlyjtI6CHr6F24gqap66gc/9V9B+5yUbvLUycu4WpS3cw8+Rt7JdulkTxAeL4wJM3GNfn4waxfBszT9zB3sduY5IglgzSLsZOPpYYf/wOxhgjl25h6NFb6L/AhvG5G+g9ewtdJ++g/chtNB24i+rJeygcku6Xt5DYehMx9dcRVnUVQeVfI6D0S/gWfw6/gn8jhGgOYaMkrOALRBR+jriSz5Be/gXyK/6N/Lx/ojTrr6hJ/QUaEp9HU/QJwnkSTSFtaA5KQ0NAEKp8vFHu5Y4CN2ek2Nsjgn/XXsSqwxZHmK8nnlffh+dVdlgmc33LuOdlXC6VcbsO2LTeCYbyDxbplm/vhVDvQMSGBCIpKgjZxF5xVgSqCyNRX6LNFNczKvm4IDMIGUl+SCK4wgO8iGN3qC1dYKJvj238Hd26xhb6mwjobTZQmTjARe0OXw9vRAX7IysxDFX58Wjm/VBTn6ItGCbdtpsT0C94rovGWF0kdjIEz1PlQZgt8cdcqR+OFnvjZKkPzlX54VHC+FJTMC40BOJcvT9O1/vhhCwb/HGmwQ9n6n1xts4X52q5f403zlTztRVeOFruRYh7YCrbGeOp9uiNs0FbhBWq/S2Q52aGRFsTBJuYwEPfBE6bTGG/wYKhgv16FZw2WsF1szU8t9rCZ5s1AvWtELrDBuHGvP4makSbqxFvpUayvSMyXJ2R7+2CUoK0JpL3gmRfDOQFY2cZUVwXjJMd0TjdHYezBPT5PlnG4Ex3NM52RuEU8X+8OgDHS31xOJ/nm+mGvckO2BlPOBPLU4xZyTQLnBMccCjBkYB2xmySK6aTXbGX2J7K8MGe7ABMZEdhOJfXNzeV35VpGCxIxUhhCiYKkjGVn4jZ7HjMpEZiLNoHXVJ0zNsCWfabEGK6AXbbN2HrKrZDFz7E9qUWz0vY/lyyeCEWyNhnqXD9P+BZ6cL9TQGvb/G8dNlDWL/xWzxL5tnL202pti1dtwXP3r6eSsVtMwtTbNm2eb5Q2BplyioZ8yxw1o15lszzihVrsHzJKixZtBwLHpZ5nr+LBx78Dh4k+B9etgKrtpjCUB0At8gyROSNI73+HMr6fojGXb9H1/73iOVPMHbqS4ye+BpDx74iOAnmo9fQN3eF8LxCpF5F3/GrGCCiB09KIbBrROp1TF0gmi8JoC/z/vIVpp/4CrPPfI3pp77G5ONfY+Li1wT013wd722HPkfrzMeo2fUBanZ+iKrx91E+/C5KB99G+dDbqBx5B7Xj76Jh17tEPWPPWzy/P6J+4nXUjf8Kzbt/ho69P0X3vtfQe+AXRP/PMXDkFzzf14hkxomfEcw/xcSpV7n8Ibe9TFi/xHvg8+iZe4b3wyfQNnMJ7bOPoefQ03zuBe6rxfOeCz/E7GOvYv+lH2P6wsvE84sYJZ7797+I1p3PoqL3IrLqCOf8WQSn7oFH1CicQ4bgEEQwC5oDRr4JW8kySxDSdgz7gKH5fUbnkT1CLEuMKuHoS0wr0zDNj0+ex7Odr4aA1sAxsFuZy9k3Zvibqaoi03YiMn0CwQS0Z+QgXKTbtoxznoeudp5nCZmn+X/Hs0z7JI/vj2+nt5KQY/UqxxY8OwT2wSl0AK6EvEdcHwKSexCVpUFaURfyKjtQVks8N+rw3KnM+9zSLmDuQF1TJ+qaO/ichtt70N7Vg45uQrqrD43t/ahq6kNx1SAyigYRmzWAoIReeEbw8wQMKFA29xmHmTfDZxfMfadg4T8Lq8DDsA4+Aaug01AFn4N16KOwi3gSjtHEMpHsFvca4xdwT/gVPBJ/A/ek14nmN+CRQiin/41ofhdeOe/BJ+9Dtl3+xfhEgbInv5M8868yrinhXXgdPkU3GDfhS/T6Fd2Fn2STi+8p3a6lG3Zg+V0EVxDCFQR0OfFcfgNBZdcJ6OsIZYQR1aHF1xCcfwWBuV8hIOdLbWR9gcDMzxCY8Sn80//FeJ/xnrbbtjbzvEAZu7xq6SP/K56lYJhU3JbQJ6a2biBuVy9TunvL6yXbrMB5gaxr8SxdwnV4Xr2CQH/4u/8nnjfwRkWgmRC3Mu+zdNvevEpiJTauWAGZ71nwvI7vsZkYNyC2tdlnLZ5lnmcpGKbLPJts0fumyrZAW9l3Hs4S1vN4lorbEjIeWdCow7OEPFYATcDp0Kvmewme3c22KHDWhSdh6CrHE0Bv+7ZbtiBUh2dd9lme04FZQTmX/1PmWRc6QAuadXDWAVPJQM8fQ0IHaEuG9Zbl34xjdiKQdd22nXashnrrUgXPuoJhUmnbRcAp2WfJ6PJYlpsJ2Plxy7qQzL0p4WzO6y+INuXzxhuX8RozeC6SdbYx26T0BlDGovN6SIZaMs+OxtpCXv+NZ1nqumPrsu265wXHAmVd122BsSBZQtYF0LL9/i7b2oy0HhyM18HXxuCbrPP9aNatS7dtqbItxcJ0eA51NlK6bAueI5x3KFW1Bc+SVc4ItFG6ayd7Ec9SKIx4TvMxV/CcTzBnhtgik/gQPJfGuaEuTeZ1DlTmcpaxziOFUYRzAvbVpOIAsbqPOJ7h4+mCKMwS17N8fn9JDA4S0HOVSThSnYJTzdk4T+g+RjQ/MViJx++Lc32FbMwU4JQmF8dasxQ0H2/LwWnNPIw7JIoUQD/aV6nEhZ4yBdWStZZ9znKfM235SrdtyT7PVrKxUpaIiVI2EOcLhtUneqM0ygXpwXaIFUB7WCJXGlsJIejKS8VEdTEOd7XhWG8HTgxocGq4C3MDrZjprsNUVw32dFRjvKkCfdVF6CjLRVV2CtKiQhHq4wl3JzXsbGxhZm5JPFsSzypsN7PBdnNt9lkKhqlsXIllbbdta/tgWBGWlrYEoU3Uf+JZCoZZyZhiInQez0ZK5lme0+JZuk0bqrV4NvVNgEloEsxj0mCRnAargkxYVxLPdcRvcw6sO3NgM5APu/FSqPfOd9Mmnq32lcPqAPG8vxLme8ug2k04T3yLZxvi2aYgA6pEIjaMiJ3Hs2S8/294VsY+W0q37gilsJmJK8/Zm8sARng0LOLjYZORDFV+AizKYqCqTYB1Qwosm/gerVy2p8C8NRGmzTEwb4qGeQOvUU04zCtDYFkWCNvcQLimBSEgNRAxSb7IivNERZQzWkLs0RdohbEgK0zx93c2ygn7iOaZRFfsSXDBRJQrhkJc0B3oimYfF5S58XfB3hmRlk7wMVTDcasNbDfZMuyJYwfYbnaA83ZXuO5wgYuBAzxNXOFr7gk/C18EqAIQbB2GMLsoRDnGI8kjE5n+hfx9KkdxRD2q4tvQmN6Fttw+dBYMoqdsAoM1sxhrPoJd7Wewu/Mi9nQ/iT29z2Nq4CXsHfwhYfxTIvmXmNvzOxyZ+ROO738Tp+fexbkj7+PMkY9wcu5THDvwbxyc/gIzu77C7pHLGOtn41NzFZrWy2gndDvqrkHTcAPdjD5Csr/xGgYatNHffB19TXyu8To6Gq6jlc83Meq4b1XTLZQ330Rp000UNt9AHpfZLTeR2XYDWZ23kNl5A5ld15DTew0FQzdQOnYHVbtuoX7qOtr28ZiHb7Pheo+N3bvYeQGYegyYflziHqYfI5Iv3VZi+iJxffEOG8B3MfnoXUxcuMNG722MEN1D0vXy7B0Mnr2HgXNAP6P3DKA5dQ8dPHb78btoO3wHzQfvoGHmLqoI55JhIKfrHlJa7iKh7h6iKu8gpPg6ggqvIKjoCoKJ5lCuRxVeRkzhF4gv/gxJpZ8go/JjFNZ8gsqaj1Ba8FdU5/wKDRkvE13n0Ra3F61sTLWGVfF3KglNgSGo9fdDFcFR7MnfGQc1YlT2yjRnzludYUE86wueV6mhp2f7H3hWMs/LHLByhQM2rHUgctUw3+GkFAwL9PBFVJAf4sP9kR4XiPy0EFTw/lpTEEY8R6FRum4XR6E4OwQ5KUFIjvFHRKA3vF09+Ho3mPF3Un+dLQFtB/2NtjDYag0L/h472RLPbj7c1x9psSEoz4lDY1kyOutS0adU2k4mnLV4HqyNw2h1HCZq4rC7MgJTpUHYV+yLOcL5WIkXTpV54Vy1Ly4SyhcbA3CukVgmlBUsE87n+fgC42KDLy7UeeMC8Xyxhus1fgq6z1T541hZAPbne2JPpgtGkpzRG+OE1hAHVHjbItvRCglWVogws0bADhV89C3gr2+JIANzhO+wQJSxOaJNiWxTc6SZWyDTSoUsa2tk29gg184GBQ42KHG1RaWXHeoC1WgOU6M9mveBFGdM5HljmiA+UhOIs62RONcRhfOaaDxKOF8knCUudXFbczBOV/niVIkHjuc543A6oZzuhOksV8xkumM/42CGOw6lumIuxQUHCOe9cY7YGe2E0WhnDPM7cijRCwOJPuhNDEVXUhw0yYnoTEtAVyavc3YSxhiTWQmYzYjDbEoEdsX4oC/MCc3+lihw3oIIq41sk22BwZoVbB+y/bpQh+eHsHjxI1jIdqgAWVtt+//E84IFC5UxyLp5ngXPS4jndRvYdjTaDGvr/8SzhA7Pzq5OSsXtbdu3EtvrFTgLoHXVtrVZ5zVYsZKh4FmP57VCmZP6wQcfxAME+3cffgQPLF6OFZuMsd0mAE4h5QjJHEdy1TkUdf0INaNvoG3vPwnRzzB87DIhSigLlg9fZVxH98Er6D50FV1zV9Fz5DJ6+Xwv9xs4fhk7z1zBXuJ55tI1TD/6FQH9uVJ5e+apz5XY8/jn2PnoZxg9/ykGT33Ce9G/0L7/n2iZeQcte99G4+SbqNv5Z9RN/Am1Y39Ezdjv0bST57Pnj+icfgOde2V6qF+glWhu2fUjtE2+DI0UN5v5IXr3/Qg9+19B34FX0H/oFQwf/SHP/xWMHP8hRrgcPf4DLl8ikL+PwePPY+DYswT0U9AceJyIFjw/icGjzyl43n3mB5i68GPMXuJ9/rGfYebiq5g8zWMc/QF69j2PpvEnUKI5g6Ty/QhMG4d33KhSKMxRukoHE9CBWjw7BBLHDDVBbS+VruerXWsrX3N/7itdqyVD7DQfjv79UBOnMh2Ugtx5PCtjp+fxLF233UL74B87QjjvQlT6LuJyD+JzphCZuQv+8eNwD+f781iCZy2gtXDW4VkHZyV8COh5OCvjrudBrYWzIFwLaO3rvsWzg4x5DuB6EM87fAiukQPwiulGaKoGKYXdyC3XoLSuAzWEchPB3Kbh9yyjpUODprZObtOgUZZt7UqXbikopukloPv60azpQ3VzH0pqhpBdOozEvFFEpA7zMw/DKXwXgbwPVsEHlbAOOQybsFOwDT8P+8gn4RDzPOMlOMg45YSfwjX5l3BP/R2h/AbcEv4MzyQiOeXv8En7J3wzP4BfzkfwySaSsz6GV+7n8C74Cj78LvLhd5KErwC55C58iWP/EsHxPQTMR2DpPYJYG4Hl2giqkJAu2LcRWHaN264qEVR2GSHzEVr6NcKKviCcieScj4nlfyEg430ECpTT3oNX0jvKeXok/oXQf4PxBy2e9ZbJdFPazLOgefkiGbP8ALc/rIBX121bMs46PEvBMMk8b1q7QsGxZK+X8ib0n5nnBQqstXhepMXzI1o8S7ftHRtXKVg2mMezmf5a5fEmmW965TJs0VtFQK9Sss9rlK7b/4lnBWiEmmoHkUYs2ZnyZme0EebbiPD1KxQ8yzzPytRW27jv9vVKSOZZKRQmcz3LuGWiSzLPuoywLBVEK+vzcOZ7CZ5l6Spdt+ezzz4qA3ib68Ndsqs7eFzZj4BTprsSDBOVuumkdFjWAV33WMG27Mt1beZZW21bh2fj9YsYiwlXbUZWC2xtl24pGKZDue685T2tiF8BtGSgBc/uphsYG+FqtBZO21coGWgHgTRfJxlq7fjotbDbrv0ngpJ9JphN+LORituCZsGz2Sa+N9elmJjAeYcUCyPqDQXa8hn4ueXnovxsCGepZm4r04PJtVGqm2urZuvQLNgVBCt45nvqtstSbaQtBCbP6zLQugyzQFm3TfDspIxh36ysyzGdzDbCx3q7AmUnozUKlnXjn5XK25abEOhAKDubKNnnCDcLJQMd4vRtxjnMQV+ZyznJxwLp/lYKnJUgmCXSfS2QRVTnBlsjL4xojnBAVri9slTwLJnnzAC0E9C9eSHEcyR2l8djpjqZeBZAp+IgkTxDOO/ncwdLonG4Ih7HqpNwvD4VJ5vS2XjJIZ7z2WApJH6L8ehACR4fKscTwxU431+Ms31FONND/HbMV9HuyMO5HuniXa7gWAqDyfRV57vLCPAqPN7H1yndtolqDV/bUaCMeT4+321b8LynLAHjxXEKnjszg1AT646CUDXSg+wQ72OJJC8rFIZ5oCE5AoNFWdhbX4HjPZ042t2O433tCp4PD7ZhX28DDgw2Y5qI3qtpIH7qMFBXhrr8dKRFhyLY20OZ59nWygamZt/ieZupFbZyKd23pWCYpbULVHaeBLS/MuZZZRtKOEcQ0FFKt20J6batHe8cqe22baVdKmOfpeL2fXg2sud2YtbYOw5GQQkwDU+CWVwKzDKTYVZEnFakE6VZsG7Phm1fHmxHi2E7STRPlUI1zSXRbDNXDau5GkK6GjZ7ShU82w0UwLqFryOe7XhdbFMzYB2ZCpV023aLUzLeO3je24ljfctwGJiH8zMT+QxDU57vf+A5GsYuXPeMgIFfGPSDQmAYFQmzJMI4Mwrm+fz8Jfz8hIJ5ZQzMqhm1/ExVPFZFMIzLg2FKMJsW+cMs3xvmOV6wTvOGU7wvfON9EE04Z0a7oyKCDfJgO+LZWovnMDvsi3HE/nhXTBPPk4ku2EU8jwW7YDDADRpfdzR4EkPOHki19UC0yh1BJm7w3cHGpREblqa+CDTzQ7hVMKLUgYh28kaCewBSvSOQHRCPovAsVMSUojahDs1pHejKHcJA0SSGSqYxUTGHvQ2nsb/zURzsewJzg0/h6OjzOLHrFZze+3Ocm/0tzu17A2f2/RlnDryFUwffxQk29o4f+ACnDn+Ks0f/jXNHv8IFNhwfPXUNl07fxIVTt3D25G2cOnYHRw7exr69d7B74jbGh+9isPcONO230EbwttTdZtxCO0NTfxM93DbQcgcDbXfQ13oLvYyu1ptoJ5RbGE2MutY7KGsBihkFjJyWe8jkMr0NSGsHUjqApI57SOq8i9RuPjcA5I1w/4l7qNp9C43Tt9F+4B4brcTuMWDoFDB2Fth1Xhs7z93F+Jl7GD99j41IrjNGThHJJ2+h7xjP8ehNaA7fQOehG2g/dAsdRwjlI0Abo3kOaDwI1O2/h9rZu6jj566evIWKiTsKnPO6eY5N95BQexcxbGiEFdyBf+YV+GZcRmD2VYTlX0dU0TUkFH2FFMI5vfQjZFa8j7yqf6K0+l1UV72JmpLfoqngVbTnPg1NxhHiZxgdMY3oiMhHW3giAU3MBgWiltgo5+9NlpMj4qwdEGzqArftbsSzC7atcsA6qQq9yoZwtiWcnZRu2zLP84rljkohsXWr7dnesIXRVnvYmDnCU+2KQE83RAZ6Ii0uAEVZEajMC0dtYTiaymLQXBmHutIolOaGKpW4UwnsyGAf+Lp7wNmW72vohO0b7AloO2zfyNhsw20EvYJnX4T7+yMpMggFqZGoyo9BS2UCuhtSMNCozTwPNSdioDoBwxWJGOf9emdpNCaLgjFd6KeMV54rdMexIjecqvDE2VpfnGvwI5gl5tHcFIBHCWqJS9z+WJ0PHiWcL1X74SLhfL4qkPAmTCtCMMe/3+lsL+xM8sRwjAe6w91R7+eMYlc1suzVSLPhNTWzRTTvlwnmKqSqCGVrM+TYmhDJO1BiZ4RqB3PUOqtQ72qtRIO7DZq9GN4qtPpZQhOiQm+kCn0xFhhNtcZeQni20A1zpV44VRuEUw3BONMcgvMd4bgg0cr1pkCc4TmfqfTC2TIvnC/xxLkCd5ws8sXh8lAcLgvDkWKef34ADmZ542C6J2aT3IlfJwyGO6Ar1AEdYc5oDXdDQxgj1BeNYfx9CY9EY1QEWuIj0ZkYg4HkWIwmRWFnQhh2xwZgItIdA2EOaA80R7n7FsTa8rvfcBOM1rHduGwhVrP9unTBg1jMWCRDCf8DzzpAL1bwLBnphQsXzWenZZ7n72IB272LlzxICC+GwY6NUKmMoXa0gaeXttq2rwA6wBvefl5wdXeBlY1KGfcsU1VpK23/Z+ZZ12171aq1WLlsDZYuXomFjyzhOTyCh9lefoDn9t2FS7FsgxH0rQLgEFROAI4hrvwMctpeQdnA66jf+Q7aZz5G39zXGDhyFb3Ecs+ha+idu0E8XyWerxDPRPThrxU8dx/7Gv3HvsLYyS+w9/wV7HvsKqYvfYHJ8x9h8uIHmHrsX5h64kPsuvQBdvLx+PkPMXLmQ77mn+g69DY0B/+Ktpk30Lznd2ie+h1aGI07f426sZ+hedcv0L73F9BMM/b+FB17XmG8hI7J76Nj1/Po2vM99E6/qET39PcIaT7e/30MHHqJ8eK3cfhF9M99X+mePXD8OQyeeIaIfo7n8Awh/QyGT7yAidMvY9e5HzJ+hKnzP8HMpZ9j9rHXiOefYercTzB24gfo3vcc6scuobDzBGKK98ArsR+u0b1wCO1R5mt2DB3mkniWDPR8OMo46BDCNLCfeCZeA7hvUJ8ydlkwbO8nFaQZ/oSxElIQS4LwvQ/Ptj6dBHSn0nXbNaQHvtFDCE2SrPMuxGVNITF/GrG5UwhP3wu/uF1wIswFzmo/np+/FsFaABPofjwfXUiWm3DWhaBZum5L6DLP2my1wFuXyZbg+fl1K0XI1CEjcA4fhFt4FwISu5Bc0Iec8m6U1UvV7R60dHajvatbySy3abqVsc8C6sa2NuK5Fa2adsK5SzsXNAHdqOklugdQVjeC/MoJpBVPIi57N0JTJuEZdwiOMWcJ5AtQxzwKh9gniOTn4ZL0CuMncE76OVySfwP3tD/CI+NNovjv8M78B7wz3oN32kfwTf8Ufpmfwy/rC8L5K/jlXoZvPqHM8C0UKN+GP1HsVwr4lkFZKtlkGYvM9eByEMC6uIeQ8ruM29x+i2C+oURg2XXGVQSUfUVIf4mQyq8QXvU1omquIKb2KuJqriK28gtEFX+M0Jx/IiD1b/Al7H3i/8jP9wacY34Hh+hfwT7qNdhFvcr4Eb6jyzpLwa+lRO1S3kCUaace+s58JloALIXCpOL2/HzPjC2E6Vbieev6lco8zqsJcHmdjHleypuRdAP/5rWrlmDjqkVYt/wRrCCeVxHpm/SkQrMedsxnn42kSzCRpcXzYmzk6zavXEpA870I6Q1LCXjeHLfpLVaKf5kRz1YGBCpBZieQIgwdCSs1AWVNUMvzRjzP7euWwljmJdYnCrm/NRFnx+cdJevM1wronPh6B25TMs3zWNYiV2Aq2dvVDCmoRezxeene7G6qzT57q7YT0cQz8eYi2WcBtoSgcB7kKun+PJ8RFtgKTK3mx0YrWWfZh8g1J3Ylo2y8aQlMiV/TLRIr+Fi2yRhiATPxunkVoamnjc0yBpnntZ3ANCBCeX7WfD9rvt6GYb9tBZwN9Ij7dfDkNXKXLto71ijjn6Ubs6BZQrLP0sXblucj47YlVAwFyeuX8loug8l8tlmbiRY8S6VtGbvOnwnfS6psm/J6mW/nefEaqhg2RLQtr4dk+uUfCkphNAEyr6lMi6XLKguqdf8YEFxL2PGcdBhWfma8xjKPszuvucs8omWssyvDfT7cZLsg23QDPAhlZ6LZab5QmGSa/dmg8LaSom9blTHPAmh/ey4djRHgaMLHxLPTDoQQ0KGOBtrq2r5WSPW3RirhmOqrUgqGpfupkB1ENIfYIz+UEa5GQZQTconnfOK5Mt6DOPBXCm715IRgKD8MY0WR2FUSg8myWAI6Aftrk3CwJhH7y6Ixx0bfUTbSThLNZwmwC0TweYL4VHMmznH9QlcBzmrycbYrH5f6BdAVCqAfGyrDxQEiuqcQp/j8KU2BgucL/WXKukxrdbQpGyfbC3GBgL7Uy5Au33I8GTPN4x+uTcF+NgRnShMwKWPPSuIxwRjMj0Jrij+B5YxcgbOXBRL9bZER6oKCSC/UJIVhsDwXB7uacbSnXem2PdfdgqP9HZjra8OBvmYiuh37epq43op93D7WUof6ghwkR4TA19UZaiuptG0FE+mubUw8G6ugz+U2I121bXtCeX6eZ3tvqAhoS9tgYlq6bsfASp0Aa3UiHycS0PGQ6amMLGOVuZKl6rYyZZUFkawiXq1iCdNoGNgR0S6xMPKKh7Efg4A2ZmN/R0IcdmTGwaw4BZY1mVC1ZEPVJdM+5SnjmlW7GVOFsN1XBvuDFYwqOOxn7C6Bw2gh1H35sOHPzoavtS3KgFVaGqyiUqAKToK5B8/NgSC2iSLqiWILQtlE8BzGCCWeGTIOWhUKA+tg7LALxnaHAGx18cVWD29s8/WFQYg/jKICYZQQCOP0AJjmBBPGoTBhGBcGw4SNVcPCABjk+sIw1wdG2T4wzvSGcZonTFI8YJXgyS82L3jHeCKScM6MdEVFqCPaAu3RF2CL8QA2nEPtcCDaCfvjXJRu25MJxHOsE8aJ7KEwV3QHe6LZz5cN1yBkO4YgzTEayY4JiHNIQoJTOlLccpDhVYD8wHIURVahOL4aFamNaMjRoL1oCH1Vkxil6na3ncQ0kXyg71n+jryEI0M/xPGRn+LMzl/h4swfcOnQX/HY3F/xxNG38NTxd/DUqffwNBt4T5/5GE+f/RRPn/8cT577Eo+d/QqXznzNuILHz93EE+fucTu4fhePnrmN86dv4QzRefwEcJCYnNoLjE8AIwRkX989dHQQsYRyTc0d1FTfRkPNTbTWs1HacgMDHQR0+3XC+Qp6GJ1t19HWdgstBHVD211Ut99FMdfzW+8SzXeQxmUSAR3XCsQSzzGMqPmIIaQTCNZUAjqb7104cRdlk3zP6XtoOHAXLXP30ElA95wE+oloqYbdz3PuO84ginsJ7J5DIJTvoE3mZJ29ifqZG6jZewPVe26jaorHmgGqp8F1oHLyHip33kL52A2UjVxD5SjhPHQbJX03Udh1C7ltN5FeewWJpV8gNv8zhGd9hKAUNhqS3kVI6ruIyn4PCbnvIbP4beSW/hUFFX9CSdXrKK36JSoqf4ya8u+joewJtBafQmfBLLqyB9GVVg9NYgE0cSnQREahPSwIzcF+qCeeK3w9kePijCRbZ4SaucDdwBWqDc7Q1yOOCWS9lZJldsTK5c5YtdyF4QS9ZU5YvZzPr1Jj8xp7GG5ygJWhI5ytXODj5IJwgjw1JgilWVGoySe6SqLQVhmPtupENFXEoIJ/F3npgUiN90dUmC/8vbzhZOcBc0NXbNvogM3rHLBlPRG9yR5mRs5wtPGEl1Td9pWsdiCyEkJ5bOkOHo326nj01icQz4kYZgzVCJ4TMFoei/GSSOwsDMJkvi9m8r1wgHg+XOyG4+UeOFXtjTP1PjjTQEQ3EsZNBDTxLNnoC5J1rvfChTp3XKx1x4VqT8KZCK3y1mafK7RdwPfluGN3sgtGYlzRF+6CNn81aj1sUepsiyIHW+TYWCHb2hL59pYodlSh3MUc1W5mqHEzQbO7OTo8rNHpbQuNrx26JPzs0RPAJb/TugIs0Us8D4SrMBStwkSyHWYynbEv2wWH+L7Hin2UbtkneC5naoJwpi4Yp7g8URmA4xVS5CwYJ6ojcL4hFhebknCuWTvt4fHGbByrzcBceRL2FUZjb1Y4diUHYjDGGxpiuSnQBXX+zqj2d0KZryOKfDxR4BuEAv9QFAWGolwgTUR3xkagNyYEg1F+GInwwlCIA/qDrXjuxqhx3YgU6/XwZPvCnG3RzcvY5mTbcskCAfPDynjnRYuIY5n3WSkOxuWDAmjBs4Q286xMbSX7E9wLFhLeBLge26f6+htgaUk8O9jAw8MZPj7uyrhnf39v+EgBOg9XWNtaYYeRATZv2Yz1MlUV8byWeJZiYRJaQK+H3qp1Cp6XL16FRQuWKdlvyXw/QNQ/sGgZlq3fji0WXsRPPvyTBhFbchI5zT9AWd/rqJ34O9qmP0TPwX8Tzl+g68Dn0Oz/nMsv0DP3JXoOc9uRL6A5/Bk0c59Ac+QT9B79GKPHP8bkmc8w8+i/Mf3ox9hz/p/Yc+EdTD36d+x59G+E9JsMLi/8jUB9C+On/4qRE3/i/ea3StXrtqkfo5XRtvfHaJ58BQ3j30fLru+jbc+L6Nz7Ijr2fo9wfh4dU88S088Sys+hd/Z5JXpmCOnp55TQzEfn3meU0Mw8i84ZLmefQdf+Z9A799Q3YB45+T2Mn30Jey7+mOD/KZev8vx+jKmLP+HjnymAniKed597lfu/pByjfvwCCjVHEF08QTxr4BrTCacIDZzCexVAOoUPfQNoyTY7BhPPXKplDLIS0t25n3iWzK9khglo3y4ilkGMOhDKDtJNm+hVpqriuhTIsvLp4LKD2zVwIdZ9YoYRlDSOsLQJRGVNIjZvrxKRWTMITJyEayiPz+Op+XrJQsuYZ3siWO3Lc2A4ENMOxLks5bGdFCiTAmbeUjhM8KzLPss2XTZczrdbOW85Z1m3FUgHSNa9l+fVAf+EDiTk9yCrrBuldd2oa+1Dk9Itu4947ke7pg9tHb0EdDe/1zoZGuKZz/UOo61/FE09E6jrmkR1xz6UNM0ht+Y40ipOIb7wDMJzzsEn7Wni+BU4J7/K+AlcUl6DW9pv4ZH+BtzT/8z1v8At42148DvFK+cjxifwzvkUvrnEct5V+Odeh3/edfjmXWNcJ5pvKGj2I5r9Shnld+BfcVcblYwyPpbxyMUyNvkeQouhRFjRXYRxW2gR0Zx/BUEFXyO46GuESBR/hbCyTxFR+QFiqt9HfO17SG74ABltH/G78F/Ia/8QeW3/RHrd3xBT9DoC034KL+lWHvkSf4dehEP496EOeQ52IU/BLvgxWAdfFDwv4JeUtqu2ZJ6ly8vCB7+LBQ98F0sfkUy0FBFbrHTP3rxuBbYSt/rzGWMjws1oy1ps27CSMF6svPbh735HgbgesbuW29avXIzNeoLgJVhPPC9/+DtYRZRvXL0U29bJHMwreazVMN4i8zSvUbpZb1vN16x4RImtqxbyC3YxthHU+pKtXr0EJuslMyvZWslISuZxCxwYSvddAtFeum9Lxef1S7Bj3WKYCFq3artG2xJijiYb4EpkuZhLl95NkPmaZdopR8JaQfI2LZClG7N0a9ZlZiVkXXlMfLoSaG4yl7DFFriZbYIrjyvdugXYEnIswbQsVcSmGc9FwnLjMlgJcOeRKpC23LqcwOfn2racCCVWtyyF4VaClNA047Gkirgxr43h2mUwWrOUx1kO8/V6RPk6WOlvIkyJRqOtfD9ilPuriVBH4t+ZeHbZvhJuAmh+dg+C1IOfTYqFyVhgN93cx1Jgy4RA3c7rROBbE+o2vIYCfMk6G/JaGm5Yyp8V33/TUpgQ9sYMw83yT5BF3M7rzHOX7vO6sNyxmo0dXk/+TOTnIhl+ga0D31/Gj8s/KXRZZSXbLICWfyLwvC2JcFuej/wzRAq82RjI+ObN8LLaAT9bE3hZG8CDkPay3sHrTzTz+is/A76Ps6Cb4aLiz0UqbfPzeRHMwQ6mCHE0RYCdIYLVhLK9MTFtCG9bA3gS1l72O+BPPAc67ECwoyGi3S2Q4KMiGi2R5Cdjfe2Q4meljP1N8DJDBrFRGO6I4igXFEczYpxREO6A8mhXtBDOvblhGC2OUbLNE0VRRHMM9kiWojwaM3WJONCYjINskB2qjsVcZQyOsIF2qimVaM4mbonnzhycYGPkQlchLkqV7bZcpbu1FA17rL8cz45U4YmBMjw+IHM6lxHMRDRhfWGwAmf6SnCCQD7SmqUUEDvWmoMzmkLiuRRPEs+PE9oX2nNwuikdR4jnA1VJmC1PxK5Cnm9pIs85BcMFcWhPCUZNlAeKwlyQEqBGWrgrsgjnnChvVGdEYaCmEHs19TjQ08xowcGeNhzqbcecRDdBrUQbjgx04fBQLybam1GTk40oNlAdre3YkDWHEcPQ0AI7dhDQRpYwlCCmTSysCWc1LOxdYakmnu28iGc/WDmEwNohkmiO5jKekURIJxPVyTC3SiC4iWGGoWU8dphLJGA7Aa1PQOtbxWCrbSwMHAlqN4JWAO3NfXyjYBDF7Wl8bX4qzCoyYFafBXOZ87k3G5ajeVDtzIPN7nzY7ymAw5Q2nCYL4EJYOw9xvScf6tZs2FZnwDI3CWZJ8TCNiIN5EMMzDqYOhLxVJIzMImBkTDgbE7smgdhhGoAdZkSvhT+2W/ryHL2gb+eJrWo3bFA7YbOrM3awcWkcRAwHe2NHpCcMErxhlOYHk6xAJYyy/GCcQ1zn+MIok3BO5/OphHOyD0wSfWGawOvG1zgQ0F6xbgiLdEFqmDPKgh3QGkA8+xHP/naYCnLAvghnzES5Ym+sB/bwNbsSPTGa4IHBOF90RYWgJTQW1YEZKPUvQoFfNfL8m5EfpOHfwgDK48bRmDGNzuIj6Ko+i67GJzDY/gIm+l7B1MhPsH/XLzC39zc4OvN7HN/3Z5w88BbOzv0DF4/+C5dOfIrHT/wbT57+Es+cu4Znzl/Bsxeu4vmLV/D8pSt44bGv8cLjEl/hhScu4/knr+A5Lp997Aqeuvg1nrpwA888CjzNePzCbVzgMU6fvorjBPQcITq1j3CeBAZHCdJBoKvnHiF8HbWNN1Beew9l1QRo7Q20Nl1Dd/tV9Hd8gd62T9Hd/BE0zZ+is/UrtLffREv7PdS33kNF6x0U8XFW6zWkNl8jnG8jhoAOI55liqfgNiCQ60HNQAhRHUFEx3UBSX1A+ug9ZI7fRh6BWzRF2O67jTrCuPEIY+42Gg8y9t9F836gmefdSPTX8dyrd91GxfgNFI9eR97QNWQNXkfmwC1kDt5CzvBd5A/dQcHATRT1XUVRz5co7PwUxe2forTza5R1XEFxy5coaPwMBQ0fI6vyH0jK+yMSs19n/Abx6a8hOuVVRCf9ELEpP0JK5ivIzfseSoqfR2X586iufBJV5WdRXXoYtSV7UVc0iKaCDrTl16Ejuxgd6enoSIknoKPQFR2ArnAftIV4oSHAE+Xebsh1kYrbrggycYSHgTNsNrnAYI0TNqxwxuoVrtBb4c62hgtWE816SxyxmrFumQs2rXKD/moXfgc5w3K7C5xVHvBz8kCEjxeSIgKQk8R7VB6xTsx21aWisy4JrbyX1pREoCArAGmJ/oiPDkKQvz+c1N4wN/aA/hY3bFrvgjWrbLBpnR1MDV1ga+kOV3sPBHv5Ij5M8ByCsmziuTgazeVR0FRHo68hDgP1sRipJZr5eKwiAuOlIdhVEog9xf6YLvLGXIUvjkt35hpfnFYyzwJnH5xtJIqb/LgegLPcdqbeE6frXbl0wdk6F5zn8nydM5HqgtPV3F5BgJe54kihM/ZmOGA8UY2hKFv0hhHDAVZK5rjW1RxVTmaocrZAjYsFat0s0eihUp5r87VCp48tun3U6PElmP3U6PV3QA+jl3/rvfy7F0T38HusJ9Aa/aF2GIlyxEScM6aSXLAv1QUH09xwJMsLR/N8cKzAH8eKgnCsNIxgjsPJhjQcbcjCXHM+TnRX4dRAI84OtuP8YDdO93TgZGczjrbUYra6BLuLsjGQnoj26BA0hPiiwtcdRZ6OyHe3R46rPVLd3BHnHsgIRpJXMLL9ee1Dw9AYGY7OqCD0RvqiP9wNvTzPHj8TdHnpo8F+NXIsViGE7QzbtYuwedF3sEKptL0IDz6yCA8tWIzFS5YqOF7w4EN4+IGH8dADMvZ5Hs/E9CMPEc0PP6LEwgUSDyvFxvRWLce2rZtgpTKFs5M9PNyd4a1knz0QwPtwQIAvvLw8YGdnw+8uA2zZsgUbNmzAmjVrsHYt8byWkGasIZ5X663HqpVrsWLJKqxYtJLt5GU8F6L5u4/gAZ7PgwuXYMmaTdhorIaVRyJ8Y9sRV3gEBc0vo7L/92je/Q40+z5E36FP0H3wI3Tsex9ts++iY/8/0Ucg9zO6j32AtkPvoGX/W1z+HT1H3sXw0Xcwfvxt7D79Dvae/wdmL/0d+x5/m/EmZi6+gdlH/0BY/w7TF36LqbO/JrR/iZ2nXsPg4R+jZ//LaN/7Alr3PEtAP6NE29TTaJx4DE27ZAqtJ/k8Y/oJxpM8v6cxSswOHX0BvQeJ4lkCmaBu5+tadj/J1z2OutGLSjTtkmNcQsvk43zdU+iV8c2E89ipFzF68vuE/CuYeZxQZkw9+qoS048Rz4//FHu5lOdHT76IvrnnCHsed+wsirsPI7l6F4Kzu+Gb2gW/1D74Jg/AO2EInnGjcI8eh2PoCGRKKum6ba9MQzUEp0ApKjYGx4BRLrmP/wjhOqiEvUCVoTxWxkkPwIowVRGoKp8uRicfdzDalS7SvgnjCEzeiZC0XQjN2InwzF2IytmD8Iw9CEjcCY8I6RYuXawFu0SuVxfsvYlnH0Jagsd2IIYdeXwHYtiW26yl4vZ8KEXNJCs9n7GWqaGU4LnY60IBdBdhzaVfO5yDW+Eb04rIjA4kF3YiT+Zwru9BbWs/mjuG0do5gvbOUXRoJgjmCTR0jqO+fZzL3Wjs2oem3iNo7DuLmt7HUN71HL/vXkJWI78bqn+C+LKfIqb4F4Tv68Tx3+CR+Q48siT+wXgP7lkfEMwfwTPnY3jkyljlz+Gd/5VS2Muv6AqBfAPeBbfgU3gHvoSvPyEcUHoXAeVclguSbxHON+BXcV0bVUR21TUElN1AcOEthBTcRkj+bYQyQvIYOTcRRoiHZF+Gb8rH8E/7EGHZHyMy7xPEFn+K5Kr3kdnwN+S1/InxOoo7fofKvt+juu/XjF+gtv+X/J78KTLqXuJrnoRP4gW4Rp3m780p/syO8boego33fsYMrLz34DtSNVu6VEuGWG+ZFA7jzeNh3XzNUjVbO+WUVOXeuGYFNq9fgW0MwbMx8WxMPBsQvxsJZMlUL3rouwqi9ZYuxAZid9OqJdgqUJaprZY/rHTZXrX4QcJ6oTK2ecdGPRhuWs3Q4lky0DIn8zaiWcJgjTbTvINgNFxDrK2V8b+SoVxLdMk4WsJJZQCpmq3rtisYk26/ZkSeoXR5lnHHShdnQpXb5XkpEiYZS0G0q2SNTTYp8FVvJ5C3SWZWi2cdmmVdQjK0MpZYV5BLN15Y4CaIduVxHefBfH/YSAEtwvP++AbQkm2VjPTmZTAnSM02ClQZG5fyGst81fPFunidzHm9zNfzsR6v3fIlMF0vGXjp2rwVTqbbeI6b4czP4bpjLVx4ni5EuRvP1WO7Hjx2rIEnP4sgWuZ7diWepQuzdGX2IS49zQlovs5BrhHhLOesjNuWc+D5GXFpzKXA2ZTHNd3Cdck4y3nzPSwIb0u+j0rQzPeSsDbiz8lsI9T34VmWusy8LvMsPxPJNFvzNQJnK15bKQJnz5+p2niLNnNttBEu5tvgzp+323yW2ctyO9yVnyE/C38GnvwZyD8CXMz4WikSJmOe5Z8D/IxBBHOEq6UCaH9bQpnhSzh72ejD3XobXK23wtNmG1G9Q4kINkxiCedYTwsF0Ml+NkjysUQi8ZzobamMgdbhuSzGTZmaqiTSCdWxnujICFK6Pe+uSMRsbSobEFwypqviMMOGx1xzKg63pWGuKQlH6uJxrDYeJxqScLY1Axc7c3FBk4tzhNsp4leH53OdhUqxMJm26jHGM0OVeLy3BBd7inChtwhnu/NxhssLg+W4MFKB01w/QiAfIsAlA32G8H6Ur3+iuwCPEeYXeOxTbAAdrklSuo/L3NJ7y5IwXhSHkYIYDOfHoT8nFq3JQSgj2PKiPFEQH4DC+EAUJQShPleqzpZgpqsR+3uJ594WAlqHZy4VOHfg6IAGJ0b7MDfUx/3rkJ+QAH8Xd9iYE8cmKpgyjI2tvgkTeWxmBTNLWwXPKja4rYhnlVI0zB82jiF8HMrHEVARpCr7BFjaJ8HcOpFwJlgZJpYJMLIgiiUUPMdD3zIOWy2jsdU6Gvr20TB0joOxexxMPAhp7xgYhEZjezzXMwjfonSYVWfCvDkbFl3ZUA3kwGokBzZjObCfyIHDRC4cxrPhOJIN1+E8uPblwbGDzzWkw7qciM/iecRHwyQsCmYB0TB3j4GpjLW2DIeRaRhMjEJhaBwIA2Nfhg+2m3hhm4k7tpi6YqMpwWzlgq12zthor8ZmZ0fs8HSDsb8XTAIJ4ghGPFGcTDwT0MapftiR6gWDVA/sSPeEYbqXAmcJkxR/mCYHwDwpENbcX53kDY94d4TwdzYlzAklIY5oCXJkY9oRI/7O2B3kgakwX0xFBmEqNoKN6ATsSkrFcDwbvwkl6IuvRVe8Bu1skLTETaM+jpBKOIXG9EfRlvcMesq+j9GGH2Oq6zVMD/0OszvfwOHpN3Hi4DvKGOQLp/6Fx899iifPf44nzn2OJy98RexeZlwnfG8ybivx9EXGpTt45rHbeO7JW3j+6Vt44embeOGpG3j+iWva5VPcxueeffwmX38DT/I1TxLOTzAuXryL0+dv4Oipq9h3/Ab2zt3F2AwwsAvQDAHtBGxL123UtlxGef1llFTfRGnlVVTXfInmxn+jq/UTwvl99La/i/72f6Cn7QN0tX+GTgK0rY2wbSaem+6ioPUWMppvIKXhJuIa7yCyiVBuAPzqAe9aibvwqWFDoPY2ghvu8vm7iJUMteYu0rrvIquXgCZ4i8fuoGL3bVRN3kT17uuonmCM3UDN6G1Uj9xD1eAdlPcS653cv+0mMpuvI7nhKuJrLyNGou4yYhu+RnzDF0ip/wwZ9R8hp+ED5Db8EwX176Cg7m8oqn8T+VV/Qm7575BX8VtkF7+GlJyXkJTxHJLTn0ZCymOITTiH6NhTiI09jaSk48hM24+C3FmUFuxHedFelBeMoiK/F1X5bQRrDRpyS9CSlY32zFR0pMWiIzkCGqKzWwo7RXigLdQdTUFuqPJ1Qb6bM1IdXBBqLtNVOcJmswMMVttj/Qo12x7OWLXMDSuWOmEF8SwZaAH1ulXu2Ljak20FdxgQu+YGrnBQucOLeA7x9UJ8hD8y+X6VBbxPVSajvToVLdUJaJDMc3EY8jL9kM6/gcTYIIQGBsDNyRsqczfs2OaKrRudsG6FJbasVsFcXw21mTM87d0Q7uWDpLAAFCSHoiY3Ci0lsWgvj0ZPTQz6G+IxUMt7Y1UEJqrCsLsqFHuqQzFTE4oDNcE4XB2I4zWBOFXnr3TTvkAsP9rij0ttXDIucl2yz+caBdReDA8+lnDnvm44W++MU9XOOFnFqHTFMeJ5rsgFs7nOmMxwwmiCPfojrdAdbEkcWxDKZmhwN0OTh4USzZ6WaOV3Uyu/p+R5Db+zdGjuC9RGr7LktiDiOdAeXQE2CsY7iejuYKI6zA7DEWqMRdtjItYJk/FSCMwT+zL9sT8nGAeLonC0JgMn20pxsqsGx/tacXKkl/f4fpyamMCF3Xtxemw3TgyOYq6rH9ONLRirrEJ3bh7q4xNQGhqCLG9PJLs6ItHZHnFOdghzdIWfE1Hq7IswFz/Ee/oR0AEoCw5AfYgPWkM80BnkgE5fS2i8jdHpvg1NdquRZ74C4YYr4bBuEfSXPAi9RY9g8aKleFCCKH1kwSLCeAEWPvwQFj4oWObjB7l9Hs8LHv4Wz8p+xLNMc7Vq5Qps3bIRlhbGcHK0+wbPfr7/iWe12o7fWYbf4HndunVYv1471/P9eNYjnlcKnhevxLJHlmPBA4uJ5wVaPBP5S1evx0Yja6jcouEV3YCY/H3IbXwWlb2/RMuuv6Bz9h3imfejA++h68A76OL9tPsw70tH/6F0t+499i40R95G55G/oevo2+g79hYG5v6IkSN/xPiJP2L3mT9j+tG/YP8Tf8XBJ/+M/Y+9jn2XfoO9F36BqTM/xa4TP8LYkZcxOPci+g+9RPy+oMC3fe9TfG9tllgz+zQx/RgR/bgC5g7CuWP2CXTtf5oAfhYjJ15UinxJV+yeg88p2WWBc8P4JdQMX0R53xmU9Z5E5cBpVA+fQcPEBXTMPEEEP4sxYnjizMsYP/2SguPJCz/6j5BMtCBa1gXZMh66a/9TaJ68yHvkKZT2HkZW8xTiK8YQWzqGuLLdhN0kIvL2IDhzCn7JuwkhojloEE5BAmTpDi3jm7VFwmRdwn6+y/S3WV8BtKB1UJlnWUW0WhG8Vj69xHQvbP17YBfYA7fIYfjETyAgmYBP300870ZYxi5EZgmeJxGYNAFP7uMc3AeHABmf3E8gE+aCc134cjuPK3B2IKRtuW7F95Ppqb4Jecywkefn97EViCsZ5y5u7+Lzvdy3n+s9UAd2wj2yE8HJPYjJ6UVG2SC/B8ZR1TqJRs0MWjT70MZo0RxAk+YY6jpPoab9NGo6L6C260nU9XwPtb0/RgW/z4s6fovclj/yu+WvSKp6C7Flf0dk8T+I5/cI5H/Bi0D2zvuY8RlRLGOVvyCQvyKMiVli2a/4GvxLbsK/9CYBfEuBsgJmXUGvMminh6rgukT5HQRU3IF/+W3GPKQZATK9FKEckn0LQVnXEZR5DYHplxGQ/gUC0j7hz/o9wvdvCEz9K8Iy/8rfgb8ivvhNZNb9BaWaP6Cq/7eo6f8VGoZ+jhYZijD6ChqHXkT94PeJ6O+huP05pFRe4jGPwSlylj/nSVi4jsPceQRmLkMwd+2HpXs/viNjlzetXUZAy5RTi7FiySNYIjeaBx5QQubMk27dUjVbss+b1i1X8CzTShlwKUW/tjM2E8LSTXvRfJdvgfgm7i9A3rZWincR3ysXYA2Pv2Ihj7noQWwkrAXOAnBBtOBZxjILlrcT9RJKF23C0ZTvYbxuhYJnYyXzvIaoIvaIJ8GzTDslcNZhTEK6+5oQ0EYbZLywttCWjKuVjKcgTgDmbkmMmUvmcgvhuRFOhKdMPeXI1+rgrAOyrqiW4Nlm6woF0EpBLj4vePZSbVOyoAJxXcZZl4WWECxLBlrgbLGB58KlPFayz1yq5lFttn4xjOSfBuuXwISPjTdI12kZO63HY6yF9cZ1sFzLa7KSoF27UsnaW27fAFtDvi+R6USUuhqugev2lUrm2X3bKnhuX004S6xl8PPI2GfiUjLn3oSjn812eKt4HYhYFwE08Srdvy3kXAlm6VItVbUF0WYCfIJZ6VrO62tGRAt6ZZ5qyRzLUnnMsGHY87rJ2GTpHi//tJBrL3hWAM33k5+VUvCLYctracX3VgnC+RnsuL+z2XYl6yx4ln+WuKoIZv7cZMowb/7s5Zp7WgqkuSSe3c0luy3nswoOUiCMePbgc37EcpizOcJdLJTss4S/vRH81UbwURsq2WdPQtrPdjthrc99TRHnrWJYIoHLZF9rotlCAbR05c4kngvCHFBKOFfEexLQriiOcEJVrDva0wIwkBumTEc1K5ndulQcrOeyPgmHCedTmmyc1GRxPVnB8/H6RJzm9otE7aUuIrcr7xs8n9cUKHh+lGB+YqgKTwxX41Kftvv1Bemmzf3PEcRSOOxEZx4BTWCPVOJMfwmOCZ4b05S5oI/UpxHoaTjdkoYzTSk4WZ+MY3V8fz43V8PzY0wTfiP50ejLCsNAdjTxHIO2lBBURHujNN4PpSmhKEsJQ0VaBFqLUjDWVKbM6XyQDagDvQziWbLPgue5ng5GJ44O9eD4+AD2DXShs6IMyaHh8LBn41kyy6ZEMsPU1IZotmbI+GcuCWtTCxul2raVnQvDA5ZqL1gRz7YOIQRzECztwojmaC5jYWGbADNrYljGNxPJEsYWsTA0l4gjouNgYBkLfVUM9G0IZbsYGDnHwIR4VrLCPjEwDIrGjkhuIxjNslJgXpwKi5p0WPJ6qTrSoeomjHvTYNufBrv+dNj0psKuJxUOmjQ4tHKdP1+rikRY5sfBLDUKxjGEcmAwjLyCYewUAkPrIBhIhtnIHwYGflz6EM4e2G7kDn0jV2wxcsYmY0dsMLbHJksHbLZ2xEYbNTapHaDv4gJDNtaM/QjjYEYkYRznA6MEbxgkeEE/0QP6Sa7QT3HTIpqYNkzzhUl6AIEdCLO0IFhnBMEx3R/uSV4IinVFYqQjisId0RTmwkazG4b+H8L+Os6V7Dr4vW3PzGFmbCY1M3erWw1qZmZmZmamw8zMfOacAQ+Z43jsJI7tOHEcNDMMw+9du/r0ZPLc5973j/XZpVKpJJWkqv3V2hARzILRyP7YFPYn5nE4rZJjOW0cyptgnyBqTi4m07nXmch9yGjOqwzlfpW+/L+hr/h7DFf/kOm2n3Cg/z84PvkLzu37FZeO/JJrp37GnQu/4tG13/HijT/y5PYfefneX3nl4Tu8fP+vgt/3JD4QEH/ES/c/5sm9j3kk8fD+Rzx6+DGPHwmmH8v6Fz/mpacf81TKFx98wBO578nDT3nxPrL9pzy4/Sl3bn7K9RufCpo/5fLNjzl7/V2OXPoz86f/wuTx9xk7/Ak9s5/QOvohTYMfUN/7FypVFrbx15RX/5bqml/TUP8zOlulItr1E8HzDwXO32dy4EeM9/2LQFoqrgLovq6/0tH+PvVtH1LS9hE5LR+R1vghiY2fENOweOEPqf2UYKkcBFd/jL5aLv7q3/K694lr+IDkhg/JbPqU3OZPKez4mNIewbOguGZIXtPwezSNvkvD0F9oGPgrjf2y3Pcudd3vUN3yLmX171Mk+8qWykhq8R+IL/yt9u96VNHPiMj/KcbCfyau6Eckl/wD6aXfI7vyu+RXfZOiqi9TWv2UwrKH5BTdJq/oFrkF18jIPk9axmnS0o+TnHKI+Ph5YqKnJWZIiB8jPaVb8NlOcV43ZQUdlOc3U5lXS01eBfW5RTTn5tCRnU5vdgr9mfEMpMcwlBrBSEowI4n+DMT50SPfr9YIOTcG+5Lv60Ockwchth64mbhjsdVV8OzCpnXuAmcvVguiV633YY2armpTABs3B7Blsz9bN3uxd5cvtpZ+uDsHEOgbSERoEEmC5+z0KMoL42koT6K5KoWmmkSaahNoqI6jsiSSnExBdkIwUWGBBHj54GLrjtUeF0y3OWG2yVautzo8zF3kOuJBpKcPySEB5EYHU5tlpKssnsFaQXNjMlNynp7rzGCuPZV9LXEcaonmWFscpzvjudAVz+XOmMXpp1ojubEE5+5Q7vUauN/3LHrCuNcVzt1Og9wfwq3OYImgZ6Ey03quNAVxsT6Q87VBnKkK0pqBHy72ZUHwPCl4HhY89wmeuw0C5mB72hSgJToCdYJnHV2yrluv06InxFHA6SqIdmcgbDH6n0WPwZmuUEfa5ZrWppd9SHQYZL+C6H6jC4NRHgxFewnW/ZhK0TMv55ADRfEcLE/jeEMxZ/uauTjWy6XpSS7vW+DigoD5wEmuHbnE+f1nOT1znMMj+5jtGmG4sZPOinrqcksoSEglKTSMKD8/Iry9CPPxJFDw7O0RgJ9nICHeQUT7B8t1NoTi8BBq5bzUGulPV7jH4vsJtmUgwIwOj+2U6jYSa7EeL9V9TI3Rs2I5q1as4QXBs8o8Py8oVk2yV0qsUjheprLOi3hWWP4fOD+LZVL3FUCvX7eW3bu2o7OzwtPDBX+BvoZnNdp2uF4iBL0+CE9Pd+zsbDAx2avheTF2Suz6DNBLeN64ZpPUpTexbsUGVjy/mucEzl8S0Kt+z6s2bmKruS22PlH4xdUQVzhPftMtagbepG32bXoO/iNDx/+ZYYmhEz8WrP6E0fM/EUD/MyPn5Fx14V8YOv9jBs/9iCGJYUHz2Jm/Ewy/zeS5v2X64t8yf/U7HLj5Nodvf4eDN/6Ggze/yf7rX2ff1a8yf/EtZs69weSZ1xg99arg+RX6DguAjzxh8LhA9VmobLOaSkpljFUMnXxR8PsSkxde+Qy/CtET5+T6cOIpnfsfCJxvCpqvUNJzlsLOExT3nKJ84IwA+qpg/K6GYG1k7WuvaY9fuP6GFmp/nwe0CrV++tIrAvQXBfUPaN93k8bpy9RNXKB88KTs+xglvaco6zunzZWd13KOjLozAqhjhApgfbXsr8oqq37DY4LnKYHsJC7BAs4g1fR5sVm0m2oaLfer0NapzLMg2llClWpOaLcw2Y822NiEfGbT6AXPYRn7MeYcIDpnv4bmJTyHp88TGDel9av2DF/s86xG8fZQYFdA/ywWm3K7ayge1pC8GGp5GGcJR7lPIX4xZFlQraaKUuGglkPmcBbwuYQv4B41j3/SPJHyehKKD5BZfYSi5tNUd10SHN+gbfAObQMC5b7bcp15ibret6jp/io1vd+ktv9tagf/UeLHVPT8G0Wd/0V+2y/JavotaXV/ILHqz8QJjCNK/0CwBubfElL++0UwV/5ZoPxXQbHqa/wBEdUC3ZqPBMSfPItPZf3/DPKlDfSl+jA/68ccoQYCq/gYg0RI2YeElnyAvvg9goveJSTvHcKz/kpY5p8FyfK8Kb8kOPm/CEz+icQ/SnyX4NRvEp79DaLyvkpM0VukVn9NvnvfoGH8W3TOfZue/d+i/+DXGT78VYYOvUbv/FPapx7SOvlIrsEPKWy7RWzJGfwSF7Q5we38RrDxGZIYwNZvAPvAAb6g+jErPO9YwvOqZax87kss+8IXtFj1/Je0deq+xabbi3hW8zOrwbjMtm/Q8Lx32wa2rFvJKsH2iucUnldq60zU/RIK2nsEw9tlGwXntcu+wLZ1KzQ825ps10rV51knoeZk1rLNCso7BHCCap1CtuDZYstqLex2bdSa82rzNGtZ572foVlBbClUE2AbQbPqS7w0QrXqc6uaDqusswJ0oL1Cr4kGaF8FaIv/yTirfsBLeF7KRKt1Cs2fz0Cr+4MEaMGqT65gXEFcDR6msreuJps0SKtyCdAKz0uAVutc5D27yDFylvfooLLrm1dj/ax5tq2EtXxGtlvXYydhv2WTxEZ0m+TYymdisn2tNuCazkTAK0h3Vxln8034Cx79BdBBUgZbbkIvrz1YhcDZVyDtKev8bLfJa96NwcmUUAGo6hPtL+/XW+F3lzyXep0K9HLcrHeuxmqHvC4p1Z8SqlSxhGeFXpU1XoLzZ4CW/anPxVuOicKzCnX8P49nLeQYusnzL+1HZ7YRJ9nG1XK31l/dSY6nq6UaXVs+J8Gzv+prriHaRBsczOBirv2B4WuzHTcLOdby3t2tt+Jjvwt/3W7tvkgPa6K97YgQNIer8LTG6GtHpJ+OMG9bDKrZtofKPJsT52enTc2UKlBWeE4LFkQH6wTOjuSEu1AQ6Uqp4Lk2JZCmzBDqBM018T6CZz86M0IEF+HMSOXrcH0qxxszOC24OtuRzeXeAm4Ml3B1sIjzXVlc6sjkqqy/3p3LHQHwnYESbgmir/Xka3i+0V8qgC5fbK49XsedsVoBc4WWkVahUH13vIZrQ+VcUAOHCaCvCqCvCKjV6Nvn2vM0PJ+S13BKXsvZxhTOS5xtVMtqPulMLU5IqP7OM2VJguc4ef0x9GQaaUsNpzE5lLqMCOrz4mjKT6StOJWRukL29zRwTPVpVllniRND3Rqez472cm5skPPjQ1yam+DC3CSHBNOtpcUkGAx4O7vhonNCZ7OYaVZwtrJ2xEotC6atJaxsZdlBAdoLexc/HF0DcHQLwckjQsCs8Bytjbrt6Jb4bMCwpMV5nR2TsVNzO+sSsX4WVhKWss5C7rdQg4a5SHjES2VlMSusC0rEziARlYwuUUCdkYouT8oyKWvS0DVJtKnpodIE06k4dkt0peDUIWWL4L0uAV2F7K84Fru8WKzTorCJi8QyLAzLQAkvA5ZOoYJnwa6VhEUw5pYBmFn6aGEqcFZhYuPNHjuBs86DnfaCaEcPdrt4ssfDG1MfPywCAzHXB2Ae4Y9ljCzHy7IgxUy+g+aZQQLnIMxygrHIE1gXGLApNGJbFI1dYTTORTF4F0YRKICOyAgkNc2P0mR/mhMC6I8NZTwmltm4HPYn1HAgpYcjWTOcKDzJsZIXOVT8NvuKv89M8Q+ZKJTKWuF/MFD4M/pLfsFwze8Zb/0zc/3vcGjsHU7MvcfZg+9x5eRfBc5/4tHVv/L09ge8fOcDnt5TmeP3eXL/PUHvOzy+9x6P738oIWi++xEP7nzMvbsfc1tu3374CXcffcz9x4LjJ5/w6Ck8FEjfffAh9wXODx7AfcHz3bsSt+D69U85d+Ujzlz5gJNX3uXolT+zcOH3jJ34Az0Hfk/r1B+pHvo9JV2/prD1l4LX/ySz9l/ILPsRBcX/REXZD6mv+T7tTd+hr+MbjHS/JWh+U/D8VSb6/oaxnu8z3P1TBjp+QXfL72ho+guFdR+QWfMhKZUfkFDxEbEVnxBZLpWBssXSKBf/6PIPiK94n6Sq9+Qi/g6ZVe9TUPkpJVJJKK/7lOrGj6htfp86bcqrP0n8jvrGX1FX9wuJX1JX80uqy39OhQC5NPcXFGb9gsy0/yAp6V+ITvgh4Ql/T1jidwhJ/BqhiW8QlvwSUWkPSci4S0rObTLzr1BYdJLSkiMUFOwjM3OKjPRx0tJGSE4ckOiT6CEhroOYyEYiDLVaRIWXkRCbTUZyOnkZufK8uRRnZVOamU5FZgo1mUk0ZiTQnhlHT0YM/SrjnGpkRM4X42lBjKf6MpzoQ7+cEzujfakL86U4yI9EN3fCHNzxNHfDcocTOzY4sXmdC2vXubF6gy8rN/oLJgJYLeWajb6sWe8p4SIYccfS3AtnR198vQUyej/iYvSky/OV5EVTUypgrkqiqTqR1vpE2hsVomMpydGTI+fm1Ch/ogK8CXJ1x0vON+5mjnjttZXro45Ie2eSPD3ICfGjPE5PfWooXQVRjNUkMNuSwkH53R/pzuLEYC4nB7M53ZfM+b54Lg0kynk8kRsDCdpgWrd7orjTFcG97nAe9Bh42BfGo36JAYMWj+X2Q7nvvuD5juD5Znsw11uDBNxStodytc3A+YYQTtcEc7xKz+GyIBYK/ZnN82U805OhJFd6ox3ojNDRGmJHc5At9b5WNPhY0eRnTau/De2BtnQKMLtD7OmS61ZXsIuUrnLbjY4QV9ol2kJcaAl2oj5AR42fLVW+1lpUB9hSF2hPndzXEOxOo96TtnBfuuX8MJgWw3BOMuPFuczX13Coq4ujQyOcmJrnzL7j8ps/w5nDVzh1+A5H919n/8xFpkaO0989S0vTEDU1nZSUNJCSmkdoeAy+gXo8/QIlAnCT0sknAFcJb98A9IFBWrP8LIFzaWQgdYLn1jBPef1O9AbZ0e9vSbvbTkrsNhJtuhafHauwEDxvUk2vl63kBUGy1nRbw/PzGp5XClLVff//8Lx8+fOsXbOaHdu3YGNtjpur0/8Tz2EhhMjr8/HxwsFBJ3g2ke/n9s/wvH37Lrapfs8q+7x5B5s3bhM8b9QAvV71e35BcK+abn/peb6oklXr17HJxBwLNwF5RB6RaoTkurOU9z6iZeqrdO/7NkPH/p6RE99n5NT3Bac/FLD+iJEzcvvs3wui/54BwXL/6bfpPflt+k58k6FTgoNTb8n2bzF69g0m1CjXV94SRH+F+StvLsbVN9kn5b7LsnzxTWYlJgTQIydfEUA/ZeDYEy1UFrnvyCMpHwt2n8h+F2P0zMtMnH+VWTUq9k01uNdbAlzZj+xPDQjWffARzdO3qBi4QF7bMTIbD5LdcpDCrmPUjF6gY/9teo/clf08ZubyK1qzbYVmhWSVYV5Cs9q3KlVWWq2fvPCSwP0x3Yfu0rZwg+bZq9RPXqR2/IJg/ZoG9oaJW4L2G5T1XiOn6TyxxYcFW3MCWEFx8JDWb1jrYyyx2Id4EbVL6zwMaiCvxT7Ii3NEz8rtWcH0s2bfanCv8EltW7/oKfRJM4Sn7cOYtZ+Y3APE5R8kseiwhuewtFkCYgXMEWrAMAkN6ZOCZUH4/xkhqlm2vEYNzUO4GAYFcMM4STjKOofQMXRyv062sxN824VMScxoYStwtjecwCniAi7Gc3jEnSMg/RIRhdfkGnSD1JpbZDfek2vgS9QMvEHdwFcEym9R2f0VyrrfprjzRxS2/5iCjn+muEvA3P0ziV+R3/47spr/SHrTO6TINS+p+mPZ36fEqGudXN9CKv5MqIShWlAr17hwbYCuD4is+4iohk+JqpeoWxzcK1JFjQBZNdGu/IgwLT4kXJAcXvosij8grOBdQvPfITj3zwRn/ZnAjD8SkPZ7glJ+Q0jSL9An/Kcc03/BN+of8Yl6W+Jr+Ma8hl/CE9nmvgD7Lsb8G4LnK6TV3KCw4zZ1ow/oWniJwcMvM3r0KeMnXmTyxCOG5XvUNXOF9omr1A1eprj9PMkVRwhNn8Y75lkf96ABHAJ6cAjsxim4hy/sFKip2LH5f+NZDfy1hOd1z/CsBgZTzbZNdwhuBa+qf7LW7Hr3Fsx2bmb7prWsXbnYdFv1kzbZvvEzPFvIY9T0Ubtlm02qf/XyL2p4VgOG2Znu0ACtM9uOvYSak9lKZbYFyQrPaqRshWcbtR9ZZy4IV023HU0EsVY7P2u2rbCsMKZCjd6s+tGqTKjWDFjArAah0qZCklI1GVYZUAVohV2FZ23AKW3gL9UH+n8yzwrNCsdqnUKzwrNav4Tnz2efVRZU7U9lnxWel/o1KzgrSGtZ5s9loJdCwdlV3p+LwrOg2WaTvHcJmy0qE71BAL0eS7ltsX4l5mtXyoViMUw2rWSPANdC9muncC7v08NC8Gy1iUDLjQQJIvVWmwmx3rIY8jpDrLcRIOu8ZRtfmy0E6nYInPcSopo8y/tUzbpV822PvbK/neu0qbbUaN8WW5djsW2FlslfgrMKlYFWx1jLFku4yLFRoeCsbisMayNgy/FewrNquq31fX6GZ61Un588v3qc2p+dqeDdbLPAeYdA+H/wrLLQaqAwNWiYhzzOT467XvCvMstqeirVFN1T0Ows793VcjNe8v4C5L2pZvUK2EZP1d/ZSmu2bXC3JFLQrPBs8LYhXCLOXyfAtiZB9Xk2OJMS4kCCnw3xUkFR01apwcPyIt00PJdEe2hZ5/acCFqzDLSky3KGnt5sA8N5EcwLqBScTzRlcK4jhwtduVwUJF/tL+SKir587gwqMBdpcXewRMPzdQH21e587gqCH07U8UDQrGWbn831fGuokvtjddyTeDjVyKPZZm2QsMuDAmbB8/legbnA+UJ3Iec78znfkceFtlwutGRrfavPC5rPNaULnjM4WZ/G4epk9lUkMlsqUZ7CZGkSfbnRtKaE0pIkkRZOU3YsraoZd1kGg9V5zLZVcmSwlWNDHRxfisHFfs/nxvq5MDHMxekxrh2c58LCDLPdXVRmZxHm54eLrT12VjqpnDhgbeOAlZUjFpb2AkudAFpuS1hY22Np5yQodhdAe+Pg7C9YDsLRwyBwDpcw4ugeJ3gWuLomyHZqTud47ATIdg5yW5Zt7GSdhIZoewG0Lh4zXQzm9kbMnaKwdDFi5W7E2ssoiI7FPiQB+wjZX0wcNkkxWAsKrPPjsC6RsiIGm2pZXyfP0SBRH4uuLg67KllfIlDOD8cqOwzrdDWwl2A5KhQrQyjWQaHY+EjpqsfKMVjeUzBWEhYKzuaeAmkJKy8sBM7mtt7y+rzZqwBt584ee092OQikBdF7XOQ+rwAN0SaB8thQP8yN/hqgLZODsMoMxTLXgEW+AavicKzLBM4VgvmKBC0c5bvoWR5HYImRSIF1mgC7ODOYhtQQupKiGU3MYjapln2CqkOZxziad1Pw/BpHSn/IvrJfM1v2BybL/sxY2bsMlX1Ab/mH9Nd8zEgLTPTA3CgcmIbD+z/l1JFPuXjqI26df5/7Vz/mseD2xduC3zuf8FCQfP/Oh9y9/T53BdR37n3EnbufanFLIHzt9qdcuv0Jl+9+wtV7H3P9wcfcEEjfEkjffPgh1++/z00B922575bs66aA+8bNj7h0/QNOXfoLR87/ngNnf8XcmZ8zcfK/6Tn4n1KZ+nfK+n9KTts/k1r3AxIq/4H48reJLvo6MdlvkJr+ZQrzXqWq/CWa6x4Ijm8y2HFVwHxF4HxDygeMdn2Z0c6/Zbjth/Q2/ivNtb+guPxP5JT8lcziv5Ba/C7JRe+TUPg+8RLJpR+QWvoeGaXvkFX+F3Jl24JywXvpn6guESyXfEhj+bs0S6WjueK3NAmQm8r/XZZ/SlPpj2go+Ufqi75PXf4/UJ31PSpT36Ys4W8pjP0WWVFfISniNaLCnhAR9kAwcpOgsAsEhp0gOPIAodGzRMZPEps8QVLqIDnZnRTmtpOX1UJaUg3J8RUkxpYRaywiLkpFIdGReYSHZhISlKqFIThOAB1KUmwImUmR5KZFkydALkyLpCwtgqr0SOrkvNCSHk6nlL2pYQwkGxhKDhE4+zOe4sVIkhcDid50xvrQEOFLud6XNE93jE4e+Fi5y7XDhd2bndi2wZmNG9xZu8mHVZsFz5sUoH1Zvd5LQtavd2TrZkdM9zjjYOeGj7sHoUFexEYFCu5DKMs3Ui/f7RbBbpv8Prsa4+QziqWzxkhjcQh1eXqqMoIpjg8kO9yP1AAfkr08SXN3IcfLmZIgT+qjA+jOCGOsJJqZmjjm5bd9uC2JM/2ZXBjK5vJYHtdnirkxXcDNySzujKdKJMt5OYl7QwncHYjmXk+EYNnIiwNGngxGLsZQOC8OCpwFzw+7DdxrD+NOayg3W/RcawriclMwFxv1XGgKk3NzhJyPIzlWG8mhKiPzpeFMFoQwlhvMaGaAHF8fumI9aIlwpj7YQcBrQ4WnFZVeVtTKtave15YWuX61By3CuU3Q3BzsQbNeHiMQbgrxoEGW6/Xu1AS5Uhkg793XgXwPW3LcrMl2tdLKPE9HCr29KPL1pSI4iNrISJoSEmlNy6A7v4Th2hYm2waZ6p2W3/1hDs2f4+ihqxw+eIf9+x4wO3+X8enrDIyep7X3CFVtUxTU9ZFc0iiQKMQjMgGHkAjsgkOxDQ7BRi9lkB5dUBDO+kB8BabhYXqSIoPIFTxXyHmuQfDcHOREh58dnV7mNDpsI99yneB5DX47VmO1bhmbVbNrQfELgmMFaDXS9ooX1DpBsQbpFYtNtuW+FbL8f+J5mZqySmL1qpVs27oJK0tTXJzt8fP1IETwHKamqnqG59BQPf7+vjg7y/fS1FRrsr0Y2zU4/y88b1IDhm1g01qVfVZ4Xqv1v9bw/Lw8p9Tl1u/eiYlc65xDEglNayStaj8lnVdpnnxKz763GDvxbSbPfJfJc99j5rzExb8XoP6tIPmb9B//mhZ9x79Kz9E36Tr8Kj2qz7EamOvEU0H2UyYuCk4Fngqn+65LKKRee419V6W89Bqz519j6vzrsv83GD39qpZpXkTzY3oOPaTrwD0NzwrNY2cX0TxxXjXV/rKGZwXbfTff0AA9f+0tue817bGts7cFz+fJaz1Kev0CGY3z5LUfomrkLO37bgie72h4VhllBeMlPC814V6KzwNa3Td54VXttaim3z2H79F54JZg/JbWrFy93u4Dj+hYELxP3aOi/zoZ9ScFUgfwjVM4HRYsDwl8x7RYnOppTBsRW01VtbR+KbzVQGOqibfg2UPhOeTZaNgagkfxEZAHyfnWkDoreF4QPO/Xss7JJUcF0SrzPENAnOwrfLG/s5t+GJfgUUH8GC76cVmWeFY6S6nCScsmq/7VCs1jEuM4GKYEz7PowubQGfZLeVjqK8dwMJ7C0XhGyvM4RN/EKeYhLnEP8Eh6REDmU8KKXiW68g0Sat8ivfHr5HZ8l+LeH1Dc8wMKO38gWP4h2e0/Jb31Z6Q0/1yLtLZfki5oTm//k9z+M8kN75BY/yHxtZ8QJ/iNUQN1VQiIq1QT648Eyh9/FkbBsrEegbNs1yjbybIGZy2rjKBZolzQXPouYXL9NBQLvov+KFj+PaG5vyMk57foM36JPu3nAuH/JiDpPwXF/45f7L/iH/0jAqK+h2/Et/AyvCXH8yXcQuW9ht6Q43sRL+NJfGIPEJK2X/C8n7jSBdJrD1DQLuehwZO0z16m7+B1hg5fZfzYFcHzNUYPX6Rn5iQtI8eo7jlCUctB+f3NEpUnn2vioOy3Xz6fXoFzu0QbjkHtfEHN4axG0lZZZdU0WzXRXqV+zEt4fuFL2jp1n5qWao8g2GznRq1vspUAehHPW7GQ2KHwvOJ5rem2mt9Z4XmvPMZUwU+2VdvvFYBvWbtcyz4rPKtm3wrP9ua7cDDfiaPFTuxNt2IpOFbNthWiVebZYc9W7OS5rLate9Z0W/V73qwNJKWyzt52AqlnCFNQU4hUTY2dBG+qKbBatzTHsMo8q6mdVOZTa74tj13KPqs5nP2s1MBTuzQwq1D9aVUoIC/NnbzUdHtpPmWFabWt6n+r8Kz6Uaum2wrLS02zPx+fB7Ru2yoct67Feaus37Ie3aY1WG0QrG4QIG+Wi4K8Zys5jhabBckbV2GmAC3HzkzCZNMq9i7h2VQeL+D0sNggeBY4C5D11pswWG8mXJCsIsxmGwaJYFs1fdVmia0EKzwLOA32uwm1203gs+yzvxwfDwG5w07VjHwZ5puXYbFluQbpz885rUJl9NWfE0vTT6n4/LzVarA2dax91QjZEmpZwXfpzw4ValAxT4Gwyj4rQNuZbdBG7Xax2KWh2dVqMdxtVFPuPRKqP/RObQA4f3ntwQLoICf1J4h8dnZqW5X53iT73I7e2ZRQZzOtqfZnTbcF0KrPs8o+h/vYEiKVEJV5jpblSA9z2cZWyzwv4TnO21IbfVvhuSDKg0IBtMJzfVqwlqXozo+kO8dAb24EwwVGJotjOFKXxoXOQi53FXK9r1jKPM40p3G2PV3gnMft4WIejJZzb7hEKmAl3B8u48FIBfdGyrkjy/dGq3g8VS8heBYc3xUsq6bbj6abeDLXJnBu4r7g+Z6suy7QvjRQqg0UpgB9TuB8pj2LUy0Z8pwZXGjN5pIAWmWcz8tt1YT7QmsOpwXQByuTmC2JY6YkQfCcynRZCkMFcXRmGOmQSnJnTgytOVIpLU5joCKH8fpiFjprOdTXzIHuRo4OtEm0c7S/g5ND3ZwXPF+eGuXq3KSG55PT4ww01pObmEigh0BYkGxpboO1lb2GZ0vBs7ksKzxb2giaBdcKz1a2Tugc3LF3kse4+OPkFoyLR5igOQIn9yiJWJw8pCImeNY5x2HrGIe9Qzz29nHodAJHu1hs7QS8dgJpnUJ0LBbaHMsRWhNqC4cwLJ0FvC4GbGSftt5G7PyipEIXgXW4YDhWylQjllKpNpfP1rIgAssSWScwtamI0kp7QbW9gNQ6V/aVEYJlkh6L6GDMw4Kw1AdhHSCwFfRaufpj6egngJfSTsLaS963BxYS5hJmEqbW7hIe7LWREEDvFUjv1nmyw9adnVLudfbF1ENCKrXmQf5YhAXKc8nzyHMqPFvnRwjko+S1RaMTAOjqErGTsKlNwr46EbfqJPyr4oiU154m76NYoF2TGUZrcrxUzAuZTO1iIeMwB7PucTj36xwp+AEHyn7FbPU7TFa9x3jVhwxXfkJ/5ad0yUWwqw762mCwF0ZHPmVq6hPm93/MkWOfcOrEJ5wXQF+9+Ck3r8GtGyo7/AnXrn/M1Rsfc1nAe/mWoPfWx1yQ5fOy7uyNTzh57ROOXZK4+gknrn/IqRvvc/rmu5y99VfO3foT52/+nou3fsslKS/d/B0Xrv+GC1d/xdnLv+DY2f9i4fi/MHHoHxg68F26596mfuzblPZ8UyptXxcwv0VE/quEZD9Bn3mfgORrBMeeIyb2JJlppykpOEltxQFa62bobZ1kuHuSsd55gfNhgfMFRjseMtz6Bv2N36S95gdUlfyMksLfUJT/awoLfkdB4R/IL/gDuQW/J7/wdxTJfaXFv6S8+L+pLPlPaov+jYbCf6ct/+e0F/yczsL/pKPwp3Tk/4DW3O9IfJOOgm/QnvsGLdmv0pz1Mo1pT6hNekhV7E3KI85RZDhFtv4oSUH7iQ6aJSJoSrA7go9vOz5+DfgFVREYWoIhsoio2CLi4wtIScghJy2P7JRcgXM68THJxEQmERkWhzFcRTwRhjgBQhSB/uFaBAXqMeh9iBb0JsUFk54cSpZANTcphIJkPaUpeipTgqlLCaIlOYgOie6kIPri/bU5iUcS3RmK86BPdQ2I8tZGVi7Te5MpaI1x9iRAvu+Ou10x2+rIzk3ObNvkwUbBswK0mu9ZZZzXb/BgyyZ3qaM4s2uLnA/22OOhcyHY04NoBfEYPUXpEdTI77JdvvN9guahlngmOuKZ7ohlrCmSiaYIJhoiGKuJZKQ0gv68cHrkO9+VGkJPYiADSf6MZgQxVxTG0ZpYzrQlcqE7iQu9iVwbSePuTA7353K5v5DPo/1FPNpXwOP5bF6cS+fRVAoPxxJ4MBzHw6EYHg1GCZJVRAqgI3jcH879vlDu9ui53R3MzVY1/7Oe6w3BXKkP5lK9oLk+jLPy+s40xnCqKZGTcn042ZbFMTk/H2zIkt9eGlPlKUwUJTKcE0tPagQtMUFUh3hS5G1PobstRe52lHjaU+5lT5W3GnHbiTqJan8PKgN9qAxajHKJ0kBvSmRdob8ned4eZHi6kuLqSJKTPYmOEs5OEm4kuPqQ6hlIdkA4BYZ4iqPTKYnPoSq9gubSdroaR+ntnGdo4BgTkxeYnr3KpEBpfOYeI1N36J+4TrvgubbvGMUdc6TVDxBRLN/PzCIc45OxMkZjERGJeaScU6MisYmJxC46HMdoA54SIbEG4uINZMWHUBongI/yFfS70OKno93Dkjrb7eSbrSXOZA2BUgex27iSrarPs4B5+bLVrFixhpUrV7Fy2TJWPv8lXnjuOZ5//gW0uZ6f4XmF2nYJznLfEp5XrZQ67xap35rvxdlJh6+Ph5Z5XsKzQWCv8BwY6I+rqzNmZqbaYGGbNm1i82Y1aNgioFW5dctOAfR2NqzbyMZ1m1i/ZpO8xnWLg4ZpeJa69pplrNu5mT32Oqmch6NPLiW1YoSS9uM0jNyka+4Jo8ffZOrM15mQmDzzNUHu1wTPbzFw/DUB6CsCVYnjX6b/2Jfl9hO6D9+X2/cZOv2IsfOPmbz8lNmrLzN37RXB86sSXxY8v8q8gHVOIDp9VjB89hXZ/5cZPvny/8o4q8G9Ovbdkf3K/k6+qMF15rJqov2aVi6i9zXmZZ9zgvHZK68zcU5ei2C7be6OoOUC+W1HyWhYIKt5H/kdh6kcPqPheejkIw3OCsRLzbYVkBWil9apZYVn1fdZhVqeu/qWvI4va5AfP/cSI6dfFEw/1pbHZd3oqVcYPvEqvYdeonHijuDpLMmVRwlOEQQLdt3ChrWpqjwiRrVSrVOhlrUprFR/5mfbeIYrYE/goZ/UQmtirUbLNgwLqiUihvGLGZF9TxCRPUd0/gLxJQdJkeeLLzpIZOYsAYmyf+MQrmGqX7KgOHgYJwG0U4jC8qRgeVLKCQHzuBZOsuwUMo2zYQ6nsAWcww/gHHEUp8iTOEWd0+ZSdo69jmv8HdwFyZ4pT/BIfVniK3ikfQuP9G/hnfVtAvO+g6Hke0RWfp/Y2h+R3PQTMtr+k6zOn5PV8QsyWn9BWssvSW79DTEtv8XY9Guimn9NbOtviW/7PfGtfyC2+Y/ENv2FuMZ3iRNAx9V9Ivv6VEJwLKGyykuhkPz5UE2xIyo+JazsY0JLPkRf9D7Bhe+hz/8TwTm/ITj3FwRlC5Az/h3/1J8QkPJjfJP+Ee/Y7+Ib87f4GAXJkV+Xz+mr8hm8iWfIU9yDbuAacBFH39PovA9h5z2Hg+8YjgEDOAd34hLaJMe7maj8bpIqeslqGJTPf5TKgVnaZ47Rs/8UffuOMnzwOKNHTjFy8AS904dpHl6gqnOWwqYZ0irHic7rFzz3yuffg0tIlwbnRTy3LuJ5p8BNwXjH5nVaxljN17z8i1+SUNNWCZ5XLfsMz3sFtUuZZwu1LDBWzbYVlLeuV4/9kjzmf/BsKqEyz2pwMVuTrbL9Rm0E7k1ysti6dpnWH1plnZ2s5CRltVvDs5rvWeFZNdv+DM97n2WfZb3q/6tK+z0CYbPF7LOKJSAvzROs4Kb63yqMLWWl1W1t1G0JlX1W2U/VxFoBWvWhDdSZ4K/6Uj8Ds8omB6iBtJ7hWcFZZZuX4KzmU1bLS9lnhealPtQq87yEZFUqNC9ln1Wo9Vqz6O2rcZDj4CB4tt+yTss4m29YgemG5ZhuXonZllWYy7Ewl8/Jctuaz0bcVmEq9+1VWeFdglh5LY571uAmFxNv87WC5w0C5Y0C5s1ECJyXItxWAK1Aaaemr9om5XaB8y4iHfZImMh9u9HL8QpW2JVjpKa9st22XJ5vuTz3Cg3PS03gVSw1iVd4Vsdfw7DlYvZ/6U+MpabyCs7aIG0S3raLfdT/B8+7NDwv9Xu2l3CSZVf5XrgInp1lny5qvwrQ8pl6ybZ+jiaC6F0C6G2y750EqKbnDru1KarcBM8O6s8E9WeB4FllmlXGOU7gnBTkgtHLFoPq+yx4jvC1Qy9wDnY1FVSrwcRUn2cbLfOcLlhOCtRpmefUIDtyI1wW8Wx015ptN6TrBc9GevOM9AmcBwUwEwJnLevckMEVba5mNd1UKVe6cjndlMKZlhSu9OYInou4K2hWcH4wUsajsSqeTKqRtOt4OF6lgVuNqP1oso5bw5VcH6jQMs8q2/zibCsPppq5O1HPzbFaLg+Wc2GghEtDZVwdLud8TyGnpRJ2skk1zU7lbFO61sf5jCyrON+s+lvL/fUZHKpKYa4knpmyZGYrBc+VaYyVpjJYmMRAQSK9BUl05CXSU5LGUGUu43VFzLZWsq+jlvm2Gg71NAmc27TMs8KzyjxfmRnn2sIMF/fNsjDYT1NpCUmRRnxcPbATGFurzLOtowZkK1tnQbOjNsq2ld1iWNo6aH2f7Z08cXTxETgH4OwejKtHqJRSyXKP/AzQjq6CZhfBslO04DkaB/sodPYCYV2UADpaC1tdjBbWcp+VLlIAKxjWhWDlEIy1g+BTF4yNlDauglAvPdb+cl+YLEslziJBj5kgwTxDYJwbKohW2V0F1UgcBM+OZfIcBZFYC2CtBBgWscFSMQzELNgfMz+BrocPps6LWWUzOy/MVJbZyhNLSzcsLAXPEmYSJhZu7LFwZ6+VF6a2PpjY+rFbyp2yvSr3Ovhj7iZg9g3EMlDQbBCkG+W5EuQ50+W5CyMXs801Cdg1qLmfU7FtTsGmMRldQwoudan41ScTURdHalUUBfL6K3OjaMpIpTetgrGMYeayzrM/68scyvk+B/L+m31lf2K27j0m6t5npPYD+qs/Ejh/TFvVJzTXfExr06d0dH5CT/+HDIx9wNjsR8we/IR9Rz7l8HE4eRbOX5EQQJ+7CmckTl35lGOXP+To5Q84fPl9Dl36kP0X3mP+3LvMnHqX6RMfMHPifeZO/ZWFs39i//nfcejiLzl88T85euFfOHH5x5y8/CNOXPpHTlz4O46fe5ujp97m0PG3md73VQamXqZz9BF1fXcoarlFWtV1jLmXCEw6h2fUCdwiDuESPi8Vk0m89EOEGfoEmAMU5g5SU9FNa0MLve0NDPU0MtrTylh3L2MdU4y1HWOk9QqDDXfprnyTtpIf0lT4E+rzJQp+KvEfWtTl/5TqnB9Tl/tDmvP/kdb8vxMwf0d+Q9+mM/db9GR/i77sr8v54qv05bwumHuR9rRbtKVckfICLSknaUo4QmP8Qepi5qkyzlIuFbmigFbyfOtJ96om3rOcSI9SDJ7FBHkV4OWehodHIp5eMYLoCEJCooiKjCE2Oo5YYyQp8XGkJSSSEBsjcJb7wo2EG8IJDQnFEBJGqD5MMBCCv1+wYCEQX18/ggN8CQ/xJy4qROtfnJoQRkZCKDmJIRSlhFAueK6W30V9ciDNif60JvjSEefFUIInI3GeDMaq+XwFz5FeNIR6Uh7oRbanJwlO3oQInt12u2CzxQmTTU7s2uiizfm8ZaO7Vu7YIL+FTfL7UKNh73TFfrcDHpaOhDq7k+jvQ05kEBXJkTTlxdBTHsW44HNfT5Kcg9I4Mybnuok0zo8KhEfiuTiUwIW+BM53xXO2JY7TjbGcrIvhZFUEp6sFr/XhXGoxcr0rllv9cdwZiePBRCIvzqfx8oEsXjqYzUuHcnhZ4oncfrKQIXhO0/D8aDyRR6MJPBJAPx4SRPdHaRnou91h3O4K4UZHCFfbg7ncqvoxB3CuMoAzlYGcqQrhTI08v7wONePCqdZMTnbkc6a3nLOD9ZwZauZEfxOHuhqYb65luqaKsbJienOzaU5KoELOTbneXmS4upApgMtycyZXlnMkct2dKPRwo8BXjpOfP9lyvsj2CyBLIsM3gDTvQFI8/Ul08yNOkBwl51ijgweR9l5EOvoQJucpvZ2UjkFEeUSQEJBIclgGyeE5ZMSVU5TTSnXlCE1N87R3HaVv6BwDI5cZHL3G0NhN+qTsHLlI0+BpynoOkt02SUJDH6EVDXjmFqFLS8U6KRHL5HgskmOwSI2Vc2ccNukx2KcacU+NJCgtkiiJ9LRwSlJCqYkLpDHck9YgJ9rkml0n1/sCsw0kmK4jSOo/9htWsn3FclYrFC8XNK9azao1Eiob/dwXBc9fFDw/r2Wkly9fLcD+f8fzyhXLBLwbMDPdjZOjnfwe3AkJWmy2HRoWpOHZYAghKCgAd3dXrKwstSbbS3jesmVxtO3FUHjeKnheL7GBdQrPywXPz61cxLN6XaueY822dey0M8c+IFAq7NmklLVT2DpLVd8pWievM3joIaPHnjJ64iXGBLdjpwSIJ1/SBvPqP/qIgWdNqgdPPmHgxIsMnHzA8JkHjF1QcH6R6asSl9XI1o8E0U8EuILpyy8xe1Hi/EtMqTmXzwhET7/KiMBz8Lja9xP6DgueD9571sT6vtZHeeL8y8/w/GUJgbfgd+bKK7Jf1YR7MROtMtP9xx7Tue8etaOXKek5SU7rQYkDFHYdoWbsnOzzpuD3iQbkpezyUihEq2bcat8q1O2lgcMWAf01edxXZBvVxPv1Z69HPb/C+xtMqybo517XBj9rmb1Hae9FMupOEJ61H7/Y6c/QvBRLcFbzPqvSNUygaxh6BmjZNlRCr0a5FlSrCFXTTg3hGTEoMYB3zKDgeZywnBmiChaIK9lPUvkhEksPEZW3T4O1Z/QzPKtm2CqbLHB2EDQ7CJIdVYTO4BA6jb2Ec9ghXAXKrpFncY+6gLtg2SP2Jh5xd/FIeIxH0su4J7+GV9pX8c78G/xyvktAnhr5+kf45v0Ev7x/JUCuTUEl/0Zo+X8QXvVfRNb+nJiG35DQ9AdtkMmklndIbHpHbr8nQH6XiNa/Etb8JyJa/oix9U9ES8S0SCnropv/IoB+h1gN0B8IoBWiPxI8f0qUANlYuYjk8HIVHwuWP8JQ+gGhRe8RUvAXgnL/RGDOH/DP+j1+mb/BL+0/8U3+MT7JP8A74e/wjvuOgPkbeMa8gXvkUznu93Az3MYt5DquwRdwDjgtWD6Bg888Oo9BrF07sXBuwdy5HnOXCqzdS7HzKcbeL0d+Q+n4ROdizKkgtbKenIZmitq7qRkap2Vyjo7pBbpm5uhb2MfQvoMMLRymd+YALUNzgudpipqmSC8fxpjVSUBcB+6Gbg3PjoHtWjgFdSwOGKaaYu9VWeIdmwXQ61knJ6BlX1icrko1wVYjcCs87962QZuqykTgqvCs+jGrkbT3bBF8b14r8F6pZZ7VaNtqhG7TnQJm0x1Y7d6i4dnefAfWe7Zpg4up7PPm1c+zS0546n4Hi9242ZpoeLYWFFvtVH2V1dzHm7Vm2457t2l4thW4/288L466rZryKogpOC9lOxXmnD6HZ3W/hrtnGWeFOYVo1aRajbSt0Btkb4qftRp5eyve1ot9nRWgValwvNTfeSn7rPDssHO1BmnV99lHnmNp9G7Vz/mzZtmC5qWBwxSctYyzoFnhWcP07o2yvBG7beux3rLYr9t8q6BZjSL5LMy2yXo1ZZSUlnKfpcDZQtarddY7VsnxWSX7WoOn6Vr8Bc96q3VEWG8g0naTlBsJF0xHWG8iUtAcYb+DUN0OLQMdIrfDdbuJEojGOJtgtDchzHaPBmh/OQ4eAl+nPWuxl/3bPRt8bQnP6jirUss+KyTL8VzKPi8dc7VONZVfyvYrQAc5mREsoZpfq2207RWmbXdqcFbNvZ3l+Hs6yP06U5wsVasEgbTKNNvtwVMnn5Hsx1c+My95jJtqhm6zHb2LmTaytpetfLaWaj8btFL1eVb9osNczLU+z/H+jkRJGe5hpTXbjg6USpm3tTbadqSnFVFegmw/O1LUVFWhzsT72RDtaab1ec4OcxJAuwqe3SiL89Yyz23ZBnpywjU4D+SEMl0atzifc20qF9pyuNZdIJHP9Z48rgqgr3TncLk7U8pMbg8UCZoreDpVw0uCZoVnBecHAmkF51cWWnltf7tU1Bo0PKvpqtSo23fHG6SC16IB+vZkPddGqwXO5VwSpF8eLOZcd55UFnO5LHGpPZuLLRlckgrauaYMjlcnclxNnVUex7xAf39FEjOC56nSJOarM5iVmKzIYLoqh6nqHAZL0+gtTqOvJIPBsmyGK3KZrCtmobVaKneNHOxo4ORgh4bmU6rf80iv1mT76sI0J6YnGGhuIi8liVCpyDkKii0tbLWMs42dC9YSVioEymqUbWudoxa2Di7YqXmenb1wdvPFxT1AGzjM0TUIJwGuo2u4gDlCwojOSaDsImB2ltI+Ap0uTMAchq2NANc6XJAeqYW13La0CcPCxoC5tYBYDdhlLcC18hPE+sv9gdg6CqLdg7CWCqZVsAA1XMpYKQUIFukC1Sw95nmCasGzQ2XsYgieHUpi0OXL82fJcybLcws2LMODMQvww9TTFxOFZwcfAbRAWjCsoGxi5oK5hRcWVt5YWMt9gmYTS29MrWV7gfNeawlbf/bqAjB3FLg7h2LhrsfSJwSbIAPWYeFYRYdhlSTvKzMCiwIj1vJ6bBuT0LWlo+vIRNeVhUNvNk5dObi35+DXmiYXyCSS6+PIr4qlWj7z9qJ8hgqaGJML/2z2VfZlf0Xw/M8cyvsNCyV/ZLL6j4zW/omh2nforX6X9qr3aKn8gIaqD6ir+4DGlg9p6fqQzoEP6R37iMHpTxlZ+JTxgzB9DPadgQPnEQTDwrmPmT39PhMC49GTf2LkxB8l/szg0T/Qe/A3dM1JTP+Orsnf0DPzcwYX/ovRg//K+JF/ZOLwt5k++jX2n36LA6de5aBUFg+cfMjCkVvMLtxgZuY2I1KJ7+o9SX3LQQqqZkjKHcOQJBWdkG7svNqwdG3G0qUeC7cqbLyqcPMrRx9UTFJsGUX51TTWVdPTUc5wbxFjAwVMDBQyM1jLZHcbo22DjLXOMdxwmMFKgULZW/QXfoPu3K/RlafKb9MtQO7O+QadWV+hO+tNerNfpS9LKqEZ9+hPv01/2jX6Ui/SnXKanpQT9KQeoStpgda4cZpi+mmO7aY+qoXa8AaqDTVUGSoo15dRFphHvmcC2e4xpMj3PFa+8xHOUYS6RhHkHo2vewRebiF4uAbg5eFHoEApPFRPdEQYkeGhREeFExcjaI6KICw0RNAcQoiUgUGBguZA/AOC8PULxNsnQADuh6eHLwEC6ZCgMKLCIomNiiIx1khavJFs+b6VpEdSkR5OTXoo9fK7aEoJoCnRm9Z4DwbivRmL82VEMD0kZXekL00h3lQFeJPn4UGakxdGGw/8TFxx3u6MbotCtJwLtrhit91DrqveuO7xwdPEGz9zL4LldxHp4E2iuzc5ApaKqFBaBFn9BUlMqLnpmxM51ZfI1Yl07u/L49HBPJ4cFuwezuKVAxm8vCAInknlyUQyj4cFuwNJPBRM3+kS6PZGC3rjeaLwOxrNi+PRvDQTyyvzCby8L56X9yfxysEUXj0s+ziYyosL8tiZJO5PJnF3LJF7Iwk8UDEQz92eGIlorrdHak2xzzUEy/k2lNMNeo5W+3Oo1I8D+X7sLwzgcFk4h+X3d0SuESdaCjjeUcbJ/gbOj3dzYWqYC7OTnJ2b4vjkBPt7R5lrH2a8oZvu0jqas0upTMggJziSRA9/Yl28iJOIl4h2cCVGzp2pnn6k+oUQ56Mn1ktFiBbRXgYi5XsS4RpCuKuBUKdQguyCpd7jj7cazdzUV+ouEhZ+EoH46Azo5XsXHphJeHAOURGlpKY0k18wQEXNDHXyO2vtOknP4EUGhi9p0Td0no7BU9T2ym9Q4Jzc2Et0Qxv66lrcCnKxzUzCNisJu9wkbHLiscwTRBckYJkv566cKJyzI/HJMhKaEU6CRF6agfL4IPld+NCid6XJ3ZoaqS8UWmwm0Ww9wVIHs1+/nB1Sd12jZZ4FxitWsnrNKlavUIOFfUmA/JygeTkrVq7RQpvn+RmcPwvV51mN27N8mTZdlanJLhwd1HRVbgQH+qLX+6MPDSAi0kBYmBw3+S56e3vK9UbH3r17tX7ParTtbdt2/q/M89Yt29i4fh1rV6+R2MDqletZpuH5Bb70/HN8cdkXWLFxBTus90jl30twl0BcURV5TUOU9+yneeIcPQtX6T94k9Hj95k8/YSpM0/kHPqYsdMqXmT01COG5Vw4eOKB4FllnO8zcu4BE5ceM3v9JeZuvCSAfsTkpfuCS1kneJ659JTp808Fzk8YV4N/CbxV5nny/OuMn1UZ6JfoPfRAG9VaRd/R+xJ3tf7GCtCTF54KUOXxFwXTguc5lcnWMsavLzarPvlUy1yruZjrJ65QMXCG4t7jVMh3o2VO3s8xeX0C96X+zUfufYPDd7+uLSssKzSrfatQwFbrl/B8+O435fbXZTvVTPxNKd8UgKuBxlTW+qvMX/2avIfX5PU/oW3uAdVD18lpPoMx9xAB8bOLQFbzLguivYzjWqmgrMrPIP0s+6xto0bJNsi60EFc1RzPIb3yeCnDenGL6BP4DaNPnyQsd47w/AUi8ucxFswTU3KQ6KJDhGTM4RU3hrPg3MkwjqtxFufIBRwN+3CMOCjLh3ExHsE15iguMScEydfwjn8osHwRn6RX8E15Hb+Ur+Kb9g38M78jAP07fLP+Ed/sH+OX+xMCCv6dwKKfEVj8KwKKfi3lb55NEfUbQit+h6Hy94RV/Ynwmj8TWfNXbQDL6IaPiWn8VFD8KZGNn2Bo+lAA/SGRKprfI7Lpr4LmxYhpfof4lncF2hL17xBXI5CueZfoyveJKP2Q8BKBcuG7AuW/os//I0E5v0Of+xuCs36Jv0DZL/nf8E/9qbyPf8Uz4cd4xn4Xr5iv4WF8DdfwJ7iGPZLjeRuX0IuC0+M4BuzDIWBKfg/D6Lx7pE6moFyDhUsplk7Z7LGJZ7dNLCb2sZg6GrFyi8beV+piATHYB4bjFh5NSGo6SWWlZNZWU9TaRt3wKHVDozQNj9E2PknP9Az9M/P0T++nZ+oArUPz1HbPUtI0TXrpEBHpbfjKtdg1pBM3fS8uQT04+nfhFND9f+J5k4bnDatWsuJLi0231eBfCsQKz3tUFnnPFixUn+Tdm7AQ4KrMsxpR+3/w/MIzPK+QfW7CZu/2z/Cs+jQv4Vn1e96w4ktsX7tMy0yr7LOz1R4t++xguhUbwbnq76zw7Gi6TfC1HXvZj4085xKedQJORxPVn3axH6wabVshbCnrrGU8BWLuAl8f3R4Natpc0II1NfKzyjwr0CnQKjxrGWhBo8KzjwL2MzwvZaBV3+fPA1qB2XHXGg3QS823FZg9LdR2sn9ZVhlnBeXPZ51VxlnB2XbrSi0cBJ6Ou+T17lR9m9diLesstqwUPK/Q+hhbbJfbO1ZipbK/EtZbl8vjVmAnYSuIthFM6+R+p12r8dqr4LyeEAVlQXOM3WZidVuI1m3GaLsYUbptAuVdRDrtxiCIVlnoMLsdRAhIw+12SrlbYg+hgl/V/9lb3qvLXjWV1hoBtIS8X20E7s+FTmFaQo1m7qgy/vIZqD8p3FTmWpZVqFHOVShAq8yzmqc50NkcNcWYylQrDC9lnlWfaXfdTgm5mJhv1/pz28nxczDfiovWdHtxcDE1b7e7fE4qfO13yf5UJlplp+X5rbdq2Wdv2Y8abVsNGKb6RKupqlTTbW3gMC8bDc9RAQ6EC5ZVs22jlzVG1XxbMB3ja02sn7XA2RyjmwlR7iZav2c133OuILoo0pWqRD+aM/R0ZYXQlx1Kj1QkxwsiOVCZyIm6VK52FnB3oIw7fcXc7ivkZq8gujeXaz3ZAuosbvUV8Hi8UuBcK3Cu4eFoJQ8Fzo8F06rJ9pOZJl6aa+HJbLOWcdYGDRutFTw3cneimbuTTdyaEFiP1XBlpELLPF8aKOasoPl8exYXO7K5IHC+0CiQb0rjVG0yx2uTtObah1Q/50Ij+yuT2FedxnR5CjMVqkxnqiqbfY3F7GsuY6q2kIGSdHoLUyXSNEArPO9rqdbgrACt8Hx6uIcTg12cHu0TPI9yUSp/cwN91JeWECfQ83J117LOFpZ2WFqr+ZydsbR1xsJOSoGzpcpEP8s829gJoAXUOgc3HKSy7eDii4Ozr2DaX24HyXIIOsdQAXaoQNuAjYOAVcJGJ7C0FQDb6gXDIVhbh2JlbdDCwnJpsC41cFeQgDVAXkMAVhI2sqyzlf0KUh3cg+VEHIhO8GwXqccmNhBrwbNNZig2BWEanO3KjTjUxOFYmyARL4iOw740Brs8QbqgwiYxHEtjCOb6QEwFJKZuAnSnAMzs/TG19cVUkGwmcLa08sXcRu6TUKXCvLmtbGcTJICWxwroTXWCdkcDls4RmLsJyn3kfQYL1I3R2CUI2jPj0RUnYlOegFVNAjatqdh3Z+PQl4PDYC5Oo4U4DxbiLt89f1kf3pFBUmsKeY3JVFWn01ZaxEBhC+N5gufcq+zPfZMjuT/iaP4vWSj+LRMVv2ZULr5DlX+kt+KvtJX/lcbSd6kueY+KsnepqHqf6gaBtFx0m7s+prX/E9pHP6Zj5n2p9L3PwMEPGTz8AYNH3qH/0B/p3v8rqdD8N82z/0HT9L/RMPVTaif+hYrhf6K898eUd/yI8vbvU9HxNjVd36Sx7w2aB16kbfgWA9PXmVi4zOT+M0zvO8r0/oNMzs0Jmqfo75iks3mIupouSkpbSM+qxRhbgW9wMbbO2ey1SmenaTK7zJPYYxWHuX0czh7xhIUkkxyXSnFBpuA5i97ODEYH0pgaSWduNIuFsULmBiuZ7mlmpquX6dYRJqr3M1p0iaHsawxkSEUwQ5U3GUy/yUDadQZTrzCQep7B5FMMJB6mN26enmi5YMeO0ps4SGdcB23GZlqMgqHIKhoFJfVh+dSH51AblkZ1SBJV+gQqgmMo8Y+g0CuUHOcAMh38SND5ESnfoRA7fwJ1QfjZh+DrbMDLKQRPp0C8ZDs1Z3GwVzCh/qqPZpg2vU5EeLiUYQJnvaA5CH//AAICBM5S+kn4qAGbvAVMKvPsE0SwfyQGef4oQywxkbEkREeTJt+33ORoitOMlKeFU5Wmpy4tkKY0P1rTfOhI9aE/wYeROB+G430ZiPGhJ1LWh/nQpPelzNuDPDdPUhw9ibH1xCAw1lv6oJffgcFava8AYp2CSXDRk+qmJ1ved74gsCzEQF1kGB2JUXLM45kpSeFQXQ6nWnO4OpDB/el0Xj6Qx5vHi/nqqSK+capAIp+/OSlxPJdvHcnm6wcy+cpcGm9OpfL6RAovjQqOxxL48lQSr80k8upUHK9MxfDKXDQvz0XxdM7Ik/kYni7E8dJ+lYmO58F0nJx3E7g1ksz1wQSu98fJ+TyOa52xXGmN5lJLFGcaIjlaEcLBMj37y/XMlgTIb8uHsRx/RrNkOTdU6yazUJnGfE0e+5oqOdjZwtGhQc5Ihe7cvoOcP3Scc0dPcerQSQ5MHGN24AjjnfvoqRvWmk1XZFWRFZ1FtHxGetdAAp18CZLzY6Czjyx7Eyqfv8HXQIhvOMFyvgj2DkfvHSnfCSMB7pH4uUTg4xgh191wuY4apJ6ll2u5nPd2yTlvT6CEv9TfArC3CMHVIQZvjzT8fbMJ1hcRE1tHWmY3BcWjlFfPUNuwn7aOY/T0HKev5yg9vYdpE/RVdU6S29wnle1Wwmtr8Ksswrk4E2vBslWOGk8iRs6nsViVxmMu10vLsjhsSmJwKI7Cs8BIcG440dlhZGSEUpQYSFW0Nw16Fxo8rKmS+kKB+SaSTdZikDqJ25bVmK5dzUZB8/Jlqn+zGnl7OSvV3M/Lv8gKgfEyWf+CwFpNYfX/jufntczzhvVrMNmrpquywdvLlcAAb0JCAgiL0BMZpX5PBm26Ki8vD2xtbdi9e/czPP/vPs9LeN6wYS1rVq9i7ap1rFm5QfC8Spuu6vkXXuD55VLX3rCc7VKXtfF0xisygqjcQrLqOijtnBY8nxQ4X2Xk2C0mT90T7AqCzzxi+tyLTEmMnxdAy7rR0w8ZPv2AoVP3GZTths/eFzw/0vC8cOsV5m88ZfbaY8HlU4mXtczzjAB46syLjJ14zPDxx4yceImRU2q+5qeC20d0H7pH18G7EqrZ9l16Dt/RgD5+TsAtofA8fWkRz4vNwpcyz68IshfxrOZ1bp1Tg3hdoXbsgpzvL8l+b2tNrRWKVaZZoVnN7axKdVshXKF6CdBLc0AvZZ8P3VHI/pqsW+wHrR5z4NbioGVzV9WgZW8xdkbh+Smts4+oHLhOVuNpIrIPEhg3h5oyyi10GM+IMbwkPFR22SC3w9VtwfSz2+5hI9r9nlIqbKupoVwUnkP7cA7rxyVcMB05iGfMKAFp04Tk7MOQewBD/kHCCg8SUXSUyMLjsu44gWlHBMUHcDYewEmw7Bp7Bve4C7gnXMYj8TpeyTfxTr2FT9o9fFK/LND8Fn5p3yYg47sECZSDc34kv4mfCFD/i1A1PZQ2j7IAueh3BJX8AX3ZnwXJ7xFa9R56uUYHl/7l2bp3CKt+T8D8IVH1H2sRXf+J4PlTYurRQk0RFVYviBZIG1U0foyxQYBd9y5xje9JfeED0ts+IqPtEzJbPiK96QNS6t8nrvIvhBf+jpBcAXum4D3jPwhI/1eBsqA+5Qf4Jf493nF/i0f013GP+oocqzdxNLyCc+h9OZbXBcrnsfc/ga3fAWx9ZrDxGsbKowNLt3rBcilmjtmYOKZi4pCIqUOs1KEiMXMIEjx7sdfOC1N7Twl3LJw90Pn44xwcIvsMwlWvxz8umti8HHLk3FPU0kZZdx9NI1JHmJqja2qWrslZBmb3SxyiZ+Ig7SMHaO7fT0XbPBnlo0SmteInePY09OCu78ctsBdn/x6cA/r+p8/zzq3rtXmc1XzO61eu0JptPy94VqH+tVPTUKkBw/buFEALbJcGDDMX+Kp+zWqeZzU9lYK2CrW9Gm3bWtCrpqKyUdMpaVnlHeyR7bVBw5Z9gS2rn2eP6su7U8BrvkNgtBsX1e95r4BbgKymqVIDRrmY7dSyzwrNqs+zlSDTViCt2y0oNVejNu/UYKxiKfussqNq4CmFMQU0PweBlWBM4XkJzlo2VECmQvVR9paTl4Zn2WZpoLAlPKtS3Vah8KzgbL9j1Wd4XsS0KhcRvTQ9lcKzWq9iKeOs0Gy9WSAsodu+StbLfTvUiNqrsFJ9ize9IPE8lpuf15pM2wmO7QTNui0v4Lj5BZwlXOWxToJsRwnnbStxE2T77l5NsNl6wiw3ECtwTnLaTrLzDhKljHXYJogWSEsZ5SRYdthBmE7BWcJ2u4B5J5ECZ6P9Hi3C5JgFy3Hws9iCpzqOJvLeFKIVkCUcBM0O6hir8tmy/bPbTnL8FZTVcValOs4uAmgVat1S9jnIxUL7U0P96eEuz6U+KzXImxrBW/Xh1plvxs5Mvj97N2G7R27LMVUZaIVnta2j+gwFyJ7y+tWUVL6Oe/DS0LxZm6bKW4HaxVTrD60GDFPZ56URt7U5nwXR4QJo1Ww7wl9HhOrv7Gml4TlKIdrLgnABc4TrXi2Mbru1pttqwLB8lX0WPKt5nhvTgunMCKZPAVrKSQHp4apkTtWnca2rgIdDFRJl3FdNtAdVU+0C7gwWcHugQMPz/eFSLfv8cLRClsu5L6XKPis8vzjdwNPZFl6ab+PJXCuPZwTR003cm2zmzlSLhCoF0JP1XB+v5qrg+/JAiZZ1XsSzREsa5wVKapTtk4LnE7UpnGnK4lBVEjPF0RysTuWgoGGhOlMqc1nMVOcwI5W6hcYS9rdUsL+5kvGqPPqL0unJS2ZQKkBTz/C8v7VWw/Px/jYB9OJcz+cnh7g8O8756XGG2prJy0iXypsvjiqjrJpmW6sm2k4CRkcB41I4SAisbXRaWMuyja09tmrOZ52rwFhOjvbegmkfWfaV8MfOXkAreLC2D9aaXVupZTuBrlTArQWe1oJhK0G0pbWElYoQbdnKWlAt623sgrC1l8qiPN5OAG0vj3F0DsbRQ8JfIB0iEaXw7I91kgBbTf8kcLYui8CqUqLaiGNzIi5tqTg1JQmiE9FJBdA2Lxrb9Gis4yOxjDBgHiiIFsiYCwbMBQZmukBtmioLawG8INlCsG8pYaFG47YNkVK2twvFTJZVmKsm5g4RgucoLNwjsPAVoIfEootOwD41GYf8NBwrM3FsyMRBPnPHXgHzcCGOowXYj+bjMF6E40ghLv35+PRmY+hKJ74tWSoTyZRVpdFUWkBvQQMjOWNMZ59mX9YjDmd/i8M5/8RC/n8wVfJzxkt/xUjpb+gr/gPtRX+koeBPVOb/mZL8P1FU+GeKSv5KicC6vFZA3SCgbv8DFf2/pGroF9SO/oK6sf+S8qdUD/8z5QP/SEnv2xR0f4vctq+T3fwWafWvkVT1CvElT+WC94jYnLvE514ntegiWWUnyavYT1HNJLWto7R2D9LV30vfUAdDo20MDTfR11VPV0M9LVVVVBUXkZ+dQ0J8Mnp9HG6e8lnYGdltYmDHLr2Uclwt9dg6GvD0CtOaLSfGRlKYG0t9dTw97YmMDSQyPZrE7EgK+0azWRjMY7a7RJuebbqlgYnKTsZyxxlOm6Q/aZy++HH6EycZSJimP26K7qhheox99EZ1SdlGV2QDneHVdEaU0RVTREtkFg2GVOpCE6kNiadGH01VUARVwQYqAvWUBwZSERRIWYAvhd7u5Lp6CJy9SLXzJlYqDgZLLwIsfPC28JfrXzDu8h1xk3DXyXtyMODtZMDfJYxATwGUPlSOQ7BU/tUctWFESuU8zCCgChJEBwii/QIEy74CZx985XfqL3gO9AsmIiiKGHltCeEJJBnjSYmOISPOSE5iOKWpEVSmhVKTGiDnP4Fzph/d2f4M5gQymubPRIofY0l+jCT4CaL9GYrzZyA2kM7IAJpDA6mRCk6pfzAFPnpyfVQTZAGSXxiVcgzqDFE0RkTTaoyhKy6OvuR4xrOTmCtI5VC5mjUghwtthYLWMu6NlPHSbD5vHMzlGwLnb58p4zvnSnn7XDHfPV/M984U8fapQr5zooC/OZLHNw5k85X5DN6cyeR1AfcbsxJz6bw+n8Kr0wm8NB3L02kB82wMj2ej5VwbzaOZWB7L+vuT0dwei+X6cBKX+1O40J3AuY44zraqpuAxHK+J4lhNNIcqjMwWhTOZb2A0L4T+7GC60v1plePRnOBPuxpcLT9Zfk95DFeUMlJbx1R7L/uGZzgyc4Rj+89w8uhlTp24xrGjV5mdvsjY0Dn6BactDTNUVfSRl9NAfFw+Bvn++PhG4OoWhJuctzy9QnD30uPuHYKHXzgeAZG4+UVIROLpF42nTwzunjG4usTgbB+Ng41RrrFyLtsdJnU6AxY75By5S85Bu4Mw2y3nKdMQOWcbcXZOwsMrCx//fIINpUTH1ZGa3k5ubi8lxYPUVI3TUj9BZ9M4rc0j1DYNUtzQRXptE1HVVQSWF+BeKueokhSsC+O0VjJWcu2xq5DzpZw3LeVcZFmfhF1tPI5VMXiURxNUHIkxP4zkzGBykwOoEDzXhbpS72lDpa3gWephKXvXEC71BU81Hs6GNWxZtVqwLEBe9oIG5pXLv8QqiRXLn9PWPS9oVqGA/X/Ds2q2rcr161aze9c27Gwt8XB3lt+Ip/xefAkxBGh/RKnMs5quytfXGwcHBy3zvHXrVkGzaqr9DM4SasCwLVu2snHjGtauXcW61etZs2oDy7XpqlbwwvPLBM+C+3XL2Kq6LLrp8DAEE5mZRUZ1IyUdYzRPHmXw8BUmTt5m+vwDZi88FvQ+ZuHKS4JEwevFJ0wKoMfPPmRUYuSMyjxLKcvjF15kRqC8cOtVFm6+zLxAev6axFWB86WXBN8q6/yI4aPP5m4+JOVRNb+zKh9oeFZgVrGE54Hj97RBvlSoaaMmL8prUBCX16MQrcCr5nseEIyr6a0699/V+ky3L9yibf6G1lx74PgD2eapoPcrn8F5Cc9LTbYVrNW+FNLVCNtqnUKyAvTSyN7zVxcHGFOA1kb6vvKGgP5Vxk6/ysDRl2mff0T92F2KOy+TUnWCsPT9BMbM4hU+8dlAYUsjbKspoj5bZ1DTWY0uzr8cNiHQVnMsj0iofsrDOBtkWbZ1lm1d1JRVsk+/lAMEZx0VSJ4kNP80oYVnCCu6QGTxFSIKrxMq1zO/1Csall1irwmY7+KV8hiv1JfxTv8yfplvEJD9FQLyvoFv1nfxSf8R/pn/QmD2TwnO+y/0Bb8ktPi3hJX+gbCyvxBa9ldCSt8hpEzAXP4BoRUfCpw/IrRaQis/FDR/qM2ZbNSwvBixdR9rEaOaXUvE1n4ipSC6ARKaFiO+8VPiGz4iseED0po/JKvjY/K7PqGoB4q6Ia/tA7Ib/kpSxa+JyP83AuW1+iS8LVD+G7xiv4pn9OsC5pfxND7CNfyOHLcrOAafR+d/Ghvfo9h6z2PrMYaVa5/UiTowc2oSKFcJkgvZa5+FiS5JcBzFbqkH7ZH60l57P9nOD0snL8GzMyZ29pg7OGLhKHVHR53sxxF7H09cgwNwD9XjLde5gNgYIjMySC+vIr+xldKuflomZumbP8zAvIB5eh+9U/vpmz5E7+RhusePCKCPUd93iIKGKWJyuwmMbcMjpAvXwC6cfNpx9O7AwbuTL2xX00epEPyqPs9b5Qeu8Kwyz2rE7Re++AWt6fb6Varpthpxe43gd62cZBcHALMU9Jps27iIZwGzyjyrEbsVpPcInm0Ez2pAMJ2p6te8W5Z3aqjerAZIWP4FNq/8Ers2rtIy2LZ7t+IkcFbzFatss63sXyFa3Xaz2K1ln20F7ArPasRtq21rBNNrPpd9XgS0apqtmmxrzYpV32TBn0JzgGDN39FUG2jKXUCnIKdQp6C7hF1PQbSvQNzHSmWi/zeeVd/npVDZ56Um20t4VphebIq92ExbNQf/fN9mdZ/dtlWfwdly4wtYbVomKF6FszzGVe532rICO4Gz7QZB88bnsNvwJRw2PYeTig1fxHnDF3Bb9wU81n4Br3VfxGPjMjw2r8RT9uG7YzUhJuuJst5CksNOUp13kea6i3Q3Kd12kuAsgHbcuohnR8GzvULzFgyyfaTNdqLsdmKUiFKAluMVLu85RNYHCFJ95P16mG/EzWwjLvK+HOW4KigvYfl/gfpzeFZZZtU8Xi2rddqfFbJOmyJMTesln8lnf2rIZ6eyyarJtppizFbei8Kzo3we9gJmnezDXj4nrfm27Q7cFKBlX65WW7V+zWpKKi10gmadfIaCaX9nE4LdzAlxMdfmgNY7CoTdrbQBwxIDnYnxs0fN82zwtCZM4BzhY/MZnmMF1HH+ss7DlHCXPUS6mZDga6FlnYtjvSmJ8dQGDFN4bkgNojM9mKHcMKkshbG/IoGTDemclrjamcejoXKJMh4Jkh+PKCiX8lALAbWsu/tsxO2Ho+W8OFGjwVkB+oFg+MlMIy/PtfH0GZxfFEg/WWjn0Wwn92fauTvTyr3ZVikVpBu4MVnLNQH4pd4CLnRlc6Uzm0ut6VxoSOJCk5qiKp3jgueTDWkanhfKEzhUk8FCVbqG5331uSw0FDJbm8+UAHqusZTDHbUC6TLGynMYKEhnqCSL6dpi5purmG+q4mBnA0d7WzQ8nx8f5Or8BFfmJjg+OkhrZQWJUul2d3bVss62totwNlNgtnbCVJZNZdlMw/MinC1sbAW6dlq/aCvVP1rut7GTx+s8Bbre2OpU+Aqc/bWwtgsQfPoLQv2x1PlhZS/r7AXQgmmFag2oAlUr21DZVgCsheBJTso2AnBbhXBbP+xkP44uAmeBrqOgwjFU8BwdiENKCI7y2TqWGXGqjUbXEI2NhJWEriMRh27Ba0cqDi0pUvlLwrYoDptsqRSmShkbi7XBiKV/JBaeEs4RcvIPEyBLZdUu/LOwsA1bHMRMJziWUMtmss5UtjOzk3X28linKMyl4msREId1WAK2scnyHKnoCtLQVWTJ8+fi3FeAy0gRLhOlOE4Wo5ssxH6qCIfRQpwGCvDsyyGoO4PothQBaxJFFcnUFeXQlVvJUGY3kxn7WMi4wsHMFzmU8TX25/4Ds4X/wlTRvzFR9F8MFv6Mzvyf0ZDz31Tl/IKS3F+Ql/3fZGX/J9l5/012gUThf5JR/mMy6r9HRsPbZDZ+h4zGb5Be9yapNS+TXPUiieX3iC2+QWTuRQwZZwhMPo5v7CGp1Mzjph/HLXgIr9A+gqJ6iEzsIC6tkZQsuQgWl1NVU0ZTcyk9nWUMD1Qw0l/KUHcpg61ldNYVUF+eSVFeEknxRqnwhuDqGoiFlR87dnqyZasHO3d5Cp6l0uuksqzBgucAEmNCKMgyUlcZS2drIiO9SUwMJTE9lMz8UAZz/dnMyO9ppq2AicZCRstKGc2upT+5lq7YKjqiKukwShlRTUd4FS0hJbSGFNEWlkerIZvW0DRaDIkCxzgaBYf1IeHU6sOoFSxXy2ssFcAWCV6Lfbyl9NbKYl8viqRCoPqwZji5kCrf+wQbX6KsvNFbeONl6ivXGT+5XgbgYCHfV2t5r7owPOU75ucWRZBHFHqBlUHQHBoShEEq5ar5dkJsFHFRApNwAxGhwYRJhSPE3xe9nw8hggGDnx/hAQFEy28gWZCdFRNNXkI0BUlRFCYZKE7SU58VRlO2ntasAA3NA3mBjBUFMVscwv4SAweKQjiQL8t5eg4IIA/mhXKoIJyFnAhmMo1MpBkZSo6iLyGK7vgYiVgGkuIYTYmX72AyMzkpzOWnyH7SOFyWzqla1eUkhyvtedzoKdRmJXgk58iXpyt4fV8RXz9UwLdPFPOd04LnswrPpXzvQjl/d7FSyiqJar57rpq/PVXFN46V89bhUt7cVyxoLuC1uTxenc0SOKfz4mQSj8bjeTSZwP2JeO6OxXFH4vZoPDeHYrnaF8P57iROdaZwojWeow1xHK6N44B8bxZKowXMkQzLe+xNN9CRqmYrkGOVEEx1XBBlRn+KI/2piIugMSudtsJi2kuq6apqY6BlhLH+A8xMnmZu4SL7Dl1n/5HbzB64yej0DQYnrtM1eJa6tn2U1o2SUdKOMa2EoNhM3A2x6PxC0QWE4aSPxF4fgV1QOLpQIzo59+hknU5vxD44BoeAWBx8YrFzi8XGMQYrgbG54NlU8Lx3lwETAbTJzhD27Apk984AdguiTUwMWNvGYO+cjJtnBv6BeQLIUhLiqkiT739uZiNl+W3UFLdSU9pMZVkjxWUNcg6oJrasRCr5ct4pycCxOAldaSJWpXFYlkVjXSGvW+Bsp8ZlaEvFpjUF+6YknBvi8ayNIbAikoiiMBJz9OSm+FMe402twY1aL1uq7PZQKPWDVNN1hEs9xE2ND7NmldQpVwmWVyziWMs6fx7Pzz/Ds7rvc2j+v+B5nUB3x/bNcg0yw9XFQev3HBDgTbDen1D5zajWGyEhwdqgYS4uLtqI2wrPW7du+x84b9n2DM+b2bhpteB5JevWrHuG57U8/8WVPP/8cr70/JdYtvoFNu3ZhLmzjSDOH2NWBlm1TZR1j9EkFfv+wxcZP3WTuUsP2H/tKfsEwQduCoivq6zvEyYuPBKMPtDgPHLmAaPnngqknzKm+jNffoXZa4JRiVlBswK3gvPk+RcZO/WIoaP36Dtwl679t+ncd1sDs4KzCtXPuffIPcH0fS3U6NgKzyNnHkkoqD8SPD8RPCtAP2VK9jtx/qmWVVbNsnsO39dG6u4+eF9bVvtT69X9kxde1rLIqrn2UigYL6FZhdrX8Cl5ntPyPAJolZFWzbf33RQ4X39dYnGQMbV+5vKXFzPeJ9Qc1U/pWHgscL5Ded8NsrXpqo6iT1zAP2oO74hpQZaAWULhWM337Kof1aasWlqvpoxSoc0FrQbw0gb1msIpdAaXsDmc5VrlFL6Ac+RBPOJPCIzPE5RzFX3+TYHzXcJKHhJV9oToslcxlryKoeAVgrJewVeg7J32FXwzBMkZ3xYo/x2+Od8XNP+QwIIfE1T0rwQU/BcB+b8iqPC36It/L7+hPxNe8S4R1e9jKH9XwPwuhgoBc6UAuepjwtXUTzWfCpo/FjR/TFjdJ0SoaaIExEY1Cnbth0TXfSBI/pDYmve0ZtfxtX8lse4dkurfJbX5YzLaIKcTcrskOj4ir+MDCrrepbjnHcr636Fy4B2qB9+leuCvlHb+ltz6/yal8p+JKnibwJQ38Ix6hFvEHcHyVZwN5+R4HcMxcB/2AVPY+Q5j7dWDhXsr5q5NAuEqzHQFmNjksNcmHVPbVKnrJAqKY9hjE84eWz0mUi8zU4OsOvlKeGPl4oWVszuW9i5Sz3PCRq6J1k7Ocp8Dtu4uOMn10l0fSGB0NBGpaXJ+zCYmK5/kwgqyq5sp7x6gaWyavoUjjB45zdihkwzMHtbw3D99lL6p43RPnqR19DgVHfOkVQwSltolv8dWnANa0Hk1ovNsxt6r9dk8z4JQbRoqQfCOzevZvG6NwHYFq56TE4/AebWcgFQmWQF7aZ5nC0GsaoqtsspmOzZpeN64epmWdVajcys8q+bZ1nvVFFSCH/MdWpNse/PdmMr2qs/z+hVfZMuq59gtJxXVdFth3E6wrOCsQvV1djJTTXNVc+zdOKspreR5VX9gs01yoty0QpZXyDrBmwZolYHermWeFZ5Vs22VeVZNgFV2U+9mRYi7NUHO5vgqqMl2WjZUoLvUJ1nhWc3z/H/iWYFZZS5V019VqvuW+jwrNC+FvQBW4XlpgLD/LzwrOKtSDRjmJCd+p/XP47TuORzWfQnHtV/Cef2XcBU8e21+Ht8tL+AvZdDmFwgVdBtkm9D1z+G/fhleG1bgs3kVQfLckfKakgSPOW6m5LjvJdt9Nzmee8n03EOK607iHLdpeI5x3kGUk2qmvY0wNZCY9TYtwi0VpOU+eY8Kz6GC52A5FmrqKm+5UKk/DdRxc1bHVy5YahorhWV1Wx1LVSpEL+FZwVlNTaXArO5X69Q0VQrPAc/QrLUYUH3E5Zi6CITVnx1OEg4WasAwWWe7V2KXVAy3a822FZ5dBM8e8pl4yHqFZ3fBs5fKNAua/Zz2EORqKuVe/CUCZVn1hQ52kO/AMzyrrHOC4FllnkPdLOR7YUmolzXh3tYantU8z/H+OpL1DsT4CqbdTYn1ttBG21Z4LowWOMd4URbrRUW8D3VJfnQKoEfzwpkpjuJ4fTrnW3M535zFza7CZ3gWGI+U83i0jBcFzY/GS6WiVs6TyWoNzQrRL05U88psIy/N1PN4skbD84sKz/NtGpzVSNuPZ5p4uq+DJ/t7eTjXJXBu577gWsVdue/mZB03xqq43FfI5e4crkqFfxHPiVr2+YyA/khVIkerkzlUmcyBKtX8MYu5yjRmK9OZq81hn+B5rr6QqVrBc1MZx7obONBcwXR1AWOlOYLoXLmviLmGCuYbKznQXseRnmatv/OVmVFuHpjh/MQw021NFKSmEOwfiM5WICwgVtNQmQmK95jbYarh2VlC1tnaP8s822l4VnD+PJ5tbV0Ez+6CZy8JHy1sNEAHSARipQCtRrLW+QiefbF2kPWOgYLoIMFpkOxbAGUjkLYNltcg67Qm23JiFoxY2si+bH3RyWMc3IJw9g3BOThYLox6nOKCcckKx7UkCpeaGFya43GQSrNtWzzW7fFYdSdi05uMXY9U/DrSsW2USmBFEjb5ieiykrFPFuBGJWIdHIeVr1Qa3WMwU9Nk2Qu+ddHy2qIE0oJiW6nE2sqyzii3ZdkuEhPb8M/CXKeaKxkx84jDPCgRy/BkrONSsZLja52XhlV5OjaNWdj35OKgss4TJTjMSMyX4LxQhtN0GS5jJXgPFRIsgI6R15rRmEJJVSr1xdl05gpAM1sELuOC52MczrzM0YyHgui3mM/+DrOC6On8HzCc9yM6s35AffoPqMj4AYWZ3yc9+TskxH+TuMRvECMRGf8GoclPCcl4QEjmXfQZNwlKvURA8mn8Eg4LkvfhHakqL8Na/yF773ZsPZrlwliHqX0pu21z2GOXLscpBUevNHz16YREphAbn0RebhqV8l5b6rMZ6MxnaqiUWfntTPWXMNpZSE9zNk3VqZQVxZKaHEaIPgA3d9Wn3ZNt253YtMlBSkdMzNywV3MG+/prg2Ilx+kpyomhvjKJzpY0wXg64/0ZzAxlsn9UfhODOcx3ZzPbkc1UU5b8BrIYzs6hNymTFmOSgDiRhpAk6oMTtWjQJ8nteIkY6vTh1AQFUxXoR2WAL+W+EgLUcj+BlPw2yn0CKPDwItvFg1w3L3JcPRfDzUNKdzIcnUnRuZBg5020fE/DrXwJMPfG3cRbrnNeci2WMPPB1sofJ4dgvNwMBPpFCIqjMRqiiTWGExsVSnxMuPaHQkqckSRZTjCGEGsIICbUl5hg2XeQFzFB3sQF+5Cg9yZF70Ge0ZfKFAMNOUZaCqNpL4qmu9jIcEUU45VGJisjmauK4GC1mmIpipN10VxojuNicywXm2IkorjcGMWVxhiuNsVzoSaOc1WxnK5M4ERFIsfLkzlaniqRIcsZnKrI4Gx1FucEy+frs7go3+nLLdlcbc/kemcmt3tzuDuQJ+fLfB6PF/PSVAmvLxTytYP5fOtYMd8+Vc7fnqngbYXly/V872oj37vWwt9db+O71zv4zpVOvnWhna+fa+Urx5p480AdX95Xyctzxbw4nc/9MXmOoWRuDiQIlGO51BXDhY4ozrdHc7bVyImmSA41xLBQG8tsVTTTZVFMyvEYzTcylB1Jd2oYbUlhNMYbqI7WUxYZTFFEMPlhwWTKsU4LDSIn0khpciZVOWXUFjTQWN5DW8MEPV2HGRo5x+jUFSYWbjEh6BiZv03fzE26p27QMnyeis4DFDSNk1LViSG3Ap/UbJxi5TxkiJBzQqSca2KwNgqKI6OxjY3DLl6QLJVJ2ygBc2QctqESQXIu8o7BwiVKKqyR7DELY+fuUHbtDGW3AHrvbgOmJqHsNRFEq9I0DHMrozYVoItbsvxmMgkNziU6PE++Q/lkxBZSkFxCUVoxeal5ZGcUkJpdQFxeHqH5WfgVpuNcpP5UjMeyRM5f5XIerE7Eti4ZnZwvbVtTse5MwbZDzpdtgufWBDzlGAfK9yqiVPCcH0JuRiAVCb7URLhT52tHtdQhiqW+km66ngiph7htXIHp6pVsUv2ely/Xml6vkPqowvNKqWsuX/5FXlj+vMRyXli2XGvC/f+GZxVr16xk+7ZNWFqYaCNuLzXdDjUEszhV1eJ0VQrPTk5OWuZZjbi9hGcNzs/wvHnzJsGzwHndckH5GtYKnle8oEbcXqWN/v2l577E86ueZ73Ug010FrgF+mJMTyOrpoHSrhGaBc99R84zfvoG85cfcuj2K4LO1yReZ+GGIPOyarr9LON86q6EykC/KrdfZfjMS4yde5lJgejURQkNzYLts08W+0kLZPsP3qFbvm/tKiu8IN+1Q3c1OKvs88Bx1Y/6oTaStQLsoOpPfVIhXR57+oEW4+cfyX5flHgskBaQn30s26jM9f3FfR15KPtSA5qpqa5eZPSMyiSrfsyLfZ2XmmKrUkFYNddWTbUXEb74nArQn+H55lc4dFe2vyOPlVDNtRdkvdqnGg1cy3bve0jD+B1Ke66Q13pJfi+niMxVTbYX8DPOC55n8DCo6aYmtPAMmxI4L2JZrVejaytAq9IzXLAcOotz6D5cDYdwizyKu/GExEncos7gHnsB75QbBGbK9S7vKYaiV4koe4uoSrkmVv8tsVXfE0B/l/CitwnJ/S7Bud8XYP8L+oJ/Jzj/vwku+CVBxb8lWGt6/UdCyv+MvvQvBJW+i778PUIq3sNQ9cFnWWRVqtsRNWpqqE8wCpAVkqMbIbIewtVUUU3q9qfEKEDXfkBk1bvECZ5TGj8gqeEdUur/QlrDn8lq/gvZrX/RkFza/wGVwx9SM/oBdaPvyPH7M81Tf6J15ve0TP2Glslf0jL+c5rH/ovq3n8mv+G7pFZ8g+i8V/CPu45zyHHsBcu6gGls/Yaw8GwTKNdInadCynxMnNLZ45DIXjmPmEndR0sOWOul/qeX+o5e6kTBWMr1y8xOjffiiZnU9SydfLB28dXgbOnsKfd7YGnrKfU9TzkfybK9Kxb2TtjJtdJVdT0yhBGZnE5qYTkZpbWkl6hoILemjbKufuqHJ+hdOMzUifPMnLrI5OEzjO47wcjCCfpnT2hTVrWPH6OqZ4Hc+lFi8/rwi+oQlLfg6NcgQG/B2b99sc+zBuit6zU879q6ka0b1gmEV7NS8LziOTXituBZYKyms1LNts13qf7OG7Sm2DZ7t2G+cxM7NqpprhbxvG7lMjaseoHtG9Uo0FsW53A23Y6jINjBcq88fgvb1q9go8B525oX2LtlrdZsW43erZqCq6baCs5ac+1nmWh3qz1a0207Abb5llWYbFgusUwAvQwr1ed3t5qmSSCsYGe2WcOzCoVnhTHVbFvhOczLjlABtMp6Ktgp7Kkm0wq7S3j2MJXtBXufx/MSnFWz3yBBmMpEq/7PaqRtlX1eykA7qkzss2baS4D+PJ6XAG0j6FdwVpB2lO1d5cTqse55vNa/gLe8p0BZHyr7ipT9Jwpc0+U15AgWi+R1lNrtpcRqJ0WC/JS9WwnftZnw3Zsx7t1InIAzVeHZZQ95bnvI99hLnrcp2V57n+F5K1EOW4gSREc6LmWeF0fjjrTZSoS8J6OAWWWgw+U5l/CsBg7zkX2rgdQ8BK+f4VnArvC8BGOVWV7KQi9lmRWW1QBtXrIfdVuFuq3N9yyh+jsvfWYq47wUtiaq6fYmLfPsaLUDe3lunWxnL5+nyjx72u/Wmm+7yAXUw3a7BmcFaD/H3YR4WBAgaPa236k151bNtrXPT0o1RZXq8xyjpqvytCbE1ZxQDyttwDCVeY7ytiHUea/W51nhOT7AljgfKxL9bTU8Lw4a5kyxyjrH+2p9nmsTfGhL9pXKdChThZGcEKBe7ij4rMn209FqnoxWCp7LeDxSwiOJB8NFWjwar9AAreLRWKVElTba9svzgmSBtOrz/ERlnCUUoLWYa+XpwX4Bcxd3plq5qzLPsu6WGlRsrJrro4t4vtSVw5VO1Ww7RSqi8ZyrT+RIZTwHymI5WiVwFuQtlCdyuD6HgxKHGvOZq8lhri6ffc0lAuNS5pvKOdhWzaxgeaoin4nyPCalnKoWYDeUs9BczYE2wXN3M2dGerk2P8H1/dMc7uugtTCXqOBAXB2dsLKwFjzbYmXriKmgeLe5DhOBs5mtCkc5eToIbNUo2zoJO2xUs22Bs5oL2kbwbKcyz3Ky1Dn6CHIVdH2xc/DH1l5FALYqAy3L5gIMc506ycoJVzBsaR8oKA3ERGBh+rkws17sY6wAbSUgUftSWWdnLz2ugaFykQzBNSYU52SJ7DCciiNxro3BuS0Bh85EQarguF9gPJSK3XA69sOZOAqwHOWY2wuuHCozcSiQSM9EF5uGrUGw65+EpWc85s6xWDjEy0k/UaAcJxXY6GchsJaLilo2EUzvtYnQYo9cZEx0EZg4CKg9YjEJTMQsPAVzwbNlWjpW+elYVmZg1ZAhldAs7AbzsZ8oxn6mWPBcjNO+MpznK3CbKsdHwKEfzCO2K5vMpnRKq9OoK8qkPSuPwfQaJtO7mU+b5FDaYY6mneNA2l3m019hLutNprO/wlDWV+lIf5PalNcpSfkymQlPiIm4TUjIZQL15/HTn8U98Jig+CD2QfvkYjqHnf+EVNYHBP7tmLg0YOpULUiuYI91ATvNs9hllslO03R27E1h655oNu0NZpOpPzvUIG6Ogbj7hhKg1xMdbSA/K47q0kTaa1MZbBPM9hexMFjMdG8Bw5059LSk01SbQEVJDGlpBsLCA/ESnNra+7JrjytbtjmyY7cT5pbuOLv5ERAQRJSCTVIk5UXJtNRm0dOWJ3jOY7wvj9mhfA6MFnFgsIB9PQJowfN0Yxojgr6B3CS6kmNoiDRQJa+vPCCYMv8gyvyCZFlPRWAQFUH+lAtIS4PcKQ5wpsjPhSJPTwo9vMn39KbQ018iQM7X/nLe9hNA+5Hp5Ctg9pVSLfuR7uBDqhowS9bFOPgRbudDgLUX7hae2Ju6Ym3ihKWZM9bWrjg6euDl5Ys+OAijvK74mDBSE8PJSIkkOz2a3LQocpKNZMu67EQDmbHBZMcEkidlYXwoJQkGyuS+yuQQmjKD6MwPZrAskvE6wWJLIgc60zjWm8GJ7lROd6dxvieNKxI3utO51Z0hkS64lRhM5d5gCg8Eoo8GJOS38rg/hftdydztSOJ2ewo3W1O43pLK1WYJ+S5eb8mRdbncas/lZns219syuN6xuN8b8ly3etK5PZDJ3SGJkWwejOfxZKqAV2fzeGN/Hl89XMzXj5fzzTM1fPtiI9+92sZ3rrXznRvdvH1rkLfvjPC3t0b55o1RvnFtmK+fHeCto918eX8zT2areTBRwvWBbC50JnGmJY4Tgv4jtREcqgpjf7mBhdIQZgr1jBeFMVgYTl+ugd7MULpVllnOEy1y/BpiDdTKMa8whlMgwMoMDCTF31+uH/7ESET4+RMdFEaKMYWspCLyMmopKeiiomKM+uYDtPWeoXvkCv3TtxlcuEfv7G3aJq/SNH6J6qHTFHQukNE0LJXyNgLzSvDMysY5LRmrBEFzokA5WSCdnIB1atLin3eZSdilJmAn6+0SEgTRcdgYBK8Bcg7ykPOMo5HdVmHyGzSwyyRMwByOqVmE/D4i5dwYhbl1FGaybG4teNbFYu8Qi6tLHH6eCQT7JBDmG0NMQDTJIfGkRiSSZEyQ71wSUYnJhKWmECCvwT0vCYeiRKyK4zEpjsGkQp6/XrDcnCEh566WZCw6ErCRsO9Q3WDi8GiMJqAmkvDyMBIKQ8nNkt9Skh91Rg9q/XRUy7W82ErqRqZrMUrdy0d159uwmq2rV7F6+TINz6tXqX7PagCwLwiMv6DheZnqlrhC9Xn+/8bzmtUr2Cb1YXOzPdqgYV6eLlrm2SDnCoNhMeus8Kz6Pbu4OP8vPKvRtpfwvHnTdg3PmzavYp3UWdetWxw0bBHPq1n2/Cqee/4Fnlv5PGvVzDfWJjj6ehKWnERaeQ3FHUM0TR1m6Phlpi/eZd/Npxy++2WJ1wWQr8vtL2sZX9Vce+DkPfqP36FfsDt48hUB68v0HXsqy08F0ArPr2ooHT8j2D79IiMnBbPHHgme7wme79Axf0vQeUvLEA8cV2h9qCFYwVk1sVaDeynMqhh9hmfVv3rs3EOmLj/R8DxxQTXnVo9VmetFPCvMfh7PY4LnpUHAFJaXml2rUOtU82wFZdVcWz2XhnUppy+/om2jkH30wTe0OHJ/EdFzAm61jcqat87doXHilsD5Mhn1p0iqOEF0wRGCUwTO0bP4Rgqew2dRczW76ie08Aid0sLTMK3dp8IrbEYrfYz78Yg4glvESTyM5/GJuYxv3DV84m/gFX8bn6QH+Ge8jD73TQHytzCWv01M9T8QX/9j4mp/LHj+CbEVP8VY8m+EFf4bhsKfEVb8e8IEyKGl7xFa8hGhZZ8SoqIcwTIEl39McMVH6Cs/Rq81wf6Y0JqPMNR+RJgAOrz+IwHzJ4tAbvpYyo+0AcAi6z+R+z5ZRLXq2yzbJDR/SnLLx2R3fUphL+R1fkR+x7sUdPyF4q6/UNbzZzm3/I6GiV8LlH8t34Nf07X/V/Qe/DmDR37GyImfyffk3+k78CO6579Px/Tb1A1+hcKWJ6RX3Ccy65ocnwNYefVj5qbAXC9QLmOXLovdUscxdVKDekldRupiu+XaZSrXM0tHb6mfCX7tVBZZrmEO7tjItcva0UvqRR4CaHepx3nIsrr9LOQaaKXqeTZBWFkHYi3ItrTxkvqd1Avl+ukZGIY+Oom4jAKyS+sprO2kpKGPkqYBStsHqBoYoXV6lsGDx5g4fobJE2eYOn6O6WPnBNHnGBREd8pvrXn0ABU9U+Q2DpJQ3EdIYhc+Ea24BjfiFtyCR0gnX1AZZxX/g+cNbNu4RiAsJ5gvfZFlWrPtL8jtF7S+0Wq0bXOBquUuhWc1/dQ2Wd6iZZ43r17OejkBrF/+HBvkhLVtw0ptHmdrQbadYFhln3UWu7AQ6O3ctEqbqmrH+mWYyH4tFMoF8ubb12p9nZeaa2uhAG21W8tCqxG4TeUktEfwvGf9IqBVE27rHWux37MIZhVOKiss8FLNttUAVmpO4UCBr8FDYCSIVphSg4a5yHYKvE4CQHeBmZeG582CZ8GiGoRKAL2EZwUvNeCUQtgSoLW+z8/wrPV71voEr8FBC4G0rNMG1NL6OsttCScVW1fhKEh22rwMr20r0W9fRYxANFkekyVILRa81rqY0OphRp+fDWNB9kwEOzCtd2Im2JnpAAcm5ALS7WVDg7slVS6mlDnspMR+O6VO2yl33UW54LlM8FzqbUKhlylZ7rtJkfviVebZfiuRtgrLAm+rTRittxIjAI2V540WgEYJmiMkDPL+9XKBCrDYhJ/5xmeAls/GZD1Ou+Q9yvtWA4k5y22FZS0rLcfdQSCvPgcXOZ5ugl81LZUaJEzNyeyuAC6AVpnmxRG5ty9OTWWqBo5bh60cM2s5Dpa7VmulTt0nYNbJa9CZy74t5Xm0zPNObR8q86zQrAYM85HX7C9liMBZZZ/9HXbJZ6VG2jYh1ElCynA3c6LluKk+zWFak25TwjwsiRAsG31sNTzrBeBqu/gAOxIC7UgKtCVV0Jyh4CyfQ16YE2XRntQk+FIrF/SGRG/aBc+D2XomCsI5WpvC5c58bvUVC5QFxwLnJ6pJtqD54XAJ9weLpGJZKBXMQu4PlWoDhr04UcW9oXLuDJbyaKKaL+9r1UbaVnh+PN202Fx7X7tWPpgWQO/r1Jps35ps5Lbcf1tlnSdquSb4vqHhuUjwnMuljizON0lFty6BUzXxHCyN4kBJFMdU5lkAva8ihaOC5pMdZZzqqmG+voiZ2gIBcRWHO+oEz2VMVAtMSrMZlRgvy9UQPVtVyP76Ug43VXO0rZ4TPa1cGBvg+r4pLi5MMtXeQElaEv5eXtjpHBebYQuSre1dBMlOWtbZXE6c5mqwMFmv4Gxhq+Z4dhDMLoLZ9lnYyPa2coK1U3M+O3thL7jQCSrsJGwcn2WYBcpWgmgzWx8JXyx06naQlGpE7QD2CsRMJEwl1CjbFrYCazvVbDtY9huMzjkURw/VN9AoF9Uo3IxG3BKicM0w4looaK6MxbkpAeeuFBwG0nAcy8R5Jhcnqbg7zebjMluIm2DVfawI154CXFsKcSwXSOcIZhMysAkX6AZIJdEjATMnNViVIFonywrPtgJiG6lUSpjZxWphaiu3baMEz0b22EQKqKMwsZfb7tHs9ZfHCsYtY1OxEjzbCNJtBes2jdnYdWajU3geL8JuohA7wYXjXAnOc+W4TpXgNV5I8EAuxq5M0prTKKlJpaYolZbMNPpScphILmUhqYHDyR0cTxnkcMo8+9JOMp9xjtnMs4ynnaY36TjN8YeoitlPbvgM8YHDGLy6CXTvxMulFSf7ermwVcuxr5LXXS5ILmGHRT5bTTPYuDeVTXuS2Lw7gU3bo9iwLZzN28PZqoWBLTuC2LTbR+73ZIeZp1wsfXHzCtRGhTZG6MlOM1JRGEdzVRK9Aq7xrhyBs0C3M4v+9gw6m5NoqoujojyKzEwDkcZAfP0DtD9dTEzc2LHDiT17BJqCZw/Bc0hQMAnGUPJSoqkpSaWjPpf+tgLGuguY6s1nrj+f/UMC5/485ruymGlNY6I+WfAcT798LzrSwqgxBlAW7EWRv6DYR0K+8wUqfDwo9PWgOFDgHORKcbALJUFuFHnLfYLnPHcBtLsvBYLnQs9AWRdIvkcAOa7+GqKzVenqJ7f9yJLlNIkklwCi5b0YbNVcyW54WrjgYuaAs7k9zpb2eMpvLcjdHWOQL4mRejJiQylICqUiM4K6vFjq82Opy46iLsdIY56RZom2/Ei6iqPpL01guCKR0aoU+c0nsL85hiPtMZzoiuNMfxIXR9K5Id/5u/MF3JrK5s5UDg9n8nhxpkBD7JNJiYk8XprM5WW57+XJLF6dzObViUxeGcvgldEMXh5K56XBNJ70pfGwO2UR0q2J3GpJ4m5bFvc78rkv5867HbJ/+TxvtQmYBdA3O6WU7+zdPtlmIEfOm7k8GM3nxfECnk7l8cpcHq/tL+KNwxV89Xg93zzfyd9cGeDb1wXMt6f5zr39vP3gCN9+cJxv3TvB128d4xuXDvLmySmeHBjg3nQbN0ZqOdNVyMGmFOaq4pgsi2a0SE0/qKAcRk92KB0ZobRlRNIk38O6pAiq4yOoio2Q60EkhRHh5BsiyAk1kh5sJN43jEh3wZZzAHrnQAJcA/FxDcLXMxR9UIJ8n/OIT6gmPauD7KJBCmtmqGg/QuPAOdonrtE5e0sqs9domLxI7fhZykeOkds7R2r7sFSKW/ErlvNNQQ5O+enY5SZilyeRLyjNS0ZXkIpjcTr2hanY56agE0Tbp6VgF5+IbWQ8tiEC6QABrXscZjo5v1iFY2ZhxMoyRuCswGzE0joaC6soTC0itLCwUveHY2sdhqsuAm+HcPwcQuS9hRDuHkq0XwSxIZFEhUdjjIklNCkev4wE3HLi5XUI6kvlXFcq57rKeCzkGFvL52vdnilwTsG8KxFLCbvORBzb4nFrFqDXRRNWKcexKJzs7BDKUgKojfKkzt+eaqnPFcv1XmWeo/esJ0DVGzdLfXbtataqzPPK5axZo6asWsYyqZO+ILF8+QuseIbn5f+3AcMkFJxfeP45gfcKbboqU5Pd2Ots8PRwwV9Qqw/2Rx8SSKjgWU1XpdcH4ubmhrm5mcD5c3jWSsHzlq1s2rKJDZvXsnbDKtauWyuva728ljXadFXLXljBc/K8zynsS118u9VebL1dCYqPIrG4jMK2AZqlQj9y/ApzFx9w8ObLHLr9Ggduv87+W68ze/UVxs+/qPVxHhDI9gug+04oRD+i58gDCQVpwe+5lzQ8T198hQlB6dgZgazAeODoPcHtXXoO3BEw3ZHyPj2HHmhzNKss7uhpta0aVVseL6CdOP+EcZW1lserjPDA8fuCVjW/8uIAYqoP9PCpRwxoTbxVf2mBuQC6R56jV55Lba9e6/iFJ8xeVoOLyXtQ001JaAN9yW015dSkQF3ta7Fv9SNBuRpc7FUO3HqTw/e+yrGHX9PiyP2vyLFQfaRf1sDevnCT+vGrlPVdEjifJKbwEMbsQ4SmHsA3Zg7PSDXP86xgbxZXwwwuWshy2H7cIw7hEXkUT+NxvKNO4fUsfGMu4Bl1E/eYh3jFPcUn4RX8kl/HP+UtfFO+hm/qtwjM+i4h+T8kvPhfiSz/D8Hzz0lo/C1x9b8mpuZXxFb/huiq38l9v8NQ8geB818JK/9Am//YIGA2lEGolCoUoA01EF4HEfWLEamaXzcuZpiNKrNcpwb+EjzLcpQsG2s+JKLqA8IF2gY1VZTsO7LqfRIaPiSz42MK+z+mcuxjaiY+pHr8r1SP/oGa4d9I/Jra4V/QOPFT2uYEx/v/if4j/yRY/ifGTv2YqbM/YvbCj5g+933GT77N0JFv0rPwBvXDDyluu0paxVkMaftxDukROJez1zFXkJzKHl0Me7U//fWYOwRh6eAndR5vQbBc0x08sXXylHqbu1YftJKwdnDFRsLKwQ1LezcpFZ7dpC7kKnUIV3msu4Zqa3tfbawaaxX2/lgIxi103jh6BuMfFkdkYjbxWSWkF9dTUNNNVds4Tf3zNA3N0TI2S//+Y4Lmc0xIjB09ozXfnhBAT564yMCBU7RNHaJ+aIHSzgmyG/sFzwOEJPfK96EDF9V8W9+Ga0gXX1DNtHdu2cCe7Zsx2bmFvYLd7ZvWalnk1cu/wKplX2DNii+wRZC6R4Bqsmu9bLcOqz0bsN6rRtPegpVgWM3XvGP9Sjauep51gu3NgmjVHFvDs2xjY7JZYhNWEpZ7NmEq+9i9ZRW7NgqCN6/EVPatQG65c702t7MaZXsp8+xssQNHS4G32VZtG5Otq9kleN65bhm71r3A3g0rMN+yGtsdi/MOa2A2Fciab5BlgaqA1kPA52+/W2u+G6oyjYJglVVW00u5C6Bd5TEqPAR8WvPkZ6EQrQAdqJPHCpoN8rilMlRO3j5W27THuQj4nASRjntWYm+yArs9K9Dtldck62x2qamc1mOzdQ1O29bhtXMD3ttW47X+efw3PkfE9hVkmKyh0mojHc67GPUxZ1+QDScMOi5EOnIzxoU7sa7cinbmZpQT143OXIt24WqMKxdiXTgV48ihcFtmgy0Y9Teh33c3vX576fQzpcXXjHpfc6okyn3MKBRMZzrtJMV+BwmCzzhBaIzgU0WcXIjUugQBdJyCtG6HBukIm22EWG4kUI6pv5lcpCwF0hZynGTZQ6FZHePdq3FWx89CTQW2Q479NnTymdubbsXZSk1BtRtvnZqXeY/WL9lNsO4icFcZYzfZv73ZBvl812Nrpub9Xou1HA8b07XabZ08nwKzk2zvbL0FF5utAuYt2j7UiNpqKiov9UeHvG5fa0G0vKdAeS69wDnc1UQqL+ZEuJkRoZbdTInyMCfWy5IYiXCXvYQIlCNkfYy3FVE+VkR4WhOuMO1pQYzKOAcswjldb09BuFR+I92oiPKgwuhOZZQbVRL1se50pfkzmBfKVImRQ1LxvNi+OJL2nYF8HgwVatlm1Vz7sSBai/EqqWjW8Hikkrv9JQJp1Qe6mscTdTyZbtBG2F7MNks518bj+TYeLUjMt/JQlu/Pt3B3tok7sq1qrn13rlHKBm5P1nFtsFzwXCx4LuCSVEQvtudytjmTU3XJnK6K55gA+phUYE43ZnGyOZ+jzcUc76zmeFcD+5ormW0oZ39rDQcFzzN1JQyWZNJbnEGfxFhFHgu1JRyUOCRxrL6SU631XOjv5NL4MBemxzkyNkSPrM9MipOKhTfWjh5yklNoXhxVW+FZhY2cJK0FxSobbWFtr4VaVlNWWVk5CHBkWZBtK4+ztXcW5AqgndwlvLB19pXwx8YpAGunYDnhCpQlVJZZa5qtC5F9h2phqQbhstFr5VJY2UmokbntDdg6hmHvGo2Tj1T09Ml4hKfIhTIR95QkPKUi6lWVhntzBs4dgub+dHQjmdgLGpwOluB+pFyiFLeDZbjvL8VjphTXoSJcOgWtNTk4FEmk52AXnYFVYCpm7gmYOMZhYhcvQFZw/n+GArWC9SKuF7czt0vA0jEJM1eBtVcMlvokbGPSsEtNlQqzvKayTOzqs3DolMr0QAEOIwLn4VzsxhTsyyRKcRbceIzm4teXSZiAJEkqsAU1ydSUJdGel8CAVHQnkxLYl5DMkfg0jidkcSSpgoWUZuZTWphNbmQyoYah6DK6IgtpCcunRp8raMwm1T0do2MKQZYJeOyNQbdLKts7QzHZEcKOrXq2bglh0zYDGwTJ6wTMa7aEsnZrMBu2BrBxi59UMH2lsurNpq0+bNwu5XYvtu3yloq8L04ugfj7hWAI0ZMYF0ZRbhz15fKa61IYkAr4WG82oz2Zguc0ugTPzfVxVFVEkZUZSlSkH36+vjjKRdtsjwt7tztjsdsVRytP/NwDiAwOJcVoID85kpr8BNor0xhozmaiK5vZvhzmBWsLcrzmu9MFzimM1ycwWh/PiPyOugVVrel6qqO9KdG7UeDnSr63G/le7oJnD/I83bXlQj8PQbMnRcEK0p6U+vlR4uNHkZfPs/CV2/4SPpTIay329hZQe0oIviUUtgu9fclx9yPDxZdkqXjE2XkQJXgOt3QmTCLSzo0IO2eiHJxJ9PQiWyr3pTER1CQJjrPCGSqJYao2lZn6VKZrE+V3ncBcQwLzDXHsa4znYEsiR9uSOSGQOdWVzpmeVK4MJ3NrPJkHsxk8PZjLl48W8MbJEt48UcxrRwu1eONYMa8fK+U1+Q28Kr+HV/YX8+aBUt6aF8jOyvbT+bwhv5XXp3J5dSxb8JwheE7n6UAaL/al8rg7mUddSTzsTOZ+ayYP2vKeheBY4k5rtuA6mxtNmdxslnNqaw53BNj3BLn3Je72yPJQNvdGM7k/kSvny1JePlDPGyd6eevcOG9dnOPr14/yzTvn+ea9q3zjwU2+9uAub96U8uoVXjt9gvv7Zrg2OcT5kS4OddYwXpdLZ2ECTdnR1KYbqUyNpCIlSvAWRUliNGWJSZTGp5IfnUS2MYmM8CSSQhOICYolyj+WMN9YQjxjCHA2ynUvDC8bCbtwnHUGdHI+0sn5Rs1P7xOUjSGumpjMduLz+0gpGyancZby3qPUjZ6hfuKsVHRPUzl+grKxo+QP7SdzYJLE3gHCWprwrirGqUR+8yVyXipPxaEiRUKVEmWC5/IMiSxBdCYOhbKck4ljahr2sbJduNyvF1h7J8o5dLHvs7VFFLYWsXLelduW0VhaLIaFrLcwj9L6RluahmNjHiZ1snA8BNHeNgYC5H2FOIbLtdZATEAoMWpqs9hYIlPiCcqMxzMnTp4/FpvyOKxrErGoS8SsKQnztlSse7OwGcjGaiAdy950rLoE/62JODcn4iu/tdCqWGKLjGTlhFOSGky10YsawXOV1ONKdXvIlDqHUepXAdukHiJA3bNmJesFzqtXC5zXruH5VSsFpit4QY3lo0bfXi5Ifl7N67z8/4hncz0/CzVS98YN69iz+//H2V+HOZad5wLvUPdM9zRWMxSjoEpSiYpBxSwVMzMzMzM3VzMzMwzY4zH7xPGJkxNwjpPYiRMnPmaK3/uuXV3jOclJ7nPvH9+ztra2VNKW9tL61VrrW/vg6uIEjVoJL6NWShoWHOiL0JBAhJgC4OdrhFrtwd8rB+zZswu7du/CTsauPbuxe+8e7OD2tp07sMVKhBU2b92OTZu3EvebsH79e1K27TfffgtvvvsO3uPr3+1wAC56D/iwnosryCOeu1E/vIC+pTMYPXEdM+cfYOHyC8xeeikNbxY9wqvJwQjNc9w+8wC9K7cJ5lvoPXZDKsWwatE7PXnxKcYviDnQYij3AwL7FtqXrqJt4QraF66hU2TUXryL9jmCd54oPs7HnCNwGeNiSSuCdlqA99xLDJ14iC6B4sVb6Fm+h24+TpRivWlRdonebAnNLA8R5stXWV5Fz7FbGDhNPJ9/hLHzT/kePuLzfQETZz7k879ivMTY6WcYEWAn0sf4dyfPieRmj4nnp8TzC+L5A8L5Czj+8BMcZbl4k/C+/ExCvOg5rxq8gKyGE4jKnkOgZRqB8YsIiFmGV+QicTwLdaSIeWgil+EZdZi/9SdYnpHWUvYUaynH3YY+/j4M5ieMpzAkPIfO/Cm0lm9Bn/htGJP/DD5pfwH/jL9GQOb/hl/G9xGY/UOpNzms6KcIJYzDS35FNP8W8aJXuEbMVf4ZIqp+gdCKXxDHP0NI2a8I3d++jn9HeAVRTDBHVjGIZpEJO6pOJPgSvcerPchr2bEjKn9PKP8OYaW/R2jJ7wjx3yG4gBDP53MVEOO53Jf7K8SU/gKWmp8ivflfkd/7L6gc+RHqp36IloUfoH3x7/iZfw8ts3+Fpuk/53n7Fj+rr6Lv6Nf4nfoGz/m3MH3xW5i5+E1+Pl/h5/MpEf0pMf1Ffr5PUTt8DYUtJ5FcNo+g5F6ogyvgrE+BvSoKdgq2uZT+BLKvlNx1NU+NHi6uRrblvBliqp0P219GttsIaplOCkfiWPRGCzivDsdmm1GuZDtIwZCzLSQjotlWlAlI8xj+DgpU2/MxYqqdX0QCQi0ZiMkohjmnCmnFzShpGkbzwCLaRg6hfWQJ/XPHMX70HKZOXuT1dBa9yyfQtXwcvUdOoXXuGGrHllA+MIfC9glk1A4itnAQvpZB6KP74R7SBUVgJ6Prv8LzJmzftIrnDcTz+2Ju8rZ1Ep7tDm6Hreh5PrCVKN72n/As0LyZeN7+3tvYt02sT7yVx24ntkUQ3LbEM4Fqu38z8bxhFc9iWSZiWlrfmTheW6JK4Fn0PHs47SOY9rOxs0dCuN0eVpBWG/j867H3c3iWHvc5PKsJPrVIcmVvJeHZSFQJQPspDko9yQLP0jBkOysJwKLnWHVgMzwPboUnX6PYLwAtgOwjep8JaDFvdi3xlAhxnzhOY7NNwrPr3nfhtPcdOO1bB+d97zHE6yIEWbHL+Bo9dmyEju/X22odgna8g1g+JpsobNJYY9THCYvBcqxEeuASsXwrToNHFi0ex6nxiEB+wLjPuBPjgdtxKoYGtxO1uJGsxSWzGmdiFDgc7orZYEeMBTpiMNgFfUEuaPVzQp23AyoMdigSQ7nd9yJNvg9JRKyZOI4nXkWI7UTFAViIzgRxH7fjFfsQQ2hHuu5EiPN2mFx2IMRtF4JddyHAZSd8CFedrTh3AtCboOJ5EEOwFQw3flZutjsJ3z1QEbU6nv+1pF4SnvlYMVdZRQi7Ec5uAs6MNTS72Yt9q6CW22/jj7UVPASiHYhp/k13gtuDn6+SeBefsZGfp9F5dai9Pz/nYPf9LHcjgGHyOIBwrS0idCLbNgEtSk9bBLnvk44Tt2MI5QgDoU1URxhcEOXtgjgvZ5iJZzFUOy1IjhyRLCxMjRICujjMA0UhShSHyFEaKkddjAY9GYGYLI7AMhunZ1vTpCRgdwcLcG8gj2AuxKOREgK6lGUZHhG5T8RSVEPlxHWJNFz7KTH8ZKoBj1mKpanuT9TjwVSjNEz7/ms8P5hrwYP5Vjw93IUHi224M91ARNfhNh9zZ5qInqjD+a4CnOsswIXOQlxkXOjIx+mmLCn790pFAo6XxuIEG9KnG7JxrD4HC9W5mK0pwKHmaqm3WcB5sqYYQ4RyT14KOrIsaMtNQndROiaqC7BUXyrhebEsH0eqinGmvQEXBrpwYXQQJ8eGMNnVjvLcTJgC/YnU10nBnJWwYziIIdouYui2gLIHnAWoRbIwJ5mEZ7EthcNqODu5S8c4yzyk/0wKPDuzsnRWEuXuxLOHP1xURLKHibdDeVwI/6aJIUoRoZ9tuyrCGOEEc9jrCIebMoLPGQU3olRpNEMdSCiHJcEzNhG6lCTo85JhrM6AoSUTnj3ZUI/kwmMqD+4LhVAdKYX6CPF8mHheLiagi+BJpKqG8uHengOPOsK1NA8emTlwj8uCzJQBFy82Ej0TWemzAekaJ+H4/xX/FZ7tVcS1PgpOAQlwjWBDM4GRkQSXfCK6io3j1oxVvI8UQjmcC7ehHMhG86AYJeaHM6EeyIAXMWginuPqLcgoT0BZYTyac2MxkBmDqZQoLFiisBwXjkNRYZiLjsNEHD93EfEpGOd5GYqKQ09YNDrDo9ESGoeqgBjkeUUhSR2BSJ7vQPtgaPbzx3GnFrY79Ni7TYudW/XYtt2bDUg/bN4ZiE07AghoP2whnLfuNBLPOuLZE1Y7dDyGx7LcuUcHWzsDFEpfGPSBUnbouCgTcjNiUEXwN1Zb0NWSgsHOdAI6HUMdGRKgWwnomvJY5GaHIy4miI/zhbtCD3sbNWyIZ0cJz3p4a/wR7h8ES3gwshLCUJ4Vh6ZSC3rqUjDM63eSzzvbk4k5AnqmI/mPeK6ORW9ZNJrSg1CfHIDqGG+UmAzI99Ui10A4E82f4Zd4LvTWo9jfIPVOF/sbUe7vg3I/H5T5eElzoMsZFX7eqGDDvMxXL0WJjydDg1JfT4YWpX58LI8XicRy9TpCWos0D0+keKilyDbqkc2/k+tnQEmoH+riw9CeEYu+PH5+ZTFY4jk5wfdziufpZGcKyySc6U3Cud5EXOhPxpWhVNwYS8ftiUzcniRcJzPxfCEbHxzKxheO5eHTU0X4ytkSfO18KaMEXzlTjE/PlHB/Kb64UoqPjhbj5XIhH5OPD2cJ7Kl8vJrIxcvxHMI5B89HM/FkMAOP+tPwsC8VD3pScY+v4W470dxmxu1WQr0xGdcFkKXIIJYzcLkuDZfEvOdaEWk4X5OGc9XpOFeTjvN1mTjPY8618H0QXRe7M/g+CqV/Ij5Y7MTDw8N4fGIOL84fxwdXCOVr1/HBzTt4desBnl29h8dnruHO4VO4ODWPlZFRHOrvw2RbE3qry1Cdk46iVDPyCcBscxxyzGbkWJIZKdyXizxLAbITcpEWl4PE6GzEhKUjNDAFPgZiURMNtXsElMSlm30QXG0DGUFwtA+ErWMQ68FgNhAjodQnQh+cD7/YKphSGhGZ2wFLxRAym6eQ2zGH/O555PXMIW9gHtkDs0glnM3d/YjqaENgYzV01fnS9BA50SyvIIgrLQxRJkJZkQT3yjR4iH/glRLQhWlwz2X9kEY8xxPX4TwmgMd7m1n3xcHNLVrCs5NNBBxswmFHKK9GOGxtw2Brw7AOgf1B1rPWJsjtTFDxvWn5fnxcTTCxbo3wDEGUTxCiTSyjoxGWGIsA4lmfFQtlfgxc+bvjXMl6jXi2rUuATZMFDryuHLtTYd/Nhje/Dw5tFrg2m+HeaIaR11pQeRyi86OQmhWGgqQglEfy+vFVoEzjiCK2xdLt9yCa7caA3Wy/iamFm97Ftg3rsWEjYUo4v0k4v/Huu3iHGH6P2xvf433rBJbfex2fB/QqnN956x22fd/F1i2bsG/vbv4GOUDlIWcdpEGAWLLK3xumYP/XeDZAo+FvE4G9b98e7Cag1/AswkrgeddObNmxG5utdmLTtu14X8Lz+1jH1/T2unfwxptv4I133sQ7bENvs94NW5Ur9BH+iMhOQ2ZNM6r6JtE1s4KhI5cxdfou5i4+Z7wkbl5i/KzIRv0YQ6LX9+wjDJ59iP5TYi7ybfQT2wMrN4jnu1JSMQFMsZyUyI49dOo+8XyTwL2KlrlLaJ69yLgswbl99raUdXt4hceff4UJ/o1R4nxaZMAmnsXtoROP0L18h8jm8XxM1/xddC8QzQur+G6bvYm2efH8BDTx3LF8XQoB9v6TdzFM5A+dfsjn/wjT5z/G+OkPMHziKQaOPsTAsfsSzsfEMljnxJJaz/hen2H2ynMs3niJw7c/Ipy/hBOPv4yj97+E+RsfYoKvTQwLb5i6gbKey0ivPo3wjCX4xM3DO/oQfKKOwxBxHLroFeL4JOMMdPHnoU+4DKP5JvTmuzBansAo1lNO/iJ8Ur5MIH+D8S34pP4JvNK+C2PGX8E743vwzfo+AnL+AUF5P0Rw/r8gMO9fiNefEM6/IGh/I0VEOcFLCIslocIqf42Q8l8ivErMUxa9w7y/mmAWCK74Pcs/ENbi2NWM17FivnLN77nvN4is+DUiRPAx4WW/RnjprxFWTHgX/ZJYZ+T/HMFibeXsnxLyP0FI9s9gyv4JTFn/hMiiHyCh6u+I579FYd/3UD3212ia/0t0HPpL9B77S56v7xKN/xM9h/+U8VX0H/sE42e+yvP8TSxc/x+Mb2Duyld47j/h5/ARP48PMLLygsc+Qv3YFRS2nkBKxQxC0juhCyuGzDsRjpow2Cv94KggmN31kBG4MrbXpGSvbgYGMe0mptkR0AqR3NWLYWDoWSfqpGHbUq+zmwfbP+4SnO3cBJzdVkMmkzJt27qxHUlc2/I4O0JbYfSDITQaQfGpiEzLR2xWGRILapFX34uq7inU988T0MvonDoi9TD3Lq/w+3gMLfOH0MhoWDiC6olFlA7Noah3Glkto0is7ENEXj98LEPQRg8Sz92QE89ygWexNNUeKzFsezsBbSWt5bzXSqzZ/B7x/CYrGeKZ5Y6tROq+zaxUd8De2goOxLOEYWnN5x0Skvdu3YgdG9dh6/o3YUVEr+J5CxxYsQk8S+B+3ftsz+2DuzdKvc42u9/nfWLI7k64ENAiy7aY9yyShklznp0PQO16AO4EmMCz/d4tsLbaCNH7LMKGkJbwvIfgIsrlYvg0seXpvBOeAmgOYu6tyPwsEljtktZv9iaw1paeEr3LAsBi/rK7mLu8ZyMRvUUCseiVXgO0eIxA9Frp60YIvsazwLcYvu2851047llPPG8gmjcS05vgtnsTFCKj9vZ3odn6Dry2v4Ow3euRQhyWq6zRTqDNEWSn441EsBduJvngfoo3nqR44WWqF/Gswr0IN9yLlONOlBy3Y5SEtQduxRPYxPOtZD1uphpxPYWPTzbgVIIWR+M8MR+txni4Er1Brmj1cUSd0R4VWhuUqA8gl5hMU1ojWSCaaBYhtlPcDyLZ4yAS3Q8gkaWFx5k99iNWuRdR8l2IkO9BBEEdodyPMCI7mI/zFudYAJp4Vu5/H0oxVN16G2TW/Bz5WSvsdkrzzqWM2AS56H0WPc6i91iEB1HsSjC72Yo5zqtoljlsg8LJCnKH7VJPtNgvAO1OLItQCjgT0aLXWWnNz4p4FsPoxT9FxJB6MUw7iO/BV7ZLiiC+h3ABZkaE3h5RXo4I5bkIJJ5N6oOIMjoi0iCWpbKV8Bxu4G2jC+LFPGc/GRL93KQh23mhKpREeKIiWo/yKDZow3k7VIFSAro+1hNDuaFYIJyP1SfjbFuGlEX7LhtzN7uzP+t9vj9Y9LrnWcxzriKeK3i7XEoS9mq+BS8IZIFnkShM4FksS3WfgBZ4fsD7Hy204dFiO54c6sR9Ivo2kX2TYL45LkL0PNfg6kA5rvSV4lJ3Mc53FOBUcw6O1aRK85xXqpNwopqIZoN0pSkXR+pzMVedg4mKbExWFWCxuRKH22sxSyAPsMHVxsZPY3IU6lOJpfxkTFTlY6G2GLPleZgtzcHh6hJc6G3D9Ylh3F6axeWlOcz096AoKx0+3l5wdGPl56yQsCxKh9e9zgLQa1AWaBZ4/nw4OMiIZwJb9D4T36I32oWVpFiyylkpKlkjXNz94UY4u6nDWEYyollhR/K4CB4fTpyHEc0CywQyG6syZTQr82huR/F5IqVwUxLOCj6OeJZ7JUAVlAxtRDJ/WFNgSE+FsTAdXrWZ8CaGjYMFMEwXQ7tQCs3hMqiPlTPKoBGAPlQK7VIJdDMl0AwT1l15UDfkQVNGbGdmQxGfAUVoBtx8UuGkSYSdgo1IgngNyZ+P/x7PxLU+Bs4BZriEW+ASRzyniuVfWFalQNGaCfc+/s3hAihH8iAjnt0IfreRbMiHMqESeO7NgKk9jT/SiUgrj0dRQRTqMiPQkx6B8ZRIzCdF4FB8KA7HmLAQE4GpuFhMJcRj2hKLaXM0xuMjMBwbhv6YcHRFR6ExLBKlARHIMobBzM8j3NUfRhtvuO7WwWGnnvW0J3Zt0cFqq5GA9mVD0p8NSRHEs5UPtlpxvxXv3+7J+7XYvJ2AZmm1S4uD1uJH1xueGj/4+/ojPjoEeZmxqCYYWuqS0NuejpHuLIz2iDnKOejj7famZNRVmVGQFw1LQiiCAoPY+OV30U4L6/1q/o5poHDRw6j1R1iACZYIE4EUgYpsM5rKktFdl0o8Z2CqKxPzfTlY6CWgu1Ix2fwaz1Vx6CuNQUtGKJqSQwjVIFSF+6EsyJvQ9UKplzfKRDIwL2KY10AVYVwV6IOqIB9UB3mh7rMwoj7YS4oGkxENIUbu06GWURes5baW9+l4n573GdAYyuND9KgN1vN5dKgM1KJClDymPsoXDbG+aDb7ozM9GEMFkZiuTMBigwXH2uJxri8RV0czcGM8i/VFJoFJKE+n4950Kh7OpePpYiZeHCZ0j+bh1ZFcfHgkB58QzV9eycfXThXgm2eL8S3C+VuE87culOCb3P7GuTJ87Uw5jynHx7wGXi4U4PlMPl5O5hHLOXg6nIUn/M49HsrAw37+LYL5LqF0h+fyFgF/rY1ob7HgcpMZF4mlc9Ja9Cmrwc/gDOF8siYFK1WpLNNwnN/vo+VJWC5JxJKI0iQslTEqzViuS8TR5kycYp13YbgeV6a6cXVuBNeXZnD7+DHcP3MBD85fx6Or9/H4+mM8uPwIN07exIXl8zg+eRSLw3OY6h3FQGsP2moaUVFQgoKsXGSnZSMrJQc5aQUoyCxFQXY5ivPqUJzbiMKceuRm1yI9vRrxCSUIi8qD0TcJHpoY1inhcHAMJjwDiE6i2SYAB238cMDGHwfseJuwdlbGQGFIhSoghw38UphSGxBT2AVL5QAs1f1IrO1DStMgktuHkdAxiOj2LoS3NCOouRZeDayDanMgr06FjHW6ojYZSp4/d/72rEYKPOrTpVBUE88EtDvrc2UWj0skoKMI7iBC24dY1cTBWRbNOjcCdgdDYUMgWxPIqxGCg7x94GAwrA8Ew0ZaxiqQbbUAKA76QWXrBy/nIAQTz+FaEyK8AxERZEJ4ZCRCLHHwz0iAISceHoUEetkanuNhUxMHm/oE2LUkwp6AtutkndhuhkNrApwb46Goj4euivjmdRbF+ilF4DmZeI4inv3cUa51RonSBpmOuxHHNmPw3q3w3LUFtpvfxfYN767iecMqnN9YJ5aDEgnE3sN7Yui2GJ79X+B53dvvEM8i4/a610nDdsLB3laa9yyGbvt561gPGaVEhMFBfvD1MbBuUrGOEms978NeAnrnazh/huedO7GVeN66Yxc2bbdaxfPGTVjP1/MO/84bb78p4flttru3HNgFa6UzPEN9EJaejJTyepR2jqJ14gj6ls5j7ORtzJx/whCwfS7ND5ayUp8VgH4o4XlYZN4msodO3Was9jyLZaRmiM/VOdJ/BHTfsdvoXLqO1vnLEp5bZ24QvrckPA+deEww8VgiduTUAwJqNdnY8MoDDB7nY4/cJ6Dvo5Ng7mEptqWe6/lbaFsQcBZZusV85zvoPiQyeN+RhlZLmbpX7mOAzyF6mMdOPSfKnqJXLJe1TFwfvSv93UkiXbzHGTE3+vIrzF/5AEvXPyKev0g8fxXHH38dh+5+FTNXv8j3/yG6Dj9D3cR9lPTcRVrNNYRlnYKveYWAPgffuMvwjrsGL/NtAvkuvJIeEshP4Zv6Ev5pH8M//VN+V7+OgIxvIzDrzxCU/ZdE6fcY30dwDrHM0r/g7xFY8AMEFf0jTMU/Qmjpjwnlf0NoCaPsp4yfM37J+BXCyn+LiMrfIbKKQBaJvRgCzJHVYsi1SOS1imXRyyzgHF5JZBPSYRW/kx4bViaw/Cti+ZfEMp+34KeE8v+BKe/fYMr9N76uf+Vr/GcEZv4TX/sP4Jvyd3xPf8v38j0EpP8F9/0Jj/8TJFR+G5mt3yYKv4PGue+i4/Cfof/En2HktIjvYPT0t3muv83P88v8PD7C+NkvEc9fI5y/jvlrX8HMxS9i6uIXMHb2Awwdf4aBo0/4OT1C48R14nkFyeXTCEnrgC68GHKfZDhrI+HAdpmDaJ8pDWxz8febGHaVi9BJPdCuMt4nN8JZoYcj94keZyl4nBOPd5CppSSya2HjIn8dIk+ODNZsH67e5w4btiUFnuV6P+iCIxEYl4qI1DzEZJUgoaASGTWtKGgdRFnXOKoHZlE3Mo/GyWU0TC+jZmYRFZPzKJ2YReHoDPIGp5DbO4lsHpvcMITYsm4EZ3bDENcDVXg3ZIGtcPFrYbTijV3bNklrO4veZzHnWcLzjs3YuXUDNm94U+p93rxhddi2zf4tcLTdydgh4VnCsMDzfispW/a+bRux8/31Epx3bSJst2/k/v+751nAWYQDt+2Icds9m2AnhmwTz6KX0s16hwTntWWqRO+zxsUaHiJhlMMuaai4LTEqep4PbH9PChtC2mGXWLZqtedZIXqRCS2N0w5oCCwBKwFoUarttkNLyK3NY5ZCRtARxALJoudZuVsk8XqfGNwsoXgN0Ho+ToTA8lqI/VKv8/5NkPFxLnsJaL4v532it1kkByOcxTrMVgLOb8Fn2xuI3vse8lx2oJlYGw91x+FYLc4neuNmsh/uJvviQYoPniQb8dSiw1OzBk/i3PEoRoEHRPODWCXuJxDTiZ64RzTfSdbhTooBDzJ88SgnEA/zTLiTY8INxtlUXxyK02E60gODQW7o8HVEo94W1cRisdoaeWo7ZLpbI12+H2mMVMI2nWBOI+hTGcmqg0gSQUAnEJnxir2Ike9GpGIPong7kjgN574gotibABaAVh5YnQOt4LmT8zOW2azNfea5Ipi9X+NZzFEWQ65FD7RAsIxAlhHIYui27HUvs9JlJ9ydeZ/YZ8P7eIxcrDXN48VziQRhAuQq223SP0V85auJwUQCMBPfW5D7QZY2CPkPES4Nx3YmlMUxYm6zLWK9XQlo59X1nVmG8L4wrQPMhHOaSYWUQAWSfV2QHaRAUbhGwnN1tA4V4WqUhypRRjw3xGkxkh+O5dpEnGhKw4XOTNzuJ5aHBZYL8Xi0BE/HyxkVjEo8nayVMms/Gq7AQ6nXufYzPD8cr8F9IlgkB7svQsJzk9Tj/JhwFnF3ViQKa1gdss0QgBZrPV8drsTF/lKc6yrE6dYcrDRn4aSIxkycYEPqONF8hA2u5ao0LFZnYKE6CzPE82RlDqZrCjEvepWbyrhdgMGCVLSnxaCJmGpIiUBHjhkjZZlslOdiuiwbC1WFWGmplYZsXxobZEN1FucWZjHe08XGZTYiI8KhUHlCzGm2c2SF5+gGe6l3WUnYuv+xl5mxNmxbwNmOxzk6uBHOIkO3YnWutJsYuq0heFkZe3gz/CEj1GQqAWdi2COGEQtXNkhdiGFnWRThHAEnWYR02437RbgS0C7yKEYkjxHQjmIlztvEs+w1nj0jU6BNSIUhMx3GkiwYajKhb8+GcYh4Jo49iWTVkTK4HyWcj5fD82g5tMS0brkU+nlujxHQvYVQN+bDo5RwzsiAPC6NeE6DK39g7NVmVvh/xPJ/jP8Oz06eCXD0iodL4CqeXYlntzTR85ws9TzLm/i3OrMg78+BYoh/ezQP7pNFUIzlQzGcA8+hLPj0Z8HUlYHYxiSksTFbWBSF2uwwdKSZMJwUTCQHYdkciKMJgTicGIKl5DAspxHUxPVyWhjmU0yYTjZhzBKMAcKxPToYdaFBKPUPQpbeF2Z3bwQ7e8HzoBcU+4xw2CEArcPubUbs3OGLbcTzlu2EsxTE83YvotkAKx6zbbsem7fpX+NZx0Y7f3BdV/Hs5+MvZYzOy4xDDdHUSiT0dWRgtDcbYz25GO7KQU9rOvcnoZZwzM+Jgjk+DKZgEx/vC2dHAyGjhYOdDnJXI/TaAIQFhiBZrPGcHIsqnsPWqgz083oZ78zBbG8OFgfzsTTAsjcD08TeGBv1w9VxGCyLRzefvz01QkoUVRPmi5pgX9QG+qE+MAANjHp/Xykaua+R962GAa3EcJtJi45QHTrD9OgM16M7QoeuSEY4g9s93O6NMqA32oD+WAbr8oEEEVr0izDr0cfotRjQl+SFkQx/jOUEYLIwGLPlJmIyHCvt8TjfZ8a1ETPuTiXjyUIGni9n4cWhLLw8nIVXhzPwbCEJL5aS8cHhVHzhWDo+Of46jqXiS0dS8RXu+/pKFr55KgffOp0rxTdP5+HrJwvwNcZXThTxuGJ8tFiAlzO5eDaRiyfD2Xg0kIl7fRm425OOO90ZuNmZRiyn4irjcivrx+ZUnG1Mwem6ZKzUJOI4Qyyhd5gQPFSdjGXGErG8UJGM+XKWlWmYK0/FZFEyRvIsGMpJYJgxmJuInqw49PD2QFEKxqvzMSsSGPZ04MjgII6NTeLU/FFcOHIel0/ewLXzD3Dz0jNcIyDOEQErh25hceYCpkZXMNp/CN0dU2hmw6m6sgulpW0oKm5FUVEbykq7UVXZj+qaYVRUD6GsahCllUMorOhHVlE3zBmNCDdXwjcsHxpfXudqce2Gw9oxDDYOYbC2M+GgbTAjSMpubesklqRjXaXi9atLIaCzYIwpQVBqDUKI8pDcGjaYaxBZ3oiwmiYE1tXDv74GXvWV0NUVQVWbSyynQ8bz59ZICDcnQ9GSAmVr6mfhzvOsaGadUJ8GWVUq5CWEdm4S5ClJkMUyQlh/eCewsRslvR4bW8LZOgwHieYDBPKBA3ythLOEZ8L5IOEs8Gy/PwDOB/z5G+8LDxvfz/AcqgtBmE8QwonnUNb9weYY+KXHS3hWFcZDXkoY87q0r2KdxmvIppbniK/drjUJtm1m2BLODi0JcGlK4GuOh2d1LPzKYhBeGIVk1k/5KUEoi/FCZaAHKvSuKOXvfbbTbiRYb0fo/m3Q794C+y0bJDy///4GvLtxI94iUN9c/66E1HXrBI7fwjri+L/reV73NoG9fj028Tl27WT71tYaCrkrtBp3eBs00txnfz8vBPh7w8dbL+FZJnOFjc0B7Nu/V0Kz6H0WsX3XTgnP23buwTarXdiyzQqbtmzDxvc3413iXqD+TdH7vP5tvE34b9m/AwfkjlAHeyE0NWkVzx0Cz0fRv3QBYyu3MU34ToseWcJSGkYtslOffyrheejMQ4ycE4m77kkh4DzG22LYtliqau7aK5biMSJ52BNpTrFYeqpj6RoBfRWtc4Q0o23+hgRekaxrmMge4XOPnl2dKz144q6U/Xrg+EM+9iGPI6SPiud5gB4CWAzVFiGWpBIJwgalEI/jazslQP5EShomepj7xDHHxfxpPm7pJtF9Db3cN36OyD8nkoe9Ipw/wtyVjzF39QtYvP4Jlm99BYfuCDh/C/M3v4mJS1/la/wy8fwl1E1+iOK+l0hteIqI/LvwT70FP0I5IOUFAlI/IjK/CJ/UT+Gb9lX4Z65mvg7K+XMC+a8QmPM33CaWc0WP8j/DJJJ6FfyM5U8RXESslnIfI6T8XxFa/m9E8U8ZPyOGf0kAE8yVYng2o5Lorfy11HMcRSjHiB5lEWI49uuQhmdXEdICzeW/Q0jprxBc/AsEFv4M/nk/QSjLSKI5rPD/IDT/31gn/AuCsv4JQZnEewYRn/6/+X7+Br7J/ws+iX8GY/yfQh/3LRgtn8KQ+JKQfgJTznOYqz5AbucXUTP5VXQe/hYGTn6Tn+M3eF6/yfg6z/NXeZ6/jMGVD/n5PcfQqVf8vnzI+z6WhtRPXvgAk+c/5Gf2AoNH+Zkdfoy+5cdonriJ4vaTxPMU8dxOPBdB5p0EJ22EhGdH4ln0PIuRgq5iPjNBLKbpuci0DB3bXsQy9zm6qeHg+npKn0zF9ppGum3jSDS/DlspxGhFEWK1FjF60QN2LqLnmY9X6iHX+UMTFAH/+DSEZxQgOrcC8WK5POI5q7kX2S39yG4bQn7PFEpH51E2uYhiojlndBoZg+NI7RtBUs8wkrqGkdwxgriGQYSXdfH70QWjuY9twh7Ig9vg6t8qhYRnEau9zwLQRPDOLdKazts3vyPBectGMWx7dc6z6HkWeLYnUgWenQhdEaLned+294nndyU472EFJuY8i/1rPc8CzwLNAs/OfA7RCy3Q7LBfAFv0PO+AK/HsQjiLIdgiOZjofV7Ds1jnVzzPGp4/3/PsuHsz0b39daIqYpbgUjlshwdBJ8As8CxKAS0ttwWeRQ9loEgC5mEnDcGWAG1rBRXhqySCP4/nNSwLKK/1MosQc53FcYq9GwjlDVLvtyPfs/2O9+FI2LtsWyctQaXd+jb8rd5CwoENqFDuwYC/Cw7FaHEu2Rs30v2IX388TvPD42QvPEky4lmiHk8T1Hgcq8BT4vk5wfxEhEWNR0laPEzV40GaAY8zffE8NxAv80Lwqigcr4qj8KIkCk/4g3O3IAJXMk04k+qPIwlGzESoMODnjCbPA6j2tEWFwRnFGgfketjNnn4DAAD/9ElEQVQgm9DMIpwzRUlMZmsJax6TprFBKrGdrNovIdrsTkDz9ccQzzEe+xAleqBlexDkugveTquAVh18vXyXGMrN8yWSsol/XBhc9qwm9SKgBXpFr/Ha8G2FzVbI+ZmJ3mUFPzeBZ3fi2cNll7StEHOirVfxLHqrRQZtgXAJ4ALTYkSBGBYu5jsr+bmKnmdGBKEssmaHalYxLbJohxDW4rZJJXqnD0rbYlkqETHebojxcZOWqgrzdECivwLZYVpkh6qRHihHTrASJZFa1MR5oV6s70xAV/G8loUoUBmulIZtz5bH4lhDCi51ZePuUDEejZXi+WQ5Xk5X4dVMDcva1ZhtlOLJaBXxXIHH49WEcxOeEMIPiOcHE7V4NE0wCzgz7k2znGv+DM93ePsO998lqu/PtUiltM4z8XxlqALnuouI5my+FoK5MUNC9EpTDg7XZUtonixJwlhhIibK0qU1naeqcnGkrZp4LsJwcRq6sxKIqRh0pBMIjKbUSLRkxKA334KRolSM85j5qgKsdNTj8mgfLk+O4gxjvKMdxdlZiAgLg79/AJTEs+g1FiC2dXBd7VUWgJYQ/Uc8i7nOolzreRZwdnYSy1Qp4CJ6nVnRuonhP6yU5Sp/KDQmyNXEuSaaZTwxbZbCRREHZ3kMK+cYVsTRjNVtF3ks98eu7nOLZqUtlokinKXjeIwqFm5eFngEpUITkQZP4llPPBuIZz3xrG1jOVgI7RThvFAC90MlUB4phep4BTwZ2mMV0B+ugHGxEvrJMmgHiuHZykZuBRu5mZlQJKTDPSIDsoBUOGotxPP/PUz7P8Z/iWdNApyMfI8BfL9reE5PhqyAjWN+rrLGdLi0pMOtOwuKwRx4jBVAzdfsIQA9yob9cC68iOdg4jm6mY2z6gSUlMejqTgaXVmhGEoJwITZG/OsMw7FG3A4yRvH0vxxnHXU8Sx/HGMczvDDYpovplN8MJboS8z5oSPaDw1h/igP8EauwYgEpTcCHL2hs/aCbLcOtts9+Ruhwy5CebuVL3EsYhXQWwno7du4f7vomTZynwFbRE/0Lu0f8az2Y6PVF1FhQchMjUZFYQIaqwknYnm4ezUz9nAH8dyUhpZaC3Edj7xs4jlO4DkEOs8guDp7syGsh6O9AXKZN/EchNCgUKTERSI/NR7Vhaloq8lCf0uOlL17rj+PeM7FoQFeM8TzDPE83pCAUTb6RyvjMZAfg+70cDTF+aM+zIgGkzdaQnzRHhqADpM/2oJ80BHkjY4QlqE+aA8xojOE8I3wxGCkGsPRWozG6jEWZ1iNeB3PvQFTiayv+Vswl+qDuTQfzItIN2Ip24ClHD0WReQasZjnjcUCHywV+eJoRRBO1IXidHM4zrSF4XxnBK4NxeHupAUPZ8x4Mp+IF8up+PBIOj46mo6PGR8dScGHh5Lx4eFEfMz4wpFEfHLUwjDjU5ZfPpSErxxOxtePpeGbJzLwzZVMQjoDXz+eiS8dysAnS1n4wmIOPpzPxYupHDwZy8bDoSzc7c3Cza5MXOtIJ5bTcYmIO0fEnW5IxSlCbqUuDUdq07BM0C2UJ2OuLAnTpUkYL7FgtJT1C7eHi5MwWJSIvoIk9OYloS8/Bd25KWjLSEJTihm1llhUm2NRmRCH4pgoKcosCajNyEBbUSl6a5ox1NKH0c5xTA8uYWHqDA4vXsGJ4/dw+vRTnDz5DEePPcHSkceYmb+NsckrGBo5j57+FbR3HUJj2yLqmudR2zSHhpYltHQcQXv3CXT0rKCF0dh9HLVdR1HZfghFDbNIKxtCXE4XTIkNMIaVQmZMh517PGxlsbB2jYa1UyQbghFSUi47btu7sA7i9e3Ma9rZwwJn1gkyn2SoQjPhGZ0NbXwmDEk58MrIh66A13BpATwrWZ/UFEDJ76gbz6FLfbK0zJNrG+uAdqK4MwWKLsK5K00Ksa3oIJiJatd6YrmC0Ob5dE2zwC2Bj2H94eQjcjBE4IBjCFEvAB0uAdraOuiznmcbG6JaZOHmth0h7XQwGDLbYLavAtm2CoSPSzBMynCE6UMR6kc4B5tgIp4DzdHwSYuHPicBqgLiuYR4Zl1jXxELm0qeFwLavt4C+2aLBGd7hmOrWRq2Led1pq6JhU95DMKKopCYE4bcVOI5zhvlJjUqvWUoU9sj13kPktiWjGQ71GvvNjhu24AdG9djM+H7/pYtWL/xfbz9rujhXb+K5zeJ5zf/ezxLycOIbZE0bIfVNp6PA5C5OUOjUsCg9YBRT0ATzWK+s7dYW9ZTDblcJiF7/4H9/zWed+zCNuJ5M/Esep4FntcJPBP0ovf5zY3vYMMutr+dbSD31SDQEoeU0lrieRgtE4cxsHweUyfvYPbCU2notpj3PHNxNaYuEdDcP3ru0Wd4FstHra69LDJhi7WYCW4eN3lRrKH8x6Wgeo7cQvviKp4FXkXZMndZmgvdfeQmxHrOAs7SMldnH3+WyKvvOB97+AG6CeY+glrMve4jqnulRGK3JWCLY8VcaTHUe+Lsc4KfICaMx04+wcDR+zzuHv/GKrhb5q6haeYqOhZv8zkeE/5ivWeRSftLmL70KWYuf4rZK1/GwtWvY+76n2Duxv/E1JXvYPjct9F/8k/RceRPUTv9P1DQ+zUkN4qs158gMOtj+GV8Cn+xRFT2d1j+OeOvuE0o534fQfk/hCn/RxKUg/J+zNs/IZx/gZDC3yC0+PcILfoD498J5l8jhFAOrfgZwqqIWkZ4lRiK/SvE1P9eisgaMRz711IZVftbaa6yQHMcI17gWcxpLieey/+AsOLfIqToFzAVEuYEcnDhTxDE1xAoDQMn0nN+hNAsvrbMf0CwmFOd/rfwT/1L+Cd/F76Wb8PH/E14J3wVxrgvwRDzBegiP4A28hk00begjjkHXfxZBGddJp5vIa/rEeqnXqH76BcxfFoMwf6En8PHLD/EyKkXGBZLmh1/ws+T3wd+LiNnRGK51X/KiOznIpP5+JlnGDnB+449xSAB3TZ1GxU955BVO4/IrE4YIksg90mCo6cYtu0rgVbkupESgck92MZyZ3uLQHYjkN00UunwegTiZ+HsAQcXYthFw20VQ/06CGoR3O/oomNb0CgN+RbLkjrIvOCqDoDcEAZ3v2h4x6QT8yWIzKtCdHE9338rUhq6YKnrQmxNNxLbRpA5MI3s0VlkjEwicWAU8T2DiOnsQ1RbLyJb+xDdMoiIhj6Yyrvgl0s8W3qJ5y7imXAOaFnF886tBC9jtfdZZNzeJmXe3k347iRMt77/1n/CswMrKrv9W1YBfXA1AZhY+1ksVyXWbxaxeytxS0Ba797CYwloCc5iezMcxXBeh92QOazOYRZ4FnOeBZxFiHnP9gSyALGUdduFSHIjoF32wdV2pzRsW5rzvHU99hD4oufZiX9fzseK+bbuRLKY8yzCnSgTcBO4EoAWeNYQwWJurFi7WWTOFsm/RIi5zEZHYozvzZ14FktPfR7Pa4nFBJjlezbAded6qcdZ4FncFstROe/ha9+xDXZ8//ab10HG16cnoAO2vwUL4VztvhvjQW44bTHgBhtE9zL98DQ7EK+y/fGKt58nGfA8UYeXFh3BTDxHK/Akxp2A5jZvPzSrcT/RE/dTdLjHeJrlhxe5JjzPMeEpy2e5oXhWEI5nBPTTkhg8Ko7BPTaKbxZE4WJGMI7E6DAW4IouH1c0+8pQa3BFGaFYpLZBvtoauYRygd4epX6uKPJyRp7BHjk6gWlrZGkJac+DsKiJaB4XTzzHKPciXL4LJjEPmtD1JYS1IoHY/o3SMG41MS0ykotzLz4DgVuBaBXBK+YsC0CLWBuOLeIzPDvx83J+PbRbHM/7xOM0vC3QLHqfRSliDeMefE6xP4BwDiaSTcS/SWPLbXH7jyH2id5lsR2kskao1h7hekept1n0Pgs8h3M7zuiMlAAlckI1yA/3lOY7VxHOTYn+aLL4oi7W8BrPclQQzx0pvtKc56NsqFztzcP94VI8JJ6fjJXg2UQ5EV3JbUJ5tJxYrpJ6n19NN/B2lTSEW8x5fkQAPyScH0814MlsCx6Juc6fw/PD18O2H8y383Yb7s22MlbXer4+JvBcjVvjDbg8UInTHYU40ZKLY03ZONqYhSMN2TjSVITlpmJMVWaxgZqCiYosKcO2wLOA83h5FuEch0aLCfXxAWhLDkFXZjQ6s+PRLpJKsfE1WpJOdGdhvqYQx9rrcHliAFcXpnF2bgp9TQ2IiQiDXCGHi6sMrm4iWzYBzBDbbqxERenssorntQRhUpIwbjs4sxJ14n7CWSxT5cp9bjKVNPRH5q6H3MMbMhUrS5VI8hVJPMdBqUmEXJPCSCOQ41k5CzCLoYir4USAOrnFwpEIdXSN+SzEPhc2YF0UBKmY9/caz+rINGgSUqDLSIO+KAP62mzoO3KhGyqCVmStXiiDx+FyeBwrh2alEp4nKqE7XgX90UoYlqugmy7jscXQdhRDxfMqz0qH3JwGjyjils/vqDPDViESg/2/4Szi/41nCxzU3K+PhpMvX3eIBS6iBymN7/1zeHZrZdmTDeVgHjxGC+E+RjiPF0i90KqhHOgIQf+ONEQKPNeaUUgI1pcQz7lhGMkIwHSSFxbNOizHa3CYdc7RZE8cT9NiJdOAk1leWMn2wtFM4o2gm07xwniyHwYt/uiJC0BLuB+qA7yQpfNBtMwHgQ5e0OzzhLOVGtbbNNi7zYCd270JaB9C2Y/hDytC2or7RGwX86IlQOvZ8NSyMcofYGcjG66+8DJ4IzzYH+lJIuN2HOorzOgiyoY6MyU8j3bloa8lA611iagtFz3P0UgyRyIsNBwGnYnfJR/YEc4ODga4yQl7XRBCAkKRGBWJnKRYVOQloqUyA71NWRjrzMYMz6FY33mB52uhKwXTbNiP1cVijI368co4jLN+Hc6JQG9KIDrZqO+INKI7woi+CC/0h3uhL8yAgXAjhqO8MRbrx/Amlo2YStBh1qLFQjJBnOqNQ+lr4YXDmT44luOLE/n+OFUYjDNFQThTzCjxx/lyX5wr92H44mylP85WBeJcTTDO15pwoSkUVzoica0nhnVPFK72ReLOWCwezVrwlHB+tmDBy2UB5TRCOQMfHUrHh8sp+CIx/TGB/NGyGR8txjPi8IXlWHxy2IwvLVnwlSUCmo/7lJD+0lIyvrjIY+eT8XIqifVZKp6Op+PhcAbu9KfhOrF2pS0V55tScbo+BSLHwrHqZBypSsZSeRLmShIxxZgoTsRoYSIGeb57sy3ozjSjPSMBzYyGLBEW1GfwMyTyqlMSUZmciFKLGUUJZuTHWJAdEY+0EH62gZGw+Ecgzi+MEY6EwGikhichP7EAVfkNaKjoRmPNMNpbZ9FPFI+MXcTMwh0sHn6C+UNPML3MRv3SI4zNP8DI7D0MTd1C/8R19I5dQs/wJXSLJaOGLmFg7DpGJgns6TsYYaNxcPYO+hidUzfRPHoZVb2nkN+8jPSqacTk9iMgoQEq/3w4a5LZiBT/KOP17sLr3SkaDk4xbATGMuJY/8XDQVzvBLatMhp2qig4GGLgEhAHRbgZKl7bKksyZBnEbyExzLravSYb8roMYjgZzo2JcBZzhDtYD3QRwz3JUPSkQNlLQDPc+Zm496VBRlTLmllH1LAs5fNlE9BmPjaMmPUjWjUxsBHL4zlGwtaOyCegbW0J5ddznu3tI6RwsIuAE2+72ofC3TEMnk4iYVgI/GVEs3uEhOcw/xCEmEIQHBmBgPgYeKfGQsvfDXder25FsXAqZZ1WEQ9b4tmuivVyfSIcmhNh15IAhzYznFsJ+xYLFI1mqGvjYKyIITKiYMkLRzbbMCVmH5Tz97jSV4Fy/kbn87c/1dYKMdZW8BWJWbdtxK4N69l2JZ43byaeN+Kd9zYQqRuwfv27eO+dd7D+bcZ/g+fVeEca4r1t62Yc2L+Xv0UOULnLoPdUQq9VwctLJw3Z9map1Yol4uQ8R7Y4cPCAhOcdRLOINTxb7djD2M36bge2EM/vv78Z720Qr4t4fuvN1XnP776Fd7ZvxHa7fXAxusMnNhLmggoUtfSjZWwZg8TzzOl7WL7yEsvXPsTyddEj+4qgfIn56x9i4caHxOQzjBLNYsmo1aHaYp7zM2mYtgCwKKVh3oTzasbsu+g6JPB8XYLzWnQsXef+G8Ttrdd4Fms487EXxJJXT4niR3ysyKr9EP0nHmHwzF0MnbuL4fO8js4RzWfvY+SsWPv5iYR1MbxcIH/u0geYOfcSYytP0H/kPtrE0lLzt9Awcx11k1eJvBto4rXVuvAIAysfEXJf5uv9Oh//TUye/xamLjAufpvv839h+tr/xvjF72Hg9F+j98T30Hb4b1E19TfI6f4LJDZ+F5EV3yVIvwv/3L9g/A0C8v8eQYX/xH3/Qqz+K0xFP5GyXocW/0rKTh1M0JqKfo+QYiCsFAgndCPKXpdVYv3k3yO8mlHzO2kZKBGRjOj6PyCy7ndSz3NoxS8J6N9w/28RWc3jyn6HmLI/IJbPEc7nDysisIt/LQ2/9s/+EeMf4Zf9D4y/Y3wfvll/Cz+Gfwpfc+K34Wf5E/iav0Uofw1e8V+Cd9wXYIh+QSw/JpbvQxNxE55hN6AJvQZ16AW4hx2FImIWnjFzCMo4hoSKs8huu4KqEdZXrO8GV55j9PRzYviplJBtUCxFJv7ZcUT8w4OfIb8T0jJil1/wu/MSM5dYMgSgp8+9wuTpVxg5/hxdc/fROHwNZR0rSCodgn98BZR+SXDQhMJWLBmqMMBRsToE24FtPjsxfW8tBJrFXGUx5NrVg3XjatgRznYEsoObXoKxI2HsxOdykvmxXSeya/vDVR4Edw9CmW0/V0Uo225hUGhZXxoTIWP7TWVKh09iKYKyxMidBkSXtSGmqgORlZ0Iq+5GVNMA4jpGCOYRxBLNkV19COvoQVBrJwIa2xDQ0AFTQw+C67oRUNEJH+JZb+6COqIdboFNcPFfjf8Sz3t2bMKu7e/Bagsrj03vSNuf73kWeBYQdjiwXYr/Cs8Hd22CDVFpK4ZoE5q2+4ji13iWiwza9rul3uTP41lk3Lbb9f5neBY9zwalPTzl1pAT3ALPYri2wLNIGGazXfT4boXChsginj2INYUYBnyQALZZzbQtwCbwJvCsFsN87XdK853FsG2xBNVaFm0fZ+KO78+D701KgEUor+F5rddZhELMZ/4cnsVtsV6zC8+fvdVWOGx5Hy7vr4N601sI3LEOlv3voVK+E6P+jjiToCWa/fGE8H3J+CjHH1/I8sfHad54JeBs1uKVwDMbriJR2BPC+alFLyUPe5CoxV0ecydZj9spetxlw/UuG7q3zAZcN+txM9Ebd9IC8CAnBE8I5uelcXhRYZHicUk8bmSF4mSCF6b449NDFLb6ylFLNJYTkcUaaxR4WqPM2xFVQTJUEtllfk4o9nFEodEOhXo75OhtkK6zRhoxnUhExyn3IFK2E6GuOxAqAXoHjLZE84ENjI1ST7SO6PW0J6DF0Hfn3dLnoRTDsA9ukgAtep4lOHNblALOHq8za3sQyms91CK5mICzhGQeJ0oBZTEEXISEcD6HmE/tr7JFgLs1fBX74KfYTyDbEMgOEpJNGrvVYdk6BwnRgR7W0v1BPAcB7gc+642OIKAjeVwsz09GsDsKI7TEswoVUXrUm33RyB9x0fNcFqJEqUkmzXnuTveX8HyEjffL3Tm4R0A9HC2R8PxEQnQZg3Amnh+OrPY2Czw/GauWMP1ksk7qeX7CfU9nmvCYcBZ4fijmOwtEi6WqJDx34PFSlwRogefbYp3nyUZp2aqrIzW4MlQt4flCbxnOdBZhpaMAJ9vzWZbgWGc1DrVXYba+GJO1+ZhjudRYgmkCujfXQijHoT0tEs1JIWhKDEZ7Shh6smIxWpGJwdIMRiamawuw3FKJYx11ONrZiKM9rTg7NYqLhxYw0d+LlCQzPFQqODq6wMXFDW5ucrgr1VBrdNBo9Kz8PD9D9eqQbNGz7CGVji7uEqCdXV4vVSXwLFdBptQSzsbXS1T5McSQ7Uip11npmQSFJxuX2kxWthbCWKCZIGY4E6ACz2KfoygZToTo6n1mVsZsfCrZkNSY/4jnCEZ8CjzTU6EtyICxPhdeXQXQfw7PqsMVUK9UQXuqGp6iFHg+VgXDIeJ5phy6kRLiuQgeVTkSnmWWVCii0+AamAR7TzaW///As4PCDDsPPtaTjXAvvpcgvocovocUNojzUyGr5N9pyIC8PZsNZ0J5mH9/pBByIlo2kgc58awczIamJwPe7akIa0pCIvGcWx6LyqIIdOSHYCQnALMZPlhi/XI4iXA2u+N4khIrqWqcydLibI4BZ/O8cTrPF8eJvKUMX8yl+WMqNRBjlkD0x/ihNdQLZT4+SFb5IMrVAB9rNTx2qyRA22zX8bfCSED7EMs+Ui/0Kp5XAS2GcG/ebpDmPW/bocW+fTo4OXlB5eEDo94H4aYApCdGoCw/Ho2VSehuWe15nujNx2RPPobaM9FRn4Q6wrooLxYpiVGICI+A0cDvi5svAcAfZeJZzh9mvV7gOQTxYSHISIhEWbYZDSXJ6BJzntsyMNmVjlmCcL4rCfMdiZhujsd4bRTGq6MwWRmJufJIzBaFYio3CGPpPhhJMmAkXosR1gWjjAnGdJwWs2YvzCfxXKX4YjnVC4dSDTiaYcRKtg9O8TyezvfDmQJ/nC4giouI5JJAXCwLxpVKE65Vha4GkXy9NkiKa/XcbgjF9cZw3GiJwvWWaFxti8KNnjjcGjDj5kA8bg7F4+64mXhOwUsxTJvxwZFcfOFoIb54rJhlEdFciE94+6PlHLyaT8WzaQvDjBezZryas+CDGQs+5D4Rr6bMeD5hxuOReNwfTmDdloQ7A8n8mym43JmKsy0pOFmbhKOVFiyWJmJWQLnQgrF8M4ZzEzCQnSCti92RnoCW1AQ0JSegzpKAqoQ4VMTFoSQ2FsVmCwosxC8jz5yEnPhkZMYkIy0qGUmhFiSYLIjj9RPpa0aIMRYBnlHwZUPK290EL49geKvCEGSIQ7QpC6mWSuRktqKocAAV1TNobDuGjoELGJgkgOceYXT+EYYXHjLuMx5geJ4lG4QiRubuYWTmrhTj8w+J7KdYOPwcC0eeY+7Qc0xye2jpKXrmHqBt4hZqBy6iuO0EsmoXYSkaR2hKJwwhFVAYcuCqEv/QS2L9Y4a9E69rx9VwcOL17Mxt5xg2HAlXtwhYK4hWdTgcvNkwDI2De4wZyngznFLNcMwnjitYx9VnEpYZcGtKgUsL6612C5w7Gd2sx3qTIO9LlUJBOCsHiOg+ormL0ZbCx7IsZ+Qlw9XCxxDozkGJcDKY4eDOesaFiLaPgp3IrG3P1+EQwTo8SgqRfduZ4cJ9MsdwqJzDYeBr9paFs+0UgVCPSIQZwxAaGIaQ0HAER0fDNyEGxtQ4Cc/KvHi4FMTCsZh1WRn/Fuscu6p4OBPPTsSzYzPrMtHr3MZGcKsYhm6Bui4ehsoYBBZFIi4/DJlZwSi2+KKcv8XlAQpUeDqgyGUXMthGi2M70n/vVrix7blnwztSxu2NmzZiPYH6tlia6r2NUmwUgJYShhGub7/L+Hzm7VU4i4Rh77z9lrTu85bN72Pvnl18/7ZQyl3gqZJJw7eNRq2EZy+jTup5Fnh2cLDDQev/jOetO3awntvN2IWt26wkPG8SeBagJ57feudtvPEW8bz+Lawj/q1siXW9Et4x4YjJKUJeQzeahhcxtHwBc+fu48jVlzhy42McvfmJNAd4/uoHWLzxERZvfoiZa6IHmt9vYnd1qPZT4pVQEkOuT4tlnx5IcB45vbbc1F10HxbDrG+ifeE60SrgfANdh2/xPrGs1GpyrxGxfvOp+9JjxyQ8P0X/MQL3+FPufyahefTKXUxce4jJa4+J28eYJNynr/J6ufycgBcQe4W5yx9j+sKHGD7xDL2HH6Jh9i6qJu6gYuwWKkZvoXryPupnnqJx/iW6j36K/pPf4N//Dv/+nxHS3+X7YJz7S4xf+geMX/5n/t0foffkP6L96I/QuPAjlI//CFndP0Bi8w8QVfMDmEp/yO/PPyOw+F8RUPwTBJf+EqYyYrnsNwgp/S1CS3+H0LJ/Z/yBQTQLKL/Oei0Sfomh1iIia4jfz4W4HSHKarFUFB9fSXyX/owA/ymflyAv/wVCS34uzVOOKPglIgu5TwzHzv1Xlj9GUOY/wD+DSM74a/im/wV80v4nvFK+DUOSyOj9DRjjP4FXzAcwRr8ilp8Ryw8ZdxjEcuhlqEPOMlagCjkGdfBhqIKX4BE8D/eQCShCBqCJHEJg+hziS44io/EUSnsvonn6pjTEfvD4Q2mt76ET99F/5LYUnUvX+B24isGT/Az5vRHz42evCDg/wyw/vwXxHbvC79qFjzBx6iX6lh6y7ruJmr5zyKqfQlhqPTRBaXDShLEu84GtzMD2i5ZtFzF/WSSNVUoh5ijbEMx2RLW9nFCWiSWpGK46lnreNrIN5wcXZSAjGK7uoXBjHS9TRUChioZSFQcV23sqT9Zz7olw9WDbT5sBhVcWXA2sF/1yoIuthG9qA/yzGxFc0IaQkk6YKroQVEMk1/UgpKkPoa19CG7rJpo7ENjWAf+Wdvg1tsKnrg2+dbxd0wHfinb45BPQKX3Qx3bDPawVsqBmIroFb2x7/13s2LLxMzwLOItYHbr9ntT7vJPlnh0bJDw72e2Cm9NeqSfZdu/7jC2w30/87rfCgZ2bsWsLH8PYzQpgv1gXmgC23v0+DuzagH071kuQFnheHbYt1u/dIyFa9EDLbPncBPAansWSVQobosnVBjq5rYRnpdM+OPD+NTxb79gI69cJw1zFMG+b7YSVyMa8BW7Em/zA+1LPs+jxFCHgpmZFK0AsMm1LgJYRTISzGMIdQEwHuB2AXqxXTBQLHItjxdzmz89xFvetDd1eO04hsmrv2AKHrZvhzEpbsWkddJveQPSe9ajx2IspAus8UfyIjdMP84PxhbxAfJLnj0/YgPpihhc+ZoPqA+JY4PkF4xkbYY9i1XhMFD9ONOI+gXwjzhOXY1Q4F6XAqXA5ToUosBLkhiN+jlj2dcDRQBecCvPAhVg9rvFH5l5mKJ4WxeIZ4fy8NAEvys14WBiLs6nBmIv2xkCQB5qIyArVAZQRw6U6G5QRymXe9qggnCsDnFHp54wKXwLbyx6FBhvkGm2QY7QloA/ArBDrQ1shmoCOlO2CyYU/YE7b4G23BQab96Gz2QwdPwtP221SD7RejADgZyCWD1McWMWzgLCCmBYhEoEJKGtd9qxm4nYgpHn/GpIFnj0ctks9zVJv8+teaAnVDPFYvWyflNHbwG0fbgtEmzT2BLPAsyNCWYq1naX1nbkdaXRFtLdMyrAt1n0OUdtKvc7ReifEe7kg0dcN6YEK5JpUKA73RGm4FjXRBjQl+DC8URvpiapwDzQm6NGV5oexglAssVFwpiUVt/sLiOEKvJyuxNPxMqK5FM8mKhnVUk+zyLAt5jyLnmcx5/n5TKM05/nFXDOecPveeJ2E56cL7Xiy2C4lCxN4fihuH+rGk+VuPCSkRc/zzYkGXButweWhSpzvK2NZhSvD1TjbW4Ljbbk40ZaHkz3lEpyn6gSci7HcXo2jXXU41FaJ2YYidLOR0yB6nBOC0JoSjp7sOAwWJGK8PAMTNQUYKM9GSyaBkRKNvsJ0LHfU4uxYDy7NjeHq4XmcXZojZDqQRXR6eXkRvnIoFEqoPVTQ6wxsbIgEK37QehogE9mzXUTv9Grvs5gD7eDmsTp8x0n0VBPUzgo4Osn4PB4SnkXPs4vcwMpUrMscwpINOTHc2oONLlUSg4D0IFCVycSxhc/Fxqno4XFjI1HOhubrcFGsBR+jTGIlnQRnNRufBguUASnEcxo8zWnQpadDW5gBQ20u9B350PUXQjNBkM4WQ7ks5jxXQHu6FvozddCtVENLPOsOVUJLPGuJZ8/OQqhqcuFekAVlCmEbkwrnQDNsdVFwUBHwSr7G10h2kCfAkTgW5RqY/19hI49mAzsK9gY2Qv3j4RjO95dohktOMlxKUuFamwH39lyo+d1TDxXCfagAiqF8Cc+yEb6WoRxo+7Lg05XJH5A0abmq7Ip4VJRGoa0whNAJxGwmoZeux7FUT5xK0bC+0OBcmg7nCb7z2d64kOeHCwVBOFcUglP8vh9ho3YxIxjzqSZMENB94V5oDPRGgYGAVhoQ4eQJPxtPqPfyR9JKhf3btNhr5Q0raai2N3YQ0CK2bTNiiwgrLzY4Ddi+k9Deq2WjVA+Vuze8jX7EcxBSzOHEcwKaq1PQ0yp6nXMx2VeA6b58jHRmor3eguqyaBTlip7ncISaQuBNPCv4o+5oa4ADX4vMRbeaMCwwBAlhwchOiEC5hOdEdNckY7QtTVqiar4zCQvEyUKHGYut8ZhrjMFcXQzmq8OxXBGMw+WBOFwWgENFPljKNWAh3RMLKWqGikjWSrGUrMUi43A6wZxDMBPLp/L9cbYwAGeLA3G+NBgXyky4WB6MS3xOEZcJ56vVwYwQwjmEaCakBaDrQnCjIQK3mmJxu82MO53JUgIuMbf47kAmHozm4tFkAR7PFuLxXCHrjEI8P1wuxaujlfj4RAO+dKoFXz7Vhk9XWvHF4434YLkaT2eKcH88G3fH+DzDyRLC7wwSyQOrcYdxsy8BV7vjcKnLzEjB6RYLDteasVzNc1SZiumiRAyzzuhOj0NXhpj2kYDGxBhUx0WiOj4GNRYziqNjkR8Ri5zwWGSExCA1OErqQTYHRMMcakacKRGxwRZEBxPJhHKYbyKCvS2MZAQZk+GrS4ZRZWF7IA4ehKfCMZJhgswpCHInE1TySHjpUxAcXIBItoCTU7uQmT+CoupF1HefRcvANbSN3ELv9D0MzBEGC8T0EsG8RCAsEgeLDzC5/BijBPQ4UT135BkWT7zC4spLLJ0Q8Qqzxz/A6OEX6Ft4jE4+T/PIdZR3nkFO3SEkFU0gIrkLvqE18PQqZJ2VzjqM+HVIgK19LKztiWU7Xst2cbBz4LXsGA07pygcdAzFQRcTrD1MsDOGwjEoAq4RMZDFxsA5nYAWw63L2GAU13dzFq9xIrqTdV0H664O1l09yXATaO5LI55Xw5XfW5f2eMjaX8+Jrk2GrJTAJp5lSQR0NJ/TxLrSywIHD5H9n6+Lr8meSLYnkgWgnZyipbC3Ez3P4cRzJNzsw+DO1yt6nr3cwj7Dc4ghDGHBkYiIikNYghn+iXESnnU5rFfzEuCUFwMHtkfsSvh3ylh/sd5xqibiGywEtMAz38drPMuIZ/c6wruCCC8MQ1RuCNIEnpP9pZwjZUFKlGvZVnHdhWy2L2L3b4b/7k1QWm3Evo3rsPndd6SkYWLe8zrieb3U8/we3iOOxVJV77z9Ht5+cx1D9EKLNZ957Lr1rxOGcd86Pv699RKed++y4vs/CDcXByhlTtLwbaPBU+p1NuhZr6k9JDw7OtpLw7YFmq127pBKsUzVVisrab7z1q1W2Lx5KzZv2oJNG4lnvp7169bhLTFsm3h+8923sH7b+7Cy3gMnTzn0rJfC0rKRy8Z8ff8MBpfOYfbMXcydfYhFguYQ4bx07SPiRgytJZKJnsmLIsQQbYHc1XnKosdY9ACLectiDrNAsYDzwAkx5FrMTRZ4voWm2atoIaDbFq+jQ/Q6i+MI7lE+XiwrJSUkO8U4+RgDK2KYr1hb+Tl6jz9C/5k7GL50G5M3HmLm1lNM3yCYr7/AJKE/fvkVJi6JtZjFHNovYPzcFzC08op/+yWaFz5EzfQrlI89Q9HQI5QMPUPlxMeom/0yWha/hY7D/5PP/5dE/PcY3+ff/TsMnPoB+k7+CF0rP0bn8Z+g5fBPUDP3bygb+wkKhn6K1I5/Q1zjvyG8+t9gKv8/EpaDy3+LoNLfELm/R1iVyID9BynLdViFyHq9uh0uzUP+v2NtjnKYWHeZsA6rYMkII7ZDysR6yr8mwH/F+CVD9GL/H4QU/SvR9mMpE3eQNPT672HKEvF3CM4UCb3+krj7DnyJZe+Ub8Er+asE8yfwTPgY6rgPoI59Ac/Ie9CGX4c27Ao0oRegIZZVphNwDz4Kj6BlxhyxPAX3oAluD7McXI3gPikjtCq0B/5JE4jKW0BS+WHktpxERd95NIxfQ88hAecnGDz8AL0Lt9CzeAvtYr77/AX0HL2G4dP3MHXxCeavEc03XhDOL7BMPB+69jEWL36I2bMfYvT4M3TP3UHNwFnkN83BnN8F76giuOl5bcsDCGQvHHTW4YCjGtbOat72hK2bFnZyIllBJLsb4ejhDSd3/iZ7rC436qI2wU0TynZcGJyVYSyjIFPHQaFh/aFLgocuFWpdFjS6AuK5gJBmu0ZdALlnEWSGUsi8y6EIqoEmqhEGczP0yU3Qp7XAL68T/iVd8CpthbGsBT5VbfBr4L5mArmpBd6MgLZOYroL/o0Ec3Ur/KrbJTz7FXQhIGMQPol9fN52yINFz3MD3tj07tvYsmEdtm8iercKRL8vwVnEjq0C1uulTNsC0fuJYJFp28VhN5zEklMHxXxmMZeZ4D2wE7Z7tmMfH79rM7HN5zqwYxNsdm+RsmkfJJ73E8+2r/EsxcHtUs+z0nn/KqLtdkt4dhJ4JoYFiN34/O4ORJPrAWhkB+HhcgBuRLYdUS7mO4ue5wNEtB0R7bZ/G1R2BJToYSawRO+zwPNaQqk1QOuINw1BLNZ4FsO3BZ6lpade49nfZT+8uX9tmLYAs8jILZKFiTWfBaKldZ0J5rUQiJbxPbru3AwXVrZuG9+BdstbCNu9DkWyHRgLdsPZRD0e5hDLJaH4anEovlIQiC/n+BLORrxK0uGZWY2n8So8idPgSQKRHafHvVgd7sTocTNahwthKhwLlGGJsJ3WHcSYZj/GPPZhRLEXg/Jd6HfbiUHFboyp9mNKZ4sFbyeshKhwxeyDu0T0s6I4fFyVhA8rk/G4LBGXsqMxG2lEl5cTGnh8tc4aZXzeUh0RbbRGua89qv0dUBfggoYgRqArbzuhlEgv8rGXEJ3huR+JHnuQwL8bLd+JCCJaGsZNUPs7boGX3WZ42W+BXiRwsxFD5lfnn4vPQPwjQ/xjQ2krhtxvlvAsep7FEG0RokdalBqWBjeCWCQII4hF8jHRyyxCxePXeqMFvEWIod7ieF8C2kfGYOmnPIhAYtmkcUAIAS0imFA2Ec9hemeEE86hOiepdzpS74hI7o/m7URfObKCVcghnHNZlkVoUR1lQG2MkSW3IzSoZdRFe6Iu1lMati3wLJaqEni+2Zsn9TyvDtmukIZtCzw/GauUsm0LPD+fIJon6/B8ug7PRI/zZ0tV1ePpXCueEcrPCOQnLMVSVfcYD7j/5dF+Noj72DjuxO3JZkJZrLVcilOdRTjTXYJTXcVSnO4pwWkC+kRXIQ63FWKmsRRjtUWYaijFYcL5aHctFlpEgrA84jlOwnNNXACaksPQRUyPlKYR2wUYJZ47ijNRFBeCKE8ZwpX2KI0PxWJ3E64fncetk0dwenEGbXVViI0IhUGnhVbrCa1GAx+jEWEmE2KjYxAdGQ1/v0Bo1CKLshLOr/Hs4KKAHeHsIBDtTEyLId2OMjbiXOFERP9xzrOBlWkglKxkFZpIKD1XK1eFho1DTzYa1WnENJFKGDvK2SgknJ0EmAWoWX4+xDFSiJ5nAXBtAhQiW25ICjSxqdCmpUGTR0RXZkHXmgPDQBH0U+XQzJXDY7EMykNlUJ2ogucpwvlkDYwna2E8VgvtXAU8iWd1Jyv5ulyoirKhTM+AMoGvLSwZjr5iqGSCBGUB4rWe5v9vcBYh4VnFBreOj/GLg0MYAW02wzmL768wCU4VqWx4snHdkw+PwXy4D4qs24WQj/KHZjQHSuJZ008892QhpC0d8Q0pyKhMQHFRFJryTRjIDcBUlg8xrMdRgedkT5xL0eNcqh7n071wMcsXF3nMxYJgnC8Kw5nCcJzICcHRrBAczgrFQmowJuJ80R3ujVp/HxRoDUiSaxDurIHRRgPZbjVsrdT8rdDxd4VA3mqUepxFbCOmJTxvJ56tVvG8Zy9/bO0N8OCPrLfRl43zQCTze1eSG4+mqmT0tGRgiHie6CWge7OJ5zR0NCSgrjwaJXmRSE4wITw4CD76IChd+WNto4XzQQ8oHPh6PIwI9w9EWrTI5BuNmrxEtJUnoa8uGRPtKVjoScVSl4URj0MdMTjcymiJxuGmGBxvjMSZBhPO1gfibG0AzlQRxaUGnCrU4mSehudEhZO53M7W4Xi2lrcN3O/L8xWI0wTz6aJAaTj22RIG8XyOeD5PPF+oMElxkXi+VG3CZeJZCgL6Uk0oLteF42pDLK4Trjfb03GrKxe3egpwd7AU98S68VN1RHMTni634NnhVjw90oYXK914cbIbH57qwxfODuNLFybw6flpfHJmkvXIEJ4sduH+dCNujVfj6nAxLvA8nu1MxRmi62ybBadazVghbo418jzUx2GxNh5zRM94aQIG8hPQSxx1ZSeiVcxFJpLLCL7S2DgURcchJywKqUFhSAkMR0pQFBL8IxHnF4kon0iEGyMQogtDkGco/D3D4auNhrcuQQovrRlGTzP0akKZ16ZWlQyNRwo8FMmQu/J6deT1Y8trwIawsw1lBMHOJohIDYFMEQ9PQwa8AgphiqpDZGIbkvJGUVh/COXtp1DVfQGNg5fRNnYR3ZMX0TdzFYNzNzA4f5OAvoPxZWJ64TbGlu4Ryk+wcJKNyJPPsEAwLJx8ipmTLzB27Bn6lx6ic+Y2msauorzrJPG8iJTicUSldMI3pAIafR7c5MlEZyyDaCacre2iYWMbDWubKEY4rEWCLpsQ7Ofr3+8UhAPKINjqTXAMjIAzz50Lz6VLCmHJ76ZbSSrcazKhasqGewvx3Mr6pC2ZQCaCRe9yTxqUPRlQdK+GrJ1IJkjlLQRzPaMyCbKiJCiyeQ6TWU/EpEAWkgoXscSMWtQ9rF8IZ1sC2VYkD+PrEsO17YhoMfdZzHl2tA2Di10IFPYmqB2C2abiZ6cIR4g7g3gOCYlEWEwcQolnv8R46FPioMk2wz2f9WtBHJyK42FfEgeb4hjYlMRwm+emKg6ODYR0UzxcWnhcM0NKGhYLdUUUvFnPRBSEICU7GAUp/ihlm0jguVJvjyrZXuSxHWA+sBlBezbDg+3Gg++vw7Z3xVrNxPKGjRKc3xVBIP93eF7reX533btSwjCBZ5E0bOcOMe95H5yd7KB0c4TaQwa9TiOt+2zQq/lb9t/jWQzb3rFzL+s33t5GSG/dji2btuJ9vjbxd95+e7Xn+S22x99l23n7gV38PNygCwlAaHIGsqqaUNk5is7pYxg7ehkTx28R0Q+xcEksWSWGQ4vlnJ4QpmJe8gPGQ4glqUSCsCkeI4ZNi4RiYr7yao/zQ4j1ocWw646lmxKcxZzj1gUxZPoamuavoY37e47fx+Dpxxg+S3ife8ptgus0y1PPMcBroO/ESwL7JbqPPcXAWSL78gPi+Rnh/BIT14jmK6+4j9C6+EWMXPiE8WUMn/sqBs98FT0nPkXboU9RP/8NVE5+E8UjX0H+wJdQMPBllI58E1UT30H93F+jZen7aD/8Q3Qc+RHjnxk/RvvRn6Bp+SdoWPwZ6hd+geqZX6B0/JfIG/glsnp+g6SWXyK2XiTu+gVCygnbCiKX+A0WWCaIw0WiLtGbLNZSrgFi6laXh4oQqOaxYpmpiPJ/Xw3pNveXEsuM0JJ/R0jx72Eq+jWB/HOY8n+CoNx/RlDOPzF+yO2/R3A2kZzzfZiy/xbB6X+B4NQ/ZXwHQan/A4EpX+d18Sm8LV+AXiA55jFR9gCqiDtQhl2HPPQKFKaL8DCdIpaPQh18CKqgRQJ5Hu6B04wJ3h7nfcM8ZoD390EV3MXoYHTyuE4oAlgGd8MrdhjBKZOIzJlFYukycpoI6N5LaJ68jY65e2ibuYmWyWtombqG1lkx3/0S8XxdSjInljUTy4IduvUBlq+/kvB85PrHWL7yERYvfIwZsbTYoUdoGb+Cso5DSC0dQGBCBTx82L7xCIe9WyDsXP1gz3CQMRQiiZg/nDwC4aQKgrMmhO2tCLhoWM9pwllGw9UzFjJtPAGdQEibWSZC5sl6Tcu6Tsc2lC6HgC6CSlsJd00l23yVvL8KMl0NZMYGKPyaoQrpgC66WxpqrbW0wzOxFYaMNhhzW6ErbIRnYT10pY0wVjbDq05EoxT+za0Iam5HQB2xXdUMfwFsQtu/oB1BWQPwTeqDNqYdyhDR89y4iuf3178FUW7duA5WYsj1a0ALPIth2yLW8CzWeXYiUEWvsdOBLXDYt01aqspp/w6CdhtBu0lasuqA1WYpWZj93u3SMGsJ0Dvfk/AslqkSIYZ+iznMAsRqN2soiWTR+yx6kAWcba02wIlIdj0oMi7vJLB3ST3PCvu9cDko/t7qes8CzzYiORf/jsp+J8R6wlqXXVLGbbEGsOjlXOt9Fus8e7EUeBYhep/FslNS8jCxhrPbAfg68bjX2bcF+ASW1zJti6RiovyPvc9izrPbznfhwtfitvFteGx8A8E71yPPbQeGgl1xIdUb97J98SrPH18pDcHXioOJZ398KoZsZ/jgRaKOYPbEw3g1HsRpcY9wvhWtx9UIHc4SbceIuAWjM8Y1tgTyfvS47UKn6w60O21Hm8NqtDpsZbkVHdzXyRhQ7ME0f1yOBCpwXgA8JZB4j8Cj3Cg8K03Cg9JkrJgDMcofoU5fJzR52aPWQDTr96PMcACV3jaoDXBAI+HcwvfQanJDE6OKmC71c0QxAV1EyGcbbJBKyCcodyHOfQ8smgOII+BD+N4FoP0dtsHH8fU55PleW4tZbHvYbIXbPp67/RslQAtIizWcRQg8CziLnmovYnjtsxP/CBFgloL3i55mndte6fg1PIueZz93G/gqDsJbAvQBKZFYgIfIxu0gZeQW2/48RpSBKjtpnrQYvh1BQIerbQlEB1i83JARoERmoDtyGKXhnqiM1BPOOlSGqVEZqpJ6nhtitKiJUqEtyRsjeSYsVMRipSERF9m4udqZwcZtNh4OF0l4fjFVzbIaz6Zq8WKmAR/ONuEDhkge9mKmiYBulPD8mJB+Nt+G54SzwPNjbos1nh/Ot+IRt+9Ot+LeNMvJFtyaEPOdG3F1pB6Xh4jo3nKsdBThRHshzvRV4AL3neotwzLxPNVYgonGMix0VON4fxOOdtVipi4fI2yYNSeFsfEbiEYxVDs/EYOl6Rgqz8RQZR4GaopRkZrAxq8eXs42cNuxEe77tiLcU44yNpA6KgvR01CJkpx0hPh7Q8XGhIdCBl+DDmFBAbCwEZiWnAxLfAJMQSboiCq53AMuBLRIHmbnJINYzsqBgBbrP4ss2yLjtsCzg8i6LfU+66BQecFdG8gwQcnK110by5KNM20SIxVyTSrcCGhnd1biikSClIBmKW6LbXuZWQppP0Mc46iwwEkZD1dNPJTexHMwG+rRKdCmpEObSzyXZ0DHBquxrxCGyTLo5iugXuIPBfHscZzlCgF9shrGU3UwnqiHfpG3x8qg7imCujEPqlJW+lmZ8EjMgDwqBa4BfF38gbCTrULZxiVGQvPn4bx2+z+GjYL3q6PhoGOj05+NTjFv0ZwIl8wkOBYkwonXtWsTG89ElbK/QMKzNHR7rABu49w3kgvNYC68erMQ3JGFuKZ0pFclooiN2cb8cEIoCBOZPphPNeBQEhFo0eC02RNnLFqcSdbjbJo3zmb54Wwu8Udsn84LwYncYOLQhOO5RHRGEBaTfDEeKwDtizp/I/K1WiQqPWFy8oSWgHbercLB7Srs3uYJq606WBHRVlZivjPRLOY8c1vMe962Q4/de7SwszPAXeELo94PoYH+SIw1oSg7Bg0VSeji6x/qFNm2szBOOIx0p6KL0GusikV5YSTSLcGIMgUiwBAIjasRMhs13A668/fBAz4KPSJ9/JAeHYKi5CjU5ZnRXmrGQK0Z022JWO5OwuHuBBzpjMWxjigcb4/CyfZonOmIwwWWV9tCcK01ANea/XGl3hdXqr1wucqAS+U6nClQMTxxOl9HNOtxMt+bsPbHKYL5BAF9oigIxwu5TUSLbVGuCFQT0asRhDPE9FlC+iwhfaYqBKcqw3CmJhrn6hNwsTkNV9rzcKWrBNd6q3BjqAE3x9pxZ6YPD5ZH8PjIGJ4en8DTk5N4fm6WMYdX55fw0aVj+PjSCj66cBIfnFnBoyPLuLc0jZszI7g83o3T/Q043FaC+YYcTFWkYKrcjLHSeAwVxWKgIBa9jK78eLTnmNGQkYCaZDMqExNRYk5CfpQZGSFxSAyMQXxALGL8ognkcATzWg1Qh8CfDSY/dRh8GEb3UOgUIdC4maByCYLSJRju8mh4uCdA5W5hJELN8FDyunZnA0pB6MlT4eqaAkenZNg6JhKiFlgT0I5OsYRLOOwcQgm/MDjxuhL/SNN458IQVAKfiCpEErRpJRPIrp1HbsMhlLYeR3X3UTQMHEbr6Eki+jz6Zi9jaPEGRg/dwfDSLYwdvksoPyJUnmDuzGM2GB9w+wGmzor5go/Rf+QOOuevo3HiAsp6jiGnfg4ppaOISmuHT0gZVLpMvt4EAp8AtSZAbSNx0I7B2yKsDxDOB0IYhDPhv98xEAfkgbDl+XLwjySeo+ESEwPnJGIyKxmKonSoqrKhaciFR1Mm5I0pcGtIgktjEtxaeI7a0hiZBDPh3CIybadA0Ugo14pkYRa4FTFyLFCkJUMpTSNhfWlifeTF+kgl6h6innC2kbAssmwHS4nCBO737QvEfoYd9zvbinWegyU8651N0pxnkW07yMCSeA6JiUVwfDx8zHHQJsVBlRkPRW4CXPm9cSqMh10h67AC/q3CaNgURsGunPVZbQwciWWxTJUUDXFwreX3oZJ4LolAeEEoUnKCkZfmj2K2j0pMAs8OqJbvRRF/+5OstyJkH9t6bDvabF6P7e+tw/uv8SzBef0qnjeITNrScO0N/wnPotdZ4Pk9MbSbqBXDtjdueBfbt23Bgf274WhvDbmLPb+TrtB6ekjrPuu06v+r5/nAQeJ59y4Jzp8lDNuxE7t27mMdt5owbPtWAnrzNmza+D7ee5eIX/cO3hQJw9a9iXWb38PWfWzfujtBHeiL0MRUpJXVobCpD01DC+hfOIOhZQL6xG1Mn320GuefYPo/4Hk1s/YHUkiZtfmdHSOCRaKwsbPPiOcnxPNDCc0iug6JjNu30Tx3A40L14nWW+g69gB9J5+gn8f2nnxM8D4iqLm98hy9J15x+wN0H/0QXUdfov/MU4xcfIGJqx8Rzp8QzZ9g+OKnGLrwNZbfxOD5/4H+c3+KvjN/hu5Tf4a2Y99Gw/Kfomr2r1Ay9jeE73cJ3+8gu/fPiOj/haLhv0XF5D+iZuZfUTv3U9Qxamd/ytsifk4s/wzFo79E0civkD/0a2T3/Qbpnb9FatsfEN/4e0TXiuWhxDxk4ldAmUCW4vUSUVHV/y6tpRxVxWMrf4soRoRYi7n0F4yfI6LkZ1KEl/wU4WKpqEKR3IsQJ5jFUOyg3B8jMPOHCMz4PvzS/hJ+qX8O/9Q/g3/KdxCQ8m0ECCinfgMBli8iIOEVAsyv4G9+Dt+4R/CKvgt95A1owi5DHXqe4DsDd9NJKIKOQR54GG4BS3B/3bOsCp5gOc4YZQzx9gCjn3juhdrUDQ3BrA5ugzqoVQpVUBc8AgWoB6CPGIZf/KgE6IgsAejDyG08jfKey6gZuo6qwcuMi6gdvoSmqStoX7iK3iM3Mcp6bobfn+UbH+LY7Y9x/M4XsHLnE8anOHrjizh8+WPMn/0Ao0ceo2vqOmr7TiC7egJhyYRpYDbctGyTKIliRQRclZFwcWc9poqRepIFkl08Y+CmM0NmSIYbw1Ungu02XRrc9Ky79KzDCGW5Po+RzyiC0lAMhaEE7oYquOvqiOk6yHX1vK8ZcmMrFN4dUPh38jzynET2QhvfDc+EdmgS26BLa4MhuwXa/AZo8muhKaqFnteUT00jfAln3/pGBDW1IrSlHSH1rTDVNMNEQAeWEdV5rQjI6IV3Yjfx3Ab3sBap9/mNrRvXSz3Pm959h/EWAf2OtMazALQYtr1jm+h5Jqit3sOBPYSvtRWc7XfBRcxNFom+9m5luZ0h1nrejv3bN0Fk3T64Y4u0fJXDPitpmLVYkurAjndhvXujhGYxB1oM5xbznQWetQo7eDjth5Iwlonlrwhj0ZssEC16ol0OimzcVnATw8YZrtY7CfbtcODftyacbfhanfdslnqeDW77YZCJIb5i/vNWKeuzQJqYbysAJZY0Er3OAs+61yAWvc8iYZifK9HlvFfqeRZoFkAWvc9SrylDAPA/Dt0W851lu9+D6451cN74JhQb3oCv1dtIc9qGLkLzZIoXHhWZ8CzPFx/leeMrRQR0vj++JHqhswPwQbovXqT54BmB/dCix504Ha4SZGdNaqLZHXNaF4y5O2BIaUc0H0C7yz608fW1OO1Go8MO1NtboUGK7WggOhtstqDBehPL9yVMDyr2Yt7bGacjPHEt0R93MkPwOD8ODwvMuJIejkMxRgwHuqHNyw4NxHO18SCqvA+ixscG9f72aCKgWwMc0RbojGZCuibAGeW+DijztUO5vxNKfB2lXuhUzT4kMVKJ6SSdNWLc9yLE1QrBLlbw42fh5cjz//o8C0CrrbdByXPotncDG9PvwlUg+uAmCdFiOLcYti16mqV/fPB4sY6zgLCAtLRMleseCcwCzmLb3cFKWu5K6bBdui0ycgs8i898LcRtAWaBZxFiW+xfRTT3E9Lhno6INTgjwUsm4TnZxw1ZAe7IC1ahMNgDxSYVykPUqOH5rI/WozFax5LbsZ5oF9mHC8JwqNqCs4TzlY5MXOvKlPD8aKSYcK4inKukpaqeTBDRU3USnl9Jw7Ub8JxwFnh+yttPuf/5QjteLHXiOUP0PAs4r2bb7sDdqdbP4jYBfXOiiYBuwNXRepzrrySay3GacXagEmcHK3GqrwxHu8uw2FWDxe4GHB9owamhNoK6CmPEYV9ePFqSw9CcEo7uPAvGqnIxWp2P7pJMtOSnoTw9EUlhQQjTq2B0tYMdr7m9770BJ16nMl6LOlcbNo5l8FbJoJY7QiVzgs5DDpOfN2LCTEiMj0FyQjxiIiPh5+sHjUbLxvB/xrOdi8jKqIKzszucBaAd2SgRWbfd3CH30MHd0wdKT39GIBvIISwjoNBGSz3QSk8LZGpWxKoUYjmJOBZQZuOV8fnttdtSEM5iuLQz8SxTJ8DDi3AOToUuKg36pAzoczJgKM+GvjEHhu4C6Pk5amfK4LlYCe2RamhWqqEinKX5z9zWHWPFvFQN/TTv7y+FpqUQ6vIcqLIz4Z7EH4fIJDj58zWoV3ub/3/Bs60b9yv5OA2xYIiHY4AZTmLeooUNaDauXQpT4CL1PGdCKfDcmw/lAAEthm6P5hPPOVCM5cBzOA/efbkwdeYgtiULabWpKCm3oJGN2Z6cEIyl+2EmSY9FkSwsTo1TsRqcivfEKYsOp5ONOJVOCGb64WS2P04T0afygnAq/3XkBOB4hi+Wkv0wEeeHzlAvVPnokK3TIkapZV2ggXK/CnY7VdhrpcHObRrs2K5nGLHdyijNeRbDtkXv8zarNTzroZR7w6hjYzIwAJaYEBRkRqOuLBGdjcRzRw7GerMx3peO0R4xlDsBLXWxqCqOQnayCXGhAQg2+EHvqudvgRruB5Ws35UIUGgR7eWN1FA/FCSEoCY7Gm3FMRiojsU0AX64KwErvQk42R2Dk52RONMZhfOd0bjUFYfrXdG43RmKO22BuE0832zwxvVaI67XGHG10oBzhZ44k6/FSq4Ox3ONOJLrg6N5fjiSF4glnrOF3CCGKBn8LVjI8ZPKpXzenx8gxXJBAA4VivDHclEAFopNWCyLxGFpLfk0nGwt4Gvi9c3r+cJgBy6O9eP67ARuHZrH/WOH8PDkcTw8cxyPLp7Aw4un8PjSOTy7fAVPL13Hk3PX8ODUZdw+eg7Xl1dwcWYJK6PjWOruxFhDDfrKC9GWnYqWzEQ0ZphRl0Yop5tRk5GE6kzWB2lpKEpJR35SJnIt2ciIy0FiRAbiTGkw+SbAzxAHL00UdESyWm6CB5Hs7irKcCjdwqBwDoObYwhc7IPhZBcIB7sgXusRcHGJZb3AhpWM17IbS3ki5Ep+p5XpcFOmwZWAdnJLhT0RbefMcLLAyZUocxHDn8OJ53A4cNuFCJdpk6H2yYEuuBiB8fWIze6BpXAASSUjyKiaREHTJMo6plDXv4wWArpj6gJ65q+i/9BN9C/fxODR2xg/9RATIlHSuYdEx12MnbvDuIfB03eIi6tExgXUTp1Ecd8yshonYSnrR1hqI4yhhXDXp0n5FmxswmBrHUo8h+OAHdHM0tqWoLYh+EUpenntTLB2IlYVJtjpQolnNjTDYuEazbDwvQjw5qZDXZIFTwJaVc1rvCYVLlWJcK60wLWGDdHaFMh4LbvV8jxVc7sqCQqiWVZCNIue36x4uKUmQG7hOY1JhiyMjwlIgrM+gfUKMescwdcXjoN8PWJdZ7FUlehxFktX7dsbyAiQsm272oUSz6s9zyJhWIA8DMHKMAS+xrOJrzmIeDYmxECdGAP3tFi4ZcXBMSsG9nkxsM0nmvOiYMPSvigWDuWEcw0BXRcDJ6LZsTFOKl1qo+BeFQUvfufDCkORmBOEXIHneANKQzxQZRB43oNi/uYnH9yCULYrPfl7ZLuZ4JXwTAT/JzyvJ57fw7vE8ztvrWeI3ubVOc9razyLpapEwrD1696Wep9F0rD9xLOD/UHInO2kuc8atQJ6nVpa+1mj8YC7u0hy6SDNeRZo/jyet+/kttVeWG3nbeLZast2bN+0FZv52jYQzyIL+FvvvIW31r+Ftze9i017tuOgjEj380KIJQUpJdXIr+tCXd8MemZOYpDfufHjtzB1hkg++3g1+7bU0/wY05ceEcsE9eWXmLv6IUMMl36GkVOPpPnK4+eesxRzlkWm7cfoP/5QWou5a/kuOg/dQzvL5oXbaFkkqsXyUytPiOTH6Dj8QNrXunSf288IZuL56EfoPvIFxscSpAdOfxFD57+C4QvfwNC5/0Ewfwf95/8c3af/HB0r/wstx/8KzUf/Fg2H/zeqFv8KpTN/g6KJf0Le0D8jo/cfkNLxfaR2/B3Su36IrN5/5v6fonDklyge+w2h/BsUDv8aBYSyiOy+XyGj59fI7Pkt0fw7JLf/Hoktf4C5CYirh5TlOkL0MFdxm2CObQBixH5uxxDT0VW/I5Z/I2E5rPhnCCkSSP4J498QXvivCCv4F8aPEJr/TwjN+0eYcn+42rOc/QMEZn2foPorQvm78E3+E/gkfp3xKXwJZV/zh/BNeA7vuKeMx/CJuQXfmMtS+MRcgjHyHHRhJ+EZcoxxBJqQZahDFolhgeUZuAdOQRn4GssmYjlkNdTc1oQMMga43Ucw90ATRCgGdTI6oA5sfx09BLTAtTh2EMboUfhbJgnoKUTlLiCp4jhyms6gsP0cCjvOoLjnLCoHLqJx4ira5q6jZ/k2RlceYfbiCykh3bFbhPPdT3Dy/qc4dffLOHZd4PlD4vklxvj96Jq+yvpzBbm104hMa4UxpJDQZX2tYp3jYYFclSSFm4b1DcNNm0Iks44yZEHmlQc3Yx5cDQwi2VVfwP1FkBlLoPAqZ1QwKqEwVrEUUc2og9KrAUpjE7ebGW2Q+3RA7tsJOfGsFL3v4V1Qx3RAa26DNrkF+rRmGLMaoc+rhzavBvqCGniX1SOwthnBjURzcyui2zuR0NWD+LZuxDS2I6quDeEVzQjKa4ZfWicMhLg6qgnKUP7NkGa8IYZrrwF683tiCPfbvKgJZgJaJAkTIXqd1/C81vPsRkA7i6HXYtj2gR1wPriLkN5BNG/Fni0bJUSv9TzbEbUHdoih3G9/Nu/Zes/7OLBzg7TGs+hN9pTbQuNqDZXzAcJpjzRcWyQME+s3O+7dArntDqKZf4d4F+Beg7Pofbbd8b7U8+ywcyPcCWy9q5jzyud0Xh0WLOAsQgwTFj2QAs8GwlPMwRWIFiAWw7G9XffCV/RCE9ACzwLXAshiiPZalm2B5rXh3GvDtT/Ds9U7kL3/Brys1iHJ2QqNROVyogF32OB5VR6ML5b442ul/vh6SSC+TDx/nO2LDzMD8CzFF8/4g/CEiL6VoMP5cBWO+csxqxdodsSAnGgmVrpc7dHqYoNmp4NotN+LervdqHPYhTq+lzrHXajhe6nh66via67cvxEVe99F5e51aDy4Ef2y3VjwcsHpcC1uJAfifmYE7mfH4G5uDM6lBGMmTIUOb+KZcK6X0GzLsEOjnx2a/eylaBElEV0X5IQqfwdU+NqvItpPDON2IKBtkaG3RobBloC2RaKnNeLEetCK3fAnng08z36y1XW1xXmXspmLf0JYb4HzrvVwZDjvfU8avr2WDEzH9yWOEceLz8yLn48AtFimSgBamvMskM1jRYIxKUs3Q6BaK4bqu6yONhBoFqX02M/1RK+Beg3ZAs8RWidYfOVI8lPCbHBBgt4R6bwt8JzLzyXXV4biACVqIrVojvdGa5xRwnNttBqtFiNG8kOkhGEXO7Nwsy8ft4iUm91ZuD9YICUME3he7XkWQ7Xr8WKyDs8mavFksgaPpXI1YdgzgerlLnxwuAcvD3Xj6VIHxDrPAtAP59vxYJa3Gfdn2qVe6FtTLbgx3ogrI3U421+B80PVOD9cg9MDFQRAKU4SzycHanBqtB2nRjpxZqwLJwebMVtfgIFCMewyGp0ESXNaBFoyYtGWY0F9ZjxKEyORGxuGmAAf+Krc4eOhJEQ03HblZ7VLukal65TXouO+bXA5sBMKhwPwlDnAqJIjLIB4Dg1CfEQooojoID9fGLRaeLh7sHHsvopnsUSVALSzyMQo5j2v4tlFhIsHnAlqgWeZu5Z49iKavSHX+EJOQMs1JlbKYdyO5DYbaRo2JFXJxLPoUf7jHGIRa0Oj10LcvwpnNiwV8VCozFATz9qgNBgi0+CVmAFjdgYbb9kw1udI8561g4XwnCyFjng2iCHap+uhOl0r9T5rThDQxwjn5WoYZ6ugGyKyW4ugrsiBew4bu8Sza4QF9n5sRGr4euSreF7D8hqm17b/Y4ieagci35GPdTTw9QcQ/mEJcBKZczOT4VrIHyVpredsKDryoOwhnvtWe5/FOs+yiRwox3OhHsmF10A+TF15iG3ORXpdBkoqU9FUHI/e3AiMZQQRz0YsJHjiWJwnTsdrcYZ10xnuO5vqjTMZPjid5YvTxODZwkCcKwrChZJgRiDOF/njXL4fVrIIwkQ/DEd5ocWkQ6mvHslaHULkWl7PGjjv0+Dgbg1/Wzyxw0pHPBuIZwPxvDrneQ3Pu3Z7wtZWB4WbEQbiOSwoGIkxocRzzP+F54n+HEwNZmC8PwX97Qloa4hFLRvlBRnhsEQGIcTgCx83A3R2GuhsPeBt74FwpQ5mb29khPuhyBKC+uwodJREY6gmBrMtsThGPJ/pN+NsbwzOd0fhQlcU4RyJK0T0zY5IPOgIw/3WINxp9MPNOi9cqzYQznpcKTfgbIEOJwnnI5k6LGYYMJfujZkUH0yzvp9gfT+WHoAxUab5YjTNZzV4bodTDH+MVD1Dx20dhtJ0GMz0xhCxPVYciZnKJCw05GKppQKH2ht4bffi9Ogozs/M49qhY7i1cgb3zlzC3QuXcefSJdy+fBn3Lt9g3MW9Cw9w88xdXGED/PzyVZyaPYfDY0cx1zeNoeYetJXXoi6viNd+OooTUlHIKDCnoig5C6WZBSjPKUFxVikKsyqQn1WN7PRapCXXIDG+CrExFQgMyoXRkAYPjwS4uUbyWg4jjEOIjzDY24euBpFmZ0tU2oilkFbD1j4Cjs4xcJXxcTIz6wZxXbIB5pHMBhi/1wyZR4o0BcNRngx7tyQ4uJoloDq5El/OkbAnoO1EKeNtsba7Jx9vTIE2OA/+sZUISapFeFoDYvLakVLZy4bkEEq6ZlE9eBT1Y6fRPHMBrQuX0bZ4jUi4STzcQ9+Z+4w7RMANdJ+5xvIK2k+eJwJOoXrhOEoml9jYn0JS4xCiS9oRmFINbWguFN6EvnscrAl6a753a74/a4cIvk++PocoODlEw9kxBi5O0VLPub0zzwsRaq/j+fKLgnNoHJwjGXEJUoIveWoK3LN4XgvS4F7C81GaAqeiBNhLw6FZj5UQwiKKE+FUyMhLgEsO8U24uqXHwTWFYWYdGcPzG85zK9aK92E9wnrTTh71Gs9hOEgcH7QOlnqebfkZifWfBaatCWcxbNvNIQxKhz/OeQ5SRiDEIwLBxnAEhUQhiHj2i4uDPj4a7gmsl5P5PtOiYZfO954dCdvcKNjlEc4FIvs2X3dlPJx4zTm97nmW5j838T3Xx8CD+70qohBaFAoL8ZydxmuVeC4JVaHayxG1xHMJ8ZxivQnhbI/pxKjFz/C8Hhs2EM3viuHRa3h+l0E8v7Px/4nnt98kYN98m/vfwjqCVmTc3rplE/bt3cXv6364OFhD5urI3y+Z1Pss4r/Cs0gcZiUALfC8Yy/rOG5vFXhmbNom4fl94lnMtX6bf0v0PL+9cR02iqmTztaQe+kQGJ+IpIJK5NeKec/T6Js7heFDlzG1chuz54ic808wRxzPXmZcecogpkV5VayP/AGmL76UsieL4dojp59IcB5cEXOfxZznh4xHEp47l+6ii0DuOfqYQL6HpvnbaD90H70nnkq9ze2HHqBpTqD6IZH9At1HP0bf8U/Re+zL6D36ZQKa5fFvov/Un6L/5Hd53RDNJ/8G3af+Hu0rP0DzsR+i7vA/onr5X1Cx8GMUzRDNEz9CJoGc1vMLJLX/BAnN/wJz84+R2PoTJHf8HGldvyaqf4es/j8gs+8PSO/+d+77vRTJHcRyG6P132Fp/gMSGolmAlkMvxY4FvOVxTzmCEZUzR+I5n9HVPXvEVnxO0SV/Q6RpYRz8S8ZxHMh4Vz4E0L5xwjN/SeE5PwAIVl/j+DM/43A9O8hMO2vCeU/h2/Kd4jl78An+VvwTvwKvM1fhDH+Q3jFPYMx7iG8Yu8Qq9cJ5MvQh58nkk/DEH4c3hGH4BNxGD6Ry/AKX4Q+ZIb10RQ8g8dexwgBPEz49kMd1AuPwF4oWSqDeuAe3CuFR5DoTX4dxLE6sA8aHidCHdDD6IWKofTrgcKPpdgW+0L6YYwZhXf8KIII6Jj8JQL6KNLqjyG98Shy2k+gtP886sevonXmBroW7mD46ENMnXmGRX5/xFDtozc/wpEbhPSNL0hwXrrwinh+jonjj4jnK6jpPS7hOTqjAz5hZdB458DDk+0dTQYjEwoN2yOeOVDociGTepMLICOS3YxlcDGsRTlcjRWMSqK6BnLv+tfRAIVP4+sgXFnKfVf3yX1aGK1w822Dq08bZAEd8AjtgkdkOzSxrdBaxLznRhhS66BPr4aOv1X67Cp4F1YjsLIR4QLJre2I6+hEat8AsoZHkTU4jIyeQaR19COpgZAu7UJwdg+M5nZ4RBDtoSKI583vvUM0i17nt6WeZwnP76+Xhm+vwVnMe961/V3s27URtge2Sdm2JTyL5afYWHbcL9Z63kkkW0k9zmLYtigFnEWPtOh5tuZj9257B3u2r2ODaaOE5/073pWGc4ueZJWrWI7KRgq1436pUS7WeRbrPTuxdCOKXWyIZgHnA9vhzL9pv2cL/85G2O0k1K02wJav123/Zmidd0s9z2Lo9tq8WjHvWcy1NRBZ3m4EGBEmep0lQDNEb7KY1+zrsk9KGCYQ/flh22tgXuuBFpBeg7MIN4Hn7e9Au2Md4oi3ah9nTCYYcLkwBC9ro/FJdSi+VhGIP6kMxjdKAvClXAFnX7zMCMDDZF/cIbqusYF6KlRO5DpiXG2Dfrk1OgnldmcbtLs4oN3VCe0yZ7S5OaLJidB1PEg470eN835UO+1Fhd0OlPM1lvB1lezegNLd61Gy4y2UbX8TDQc3oM9tF2YM9jgZpsZ1SwDupofjblYELqWbcCiOjbQQGTqDHNEa7IDmIEJZRKAdWgLs0EZItxHSrUHOaAmToT7YmYC2Q6mXDYqM1igmpIv9HJHnY088WyPNYIN0L3ukGu2QoLFmg3mflMlc9PKL86zi6/SQ/hmxOnxevv99OO1cB5fd70qZuKUlqMTwbDvez/Mtzr2EaH5mYgSB4XWGbWmdaKJZ5bqbWONttz3S+tByMf+ZzyMtTcbPXwz1ltaZFr3WLMWa36JcA/UasINVtog1uMLiI0eirwIJogda54AULxdk+SuQH6hEPgFdHKBAeYgH6gjoFuK5mT/mdcRzi8WAwewgLLExcK4tHVe7shmZ0vItN1je7c+Xep0/nGvER4utUohs2y/E/OZJAec6ac6z6Hl+NteMF4sd+IBw/uBIL54f6pKWqJLwPNeOe9PthHMnQ/RCt+PWZCtuTrTg2lgjLgzV4sJwHc6xPDNQjdODVTg3WodLPObybD8uTPbhLPF8pLtWyqLdkxvHiEVrRiRqE0NQlRCMkrhgpJmMCNfK4ad0hVEp53m1g8LeDoEGT1giAhHhr+XnYAs/tRMCtK7w18oYPN5TBoO7EzzljgjQqxHiZ0ConzcCvPUwaFRwlyvYAHGD6+cShjlK852VUs+znbMHG5OEs5MKrq4qHuMhHeMism576IjkNTz7M4Ig8wxlSUBrorhthpvU+5wEJ6LYUSF6mgVGCU9iVdxeC3G/CBd3C1yIZxkb+x76RHgGpEAfkcIKk4jOSIehKAOGmiwY2/NhHCqW5j0bFqugP1IDz1N1Ep7Vp2qgPVUL3fEa6JYI56kKQrsYmrZ8qIhnj9wsuCenQxbF1xUQCwfPP85x/jzs/ys4i7ATpSIW9mriW8/H+fK2iY+L4/tMs7CxzOcuS4ZLfQZkbfyxEr3PxLPHUBHcxwshn+LtiTxoRvPgRVAHdecjtjUfaXXZKKxIRX2RmXiOxkRmCOZS/LCU6I0TCXqciffEWTMBncTtNCNOE3GnsgnofB+cLfLDhVJ/XCoPxKUyP1ws8cbFIi+cFb2s6f6YSvBBT5QRtSZvZPt4I1ZtZP1q4PWpg/1+HX9XdGxY6iVAb9uu/yxh2OfxbMNj5RKefRAebEJSbNjn8JyB4c5cTA7kYm40E5ODxHNHHNqbYtBQFYOy7AhkxIYi1p+AVvkikM8TzL8fLjcgiRjPCTGh1BKBuqwYdJWYMViVgEk24JfbzTjVa8aFATMuDcTicl80rhDQVzrCcbktDNdbQ3CvJQR36v1xo8oLV0q1fN8anC/Q4Gy+FidzPLGcqsa0RYXxBE8Mx+nQH6VDN+uMzhg9OmJ06IzVM0S5Flq0Rnow3NEaJUL5WTTFKNFsUaM11YBO1jEDhSIDfgYmaksw2VSDxZ4eHB4axfHJBZxdWsHlExdx/fR1XDt3E5fPX8XFC9dw5eJtXLlwH1fOPMTZY3exsnwTh6YvY27kNEZ7ltHbNIrG8jaU5lQgNzkPaVGZSI3IQGpkBtJjc5CTVIzinBqUF7egorQTlRV9qKgcQUnZCHILB5GZy0ZHVj+iE1rgb6qQhi07EcF2BLFYBsnaLgoHxJBlW26/Dhvus7WPZkQRvlFw5TWq8EiUwk0p4JwEDy2xKMKTeNYQzyoxDUOMGOF1zGtGLDnn7EaMEuoiHNwieR0Raa7EuYz4I+5cdAlQBfI6Ds+DX3wpwgj+uOJWJNV0I6t1DEU9CygbOorKsVOomjqHqtmLqFu6gqaj19F84iYaTlxB3fGLqD9xDrXHV1BxeBnF8/PIn55F1ugEkrr6EUXgBBfWw5hcCnU4rz+/NDh7JsDGLRw2zkS9C18Xw0FgmeHsGA0XEQLSjhFwcCGclTxOS0j7ENjBBGZYDBwiiOOoVUQ7W4jeVNGLzMgzwyE7FrYZhGk2640c1nUM2yzWFRmMVD4+ORLOxKtbEtFsiYNLTCxcwono4Hi4+DGMrBdZn9gpomDD1yY+JxuBfZvVNZ4dHPh6GWLJKkfi39UxCnKnCCnbtt41nL+bkbyuohGhiYHJOxIBxHNgVAx8Y2Ohi4uCMj6Cf5vvL5WfL39f7HL4t/KIdeLZgXh24TXnWknk1/IzFEO1m1kfi8RhLRbImuOhro+DV2U0QopDYc4NQtZrPJeyHVPr7YQGJds+TtuRwd/7SLb/DLs3w0l0/ogRlf8Nnt8jnkW27c/jWfQ6CzwLRK97520Jz6sZtzdKScNsDu6Fk/1BuDrbQ6lwhUathKfGXZrz7OGhhLOzI/F8UEKzAPQf8byLj9/POm43AU1Ib9uBHZu3Y+v7m/gaN0jDxAWe3yCe32J7/D2rTdjjeAAueg18+Llb8sqI53Y0DsxiYPEsxo5ew9yZe1g4/xgz5x9h5qLoKXyMuUuE9BWGSPR0/SPMXH4FsUSUGK49JqYavO5x7jv24LPh2t2H7qFj8Y4UPUcfEcJP0bxwF/UzN6Ve5t4Tz4nh1XnNnUeesnyF/pVPMHTqa4xvEuJfR/+xb6L38HfQe+R/EdN/RUj/DbH9PbQs/z1aDv8IzUf+D+oO/ZRo/ilK5n6OgqmfI2f8Z8gY+Tmvm1/C3PpbxDX+EtH1P0dM/S8Q3/Rr7vsdzC2/h6XtD4QyiGvA0gru+wMDYBWDuGYG0SzmLIueZpHYS0r0VUE4l0PKpB1S+muElf2KIZJ5/RShRb8glHm74BfE8s8QkvsTmHJ+TDD/M4IyfkAs/x0CU7+HgOS/hp/lL+CT8F3Gt6GL/RTa2I8ZH0EX85LxBNqo+9BF3JaSenmGnYM29BQ8Q4/B03QIGtM8PINmYTBNwytsCt7h0wS0KCdgDBsloIcJ6F4ewwgWPchdUg/yaoi5y10SntfCnVgWoQzoI64HiOdBaAIIbv+h1fAbgoqh8OuD3J9BOLv6dkLm3wlNOLEd0Q9D3CCC0ycRmT+DuNJZJFTOIqVxGfndJ1EzehmtU7fQOXsH/YceYGzlKWbOvcASAb10+SUh/QLLjIVzT6VpLNOnHknTWtrHL6KyiwivnkFMRhf8IwlU/2J4Gguh1jG0RfwdKIUHw11fCiWhrCSSZV6VhHIN6x8RdXD1qocboSzzbYTMpwluXs2QeTd/BmQFgazwbYfSj4AOqIfCn7D2byCcm+Di2wwnYto1oAnuoW1QhjdCHdsAfWI9vNLr4J1ZA2NmJdtyFfDOqUJQaQO/ax0wd/Qhqbsfqb39yB0ZQ+nkNCqmZlA+Po2y4UkU9owio3EEsSWj8E/tgTpqFc+KkEa8seGdN7DhnTexkRftavKwd7B907vE83tS77MIkUhs59YN2G1FFO8V6zUTstY7CeNtsGVFJYZnCyjb7hJZsDd9Nt/Z6YAVXK1FD/UOqYdZ9D7v3bqOaCaeCd4D2zew3Cjd7+4keqpsoZXZwdPFGu72e6Th2y77BZS3SwAXc6cdGALOrgdFYjH+fanXa3WIt8329XDZswlqAkvMe5Z6LsXSSLwtAKUhhkVP5toQYANBtQZjLcPI+315X6DsIPxFDycfZ+T9AnsiPEWyKx4nMCd6pD2IZo89G6EiVN3FslVb34Jp/3soUh3AUJQGKzlBuFcZhS80xeGrDVH4SmUQvl4WiK8UB0i9zi/TffE8PQAPkvxwiY2p4yZ3zBmdMOJhjV6+vnZis8mB4bgfra726JC7oNPdDV0eMnQQM61yJ9Q7W6PKfhfKbXegxHobCnmec3ZsQBbPRSZfT+r7byD1vTeQv+1N1BzYgB7ZTsz5OuNcjBHXkwNxPTWYeA7C6dQALBHw49Ee6A51QZtpFdFSBDqgTQpHdIS4oZMNu5ZQBWoCnFDmZYsSow1KiOYyfycU+zsi18cOOd52yCOmcxmpelvEqw8gVL5HGr5tsCWarcVweNGrv3W1h5+Idt7N7wLPpYLvQyOAzc9DLCumFXgmtEVPtTR/XXwOYjg3Q6zpLeOPphtDKRKNOe2EOz83hc1WyA9sgmzfRinE0H3xzxMx713gW3wfBKT/Y++zSW2PBD93mH2VsPgz/ORI8nVFmp8rsgJkKAhxR2GwEoWBMhQGuKGcn1lDjAHtiT4Mb/QQHON5oThcZcb5FjEnMRPXOzNxpy8Xt3tzJDw/Hi3Dy5l6fDDfLMWHBPQHCy14Nd+EZ7NiyHaTNGT72XwLnhLKz5c6pJ5nEWIItzSMe7Ebj+a6iOhuCdASnidaCecmXBltwOXRRlwcacC54XqcHanHhfEmXJ5qxRUee21+gHjuwanBViy2VmKgOA2tmbFoZuOrjmU5G1slyVEoTo5BSqg/fGROcN27C0prG6gcHKCwtYbMeg/0cjuCxBM5MYEoiA9GYbwJubEmWEJ92YhSwYuINngqoVUpoCeYvbQa6CQ4i/WbndlYdGEpf50wTAFHKcRC+QS0kxz2DjI2LhVwEb3OLrxPJBBzU8JV6Qm52hsKTz8JzgrCWaGNZMRwO5ZlEveLec+i93m1gS3Q/Hk4iyzXYp7z6lxnC5xFENeu7nFw11mg9k2GLpR4jk+FISUNxrwMGKuy4dNRCJ+RUvjMVsC4WAnd4UpoTtRARUBrTtVDf7oBhpN10C5XQjVVCtUAfzyIZ/eqXHjkZ0OVmgVFLF+biY1//h0HdwF7AeM4CQHOAgK8LS2lRUQ7ymLhKNanZthzWxxnJ4uR1oS1FctdecXBNogRzedJNrPRzIZzEd9jtZgDmU48Z8Ojj1ge5usYy4NqPBueYzkwDucggPvDO/PZSMlFRk0GikqS0FAYh/8PaXcd5kh2ng1/vbvDs8PcDIKW1C2p1UxqRjUzMzMzM/P0MDPTMvOu7bWdxAHHb5zETuzEiTler+217+8+pen12HFeuL4/nqtKpZK6VFKdOr9+DvTnRmIqMwRL6QE4luaDU4luOBXrgtNxOq674nSKG06ne+BklpjvmYjOJ6CLfHGp1AcXS7xxsdgdF4rccb7QEyeyxRRNnhiOdUdbuAfLB3ckGdwR7OTGstcVCgsDrA7ocXCfKwFtwG4CereY33m3GETMA3u57eB+LWwsdVArDPBx80J0sBGp/J2VZEeisSwevU2pGOvOxuxgLhZHczAzmI7hzgT0NpvQVh2N2rwIlCSHIjcyGCl+fkhw8+YxeCLDyxfFQYGoiw9HR3YsBkqSMFmTirnGVCy3JuNkdwou9Kfg6kAybgzE42ZfLG53xxDNYsCuEFyvN+JWjT9ulPvgMj/vOWL5VLYOJzJdsZbhhiWep4l4PfqjdOiK0LHM1KMhSIcaowbVIgKdUROsRS2jmlEVwmWIDlVcr5S6hmhRHuwiRRkfl4QyYlxRmuiFmvQgNOXFoaM0Gz01ZehvrMdIRzcm+sYwP76IowtncPrYNZw/fRvnz93FqbN3cPLsXZxkhfvU2edx/MTzWF5+gFlWkMdHr2Kg7wzaWpdQWzWCwvx2pKVUIj62CNER+YgKy0NMRBESYyuQldGIouIeVNaMoaF5Ac0dR9HceRINrcdR2XQUJTWsiJUvIj1vEtEJvfA2VksZB3tlCmwciUiHWFhKI06bYM2wsSf4uN1eRgTKeI3KY6R/YqkJZpXAM69fJ0JZw+tZ65bBClg63y+NgBYj64trl9eLuLYdRcY5Ao5cOkjZZ4HAMFjah8DSIRgW8mDYOkfAyTMBuqA0eMXkISi9AmFF9YiqbkdiywAyuyaROzCHvJFl5E0cRf70cRQtnETJ6mmUHzuH0uOnUXyM29ZWUXhsHrkrE8icH0Hq5CAShvsQ2dGKoJp6+BRUwDWZ13xEFit5og9fMhxEVwtFFMu3GDjKeT3LCEVHrhPNDnY8ZsLUnsdrJw+FrYrg1xHQHhGw8yVcjQRwMKFJRNtFcBnF18cR0knxRDTPHVFsm8h9uLRLZRmXwvIkmZFIPMdy/xji2RQDRWwslNFxUEbESXBWBsSzUprI42O5oyPO1SapubuYOstWnD+7UFjZhvHcRhGFhD6PVWkfDQ0fuxD6BuLZWxEBoyoC4doYmNxMiPCNQlBwhDRNlV9cDAxxUXCKD4MsOQL2UtY5CjaEs00B/0YBj61I4JlwriKgG+KhbEo0D27WlsJIgnNrEnRN8fCoNbHCG4HYghBkZRpRFO+F8nA96nzlaGTdolKxF5m2OxHD+7w364BiuqpDWzeyTkskbyaSN23DRgJa4FnM8ywNGrbhMZ6lJtpmPIuMs8Dzxg0bpVGwnyVoN2x4Btu3sS68R/R73g87W6L2T/As+jyv49nK2goH1vF8wLwUWegDBw5j//5DLOf2Y9+e/dhDQO94bge2bd0mNd1+lsf1pQ1P4+lNPLadxDP/jkLvAu+QcMRnF6Kgto14niWez2HixHXMX7yPhSvPY/bKQ0xdFvEA03w8c/UlzN0gdm6/i7lrb2KaeBaZ54kLYm7nlzF8+iUC+SHaFu6gZe4WWufEKNt30bFAKB97FV3H3kDz0stomH8Bbauvoe/Uexg69xEGz4j4GMNnv4axC9/E+MW/w9j5b2Hk7N9g8OTfoefYdwjrf0H3sR+gffXf0bj4H6iZ/TGqZ3+B0ulfonDiU+SO/gqZI58iZeC/kND7c8R2Mlp/jZjmzxFV/2tE1n9G1PwapqbfIq7ld4Qxl02fI4HricRyYjPx3Eg4M0SWWTTDFlnlyOrfE8vmiBBR9juElfwGIYRycNHPECxGvi78IYz5P0BI/n8ilFgOzv0hgrJ+gIC078JfQDn57+CT9E34JHwDvgmfEMwfw8v0Adyj34F71OtwjbjPuA59BKEcfoVxEfqws8TySegCVwnbBaJ2DlrjNGOC28ahN47BLXhMwrJP+Bh8I8cJ6FF4hQ/DI2yQz/USzz0wEMuuQSI6+biD0clyqgcuweZMs4uxV+rH7Gzsg7PAc8AgtAyBZq3/kIRmF98hKTSEsxh1WxM4AKVfN5z8zO/jEtJHRPfxsw0hJGsCUfmTiCmeRFLNHHLb1lAzeAEtk9fQPnNTGn179PhDTJ97AQuXXsSSiCuMi48we/oepk7cwdjaTQzMXUbb8GlUdawgt2oSpsweBEQ3wi2wBlrfGrh41xHK9ebwqIfaswEar3o487HKqxEyryZGC+HcSii3SUh29u8gktvMcH6MZ42vCD4ngnjW+DVxvyZ+VmLbj/D2qYHMuxIy33KWa8R5aAUMpir4JNciMLsBwfmNCMyvR0BeNYKKavgbaeJvqRvZvUPIHxxF/tAIikfGUTM9h4bZJTRNL6NpagX1owso7ZlHev00wvMG4B4rmm0T7cENAs9fwraNz+C5zaLZ9gap+bZoxr2LhYWI/bu248j+3Ti4ZycO7HoOh8Sogwf3ELH7YM+l3QHCVjw+uBu2xLPl7m3m2LNFalItBvYSg4CJfstWRJ3Fri04vGurhGwrIttq7zbYHSR0bA9Dr7CW8CyWYlAwJ5t9fL34Wzv43gQ5wS2gLCPgFQLQDLFux+1S/+j9WyA7/Bwr9ruhdTgANwFk+WEi+ZAUbvbEMtG03kzbnZhyJ9zciDM3q52E8i74EtRG5SGpmbGvwy4CmqhmuPN14rUCeiIDqj2yHdqDW2Ag+Nz2boLbrmfhu2cDMhx2osffnhVLf9xlxe3Vhji81xKPr7Yl4oOacHxYEYKPysPwdn4QXssy4uU0I+7Fe+NCmAcWPbUY1tgRzpbolh9Bq/1BNNruQzMR3aG2QZdWhl6DE3rcNGjXOaFZ7YgWJ2s08piriMoyS+L5yG5k7NmOxOc2I27bs4jZ/CXEEc/JW59CxnNPofTws+jS7Me8UYlzsR64nh6Im7mhuJoTgtNpfpg36TEUokBvsExCdGeoDO1BDG7rjFCxEqhBR7gLWkM0qPWTo9afN69gAWkFyrztpKmt6gjrikCFBOkSAjvfW0xrdQjxLnsR4bQTIfJd8LHbDr3FVgnFWp5PJ4ud/D53SSOmqxnOVjzXtmKE8/3ENs+9OOfEttpCzN1NeIsRthkqQtuJAJfz+5Af4fP87l0d+J0r+Hvi9yXgLLLZol+1gPd6JlpkndcHkBNoFtln8diToA7U2yPMQ4EYXyfE+TkR0ApWuh2Rwc+WH6JCnlGBHF8H5PrKUBLISnCEG5pMnmiPcUdvnCemeS5PVidKA/rcIp7v9+bhYX8B7hMrD4jn50fLpcHC3lwknJfb8JpYrrTjrdUOvML15+ca8fxCE15d6cDrR81gfmWhA6/Ot+P1uQ68tdhFcPfi4VQ77jHuEs33pzvxcK4HD+a6cZdAvjbeiqsTrbgy0YaLYy24wDjPODfWiouTnTg72oHjPQ2YqS9Bd34qatJMEpZLs5JQkpeO/OxU5GUwkpMRZwyCB6HrcsQSRrUaIbyhuztYwPnwdnjb7Ua0sxXyAoiA2EA0pEUT08EI8tZBZ1BD60Es63Vw0erhzFBpRB9nQlimhK29nEsnVtjMYcdtdo7c7qBgpVoMEsbnuY89H9s7KljxJLpVWig17qxQ+0KtF3AWA4aZwSvmehahck39As4CzOass4CzyDInSSEGCTMPHCYGEBNhzmApXGKhMiRA75dGPBPNpnS4J6TCOz8bvjX58P0CzxXwWqmEx4kaGE7WQ3eygUFAn6qHKzGtJ6p1CxXQDBdD01UI57oCuBTlQ5eeD2dTNjQhmVB6p8BBlwBbtRnEAsryx6EgluWsyMoU0XCQR/H8RMFOGc2KNcOJcFaxoqzn67yJ5iC+RwzxkZoE60ziJI+V7Ap+lsZkOHdmQN+bA/eBPHgMZjJS4TuYgaCBbET25SKhIwfpzVkoqElDdVkiWvOi0McyYTLFF0tJXjhB+J5OMuBkgguOxznjKGMtzgXHEg04nuKBE+kEdJYPTosstIRoH1wQgC71xtlCNxzL1GIpVUdE6tAdqUO1vwuyDM6IUjnD104DnZUWjgddYLHXhfcYPQ6I0bX3eeDwHndY7nOHzSE32BzQwOGwEnqlC0I8vZAY4oecOCOqWG61V0RjiBXu6a40LPRnYnkoG0sDOZjtzsBkSzKGamLRWxaNjoIINKUFoSbWD6WhHigNdkdtpC9aE4LRlxmJyaI4LFSlYK0xEydas3C6IwPnu9NxuScDV3tSca0jATdbTbjdHI2bdSwvy/1xsciTYDbgTLYBpzII5lQ3LCe5Yz7RE1Ms0/sj3NER5o66IDeU+2tR6OeCfCk0yPVUosBXg0JeNyLyfLXI8dchx88V2f4i3JBl9ESmiEAvpBu9kBLkhYRQwj8mEFkp0SjKSUNVSRGa6urR3tKJzs4B9PVPY3zqGBaWL+EoKzgnzjzAcWJ56biYcokV7dVHmF55HuPzjzA0eRe9wzfR0XcFDW0EYh3RWDqOxPQOhJuqERpdidCYKoTEsrLBGmtiVjfyyydR1bKChu5TaBu4gK7RG+gevYX2weto7r2MmrazKKlbI6BXkJYzDVNCH/yDWGnS5vLa5jXnmMjrm79Xhr0YLZvhwHUHGZdyIo7XoVxNRDmLfnKpvMbToNKl8npPgZOLiGRpqXROkv7RZEeI2jhESVlRW9v1PsTmsBH9irndwjYURwhoK6dQ2LtGwsk/HvrINF7X2fDOKYF/OT9rQwui2roQ292HuP4BxA0PIGFsCPGTQ0icGUbK0gRSVyeRuDyG2Pl+JCz1I2mxF7HTHYgebUFYbwOMzaysVZbBLTcf2oQsqMKIfD9+Bq8Mlkep/IxxxHIsFPZxkNnFEsy8psVxWofBwjoY1vYEvmMIrMR0VcogWGtCeY0Tr27hsPOLhG0wPyfDJkRkownPSBMco2O5JETD+V7h3B4RI213iCKGCWXHCP6dEG4L4r4MBcsKVWAi1P6JrIimSOM7qA2JPKdEqyYBSiW/A0ciWsa/JY9kmUy8M6S+6HbhUNqE8Z4bDBfrINaHguHtGIxARSiinCOQ6BaDOOI5nNgLjYlCQEIM3JOjoU4lnDMjYJ0bCcuCKBwpioZlCd+/NAaOpQR9OcsqkXmu57E1p0DTlk40p0HTmgqXtlToeR2718fDWG2CqTQSWblhKE4KQGWEB+r8ndHgbodS9QGk2z+HaNYp/PZvgnrnJhzZtoX12eewcfMOPLNxO57duBUbN24gnJ/Cxme+JMF5gxgkbINYEtHPmke9fuaZpyXIPvvsM3j66af4+EvYupV4FlO5WhyArZ0FZHI7qDUK6PQswxgCzhqNGgqFjL9DGxw6RCSLptqM/fuJZcbefQe+iD179mHnzt3Ytu05bNmyTeqT/Qz//tP8u08L2G/ZioNHDvN37gzPACMik9OQX9WE2p4JdE4fx8jxK5i6dAezN+5j+sZdTF67i/ErBM2l+xi//AKmrr6G+WuvY4F4nrvyujRYmBhhe+D48+g/Lvo5v4Lu1RfROv8QTbMP0Ewody6bm2J3Hf8Q3Se+jJ6TX0Xfma9h8NxfYeQCoXzp7zFy8X9h9OJ3COfvYvzS94no7xPT38PA6e+i/YRomk00r/4ItYs/Rdn0f6GQWM4Z/A3Sen6DlN7PkcxI6P0NTN2/QkTbTxDe/BNENP8GEQ2fI5wR1fhbmJoJZm6La/410fwbJDT9BkmNfI+W3yOrDcggoFPqf4+4ut8juuZzhFV8hpCSXxLHv0AIQwzsFSbmVC78mQTloNzvIyCHQM75RwRk/QOMad+GMeVbMKb+DfyT/hL+iZ/AL/HLROX7xPGLxPF9gvke4zYMUdehi7gEbegZuIWvwSNiEe5h83ANmYE+eBquDEOIWE5CHzRO8I4SzOYm2KIptmvQCNxDR+FJMHtHjMErkpDmukfYMNxCBrhfD3TGHr6ml9hmcF0bQOz6dxHgXA/s47KXUOx+InqIxx6ofboISj7muggNoaz2Yfj1QmMcNAOaS03AgNR824Xvrw/thU/sICKyphBfOIOEommkVswgr3EJFd1rqBs8jsbRk+iaPY+Ro9cwdfomZs7cwOxZEdcxdfwSxlbPYWTxLAZmTqB3/Bha+vjaxinklA0jJr0bvjGtcAlqgsK/BXK/DkYP5D49UHh3wIlIVnkSoB7NcPJsJXj5vE8HlI9D5dfOz9FmDl8i2ZdA9mmAsxR1DCLcuwFqj0bCvBl6AtqZSFd6FEHtnc9yLY+fMxfepnKEpNchMqcJkblNiC5oYdnRClNFM6LLGxBVWov46kbkdfWhcnQSNRNTqB2bQuPEHFqmltA+dRRtk2tonVhD/fBRFLTNIrFiBAGpndCGNULpXy9G2xbNtgWaRb/njY8RbV7fsWUTIb0Ju7dvwT7xn7A9u3B4325WdHYRx7uI351E817Ijggc74X13udweMdmaQ5mgWfRrFppvZ8QPighWGSJLcT8zzsFsEVf5Z18DeFLdCssD8CZFXK90lrq+6whgNR2B6Cw3ge7QyKz/IdwPGjGs9JiL+SHd/PxTnP/aELW4eA2ImoH1DZiKiMCWXYYno8B7WZHPHO7wZZoFtlkOzOe3SU87yDSdsLHYS/85fsQINtnnq/Yfgf3eQ6uUrNhc9Nh0eRYRzgYDm2HB/+m156NCNi/FSbr3aj3sMNKohvuVcfibVbAPuhKx5e7UvDVzhR83BiDj6oj8V5ZGF7PDcSrGYF4PtEX18JZOWWFaUbvjD4Fkex4BO0y4pnH3+x4gHC2Qp/eAYOscA2zkjXgo0eXu7ME6FaVDeqIwTLisejwc8g5sBNJO7cgetsmRGzZgLCNTyN841NE9FOI3/IUsvc+g3rZTox62uFYhBaXkn1wPTsI13KCcJ6YX0v2wnS0FmNE8lCkGr2RTugKVRLORLtJi74YV/REuaIzXIuGADnqiMp6Qrk+SCkNJFZrlKFaDCjm54BqMbhYqBMrjvYo8rFGASNFtx/Rqt0IcNgB1yOboeKNTnlwC5z4nSkP74KK+NdY7IaLFb8/2338rkT2fy/cbHdDJ0bhJp6dLAlook1jR2zze9Pw82ts9/CmvlvCs972gPRPEzfHg1K2WTTRFn3eBZ5FBlosxXZpyizH/V8gWoy67auxhruY99vgiBh/NRKMaiQRy0nEcqqvPXICZcSznFhk+CpQFKBGdbgbmmM80RTiglael+FkX6yVxeJSYyputmXiTmcWIxMPiOjniakXxiukwcJema3Ha/NNeIVYfnOpFW8Sz6+utOEVxmtrXXjzZC/XOyFG2351sROvL3QS3F14e7GbgO7FC7OdEp5vj7fgNqF8j4B+MN+D+wu9uDPbgxszRDQrd1emOnB5qpPRJS3PjbXh3Gg7jnXWY7Q8D205qajLJJrT4pEcG4nCwhzkEoux0VFIZCUsLSoeJm8jfAjbQCcVIlydEeetZaXeFXlBrsjxVREDTqgM9UJ5ZABSWNEP9XWHp68HK2cG6Dw9oHf3grMr0eusYwVZw0qvEyu9cjOY/4dw5N+TMRwJbEfuLxNZZ7We7+HBCrUfK9ZBxHIk4RxHQCfxcTJDDErxP+P5j0fYFlNZpcDeKYXPC0xzH40JSlYmdaz0uodlwCeOFezkLKnfs4fo99yaB8+hYnjMlMJ9pRzuJ6qhP14L5xPm0J6skzLRumPV0C5WwnmsBJruImjqCehiwjktD+oYVqxDMnjj4N/WJ8BGE0MMs+JLHDsqYwjmGMKZy8fhQERLGSE+Z6tiENf2KlaO+VoHT34eIyOSnyeJnyGdoMiJk5pCampToG8m/tuz4NOVDX9CMKAvFSF9GYgiqOO7cpHWyu+6IQtlVeloLElCZ04UBtOMmErywXKCO07Es2yK1xLOKhyPV+MY4Xw8QYeTSYRzihdOZ4i+z2LQMH9cKAzApZIAXCkPwNVKPiagT+a4YSXNFVMJepYletQbtSjy0CGZv4NQRxf42OrhckQL2QEX2B3Qw/aAgeW4O+T7PeF0yJ3XqxtcLLVwtXNGoIsBCf6+yIkIQFlSMFoLeaw1cZhmBXu5LwsnhvNwdrwQZ0eLcHq4ECf68rDSnoFFXoez1QkYK+L+2SHoTvFHV5I/BlKCMZYdiZnCOKxUpOBEfRbOteXjQmcBLvUU4Gp/Aa735+FadyautRPQTXG4VheFy+XBOJfvi5NZBhxN1WIpSYe5OK3Uamc4nJ8zzICOEDfUBxhYDhpQ4G1AprsWKe4aJLm7IJFld7KHM1I8tEjy1CFRCgNSfAnkAD8k+Pog0d8ficZAJAWFIDE4DEki+8SIDgtDfGwsMtMyUFhQhMqKOjTUd6C1bRj9Q0sYHj+BiblLmFu5hcW1+1LMH3seU6vPS/MXj8w/wODMfVZ67qCt/xoaui6ivuM8yhuOI79iDmn5I4hKbENgVDX8IysREFmDoLhGRKV1Ir1kAmUta2gauIjOcaJ5/Bb6pu5L0UFAtxDQ9d0XUdp0CoWVa8gsmEdC6ghCo9ph8CzjtZvJaziVGEti8BqUwgxnx8d4llpcCEBrkiQkC0CLEOsKblNqkiVYy0WrEe5r6xhDdEZK0z1ZW4Z+ERKiGdbE3hExUrRdECwUBKqYP9SboAtNhEtMGnTpOTAUFhK9lQhsrEdoazPCulsR3t+G0IE2BA82I2i4BSHjrQhlWRs01YaAsSYETzQiZKwOgUM1MPZVwrezHF4NLBfKC6HLzoImMQOq8HQo/VIgN7CcYdlj68ByyJaIFaOD2/B6thZ4jpCOXeDZQkxVZWPEEbsAHHYwEtGBsFUT0Dxma/dQWPgEw9KP6/4Et5GYloIIFZnpQJYRQeb4wzrLjkBC2shz6sfygqEkmtV+SayQEs7eqXD2FP9wFE3jWV7wnDopYyGXRfNYRd9s/i0RdjyftqFw4Hl0tDSy7mXkdWlkXSoQPvaBCJSHIJLHGauPQIxXOMICQxESGYHA+Gh4JEdBk0588zqzyo+CRWE0jpREw6o8BnblsZARz/IyE+SVcZA1JMNJ4FmMEt78eJTw5iQ4NyXCtS4OvlUxiCyJQHpOKAoT/VER7sE6hzNq3R1Qojko4TnGYgv8RdevXayHPsbzhs078fQmAlpknzc+i80biOdnBZ43/l/jeQvrwXv27sBh1nUFnh1ltlCp5dDq1FKY8ayCUimX8Hz48OE/xjOXT+J5N/G8g3jeSjxvJp7FVFoSnp8Rcz5vkB7vP3CI90onGFgehCcmI6+yCTXdk1KFvmf5AoZOXSNkb2Ls8k0MX7qFoQt3MHjhAYH7MiYuvYHxcy9j8vwrmLzwCkbPvYqRM69g+NSrGDr9FkbOvofBk2+j++ib6Fh5i8t30X/iYwye+Tr6z/wF+s9+k2j+Wwyd/xZGL/0DJq5+j0D/V0xc+TdMXv0hpq/+iED/MQH9I773v/N1/048/wjNx36O2pWfS3DOG/4U6T2/QlIbAdz2O8S3/x4mLqP5OLLtU4S1/gzhLT9FRCMh3fAZIht/jeimzxDb8inR/EsktfwXUto/RVbXb1HQC+R3Azntv0UWUZ1BXCfWfwZT9aeIKP0Zggr+A8acf4MxWwzo9W8IzP4+jFliUK/vwC/97+CT9tfwFnMqp30d3vFfgVfs+wTWu/CMeRMeMa/ALeYFuEXdh2v4dejDLxLR5xinuH6cWFolnhdhCJ0ihMeIXoHiYcJ3SAqxLpAsQh/45PYRGIIFkgloYtkjfESCs3v4sPTYIAb+CuyX+jivh4CyGcuE8+N1F2L6STz/ucfr29QEtMpf9JUWcz4PE7EMroustT64D25hvfAnnqOzJpBSNIPUkilkVU2jsHEO5Z2LqOldQP3gItr5GxtYPI3RtXOYOMY4fhaTa2cwtnICw/NHeQ9Z5T1kEZ1Dc2jqmERl3RhyS4dgyuiGn6kN2pA2KI3tkPGY5H59UDDkxL7Kmzj2boWWofZpJ5i7oPTthpNvJ5yIZyepaTaf823m840Slp29a/maGjh7sT7lVQWNGDzMrQZq92rWL/nYu5QQz4GzXxa/n3z+/RJEZtYjpbQTGZU9SC3rRGJRK+KLm5FU1YKUqlYkVTQhvbYZZT1DaJ1aQNf8CnoWjqJv8Tg/90n0zZ9G1/QJtI0d5flYQnHbNNIqRhGW3gcP3s9cAlvEaNtmIIss8/q6ALTIRq9jWiwFoPfvek7KQB8SGegd2yUACzzLLQ5IgwTZ7NuBQ89tkuZfFllmkTEWczc7E8Ii+ywGE7LY/QSe9+2SwG21Z7uUuVbZHoKOcDY4mQcP08ktpemrRLNtGzFn9G4xMNg22O/fIeHZyXKfFAo+70ioi8yz7b7NEqCVlrvgbCP6xx6S8OxJRLvbH4ArMS762Yom2B4E13rm2UAQCzx7EWUC0IGKAzDK9/LxThhEpnN94DDuq7PcSfg9B3eB572b4bnrWYQRf7kuthiNccfV0ii82ZmLrxJKnwxw2Z2GL7cl4iPi+YOaSLxZFISXs/zxAitxd2I8cNZfhUU3J4yqHdFlfwQdtgfR7nBIarbdpTqCAYMMY97OmDTqMR3sgfFAD/R7E9AGZ7SobFHJz5NPxGfv34YUnt+YbRsRuulZBG/cgEDeJIKffQphvGFEENGJz30JxZZb0O1yGIuBSpwT/bIzjbiWG4zLjDME9AoBPcNK80ScHkMmZ/RGqNETrUF/nA6D3D4U54EBkxs6wjRo8JehLsARDUEKLmWo8rFFubeNNJhYU6gKHTE6tEY6ozFMhcogGbLdjyBFf0gaidvoyHNv9Rw0h7ZBsX8z5Pu2sNK8FYoD26E+shNafi5pLm6p2fw+VqD3EL7PSXhWEcBiZG0lQyvbDx2hrOb+Thb8jvhbk753olg0zRZLkW0WcFZbbP8jPIs+8aIZt9hvvem2l8oSoW4yxPHGnBLkgtRAJyT7OUp4zjXKkE84FwYoURygQlmQFrXh7miJ9kJblAHtBMJQsg/xbMKlhhRcb0nDDTHfc0cGHrEy/tJYuYTnR6NcTlbhZTG3M/H8+kIz3lhqkTLPLxPSrx3txBvHe6Um2yLz/PpyN58nqInnN+cJ6bkuvLRAKM904g7hLJpsi/WHhLPA8735Ptya6yGeO814nu7C1ZluXCOqr8z04txIO+YbyzBSloORikJ0l+WjLDMRiaYwREWFITomkstIhPqHwOjmhzCDD5J8/JEVGICMQB+GO0qi/NDOitFoURIWq3Kx2lCKnpwUJBPPRi9XePl5w8XTHa5ePqw8+8BZ78bKL6Ek8Ewc2zoqJECLpYh1NIsstJRllquhYMhEv2gl11UuhLMr1FpP4llknolnaaqqWGmqKpVeNPFkBewJPK/3eTYHK7Ciwq0U66LPZCpkmjQCmhV6lZjSipVMZzOeXVjpdQtLh3dcFrxSief8bHhU5cC9NRdug6wgTxbBZb4IzivE8dEKqI5VQXW8Ci7EtE7Ccw30iwT0RClcerlfYwGcS/KhTsuBU0wm5EFpsPdKgq0+HlbqGFgqI2GtYMWXcBZNVx3krGQrWMmWi6assbDluo04dqdY2IvskACGSxLkbslw9GWE8POauExMhCyD5yI/EfqyNLhXZcC7PhMBTdkIac1ERHsmYjqykNiei/S2POQ05KKkKht15RloK0pGX1YURlKI53hPLJkMOMbr97hJQ0SrcDLBGaeT9DibJvo9e+Nshi/OZfnhfI4fLhDPl4qMuFwq+j0H4FolIV3qj5O5vsSzlzT+w0CkO5oD3VDp44FcgyeSXTwRrfRCgJ073K1c4Uoo663cWRZ7wsPCA97WHvB38ECQzB1hKjdC0xeF4cGoSYxEe44Jo5UpWGjNxrG+fJwfK8HVyVLcnC7DrZly3J4qx42xUlwZKMTF7nyc5X4n6tNwtCoJyyVxWCqKxWpxPI6VJeMkz9HZJqK5vQzXeqtwY7AKN4ercWukCrdHK3BzoEgau+BqSyou1cbibFkojuf6YTndE7NJrlJ/5sFoHbpCWB4bXVDnr0O5rx75Hnpkubsi1aBHvF6LaL0Lol21iDToEGEwIMLNHREeXgj38Eaklz/LmxAkBEchLsSEhPB4JEYmI5nAS4nLRFp8DlLjs5GckImMtAIU5FehoryZcO5De/skevtWMDFzEVPz1zG7dJd4foRZxuTiA4wt3Mc410e4Pjh3D32Td1jpuY5Gwrm65QzK6o8hr3wB6fmjiEvrRnBMPXzDyuDHMEbVICypBQm5/cirnkV1x0ki+RK6J1hhn3uE0cWXMLLwggToztHbaO6/iiqRfa4+hpziRSSJ5oHxvfAJqJWyz3JVOn/TSQzil2Ev0OzI3zTDToSMqBK/fSkDnShBWaBZhHi8HjIxSj6vCTEnsaVtOCwtQ2BlEfLHeCZMbficmHbJUsbtqjDYuUZC5hsr4VkTnQJ1cjo0xK6hpBDe1eXwbahCQGstjJ318O+uh3dXNTy7q+DRx+VgLaMa7gOV8OgvhUcvsdxdAo+OIri1FEJfmwtdSTacszOksQ000ZlQBqTCwTUeNk4m2DgyiGYbK+LUKpJLHh/hLPBsZRNK5AfhsHUADln7E/v+sHA08poPhp0mFDb6UFh5cEmcir7QDr6EN5e23vyc3pHSuh2X4rGNF9/XKww2nlz35N/xILDdo+DgHgOFZxwrmjyvniwjPAhpNy518SxXY+GkJq5ZBjnKoiQwH7EJZgQR9kE8xiDYWATC7og/HA/5wemwH+tRAfCyNyLAMQghPM4I51CEuwUjxJ8RFg5jbAy8EqPhkh4FeQ6PtyAGVsUM3httiWWHyng4lrPMLSHwK4nopmSoeK9U854ppt9SNPB7bxRzPcdBW2uCV0UUQovCkJIVjLx4P5SGuaPGX0M826NYZJ4dnkMs6waBopXZbtZBxWC4W7ZLmef/33jezDry7u04eGgvrG0O8zdrDaWTI5xdnMzhrJbCyUkBe3s7Cc8CzX+A8z7ie/8XsWv3XgnP27bvIMy3Y9PmrXiWxyDg/JRoOs5jEfvYOsqg8/ZCSGwiMssaUNE2hobBFbRNn0PXyhX0nryOvtO3iN076DtzH31nX8DQuTcwdv5tjJ4VzbVfx+SltxnvYuLi+1x+jMkrX+Xya9znEwye/SoGT38dw2f/khD/W4xf/l8YPv/3GL7wD0T4PxLO/4zxK/+C6Wv/jpnr/4nZGz/D3M1fYP7mp5i78SkR/Qu+708wcu5n6D79KwL6czQs/wZlk79GTt+vkEwkxzV+hrjmz2FqIpwbf0skf4aI5l8isvW/EN36c2L5l4hr/RSJnb9GctevkNb9X8js/SWyGTm9P0fR0GeoHP8dKkd+h6KeT5HX/nPktP0CqU0/RVzNjxBR8q+E83fgm/738EkllFP+Bt4p34RX0jf4+/sEHgkfwRD/Htzi3oZ7/JtwjXqRKL7PuAtd2E3oQq/CJeQiXELPcv0UoUwwhxxlLHL7HGOGMQ1dsBjYywxk0d9YNJteD/H4yedEiOyzeOwaNCRB2S10SELzOpz1QQQt40k0r0NYxP+EZ7FtfSniSXg7BzzOOgePQBtsntrKJZDHx7/jFtoHz/BuBMb1ITZnDBmlU8ipnEB+7TiKmyb425pCVdckansn0TI8i57pZQwSlMOLaxheWMHQ7CLL+TmieRrdI1No6x9HU9cIGvmbrGueRHHlCBJzehGU0AG38DaoCEylfwfh3AUnPzEadgcx3AIdYaz3a2Idq43Y7ySURYgRs/ka7xaovZsej6hNNHtWQe1RAbVnOVTuJVC5FRPNxXByK4LCNV+azkrpliFNeaUzZsEvphAR6dVILm1FfuMAiltHkd8wiPSKTiSXtHDZhuzaLmRUtSGrphUVXUPomFrE4NIJDK+ewujaWYwdPY/h5fMSnpuGllDdM4dS4jm7agKmrGGWa/3wCOkWo21v+aKJtlgXIbC8dYOYtsqcdd7z3NYvcL1bDJywczuBvIPoFc2pCdfD+whc0Yx7t4RhqS/z3q1f4FmagooIFtln6318fpcZ3tZ7d0pwFs28xVI031YSPgLb4jXr6BbvY8PnrXZtlcKWkBbNtQWc1daEu5R9fu4LPIsMtMJiJzTWAkeiybbo32zOPOut90BMkaS33gk34lmKx3h24zZPotqL0ApU7EcQw9tePL8DegFn7iOabbty3XDEnHV23/0sPHc+BRO31/lqsJYVgkdE04cDxfjGaBm+NpiHr3al4oOmWLxXG4m3ykLwYrYPHqV6416iF66E6XDUwxGTzvbol1ujw+YgOuwOolN2BL1E3JDeHpN+GswHG7AY6YVlgmUu3AdDvq7oNKjRoLRBscUuZOzZjORdm2DavkmCcwALfn+GH28EAQLQhHMwbxrRW76EzP2b0CwGDyN2T8e64XJGAK7mBOFqfiguMk5kBWApxRuzyR4YFX32ol3QG+2MvlgthhPcMJHkLcVwnDu6QtVoJJ7r/O3RFCRHG8HcEuKE5lAlWgjmJ6OOz4vBxfI9rZHtZS8NJBamOiQ1/VUf2AT53g2w2/U07PdsgJKg1vGcin7pXgK3CpFNJqD5fTjb7uTv4jkouXR23Aud8iB/LwehshG/CX5P/J7dRWuDPxkgbH3KMrEu0Lw+iNh6CERLkFYchlGMuu3uCJOXDAk+Dkj0sUOGvyOKQtRmPPsrpAHDGgiChggPNIa7odPkgY4oVqSTfFgxj8S5mgRcqk/A5YZEIjoZ93py8Gi4GM/zd/HCWIWUdX57pR2vzjaYp6livDTXRBS34FVuf2ONYD7agzdWRfTizaVuvD7fgddm2vDKdLuE5/U+zyIeiXUJzj0Snm/P9eL6DNEsAE04m/HcK0H6eG8tRsqz0V+YhrnGShwd6MRMbwe6WxqQmZFKPMcgPDwKri5ucLTgDdxWhVTfANQnivldU9GYGo2auEC0pYRitCABZ9oqcW9qAKd72lCZHI9QPy+4evC1Gmci102C83rWWcBYhEDyOpz/z3gWWWfi2WUdzz4MMVVVODSuMcRzHPGcIPWPlKZDeDxgmBnQf4xn0Vx7Hc9y53TI1IQs8ezonACFqEi6JUHjmwJ9SDrcYzJgSEqHR0E2PGvz4N5WAANBpp0ogGq2AMrFQihXSqE8ysJ9rQIuBLSOgHYlpg1LVdBPlkHfXwJtcyGcywqgzmBhb8qALPgxnlmxttSYcMSJCFDGENCsWMpMhAErl0SyvSIRtnJWvkUoua4kPBSEBNcVmmTI9fyMnilwFNPNhLHCGc3Pn0D8pyfDLScV3gUZ8C/NREhFDmJqc5BUT4QRzNn1+Sioy0dpVS5qWOEXU5H15CZiKC0SY/H+mDG5Y4kgXON1fyJGjZNxapxKdMG5FFdcSPfAxUxvXMjyxYVsP1zMJZzzA3CxkFHMx8W+uMS4WBSAU3mBWE3n+yX4YjjKC13BXmjgb6PSywdFbr7I1PogXumBSAcDwuzdEOYo1olqrpsc3JCo8kQakZ1t8EapMRDNsZHoz47HREkKVhpzcLq7CJdHynFrugb3Z6vx/FwlXpyrwIsE9KOJMtwbLsKd3jzc6srBjfYcXGvO5vWYSQRn4grjan0WrrUU4HpPDW70N+DOSBPuT7TgwUQr7k6K9SbcHa3lc4R4Wx7O1aXiRKkJSzmhmE4NwFCCN/pMXmgVFflAA8r8XFHg44Ysbw+kuHkiwc0LJnfimBHu7oMwDx+EevojzD8CEUFxMPE7i4tMR6IpGynxBUhNLkF6agWvwWpkZdcjJ68FeYXtyC/qQEFxJ4qLO1AmBuqqGkRDwyTaOpfQP3QGY1NXMbN4HzPLjzB39CXMrr6MqaUXMTr3PAZm7qF/5jZ6Jm+gc+waWgevoL7rPCqbTqK4ZhXZJXNIzhmFKbUbEXHNCAyvgl9ICfyJ52BTLaLSOpBeMobihiXUdAo8X0TX+A1MrL6EmeOvY+roa18Aun34ppR9Lqs9iewi4jlzHJHxPfA21vDazea1nczfdzyv93gJy7YOot9zDGztYqRBw8Ro1ALEAtAisyyQLGId00+GeH4dz1bWYbAmQm0eo9neLkoKO3suRSbVibjURkHmYYLSGA9NeDKcY1KhTOQ1w/JOU5AFfVk+DNWF8GgogWdLGTzaK2DoKIOuvRjazhLoe8vg2s8YKIVrXxFcewvg2sXozIe+JR8utdnQlGRClZMOdWoG1KZMyI0pvMbjYOkkpoGKhqUNj5dotmZYiXmexXHbEPjiM4gRru2CGcSqfSCsZUGwU4ayrAqHgzYS9oZoAtgEmVechGDxWRzcuI3b7Q38nK5EsmskrLV8X5GtdgmHJUFroQ6BJcNGEw57ngNHnQmOLtHSvKtKrQlyDc+LmsBlGeQoj4CtfRgsCOdDVoE4zDjCsLAwwvKIEdaH/FlP84WCeNZaGeHO4/R2DESAPAjBKoY+ECE+xHRwOAJjouGdGANdegyccmLhUMDvuphREQf7an6nVYwKlnG8nuyrTFA0s+xqTSGgU6EgpGX1LLvr46Csj4VLTQzcyyIQWBCMxIxA5MT5oTjcHVXEc7WbHUrUB5HpuBPx1tsQfHgL9GIAWYHnzQTz5ueI5+3Es2i2/X/G89NP/wmen/4SNm3aQOxuxf4Du/idHeLvyhJyhT3UGjk0zsr/hmcLCwscPHjwCzzv2bNHyjb/X+H5qafxpaefxfbndvK3bQcX4tkYHY/E/Crk1w2xwr+MpokL6Fi6hY7V2+g6dp+IfoTeUy8T0m9g6OyHGD3/McYvfoipKx8RvZ9g9to3MHP1LzB7/a8xe+vv+PjbfO7bmGCMX/oOJi7/M6au/Sumr/8bAf19xg+47d+/yDLPXP8pX/tfWLz9ayzd+RzLd36Ppdu/x/z1zzF9+VcYu/Br9J36PTqOAY2LQAWxm9f7OdLaRJPr3yKx+feIbxbTRX2OGJFdbv0V4jt/hSRiOK2bUO4jioc/Q8HIr1A0+l8oGfsFyid/gbLRH6OcUT3xU9RN/AK1oz9DWf9/oKDj+8hs/lck138XkaV/i4Csr8Ez+SNC+X0C+T24x74Nt9g34GZ6Fa7RxHLUQ+iiCOao29CGXWAIKJ8mmE8SxseIzRU4E8va0AVuF2CeJj7H4SIQGjICXcgogfoHGD8Z63heX/9DiG1EMvHqGjzwBaBF/Dk8/9/A+cnnRKzD2Rzcn9tExtk5aOwJPA9ATzh7hPfCJ6oLIQndRO4gcspHUVw7jLKGIVQ2D6OmfYTl+wjqukfQ1D+GrtEZ9E/NYmB6Hv2TU+geG0Xn8AjaB4bQ2jeI5u4+1Lf2oq5lCLVNvD9UDSM1rw/hyZ3wimjl322G2r8FKr9WwrkFzr6NcPGth963BgaG3lc0xW6VMtECzE6edVB61EDlUUkMl8GJWHZyL2J9jEh2zYHSleWpPgNKfRrkulSWYazHucTCURsNhZsJhsBUGHkPjc6qJJQbkV/fi5K2YRTx+HJqe5BZ0YGcyi4U1vUhr7oLuQR0edsA2kbn0Te7RkCfxPDKGcZ5DCyeRfvkMdQPLKCyaxbFzcRz5RTis8cQGjcE3/A+PCVQLLAsYLx3xzapebbYJppzi+3r28T6FhY42zdvwD4C2kpqtr1DArDo9yyabQtAi6Vonm2zX/RlJnCs90kIFniWICzmryOcRfZZ9HkWcBZNvY/sNINbTEElwC2aeovXiXXHI7uk5toi62zJ/ax3b4XDgR3/Dc8i4yzg7Hhou4Rn0YxXx9cb7A/D3eEgDESVjnjWWnK7pXnKKWmk7cd4lgDNEM24/QmrQBnhRtiJJt1mPO+AK59z47o7cedBhHrueRrGfc8i0+kI+qK8caUsQco6f8IK3V+OleMbg/n4SmcK3m8w4a3KMLyc74f7qW64k+iOa9GuOOXnhAVXW4w4WaGHyO/isfbJj2BAbY0RwnnKxwlLoW44FuOLkwlBOJEYzEptAEZYSWvTK1Ejs0LuwZ1I3LER0dueQTi/HyNvED4bNsB7w7PwYvhseAYBm3icBHTopi8hafcm1BKd0772OGUy4NJjPF8rDMNVou9sfgiOZRuxnMVKb5oXRuIN6BdNtonnEeJ5KtnHHCk+GI4VTRSd0OTvgLZgBXqjXNDD6DXpHg8s5oSOcBW6ua01RDTtdpD6RZf6y5HpYYdYF0uEOx2CL1Gst+DvRUxXtX+D1FdZINfdcR+8GL5OB+GrFn2SD0DHY9fY74TaYTe0TgekkbY1xLBaAJnfp6vsINzkh74Assgwi8zz+ojrT64LNIv+zusZamk6LL7e38kCIS7WiOR3E+/pgHQ/OfKDNSgL16PQqEQR8SwG+GkWeCacG0P16CKexYi5Y2m+Ep7PVMdJcL7BysCdzgyp2fajwSICukTq9yzQLPo9iymrXpaiThow7LXldrx1rAfvnOzD28f78dZaH95YIaAXu4hsYnu6lfu24cXHA4aJeGGxT4qHXL8z2y3h+e5CH27N9+Im4zohLbLOAtBnhpuw2lGOgYIU1JiC0JgUg+mWOpxbnMHRuWksLrKwHBpCbn4xjP5hUDvq4LjfFpEaF5SFBaE7KwnDJekYK0vFeHESxgrisVqdh3sT/bgxPoiW3CyEeHtD46IlXF1Y+XWGnOEo+jo/RvM6oP8Uzut4FiFzNIeDaLpNQAt4KzTmZttKrTeh7E+YhxLPUUR0LCOeoCagCcp1PIvsrAC0uck2K+yEs2i27Uh4rmeeBZ5FE24xtZVClwiReVYRti4sjHVRadAmENLZ6dCXZ8K1ORf6vnxox4nhuSK4LJdAvVoKJwJavVoG7bFywrkShpUKuM2Xw32SMVAGQ0sxdBUFcMnOhVM8bwJh6XAg0G1cE2DlHIcjqhhYOJlgpYyFtZRpToAdkWyrSCack4jqZEYqAU10y4llbpOrzMds70pQeybD0Z/bgpOgikiCNi4Z7kkp8EtPRXBOBqKI/6SSHOSU5aGAUUrIV5Xmo64wm99XBroykjGQEoPRhFBMxvhgPsqA1Sg9Tsa44LRJg1OxKpyO1+BMoo6AdsOFNE9cyPDCpWxfXCaeL4vMM/F8uUhkoAloEcVBOF8cjhO5oVhJC8F0QiBGogLQE+KHlgBf1PI3UkZg5jsbkKXSIUOlR4bagDyNO4r4HZe4sHLs5o16H180B/mjOzoUo2kxWChKxlp1Os625eNKXyluj1biwVQNXpqtwWsLVXhjvhJvENCvTZfjpbFivDBYiOf7C/B8XyEedhXiQXsB7rUV4EFbIR51FONhbxXuj7Tj3lgnHk52E9/9eIHxkNfL/alO3BltxbW+WpxvK8XJ2hyslKZgJteEkdRwtMfy+ok2ooKfqSDAB1l+fkjzDUCSbxASfcMR5xcJU0AMTIGxiCGWo4LjERmSjMioXMQmlCMtvR6Zua3ILexCfkkfCsuHUFo9htLaSZTVz6CiaQFVLUuobFtCdesSGltX0dy2itb2NbR3nkLPwAWMTN7G9MIjzBDMs0dfwcyaAO3rGF16GYMzj4jmO2gfuYzmgXOo6zmNqjaiuf4ofwtzrOyMIzZtAGFx7QiMrENASCV8jCXEbiH8QksRZKqBKbMT2RVTqGhdY6XqvDnrvPAQsydex/LZd7F05j3MHn8DY0svEdAP0DJwDdXNZ5FbsoT4tBGExnTAzbec5UA6rO3jCEP+zhnWxLIIMQK3GHFbGolbIFKM7CyL+SM8ixBZaHO/Z9Hnmb99blvv82xDJNsJMNsTkwxHhxg4Sn13Y1immPFsK+DoSaQFxEEVlgh1NK+jhHg4pCdAkZMKp6J0qEozoKnKJoRz4dKUD01zHlS85lVteXDu5vVLNLv0F8KV5bjrgAA017ld254P5/psqFlGKHPToEhhBY/v72BMhI0hFhaqKBxxjIQVj1F8Thtb82e3touUpq2y5WcWg5zZyohXWRhsHEO5DIW9IgyOThEsnyLhoOFncyaetawwuhDOzvxsRK+9Olpa2vFv2PBzipG9rfg6S3ko/2aw1ATcgsi1Ehh3CoODKgL2TuFw5HvKCGfx/ush/p61fRC/ByMOP846i4y4lSVfbxEIGwLa/rARCksjXPi8wT4YnsSzryIIRnUwgvQEtFcQQoPCERQVA58EE3SpJqiy4+BYwHJN4Lk8FnZVPO+PAe1ATDvUxD/Gs8g+8/ttToG8kWV3gxi7IQ6a2hgYysMRUBCCWOI5KyEAxRGeqAxwQZWBeFYdRI5sN5LsnkOYhZiuaivsdmzBLjGStYDzxm14duOWP8GzgPOfx/N6BlpknUWI120TA+nu3QFLq4P8/o5ITbdF9ln0fRZNttfx7OBgDysrKyn7fODAAezdu/d/i+f1ptsbNm6WMs4i8yxCPHfExgYaTw/4RMQgJqsCWZWDKO3gdchrsGvlRXSsvITu468Srm9h4Mz7GDrzFcL5rzBx8ZuYuvpXmL3xTczf/hbmb/495m58G3O3vsPH38X8re9z/d8wc5M4vvEfxPGPMXPjJ4yfcb9fMP4Lc9d/ifkbjJufYvHWbxi/k8C8fBtYuQNpuXADmL36OSYv/Z6ABzqOAk1zQOXo71FIPGe1/xZpLb9BejuQxkhp/x2SO3+N1J7PkNH/a+QM/QoFwz9H2cTPUT37S9TM/gLV0z9G7ex/onGeMfdD1E9/H/WT/4KmmR+gafoHqB76JxR1fQs5bd9CWsNfI7rkYwRkvA6P+BdgMD2EIeYBDFH34Eoo6yJuQBt+Gbqwi4zz0IWfMTfDDhNQniee54jjGSJ5kmAel8CsDR5lEMzBRDHRqwvp52OGkdB9jGRz8+zhL6C8DmcX/4EnQmxnBPYTz/1/lH0WSwFqEQLQAsJPAvlJUP8pntef+1NAS+8RsI5nwp+AFv2exSBjriE9BG0PjKYuRCZ1sdzvRUFFHyoIyZqmPtS19aGhcwANXYOMATT3DqFjaAy9Y+PoGx9Dz9gwuoYG0NXfh46+PrT19KC5oxsNLV2oauhBSVUf8kv7kJLbhYiUdvhFN8MtuInH2wA1wazxqYVGanZdAa1XKfReRdB6ipG3q6ByryKQy1nvKobCtZCRRyBnQ0EoywWUWZ+Tu8RDxjLP0ZlluzPLPE0EbFTBDCNs1QGQ6YPhGhAPY1wWItIKYcqrQEZlMwoae1HYPIB8LnOqu5FX0Yui2n4UVPcgv6YL5a1D0vRvrWML6JhaQffcMXTPn0DH3Ak0TqyienAe5d2zKGyYREbZBO+FIwiOHYRvWK+YqmrDF1A292veKS0FptdRLZYiE735maewjfvu4TaReV7PINvu3/UFnqUM9CFi94AZ0AK+6xgWS/G8QPfhHVv5+m0SmkVTbxFi8DCZxR5pP4FtMeezCPHY4cAu2Ozm3xPI3rVFGjhM9HkWeFaKUb35d0RfZzFg2JNhHnhKAJqYshdzN++DVgwoxu3r01QJRAsUCzyLrLIIL+LKx3YXPASwuV0vmgOLeYmPbIc7173EYEnEc8C+DYizeg413gpiMxKPmnPwUX8x/nK8inguw9f7c/Dl9iS8WxeN10uC8HyWF24nueE60XmWGFsw2GBCfQRDCgv0OVqgX26FEY0dJlxlmPJUYCHQBSdMPjifEoKL6RE4nxGFo3FBGPXXo00rR4W9BTL374Rp67OE8dMI2rgBfgSz96ZN8NiwEYZnn4anwDS/N9+NBDT3MfH8lROao+7WOBGt4/v6S3i+QfDdqojFlbJonCuKwClWfFfzgzCb4YvRZA8MJRowluSBiUQPjMUZCGgvTCV5YlBgmUDuIqLbAx3RESzHALE9SmgPE96jjDHGoBjJO8oZ3ZFaNIWoUSimsnK1QpLeCjEuFjAq9sPNRkwBthlOhzZDeXgLnC15I7TbCW8FAa05DG/1Qbgq9sKFcNbI9sBFuR8axz3E817oZISy4iAMskPQ2++XkCxCIHo9syzWBcpF020J59z25FRV/ipLhDjbIFxnh0i9PWIM9kjwlCHDT2nGc5geZcHOKA1UodxfJY2aWx+kRWu4K/oTfTCc5Iu5nGAcLYnC6QoTrtQn4k57Bu51ZeFhXy5eGCrCi6OleH68TAL0C2OVeHWqHi9NiDmea/CymLZqqY1g7sY7x3uJaMJZjLK91IVXFzrw2nyHOfs8b262/WiuGw9mOqV4yPX7jDuzXbhNJN+e65HwfIuIvkFMCzhLfZ5Hm7HcWopBgefoQOT4GVAeG4GB2ipMDfbj5IljWDt5Er39w6gsq0eiKQN+zl5I8/JCZbgRrclRGCpIwlJjHs52VuBiRwWudtXh5fkx3JsZR2dhPgLd3SFXqqBw0bMSbEbzkyFw/CSUn8TzOqjtxaBhdnLY2TPEYwFqJxfICSy5sycUzj5w0gVBbYiAxo14NhDOrsSvPknC85PZ53U8i4yzgLM5WHlWp0rNtiU8i+agLKTl+ngoPRKg8U+GNjINuoRUuIj5VYsI6fpM6LpyoRsugG66EPrFEuiWSqFdMi/dVsrguVoOz4VSeE0Vw5dlgF9/GbybS+BRwcp2Tj7UiVlQRmVC5p8KezfCmH/TQm2CpSoWVk6xsJSaaCewwp/EJdFMLFvLCWdFGmyJZzt5stRn1NEpkRXnJNi5JMJOANqLx+9HZBjjoQtNgGd0Ivzjk3kzS0N8VhZycnJQxqjKzUF9Xh7RnIOOjAz08LMNJMRhKCYU41H+mGGldDnSgJMsG87HMhJccDZRI8W5pPXssxvh7IUrOX64ks/yo9CI6yXBuFEWgpvlXFaE4EZ1FK6xUnyJZcq54hicyIvBcmoEJll+DUUQw0HeaPfzQKOnHrXuLqhz16KB622+bujh9m4uB0O8eUwBmIoLxEJ6OI4VxuJsVQouN2XhVk8h7g+Ja6kSL03X4PWFWry9XI13l2vw3kodl/V4e6EGb85U4/XJSrw+wWttpAIvD5ThpYFyvDZIaI/wdRNteGlmEI9mh/Di/CheXZ7EKytTeHFxnNfVEO5M8NoZ7MCZjnqsNZRjoaIA0wUZGMxORnNyPGri41AaZUJueAwyQmORFp6IFP5uUk25SI4tQHJCCVKTKyBGsE5JrUJyWi0SM5pYgemW+okVVU+gnEiuZc2zqfcUWvrPEboX0DJ0Ca0jV9E6ao52rveNXsfQxC2MTN3G8NRdjMzcxzjhPLXyMubW3sDMsTcwzZg4+hoGF15Ej8gGj94gms+gquMYSprFqKhzSCkYQ0xqL0JMrTCGN8AroAIG7wK4evK37ZENN69seAcWIVDgObsLuTUzqO48weO5jMH5+5g6/goWz72DY1c+xolrX8bqxQ8xf/odjC6zMj9xFy1911BcvYb49GEERrRA51lCuCUTcfyd28UwiEgi14roFX2WJQAzBJxtxDROhLPILgskr4dal/ZFiH7Qoim3yEjbE9D2YuRqAebHIeZOdhQtOOQxfD+ilaC0dYmU8Cw3mvHsFM3XJ7FcyGLFLDcJ8kJW0kpYZpQR0tUZUNZmQFabCscGYrgtUxq53rkvD5r+XGgHef0PEM3iH2m9jE7iujGX8M6CqjAdyvQ0yKJZpgTxuvR53MJEjJLPY7KVPW6i/riZui0/r61jFMTYBo5iYEBHAtohFDb2IbDj0sFRzP8cIW2XnpOeD+fzTwbB/bh/spVtiBSWNsFSX2qpH7U18Uvo2skFxvm3iGxHhkxlDrnIPAugE9c2jiLzHQRL7m9lx/fie9rYhMDWOgT2ViGQWYfCie+v4XYdce7G/b2VoTA6E8yGUAR7BxPPEWY8x5ngmsqyOYvnPT8W9iVxEp5tKuNgRzw71LAcqyWi6/kdtLD8bk+Bqj0VSiJa3pwohaIpHqo6E/TEsy/xHJMZiPTEABRGeaPcqEW5wRalmoPIJZ5T7XYggnUGj/1b4bBjM/awHrRl0zapyfazxKlA8Mb/RzyL7PMG1n+3bN1A9G6HheUBWFkfhr2DNe9x9lLf53U8q1TKP4vn3bt3S2AWgBaxjmeRXX4SzyL7LLLO65nnw9Y2UBgM8AyLJp6rkF09jvLOs2iefB7dK++gZ+099J/6GIPnv47hC9/E6IVvYfziP2Ly6j8Rx/+Ixbv/hOX732N8H4v3foCle//B9Z9g5cHPsHT/F9z2Kyzc/RVmb/8K00Ty7I3PCOTPJSivx9Jtxq11LP8eizfN6yLE+ty132PqMgh3oOcY0Lbwe9RO/BalA58hv/tXyOn4FPk9v0V+72+Q1/sZ8vpFlvlTFIz+EsXjP0P1zI/QvPQTdK39nPj+EVpX/g3tq/+K7rXv8/P9C5f/jM7l7/B9v43Gqb8hnr+B0p5PkNv2ZaTUvYfIopfgm3KTaL4EXSSBHHEB+vCzhPJp3gdPEMlHCeMVQnmRQTBLUB5jjMI52Nwv2DlokDEgTQXlIiBK0JpxK2Aqsr1E7ON5k0UmV4Q2kFjmUmz7wzRSfVD790qxvk3MzywQ7ioyzqLJ9uPQE9Niu/hbzoSvmjgWoSGQxTE8ue3PPSfWxdI8Erf4ez1Qc5vo76wmnDWBo+Ym3NzmGtxNPHciOL4LpvQupOV1orCiC5UNnWho7SKEu9DaRRB39aGxsxvN3b1oH+hH9/AA+kbM0TPURzx3o7O3h0FAc7/G1k7UNvUS4byPVQwgvaAH0alt8I9qIJ5r4OJfBWefCmi8y6D2LILGPRfObllwccuAxjWTdTTWhQSUdYSyVmSUUxi85rVxrIuxDHeOhL1zGOtnLHsIZTsnf4Yv60Y+sJS5w1LuBmulG+xdfKD1i4BvVApCWb+KyixEalkd8hq6iOdeLrulzHN6UQeyy3uQVdGJ7NpulLYNo6J3AhX9k6genUbN+BxqJhZRNb6I0uE5FPbPIK9rCpn1Y0gsGUFYWj/8onvgGdptHjBMwFggWvRpPrJ/jwToJ5tvb2LhsZmFiOgHLfbfuWkDDmzf+hjARPK+nXA4tOeLzLMAsMg6Czw7HBZNbM2DhonBw5Tiv3b7dkmvPfTcZi7NcD7Mgs5yj2jqvRMKK6L4ceZZNN+Wss8Hiec9LLh2bCGgN0sjbIuMs8pqP0OMurxPGmVb9HUWiBZZaNGMW2mxC1r+fT3fz9XuEMF8QAK0zkaMnL2XcP5jPIvsp8gyu1nuhAfDIDAt+jsfYRDMukNb4cl178Nb4bt/A8KIvGzFAfSFszJZkYI3u4vxyVAZ/op4/ouhYny1OwsfNiXgzYowvFwQgIcZ3rhNfF6JNuB4gAqTzhYYkO9Hv+wwg4h2ssKEzgGzHoSzrxNWgnU4m+CHy5nhuJYbjSvZ0VL2ecJoQLtOhjLbw0jf+xyit2xACL8fc9b5GXht3gi3DRug443ATTzmd+bF79KPz0ft3IZift5B1yM4FuGCC6l+xHMwbpVG4251Im5Wx+MKK7wXiL+TpRFYzgvGVLoPRlM8ME5EjxPFIyYdJhLcMU1Ajwsgx7piiDjuFCNzBzhgINpZwvUksT0W54rJBANmkty5dOdjVo6jtKg1ylHsbYdcDzukuFqbAa3cBzfr7VAd2ACHPU9Dsf8Zfk8854Syr2jirSKOBZ4diWeGswRnIlrG1ykPMvgdOx6A1vaPs8sCxyK7LB6vN9sW6yLWBw0TeA50sUUEz3+MwREmdxli3RwQS0DH8Qad7OmAQsK5LFSHiiBnlHjz+D0cUeXnhDaiepBwnkgPxGJ+GFYLwrBWGIJzldG43pSEa41itN4U3O/JwUsjpXhlihX+qWq8PFUjzfP86mQdIV1FCNSwIk9AL7Ti9eUOCc6vr3RLeH6NeBZwlvo9L/XilaU+qbm2GG37rjRgWAfu8bHA8/XJdlyf6sCN2W7cJJxF1vnSZAcuTrTjwngL5hsLMFyUgt7sBAI6GPlB/iiJi0F3Qy16OtrQ0dGB9vZudLT1oaWuC41FVWjPTMdwXiqmSjMwU5GBxbpMnGsrwc3eWtwdbCJeRvHa0QXMNtUj2s8PCpl5hGyBXrEUmef1ENskID/Gs4gn8Sz6Qgs4f4FnMeI29xFTVclUOsg0bsSzN/EcKOHZmXjWuLOS5UY8PsazQsuC+HHmWfR9FniWu4i+0KwQE8/rA4ZJIdZZERfT3jg6x7HCEs+bVRJvxmnQJ6RDl0Y456dCX50JQ2s2DL25cB3Jh2GyEJ5zxfCaL4H3XAn8FspgZARNFyNotAAhLANCekthbCKkywvhQTxrk7KhJp6VAbxZuKfATpcAKw3RTEBbPQa0FfFgo0iAtSIRVvIkWMlSYENA2ypSYCsnrFkBl/pvq+Nho4mHLd/DgZ9d7hkPJ59Y6AgEbwI6iECIik9BSnI6ilOy0JiSidbULHSkZaM3NRP9SakYSUjEaEwExiKI1HBvzIe742ikHqdjtLgQp8PlZFdcTtfjYqoOF9O4TDewHPLAtTxfKa4Sz9eLgnC7PJTlRyTu10bjXl0M7jXF4U5LMm42JONabRIulsfjdH40VtNDMZcQgMkYb4yFe2KQZVx/oDMGglwwEqLDZLgrZiMMmI90xXKcF46nGnEyKxjniiJxpSoeN5vScb8rFy8Ml+BVgvj1GQJ5oR5vrTTgnaMNePdYEz440YoPj7fjg2NteO9oG95ZacE7YlT7+Sa8Md2AN6eb8NZsC96bbyewB3gtTeGlpRmieRavH13Ea2uLeGl5Dg/mp3BnegxXRwZxpqcday3N/N3XYqq8DEPFxWjLK0J9VhEq0wpQlFKEvJQS5KRVIiujHjk5zcjN70BeUQ/ySwZQUD6IwvIRFFaOobB6CiX1c6hqXUVdF1E6dAF907cwvHCfOH1gjoWHGBDTx8w/RO/cA/TO3scw1yeXX8Ts2quYO/YaprmcPPoyJtdewdzJNzDLmD7xGsb4uJ/7dhDaTcOXUdKyivy6OaSXjSMuux/BcS3wDKqE3qcYrt7FrMjkwMmFaJGyu8lwcU2Fu28ujI/xnMPjrexYQ8vwJR7XPf6NV7F84T2cvP4VnLn1dZy68QkB/RGmjr2OgbmHUv/n8sZTSMwaRWCUwHMR7J2SYOnA37ZAs0M0rBk2RK+Ao60smtc31x/3eV7PNK8PGCbC2TXji9Do06UMtNhPDDJmnvrJJGWbHQhne4Yd31+8t5UY/EphxrODyDwH8tqO4HubkqBIY/mQx2VRMhQlBHkpozLtCzg78Hfr0MCypC0d6t4cwpl4HsiDajAX6v4cqPpYGWRZ4NxJOLfwuq7JgqaUgM7JhCKO7xWeBqegdMi9UljB43XLY7VTxMFeIbpkiPEMzMAX2XERYlooW2JYINiG+LWxCZKWdnaEs20k7KwJZdHUW/TxZoj+3WJpZREMawvzNrFuZckQS2LX0sqcQRbvaU+Ei/mwZQS0TCXAHA25JpplKcMlmuUqK6sC0HK+ryOPwYHrIghzO7sw2NuGQcalE/Gu5nYX7qOXBcNDFQ5/bRQCDeEIJJ6DAyP5vZvgEx8L1xQTVOmsCOfysxbHwbrMBGvWL2yr+PlrBJyJ5MZECc/Kdn4vxLNTG8vuNgKaiFa0JELVwDKtIhI+vKdGZwUhLSkABdG+KAvUosLNTsJznpx4tt+OKKut8DqwGTLWLfdu2ohtm7bi2T/Bs5i/+f+EZ9Fsex3PYsqqzWImml2s94oEkPUhM54V/x3Pjo4OsLa2xpEjR57IPP/v8Syaba9nnp/E80Ei3M7FhfiJ5ueuQ07dPCq7rxHPr6Jz6WNi9RvoP/3XGL74bYxd+ieMX/5XTFz+IWau/hBLd/8dqw9/iLUXfsz4Gdae/wWOvfApjr34a67/GiuPfovlh8Tw/d9j4d7vCOjPMXPzd1gglAWSRcxf5+PHYBYxf11s/+94nrnyO0xeBEbOAr1Hf4vmuV+heuwXKBv8KYr7foKSgZ+ihOslQz9B6eiPUTr+nyib/CEqp36A1uV/Q9+J/+Rrf4ThM/+OvlPfRf+Jf8TQ6X/k43/AKGP41LfRvfIXaBj/EJX976Cs9y3ktb2KlOoXEJl/Az5Jp+EadRS6sBXGKvShy9CJZtjBc9AFTRPIk0SqaMpMMBPLGgFWYlkjIMrQSBhlEKgCpCKT68p99ISvGP3aWYxkLUa4JooFkNfBrDGasby+7Uk8mx//dzy7hY9IsQ7oJ/Gs8uvia57As8DwEyFhWRwv19cx/WSI/VUBg3AKHIHKOMQQuO+GPqgD3hEdCEvsQnxmFzIKOngf6kB1QzsB3E4IM7p70NLZi6b2TrR0daK9txvdg31Ecy/6hnvRy2VXv4DzYzx3s27YITLQo2jqmEV18xTyK4YRn9UBY3QtXI0lcPEthos30eyZB7V7pjQTilqfyPJbtBKMZX0sVprhRKGNgdw5Co4so2WaUNbRAlknC4C92g92Km9i2RPWTgZC2ZWhZ93IlXjWwkKuZdmug53GAy4+ofCJTEZQQjYiMouQVMLrpb4D+cRzDuuwScXNiM5uRGy+GDyslb+dTuS0DiC3awQ53cPI7R9FzuAosoYmkTEwgdT+MST3jCKpg3BuGEZUySACUnvgHt0FXWgnnloHskCxyDhbHNgrjagt+jmLrPMXGWfCTIQEbS4PENdHdmwjnkXTazHt1HYJ0ALHCjEHtDQH8zapv7KAsIvjYfO0VSx0ZEcOSBlrM5438z1EM/DtsN4nmnrvkPpGr2erRYh1+eE90qBhFmJ/Foq2ewnzAzse933eC5X1PmmEbZU1j4GAFllnAWgZ/77yCJFlQzTbH5Yy0CITrSOgXUSzbjF42GNAi/mbRb9mN6578H08LYksCzE42A7o+H76Q9vgyvf0Jqb9iGcj8RxvswN1njKsZITiQVMOPuwjnImgb45V4itdOfi4NRUfNMbjteIgPMr2wX3i+WaiO85F6LDiq8CYsyW67feh03Yv8XwQoxorTBscsOCtwGqgGmuhWpxmBfJyejBuEM/XeQM6nx6J+TBvtLnYo4jnOnX3NkRuegbBG76EAH4/3s9+CR4bn4aB6zquu3Epss8e/B59eEOI3LEdBRY70Kc9iDXi+XyKDyvDQbhTzgpvTSLusMJwk2HGs8g+h2AuOwDjaV4YTTRgIokQTvHELB/PENSTSW4Yi9cTxToMhqvQGeiAvnAnPtYT1gwuZ4nopVRvzPGzjxPeIgvdF61DS5ga5WLaJ3cbZHnbI8Fgg2CnffCURjjfDr0Vz7kNzznB7KcWTaz5PRLNLvY7oLF9DmrbHdDL9xHU+6G1J6Std36RbV7H83pfZvF4PdssIC3QLLaJvtBiu9jmT0AbCelIrS1iPeSI85TD5GaPKK01onVWSPORIddPgUIRxHSRuy1K3O1Q66dEf4IXZnNCsFYajROlUdI/Hi7VxuE2KwP3uzNxtyuDkYl7rGw9GCjAo9ESIroa78634E0BaJF9nqjDS9NP4JlwfutoH95e6ycOCOmFTrw61y5lnt9YHZSabIsRt8U8z6LPs5iq6vZMJ26JAcII6JtzPbi7PCRlntfxfHakEQtNhRKeezJi0ZoQhbrYSFTGm1DKymR1UQEK83KRGJ+IrLQc1Fc2YqChFVNVZZgqTsdcRSaONRfidHshLnUU4U5/NR4MNuL12QF8/dIpXB0fRmpIMLRKJSsVzl8A+v81ZDI15Awx2rYDHwt0y1UuUtNtpYsH4exrnufZEAaNWxQLZxNDZJ9Z4dKKzLIYWZuVVTHIFuFsfvxkJLGimGwOrgs8y4hRGSu5SrdE3jBT4BqeDre4DBhS0mDIToVHWQZ8GrLg25EL//58BI4UIXiiGKGMiMlSRE+VIIbrsaOFiB8sQnxvEUxtfK62EEHF+fDNILr5fprQFN4IWSH3SoMj4StG3LZSERQEtK2KiJZH8+Yg+kmyoiljhVPqJ5rICnYilzGs3EbyBiKaaRIczvx8vBk5EvxycQ68ouHmb4J/UBzCwuJgioxDSnQciqPi0BgRj87oZPTGJKM/Jh6DkTEYjQgjWAMxE+aL5UhvrEW5Sy1SzsRqcTFBi8spOlwimi9nuOJKlhuuZjNy3HEl1xOXcj1wOZ9lWmkQ4Rwuwfl+vQkPG+PwsDURd1kZvtWShOuNCbhSzbKrJAJnCsJwguXNapovFhM9MGPSYjpag5kYZyzGabHKOB6vw7k0T1zODcCNklDcqiLIGxL4nql4vjsLL/PcvjlZiXeJ5g9Wm/HBWiveP9mB98724L1zvfjgfB8+ODuAD8704/0zA4xBfHh6iPsMMrg8MYL3jg/zuhridTSBV9eW8crqKl45KmINL66s4tHiEu7NzeHm1DQujYzhJCsLq6xYLDS3YbquCSPVTegob0JLWQuay9pRX96FmqoBVNWMoqKO2GycR1XzMqoJ5Nr2NTQQyY1dp9DUcxqtA+fQMXwB3eNXMDhzC+NLDzC19gJmjr+M+VOvE8KvE8KvEqMvY2zlRQwvPsIQIT26/AKh/BJmidf5U29g7jT34/4zp17D3Nk3MXvmDWl98sQrGFwhnqdvomH4Iko7jiKndgZJRcMIT+2Ae0gFnNxzIddlSq0vBGzt5LFS9lc0dXbSJEDrlgbfqDJEZbQirXQIhQ1zaBw4Szzf5XG9iPkzb2Lt8oc4ffNrUqxceF9C/NDCI36uu6huO4es4hlEJXbD1bdU+jt2ynj+buP5uzZDWWSYBZbFur0YRV7Mbc5tIqMsMsvrzbRFrGedBZzFUuBa4NlBEQtHHrvIPtuKTLZthNQU2tImHIeJx8O2oTjsGIIjaoLQEAEHvxiowpKgjiXO0nnd5yZAXkBAF6dAWZYGeWUq5NVpX+DZvi4Jjs0ENMtup95sqIhmRX8W5P2ZUPYRyn3Z0HRxezMfV2fAiWWkU3Y6VEmEcySPMzAVjh48v87xsOZ1bU0g2wkwP0azyDyLjLvU79kmDJbWoVJYWRPH1gLQIbDldjEImp0lIWvB5w4Hw/JQMCwOBnIZKD22PhzC57ivGDDNKhz2ErSfeB+eB5G5limjodSYzIOEucRBqY1lxBDQrMAS0Ap9HBwIayt7vs6BGLfnayU8h8OBx+lI3MsJcQWfd3IIJqIDWdaHwMM5HF76EHi5B8IngJhmeeOTmABDKv8G8eyQY4JDabw0jZ7IPNtU8Xuv5ndHPMuaE+HYyr/bEkcwJ0LZkQpFewof8zk+dma4VEbCi3iOzA5BWmogconn0kA9qln/KnM+jFzZLqTabkOUxRb47N8M5Y6NOCANeLuNON1GmAogP41NG7/EeBbPijmexdzOz2yQ4mmCdR3OGzZsILQ3cCkQbZ7refOWZ/Ec658HxNg+Nkfg4GjD350tnFRmPKvVThKe5XIZvzPbLzLP66NuP9lke+euPXyvXV/0eRYZ5y+abYs+z196Rtq+c/9BHFE4Qe0bhrC0GmTXLKOi5x4ax95B6+wn6Dr6t+g9+Q8YOv89wvnfMXnlR5i68jNMX/0ZFu6IDPNPcfyFX+Lky5/hxMu/IZx/Szh/juMvAqsvACwisPQ4Fu4TwgTx/M3fE8SfY/bqbzF3/XMs8PEiQS2y0As3fkcwC0z/Hkvi8a3fYv7GrzF77TNMX/4MY+d+iYETPyN0f4LW+f9E/eS/oXLkX1Ax/D1Ujf4Laib/BbUz30P93D+jceGf0bL8T+hZE1D+Z0xc+BdMXPwuRs/9Lz7+G8L5m1xnnP0rjJz6C/Qd/TJapt5C1cCLKOl6gJyWu0iuuoGIvDPwTlyGa+QMwTwFLUMfygiZ5HICriFjXB+SAKsTza+5LkXwEFyCBV7NGWQRrty2PpK2LmAAWj/i15cQ9iFOH6NYRUQ/GU+C+ckQ2535nqL595/CeT3EMQkQP4lhKfPN7S5EtVj/cyH2E9D+03ASweOW+TN8+6D0F8dG7AW2wTuyAxEpPUjO7UNuWQ/KartR09iJ+pY2NLe1EsKdhHMPGlo7iOEO4plIHuhDZ38Xl93oIqTb+3rR1iOiH+39w+gZHOe2GTR1z/Petojyhmmk5PciKKYGhoBCaLyyWB9LY5nCsppIdtAIHEewbA+DXBPM9UCGkVg2Essio+zFug6RLHeFrQRlHayULrBUaBgqYtmJWNYQ1HrW68yQtlLo4eDixe+J5UNECoIT8xGRwbpYXhUSy5qQUdeJ1Kp2RBU0wJhei4CseoQWNiOqvA0xtR1Iau8nlEeQ1DuIhL4hxDKiewcQzs8Y2tmPsLZ+hDf0IbisD95ZPJexHbx/tJnxLPoyixDZZjGPs8CzyEILPIvt63gWcBaPBZ738Tlz5vkPeBZTTonss9zCnH0WcBYhMs/mwb+IYAvR73mvlH0WzbdFn2eBZ5F9Fn2lBZ7Fa0Rzb4FokYUWr1dY7IO9mEd65xYJzzZ7zP2eRfZZ9H2Wss8E75/iWfSFVogpkAhsAWgtw0X0w+Z7u4i+z9xfb71XGkRMa0l4EdDutnvgQYh7PMaz/jDxfIiQYxgObYUPsRVoyUKakeN0EL0hWlwojMXrhMTHvWX4i8Fy/OVQGT5uzyScE/FudTRezg/AvXRP3En1xLV4A06FOmPO0xHDGkv0EM09jgcwRLRNuFhjzt0BS4T10UANjoWyEhnvjetZobhdEINbBXG4lBlFPHuiVW2FQp6nlB1bELXBPKJ24EYCmeG9iYBmGLjNnaj22kRAP/Ml+PImELXzORTz8w4ZLKRK8h/huZp4ZmXhVl0yLlXH4UxFFI4XR2C5IASzuUZMpnphPNEVU8numGHldi7dG7PpXtLjaYYYebafcB6MUGGUleKxWB236TGT4Eo4GzCfYMB0nJi6xoApglo0626L0KDKKEOxnyPSiWgxEnewYh+Msr3wsRejoG+Hj+Me+CqJarnIFO+SAK2X7YEr4eymII7lB+DqIPozczvDwHUB6PUm2wLKAskiBK7F4yf7Q69v81Hyb6sOI4zfS4TOBlEGwtlghwi9DSKJ5wR3e2R6y5DvK0cBv79CN1sUGaxR6e2Azkg9pjOMOEY4n66MxblKE66ywn+nIw0PejLxfH8unh/Iw/2+3C8A/eJIGd4kmN+easBb0w14jfHSZD1e4uOXZ5sIaPNI21Kz7fkOvDLbhjdE9nm5F68/iecnmm1LeBYDhRHPYrRt0ef50lSn1Nf59FAjzo01Yam1GOOl6RjKJaIyE9Gfk46+ojzUZ6ehNCMZcQSVv4cHQnz9kRAWg6yIKLSnx2Ewy4TpshScbC/CjaEq3B4ox/XOQtzqKMEbU93422tniJcT6CIUvTUEr50NHGR/nGF+MgSs/6cQcJY5ct1RyQq9Utrm6GTOPCuc3c39nvUBBHSIlH1WGaKgcmOFkHgWmWeRcV7H8/qAYea5ndeDGFWyUiuC646i2Tb3UfB1KkMitL6pcBdzPcdk8OacDp+MNAQWZiKkMhvhjbmIas9HbE8hkgZLkDJUgozhUmSPFCN3kNFfhPweLtsKkVFfgKSyfBbmuQhOyeH7pfNmniJNh+Xsxgq8s4l/nxV+JTGsFCiOhC1hLKauclCKgZNMrPCaoCAqlAIWCtE3MYTPi6ZMYbxxREPmysqvgejRR0JjCIOHZwSM/lGICgzn9xeJjMholIWGo8kYhq7gSPRx20BIGIaDAjEa5IfpYC8shHpgJcKA41E6nIp2xtk4F1xKcsGVdOI50xWXcwy4lueB63kswwo8cbXAC5cLPXGl2Bc3K4JxpzZCyjg/IJyfb03Go45k3OtMxu22RNxojsf1+lhcqorCxfJInC8Ow+n8QBzP9sVaugch7Yrj6QaczHLHeYL8aoEvbpcG4n5NOJ5vMOHFtiS80pOB13j9vD5aQjhX4Z2FBny41o6vnOzGVwnlL18cxUfXpvDh9Vl8fGMOH19fkOKja4vmuLKIDy4v4P1LjIvLeO/8It4+M4/XTi7jpeMn8MJREcfw/OpxPFxew935VdyYXsCl0RmcYyXheM8QVrsGsNLRj4X2Pky09KOnntE4it7WKfR0LqC77xgrGWckGLeNXJGaXbeNXkP72A10TdxC78RtDEzdxtDsLYzO3yaa72Hm6CPMn3gJy6dfwwoBvHruLayce1OKJWJ44dSrmCOWZ06+gtnTr2D+7GtYPP8mli++jZVLXF56m/GWFEsX+RrG3LlXMXb8EXrmbqB59AKqek8gv3EBSaLpGfHsFlwOuWsmbNUp0j9mrBxjYUl4WhBpoh+unL83jS4J3uElxHYT0d2P3Nop1PQcR8/0DQwv35eyz0uPm26LmD/zNkZXXkD/7H10jNySRt3OKZuHKa1PynLLdems9CSwYmSCJcFoLTKtxLKAsw1BaSPmMxcjzPM3LlC8juf1zPOTkBaxPmiYwLfIMgswWxHMltZi9OpwWHB5yCoYRwi/I/IwWLDCJvBsTzwrQuKhjOH1nkZ858RDlp8Iucg+l6ZCVsGyo4rLmifxzMpfZwYUPVlQ9maZ8TyQySWxTEyru4nnlgwoaxglaVDlEPrJXEanEs8pxHMC7Fl5tJZFwJIIFefY2i4CYh5qEZYCzQwLYvcIwb8eFgwrq1Ap2yzmrhaZZ1uxLhAtBkiToGyGtXkbgcx1e1t+hzwnDg5RxDnRy7/ryPJFoY6DRpsErSEFLm4pEPPiq8U4Dzqec5ZDDuooVnBjWP6wPHL8A55F021rO/4dHquAvB0x7mDLsGPl184IJ1kQtKpQGPSh8PAOhWdgJLyj4+CZlATXjESosxMgL0zgueW5rE6GfQ3L3tp4nltub2IZ2JIEh1YT7FtiiWV+9+083yw/7FoSiGqWxy3x0LDscC8KRVhOCJLTgpAT64/SEAOqveTE8xHkyfcgzW47TJabESBNV8U66taN2LV1GzaLzO4mkWEmglkX2rzpv+PZDOinpRADhm3YIOIPeBbNtrc/gWeReRb9nv8nPK9nnqXRtveaM84Cz+uZZwHo9eyzmJpqfbqqdTyLx9v37MchuQpKn3AEJdchrWIFpZ0PUT/6MVrnCOdj35OmiRq99GNMEMxT136JmevE7I1fYfHOL7By/+c4+uiXOPbCZ4TzbwhnM57XBJwfEcAPPiecuSSe5+/9jngmhm/9hnj+jCD+VIKx6O+8dFvEZ5j7og803//2p1i4/QvM3fw5/+ZPiPYfYlzM+3z6e+g/8T10r34XbYvfQeP03zO+hcaZb6F54VtoWfo7tK/8LTqO/g261v6G2P47jJ35FmYufhszV/4ek+e/ibGzXyfEv4rBkx/y+Q8wcOx9dC2/haapl1A5eA8l3beQVX8VieXnEJZ1FD5xM3CNGJMG9xL9lV25dA0ZZgxBL7K+QSKT3AN9UDf3EaNRE85iMC3RXDtQDKo1DGfRf9k4TGiOSHM16wL4Xn7cz3cIzn4EdkC/1HRbGtFa4Jgh1l2MBC3D3Kz7cb9jrmtFxjlogH9/EIZ1PD8JaJF55rGJuZxF02qR9ZYy348BLVD9P4WUpfYVI1j/cTj5dkHp1wtHH4Z3DzHNfQO6pMyzGCwsIrkH8Vk9yCjqRmFlJyrqOlDb1IaG9g40tnWhvq0XjR29aCEcOweG0Tk0hDYCun1gAF0jI2gfHEbH4ChjAt0jM+gbX+JyBS19K6jvWkZZ4zQyignOhHp4BBVA5Z4ijdMgxmSwYflgqzCyfuPPuosv7AllOyd3LhkqdwnLNoSwlcyFIHaBLet5NioXKawZVqz7ibBV6+Ho7Mlyygv2am/YaXx4LwuCxjsGbiFpMCYUISy9GhE5dYghkuPK2qQ5nkPym4nferhn1sArtw6+RY0IqmxBDO/nCfxMpoEhRDHC+gYQ1NML/84u+LR3wa+5AwH1nfAr74ZHbidc4jugjGw1N9sWzbI3fumpL5puCzwLRAtM/ymexfp2Lvdw34PbRdZYwFmMnL1dGmlbAFoM+iWaaAv4riNYZJBFP2aHw3u4z24p7EQ/5n07pH7PB7ZteIxnc3Nv0WdarIvXi/dRHNkr4Vk02z68fQOXG6Xss5jj2TxtlTnrvN50+ws8831kYr5pMRAZ91ET2Woej4bv60Lga/neYkokFws+PrJTQrSbHeFsQ3gRz/rDAs8Mgt5VTE115Dn4HtmO4CPbkGi3E1UGW8wSt3cqk/BeTwm+0luKr/eV4Ou9hfiwOQ3v1MbijfIwPJ8tMs56wlmPSyYdjgWpMOFqiz6VBXqVlhhwssA4wTbraodFLxlW/J2wFuyME+F6XEhk5TQnHPeKYnGnSOA5EnOh7mh0OoJCfr40ng8TkRy5iYDeQkBvfgoBW78En21PE9BPwYOY9uTzHvyeJTzzOy6z24dxL1tpwLCLaX5mPJeZM8+3axNxvSYBF6ticbYyGqfKorFWGonl4lDM5wZgMs0DY8kGjKcYMJvBSjcrwHNczmcQ0gT1SIwzBiNVGI7SSOvjcTrMEs4rqZ6sKHthhfssieD+InM9QkyLAcVqgxUoEKNaE9DxWgtEqQ4imED2s9sBPwcxhdhueBLOHrJdcCesPZX7pXCXMxz3wZ1gdhfNsAlhg4jHTbPXobw+0raAsliubxexjmw/4jmU30Ow+NvqwwjXWSPKzRExIgPt4Yg4gWcxv7NRjVJ/Fcq8HVHuZY8qHwe0hqh5TnywVhzB82bChWoTrhHPt0Vz7c40vDSYh5dHivCwPw+3u7JwpzcHjwaK8MpQJd6eqMe7s80EdBNeJp5fZAg8v7bUKcUrCx183IZXZlrxhpjveakXr60MSH2eBZ7vPgb0XSnrbMbztakOXCGgr3B5bqwVJ/rrcLyvFmdGG7HUVoLJ8kyM5qdgKCuJiE7DaGk+hiqL0ZCfgYyYcMQY/ZBAXKWHRyInLAR1cSHoTg3FYG4UZisTcb4zH7f6S3C9PRfP95bjxcF6vLM0jG/cOIvrc6NICfWDnJUMR5lcyhr/ufhzoF4PR0eGA9cdlLB1MA8qZi9grXSGTONKdHpAofVlxS+QaAxlhMNJF01MJ3I9lQgW2WfRXDtOCnO/5/8Jz2IqHFaepQp7EiuVrPR5p8E7OAN+kekwmtIRkpyKyKwMxBVmIak8G+l1+chuzkdRZzHKuktQyeu/hmCu7+I57CjizagYNXUFKC3PQ25BHlIzcmFKzEEQ388nKIWVzGS4ivmpeXNRSH0QxaA9XCoj+BlFhEOmCCNk+Lnk4VDLI6AhrJXyIFbQeG55E5IrjawQB/OYQ6HWhsHFJQSu2iD4ugUj1DMIJh8x77YRuSFBqAwMQKu/P3r4uD84AENB/hgL9MZUoDvmglyxGKrFaoQzjkercdKkwtkEFS6lEs9ZrriS64ar+e64TizfLPbCjVJvc1T44WZ1IG7VhuFOfSTDhHuN8XjE3/zDTtHiIgX3GHc6U3CrLRk3mwhpMfp8bRyuVZlwuSIaF8vCcbE0hOshuFoZxvInAo+aYvASK9Gv8j1eJ1beHMrHW+OleHemBu8vtOD95Q58sNaLL58ewdcuTuIvri7gazdX8NHtNXx49xQ+vncaX75/1hz3zkvx0Z3zeP/mObx7/SzeuXoOb10+jdcvnMBLZ07i0clzuL92FvdWT+Hu8gncXjiGmzOruDK+iLND0zjZN4FjPWM42juOo/0TWGXM9U5ipGMaI70rmBg5henpy5heuI2p1YeYWHsRI8svYHDpBQwsvoChBT5eegnjy69gauUlTCw/wPTKPcxy3/ljL2D51CtYO/sGjl14CydEEMYnL72DE4Txca4f57ajRPHaVS6vvY21a+/i2PX3cPzGezh56wOcuv2BtH78xvuMD3D06juYOf0y+hduom38Amr6TyGPeE4oHkZIahsrkqVw0KbBUhGPw7bROGwj4GwGp8iAyohZJ0083EMKWGmvR2xeF9LKh1HatoQWYrx75gZGVp7HlMiAn32L8TYmj7+KwcWH6J66g6b+K6hoOYXcykUk5Iwg0NQIrXeB1K9NzKduozDBRmSZxSB+ihhYO0bCRiaab5ubbQsUr/d5XseyuDbXQzwn9XcW4wOIFhoCoo/hLOHZlkhlHLYJJdQjYakirF0iYO0eBTt/4jk0HopovkcKy4FMlg25hF1hEmQlLDPKGOXEW7XAcwrs6oi9Rj5uT5eyz/IuIlrAeZBQHsiAipDWsCx3aiOka9OJZx5vNtGfzIhKhjKA7+tO5BOl1g48Lh6nGGX7iCWBzLAgeMUxi39cHBF4ZoiM+fq69A8Nfic2RLeEVy5FM25bewaX9g6RUnNvR0fRZzpG+gebiuWeRpMMrWsK9B5pMHhlwN03G17++fAxFsEvqAS+QcXSY4NvDpw9eOx6UV6K6fB4nDL+TQeimXC2sBXzT4u+06IJuDjeIIYR1taBjABi2p/ltJF/NwQuhjAY/CL4+4qCa1Qs9ImJ0GamQM37jDgv8soUyHhOHWp5TglnB9Fku1k0z2bZ3BIjAdqxjZDvTIRDRyJsWlhGN/O7aYqFqioShuIwhOaFIjEjBNkJRpSFe6LGR4kKrSUKFHuRYb8dcdZbEHR4C7R7t8Dyuc3Ys30rtors85Yt2MR665bNzxLPG7Dh2c0ENINgNTfZFoAWTbXXR9w2w1mEaO4t8Pwc65/7RBLH6hDPvaUEaIXSUUKzykkpDRgmkznye7KVRtz+A57/0GR7PQO9jmgBaJFlFv2eRQZaGjCMgBbrm3fsxn7eB+WeEfCPq+P1u4zC1keoG/4a2ub/CX3H/xPD539OOP8KU0Tz1PXfYObm74naz7F895dYuSsA/V9YffgZ1h6t4/m3BPVvsfrgN1i89xkW7hPI939DPP8Kc7d+ielrRPjln2Dy8o8wffXHmL3+M4L5Z5i9+WNMX/8PzNz4T67/B/f9IWbFoGM3fsDXiOmsvmMewfvi32P8/N9j9Oy3id9voefYX6Nz+S/QsfR1Lj9B1+pXue0TxleJ/48xePyrGD39NUxe+AamLn6deObjMx9i+NS76Fl9DV0rr/C1L6Nl9gXUjd1Dae8NFHRcQWrlGcQWnkBI+iK8TOPQh4k+xOYm0qK5tXk0a3OfZb2xB66BIgPbJWV0NUEj0BDJGmJZYxwiern0F4AekULnPwqtP/Eswo8htokpnwLNTbpFH2gRYv0Po2avP2ceyGt9uzTSNsONaJemqiKkpRCQ5lI8L163PjiYxo/HKADN9f8pxD4aYvlPQyXw7NsDuY+ILjiJfY2dRHwHvCK7EJIo+iR3ISm3Gzkl3SiuJqAbu1An0Nw5hKbuMbTyXtc1PE0Yz6FfTE01MYPu8Sl0j02hc3QanWNzfLyEvqk1DMydwcDsBW47i/qeoyhtnkVW2SCiUxqJ53woXeNZnrDcdWLZofCDldwL1nJPWCs8eQ8QGWYCmWFLNNsquM6wFkslt6ldWWYaYKtxg62zO+xcPGDr4glHnR/rfKwDuQRDpg2BXB8BpbsJTp4JPDfp8IoqQUBiDQLTGhCYTiBnNyI4pwmB+a3wLmiHIbserjm1cM2rhVtxPWHcjvDufoT3DyCkrw+BvT3w6+qCV3s73Fvb4dHYAu/aZnhVtMEtvx3alHY4RbeYBwzb9PSXsOGppwhlovi5rRKcRd9nsS7QLAD9ZOZZ4HkXC5P9WzdK2Wczns3zNYtMsui3LLLForm1zGK3FOZ+z4ekPtF2B/ZImWfRV9pajF7I16wPGCYAvQ7n9cy16DetFP2pxX/8uO+R5zYyNnB9i5R9FvM8i0HDBJoFnsVI2wLPjofMmWeZ6EctMtQWBLZoOi6Oh6/R8DUufOzC14lw5uvEYGJuhKUb8W8gyvWHdkFLoOv5Pu6Hd8Cb+/ge2oIQFs7pjnvQ5qfEiYxgvFifjo9Ycf4q4+s9RfhaVx4+aEzBW8TnK0VBeJDphatxWlwSGZ0IFyz5yjHsYolu5RH0q2wx6myDaUJt0cMByz5yHA1Q4XiIBicixIA9rKRmh+BuYQxuF5hwKSMc86FuaCKeSw5uQ/bOZ5BEMMdvfQpxO55CBCN81zMI2vE0fLnNi4D2epaA5nfs98yXEL1zKyod9mPGT4ZzCZ64Is3zHII75az4Es/36lNwtzEV1+uTpNGiL9cn4zzXz9bF4SRvYEuFRoynu2E4SYuJVAI6ywtzWd5YzPbBPJcTiXoMm9SEsxoTCYRzijuWieXjOX44nR+Akzk+OMb9jmZ7Y4EQn052w1iCAR2suNcFOaHMX4FsItXkdBChxHOofB+MhLOf3S742O18nIXeL43A7aMQo2PvI6r3wZsI9pUdhK8jtzHcCOL1JtyiqbaAtAjxeL1Jt1gXeJb6PGusEKwTg4VxqTmEAAI60NkCYa52iPSQIZqAjveSIcuoQXmYK6pCdagOVKPWqES9UYG2UH7mJC+pj/jJEgK6IgqX62Jxkzd/gedXhgrwxkQpXh4uwv2+PDwYFJlnPh4okwYuEtnnN6ca8SoB/fpCG95c7sTrUnRDjLb92qK5ybYU8wT1Ut8XeBbzPAtA35nuIJ47cINgvjrRhkvjrbgw1obzxLPIPJ8abMDp4UasdlZgvjYf0yXpGM1OlgA9UpCBqdoS9FcVorEgHRXpCShJjEFpfAyqEmLQlhqF0cI4TJbGM2KwJuax7s3FvZ48POouxCuD1Xh7tgtfv7yKhytjKE8Mg59eIVUqZE7mEbf/NMQI2v9jyFR/wLO9QuoHbSfjY4UaMrWeeHZnAerDgpQVN33IY0CLDHSChGel1px9FllncwZaADrpiXiizzNDzlCKCrsmEc76JBg8UuDrn4aAkFSERaQi2pSK+KQ0pGWmIzc3A0XFuaiszENDbQHaGgrQ0ViInqZC9HM5UF+AgbpCdJXno6kwD5XZeShIzUN6PAEdkYnQoDT4eSXDg9DXaWKhUUXASRUOJUOhEmDmjUERSCgboVIY4cylszwQWi71cl/olJ4Mb2iVPtCqfKHXGGFwDoSXNhBGvRHhbkaY3H2R7OGJLB8vlAR4o87fC53+nugzemEo2BOjQbz2gt2wGGYgnFkmhTphLYLlWYwCJ+MUOJuswuV0F1zOdsXFPDdcySegiwjoEk9cL2OUE9FV/rhdz7KpMQJ3CN67TfG415KMFzoy8EJPFh71ZzNy8KgvFw9EawuWi/c783CvPRe3W7NxqyUTN1syGKm43ZaKu21peCBe252Nl/vy8epAMV4bKcPrY9VSP+V3lzqJ5mG8f3wcH56exscXFvHJ1WP4i1tn8cmdC/jg7iV8cP8qPnpwDR8/uGGO+7fwEeODe7fw7u0beOv6Dbx+9SpevXQJL5w9jwenzuHuyYu4uXoe15dO4+r8cVyZPsprZwnnhuZxon+acCaYeyax2jeFo4MzODo8g6XBeUz2LWNq+ATmpi9hcekulgjhRdGE+sybmD75BibEKNRHX8f46uuYXHsTc8fexsKJNzB/8hUsnHoRywTu0XOvSUg+S/ieu/kBzhDF6+vnCWER5/j47M33cerOBzgpglgWcebORzh77ys4d/8TnLn7ZcZXcebeJzhx8yMsnH0dQ0v30D5xGRXdx5FVOw1Tfj8x3MoKWxkcdOms0CSYB/GSRr+Ogo19JByIMKXSBJVzAgxBeQiIr0JUViuSivuQ3zCD2r6TEqB7525jeOURJo69IsF5RGSd5++he/o2mgevoKbznDSqd0bJNKLSeuAdUgm1exYceU2K+cpt+TdEqxBrotnCgaCUidGoGTyG9SbdAslPgvlP8Sz2EXiWBhsjJMW0VWIAMtEU2sYhGpbEqg3/jq1zDGz00bD15PsaY6EMT4RTDMuH5CQznrMJtHwirohB5AlAi+yzY3UK7GsEnlk+tBLGHdmQd2bCiXhWDhGcg5lQD2ZB3ZcNp3ausx6gKiWas5OgSkyGKiIBSn/RpSKGn5nHJY5HzD9tReRbEs2izzKBLOAvwG9lS+gzLAT++TlEawDxOUTfbTtZOOx5juzlUXBQEMtKYpnQVRK8GsLX1SMTXn558A8shjGklFGGkOhKhMfVIDKhDjHJjYhNaYUppYXRiqjEZoSZ6uEfVgGPgGLoPHNZlqbye4mFlSOPz87I4wjAISt/HLQIYBhxyCKQS4alEUesAohof8Lfn5/LyOMJhpNbGAEQAXUQy+HwaKjiid6MJDgVsDwuFU3iec7F+azheZcyzzw3TaLJNtfbYhgmOLRzW1cSHDuTYNuWAJtmfj8Mp5poGEojEJIfjsTMUOQkB6Ei2gf1Ac6ocrVBEesEOY47kGizFaEWW2HYvwW2OzZj7zaB563YvHULY5OE502iSTbxLPo8r+N5vc/zk3gWfZ5FrDfb3r5DjLj9HI5YHICNrQXs7K2gUDgQzwo4KRmP8WxnZ56u6g99ns2jbf85PIsMtGi+/SSeReZZZKE3bNuJXbZK2Bsi4B1Ti5j8ZWQ1PEL14F+ibe5fiM+fYujcpxi/8htMEM4T1wjoG59j7vbvsHz7V1i9Q0CLuP8pVhlHH3xGSH+KlQe/xNK9n2Ph7s+wwOXi4/XZWz/G5JV/w/ilH2Ds0r9Kfagnr/5AmsZq8tp3ifPvYvrG9zBz63uYvf1dzNz+R0zf/AcC+tuYEdNgXf8rzFz7Juau/Q3mrv4dpi99E2Pnv4GBE19B39GP0Hv0ffStvYeB4++h/xhxfPRN9B99C0PH38XoqfcxduY9QvodPv86n3sJ7YsP0Tx3H/WTd1Ezehtl/deQ13Ye6fWnEVu8hoicFRhTZuFhGoVrGNFMoIom2mJk7HXEruNZH9jN9S6pr7OaeHYKHIaaeFZzqQoYgpohIZrh8kcxCheRiQ4ceoxk8+jW67GO5PXn/vB3//g5CdE8vienq1pfF88/ief10bX/X0PjL/o998FJhFgXg4gRz85Gwi+0Hf6mLoQld8OU1Y2Uwh7kVfaitHEANR2jaO6bQfvwIoG8jL7JoxicPY6RxZMYXz6NgYVj6JpcQefUUXROrqFr+jT65i9icOkqy/3bGJi/jsaBUyhrWUR25Sii05rgZsyBTMdyl/UZa5WR9xpvhgeslG7EtDtsnAhjotmOiLbnNjulB+tpnqyXecNB48PwhYOzPxxcAuGoDSaaQyDTs45kiIRKtLTje4suJiq3ZDh5pEPulg6FZxY0xiLowyvhZqqDexyBnFALr5QG+OS0Ec+dMOS1EsFNcC1ogK6wBu5l9fBrbENQVw+Mnd3wJ5z9OjolPHu2dsCjqRnu1XXwrGiBO/HtmtYOTexjPAsQi8yzWIppqsSAYaLvs+gDLZ4XcBYZ6nVAi2bbAs97Nj2DA9s2Sc22bffvkLLIAtACwGKKKgFmkXUWeJayx1bmAcUEnq34N8zNvc1zPIum20d2bYblni1S5vlJPIt1J6sDcLIUA4cR3gLpO59sur3LDGgCWMQf8Lyd+++QstOib7TiMIEt9mOIptxORLlaZKD5GoFmsRTNuF1t98HAY3XlseoO8nl+Nlcegyf39bXcjUCL5xBl9Rzy1YcwGK7HJaL2jdZcfJlw/lo34dyZj6+2Z+P9uiS8URaBF3L9cJdIFHg+H+WME8EqzHjYo19jgW4nSy7tMK61w5zBDsueMhz1YyU20MmM53AXnIvzwLWMQNzKi8TN/ChcygzHYoQ7OrU2qLHejeL9mwnop5G5+xlkHNiAxAPPIP7ARkTv24DgnV9CAAHtu+EpeBPPAbwRmHhDqbLfh1l/OS4m++AG4XyrMAL3q+JxvzYJ94iie83puMkKw7VmAonrV1vScYnrF3ijO1EThbkCXwLagIkMN8xke2I+1wdLeX5YyffHQrYXJpP1mEzUYSHTC0e5fZWwPkY0ny7wx6lcbxzP9MQJ7necgF7m+nSqO4biXNEZpUdTqBalvkokE64xTgdg4nkKE4C23wV/RgCxbFQekHBrVB2Gv/Ig/Iloo+IwgpQWCOE5DdJYw8fJ4ov+ziKrLLAsMs5iuZ59Xs9ECzwH6uwg5naONFgjTG8Jo/NhvocYbOwQ/FyO8HlrxHopkGF0Rmk48RyhRy2/owZ+n00hTugk/kcTPbCYHYBjRaE4Ux6Oi9XRuNZgIhIS8ag3i3DOxwsDhDPx/PAxnl8dLGdU4tXhKrw2Xo+35lrx3tEevC9G2iYW3lztwVtr/cQ0AT3fgZdnWvHijHmqKqmpNrF8Z6IVt0UQ0ALPYsCwa4xLYy3Ec4vU31mEQPTp0RZzFrq9Emv1JVgszcVscTbmCL2Z6kKM1xZiqKYA7YXpKDYF8/N6IT/IGw3xQRgrjsdKYyZWG1KJ5yRcbk/DHVYm77Hi+NpgGd4n7L9xYR6vnZhAT3ESQj2UUCllrOT9GRwzRFPsP5d1FuHo+H/As4s7FFpvVvgCoHRlxc1VADpcwrPKNY3bU6Bw+UP2eR3Pfzra9nrIVKw4q1jZVSVC7ZIIV0MifHxSEOifjMjgZMSHpyA1Ohk58ckoSU5BdWYGmvNz0FWcg/6SLAyVZmO8PBeTZTmYLGWU5GKkIBd92bloSctBZVIu8k05SAnLgikwA4HuyfDUxsOgjiaAw+HMm4xaxc+gDCSmA+GiCYRObYQrYeym9oenOgDeKn/4q30QqPFCgMYbfrzB+Gu4zSUAgVojQnVGRLkGIN7gg1SDB3JcDSj24G/V1w3NAW7oMurRH6THSAiv3RBXzIbpsBKpxWq0BmtRSpwyKXE60QlnkpQ4n67GlWwtLuXqcT5XANoVl4nnq6WMcpZnjOtVvrjVEIy7LZF4wErvo84UvEQ0vyZaVAyX4CXGy8PiH0YVjEq8OFSNFwdriOlq3OupwL3eCtyXohz3+0qleMB41F+BF8S+w7V4cVS0xmjHa3O9eGt5DO+emMe7p5bx3rnj+PDSGXz52iV85eY1fPnObSL5Hj56+AAfP3xEOD8iohn3H+LDey/gvbvP4+1bDwjne3jl4h08f/Y67p24jJtrF3B59RzOz5/C2eljOD2xjJPD8zjWP4O1nimsdo1jiZWLhc5RLBHRKwPTWBmexTIrGvPDxzE/fg6Lc9ewtHIfyydewuKZN7B4jkg+/y7mzr6P+TPvY+H0e1g6/QFWz3xILL+H1YtvY/XSG1i79CZOXH0X525/hMsPP8HV57+OK2L56BNce/Q1XBXrD76KK/e+jIv3ieN7H+H0/Y9x+gHX+fjc/a/g/IOvMb7B+DrO3fsGzt79Ok7e+AqP422MLD1C+/g1aXqb1KoJROf2IjilDR7hVVC658BOk0p8iuwvAaOMh0xBWCpYIeH1otImQBeQDV9TGcLTGxFf0I2c2klUda+hcegMumeuY2DxHsbXXiKeX8HY0RcxvPxQyj73zz5A5/gd1HefR1HdijS6d5CpAS5eokKVzIoTgUY0izhsF4aDtsE44hCGI7YCbcQl8Suyyk/O7yzQLDLR69lo8Vg07xb7iYG3zGAWyCSQpW2xsJETnipC3YXPs8Jl7x0LWVA8nCIJ29g0yFKS4JBBOBO78ny+ZyGBV8ztBLC8Ig0OBLS9aL7dwPKkLQuqzlw4dedARTArhzOgGmJlbSgbmv4cOHdkwpl41pSlQpOTDE0SI5JI9+f7G4hCVQQcHEWf4Wg4iMG/iGgRtqKPtgC/A4HtYII1w8qRS3H8inhWMEWXE9GsmpVFLRHpmgBnlh1azzTovNLh5pcFr8B8GCPKEBFfi7jUFuKyHYkZHUjJ60J6SR8yyweRWzWKfP4GcivGkFU2ivTCYe7XS1i38rWsYAaW8X2zWU4mwJLfhYDzEZsAHLYmoC1FCDQHcRmEw1ZiJO8gWNgEEvsBPPes3LL8UrhHQGmMgjwoHI7hkZARz7L0BJ5bkdVneVspzmcy7KoTYVPNz8ewq2e5TDw7dppg38HvvJP7d3P/7hTYdiQQ0HHEdQLU9bHwqIhCSGEkErLDkZ0aipo4f7SwHKvzcJDmes6R7UCS3VaEWWyB24EtsGddZx/rtFs3b8aWLWY8i6zzxg1i4LAtjwFtHizMHGJ+52clQK/j2TxgGOvIm57G1m1ixO1tOHRYDBp2WMo+y+X2EpqVSrkUotm2wLOlpaU017N5tO0/xvOTcF6fsmodz2KwsKefEcewAU9v2Y7tljJY877mEVmHyJxlpNc+j4r+v0LLzA/QdfRnGDj7GcaufI7RK7/G8OVPMXr11wTub7F0k0i+RTDfIZwJ6NW7/2XORN/7GZbv/hQLd35EZP8H5u/+kHDm8s6/E8Xfx/T1f8XE1e8S5P+EiSv/SDD/Eyavf4cw/3tC+dtE8//C3N1/wPy9bzO+xfW/xdydv+brvkY4fxXz1z/Bwo2/wML1v8TsZZFR/jJGWPYNrL1DQL+B/rU3MHBMLF9F9/KL6Fp6Ed2MvtWXue0V4voldK48RMv8baL5OiqHr6Kk7xIKOs8jp+UMUmqOwVSygrDseQSmzsAnfgJukcPQE6G6YEI0ZJh4FVNICcgK4PYSz71wFdnnoF64cB8V8bweajE6NUPF16hFFprhTEg7i5GqpRDrfG8p82wG8/8E5PXnBITXn1/fxzx6txnQIp5cF/v8v+B5/f3/NKSRt4P6oObnFHB2DhJ47oLav43nhniM6oIxjoBO7URcbg/Sy/qR3zCKyo4ZNPUto33kGHomTqJ/7gyGFs+zTL+EqRNXMcpl3+I59C6cRxfR3D13BT1LN9C/fBvDaw8wuHwXzSPnUNa+jKyqcUSmE5xBLOv1MbBWBxHPAUQz8UwgW4qBv1QG2Kk9WI/zZRnOYP1G9H1WOAezjAtnRLJ+FwWZGEiMQFawzFO4svw3pMCJoXIVy1RGBpzccnkvy2fZUwC5RyEcvYoh9yuDOqQazrxmNNG10Cc0wi2tFfqMZuizmuFR0ArP4hYYihrgVtYA79oWBLR0IIBY9mf4tXXAp7UNXtzm2dAE94pqeHI/j/xmuLF81Qo8iz7PAsXrTbMFng/s3iFlnsVS9HsWgBb7rUN6ByEt8Lx749PYt2UD4UvsHtglzeEsmm2Lgb/MTbf3SSHgLBAtMtLmfXZL80Ob54k2z/Us8HyYID68cyMRvZGI3sz32Sploe0P7yCK90t4Voo+0+Jv7Obzu7d80XRbAjTR/Kd4djjwnARsERKiien1kPO9VQS06P+s5XGKwcMEokUfaFdLBgtI7QGi+gk8+1vtQajNbsTb70aJzhIT0W64WRaPd9vz8OXuQnzSVYCvtuXio6Z0vFMdj1cKg3EvwxM3pCbbOgnPqwEyTBhsiGYr9Kqt0SvwrLPHgpsDVrzkWBN4NjrhGFF2PEyDs3HuuJYegJu54bhBQF/JjsSxWF+MeCnRRhTWHtmOkgObUHxkCwqstiLLcgvSGSlWWxB7aCMidj2NIALan99x0IanEc/zXe2wDzP+MlxO9cMdwvleaQwe1SbiQV2yuc9zfTKu1SXiCoF0tTEVl5pScb4xCeca4nG6IRpr1aFYLPHHXKEPIe2DBcZSIZFcHIBlwnqasJ5K0RGSxHM+UU0kH83yxKk8Hxzn8iifP5HlgdO5vkS0L5ZEv+kUTwzFe6Ar2h0NIXqU+Dghi+ckSWuDKKdDCHbcg0DZXgQp9hHJBxFIWAcStkEEdJDyMIyOxLTDQYTIjyDM2RZGF1vz3M08R2IpMszr2ed1PIsMtAjxnJ/aEsF6W4QTz1HudghzsyVODsNduR9e6sMI1NsgxluB9EBnFIXrURmuQ02oBo38jlrD1OhgjCW6YyUvEKfKInGecL5cG4NrjFtNCbjTnoz73aL/cwbuExj3+kSz7UIJzy/1luJFouH18Tq8t9iB91e78c5KF97g+hui37PIPIvBwkTTbcbL/x9nfxklWXZgCbqZUmYwc4QzMzMzmZOZMzMzMzMzM7OHB2OCUlIKUqxSQXfV1OpqqJl5ML163syDH2/tt891t8yQSqqu1z/2OteuXTM3vHY+PzRaj9cjDd/iWcD5qLcKR/0137Y87w/WSy3Pa12VhHO9tFTVhpgwjIhe6azESlMplqoKMJOfjun8NMyVZmOiNBNDxRkYKs9Ge24SsoPcEWFrjCgm2dUEZXIX9OfJMVsVizk+p1V+Hg6qo/CiIQEv65PwZW8Rfrc+gN8dz/FvFCOIn1F9LXVoCRAbfAdjZQSI1bX1oCaipQt1Ee3TiPHOeroEtq6RNNu2tB60dD/Es6k1YWwPA8vTcc9GNj5Esy9PqgEwsVVIeJa6bksTh53iWbSoiIrhn50wjNE1VBD04TDgMaYm4bCyDIeznQKejnIEuSkQ4aVAvE840v3DkS9ToEwRjbqYeLTFx6I7IQp9iTEYSo7FaFIsxhLjMMIMxCWgMyoe9eHxKA5JQEZAAmK9YxHmGgVfVoDdrQh0M1YKTYNgaxYAa3NfWJp6wdrSC/bW3nBk6WLlBTcrD37+POBj6QZ/c2fITO0RaOoAfwLan4AWCTJ3hczMGSHcH2Vug3gLS2RYmqPQzgIVLjZo8LJBi58VOgOs0B9oiaEgS0wEn07OtaSwIJjNsB5tho04M2zGm2I72Qz7GTxvZdpiN9MBe6Kbdj6xXMSUuPIcwXNHuSee1gbiVWMY3rXG8LOchM860/FFdy4/ywV431OMz/rKmAp8xs/i+15+fnvr8bKrFs/aK/G8s/osVXjGz+STjjI8bS+XLr/srsWrnnq86m3Gm6FOfDYxiC9nJvDF/Cy+Wl7Gjza28ZOdQ/xs7zF+cnCCnx09xzfPXuOb52+J5ndE81v85MlbfP34HX58/BY/OHiNz7Zf4PXaUzxfeozHs/vYndjE2ugK5ocWMNU7hYmOMUy0DGG8sQ+jtd0YrurESGUHBipaMVDZitGGTky29mGyYwBT3eOYHVzDzPAOZsaPMDP3AnOrn2F2+8eY3f0ZprZ/iqmdn/PyN5jb/gUWt36JZZGdX2Bh/6eY2/sx5nZ/zG3RgkwcP/8Ndl//Dofv/xqH75i3f8A+L+8Q0TsE9CahvEpEr3B79cVvsPHit7zN7yQ4rz1h+eT3WHv8eywf/hZzO6zEEuyd42+kGbezG+YRXdSP4NQW+Mc1wDWYkHVhJcMqgTjjd8GQeOR3woCAFng24nfF0DQUFm6EWUg2fGPLEJLWgISSfuQ3zaKUeG4YPkT71DP0LbzB4PLnzBcYYDm0JJbL+hzdk29R33OIovpVZBRPISyhBY5+uTC2jYM2v5Ni8ixV3QDi2RsPxeRUBqKlNeDPtjwrwSzGPisnDlMCWmqF5rEC0ALOovwOz6y8GQZDzZSwtmSklucwGAZEwCiUQI6KhF48cZ4YSeDxfJERA4OsWOhLY5+J5/wo6BRyuzwWxrXJMONvvHlzGkw6kmDUFQ+TToKZeLZoS4Z5XQLxHA2L/DhYp8XDKjoWlsHRMPMULSN8LmI2WV3CUosI1j5dTktErE0trfUsZgjXFWPAT9d6F7Pti+XqNPm+6IkZah0jYOkSI1VKXQMy4RWaBz95IfwjihEQWYLgmHLIk2oQm9FCIHcSyj1ILelDRsUAcmvHUNQ0jdLmORQ3zqOwfg45FZNIyRsksDsQHNkAH1kV7N1zed6Mh6Z4b7Q8GE+p27aKWPZKwwcqWkQ1o6rtz/hBTYfvm543z5/+UmXXwFEGPW8+T18mKBi6CsI3Tg4d4lk7O5Kv5ymeNYs+wHOJwHE4wcyyQZR8z1v43jTzvNwQAa06vj91ETCvlMOJx/tmyBCeFIikGH+UKHxQH+iACmcD5Jo9QLL+dUQSz/4qF2DHOpH2tXOso57DJYL5wsULEp5FF2wxnvncOeJZAJpg/Q7Qp3j+5BMxWZgoxRjoj6R8eu5j3gfrv9cv4v6DW1LXbdH6rKevJaHZwEDgWU9qedbW1v4TPN/8F3AWaBaThn0447Zobf6e6D5+hvmPz1/G+XuaULHwg11gGQKSphFT+ALZzX9A+cD/QmQSzyv/H+L5/4uurf832jf+H+gioEUX7rF9gvng/8Ts8f8TsycC0cTz8X/D+PH/hvHH/zeMHv8vxPM/E83/WcrI8X/C0OE/SeXgAeG89z8xfy+huXf3b9Gz+wf07v0V+g//CgPHf4XB499h8PFvuP1rDBz+Av07X2Nw+2sM89w3uvcNRna+Qf/6T9G9/CN0zH+J5sl3aBh7icbxV2iafIWG8WeoGjxGef8hs4+KwQNUjxwzR0TzLvK7NpDZvIykGp67ymYQWToDedE0ZFnj8EkcgntkH5zCeiU4W/i0EoqMtHyUWHO582xN5nbCmWj1JFQ9W6Xu0xbEtTFjchZjb6KZMeUxJmcxFbNU8/hvQ4SLscmny1Y1/lGklm1iVXmdubvAb70Usf1h924loEU+vPwhnpU4/tfy5+AsIvBs6tkMYwFmRuDZlKWxWy3xXA9b/3rYB9bALbwW/jENCE9rQ2JRL7JrRqXzQ1WXgPMWemYPeV4/Rt/iEfqXWS6foJu/mR1zx2idPkbzxDGapp6iZeoF2mZeEtUnKOf7lVM7LeE5KK4Kjv7pPO+FQ8vcB9rmntBkHUXD1BGarLdpWThA39Kd53E/GJv7wciMIZhNLENgynOdsZWYt4Y4toqFoXU8jKyTCOdUJo11vRTW8ZJh4ZgOM4cs4jkDhrYsnQr4PEug51wILcc86HsWwjigHEZBZTANqYCFohKmEaWwiC6FfXI1HNOrYZ9eDofscrgWVcOjrBYe5XxtyqvgUlYDp9IqOJQQ2oXFsMvOhUNGIewSBMRLYCkrxUc3Ll3CFTGdP1EsLUPFk8vdG1eI5xu4T9zeuPzdes8Cz1fOEdLMDeYmT0K3ue/RdQL33m2pVVngWLQkS0tOEaGngCaeVW6ejWUWa0CL7bNu23dOu20/5Anp4bULuH/1E9y7Imbz/j4RfTqJmOi2LcZKi/vXZzQJbjHm+dG1T6HKY6TWZzE2WonnR4SygPP9y4Q2H4sYS31HlIS0uCy2BfAZowfXCGaCSuM2bNVvwUb1OqxVrkFMFGbz4AaseN+WPM7m7iU4EfHeqjcRRGxFad9CobUGRsIc8CRXjh9VJ+Gb+mT8oi4R31TG4if8cfhhjgxvkzxwEmGDvRAL7IVaE8/mmHTVRY+FCtqMH6HdWB0dxpoYIp6n7XQxS5zNuxpizp3xIqB9jLAWaot94vko2U9qfd5PDMCKwgND7uZoMlNDBSFfqHoJ+eqXkad5FVkaV5CucRWp3I7nfsXdTxF47WN4fko8XyCe+XwK9W9j2E0HuzEueJoVhGd5YXhJMD9lHjNHZVHYKyWcBZ4rIrFTKdZWjSSew7BCPK+UB2GpJADz+T6YyfbEdIablFlmJtUFIzHWGGCFfCzGFtPxjlLmkhyxmOyM2TgCM8YGc/H2WEpyJp6J7ngXjMc6YzDSCV3hjmgmoGtY0S9wN0GCjSYUZg8hM7yDQMbP8PbphGL6N+EhIE1AuxvegxNR7KR5C646d+FhrAo3U3UJzvb6p2s5Oxk9lGbUFvtOW53PWp/FTOtat+Gg9wAufE98JSTrSVD2ttaEs+kjuFtqwM9eByHcF+dliiziuTDAGqV+5qgOsEBdoDnq/E2k9bCn0ryxWhCMzeIwbBeFYL8kBM/qYvC8MQ4vWsR6z4lMEp61peBVeybetufhVVM2XrXmEBml+OFYLb4cF12zq6Wu2mK885uRGrweqsLbQQJktI77G/FquOHbdZ5Fy7PAs0C06Lp9zByJMc/dVdjoLMcO4bJHOG/2VGF7sIGgrsJyUwnmKnMxUZCGqcJ0YjgXU5V5GCnNwkhFDnqL01AaFYAEN2vEupgjytEASR7GqI7xwCg/3/PlEVgvl+OoNhrHFRF4XZ+IrwdK8KuFdvzN0RTezbYiO9QFhtrqEpA1xJJTYuIvXUNp+SlR6opxzPrfrfesrWdMIJvwOMJZ3wz6emY8xhg6OgS0uJ3YNjCFgRnxbGEPQytnCc9i0jBja1+Y2PAETDwb2kTzpBvNEzRRLCYOI4ZFy7MWcfztmGcx1tmAlbqz6BDPohKuz5gQ29ZmYXCxDoePXRhCnMMR7RaOZM8wZHuHosgvHNWyKDTLY9AdEYGBSDlGIhUYj1ZgkhXyyYhITDAjcqKalfRmWTQq/COR6x2FFHcFopzCEcbKcJBDFPxs5fCxDoaXdSA8+BxcLT3gYuFGWLsSzC7wYfyZAEsXyCyJYzNbhBpbIMTEAsFGlowVY819VggxNEe4oQliTUyRYm6CbGtjlDiaodbdGi3+1ugKseLjscKw3AbjEXaYibbFcpw9VhMdsJbsgM1UJt0eW+kO2CaW9/NdcVDohcPiAByXBeO4MgQnNeF4XCfHSWMknrXE40VnKl73ZOFdfwHe9p/OGP+yt5RlJd4NNuLdQDPeSmnFm4F2vB7oxLO+Dpx0t+Gkt53hNnPc24bDnhaWrXjW34EXA114PtiD50MDeDU2hrczM3g/v4h38yv4bGUbX20c4Yc7T/HDvef4au8Ffnj4Bl+ffI6vn3yOH7H84ePP8YOj9/jy4DO8332Hlxsv8XTlGR7PP8bB9CG2RnewNLCK6Z45DHVNoq9tGN0Nfeis6UZXVTu6ypvRU9LI70E9evjj2l9ai5GaZkw2d2GaeJ7pncby+C4WJo6wMPMMSyvvsLLzQ6weE7jHv8TMHuG8/w1x/AusHPwKa/u/wsber7DOcvXxLyUwLx/9XCrXn/4S2y9/h/03f42jz/5GAvQB8bxHPG8//zU2iOZVqYu2aG3+FTYJ5y0ev/mCEa3OxPPa499h5fA3WOT9z2yx8rr0I2mcdUP/Y+SzEppQOoLwjA4EJTbDI6wSVu7ZrJQkQpPfAyWe9Q3l0Cc+DUT4HTBzJp6DcuAbXYGw1CZWtAaR3zCH8o41tIweo3vmBYZW3mNs4ytMbP4IE6w8T23/BMMEtFhCq2XoBBVt28ivXUJ8zhChVwcbD/5d2wRomcgl3KroBEiTh+nyOyqWrFIXM34TnMSa+AAA//RJREFUv39u0jDlbNvKGbe/bYHm9/kUzCESmnX0w5gQqcuzuG815Zhnexm03UOh789zhJhtO4agS+T3PpnPPY0VtkzeXw4RnctzB6GnWxABXWLPoJwI5m+7VVMKrFpSYd6eCFPCWcSceLbk+dyCeLYoj4d1QRJsM5JhE58gzaxv6cvH7CImIQyDngFxSTjr64acRofQ1yL6Nfm4tPnYiWcRAWgNPg9Nw3Ceu3hb+2hWthNh75cGd6I5ILoM4cl1iCKU43M7kZTfLXWXTCaY00v5HlVNoKxpgVCeQRFT0bGM+r5NNA7soqlvHw29B6hq20Rh1TzSCsYQk9aH0JhWeASWw8o5Q/qHo5qOL8/bImKpqkCWAVL3cbGtJiY902HEclb6PnwvAwh8GfRdg6HnFwSdQOI5NAS6kaHQTeA5N5XPI4uvcwFf72LRZZvvPSGsWXza8qxbI4duE69v4uevOQKGrXz9CWht7tNskEOvQQGzWjkceax3ThBCUwMQnxCIghhfVIc5odTdCDmWKsTzTURpXoZMhfU11tl0r58nns/j4rlz0qRhouv2KYq/L+H5FNAf4vlTRsD6nBSB548//pg5Xa7qPOtPAs/37t+Ciur9b/FsYKD3L/As1np+8ODBty3Pyu7aAs4Sns/gfJlwFnhWThgm8CxaoMVkZh+fu4xzt9WhYuIFe/9CBMaPILbgCDlN3xDP/4iG6f8r2tf+D8L2/0U0/+9o3/y/o3Pnv2Lg4H/H6P5/xdTh/4bZx/8Nc0/+G2ZO/ismj/8vGD/8nzFx/D8Tz/8RI0diPeh/xNjj/4mX/wHDh/+eeP57DB38O/Tv/g36dv4Kvdu/Q8/2r9G1+Q3a13+Czs2v0c3vec/uj4npH7P8Ia//Afo2vzzLVxjY+iHh/EN0LX2JtrnP0DjxCjVDT1HRd8w8RtXACcp6DlHYvoOclnXktK4gr20NBR1byG/fQlbzKlJqFxBbPouI/AkEZ40SzSJj8E0Zhnt0LxxCus5anE+XnDqdxIuAdidGxcRfEp47pJmzbYhqGy/Gm/t8OmDm2wVzny5p4jAzwlla4/lPcopmMeHW6WzYp0BVAvk0Sjz/OTh/B2hx/ekY6L+EZwm+PE6JZ+Vlc7eziO1/Y8RjFTNvi0nFzPh3xfrPAtCWPnwMviz9quEQXAePiGYEJnUgKn8QKTxf5DbOoqJnBR1TRxhefYORzbcYWn+NgdUX6F99JaVn6SU6Z5+jbfoZ2qZE+QKtLOuHxKoOfB8lPPdDFlcHl6B8mLvEQZ/nPX3Wb3SteI5g/UbPxhcGtsSyjQwmVuEwsZDz3M5znEUkL8fCjL9JJtbJrM+l8ZyZweMIY5sc/mbkE8n5LHNgYpcLc8cCmDkRyHbcZ18AE5cymHtWw8i1EjqORTDwKIWpfxVMA6thFlQFi7BqWERVwTKmAnaJ1bBLqYJNUinsUkvhmlMBL/7GexVXwbOoHG75pXDOEa3NBXDKzIVzSgZcEzPhHJXF1y6L38VMfHTrynVc5Zf2MiEs8Cxy6+oFqN4Xs25fw22CVqD5tPX5PPF8AZc+JpzPX8BNfsFvnTtPxIoW5XvE7T1oEsWiNVm55JSBmui2LfDLfQ+uQuPedYZ4ZtSIZ5VbhDCjevsaHhHR9/n37l09L+UBT1KqvC/1u+I213n7m9JyWALnAtkiqrcvEcmn456NVETXbML53mVo3b4gRVe0PAuAizWniWdtYljr9mWoXTsP7ZsXYXT/KixVbsFR4w6ciSgn1auwe3AR9g/Fes6X4fDgMuzvXIDD7fPw4Haw+g0oCK4U/btocjPGZpI/3pfG4kdV8fhlPQFdE4uv+YPw49xA/DDdD+9iXHESbIV9AmtbrJ3qZ4YxJ22i+R6aib0ugm3UVBMzVjpYsNPHsosxlvlDsOhhiHlPfcx66mFNZomDGHc8TvLF42R/HCb4Yl3hjglvK3TZ66HRQhXlurdQRDCXaF5Dhc5NVOrdQbHWDWTx+STzuYTf/L6EZ/cLHyP04QWUmt3DpLc+9uKciOdAPMsPw7PiSDwpicLjsmgclMVgV4x5LpFL4553iSOxTvFepRzrxPNmeQg2WZneLAkiFP2wlO2FpSxPrGR5YSXdEwsJTpiMtCYirLEQ74SVNA8siG7d8Q6YTXLCYqo75pNdsZDkilnieYpwno53xUyCOybj3DAc4YiuIEvU+hgT0LrIcNFGkr0aoq0eEg3Es841uGpdgqfBTfgQ1qKLtZvxQ7ibqcCJQHYgmF1MRLdtMRkYYWxwH66mqnAmjqXxz6JrvtZd2OkQ1zoPCOdHcNbn9QaP4GmmhgBbHcgcDeFrqwt3c3W48n69LdURRlTHuhsix98SpYHWqOD7WeNvgZYwW3RGOaMvzgVjKR6Yy/KTZipfF7MLF8lwUBGOl82JeNeZjqdNiQRnLE6akvCyMxuvO/Lwruusha6/nMgow5uhCoK5Gl/OtuANMf18sAIvBivxZrQe7wlnkRcE8qvhJrweaeJ2PZ6erfd80leDx8TycXclDjrKsdteip22EuyKdJbhkNje4THr7WVYbCjEbE0eZqryMF3D7cYyTNUVY5SI7i3OQH16NPIUfkgJdEaazBkpflbID+F7kxaIOVaC1vn52CoKxn5RCD5vS8eXXbn4ioD++/0R/GFrCLOVGXCxsoCahh7UNXRZeTSGkRHxa2AEI0NjVtTF7KSGMOA+fSMxBtqCFXlLAtqClRBe1jWFrq6J1PosEK1LOOsZmUPf1Iqxhb6ZI+MKA3MvnnD9YO4QypNrOE/UBLMlgWzOSptZOHQIaD2enPXMGBNWzIwZoxjoGYqwkmzEipoBjzVkhc9QBlOTENhahMKdJ35/4jncMQxxzqHIcA1FvnsISj1DUeerQFugAv0hYRgJDpIyFhyICZkMk8xEUDDGZaEYDgpHd4Acjf7hqPQOQ6EXAe4RhjTPaMR7xiLGNQKRTsH8G34IsXVHoIVoUbaBP3EcaGqBIHNLhJgTxmaWCOW+cBMTKEyMEGlqLCWC2xEmhlAY6yLKRA/xFgZIsTZEpp0R8p1MUeZphVp/W7SH2qKP38nhGFtMip4gafwOZnhiKYPf2VxfrBWI3hL8vBbLsF0ajJ2KMOxVRfA7H439qgQc1qXjoCET+w052G8txFFPJU4GGvBkmNgd7cLLiV68nBqQ8pzbL8b78Wp8GK9Gh/B8eADPhgbxdHgYT0ZHcDQyjL2BQewODmFvaAS7w6fZGx7DwegoTojlJ6PjOBmfxJOJGTyZmseTmSU8m1vD8+VtPFvZw4vVI4L4BK+3nuLN1gu82n2Ll7uf4+XeF3jFvNj7HM923uPJ1jscrb7G9vwTbM48xvrkIVbG9jA3sI7xzgX0NY+htaEHdTUdqCxrQUlhPUrzalCZV4H63BK05OSjIzsH/QWFGK2oxkR9C6bbBrAwMI8l3tfS7DOsLr/FxvYPsUkMbxLGa09+Q+T+njD+DSFNMDPbx7/GztEvsHFECB//HGsnPyd6eZlw3nr+K+y//j2O3/+NlKNvW55/j92XxDGBvXTwNZbEuOejnxDdPyWmf84Q3ie/5PW/Ipp/hsW9n2Fh9+eY2/4pxldYoZ1+jZbhx8TTFrJr5hCfN4iw5HZ4y6th6ynwHE+cRULTIIzfOdF6S+iI9ZJF122zKJjYxMPOMws+4cRzQjPis/uQXTmFclZ0xf32zrzC2NoXmN76EWZYoZ7b/ynmD8R46y8xNP8OnaNPUdWxjdzaRSQWjBN83fzb9bDzLmZFKBkahgqoi79LJIoWZNHa/OGEYQLHIh9OHKaEtIjYL/CsS/iL9ZM1CU8tHcKZ0daQQVXMQC1asg2JPzPi2YYAdCFg/eQwCuf9JcdAO5WQS+bt0sMJ50gYF8bAuJjgLSPQS3kMf/9MqqJg3cjXoiUBNoxlSxys2rndkQLrtmRYNSTDui4VzvW5cCjOhE0G9yckw1JOXAfwvjyjYOYq5mEgEPl8dXXFYwwlpLmtxceqzuesQWhq8LUXiNYJhjqBqqETAENLBazdU+AYmAsveRmC4mqhSGslmvuQVTaJgtp5FDcsobR+CSV1iyipXUJV0zqaew7QRCTX9eyhse8QrUMnfD+eoXOYFd/+p2jqPkJ1yzYKapaRWjiJyNRuvs/ic5HD9yZO+mejGE8uteQT81qaQXxNg6CpHiBNeCaN39bzwyNdL6gYeUPbJhC67jzGPwA6IYHQiyCk40Kgl8TbpoVAKzMY2nmh0C7i5RJl+H6Xy6FdI5DMczaxrNfMc3RrJHQZ7ZYIaLfyNWvl+1UXDJsKGTx5jgrJCUR0WgDSErxREOGEwkBL5LJelWZ8F3GaV6BQuwGfR7dhcus6HlwhTonQ88yF81dwgXXY86y3nmMpwCy6Rws8i8siSkiflsolrEQ37k9x/vzpjNu3WXd9pHIf6ppns27ravN3TPcM0XrEs47U8vzhmOfbhPOdO+LyXSk3BaJFt22xZBXxfPEiofzBY/o+/+4nn17GlZsaeKTlAEvnOPhHNvJ7tIS8ptco7/sGLXP/Ae2r/4Vw/l/Rvfu/onP3n9G++5/QtfNPGNj9J4zu/kdMHP5nTD/+L5g++S+YIpinHv8HTD/5JwL67zF6+HcYP/5b5m8wcvgHDO7+FkOM6G49sPkL9K3/DL1rP0EvIdyz9hVaF96ibeENOnm+69v8HAM7X6B/+zP0brxDH9O1+hbti6/QNv+aeYPWuddonn6FysETlPDzWNCxj9yWPWQ3bSOzYROptatIqppDcvUsUmoWkFS5iLjSBUQXzRHNM5Clj8EvcQje8QPwiuuHZ2wvXCI6CGei068V0hhngU/RpdpDoPk0Yrmp0wg88xhGbNt4c5/o2s1SdPG2JKhFLDzbYO7R+keRxk27K3Pa/fovRdny+y16me9akUXrs1hruZl/uwU2Pq2wJfhFxLbY92HLtTJmovu2y2nMXXk/jAUhbUnMi1K5708j1qU2d2vh7Vtg7CIgLZbBaiGgiWgvXkdA28ia4KhohWdCF4KzhxFVOoX0pgWU9G2gceoxelYI540vpAwzvUtv0DX3An1Lr9HL97Zz6hlaxx4zx2hjKYbwVHatI7dmGnE8LwVEi3WlC/lYM2DskEQ0xxLMcURuHAztee524LnVLgHGlokwtUxh3S0NpjaZMLXNhqmdwHGehGIT+yIY25fCxKGMt6ngdhlMHMtgysuGNkVEdbG0beZUzmNKYeTIY53LYezMY9wrYOVXC9sgPt+AOpgHE9ERRLTovh1fBeu4ctjElcA2vggOiYVwSSmAe3o+kwtXYtklKRnuKWnwTkqDb2QiAhUJCIpIhCwsAbLgeHx08/I1CcRKPF8+9z3cuPwpHhKcIrevi5ZngedzuHbh4mk+vYBb5y8Tzyx524dXxHhn0ep8F5p3TlueRXdrsVyVEs9ahKf63Yt4dP0CkXwFqjz5CDwLNCsjEC2ue3jjMuF8WSrFfnWCXFXM5n1XbF/DgxsXcOfSR8zHEqA171yWumELOH+IZ+07F1leguYtAWkim3jWFd23eR9at4jpm5dgxOdoRXQ7q9+Bm+ZtuKlfh4vKJSnOKpfhqnIFzsSnG0Htq3oFYQRpjM4tZJs8QKe3GXZSA/BZaQy+rozDL2ri8Q1/ZL8mln5EPH2V4o23kc44CbLCUYAldgKssMjbjDrqoJO3b9O+gz69+5gwVseMpTbm7fSw4mKIFeJsxd0Ai8Tzoje3A8ywrXDAMX8onqYG4klqEPZivDEXYI9+FyO02mqixugeyrVvSK3QNbq3Ua1/B2VEYy6fT9L98wi5+rHUbdv94seQq11GlbUKZvwNsRvtiOM0ojxbhpMCOU5YWThW4rksEjulouu2AnsVkcSziALblaGsWIcS1QR0cRDW8v2xku2D1SxvrLPczOR2MivmsYRytB0WE5yxmuqBJQHmJGepXMvwJqg9sUhoLqUQ20memEtww0ycKyajnTCqsEOfzALNfiYo99KXlrLKctZEsr0qoqzuQWZ0G/6GNxFo/gCBVqrwNn8EN1Mi2kIVbmaqcCKkHQ0fwFr7lhQxG7e4bC/GP+veI5YfEs93YE1AO+urwMNEW4qz/iPY83hXo4fwstCEt7U2vKy04GGuCl8rNUS4GiDRwxj5gTaokNmi0t8ctQEWaAuzQw/R3x/vhpFkD8xm+WIlPwgb/CxsFgdjtzQEzxri8LY9Da9aU/GkMZGITsazlgxeFmNCC/GeeH4/VI53hLNodX4/Xod3E/V4O1GHt2J7TLRC8zIBLRAt0Px6pPlbPD8hmEWeEsYnPVV4TDwfdZbjqKNMKo+7KiTw7PZUYLO7QmqRXm4twVx9AcYrczFanoNpwnmytggjFbnoKUpHfQbxHOGHJH9HpAa7oTjWD7UJgWhN8sN4djBWC8KwkRuE3QIZntVES5M8fdmbj1/NNeDvtgfwq51xZMbIoa9HIOsbQF9XH9paurCysiaGDaRlrPT1TYhqAtnAjIA1Y+X5NLp6hDLhLNZ7luAsWp31RUyk43QNrQhhhzM8e8LEyhfmdsGnLTzWrJxaCDizNGOl1FSMGSSqWSEUYzsFDvQMFKzoiERAn5V4fWNW2I1lMDQJggVjbxYEd0sZ/K2DILcLQrxDIDKcgpDvEogydxnqvEPR5h+G3oAgDPr5YNjfF6MB/oRzAGaCZZgJCcVMmByTYREYCo1CN9MSEo06WRQ/O9Eo4gk4KygWab5yJHkEIc7VG1EOTpBbWyPM0hxhFqYIMzNGiKkBQoz1EWykh2BDPYQY6SLMWAdyYjnSjGBmos11EG2mhWQbPWQ6myDH1YTfGXOUeluhOtAeDaFO6IlxwWiyCybF9zDbF4v5MiyzIrtSHI7VUjnWxfCMqjjs1CZitz6ZSWHSsNeQhYOmAhy1luGgXfxDphYHvS04Gu7F44lhPJuexLPZWbxcWMCrxUUpL+bm8GJ2Dq+m54jpGTydmCKEp3AsZQZ749PYGZ3C9ug0tsdmsTU+i80JZnwe29zeGeP1YzPcnsPO+AJ2JpewN72K3dlN7C3sYHdxH3vLR9hfPcHB2jMcbrxg3mB/8z0OmMOt99x+h931N9hafYn1xadYnDnE3MQepoY3Md63ioH2WXQ2jKGxuhtVZY0oKapDTm4l0jPKkJFWhJzUXBTzR7QqOQn1ifHoyEzDUGkJJusaMdc5iJXRFazNEuOsLG5tfoFdwnHv5NfYe/477Lz8A3Ze/Q02nv8em4T01pNfY5flHqG7/fgXBPY3UmvyBvG8fiIA/I3UwiywrETz3ivRZfs30n5x/fLhTwjkHzE/liAtLq8S0SsEu9TaffQz7mMOviGgf4LJtS+ltaPbx56inngqJqhSiycQkdYN34ha2LnnwMAyloANg5ousUawaeiIicNkUvdhQ9MomNskwt49G94hZQiOrkd0aicySsZR0rSMpr4DdI8/x/DSe4wTy5OsXE9t/RCzez/B1NoPpPWqxZjrmu5dFDSuIK1sFlGZw8RfB9yCa2DhkgNdcyJNtHwbyPmdlEtwVka51rMSyB/CWblPtE6L46Tlr/j41TT5+DWDCb0QIi8IamJNZDFbta4f1Iz9pbGjmo4B0OZ3V0/G81I8/3ZKODRTeF7IUMA4PxqmhbEwLYqBWTG3SyKJ6AhYV8fCsTkJzq0pcGpLYlLg3JkJ954cuHflwa0tD67NBfBqKoV7RRGc83LhmJIFm8hU4jkehq4EoK2YXZzPTU+sR81oBUNHk5gknLVVuF+Fr7tKELT4uLU0A6GhIdZl9ud5TQ4bjzQ4BxXCN6oG8tQ2AmoQOdUzqGjdQE3njpS6rj3UduygtnUbjZ0H6Bx6KmG5bfQJPwPP+F68RM/kK3SNETcEdFPvY1S376KwbgXpJZOIzuyVxkI6+BewopoATdNw4lisRS0wT+iqB0JHlXhW8Yeaqg80tE67bT/U9cQjYy9o8LXVcmMkPAfBIDIYBglhMEjla5vF55kjg2YeAV3E+yvh8yWedUp5Lq7ke1ATQTyzbBR45vvaGiXhWatFAZ02OQw6+N40hsCqMgCuRf4IyPFDOOtXcXEeyIxwRE6AOXKcdZBp9gCJ2tchf3QV3veuw+zWDTxi/fQS0XzuHOEs4fkizrPuev4DqP5lPJ87w7NorT5HPJ+T1nq+fefa2aRhj6RJwwSeDfT1pO7bIjo6ulLLsxLPpzlFs8itW3ckPF+/flPKFbHe85/i+fsCz5f491TxSN0alg5y+MsrkJA7jrz6Q5R1f4Hm2T+gY/Uf0bPzn9C7/5/Rs/9P6Nz7R+L579G39e8wxIzs/T3GDv8BE0f/gMnHf4+pk3/AzFOx/XcYO/or5vcYPfoNhvd/RQj/nHD6MbpFr5WlH6Bj4XO0L7xniGIBZ2K4beE1ulZeE8ufYXCbgOb5tnf9HboJLgHn5pnnaJh8hrrxp6gde4Lq4Sco7j5AbusOMuo3kFK9ioTyRcQUzRPI05DnjjLDCM8dQWjWCIJSR+CbMASv2AG4RXTDLbJH6qLtIu+EnawZNkGNsAlshq2faEk+BbL1BzgWUYL5Q1Ar9wkM/+k+a0+xvvMptD+8zYcR46c/RPJfyv8onpVoVh4vZtUWSJbAfJYP8fyXYu7aTDg3w9SlmZBsgpEEaG67NcPItR6GHrUw9amFpawBDpGt8EnrQ1jhOJLr51DYu47a8SN0EMl9a5+hf/1zDImSeO6df4k+pmdWnEtO0DZygJbBPTQP7aB+YAMV7Us8J00iLqcXATH1cA4sgbUHAeyYAX2bFBjaphG/aTCw47Z9KrGbTSDnfgtlI7sCKYYiRLORYwlTBiOnCqbyLFUwdqrm+amKcC7nfZbDyKGSf4PHENYCz6auhLRLCcsyWHlXwY5wFrGSVcA8vBSWihKmGJbh+bBR5MIuMhvOMVlwjcmAc1QS3GIT4JOYiICkRPgnEspxsYiIjkNMZAzimPiIaCQoIvDR9YtXcPnTc7j06fclOF/85CMi+mPcuXEeD+5cYnlR6rot4fniBdy4RFAT3Lf5RRdwFrl/ici9cZ2AFmOZCV0CWOPOFWnc8+mEYbxOwPnmOaKY2D5DscCziLh87+qFb1uhlYAWkaAt4foKjxWt0KKF+qLUrVvg+e7l70Hl+jkC+aKEZr37/LssBZx17l6SEK3Bvyuu1+F96PGEKqLL+9IloA35OK0eXYezxm24E7OeWjfhqXmdiL4GN7Vr8CA+PRlfjesI4nUKnTtIIEwLCan+QCscZAThi7I4/ISVzl/UxOGnZXL8INcPnxGF72Kc8TzYBoe+Ztj3M8OWnwXmPU0wQjx3mT5Ch/599Os/xBjxPE08z9nqYcnZQILziochlgWcfY2xHGCCzTBrHMZ54klKAPEsw2GCP1ZDXTHuaY4eBx20mD1CrcEdovkeqgzuoUzvLoqYTD6XyNvfg9+5j+Dy0Ufw5usVp3kTjQ5aWJCZYS/WCUcpXjjKDMDjgnAJz4/LY3BcHocDVqZ3yyOxVx6Bff7ACTyL5WYOCOi9qnBsidZn4nm9wB/rfM4Czhsst7P9sJnuhZUkVywRzsuJLlhNcceyFDesZ3hhi5X3tXRPrKR6EtbeWE72wkKCO2ZjXTAd7YxJ/iCO8Dl3ySylWbjLfU1Q5GmIXDddpBHRcbZqUFipINRSBTLG2+w+PEzvw9OC21YaRLSahGXR6iyt+3wGaBut27DTuQsng4ew1uR1fN8ddR/C00QTnqY6cDVQgT1fHwFoR74/bqaq8LLUJMhV4EmgK1wMkMT3sEhmh9pwJzSG2qNd7oT+WHf0xXugj/gfSnDFdDqfU26g1PK8RUAfVcolPL9pS8XbtnS8aEmRAH1Sn4SXzVl405Ev4flzwvmz4Up8NlYn4fnVSCUBXYfPp5uktZ7fjtTg1XA1Xg+L61vxfqKNkG7Gi6EGCc3P+kUrNSEtWp8JaAnMZ3CWQN1Xje2ecmz2VmCb2xvdVVhqLcVUDQFdnoeZuhLM1BMIBPRwRQ468hJQGh2ARB9bhDoYIT3ICRVRXmiI4nNN8sECK0RrxPNGjj8OWCF6w+f1w4FC/HCkDL9bbcd//mIby4Ot8HS2hYmeJkz0dVihFZOsGEFbV6zzfIpmTYJYg1DW0DVmjKApJgZjdKTWZuKZ0SacNXUNWcEX60YT1UZWMDJ1gomFG0wsPWFGPFvYBMGMcBbdgYwsw2FoLhAQwuOCpegZBErRF0s+GQbD1CgUZibhMGNF0dRUxu0AmJv6w8bUF07mPvCy8EWgpQ+i7AOQzEp3lksAilhBrPQIQIOPDB2B4eiVBWMwyB+jskBMhBDNimDMR4RhITICc5FRmImKxlhkHAYi49EVlYjWyCS+fskoV8QjPywK2YGhSPfx5+fKg4C2R6S9ORS2xlDYGEJhqQ+5BbFsrstSH5GWhlIpt9BDlJU+Yu0MkehgzMdmjBRHI2S6myPf1xolAXaoCnFGQ4QHOuL90Z8agvGsEEznhmC+kFgui8Z6ZTw2a5KxVZuKrZpUbNSmY7s+C7uNudgjlneJgV2W+0TzYWctjroacNjbisP+ThyNDBDOE0Qzkby4gpfLG3i1to036zsst/CCl18urRPUa3g2t4KTmUUcTS3iYHIBe8w2Qbw+Ooc1ZpVZYZakzGNxhBmew8LwPOZHFjA/vIjZkSXMj61ibnydAN7G7NQu5mb2MD93iIW5x5hfPMHS0jOsrLw4zfJz6fLCwglmZw8xNb2LkdF1DAwsortrGm3No6ir6UF5SSsK82uQnVGM1NR8xCXk8IcyHVGRyYiPTEBaRAxyFQoUK8JQlxCL7oJcjNbUY75rEGvjq9iYe4LNlTfY2fkB9gnZw6e/xuGrP+Dgzd9g/+3fYOvlX2Hr2e+w/fS32H36G+wSzluE7iYxrITz6vHPpHwIaIHmrWe/+jbiWHHMn+J55QzPImu877VjHnf0SwnQM5s/wvD8W3RNvkCDwHPLOlJKiOf0bvgoamDlmgEd00ioEs6PtAKhqhUEdW0ZAUogEdEGJpGwtEuW8OwRVMyKexXkCS1IKRgmuBZQ3bHFytMReqZfYGD+DYYW3mFk9XNMbH4lTZo2svgZuqdeoq73ACUtG8iqmEdszhhCk3rhLW+ErVchK0BJ0kz3Uos3/6aYKEwZZddt0QItSmXr84dwVrZUq+iIiccCoSLArE6kaRCnGnwuav5QVRN49oeGCUFqHQQNx0BoexJxAaHQjQqHTmIY9FMUMMkU45UTYFmYCMuiBFiXJMKmPAkO1clwa8yCD8/Rfj2F8O8tQmBfCYIHKyAfrUXEWCMUQ02Q9zFdzQhurEdAeQ18c8rgHl8Au+AMGLvEQMuCj8nwdOZsNY1APk4+HjVeVmUeyqD+IABqD/lYiVOxprO6ph/PjYGwsIuCk38OvCMqEZLULLXsZJRPoKR5ma/tHpoGjtA8eMz34jGa+o/Q0LOP5r4jdI49R9fUC7RPPUXHFCu807w8/RKd/Dy0jTxFI48VvQIKG5aQVjqO6KweCef2frmskIo1wMP4uonZvhktPj5VPq5HfFwPfaDyyIvPwQeq2l54qHeKZ3VLX2i4MH7+0A7mOTYyBIYJPA+nE785fJ1z+fxzZdAqCoaOBGc59MoVMKgmlGujoFGngJaYZbtZjHfmvpZTPGu3yglpIrxOBoty4rlQ4Nkf4am+SEjwRIbCCVmsX2UTz6LrdoreLcgfXIHH7cuwuH0dqlev4fL5Sx+0PP9lPCvBLPKX8Hz5yjncZD314aO7UNd4+C2eRcvzKZ7FjNt6UFdXl7pt370rwHyKZWVEi7NAs2h1vnr1uoTnS6xbnz9/2o38FM8iF3Dp8l08UDGBOX/bfEMKEZs1gNy6bZR3v0Xz9C/Rvvq36Nv9Dxg8/I/oP/xHdO//e3Tv/i0h/NfE7V9jaPevMbz31xg9+BuphXni+G8lMI8c/AaDe2Ks8k/RJ7ph83zRtf4VOhc/Rwe/uwLNbTx/tJ3BWaR7hd9ppmdVgPlz9Ky9R+fya7TOP5damxv5easeeYzyfn7n+Tks6tpDXtsuMho2kVK1KrUqRxXOEstTCE6fQEDKEHwSeD5K6IJ3fCc8ojvhohAtywRmUCtsAlphH9wJp7Aewpmw9SMQRctpINHpI1qYT9GrjK1PlxQlgr9rOf4OzKJV9sN9Ep7Pbq885s/FnGhVwvhP8+cAfVqKnKL434JnAWdlRAuygPKHOcXxaQvzX4opwSzQbOLcKMXI5bsYutTB0I349KyGmV81bEMb4JnUjdD8USRWzyCvYxlVQ3toneW5YukVevne9i+/wgDTv/CC54/H6Jg8QMfYHlqGN1Hfu8Jz0DJqexZR0jqFrKpRnp+6ERTbAFdZGc/xRTBzySOGs5gc4jYPBixFjJwIZJdSlqUwZPSJZSkOoiyDgXM5UwFDERfCWUo1TF1qYeJUS0BXS3AWqDZxKocx4WzsRDS7FLPMh7FzPszcC/kal8Devxz2QSX8XBXAITQH9iEZsJelwjE4BW7hyfCNTkVQXAr8I2OZKITFxyAyKRaKuChExcqRlhCFrPhI5DL5TGE88Sxakq+c4wnhUzEZ2Ok6zpc+/Yhg/gT3iMt7xOvta5ekMc/XmFtXrhLAt4jXq7hz4RJunRdjSi7gwbWrUL1FEIuTFU8sArpaD65BV/UmdMV453sXieFPGVF+iOLruH/tIm5d/ETar3KTJyWWD65fkvaLUkTcn+i6rXn/BgEtJhkTf/NTqeX5oei+TewrwSzyLaRFd+3bpy3QUuvzPaJZtEDzxKpDhBveuSzh2UnjFjyIZ29iy1f7FNAeBLMX40tMBRHNcr37iCGokonTclstjIY6EJ0h+AGh+bOaRPyyJl7qsv0Z4fgmzhkvFbY44Ul918MIu96m2PA1x5yHmGlbC10mj9Bp8AB9RioYM9XEtJVoedbHIvG87MYQzyteRlj1M8FqIOEdao29KBfsx3pK3bb34vywJvfAgr8tpt1NMeSghy5rdbRYqaPWQhWlJg+Qo39bmjws6MpHcPv4I7gSz7LrnyBD9wE6XQ2wFm6NoyQ3nGT64gl/2J4WyXFcfDpZmAD0oViuqkyJZwUOGNHyfFjDywLPpcHYLArCZmEgtvIDsEk4b+T6SnjeyvDGGrEsAL2cyIgy2YVYdsNGpg82s3ywmuZBTJ8CeinZA4uJfD4JHpgjQKeinDBMPHcHW6ApyAI1/qYo9zZCsZch8jz0kemqh0RHbcgFns0fwMf4HjwN78FDrM8sQVcVTob3YadHMPP9tNG5BVu+twLRttqngLbVvit137bWuAN7nftwNlQjotXhbvSQeL7J/Tek7t8C0K6iSzhf03AHXSS4G0l4rle4oC3CGX18T8ZS/DDMH/OhRE8MJ7ljJsMHK3myUzwXynBQHobjqgic1MbgaX0CnjDHdXE4qo2XWp7fdRXgM1bIPhdLVRHQ70aq8Ha0Gi8J6bdi/PNkA5Fcg5cDlXjZX4FXQzV4O8x9I414OViHpwLGAsjdlXjWW41nxPMTbp90V+C4owzHnac5Ipx3efudwSrsDNRgq69WWsJqvrEUM7XFmK0v5XY5FprKiehiDJVlEA3BSPUlnm0JNgItP8gRbfF+GEwJwCSf83KWP9b4nu8XB+NlYwK+6M3BV8PF+PlsLf5wOIpfPF1FS2kGnM21YaarBiMCWkNTBzpGZtAxsYKmkQVU9c1YATZiZUwfGtp6rEjrs0ItxkIbs4JMYIs1oQ2Iat3TCcYEpo1MrWFu6QRzazeYWXrAzMJTWufYwoIVTosgKebmgTAzCyCK/WFu7A9TAx+YGvrC3MgXVsZ+sDULgj0rtfaWIoFwtPKHMxHubu0HPzt/hLGiHe0UiFR3GfK8glHiE4waPxma/IPRIQtDf3gkhiPkGIsIxVRkGGaiFZiPkWMxNhKLCTGYi4nGVHQMRmJi0RdNPDOtUQlojElEmVyBnOAgZAb4Id3PAyk+Tkh0t0WsixlinIwYQ8Q6GCCGieN2kqsZH4cVkt2seJwVUrxsiG47ZPnbIyfQEXlMoVi6JcwVVRGeaCCaO1JDMZAbjYnSJMyUJWK2NAGLFSlYq83EZmMetpqLsN1SwpQx5djk+77eVIaNpkpsttZgu60ee92t2O/rxn5/j9TVen9kHAdTczieWcXJwhaerO7h2cYxnm+d4AUjtp+sHuDJ8i4eL23jYH4Tu3Nr2JxaxdrEMlaYpdFFzAzNY5qZHJzD+MAsxgbmMMpSZITIHexfJHYX0M+yV8oSegdW0Te8gb6RLfSN7qCfP+IDE4cYmDpmjjA4sYehiR0Mjm+jf3QT3YOr6OxfQEffHNp7ptDYNozqhh6UVLQit7AWaVklSEzOQUx0MuQRCQgKjYF/UDQCgyIRGhSGmCAZUmWByJb5oyJKjtasDPRXVGKqvQcLfOwrUwdYY6Vie+Mz7O79CHuE8R6xvEdA7zCb3F49+TU2Hv8KmwLOB0Tu/s+wpux2TRCfAvin/wLPm6I79weAFtevHJ2CWQnuNd6HhGZm4wmRfcLjHv9aAvQcK8SjS6eAreneQ0HDCpKKxiBPZUVVXg1r4lnXLApqUqstoUk4a0jdhc9ans2iYe3ACoZnDtwDi+AbVoGwuCYk5w9JXYXLW9ZYedpD+9gJ/8Zz9M68xMDiWwnQw4T0MCvffbNv0Dx8gsrOXWRXLxHPowhJ7IZXOCvAHvkwsEqUWp6VLd5isjAVTX8pyrHPyiWpBJaVmBZ4VqJa2fL8iI9fVSOIoCG8tUKZEGiKpZ6Iai2DIOhYhEDHlnHmfXqFQdef9xfO+40NhUlKNGyyE+FYmAbnkky4lGXBvSIbnrX58G0sQnA7odxbi8ihBkSPNiN+rAUp453ImO5DzsIocubGkDkxgrThEcR39CGytgNhRU0ISKuBh6II1p7J0BXDSMSyWWd4VlUPgLoaHx/xrKHCx/2IeH7kB021gLN1nANhaBIKW5cEeIYWISi+Hor0DiQUDCKjYhKFjUuo7tpG0+ARWkYfE8QnRDTx3HeAxoFDtI8+RdvkEwKLqOb3o2WGx8w8QevUEzSNn6B++ACV3RvIb1xAcuko5BntfKzlsPTKgIFdDNSNxBJmAdLyX2Id6kcPvKHGqD7wwqOHntzHbR1PqBh4QdXUm3j2gbqTD9R8fKEZ5AddhQwG8WESng2z+Xrn8HOVw/e0gO9BMS8Tz/qsWxhWx0CXgNaoCYc2AS1m2RaThYnu2zotERKgtZpCoF8rg7mE50AE5gby8frzu+uLjChXZPibI9NRCzkWj5DKeo/i0RV4se5ndecG1K5exZWLZ3BmJDgTqBcIaiWQRancFmj9S3g+d+5TXLz0Ca6zjnr/we1v13vW0dEimHVgYCC6bosZt/WltZ4fPnz4b8KzNP6ZgBbjsv8Iz987x8d5Hffua8PY3ANegRmIzexAfv0aqnpfonnqa+L1txjc/fcYOfoHDB3+Hfr2/wq9u7/FwM7vmN8Q0b+WMrj7KwztM3u/JJQFln/M/BBdG18SzV+ic/0zKT2rXzCffwvl0xDK3Ne/8QP08die1c/QtSxapN8QzKKF+THqJ14QXk8I5n1kt2wgg48xtWYFiRVLiC9blNAclj0JWdoY/JOG4R03APeobjgrWqQ4hbcSNq1EcgusAwhK0S3brx1W/sStMgHiMtHrd9Zl+k+AKwD832t5/nDfn0bA+i/l39ry/Kf5t+BZ2WVbOU7a1LWOtxMtybyPD8AsunCbOvP6fyUmzg0w4XF/jOcGph7GvG9jD+LTswamvtWwCa6HR1wnQnKGEVc+iczGeZT1bKJxXJwrnqJz9im655+gd57n+JkjtI5to3lkFa3Dq2gamOfvyhSqOidR1TWJ4uYRZFf1Iz6/S1oKS8yr4eBXBgt3gdoiYraEIYgFjh1KocdtXecq6LqcRl/EtRqGjIFrJQyIZQOXCqaceC7n46+AiVsVX5tqYplxrCKYKyQ0mzgWw9SpkM8/n2U2TB0yYOaYxtcuDTae6XD0zYFbYDZ8gtPgE5IE7+B4eMv4Wx8SjeDwWESyXpaQkICkxDikJEYhJUGBtMRwZCTIkZcUioq0MNQw9enhaGKaeU776DrhKyYBU453vvD9j3H+ex/h6oXv4a6YAfvONeYGAX2ZoL6A21ev4OGtW3h4/QbuXb6M27y9yN3LlyT4qt/jyYq3Oe1mfQXahKmu6i1oPrwKldsXcO/aOamVWcBYtDKLLtmiFPuUUFZG7FPm0c3vAK1x75o0o7eYUEzg+cGV70P1+jmplVkJZxH9B1elCcEMxIzdPF4JaO1bLG/wWALckOC25GNzUieYiSofgWdCy0f7Bjw1rsFL7Sr8NG8gRPcuogwfIN7oAdKYGkd9zEQQnvxR+JLQ/Fl1PH5RFYuvC0PweZo33sYSz+H2OPG3xL6XCfZ9zLHpZ4lZ4nnARhMdxg/QwfvrN1HDuJk2Zqx1Me9ogCUXw1M8i9ZnQnGNeN6QWWA73AbbCkdsRrhgN9oDu7E+2IjwwrrMASvevF93E4zwdt3Oeqi11UCuyT0k6V5H+P1P4Hn+IzgTzj6ffoSY+5dRYqaJQR+CPNoOj9M88Yw/RM8LwvCshDAmoA+KFTgui8IB4bxfFoG9CtFtO5zbYdgnAg8qw3k5TOqKvFMswxYBvV1AQDPbeX7YySGeCeT1dC+pu/YKgb6S7EokCzy7Y13AOt0Ti0lipm1eJ1qfRUt1qpfUAj0f74bJSHv0y8zR7m+CRqbaxwgVnvrSespFTB6fa4aLHuJsNSG3UEGQ2QP4GhG6fO9cdW7CRf8OMXwfDsSzve4t2Akw63Jbj2gWrdEaN3n5PgF9/9tlysT4Zw++H14mqrDXuglL1Wuw1bolTSLmaaYKHws1hNlrI97FAGKysJowR6nluYuAHor3wliaPwYTPTCU4IbpNC8sZftjka/DUqY39opk0ut3WElA18TiWUMSnjenMKl41SKW88nH+94ivOsvwZv+UrwZLCOOCWeCWeD5zZhoca7CCwHn/kq8HqzGm2ExkVg9IV2L533VBHQF4VzJY6rwvLcKTwjlky6B5hI87mA6S3HYXUYAVWB7kDjqq8Q6b7NMXC80l2OuoQxTNUWYqy/BPDNbV4Dp6mx0Z0aiKMQViR6WCLPURpq7ObqTgjCRFYapND+s5gRiMy9Qeo6HfI5P6qPx+UAOfjpdia8J6N8/ncGXO2PICHeFsdoNWBrrQVtPD2p6RtAwtoSakRXUDCx42ZgVZgFnwlpE34CV5zM8GxlD11BgmqgmoPW539TEEpYW9rC0coaFuSvMTV1haeoOa1Mv2Jj5wtbcD3Yi3LYjqu1YwbPndY5mPnCy8IKrtS887ALg6RAEbwcZAlxDIHMPQSij8AxFnK8caYEK5AUpUBIcgeoQBRpCFWgNU6ArXI5+MSEYYTxGKI/HKjDJciouQspMXCRmEgjnuBiMEtADsTHojo1HW0wcmniirmNKFeHIC/VHjswbWUEeyA5yJaSdkOZnw1gjg2UGy0yWOUF2yA9xRmGoO4oVPiiO9kdJdBDKYoNQGSdDZTzDsiqeuE8MRUOqAi0ZUWjPItoLkzFSnoXpqlzM1eRjsb4Yq80V2GirwVZHA7Y6m7Dd046d3m5sdrZjrV2kE5tdPdjuHcDe4Bj2hqewMyy6Ws9hb2oN+wt7OFw+xuHqExxtPMfx1ms83n6Lx1tvePkFDtaeYmfpCJtzu1id2cbi5AZmR1cwMbyIsaEF4ngBQ/1zGCBq+/pm0dMzi87uGXR2TrOcRUfvAlq759HcNYOGzlnUM7Udc6jrXEB9zzKzSrito6F/E/X922gY3EXDwCYaeF1jzyIaeNva9mlUt4yhonEAFQRzWV0nCiqakFlUheTsIsSkZkMen4wQRQwCCGWfgFC4ewfD1VMGD29+HrwDIPf1RYK/D9ICvFAcydc1PRVdxSUYbGjBePcYZofWsUS0ry+/xMbG59jY+ZHUsrz9/LfE728J5F9h6egXWD0kcg8I3j1CefcnWN77MZa+bTk+xbAAsuiqffDmr6RxzgLQylKgWmB6/eTnRPJpq7WI2Lf5VFz3a95egPs3BPRvsHb8K8zv/ARjy6z0Tr8isnZZ4V6W8KxI64Z/VD0rFPkws0+Wlm8TY57FJFXa+mESnEUXamOLWNg5Z0jrM3vKShCg+OOW5/KWddT17KKNcOuafCbheWjpPcZYuR5nBVx04x5bYUV75g2aWKkubtpCctE0ghO64B5aB0vX027b6nrhUCWcVUVrLMEolqp6pHG6ZJVy/POHeBZw/rAVWpTa3C9NskVAiy7Ruro8VjecoOFt9fl8xFJPlgSbHUtn3oeYAdufCZPDLCYKdqnJcMvLhm9pIYKqyhFcX4XQxmrIW+oQ2dGI2J42JAx0IWW0D5mTw8ibHEXR1DjK5qZRtbSI6qUVlM8uoXh8Ebl900htGkFMWQ/CslrhH1sNJzHLuF0c9EwVfI35OMU/Cvh8Nc5aybXUlSEuNcWs3DLo6AURTGFwJLy9QosREFcDeVo7K6f9SCsfJ3rnUdG5gfrBAzSPEccETNPIIer4Xagf2kPT2BHRfIT6mQPUTu+hbmYfDbMHqGdqp/ZRPbaD0v415DbPILF8EKGZLXCLKIaFdyr07aKI52A8Ev/I4HuhouZLPHtBnVF75A2VR558/LysSzQb+0LDgui38ZfwrOrtA41Af+gQz/pxoTBMDYNBJl/77GBoZwdBR+C5iO8LAa1XqoBhRTT0qiKhUcXPXq0cug2R0G+KkvCs3RIJ3fYI6LfxuPpQWFTJ4FIcCL/cAISk+SI+2QfZcZ7IDLJEhpM2Mi0fSi3PUSrX4Hf/CmzFyizXxJKrlwhTApo5/+k5iDHPF7n9P4Ln8xfEjNusn55NGvYhnkXEUlWi5flP8Sy6aiujBLRAs4iy67bA8x933f6Uly/izh0VGBjZw903BlFpdcirmSVYDtE4+g7tcz9G36ZYJkogmlDe/QX6dn6Ono2foHuDSGa6NwhlEWK5e+MrIvkLlswWkbxJHDM9W+/RvyO6YX+B/s3PpW7ZveuihVmUzBqPJ6QFmjv5PRct0S2zr1A39hSV0qzZJ8hv30d63RriyuaJ5SnIcycQmjWGcKI5JON0/LJnTB9cI7pgH0IkBzbAVnaa0+7YTcQxMUk4W/gQtGJyL89WmIjxx9y28e+SQC1mlDYTOHVv/Q63H7Qk/2t4FsD+8HrlfYiuzv9aTpe9+vP5UzD/8XX/NjyL1mYlnE1camFK7CrHPP8LIDvxmL8UcT1va0o0m56NeTYmvAWejXjfRu61BHQNTLwqYRlQC+eIVvgl9SCiYASp1VPIb1lCZe8WzyG7PJ/s8ryyTTRvomV0DY2D82jom0JD7wR/f0dR2zWM6s4hlHcMorCpD9nVPUgq7ER4SjN8IurgLKvm86uCiehKTfQau9ZC37GaqSWca6HlXMfUQofP18CtFobSY6uDsXsVH6todS5jivm8TluULdzL+HoQy/ZFBLIY70ww2+fydywLlo6ZsHZOh41zMuxckuDglgAXjzi4ecXB2z8JMlk85KFRiAiLRGRYBKJ57o+XhyE1WoHMWCKZUC5LjURVRiQq00KZYDRkydGeJ0dPXgj682UYyg/FCK00VhBOPJ/Non39kuiW/d2az5c+/Rh3rl+Gyr1bUH94V1r7WeD51tVL3L4B1Vs3CehruHvpEm5dOEc8E8PEs+b9mwSxGMvM2966yMvXoEc86xAnGjyZSeOVr36K21c+xQMBYmJY9e5V7r+I+7xOmQc3efk64Xz9vBTR3fsU0Nd4n9eltZ/VCGGxtJVoeVY7a3n+EM5i/LPRI5b3CerbF4nmi9ARa0P/CZ4tCEoHtetw17wFb+1b8NO5AT/iScDZU+UyfFgGE1wxRg+RaPwQWWaP0OxhgqVYLzzNIZ5LovB1OVMsx48I0S+IwHexrnijcMKzIBscEqr7fgSwvxXxbIJ+a3W0Gd5DO/E8QMiOW+pi1s4Ai85G3+J56QzPq77Ec6A5tkOtsSN3xDbxvB/rjYMEf2zH+GIr2AlbrFyv+lpjhjjv9zJFtYMWMkzvIUrrMvzvfAyXcx/B9fsfIeTa95CldQ9NdkaYltlgP8EJj4nYk2w/nOTJ8ISP/4h43mcOSyKwX0o488dtryycUA7FbnEwdkpkTBAvE4OlwYyM+wOxU+CPvcIAHBQSUQT0drY3Ae2FjQwPrKW5EdLu2Mz0lC6LcjXVlUi2x4IYD53iwRDOSe5YiHfFXKwLpiIdMBJqhZ4gczT7GaPeywA1xHOVFxHtbYIyH1PkuRsi0VYd0dZqiLDWQKjosq13G25a1+GiexNO+rfgyMsOBLVoSbZj6aB7l6C+x8u3ed19wlpMHnZLwrSt9j24GDyEm8EDOBDNNtxnr3MHrkanePYTE4ad4Tnf3xpVIfZoCLZDe7gjhuI8MJEWgOEET0LaFVOpnljI8MF0MiGd6IJdwvK4Qo6ndXF43pCI543JeNmchhctaXhWn3I67rmrAG8J6Dd9xXhLPL8bqcTnU3V4P1FLRNfiHSEt8paIfi0mDxNLVp2Ng34zUoeXBLVokX41VI2T7lKmGI+7TvOkpxTPCe+ng1XY7y/HNgG9SYRv9FZgtasCS62VUovzRFU+wVyAyfIcTFVkYrmO4KpIQ1dqKIpDPBDjYIwkB0M0Ktwxnh6M2cwgrOQEYYsnlu38QH4WZDiqDserjmR8NVqAr2cq8POVZvzdy2nMNWXC10oTJloPoKWlCVVdI6gQzSqGAs+W0NA3ZcVSdHljRURXE3oG+gSz0Vm431BfigERbURMm5lYwMrCDraWTrC3dIWDpQecrbzgbuUDDxs/eBHGvoSxv6MM/k4y+DkGIsgpEMEuQQhxC0SYhwwK71BE+oYhyjccCbJIJAdHIoVQTmdywqNQEhGLqshY1EXGoDkyGu3R0eiKikJPZAT6YyIxTBwPx0XxPY/ASHwURhNOM54YjYnEGIwQ0APx0ehNiEVnYiLaEpPQnJSCRqY2MY7ojUB5bCjKY2QMMRzjT6R5oyTSC2XRvgRxADEsQ2OqHK2Z/PvZcegoTEdnWQ46SnPRXpKD9qIstBZkojk/Hc156WjJy0R7QTY6C3PQVZSL/rIiDFeXY7KhGnMt9Vhoa+J73oH13h5+BgawOTCEjYERrA+MMZPcnsTawPS32RxZwNbYCtZGlrE6vk4Q72N7+Rm2V19ic/U1NtffYnvjHXZYAdveeM99byRMLs09xvTUDibHtzEyvI7+/iV09c6jvWsWrcRwK8uWzhk0dkyhvm0SNS3jqGkeRVUzwdsygTKWxQ3D0hqUeTWDyK0ZQk7NCHLrxpHD5NVPIL9hCrmNU8hrnCYmJlHYwNvUj6CodhAFlT3IKW1DVmEjMvJrkJpbhsT0PEQmpiI8Og5Bikj4hYTAMyCAYPaGk7s3f3S9Yc84u3nDmwnx9EC0jxuS/NxRGCFDfVoy2goL0VNTi6HWfkz3LWNxXLQ+P8fqyhusEtDrBz+VMLtOxC4f/xKLh98Qz7/AOhEtAXqfYN7/sNv1KZ4FhAWelROGCUSL8c+i/K4l+jSnaFbmj/G8+eS3f4TnXuJZdJ0ubFpDcvE4IjN6EBTbBDfRrc49CwYWMcRlBHSNFPyeySU865zh2d41C25+RfANr0BIzAdjnhuXWXHakVo6BZz7WIkeWnyH8fUfYGb3a4jJy5b2v8HM1tcYXPwc7eMvCfgj5FSvQp46AC95A6zccqFjFgs13TAJz1J3cWnsdZAE5w9n3RatzEooizHPyuWqlGOgDczE4w+HtpjYivenq6eAvkEEzyHEmJjjwJgxC4O2FZ+bfSgragoY+0bAMjwG9vFJ8MzMhqy4FIrqGsS1tCGluxfpfQPIGBhE1tAwM4qckXGCeRaVC8uoX2BFcn4NTYsbaFvbRcf6AVpXDtA4t4ea8R0U9ywjo3YS8YWDkKe0wTu0HDZu6TCyiuFzkfM8FwItHQJZR8y6HQ59HT5HHWJfm9DXCYaefjB0DYhnC4HnJOK5EP5xVQhLb0VMQQ9SKkaR2zSL8p511AzuoI6V3LrRfdSM7KBicBOVQ1uoHd+T0Fw5u4Wy6fWzrKJkaoXIX0LhyCJy+maQQuhHl3cjKKsBzpEFMPNJhr5DFDRNgiGWpBIza6uJbuQqvtBR8yfweVnNGxpaPtAy8IO2eSB0bWXQtQ+Chqsf1Hz9oCULgm5ECAziw4lnOfHM11/CM59zfgh0C/k8WQnVKQyDfrECOuVyaFby/atWQK8+EgZN0VLrs64Y/9zO972T73NTOCxrQuDCOodfAc/hmf6ITfJFRowXckLtketphBwbVaQSz9GqVxDw8Cps712Dxo0ruH7xEi6eF4C+9C2exbrKSqh+iGcllP8cnj8lnsV6z1ev/fGM29ra/L3SFf/0FYjWha6u7rd4vnPnDvH8r495FpAWLdD/ctzz9yHWpRb41tU34zkqGKGxeUgv7kFx8yJqBw7RPPECnYtfELdfoWf9S/Ru/EAqO4jcrlUxmdeX6Nv6ivkBI7a/IKTfsfwM/dvE8dZbQvo1ejffYGDnPYb3PsfQ7mcYIKb7Nt5KE4H18bwm0rlErBPNbXNvpPWYG0WvluGnKOs7RE7zjjSeOapwBsEZo/BP6YdPfC+x3A3fhEF4x52i2VneAYfQDtjJCMfARsKZaCacrQMEnIlPX2LYuw3mRK6pB6Es1lr27OLlLmmZKXOf09mxLcREX4y5Zxsh3SpFbEuTf51Fuf/PXScmBfvwejMi+o8u/4sQ2ITxX4pYJkoqBZhFvAh+xsyzkWmAhTdR7dMCK18+bz8x4RlBz22xz/xsSSkTN+KWwBTINCUsBZSVgFbmv9cCbeLC2/H2p+Oteb+MmHnbmLcxJFKNXGtg7FYNU89KvtbVsA9thEd0O0IzehFfPIwMArqIn62y9mWUdy6iqmsONT2z/A2ZQm3PGGo6B1HV0YOaji7U8zxZw5S3daGosZPn9w7+xrQhIqMZgbENcA+rg61vDV+baj4WPjY+Dn2neoalcyN0CXpdPl59ot6Aj0s8NoFsM8LZzJlgdiwklAWOc2DhmAMbl3zYOufC1iEb9s7ZcHDOgoNjGpyckuDulgwvjwR4ecYgwC8GssBohAREICwoApFEc4Jcjgyek3JjQlEQF4ai+FCUJYagOjUMDelhrF+FoSsrFL25YRjiuWmkKAwTJQpMl4djviIYy8xKZSgTJuWjm1cuSl2yBYwFoJV4FqVobVa9fxuaKvfx6O5NiGNF7hHJKrdvEsvXcf/qZdzh7cVC9KIrtsY9IlmAmHh+RJxqiG7SqrcJ6NvQfkh0E8r3CeO7185JSBaXH/FYJZLv8zYiDwlcEYHoD/EsxjxrP7wJPZWb0OR9i9ZnlWufQv3mH+NZdNmW8MwTqP49geZTLCvxLLb1uM+Yt7Einh1Vr8JN4zq8CS8/7WvE8w0Jzx6PLsGbgA4mpqOJ3STjR8izUEOnjwXWE3zxnHj+olCBHxKcX+XI8INMP3ye7Im30S54E+6ApwFW2Pcyw663OZFLPLuboNdSDS2G94nnRxKeJ6z0MEeQLLoaY9nVCMtEoWh5XvU0xLrAs78ZNmWW2CHG96PdcZjgh8NkAjY+APsKDxyHu2FfTqBGemA63AVN3qbIslaFnHj2vPkxnIhnzwsfIebeeZQZqaHPzRLLhPg+UXeY6oEDAvog2x/HhSE45AdG4PmAH5r9MzjvlYZhtyREAuA2gbxd4Ic9gnmfiBZ43isWE0b546AoCEfEk8DzTo6PFIFogeWtLK9TUGd5SpdXUlwIZwesJJ+Oh56PcyaanTAb48CIbWepHIuwQ5fMAh0Sok3Q5G+KxgCxNJQVivljGWd+H9EWDxFrq4kYO02EmD5EgNE9+Bjeg7P2DTjpEtDaxDPfTxEnnbtwNrgvReBZgjQBrezGba99B85iTDRx7aAlxkOL4x8Q0PfhxfsOtdFCnIs+CgNs0BDujDa5EyHlilH+iM/zSzedEYiZDF8s5QRgNTcIC2memE1ylbq1P65U4EV9PJ7VxeO4KgYHlVE4rIrFk9okYjoNb9pz8ba7AK8FoAdL8X60Cl9O1eOzSbE0VR2+nGzADyYbuZ9AHijHc4L4BctXQ5VSXhDEz/rK8LS3FI87C0/TVYQnRPRzgvm1GCs9VoP9gTLsDVfiYKQWe0N12OqvxWpnDRZbKjFbW4TpqjyMFKZisiQFG0352G0p4MkjFb3EW4XcG7lelij3syEKfTCTzueb4oWV7ACp9Vn0SnjWFIOnzJueFPxsthQ/nyvD3x304JvtXjSmh8JM/RbUHt6FgYk51A1Fl20LaBhasvJrDkPC2FBPE4a6GjAkng2MDKFPOOsb6MHQSA8mJgYwMzWGpZkp0WwJJxsHuNm5wcvBE37OvghyJYrdQqHwCEOkpxwxPhGI9VUgjon3kyMxQIFknkxTguVIC41EelgUMuVRyFJEIZvJlUciRx6BfKaIl8sio1AdHYX62Gi0xMSgjWVHDAEdHYGe2Ej0x8cwAscxGGCGkuIwlBKHkdR4jKYnYpDbPcnx6CG6ujMy0JmVjY7sPLTn5KEtNwfNOZlozEzhyTuRSUBdWgxqUiKZCGmm85acRHSXZGKoqhAT9ZWYbq7DdEcrprq6MNHRibG2dgw1t2CgvhG9NXXoqqhBJ9NdVUfgNaCvthlDjR0Yb+vhbXow29WL+d5BrAyOYW14CuujM1gfW8Ty0BwWBmaxPEwgj65jeWQDC4MrmO1bwjzLhZF1zA6L1uNtLMwcY3mJOF5+g4Xld5hfeY8FVtJEFsXlhdeYnXuOieljDBISfcOb6OxbQXPnPOrbZ4jkSQJ5EpWtk6hoHkdpwyiK64ZRQPDm1/Qjr6oXWZVEWnkH0kpakVTYgoT8JsTnNSOOic1rRWx+K+IK2qTEF7bzR78LCSwT8pqQlNOIpKxaxKdXsnJdhKjYHETHZCImJhVyRSyCQ+QIDAqBj78/PLy94OzuBjsnJ9g6OsPS3hXWDm6wd3KHh4s7At2cofB0RKKvCwoiAvn+xKNV/FOiqpqvey9m+haxRKSsLzzF+sor4vk9Ng5+gq0nv8T6k19/2/K8RkRvPiZyj36JjeNvsHZERJ9121Z2vxYtz6Kl+fFnf/tHEYAW+z/E859red58Jpa0Yoh20W37Qzw39h+zsr3+R3j2CC6HnWcOQSdaRAkVCc8KApT4/ADPHgElCIioRng8X3/eNqt8EmXNq2jo3UfH2FP0z73GyPJnmCCcZ3e+xtIxH9vJr/mcfs3LPyWqv0DHxCvU9j5GQf0mYnPGERDTJo151jtreVbTDoYGI7As1ngWcBalctIwgWblElUfRsBZ2QItkC0euzbxrKcn4ExQ83mIfdIkZEYh0DSTQdNKBj2ncBh7RcBBkQzPZMI5rwxRFQ1IFhXA7hEUj8yhfGIRFZPLqJxaRdkEK5KTK6id30Tb+iG6147Rs3yE3pVjIuMZhnZeoX/rFTpXnxMXz1A/fojithWpe3VcTj9kMQ1w8SuAuX0CjMSs/6IrOh+TLh+bgT5xqStCPOuGMnze+mKW60BpzgZ7j0R4yQsQkEQ8ZzcjprgbyVVDyGqaItKXUNq/itLBNZTz+1kyvIb8gUUUDCzxOawQyqsonF1CztQcciankT0xjYzxCaSNjCF5YAQJXf2IauhAaEkT/DKq4BCZCxO/BFZuo4jiUL43gdDQCZS6v2tpBMBAm0gWa1JrEsg6ftAx8oeuZRD07WXQd+Qx7gHQCAiAdghf48gwGCYoYJSmgKFYpiqL780ZnkXrs27+KaD1i3gd6xpaFXxNqhQwqIuCUWO0BGhdAejWKOi3RcKw8RTPrhWh8C8KgTxXhpgUfyRHuSMn3AkFfmbIs9NAmr7A82Xi+QrsWUfUunEZNy9dJJ4vEM+iy/a/xPOfYvlPL3+37xPi+WNp0rA7d29Ik4apa4hJwzSkcc8SoiU860FDQwOPHj2S8Cxm2xYzbf+52bb/NTx/QjxfuvAJ7ty+AR1dfdg5eyOQn9n4nFrk1AyhuncNDSMH0tJBHQsv0bn8Cj08D3UzHTxHd6294efyc4L4Bxg9+Ir5AYb2iOf11+gjlvu336Jnk8etPyegXxDUr3nM51KGdt9jYPsdby/wLCB92pW7c/E98fwOTVOvUTv6HKW9h8hrO4VzTPE84TwC7/geQrmDUG6FY1izNI7ZWd4uwdk1optY62X64RbZK+1zDGuTxjRb+4sWZkLXmyiW8NxJdPYQmf1ML/cRz2KWbN9OopMR28y3ID6LwK6pe4sUMVGWiHT5g/0iShgrIS5h/C9EwFhA9M9Ged0ZniVA/w/g2fgMz4YuNTAlKj8Es4jowv3fG/ts5kpEE6NmYjktjyY+7jM8u/L+eZ0AuqkHce1Vw9exFg7BTXCLaEVQYieis/v4GzGM7JoJ5NdPoaBxEsWNIyhtHkJV+yDh3I+a9i7+dreiuq0FDd1tqOvuREV7O0qaWvj73Yr0khbeTxNCExvgraiHo381rDyrYOHOv8nHZ+TUAAMC2pAxdq5lqmHifDpu2cy5FOZOxbByLICNYy5s7DNhY5cKO7sUONqnwNUpFe7OyfB2TYKfRzICPJMQ6B4HmVcM5H6xiAiIRKR/GBKCw5ESHoZUeQjSCeacqBAUxwahJtEfDakBhHIwOnku6s4NxiDPR+PFYZihdabpl1maZoX12I1aBTaq5UwodupDsF8fytBDdXLs1objIwFhZZds0QKtxLOIuCxanNUf3iOeb3079vm2+K8bb/OQeFa5fZ3AvUwMi1biiwTvFak1WeWO6N59iTi+Bq1HN6FN7Go9ugH1+9el/QLP966fk3D88NbFUzQT00pEi2MEqh/wOtFSLVqhxXhp0R1c59EtGKrfhQ4xLq0FzWNEd2zNW+elnC5Rddr6bPiAiL57EXq3zzME851LUnQFpm+cgxH32fA4Z/XrcCeufHVuIED3BrzVr8BL9RJ81C7DT+0KgjVvIJKQSiKgC6000ONnLS1T9YJgep8Xii94Iv8yKwCfp/nis0RPvFY44imBd+RthkNPM+wTz+veFphw1ke3lRo6zFTRZULImmpizEofC84mWPYwI5hNseZlgjVPY2x4G2ObcN4KILyDLLAT5oC9KEKZaNlPDsRRaihOEgJwEuWFwxhv7CQGYDHen8i0QoLRXfjc+T4cL34E5/MfIZiIztK6iSYbXcz4O2IzygXb8Q7YTXLBfgZvLyZ8yiOCmb3CUAnPu0WhhHEIDohn0R13jzjeIoxFREvzLiG9V0REc79ocZZanfP9CWRv7LM85OVTMHthN1dg2hsbGe5SRGv0MgEtrtvIIDBjHSRAi5bnxQRXlsQ1t8UEYhNE9CQxPRBui3a+Dk0BZqj0MkSukxYSLR5AYXwbUeYPEWOjAYWFCuQWqgixUIOXGANtcA8uotu2xjXYMo46t+CkdwcOBLIEZ/170hhoS/WbsNC4ASv1G3DUukVA3yG678COgBatz+I2bgZ34Wt8H+GWKsjl+9kS6Y7eWE/0RrqhL8pVanWeSPXFbIYfFrP9sZYnwxoRLZYCEuPBTyoj8FosT9WYhJOaOJzUEtINyRKcn9Yl41VrFt715ONldy5e9ObjzVCp1Pos8tlYFVNDONfiPRH8dlCMfS5nyvBSAHqwQtp+2l2Exx35eNZTLEVcfsKI7dc85vVIFY6HyvF4tBonEw04HmvC3mAjtnobsd5djxUJ0PmYKE3jySQFq7UZ2G7IwHptOiaKEzCQHYWGCE9U+tugO9pdwvO0mC093YfPl58H0TWdJ5yD6nA8aRbdt9Px45Es/HaxEv/8fh5v5loQ6WbB7+5tqWu2WHZKU9+UpQXMLW0kFFsY6sDaWBc25qawtLCApbk5rC3MYG9tARd7a3g428PX1RkB7q4I9vSG3DcQ0QFhiA+ORHJoLDLD4pETloCc0ARkhcQjIzgamSHR3BdDHIsJoBiiODcyEnks86KikB8VifxIgpllCXFcGs1wf3l0JKpiiGciuSk+Fq3xcWhj2ZkQh+4kojg5Eb2pyehNT0NfRhr6M9MwkJWGoZx0DOVmYIDpz8vBYFEhhssqMFhRjYHKavQRuF0lFWgvLEVrfjFa8vPRnJfHZKM5PxttRXnoLC1Gb2UFhurrMdnWgQUJvRNYG5vH8vgSQSsm05rH7NAspnqnMNIxhqG2EQy1DqOveRi9zEDLCIY7JzHeM42p/mnMDExhbmiGt5uTJuOaG1liVjEztILpwVVMsRI+ObiOif51jJ9lpG8VQwMMrxsa3sbI2AFGJ08wNvMC44TT2PwbjLAcnn2FYVbiBsefYGD0GL0j+2gb3EB99yKqWmdQ1jiOwroR5FYNILeyXyqzK/qQXtqNlOIOIrkNiYWthHIDK4dViMuqQGxGBaLSShGRUoJwQjgspQjh3A4Tl0WZypLXK9IroEgpQ1hsIcKichEqz0RIaCpCZQkIDYxDaEAUZD7B8HP3g6+bNwK8fOHv7QNPwtnR0R6WNvzs2TrA3NYRZtbisj2c7Ozh5WCDcFcbJPo4ITfMB+VxCjTxPe2tqcFY+wBm+xexOr6DraWnUiv8+tZn2Dz4Glsnv8TO899i6/nviOjfSktVbTA7J7/F3jPuJ67FElVKAItu2QLIYryzaHU++fzv8OSLfye1QovWaHH96bhnAe7vWqtPES32/xJrJ7/A8uHPsbR/moXdn2Ji9Uv0z4r1lp+gvH0bmZWziM8bQlhSOzxDKojnXBiL5aqMTrs9i4m7dBg9ItrYPBY2Tulw8y+CLKoOisRWxGf2IvsMz/U9e+gYfSrNtj258RVmtn+M+f2fSnhekf5h8CssHnyDsbUfoXv6LWp6jpFbs4rkolmp9dktiBUmVoy0jSKJW/5NQlcgV6BZRNnqrISzmXUcLGwTpPLDFmixrc/jxDrPmmLGcLHUk7aYgCyc26FQ1TxrySZIRWuqulkg9GzDWOmOh1tUFoIySxFV3IiE6g5ktg6hbHAeNeNrqJ/ZRvP8HpoXDlA3t4va2R00Lh4QyE/Qu/oU/StPMbBKOG+8wtDmW/QRJF3LL9A+/wyN/H6Ud20hq3IaCXmDCE1qhXtQCWxcUmFkHUV0hkLHkHjU52vOx6zDx6yvFw5daRbuAD4Pfz7/QBiYh8DaNQaOsgx4xPJ9yKxDZEkH4qv7kdI4jKyOSeTwu503MIe8kXlk8bud0jOKxK5hpPSOIGV4DPEjQ4gd7pMSN8KM9iJmqBtRfR1QtLcitK4B/sXV8Mgohn10FsyDk2HIv6lnKed7I2Zg95fGX+sQzXqagdAnpHV1CGXiWUPPGxomPtCy9oeemIjNIxDq/iyJZ4NoOYyTImGSEQnjnEjoZYdDM4u3yyHACWf9wnAYFkfApDQahmUR0gRiogXaoIbHN/F9bYmV1nrWaeP720FQtyhgVRcOp4oQ+BQGI1QsV8WKcFK0FzJCHJDjbSLhOcPgFqJULyLw4SU4P7zGet9V1iEv4cqlS7gkQkBfIKTPn3WR/hDQyq7SYuIu5eRdyutEBJ5Ft20xadiNm1e+bX1WV1eFlpaGNGmYGPOsbHkWk4bdv3+fUL6Fe/fE5GH3vwX0n3bfFnj+cMkq6W8Tz+c//ZjHX+X3Uhd2Tm4IDI/lubEcWVVdqOiaRePYNjpnH6Nr4Qlx+xz9ay/Qu/ackH6OnrXXEn6Hdj/HyP4XzCmKu1ZfoJvH9KwTzMSzMv1bLzG485rHvSOg30vH9m6IpaleSRODSWOdlz5DG88p9eMvUN5/jJyWTcJ5GXGl84gsmEFg6iBciDHb4HqpVdMloo1gbod7VJfUAh2SMQlF7hzCs2ekScP8k0bgGz9EwPUT0B1neBZdtrskOJt7dUux8O4+3Uc0m4o1mM/w+y2YGVOPUyxL+7xOowSygLMJb6MEt7LVWkQJZ+m4D3D9x/nLeBYwlcYUsxRQFVGC2sS9QYKxqUC0F0ErlosipJWYFqXYJ5At8CzgbOBSDTHbthWfjwTiM0QLNIt9SkD/i5zh2diNKOV9iZjyMSkjWqWNnQlzN96/B1HrUwO7wAY4BRO6kY0EbwuiMjr5WywmJRxEVkU/Mss7kVdJHNd3oLK5A9Wtbfw9bySeG1DXUY/6rmbUdLWivKUJhbWNyCzluTS3gb/ZPK9E1MItQPyTtpwoLpGWkzKxr5Biak8o2xXB2qEIto6FsLPPg71DDpycsuHmmAF3YtnbMRn+LgSySyJkbgkIJ5YVXrGMAlG+EYjzj0BioALJMjnSZKHIDJUhTyFDUUQgymIDUZMkQ1NaGNqz5OjNDcFwQQBGiwJYvw3CVFkw5qtCsEwcr9aEYkOkNhTbdbROQzgOGuU4alTguEnBkpe5b5/nn91aOXZqFKd4viv+Mye1QJ+TJg0TY55PW5+/h9tXL0twfkAk37xyQeraffPKeUL3CoF8nVC+IYFZ4Fnk4a3L3HftAzxfhcaDGxKgNYldNTFbNgF879p53LnyKe5ePSdFXBa3lXKTt7tzVUK4dLzYd0OMgxaAJpIJcAO1O9AXrdkPrkNLjGdm/nSyMIP7V2FMPBvdvyQB2oDXGdzldaIL983z0L3+CYxvnoPVg8twUbsuTRLmq31dwrNAs5fKJWl5Kn8mWOM6InVuS5OFlVhroj/ABlvE88ucUHzGN+Xz7EB8nu6LN/FueBnlhBdh9lKX7RNfSxz7WGCf5SmeDdBtqY4OE1V0CjybaWHCxghzLqZYdDfBCvG8SjhLePYywpaPKTbPWp+3gu2wG+kq4fkgVYbjjHA8TmFJMO8lBmIjMQjjkV6ocjNGjN4teN78HpwvfQR/lkma11BN9Pe5mWAxyB7b0S7YSXLEPgF7kOmNgxw/7OUGYCub4Y/SFuG3SUhvFwRJE0GJmZT3iWGBZqmLNj+E+4SzALLIAS8fFQfhkPtEi7NofT4QxxLM29mneN7l/q1MD2wSz6Lb9lKiI9ZYbhLPqylumI91wkyUvdT6PB/nJLVEixbo+UQija/rkJx4DjSTxkBXeuqjwFkL6XZqSLRWQZyVCmKtRRdudURYqRHPKvA1ug8fw/tw07tNEN+AA99fZ76Hrgb3pUnB3EweSeOZxazaNgSzufp14vkaj+FrZ/gQnsaqBPMjOPF6V77vnrydj9E9hJo/QiZf47pQR3RHuWE0wRdjCT7oCLPDQIwrxvl459K8sc7XcLcoBNt5gdJM5AfFoXhWGyPh+UUD05iCl02peFaXhCfMy9YMvCWe3/YV4O1AMT4brcCrgRKmVMrrgTICuJxwrsCbgQq8FS3OBPOL3hK86CvBS+a5QDOxLMoP87KPEOfxb0eq8WSwTAL08VA1jocbcEA8b/c0YK2jDkstFVhtLcdqYyGWajOxVJXMk0oSNutTsVSdiqniePSmBKKVn8OeGA+MJ/lgIpHvXZoXlrN9pcnRRNf+zZJA7FaG4EVrDH48kIafjeTi3+9145/ermChpQieZrqw1NeGtZk5cWwFG0tbONrYwsXWGu62VvCytYSfsyN8XFzg4+qCQHcXBHt5INzPC1FBPkgIlyFFHoY0hRwZRHBOZCxyoxORH52M/Ih4FCniUcKyQBGLfHkUy2gU85gipjAqGoXRUSgiigsJ5aI4XseUJcSgkiCuTklCbXISqpMSpbIhNQXN6aloJZDbmI7MDHRnZaI3J5sn5FzCuBhDxeVMGYZKS6UMlzHlvFxRhsGqCoyIbr51jRioa0F/XTPx1YKuyhZ0ljeho6wR7aV1aC+rQUd5LffXobumCX11bVLr5kTXKOYHZrE6tor1yW2sTe9jeeYQS1MHp5k+wPzEHqZHdjA+sI5RYnewexm9nYvobV9Ab9cSBnqWMdy7gOH+eYz1L2B0YAljzPDgCoYFjPtXMMD0962gr2cVvd2r6O5eQQ/T0TWP9s45tHcvoJ3XtfdvonNoH52jR+gaP0bnBDN+gq6xx2gfPkRr3zYau9dR17mEipYZgnkUOZUDyCjtQapoIRYtxrmNiM6qRxQxoEivIoArCeEyhIukFEIen43wuEyExmYgODqNeEtFQEQSgliGxmUhOCYDsuh0BPK6AO4LFFGkwo8Vf7/ABPj6RcPPKwL+HmEIcAtBoGsQApx84C16Kdg5w8fRFT5OLnCzt4edlRXMzc1hYWUNMytbmFrYwMLCivst4WlrgXAXayR62SNb5o6SKDEOKhV91dWY6OzHytAKtvh+7K8+P10aa+9L7D3+Gfaf/wYHr36P3Vd/IKD/SurCLVqed5/8TppQbEtM7kX4iknARJSAFt2zRUuzcr1n0WVbCWdxjIDz0sGPpRm3paWqpFZrgVWB6p9j+UB0l/4Az2tfYnCOeB5+gqquPWncc2rJJCLTe+AVWgk7t2yp5VnTQLT+yqBOvInu06IVWMdQDitWYASeg8+6bCfnDCKvahZV7ZvftjxL3bX5dwSgp3d+LK31LP62WHNarP08vHTa8lzTfYz82nUk5E9BntLPv18La5dsAjEOuobE01kLsUCzcqyzwLNoVVZ20za3iZfKD7twi21dHqupK7p+B0qThmmIJau0Qrgtw0P1AMYfKtoBUNMLhIqBH3StiFKveHhG5iI4oxIxRa1IrupFTus4KgaXUTe+idb5Y3QsP0UHkdy6+BiNc4doYdlJMPcsP0Pv0jP0iay8JKZfExcv0Db/BE0zj3n7Q5R0bSC9hnguHERYShvcgktYgUyUuo9r6AVBk5gXrc+i67aeWPdZwFl0iVb34/vgB009Pk7TQFY4FbD2T4JTVA5800oRUlgPRUUrYut7kNQ2gKSuQST3DiFpYBhxfQOI6OhCWFsb5F2dkPd1IrivFQE8vwf01COwtx5B/aKsQ2BXDQJaq+BTWw53nsOc0nNhze+RiSwBRm4x0LeWQ9dETHB2OnmZNlGvqxEAbT4+DXVvqGl4QEXLna+nB9QtvKBt5yctVaXux+cWHAy9SDmMEgjhNL5XWRHQy+L7msHnnB0M3TziuSAcRkXEc3EUDEuJ6zIFw/e7MgJGDbEwbIqGTnMktFpF1+1o4jkCFvVyOFWGwpu/qyG5MkSnByE5zg9Z4S7I8zNHoaM2so3vIl7jMkJUL8Ht0VUY3hX1TeL58gXClLkgWp6/a1lWRqBZtDAr8fwhqpU5bXn+Hi5d/lSaNOzuvZtS67Oamgo/c2pQjnkW/xjW0tL6AM83JTiL/GnX7X8Nz6Lb9qeffMRjLkJDSw2WdnbwCVEgJrMImZVtqOicRPP4OjpmD9A1f4iepcfE81N+Jp8QukS06Iq9/U7qiq3E8/DeeyL5NboJZ/H5bls8YXlCTAtIn0YAemj3Dcu3BLaAM49desnvxEs0z7xE/cRTVA2foLh7DxmNy0iqnEN82Tyii2YQkjkK7/guuEW1wiOmHb6JPQhKG5RapOU5U4gtXkRSxSoSy1elbUXOLEE9Db+EUbjI+2ATQMz6MN6dEpTNPui+LVqkBZxNCFMxFtrcg/gVgBbodSNwRSuza5O0drMVgSyiXMvZkvej3C+2xdrQp+s7n3bnFpelrtuE8p+L6Jb9l2IqwCxwehZjQloaY+xMrAqwinHMYjIwItqcSLYgli28molXsVa1AD3vx1NA/LT12dillmgWWOb+D/AstgWcP9z3xxGtzrX8W6Jr9imgTaWW6O/wbCJaekXLtmsF/2YlbP3q4BTUAM9wnhd4ng9PakZsZjsSc3m+z2tlWYe0whrkldehqKYO5fW1TDUqm6pQ01qDuvZ6QroOpQ01KKisRlZxNRKzKhCRWIHA8CK4+eTAkb8zVg6ZsHTIYpnD5MLWPgtO9hmEciY8nTPg7ZwGH+dk/l4nQ+aagGCXGMjdoxHtGYVYr0jE+0Qihb/rmbJI5IaFo4D1v5KIcJRHhaMyOgzV0cGojQtCc1IQWpMD0MlzQ39OMEZ4nhHdr+cqwrFaG4LVOhnW6oKxVh+CrXpiuT4MuwLKrdE4bIk6Dc87h0TzYUME9pntukhs1kZivToKKxVRWKqIxkf3Cd97Ny9L45sFjq9c+AQXvvcxPv3oI5bfw81Ll3H/9g3cv3UNt66eLlt166qArmhhFi3JN6Fy+5rU6nyXABZjmlUJZxViVtl6LDCt+VDg+SZUb58uR/WAJ7M7xPoNnohE7lw+x+tOl68SpZhITOv+bWg9uE0s35LGOotu2w/4d9SIb7EMlmh9NtK4B93716DNE6RAsxLPp63OV2H66BpMH14moEUEpK9C/84laN84Rzx/H0a3PoU1ce1KOPno3IQ/4RygcwOBWteZG5Bp3pBaneUEVRwBlWH8EBX22hgMssVOsh/xHIz3OUH4LNMf75M98TzSHk/CbPAk2BZPA63x1M8Kx96WOPCxxrqXJcad9NFproZWYxV0GKujn4iYsjfDnLMp5t2MsOxBQHsYYdXDEGseBtjyMsGWr+lp63PIKZ73Yr2xxw/HfipBmxyMvaRgbDIzUT5o9bVBlpkaQh8R/9c/gt/Nj/lDcgUVhHOvpwmm/a2wyvvZinbAbrIT9tKI8Swv7BM+Ozm+2MzywxqzKmbDzhazZ/tLk4HtnbUq7+byuDziOJ84LgzAMbH8mFgSOSkNlkoJymcRcBZdtffzfHEkwM3b74qu3OliJm4nrCa7YCudoGaWEpykdaFno2wJaQcsilboRFcsJLliJsEVIxH26A4xR1OAMfGsh2IXbeS56iDHTQ9J9uqItVFDgoMWomzF+OdHkJmrINBMIPoBPEXLMRHtTgB78j30NH0EDzNVuJuqSYAWE4mJJa0sVK/ARuUyjyWUzTTgbapOOD+AGxHuzdvJzFV5/5rIIp4r/a3RFuaIkXgfTKUGYDjeExPJ3E7xwkyKJ5YzxesXgM1svm55Yky4DMesIDyvi8erphQJz8/rk/GkOg4nNfF4xsuvO7PxplfguQjvR0rxsr+QcC7GK4L3DeH8jpFm4z7La6L4RU8RXjKviGeRl73FeNKRJ+VZV4F0/ev+UqKb8B4WM3VX4im3Twaq8GS4EU9G2rA/0IKNrnqsd9ad4rm5EDvtBTjsysdxRzaO2jOxXpeCudJYTOSEYDjF/3SStERPzKX5Es9iYjQfbOQFSktzrRX6Y4OAPqqT47P2OPxsOAe/nKnCP79Zwt+9IMByYuFraQBvG0sEubkgyMOdpRtCvT0RGeCLaD9vxAcFIl4WjAQmOSQYqeGhyIwIQ050OPJiFciPJYpFYmLPEkcUE81MOVMVk4DymHiURseijNdVxieiPC4BZXFxqIhnkrgvJQFVacmoSU9GXWY6mnKz0ZKfh/aCQildxcXoKStDb0WFNMuyaDUeqq7DaF0DxhuamRZMNHQwXUwn046xhjaMNLZKGahvQn99MwabWjHU0oWh1j4Mtg6gn+lrGUJv0zB6GwbRXd+HnkamuR+9LbxetCB3TmO8fwmzo1tYmTnC+twzbCy8wsbiW6wuvcXSwhsszb/G4vwrzE4/x8T4Y4yNHGJk5AD9Azvo7tlAR+ca2jpW0Na5gk6CuruHoBbpXUYP09UrxiEvEcgLaO2cR0vHHJrb59HYNof61hnUt0yjrmWSGUetKNtniOJF1PWsoa5vE/Vikq6hLTQN7aBpcAdiEq+qjgWUNU2hoGaYYO6Wul3HZNcjMkNMeEQoJ5chJKEYwfGFCIzNg390Dvwis+ATkQHfyHT4KZLgFxoLv5Ao+ARHwlsWAa8gBTwD5VLpFxot7Vfuc/cPg5tfKNx8WfrK4eYVDg/3EHg4B8LL0Rc+9r7ws/eCn60bvK2c4WXlAC8bR8LYHq7W1rATvRsszGBpSURb2sDM3JqXreBoZcHPpzkUzlaId7dGhr8zChX+qEtPRF9VJaY7+qRx4Duz+zhiRfVw+z0ODr7C4ZOf4/Dlb3H4+q+w9/qvsf3yD4Tyb6Xu1Dssd5/+FpuitZjHnc6WfRologWgRSu0cpyz8jqBbYHn5cOvv1vnWer2LWbhFvfB8lAAWpS/kAAtLVe19DnaRp+htvd0uaosVnRjsvrhE1YFW7csGIq1nvXFuOMgqGiI5Z4CpMm7REu0WOfZxbdAanmW8Jw7iJyK6dOZtnv20D76RFqmSnTbHl35HGOrn2N84weY3vih9LfHVn+Avtl3aBt7gdqeYxTWbyAud4KfgT54s7Jm55EPYyuCkngWY63FZFpSF+uzCEArxzsrES21NJ/NuC32iW0xhlgsqaRK3KmoC0CLfwIES0tXPSKmH6j544GmPx7pENG6/tCzCIONZxI8owoQkl5HPHcgpWoQefy8Vw6uo35yj1B4TFQ8k1rwWhZO0MDvYNPcMdqWnqJ75QUB/QLdvK6L2x2rLwnrp2iYPULN5AEqRndR0L2K1PpJxJYMIDilCU7BBTB1SpDwrK4beLoMFMGvLnWDJjgJZ1VVHz5mHz4XAlXfD9rG/kRsCEx9omGlSIZzUja8cooRUFyFkKoGRPC8Im9tQVg709kKWUcDfJqr4NlYAc/mSnh31sCruwZuHaVw6SiGW1cJ3HuK4cm4dRTCtTEfzhU5sM/LhG1KGswjCefAGBi68XW1CYeO8WnLszpfO00NPh41X2ioehGLhLOaGx5puhLP7tAQeLYn+N0DoO7L50U86yjCYRBHCKcwGcRxZhh0BJ6zQqCXEwaDXOI6n3gu5PXF/HulxDNjUB4Bg5ooGNQTzg0KaDTJod0cAX1WcM1qw+FQEQqv4hDIckMQxftLSQpEdqQHCsRQLhc95JnfR7LOVcjVL8NTlfU/1j9Fr8WrrG+eJ5zFGGKBYCWYP4wSyX8OzwKzym7bfxbPGsolq77Ds+i6LZarEt22/0fx/AnxfI1160eqD2BkZQ73IPFPg3xkVbegomscTWOr6JjfQ/fCAXqXjzCwdoK+VWb9JfoJ58Gd9xKcRw++PAM0s/cFkfwG7fwsN889Rov0WX9OUL9E1yrxvfmc6BZDEYjstVfS96Bt4TmaZ5/yu/EENaOPUTnE80n3DrJbVpFWt4jkKjGr9hwiCycRlj2M4MxBhGYNQ5E3hpiSGcSVzhLZi9KEYtlN28hp3kZW4zaSK9cQV7JCWM/BJ34YDiFEsy/BSlxa+oqW6A/AzH0ipoSmpffp7NrS5F+EteXZhGHKScAs3bktcrbvTycM+/ZYolva5rFijWRzV9Ha+y9jIVp7+Rj+XMTYYjHG2OxbpNbDWCynxAi8ionALAhjMTGYmCDM1qcNdn7tUmwJaBvu+3biMIFsRrQ8m7ueds9W4lhs/9kWZ2XcxWMQWK8mnEUEksVjOG2BNpO6ghPXUlfpCh5fCTufWjgHNsBDVs3fhArIomsQkdyI2IwWJGQ2MlU871cgs6gCeaUVKKkqR2l1Ocpry1HF84xIWW0ZCitKkFNchPTcQsSn5CEyNhey0Ax4+STDzT0Bzi4iSXB1S+HlVHi5JMLPOZb1vniEesQj3CMWEV4xiPWNRbxvJBJ9FUgPCEdOUBjygsNRGBKO0nAF63VyNCaGoiUpBG0poehMZdJC0Z0mQ2+6DIPZMgxnB2IsX4bpklAsVMixUh2BTZ5P9luI4RY5dkWa5djhuWWnUYHdJnFdLPaa43g5DtsNMUR1DG8TS2jHYr4qDnOV8ZgqjcNYUSIGCxPw0QPRNZpYFS3Ld65fkbplX/z+J8Tzx7jw8fchlrK6d+MUz6Lbtmh1vim6UYtWZdEy/OAGHt0VrdcXePvzhPgFPLpzFQ8J3Ae3CG/CXGyLYzUe3JLgLCKWo7p96VNc5Ynh+rmPpaWqPsSzKAWgBZx1Ht2F9sNb0njnR7w/FSJajHcWLc8Cz/oqtwjoq9KY5w+7bRsTzmIWZXMVIvrhFSnGYgw0j9O5/gn0b34fJnfOwZb7PQinAIO7CDa4A5neTYTo30aY/l3IiSoFE8XtJGmyMFVUO+phRGaP3URfvMoOxmcCz1KrsyueR9jhaagtTgIEms1w7GGKQw9z7HtZE8QWGLHXQZupKpoJtnZjNfSZCzybY8bFBLOuRlgicAWe1zwNsSHw7GmEHbHcVZAltkP5NyNcsB3ria14QjcxEJspIdhICcN8fBB6gli5s9FFlPoNBNz6FIG3PpHG/hSYPEQLf1RG/c0wH0w8h1lhPdIKGwm22Epxwk6GG3ayT8cob+UIPPtihRASgF4nqMW+bTF+Ocf7tFWZAD4gno8JaiWalRGX93mdNLaZ2cr2xEamB/YI7sfFAQS0Hw7zCXCCfTXZGWspLhKgF+MdsJzojLkYe4yHW2A01AwTcitMRtpinJmI5n6CfzDCFm3Bpqj2Jp7dtVHkaYBiXxOkuWhJaz8nOWkjloAOt1JFqJWahN0APn8/vnc+hg/gJeBsTAwT1K6Mi4jJIzgZPYSt7h1Yql+D5f3zcNK8BR/CWQDahZB2Jr59eD9yW20kuxiiwNtCwnNLiD36It0IaC+MJvlgOs0f0ynemE4WeOZrlxsodYU/JJz3pVb8MDypisErMdt2A+Fcm4hnNQkENUteftmSjldd2URxPtFciBeE9OvBEnw2WokvxmvwxViNtA60QPRr0SrdX0wYl0hjpN8OEdgDBHdvEeGcgxPmSWcu8VwoHfuGEff1fqSKGK/E8/5qvBxpxsvxLjwe7sB2b5ME6OWmEuI5H4eiRXuY9zlSjHfMs74C7DWlY7U8GjMC0AnuGIp1xmSSF2aJ5/kMX6zyuW4V8TNJQG+VhuCoRoGXDVH4UW86fjyYj1/ONeKf323im+1JVEQHIM7DHsmB3kgJDkBScCDSBJAj5UgPC0VuRAQKIqIZAjkyEoVRESiMUaA4TiQCxbGRKJEiWo5jUUIUl8bFE8nxqElIQF1iImqZ6sQE1CQnoT4tFXWpaSwZQrkxJ4tQzkVbUSE6eNLvKC1BN5HcV1ODwYZGjDQTxu0dmO7pxXRvPzOI2f4RzA9NYHlkGsujs9L6xAuDs5jvn8Fc3zRmeicw1TOK8Z5hjDEDHb3oa+tlOYjB7jEM9UxiuHcGw31zzAK3FzHYNYs+Qrm3cxI9XVPo7Z5Bf/c8BvtXMDa6jenpx1gkmpeX3mF58XOsrXyFFWZx6QvMLXyGmdk3GJ98gUFWaPpZoekdPkBH/w6au9fR0LGM+vYl1LUtcnsJLZ0ii1KaOxfQ2EEoM3Wt06hpnkRV0wQqGkdR1jiCkvpBFNcNoKiqFwWVHchncqu6kV/dh7y6YeTVj6KgcRxFLVMo4e1FihrHkFPdSzS3Iym/CTGZ1VCklCI0oQiymHwEEMr+EZnwI5T9I4llRQq8whLhHhwL16BouARFwsUvHC4+IXDxlsGZcfIMkuLoEcgEwEnEMxDOItznxAq7o5sf7F39YOPqC1tnb9jbe8LBxh3OVi5wsyCYLVzga+0KHysnAtqRKCaebRzgamULR0sL2Fiaw8bKGla8bEk82xDSLtaW8LW1QKSjBRLcLJHhbY+CEC/UJceir6IMU23dWOL7vjmxhf2Fx9hbf4Wdnc+xd/Q19p/9CnsvBIB/j63nv/92HLLour15IlqdT1GsnDBMRFwWQN5+/usPuml/8wGsxe3E5e/GSYv9Upftx6ILOMuzdZ6Vy1Ut7PwU42tfoXPiJer6jlDYtIr0smlEZ/bBX14DB89cGJ1121YXXZ7FWsuiBZSlGANtbsvKjm8hgqPrEZXSgYSsPmnCsKL6RWnCsNbhx9Is24MLbyVEDy6+xfDKZ5ha/4qA/oqo/gI9028lPNf0PubnYwsJBVMSnqWWZ9ccGJjFEb+nE5WJ7tofrvX8YQu0GP8ssCzQLLbFPgnOBmKCsxBoSxANIppFGQp1qct2CNREKVqhdbhfTwZNAxnBHgFH73R4RZZCltGE6KJuJFUNI6dlFhX9m6ib2EfD1AGxTFgQzo1Ecd3UHuqm99E0f4zOtRfoJDTaVgnrlWdoZlm/+BhVs4com9xB0egmsrsXkcjvSGRJN3ySq2EdlAFjVhb1LMTSWgLPhKa2mFncFyqqvlAlTFXUfKCm5cPnFMD3JBBaxgHQs5LBwDMMRmGRsIxLhENaJlxycuFRUgTf2gr4svLq3VgOz6ZSuDUVw4Egtq3PgQ1j31IA+7YCWDVnwrI5DVatGbBuz4BtexpsW9JgXZ8K67JUWOUmwyo5EaaRsTAIjIK+iwK6lqHQMhSzn3sT9N5QJ5o1HnlCXcUD6uru3OcGFS1XqBq6Q9PSGzoOBLbotu0XCDUCT4vncj1WdA2SmXTeX0Y4tNP5PmUGQy87FAYEtFGeAsb5kTAioA1KiOdiOfRK+L5WcLs2Apq1cqjVh0OjnvCu5fHVIbDl74o7f0/9We9SEM9JyUH8zfBEfhDx7KqHfIv7SNW9AoXGJXirXYXFw2usc17CNYL3/Lnv49yn3z/D8+kkYR9GoFUZcflDOJ/u531c+N6f7batqaEujXnW1dVhqS112xYR457FhF9/Oub5Q0D/xW7bnxDP5z7C5ausWz+6Bz0zEzj5ByAyPYd4bkZ5xwiaxpfRtbhHOB8Szo8xtPEUA+vPMCBanTffYWjrMwzzvDSySzTvfs7tL6R9fWtv0Ln0HK1zT9Aye4LW2SdSz4nWheMzQL9iBJ5fomNJ4JnQ5nH1k49RM3aMquEjlA/sSYDOa99ARsMKEb2MlBpCunpBKlNrl5Bev8zrVpHVtIa8tk0Udu5KLdbF3fso6T5EbssuMuq2Ce8VBKdPSmOirQMIUm9i07f1DNLEqWit9SEmfbntLRD6AZ7PIpapEus8K2fgVs7CrZyJ+8MoZ9n+MH9ulu3vQpgKIP//GbFUlZhJW8BYzLitRLNjYBfs/TtOAe3L53KGZ+WSVQLPH67vLKK8/Bcjxji7iUnBKhkxY3UNIU8sixZngl7g3kIg2rmGqYKVWxXsvYhn/wa4BVTCM6gEAfJyhMVVIzq5HnFptUhIr0RSZhky8sqQU1CK/JISFJQWoag0H6WVhSiuKEBBcS5y8rOQkZOJtPQMxCekISoyCaEh8Qj0i0aAtwL+ngoEeUUh2DcGoX6xCPOJQIR3GLEcjoRAOZICw5EqC0MWkZzL+l+hPARlUSHEcjBqYoNRHx+M5qRQdKSFoCeTUM4KRH92EAZyZFIGcwIxnBtENAdhgnXtqaJgzJWFY7kqAuu10dhqiCaOoyQobzfxcmM0cRyNjQYB5DgsEcgLVQlEciJmK5IwXZ6IqfIkjJUmY6A4GT2FKWjnebIpKxX1GSn46OHdK3gkulnfu0Xs3sCty5dxSZwsiGeRy5+eI5gJ3WuiZfo8rl38Hq5cIHbFeOU7l/GIaBX3cZdovnPjvFQ+uH1Vyl2pRfuitOSVALrq/Zvf4lgsRSVam5UtzwLS0jrPhLU45kNEa/Cx6Ty6A60H4vZX8eiWaH2+JHXZ1iOcDSQ8X5PgrH7jU2jcPCfhWcy0baZCQBPPypgQ1Eb3LkFPGu98Hhb3LsLh0RX4EE5hpo8gN32AUMM7CCei5cS0gmiOIJyimESj+8gkoGod9TFKPO8k+OBVlgyfZzPp3ngZ60Q82+NpmB0e+xLMbsbYdzbEPmG862mFRVcT9Ftpopn30UTEtYtu28TzpJ0Zpp1NMONGPHudjnle9zLGJuEs8LztbSKNfd6UEbsKZ2wRz9sJfthMkmE1nXBODcNQpA+qXVnJ032A4LsXEHD9E8j5PNN176PKWgudrroY9TXCQrAZ8WyOFbkpVmLMsE5Ab6Y6Y1tM6kVAb2UTQKLVmYAWazaLsbqbWd6Ml4Rh0YJ8Ukwwn0Vg+Ujqvk0YsxSR8JzthY1sD2znerM8RfR+nhfh7UV4E+Ji0rAkJ4LZ8SxOWE91x1KCC8b4+Pr89Rm9/x9pf/UmR5aljZ7JKUwpxRDMzMzM7MHMzMzMzApSKDgUohCmIBkrq6u7uvvr+c75Zs5czPX8E++8y1yuVFVX9znPmYv1bHNzcwsnue2f1t5rYyzMHKMRlhjnvukkJ0wlOqMvyhrNQSao8TdClT/xHGyBQh8jZLjpIsNdD2kEtMpJF1G2WggjjIPNryjZZwmZB+0j86AZbvxM3fgZe1rehLe1NjyUIdxXCOcv4WlILBPPQTZ6xPM1uBtcQIDZVQXPuT6WqA51QmukKwbiPTGu8iGgPRkemJF5zxm+WEz3xkZeEA74D/moIgr3ysNwUBrK2xF4WKfC87YMPO/MUbLPLzty8IodmxddOcrSVS8GCvBypBQvhkvxdKiU8K3Ct7MN+J54/namSQ3nUcKWsH4xWkE4C67rlWNeT9YQ1BXK/mfDZcrjvxqrxBsiWAmZRz1Zj1dj9TymHs8nO/Bsug8PJ2Wpoi5s9DRiq78B98eb8GiiFveHivF0vBg/3WrAzyvNPEcVHvXmYbsuEbf44zWf5Y/5TD8sZvliSdbqLgzBNl/vDmO3WuY/q/j6kvG8RYVvenPxPZ/z/9qfxP/3mwM8n+5Ae1oEqmKCURYThrJ4/mAmJ6A0SYWS+AT+cKaiISmdwTY5mZGIemJZoiGVbVoiGtKT0ZiRiqZsQjknmzjOQUduFrrzc9BDIPcUFqCrIB89JUXoKy/BIKE8UFWFobpajDc1Y6qtDXOC5N5ezPb0YH5gAMujowTyFDZm57C1uIq91U1srdzGnVt3sL22i93bh9jfPMLe5j1u38PO2j3s3bqHreVD3F7cxdrCNpbnb2Nhdh1zM6uYmb7FWMX0FLE8sY7J8duYHLuN6YktTE1KFerbGB5ew8DQEvoHl9E/dAsDvD08voXx6UNlfvH8rZdYWvua8R2W177HrdXvsbTyLRZWvsHCrdeYWXyB8bnHGJw8Qs/YPjpHdtAydBuNhHF97zLqCNv6rkU0dCyhsUPaRdS3zaOmbZZInkFF8yTKieKSxmGlWFdeXS9yarqRXdWJjLImZJTUIr24HqkyF7mkGallvLCWdyC9sguZNT3IrulFFtuMig6kFDewcydzlCsQlUowqwoQGEskR2fCNzIdvmEp8A1Phg+x7BUSD/fAaF7Aw+HkGwJHItjeMwi2bgGwcQ1g6w/bt62dC8PVH/ZufnD0CCSWg+DqHcIIhisf4+AZAGtPb9i4e/JYdzg6uMPF3hXutq7wsXWHP+HsRzj7M3wdXOFt7wJPYtmFUHaysYEzW0d7R9jbOsDJ1p6wtkWIsw0S3e2Q6WWHQn9nVET4oTU9ESPsPMx19GKpbxq3xzewu3CIXSJr584L7Bx8j70HvyvzmqX69fbjf8UWISsZ4TuMrQcCXski/7HGswbDgmfNclUSsq3JRB+9lLnPMnz7j2Jh6uHc6oJh+8+k0ra6YJhU3BZAr92Vods/YmjhpZJ5Lm3d4Gc6qwzbDo1vhVdwJaydM5WCYQamsZBq21Jky8Q8QSkY5uSeB7+wGmV95+TcQWQUjaGgZl7Bc1P/HronHhDHz9VwJqAnN95gZovf0d2fcWvvV8xv/8T7vkH/wlfE+zHxvI+sKvWcZ5+IRli75sHQQkU0q5fI0jEgft8uVyWtAFpwLFgWRL+fbZZtCWW/YJrHCaD1CX8DY2LcOB66hjKPOp7nJ9xMCDAeK/ONrewT4R5QQDzXIzy3BwkVo0irm0R+xy1UDW+jYWofjbOHBPM9tC/fV5Z5alzYQ9PiHlpX7qJz8xjtdx6jZYOQYDRtPEQdfweqlg9QPr+D4mkion8JiS2jiKrshk9WLazDsmHqwffZhpA3DiHkiU3JPhPQsha1rrxmvWBlmLSxRQQ/k3AYWofBxInb/pEwioqCeVIibDPTYZ+XBafSXLjVFsG9qRiuzSVwaimAQ2sebFpzYd2aBSuGTWcubLrzYNWZBcvuTFj3MvqlTYdNVxqPTYdtHbdLGdlpsEpMhllEEoy9+L7ZRCjZ75t6frih7Qftm4TzdcL5HZ49cUOPYeIFHVs/JfOs68PXEBwKrTC+rhh+Dip+dpkxMMnl9yqPn09uJAzz+VoKo2BSGA2z4jiYl/AzLY+HSQWPqYiGIcO4JgZGjfz8mmMVPOsQz3ot0TBpjIQ9+xwevK4GFIUiOi8c6ZlhyE/wQVmYwzs85xLPCTqnEaB1BvY32J+8ePotnj9ifILPP5dlp068m9usiX8E57/B8+dSbfsfZ541854NDaVwmIGSeZbQ0rpJNEvF7T/Q/H4IoP87PH9MPJ/44gQuXr8CfQsLuAQFIzY7H7n1bajqG0fbzDoG1g4xuvmAcH6M6d3nmNx9gYmd1xjbfk1Iv8H4jsTXmNj9hq0U/SKI1xirz4nmp+ha4vd5/hHjPjpv3UffxmOM7Mg86Ld4vv1MwXP74kO0zj9A08w9NPBa0zB5D3UTR6gZ5fd+YBdlRHR5/y4qCeqa0SPUjsl9d1E9coj6iftonnmIlhn+m5l+iCbiu2n6kbIudGnPXeS1bENVtozAtHG4RROTocRiSAfxTPAFdcA+pBOOYbK8VZdSldsxSI1lQbMGx7ItoP5HWNbcJ9saOL+PY81tWd7pHwbxrBn+/PfxB5SJe4Zko+39exi9CpytvWXd5j8ArVmuSgPpf7Tes2bY9vtoViOaz9eTf/cfVNqWCt0WRLOZl6yNXM9oVOY4qwtztfJ1SPVuPhfus/Vsgj1x7ezXAteAFl4L6onnSgRFVyM8vgbRibWITa5ETFIJEtNKkZlbjpz8UuQVFSO/qBAFRXkoLMlDUWk+iopzkV+Yjfy8bOTmZCErLROp7L8lxqgQHx6L+JAoJZJDo5EaGYP0qBhkRkUiLzochURycUIUSlURqEyMQG2yeunNlqxwdOSEozsvDL15oegvCMEIgTzOf/tT5aGYpjlmiORZInmmIoLBbbbzVVGMGCzWxBLCKqy3JGOzLR3b7amEcjJ22pKx1ZKC282C5TSsNmZiuT4Lc7U5mK7Ow3hlHkbK8jBQlIPegiz2H9mvLMhBY14uarLzUJZegOLUAnxw48pZolYyyJdw8/JFXPriCwXMn37wMT754COc/PhTgvkEzp+WOdGyHvSHOPnpB/ji1IfE8mcKnAXR/wjPMhz8Iv/RyzDvK1+eUVfuZmgTxbLO82ViXAAtIdsCasGzZJwFzZostSBalsDSu6qu5K196YyCZ13+bX0C2kiCeJYh25J9VoZuy5zna6eJ5TOwvnFagbOt1jnYaH8JK8k+E84WgmdC05X3BRtfQZyNFhJsbhDPFxU8JxBYKmJKRVgnGV9EBm8XWlxT4zncGftpBHP+WzznEtLJbngc7YBHUigsUINncxwSzwe+drjFxw1ZaaGdCOtQ8KyLYWsjTDtaYNHdAss+FrgdYI2dQEI5wAp7BLTAWVqZ97wX7oi9OHfsJvtiL52wzYrARm4UpjP4JQtzQ561HuF8EsGnP0III/HKGZSa3kS7ixGGeVGZDTDBepQltgTO8ZbYSLTCnTR7bGe5YSfXG1t5vtjK98NtWZ85PxA7xURwaYiScZbCXwclgURyCI6rwxjheFyjjke8/bBS8BzyLg5LeTyxfK8yGIdlgm9v7OR5Ya/AWwG04FkyzwLn7Rxv3ia2c325z0sZsr0QZ4+pSEsFz0OhJhgMM8NYnC1Gub87zAItwaZoCDJFua8RSv2MUeRnghwvQ6S56SDNQx+pHoaIIZ7DrW4glJ9ZqNV1hFheUwDsJ5Wz+Tl7EtUe3Pax1UGgoyH8HfThZ6MDX5Nr8NC/CF+zmwi25T6Z+8zvQYjVTahcjZDna4Ua4rkr1hMTKQGYSvbHcJwbhuNlCDfhnOGHJcFzTqCSeT6qiMQ9/sM+LA3jexGB+zVxeMx/uF+1Z+MVOzcv2b5kK5nnY1nGqi8PLwStA0VK4bCX4xUKigW/rydqlHWgBc+CYgnBs9wngP56uu7d9svxSnXm+u38acH115O1+JqP/3q0ludpxIvxdjyd6CGU+3A03kc4t2B7sAnHM214udyOJ5MVeDJegG8XqvDn2634fa0V30xX4Qmf40M+1/3aRKzkhWAhw1eJtXziuVzwHI1dqdxer8Lz1jQ8a07Cq45MfD9cir8stuL/fTSH/9f9W9hpLUVXaiRqY0KI4wTUE8IVKSmoTSOGU7PQkZyFTv4Qd2VmojMrA11EcmdOGjqyU4nkNHTmcV9hDrqL89BbUoj+0hIME8mjlaUYrS7HGJEjSzVNNtRhurkRc+3EcmcXlnp6sTo0jE1Zpml6Frtz89haWML2rRXsr63j8PY27t7Zxb3dIzw6fISjA4nHuHf3Oe7ff8l4haN7r3D37kvc3eP29kvsbz3D9sYxbq/dx8rqIZZu7WFhaQezi1uYmdvC5PQdjE1sYpRYlmHTI2ObGCGkB0bW0CvLNg0uoGtgUVnbuHeUmCauh6YPMDr7COPE8eStrzG99i1mb32D2WUiZfE1ppckvsL4wlMMs2PSPb6P1pFNNA2to46d96ruOZS1T6KkbRzFjWMormVbM47C2lEUVI8gr2oQOZX9yKroRSYxnFbWiqSSRqgK6xCbX42Y3ArEZBUjLqsIsVmFiMksQlRWKaKyCeOcakTnqiNG2pxK5b7wtAKEJecgKD4TfhFpBHIS3ALi4OofAxe/SDh5hxHJIcRuIOzdBcc+sHH2grWLJ2wYFk7eMLH3YnjDlK2ZhIMXzHnb0oE4JqDt3APh6BkMJ69Qni8ETty28/aHla83Ox6esPXwgKOrB9yc3eHl7AFfR3f4KGhmy20vR6LawQVuji5wdRBA27F1hLMEQe3K8HWyR4SzLVI97ZHr44CSQFdURfqjNU2FkYpyzLR0Yr5znN+jW9ic3cad5Xu4s/EUd9hB3b77i1JRe+v4Xxh/JZD/Fs8yxFpT+EuDZwGxYFhTNEwqbcu8Z5kDLfHgjVTd/lceo16iSo5VZ6hleLfg+d94jr8qaBZAS8GulYNflbWWB5Vq12o8Z1XOITF/BBFJHews1fIzyIEZoWxskQAThhQL0+DZxYPADGdHKqVDyTxnFI6hqG4RNZ2baO7fR/fkQ2WZKika9m7I9sEvypxnGTYu1bZnNon35ddoH3usZJ5za9b496fgF9Ws4FkKhukayhrNkQqYNSEVtyXzLHAWLEvIHGcpHibDtzUVtwXTFtYEmEWcAmgjk1gYKZW2CVWTRCI6geeJg4EsWSV45jHm1vFw9sqBX3w9wnJ7EVc2iqTqSWS3LKFsYANVo9uondxFw9whmhbuomF+DzUzW6ie2UTd/DbqbxEHjIqlPZQv7aJieRcl/HdeMHcbedNryB5fQlL3JKIaehFc3gbP7CrYRGWzU6uCkW00dEyJZdNwPr9I6BP8hsbqzLkyt9gkHMaWkTAhXo1sw2HmQmz6R0A/ivsT42DG7595pgpWBcmwLc+AXU0WrOsyYEEEmzWmwqwlFaatqTBp5vvUSSj35MCqJxvWAzmwGc6GzVAmrPoJ59402HZmwL4xHXZyntwMWCYnwzwqESbescQzAWws6237E8r+0NUOgN5Nf+hzW5/7dPS9oWXIMPOGrp0azzJsW4t4vhnGzzCaz5mdYsNUYjiL732uGs9GxLNxgeA5FmZFcbBgmJbw/tIY6JfyPSgjsKtjYdgQp+BZpz0Oel3xMGBr1hwD+9pIeJRHIKAwjHiORDr7QflK5tkJ1d4mKLe7hjzjL6DSPQX/myfhcIN9SvYXNXg+8fknBOrnOHHi5Lt1lTVY1aD5v8TzZ5/i408+ULLPZ86yb3uJfdlrF3HjxjVoE8l6ejr/AM9aUK/1/I/j/wzPH31K8MuUyeuXoW1uCgdff4SnZyOtqhHFHUNonOD1gtcaqf4+sf3kHZ7H7rzEyJ3XGN589TZk+40SvSvE8K0XbBlsu5efonNRXeiufek+etcFz+piY1J0TOY8960/VfDcPEs0Tx2gcfouEX1fHdP3lSy0hAznbp17jK7l50q0LzxBi6xBviSV6F8q86Y7lh6jdYEQn3uE2tF7qBq8h+LufaTXrStzo32ThuAWQ1hGdsElspuYlirdg0qVbm/VMDzjh+AVPQbPiAm4BA//DYolNFD++8z0P4KzwPj97f8qrAlXDY7/r4asDW3tLcBuVYOYgBYcC5IlNIAWPAuq5T45xkrmKsv8ZYJYM1z73fBt7pP1nC3cCOL/FM0w82iE6Ts8N7zDs7IGtGszLF0aYe3WxGtkE+x4n72XILoO7v7VCAirRGBEBUKiKxAaXYbQmCKEROUiKj4PSalFSM0sQCYBmZWdg+ycTOTlZ6GAaC4gMvPzMlGQn41CArogKxt5qenITkxCVnw8MmOjkR0biQJZKiophhGF8pQI1KRHoj4rGg3Z0WjMjkAzsdyWH0awhqKnOAR99MdgWTCG6IlhOmK8MgAz1SGYqwnDfG04I1KJuZoIBttqwpn96/naBCyw77ncmILVlnSsd2TjNvvXt5vTsUEwr9SlYrE6BTOVqZgoS8doaRaGivPRL8mWvEK0ZhegISOf/dBcVKXmEsz5KEzLQ25yATJURUhJKFHjWfval9C5fknB7aVzZ4ln/ogQzp9/+DFOffIpzp2UJapO49xpWROaoOaPx5kTH+DCF58qcL7KH6b38SzzqCUk4yx4/vLMZ2/xLNnjSwqMBcoSkm2W9gp/iK4R1GooX4DelS+hJUtinefjGNo8nwzb1pNMNH+wtC+chg7/tj6fv+GVLxQ8m14/ryxPJWF87SyMZeg2AW1NQNvc/AJ22udhq3OBt8/Cgmi2vPgZbC99DlfiOtj4EuJtiCPrm4gxvYhEs8tItbiKVOJK5jqnm1xGDrdLLG+gzdUEs8TTQWoAvsqLwneFjNxgvEz2wHGEPe4F26jXdvazxl0fItibIPaxw7yTsbI8VYfxVXSy7bPUIZ4NMGlvSjybYZV4vkN07wZZYy/QUp1xllDmPNsqBcP24zyJZz/spARhKy0MS5mRGEgMQoWXDRL0LsP/zEfw4ecT+NkHSOTnUk48d7oYY5QXlVlicz2aYE6wwobKGmvJ9thId8LtLHds5ngS4l5YY7ua7YUNQloZsq1U1w4inIOUYmD3yoNxxC/x/YogBc2PayPwtD4KzxtjcExIC5xl/73yQB4XiAdVIUq7SzRv53oQz14KnmXes4B9m39PIC14luyzDN/ezPTitieWVI6YiLJCP+HcE2aKgQhL9IVZoiPIBO2BpmgONEelpwGKPfRQRDjnehggxVkLae56yOLrTXbQRRw/02jCOcb2JiJtCWkCOsT6OsKddBFIQPvxvkA7HYQ6GSLcxQhhBLSv0SW43DwLD4PLCLbWRZCVNoIsbiLKXg8p7iYo4OdaE2KPzhg34tkfUym+GIpzxkCcE6bTfbCY6a8M294s5GuvjMVxbTwe8R/0Q3YI7lVI4bVoPKhT4WlLGmGZjmdNaXjRmonjplQ8aEjCI6L0aU8unvUX4Bui+fWEILlCgbKAWLAsmJZWYCxzopWlrQhnDZK/m2tU7n9GPKszz3XK/ZJ5/nayGt9N8jhZJ3qiDc8nO/F0sgdPZ/rxaLIL2701OBqtw4+3+/FPuwP4ZrkeLyaK8G873fg/7o/iP7Z78eMs/95ICR4SxrfyApTM83KOv5J53iknnPka94jnw5p4PGhMwBt23L7qzsbr3gL8MlGL3+fa8H8czuHHuS7MlSSjJSEEHekJaMtJR31mOloLCgnkPKI5Fz25ufxRy8dgcQGGygr4I8qoKCRgijFWVaYAeVwyyXUNmKxvwlRjE2abWzDT2orZ1jbMtnUQOT0Ecz9WBkaxNjKN2xNz2J69hYOlTdxb38H923t4sHMPj/Yf4vjwGMdHT/D46BmeEMpPH36NJ8ff4snj7/Dk6U94+uxXPHn+Gx4++QX3j38moL/HgVRZ3nmFzTsvsLb+BMsrDzB/6x4m5/YxNrODkcltDI1vEsqb6JeiW0rcRvfwOjoH19A+sIx2YrdtYAmtxHMXYd03tY9+dlD6Zx9geP4ZRpdfYWL1DSZX2C6zc7T4HKPsmAzPPeSxd9E+uoOmwQ2i+Raqe+ZQStgVtAwjt6EPmbXdyKjoQkZJN9KLu5Ba1IHUwjYk5TcjPq+BUYe4XCKJKI7ILEVoWiGCU/IQkJiNIFUGQuJTERyfgsC4VATEpcE/IQMBqiwl/BMy4R+fDv/YVPhGJ8E7MgFe4fHwCImFq18EkRxKIAcSxv4MP1g5+8DSkUi2d4e5nRvDhduuSlgStxYOnjCxZdgR0HaeCqAVRPO2BfFszfNIZtrBI5iAFoSHwN4jkJ0KH+KE5/V0h5WrG+yc3eDs5A53YtnbkXB28oA/kR7g4gVfgtqH9/lwn6+zK/wcneHn7MJjXOFDVPs7uSDU2QmxLvZI9bBHnq8jyoLcURMVQDzH8ztYiOmmFsx1jWJ5aBkbxPMmP+/bxPPmzrfYOvwFd+4Lnv9ZAfQdQlbmI28xtolnwbIm8yyteli2GsSSZZass6ZomAbPEne/+jflGDlWc/zeU8k8SytZbhnC/RdlGLf8veW9nzG9/vUfw7Y7NpFXu4iU4nFEpHTBN6IODl75StEwI8LZkHCWNZ4NTeNhaqGCUjAsuBzhiS1IyOxBGtFdWKuutt06eKgM25assxQMW9z9CbcOf8WaVPyW1yjLdN3/CxZ2f8HY6jfomHiCqs495NWtIblwCkHx7XDwLoWxdSp0jGKJNClYxiCaZf6yDOHWZJtlnrOEFAyTitvS2kjLEEhb2BCUxLWxZM8JZZlDbWyaCEPBsyERZiTFyBimUdATnFpEw8Y1FZ4xVQjJ6UBM2QASqkaQ0jiJvJ4lFA2vomR8A+XTm6iY3USZVLImiPPH5lEwvoCi2RUUzK4id+YWsmeWkDW7iMzZBaRNzyNlYgaJw+OIaR9AWE07gkqb4ZNdA6fYAtj4pcPUSQV9/n19c2KSkNc3ioSBIaFsqG4N+fxMiGdjaz5P2wiYu8YomWf9SB6jioVxKl9nRhxM8hJgVpYMM3YCjWv4WmtVMGCH0aiJ2y1JMGhOhFFrMky70mDWnQaL/nRYDDEG02DakwQLwXNPFmxbMmFTxSjIhHl6CkzikmDsEwMDwl3fLISfRwChHAB9vSAY6gTCSD8YxsahMDAOhJ4pUW0ZAEOHIBi5hipLVWkHEdChjGh+hiq+prRoGGbzfHnqgmEGMu+5gIgu4OsioE2JZ5MSfjYlkdAr5mdPQBtUxcCwPgH6zfHQ7+D3ks/XuDMBFq1xsGd/w70qHH4l6sxzBjvd+UkBKIt0RZWPOcodbiLf9Esk6ZxC8PUTcLl2BgZfnsKFk4LnT/GZFA07dZqI/q+rbf8BZ9mWOdLqTPWnn36KDz/6AJ9+Jtln9dBtyT5fu3YFN29eV/BsYCBoVuNZhm1rawue/3a49vvx3+H5Y+L5Q1kBh33vc1cuQsvUGLZePghJSkNSaTXym3tROzyPzoUtDKweYWzzGFM7z4jo50SyLFn1EoMbUgWe27elfc32NQbWX6JfYu2rd9G3+hUxTUAvPUDP+rFSKGxcWaaKj7kjS189I6wfomXuHsF8l4i+h9b5hwT1sYLhlrkHDLn9WAHy4O03GCTY+9a/Uu7vWX2u3O7f+ApdtwTPD3iO+6ifOCKg76JiYB+5rRtIKJ9DaPYI/FIG4JPY/3ad6HGE584gKn8W4TnTCMmcQkjaPAKTFuAbOwW3sGE4SiGwtzi2kznQSmhA/cewbBufXlgzrLy6Ycnblp5dsJDWW9pOZZ/F2+33Q1PZ25rnlHh/nWh10TICnGCWsPJRLw1lqcx3Jn6lUBjDVpas8u+AbYBEl7JU1bvlqgL4WL8OWPqoq2WbE7fmRK6lezMRLfOUiWNumxG/gmQFw/8p+DjPJnXGmXA2Z8j8ZiuGtTvP5VwHC6cqWLlU8RpaBTv3Sl5HK2DnVgI3nyL4B+cjKDQfoREFiIjMRWQMIyoTMbEZSErMQHpqJrIzMpGTlY68nDQU56ejpCANpflJKM1LRll+KioYlXlpqMhKQnmmChUZ8ahMj0V1egwasmLRlB2nrK3clBeJ1sJItJdEoaNYIhKd/PffWxaOvvIw9JeHYqgyFMNVoRipDGIEYKw6ENM1oZgVMNdGM2KVmGb/epL968nqeEzxt3CyJgVTdRmYbczGXHM+FtoLsdxajKWGAizU5mGyMhdDJTnoyc9Be3YumrIKUJdVjOrMCkK5EsVplchPqUReciWyUqqRklILVVIdYuJrERFTh7CYBnxwnRDVvXGJcVlZy1mqb39xkj8UH35APH+kFA079cknOPPZZ4Tz5zj92Sc48bEsY/WxklGWYdkSsi0hWFYXIJP1oAlrolez/+YVqbatzipLdvldhpl/88a500oImHUunYc+n4vehXPQPncGN8+cxM2zpwjmL2Bw6Uvo8pw3eT4dnt/o6jlC+TxMrn+phCExrUc0SvVtY4Jaqm3b3DgHO6LZXpehcx52Wl/AXusMHK6fhMv1U/DSPotQk0tQWd1EqpUWki2uIYU/vpnmF5BndRX51teQT0gXcX+F4NnBADOB9thP9MeLrAh8nROJbzND8DrJB1/FueNxhCMOA62w72+N/UA7bPnbY83Ljkg2QpfJdbTpX0aH4VX0mt3EiLUeZp1MsOJhhg2C746fObb91bETYE5IW2GbmL5DrG1HuSl/8yA1FNvJodhICSfcwtAQ5oEMIjyEr937xEfw4ucTfOIDZPB9qTHXQaezEYZ47plgcyxHWmI5xgJL8XZYSnXHUpoHlojW5UwPLGfzdrab0q7me+FOSQC2iv2V4dt3KyOUitv3ayIIPyl8FcYIxyNuP24knptj8awhWgH0QwJahmYfEcnKMG2e47DQG7v5Htgv9FJCMtC7/Bv73H9Q6KfMgd7L91NiJ9cHt9PdiGd7jPL5djOGEhzQHyVrPZuhO8gC/cFW6AywQJOXCSqc9ZAjaz1bXUGS7TWkOmkhx00f+W6GSLfVQoLlVcTxc4yzu6HMhY5x0EYcHxPtpINwojqEn22Y5XXep484R0OlSrePwUX4GF5GgMk1BDJCzPlYW11kepiixM8StcE2aA93wECsMz8DT8xl+mKagJzK9CGgvTGX7qsU0dor5XtWFY8ndUl4QSQ/rIrDfgnfI4L6uDER9/kP/ml9Iu9LxYvmVL6XScRmEh63peMl8fzDVDW+majAy7EyvBgtw/NxtuPleC5Ds2W+sxQSm6xT2hdjUnW7SmlleSspDqa5T1q5LYD+jvD9dkbmPgu46/Falr+a6cDXs114NtGCh8N1OBrk35xtwr8cjOJfDofx9Vw1oVuD/32vH/+fe6P49/U2/DRZjpe9ucqa1bLO80qOH9akynhxGHbLI7BXHomDGvXaeA96VXjcl4HnPXl401eGn8eb8a+3BvC/9qbwbKga00Xx6MuNQw9/iDtL8tBdWYqhumpGJaMCIw2VmGiqZlRhvLESMy31mGttwkJbOxbbe7DQ0Yf5tkHMSbQPY4GoWegZw2LvONsJLPVPY3lwAesTa7g9cwd3Fnewu3oXd9nZuL/7DA/3X+Dp/W/w/NH3eHH8A148/gkviOMXT3/D8yd/wotnf8aLF3/B8+f/gqfP/xnHT/4J9x/9jsP7v2Hn4Cfc2f0OG1tfY5Wdg2V2ROaWnmCCHYOx6XsYnriLvqFddA9sMbYZO+js31ZXpB65g+ahO2ga2kDDwBoa+ldQ27OCxv4NtAxvoY0gbh+Xglx30S3reRLSfTxvz+wRumfvomvmAB1TRPPIBmr6llDSPskO1RBy6nuRXtuFlKp2JJY3I664DrF51YjOqkRERhki0kuVNjy9GCEpBQhO5kUzMY8IzoRvXDp8YtPgGZ0Ct3AVIRwHv/AY+IZEwisoEp6BEfAIioBnMLcZXiFR8AmLgVdwFLEcCmefYLj4hsDVN1RBrZUjUWvjDlMbgbIHkeyptGa27m/D9b1wU/aZWrsxeB8fZ2bLY3m8OUFtTlhbOnkrALd28YWNDOt2D1DCxoMwd/fhPi8lk21HGDsxnIlnD7Z+Lj4IdGXH080X4Twuwk0dkTw+isdH8hiJCAdXRDk6Isrejr8JVkhysUaujxNKQ7xQHe2P1tQoDBZnYqq+FvP8jq2MrfL7dICtjcfY2n6N7YNfsPvgz9h7rM4GS8j2LoG8z9h7/BdsP/rbQmHvD8MWPAuU31/nWTOMW+6Xx2gy1ppzaCCuuW/jHhF79xcs7X6PqfVXGF95w+/NMzQO7qOkdR1p5dP87LvhHV0HR78SmNinQ5dg1jcVQCcQoEQYtwWsLr4FCFc1Q5XVi6ScfmSXT6Gq4zZahw7RO3WMsZXXyrzqpb1fsXL4O1aP/gm3H0jG/d8I6H/Fyt0/Y/rOT+gl4OsH76KwaQNJhZMITuiCZ1A9bF0KibRkaOnFQFlmSrLNRKXAWTLFsgyV+dtiYZqMsyXD3IFhTzjbJcFMhnALnmWtaskyG8ZCT5/n4zm1dWQOtHo+t7ZhGLSMCD/raHZEE+EQmg2vlDKEFTUjqroTMbXdiG8dQOrAODJGp5DOSB2dQNLIKBKHhqEaGETcwABUIyNIHh+HamIEMaP9iB7vR8z0AKIm+xEx0ovw/i6EtXYitLoFgQX18E6thHtMKTvQWTBxTiZMVdCziCWeCX1jgtgwmiiNgrEB0Sz/aUBAy5xnY5tIdpYJT+8I6IYSz/F8jalJMMomjAsIyspkGNWlwLCB52wmmIlmgbOEUUsyjKVqdXcqzHuTYd7P7QFuE88WA0R0fyYsu7Ng3ZoD69ocmPM7bZTJ86gSYRIUr/xdU1si1yKUnwfDMARGesEwMgiBsVEYDIyCiecgGFiGwtCet53CoM1/7zcDA6Edzvviw2GYxs+SHWXDfEYxP9PSaOgWhUOnMAx67DgbFnIfEa1fGAHtIj6e10a9Mn4HKmNhyGukQRPfp9ZEAjoRxkS0RVscHJui4c6+hy8711EFIcjMCkNRajCKo914bbZAqZMuCswvI13vC8TeOA1fSaKwP3qVaJZM8wcnzuCjE6fxuSxX9blklAXGkl0WJP8RUqzrI/Z/P/zwQ6VVF+/6hPd9zOPV2esvvjiDS5cuKHCWYdtSNEyGbsvcZ2llOLdkpa9cuYoLAmXGlzLP+W2c//Iizskaz4JnxhkC+hQBLctofSJ45t+SgmGffvYRzl04z3+jprAnnoPik5FYUIH8xm5U89rWMrGKrtktDK0cYfLOY0xsPSN4Za6yLFn1HCPb/A3Yk7WaJZP8ioh9SdQ+hxQBG7hN6PJ2/8ZzAvcxBmWt8o1jxiMC+oVSrVuKi8nyVh3LD9C2cJ9oVkfH0iN0rzxRziUgloJiPat8/Lqc8xX/rnqNaM3fktBsdy4fK+eQIeCNU0eoGTtAaf8WclpXkFo7j4SKacSVqguOqSoWkVLN/TJqpeIW4ksWEVu4grCsRQQkzcArdgxOof2ELIFMyNr7DRDObzEtaJaMrTLUWapi9xKnfcQyw6eP0P2jmre1LG3FsGJYSpEyf8LZj0EYWxDh8jhzL4leRjeRKtGlbFv4EM/827YBhLU/YU5EW3i38bwEtJ+0rbyfrV8rrAK4T7AcxMcwzAPaYebfpoSJbwuMvWW5Khly3QhzdyL4bZi51cPElQAWECtFwCR4zrchxcKsPATWAuZGtvWwcquBtWsVbFwEyaWwdyuGg3MBHFxy4OiaBRePHHjIKByfVIQGqRAVmqhEfGQikuOSkRybiLT4BOQkJyIvNQGF6QkoyUxAWU4iKnNVqMmPQ21+BOrzo9DIf89NhTFoLopFS3EcWovi0M7bndzuLklAX2k8eku4XRSN7vIo9BDA3XRFTyWjIhK97DP2sx2Q4P3D3D9SFY1RHjNSHcntSIzXxGCa/enJ2mRMMMZrUjFak4aRmgwM1WQycjBcV4jRxlKMtVRhrLUWY221mGxtxExzE4+rR3dpDZrza1CVVYOilBrkJjcgK60NqWmdSErrQjzbqJR2hKe0sW/Uo4x48IwfgUvUABzC+2Ef1idLVRGsVwlSAlrr6gVcJ1ylqvYpGSry0QcKlAXPZ/kj88WJEzjNH5XPP/qQeP5EySgLijXZZZkTrR6iffrtPOezPN8X73AtkL7J21oSF6WIA9H85RncOH8a17/g8fy70gqYdc4T0RLc1v7itLJP98svFFDrENhaPKc2/4Y+zyWZZzWgzyvbgmdZ+9ng0hmYXD4Ny2sy9/mcUjzMVuss7G6ehQPx7Kx1Gu5s/XTPItz4IlQWN5BqSUCbX0e62QVkmZ1Hrvkl5FteQYnVDVTaaKHWVo3R2UAHHKgC8Cw9DG8ywvGGP94vEjzxLNoVD0MJa18r7MiazX52WPe1xZK7JcZtjdAjw6iJ5y6ja+g3v4lRGz3MC57dTbDuaYRNHwLa11QdfgwCeivIBndCHbEV7Y7dRIKMYL6TRKwkBGMwyg/F7taI0LoA188/gPMHH8Dv4w+hunAKBTpXUWeujS4nwbMppoPMsBxlhVux1lggRmeTPTCX4oH5dHcsZnhiMZNtliuWc92wQdRuE8ASe2XEML+8D2tjcdwQi8fNMYQfbzdE4lF9BPdF4klDFI5rZf5zCB5UBCvxqDwYD8uCcMz2nmSbi31wvzxACWXodqGs+eypHs6d76sM35biYRuE80qyI2ZjrDAabYWRJAI10wtThP54ggvGox0xSrj2833p8CVk3YxQYMPPzuISEi0vQWV9BekOWihw0Ueeoy7S7W4igXiOJa7j7G9C5ayLeF5go4npSOtriLVRrw0tw/Yj+R0IMr1CPF9QAO1neAkBxpcRaaWFVFcTlAbZozbMEW3RLuiNdcUwn88U38eZDC+Mp3thJNUDE6mCaT9sFIQqeD6qjCOQk/G8kTiuJZirYvGwLh6PGlS4VxWD+xVRxHUCvmpNw5uubLzszsbT9gwct6fj1aBU3y7B67FSvJ6sxKspqbxdgWcEtCxdpSxjNSZVudVwfjJYjuP+UjwZKsdTiWGZ+1xJeMswb4aSpZY1pBk8z+tJGdLdgO/n2/HDQhe+mmzC09E6PBgow7OxWvzpziD+9e4YftvoxPdTlfh2tBjfjZXg9/la/HWlGb/NEPC9OXjYlMjvSijx7KfMl98rC1dimx2cnaYIpbrhcX8GXvQV4BWf3w/Dtfhtqhn/cXsQf17rxePhGiw15BMkJZjtaMZsdzfmBvow29+N6d4OzPS0Y7a3HTNdrZiW+7vaMc9jFnv6sdQ7gqW+SW5PYbF7GvNdU1joncPSwCJuDS9jlbhZn9rE1twedpbuYufWA+yyc3C4LRWS3+DRve/w+OEPePaYUH76J3U8+TOePfkdTx//CY+Pf8fjx/+E46eC5r/i4ZN/wb1Hf8FdAdIRwbL/E9a3v8Ot22+wtPZSWf94av4xRqfvE85H6BvZQ1f/Djp6t9DRt4XOvm20c7up7zaxvI663jUFzNVdt1DZuYSK9kWUty8oUdGxhKquZdTw/rq+VdT3rRMgfMwQHzOwipoB3t87j5KOCQXNGTVdSC5vhaqkiZ2LWsTkVyMipwyhGUUITcsnlHMRqMpiZCoRkJABX0LZJyYFXlHJcCeWXUPjlXAOjoVDQCQcfULg7BUAJ+LUwd2XF18fOLJ18vRXwpnh6hMEF+9A5bYc4+Tpx8cEclvw7K0G8d/hWW7/w7AioK0IaUsXpTWxdlX2yznM7T3+gLOrn4JmO3bYJexlGDifp4OHPAc+Nzc/uDE8+Hx83P3gz33BvB3O1xHNY2L4XGM9fBHH1xPv6ot4AjqWeI6zd0WcgyNbG4YVUl1ske3thMIgT5RHeKOJv71DhcmYrq/CYv8EVqc2+J06wu7mc+zufYv9e7/h8PG/4O6z/0EIS7b4P3D47F+x//QvOHzCeEpES/EvYlld8OuP0Mx5FjDL0G11tlk971mGaMsxgmNZqkqArEG0hOYcUoV77e7PyjGrhz9hgd9NDZ5bR4+UomFZNfOIyu6Hb3wTO5jFMLBLhZaxVIEmOo2IaAMp4KUeLu3gmYPg2HrEskMRnyEjF8ZQ2nRLqbjdMXKE4eWX7/C8tP+bEqt3f1eyzgLp+d1fMH77O3TLurADhyhoWkdi0YSCZ4/genboimFkmc6/SyQZEcwm0TA2ZSuAZmjwLMOzlQy0LUPAzDDltomNCqbWCcpzlXnNegS4gFlbm2jWiiRsiDK9MCWrrUX0aRmHQd8mCiYu8bAJSYVrUg788ysRUt6A0JomhDe3IbanD4nDxPLIEOKGBxA92IvI3i5EdHcgtLsdoX1tCBvuQMhwG/wHG+A7Wg+/iSb4jDbAb5DbPfXwbaqDd2UVPHPK4ZJYCIeIXHbUM9n5TYMBn7OeeSz0CWd9A+JYj6+Vz9dAV9ZTJiBlbWXjEBhYENAOxKRnJPRDiOs4FUxSiOZM4riAgK5gyw6kATuT+o0qYpP7iGbTNgKZ1w+rbkZfGqz6U2E1mArLgTQimvf1ZcCyPwtWPTmwbcuHTX0uLEuziPJUGCYlwywsiR1xFSwcCXurcAXPhrJ8lk6QEgb63OZtbcNAvp8B0LbkbQJaxyMYWn68HRIA/Rg+/xSCP5uAJpBlWLYB8axTGA7t/FDoKllovrb8aOgXRBDVEdArioRBCY/nsYa8bhoQ0PK69Fv4upr5PWiKgX19JFyrQuFVGoSI3EBkZIaiMCUIRewfFbHPVexsgELLa8jSPwcV8RzIPqDNFydx4+RJnPz8NPF8Fh+ePINP2Z/9R3iWbdkv24Ll90N9zP81PEvo6mrxvmu4evXK/y08f/Kp/M23eD7Hvq+hIezcPfjvMZF4LkdBYxdqief2qXX0LuxiZPUeJjYfY5wAHtl+qWSMJSR7rMbza2UY9uDmCyJWXQRMgK0+7gUGpIr8NreJ74HNJwqkZc6zwHlg85lybPfKY7QvPiKiHyj4laXZBNBqPEuG+akCZFkbeujOK/49yT6rway5T0K2Bd9yDnU2+wh1EwcoI6ALOteUKRQ5ravIaZHCY7eR17qN/LZdxg5yW7aRVHkbUfnLCEqbhXfCOPEsEJY1ljth403AKiEZ5z8KbinzhbnfmmBWL3NFXBPNyprPMj9ZiS4FzlaEsxrPPKeswUwYmxPblt79RLHgmbffAtrcU7LTHfz7XbDx49/0k0y2rP3cQkQTtESzpQJnAp5AtiaWbYhmqyA+TuBMXJsS1OYME/9WGBPQJlLwSzLHRLSlFzHsrQ5rH+LYS4Zj18NSgKyEZJgl6mHrVstrdA1hXAUH13JGKZxci+Dskg8Pj3z4eOfD2yMLPh5p8PNMRaBPGkL80hApBbzCopAaFYM0RlZcLPKTVChIikVRcizK0+NRmRmH6pxY1OfFobkgAS1FKrSXxqKznAgui0ZPeYwSvRWx6KtkVMQRwbEYrIzHUFUCMZyAoYoEDJbFob8yBv21PJYY7q3mYyuj+bgYPiaWj4knoFVsEzBQFo9BPmaoOhEjtUkYrUvHGH+vRhtyMVKfh+GGQgzWF6G/oZhRhoGmagw012KQWB7saMVQZweGurow0tmD4dYegr0TjaVtqMhrQ15aK5ISWhAb14bIuG6EJvQhSNUPv8Q+eKp64JbQDeeEYdjHTcMmegYWYeMwDR6BSdAQPtBkhHWuX3w3dFuyz2dP8EdEss+EsoBZ4CzDtwXSnxFoZ/iP+fxpNaAlzp36RIkLZz9TsCx4FjjfuHxOwbTg+dK5E7ghoJYgmGXes4QGzVfPnFC2b5zmcRJnTkKLcJYQSAug1bAmpAlxPZ5HwuDy2bcZaHXIslXvAH3hhAJoGb5tqVTcVs9/Fjw73TwFV4afzllEGF0kvK4j01YXuXa6KCC4Cm2uIs/iCgqtrqHCTgs19jqoI567XIwxE2CPnVgfHPNH+2VqCF4mE9Kx7nga7Yxjwu4wwAb7jD0ie5OAXvawwpiNIbqNbqBD/wrb6xiw0MKYrT7mnU2x7GqMVXcDbHgZ4ba3sTp8jLHha4LNAGtshzlhO8ZDwfMu8Xw7MQTz0f7oCHBGjp0+wmSt6hMfKEO2w/m5ZFz/EqUG11BvyefrZKgUDJsMMFHwvBJng4V44jnBFXOJrlhIdsFiqiuWMgjnTFes5rpji9DdrwjCPuF7UBFC7BHHhLM6CGei+X5tGB5UhxKDIeqoDCYE1XAWRAucH5QE4J6s80woHxR78z6puq0+RgB9UCTLVHkpxcNkyPZKshNuJTkqWec5In8i1gajya6YJp7nM30wn+aN+WQvTMe5YTTCCb2BtmjyMkOJow7SiWOV5QXEWVxEss01FDjrodjVEPmuBkh10Ea8NQFte1UBdBw/3wjLK4jivkQnfaS5GSOFbay1FsII6ECTK4TzRXjrf6lUYo+yvIkMd1OU8DOtCXNAZ6ys8eyJcYFzqpeC57E0T+5zwWiim/JcbxeGYpd4PuSPiaD5uEalbutUSsb5LtEseH7akIjnTclqPHfn4JuBfLwhMp+zY/OEmH4+UKDg+espmdtcQ/gSw1KJmyh+QuTKclSyZNU3041KyLJUj/sIaAHwUIWydJUSPF7mQD8fKSa0iwjqEmUY+DezjYRzO35c6sa3Cx14PdtCzFbjEeH99WIr/rwzgL/uDeL3W80Knl8PFeBXovnPC3VK9vnbEQKfgL5bG4u1An+s5wcoy51tFwVjsyQIW3Xh2G+Pw6OedDzvzcNX3YV43VuCr/vL8Auf7//YGcU/703iyWwPdkd6sTs9jZ25W9iaX8Hm3CJWp2exMjmFlfFxLI8MY2FgAItDw1geHiOOuX9kTql0vTp6C7dGV5RYHV/H+uQdrE9vYWN2B3cWD7G98gA7a4+ws/EYO+wU7O++wtHdb/Hw/g84fvgzkfwrkfybEo+O/4QHj37Dvfu/4kjiAUH04HfGn3EgaL73O7buEi/7P2Nj70esbn2LBcJ5evkZJhaOMTb7AENTR+gd3UPHwCbaetfR3L2K5q5VNHWtoKFjGdXt8yhvm0FZ6wxKmiZR1DCOgvox5NeNIlfWRK4eQh7bvNoRZV8h7y9qmEBh4yjy64eQWzeAnLp+ZFV3I7W8DaoiWS+5liiqQnhGKULSChEkQ6+TsoikdAI5Fd5RifAMT4B7aCwjDm4hMXAikJ0CIuDoHw47n1B2MIIZIbD2DIKFmz8snL1h6egOSwe3t0OrXWHt5A5bFy9epL3VmCZIHQlRgbOE3HYiZu1cA3i8198AWBOy7x8GwWz6Fs4S78Na0K2Bsx3hLMXFNOEo1bZ9g+DkHUS4B8GNePfma/Ej7AO5L8gzAGF8TpHeAYgl9OMY8V7+iOdzTeRzT3TzRYKrFxKc3BDv6ERA2yLBwQbpbg7I8XFCQaAbSkM90ZAQiEHCZbq+EksD41hjx3V35QgHW89xsP8tvyO/4e6Tv+L+i/+Je69kreb/ibvPCWDJKhPMB0S0Bs+azLEmeyytQFnmPWsKhgmaBdUaHGvwLPE+nuUYCdnWwFrmVa8e/oKptW/fDt2+h8ruO8ipX0Bc/jCCktqJ5yIY2KbgplE0tAykaFeskrHVI+pkvrGtawZ8wyuV7HNMSjuS84dQUPtH0TBZ63liXeY8/4CZtyFDuGWNZxmyPSkVt1ffoGvmqYLnInaEk0umEJrYDc8QdvbYsTOxyoShWQoMCHiZ/yuANmCrL1nYt4AWHMsQbmMbQpn4lDAmmiVkvzxXqRIu6zzf1CKStcKhqx2l4FmW3tI1jISOCUFtFqHg2cg5FuaBKtjFpsE9oxA+xIhvaSX8a+oQ0tqCiJ4OhPcSyz1tCOpqQUB7I/xb6+DbUgvPdqK4txIe/RVw6i2C0yA7pyOlcBwsgVNfMZw7i+DYwKjIh0NODqxVRCtBauabCmOXVOhZx0HbhM/HIBw6si414ax3g6DUEqCGEPuB0DYIhK5ZMKEdDkN3AjYoCuYxCUrRMNP0RBjn8nWXcruKmGanUjK1RnV8bxqSYNmSRhRnwq4rA7a9qYw02CiIJpy5bcHfYisZsi0VuFvzYVeXB5uSbJgTzyZJSbCISGEnPQUWTjynZTg/i1Do6YdAR6qB3wwgFAOhoxeE6zp+uKTrhavGvtC25fN3D4WOD+8P8IdeOJEdT/yn8/MriIVJcSyMiqOhRyjr5YZBP49QzouCoTIPOgrGhTEwLohWWpPCOB4bB8NyArqawddlxOuLeW0UbCvD4VwaAs+CQIRlBSA1LRj57BcVRLoRz9YodTVCsfUNZBt8CZXWWYRcOQ0H9j21Tp/E6ROnFTh/KEOj/xs8n+B97+/7IwTRH7H9mMd8hrNnT+PixS9x/fpVJcusHrYtFbcNlNBkn69f+8+ZZ4GzJr449+V/wvOnMpxclsb67EMlzhDq13V1YOnkhIDoOOK5TMFz3eA0uuY2MbB8gLGNB5i4/QSjt4nnra8UKEto8KwJuS2AFgxr8Cz7xvZeK0tbTR6+wfi+FAsjdDeeKHCWOdCSwZYMdcfSsQJemf8siJYssmBYQpAsa0ILniWjLYCW2xpAa0LALY+TedSCaIF357IM/36ozJ2uGNxFOX9fpEJ3Sc8e4wClPYco6T5QlrrKatiBqmwdkbmLCEyZhlvkEOErw6sFz1IATKKb17LudwW37H3fbrO1J3A14aAE9/kS2lIdW87h285/AxJEL8Oaj1NnqiVjrV5XWhn2LcO8ZR6yFOPyIoqlcJhkgQXOMozaowWm3Db1bIUZ91vwvJb+PG8gn19gJ6yIZwvfVlgQzZYMc79mmPoQzj5NBLgsM8XwlLWZBdL13K6DlUcNLN2qYe2uDhv3Ckal0rq4lcLLrRDeboSyex58PXLh75GNQPcMhHhlIMIvA1HEcox/MuIDkpEckoqUsFRkRsShIC4KZUkxSlSlxaE+J5GRgIacOLQUxKON/y47S+LRW0bUViRisDoJw3XJBCzbeolEJUa4PVZH6LK/O1qrwlhNIsa5Le0Y+8FjAulqorgmHv3VCehj9BLL3eUqdJSyLUslojMZWUR4NgZqcnneAgw3FWG4pQyDLVUYaq3GUFsNBtrq0N/WgL72BvS2N6OnrRU97W3o6uhEN8Hc292Hvr5B9PeOoLt9EC21vago7kROVhsSeU0LjmiAT0gTPEPb4RbeDZfIHjhE9cI2WqIb1lFDsIoch2XIGEyDhmHkPwAD3z41niXzrHfzMuMKAX0ZsizVFyf/MZ5l+7MPPsQp4vmLkwJmKSj2iTKMW0LWgZYM9EWBsWSWL58nos8p25dlfjPRe42YlnWhLxHdUizsCo+/KoCWOdCCaML5ysnPcJVx7dTnuM7bMmxbMK0G9SnoXZK5zpJpVmebBc+SeTa7eeFtBpqwJp71z38OIwLa9PIpmF0+CYurJ2Fzg3DW/kLBs9uNkwjQ/QJRJpeQYqOFXEKzzN0YVe5GqHDWQrHtNZTaXke1oy7qnfRQT1h3OBti0tcamxFuuK/yw/PUILxKCcTzOJnz7IB7wdbY97PCrgSRfduHWHU1x7ClHjoJ2jbdS+gyvIZBcy2MyrBtR6KWeF5zN8RtyT57Ec3ErsS6jwk2AiyxRTzvxHlhJykQe+kRuJ0chplIX9S5WSDJ+DJCLn0Kv9MfIOTUB4g5/wnSrp5Bqf4lNFnroNtZHwMeBhj3M8JipAWWidL5WOI0zhnzjMVEZyynuGAt0w23czxwJ98Te6W+OKoMJPyCiLxgPKyNxHF9DCMaj4jnR/Vvs851EXgkw7elcJgUEKuNwJO6SDxh+7ia+2QId2kA7hb7Kpnne2X+SuZZhnUrQ7rZHhT6KoXD1lJdFDwvJzooeF6It8VknC0GGIPx9hhNcMKkyg1T8W6YjHHFGPHcF2KPVj8LVBDIOfY3kEocJ9tcRSrxnCvZZ2ddFHkYosDTGJmuelDZXyeQryCaaI60uIxoK+LZgfAmnrM9TJHmYoRoG21lGHeQyWX48QLsp3ce0bydwWNyeUyFvzXaIp0xnETEpxP06b6Yz/bFbI4/oe+GET7P2VRPrBeEYKckAgcE9MOqeNyr4PtXm4An/HE5qozmexzK9zYSLwjnZzJUu16Fh/UJOG5OwovObII0D0+J6ef9Un27GF/J8lWjknEuJ6CrlKrZAmgFzwSzwFmqcb8ar30HZtkv8dVotQJpqb79bLgIz0YK3+H5zVQ9vptrJaA78PNKL3661YNX08045vHPJ2vw80Y3/m1/BP+y0YE/zdcqWee/LDXg56kKfD9Wgj/N8ZjJCnzVk437DQnYrYjAVnEItktCsVcViT1+b/abVbjfmorj9kw8bZcq47lEdB7eDBbj1+U2/PvdWfzT0Spe317F8a1NHN++h3u372Nv/RBbK8Tv8h1sLm5gnaC+Nb3AWMTK9DJjhbGOtZnbWJ/ZxhqhvD63h/XFA2wsHGJt/gArc4yFu1hbuof1Ww+xtvoI6+tPsckOw9bua+yws7B3+B32j37Ewb2fcHBf4hfs3/sFe0c/Yefuz9g6+hnbd3/D9tGv3CZMCOe1/Z+wsvMDbm1/h8XNNwqcR3nhH5q5h/7JQ/SME86Dd9Dcu4r6zgVUt86iqmUK5U3jKCGG86sHkF3Vh8yKHqSXdSGlmDApakNSYSsS8poQn9v4LhLyJJqQkN8EVT735dcjPqdGmaccSyxHZpYhJKUQITL8OikXAfGZ8IkllmNS4Ekwu4fHwzU4Go5+YXDwDWUHgkAmOK09AmDh6ssLsQx59oOFiw/MXbxh7uwDM2cvmDrInGNBLzH7NmSespWjB2yIagc+xtHD/x+GgwyldvZTwPsPkfxfhJk1kW5DrNt6KCGZaiXsPIl4b3XlbZ7bQcBM5GvCyYctoexMKLsQze5sfbjP3zcYQb4hCOV9EdwX5aOGswbPCZ6CZx/i2Yd49kSCM/Hs5KjGs5MN0jwckeMreHYlnt3RqArAUL6KeK7AQvcQVsdu4c7SHnZvP8Yuv08HhKuSeX7+P4jg/8n4f+BQhm8f/zP2iOPd4z9j++Gfsfl2qLUmNHiW4dsCaIGzBs/quc3quc5yjOYxGnhLCKzlGAG05jyyb43f1fmtnzC89BItw0cobV9HRvUMYvMH+Z3phHNgOYwd0pTMs7ahDJ2Og65+LPQNiR2C1Mo5jcgtQ2h8IyKTWqHK7Ude9SwqWtdQ37uDjvH7GJiTOfkvMUYkT6x/g/ltNaDntn/E+MY3GFp5reC5YfAIJW13kFY+h/CUXgXP1k4F0Cec9YxVyrBtfUOpmB3BbcJSKm4bSmEt4orPRVmyyipeAfN/hWdlqSrdSEImGkYG8dDVjeLriSTECTezKBhYcr8dz0U8m/gRZFEq2CdlwDkzF875BXArK4FXbSW8Ggnk5ip4NFXBvakCHo3lcG8shVtjCRzbCuAgyz71E539WbAZyYHteB6shwllud2VCevGTFhVEql5qTBL5vOMIgZ9EmDgqIK2RTRu8LVpSUaceNbTYdz8ezwHKXg2JJ6NXcNh4h8Ny8gEWKoI5lS+/iy+7sJEmFUkw5SdWFnmyVCWemKH1IydV+tGArglBVZtibDu5O3uZII5FVa96eqq23yOdm3ZsG/OhV1NDmyKMmGeyXPx/GZhyez0E+gOsdA15+dgyOekGwxtWYf6RgBu3GRLSF/V8sWXWp64oO8DbetQ6LsSxZ4B0PP1g35QIAyiQ2GSHAWT7Bg+V77fRbJcFT+bHH6mOURzThSMsiNhmhMN87xYmOXGwCyHx7KzbsLbhnyMQSnxXBkPg4pomJZHwKqI/87zg+CRE4CQ1AB2gAOQHe+HvDBXFCp4NkEJ+3I5khDROofQq2fh+OUp6J49wb7qSXxMQH/0+an/dtj239/+I/ssw6g/UuLzzz/FaYL8yy/Zv716GVpaN/5rPN+4houyTBXj77POmtAA+vSZL3CCuBc8fypztNnXljjFPvDlm9f5vbeFT3gkrwfFyKvvUPDcPb/Jf2N3MX770Vs8P4WsRf73mecpWa7q7vdKyG25T4Z1C6TlGDWcv8H00TeYuvtGwXPP2rGyzrMM3ZZjBghzTeEwmfuszj4fKzgWJAuYJdv89yGYFlwLmt+Hswbeamy/4nm+QueSFBk7RvP0MZqmjtE4+ZjxBHVjx6gYuI/irgPkNO++Wx86NHMe3rFjcAzphV1AD+z83q+0zduEry1RK2FPENsTww7eDKWV2guyLa3cx2Brx312xLAdwWvr1cqQrHUPEc0QmMs8aKWIVwcxSyy7SxXrNiVsZZth7UYwszX2aIWJRwcB3Q5zPgdLqahN6MtSXHay9JZfC9HfpISlTz3MPat5zlqeu54Ar4UFgWzhWgEzl1Jem4th7VoCe7cSXmOLea0tgrNHIZw9C+HmmY8AzyxEeCQjyjMJ0d4piPUhkn0TofJNQEqACulB8cgMiUduRAKKo1UoT0hGlaxokkIcZ0Sjk/8GO3Nj0VsUj6HyJAyWqRjxGK5UYZTIFQBPsg87xT7rNPuu0/yNmWpOwWRzKiaaUt5GMqbYTvKY8ToV4fw2COeJmgSMK+dRYaQmCUOM/qpk9JSnoL0kBU0FyWguzEBHWQG6q8vQ31BNLNcTyw0YaG1EX1sTejraCOMOdHd3MXrQ3dunRFfvILoI5Y7eIbT1DaO9b5R9sAl0j06jb2QOnb2zaGiZQEnFENJyexGh6oBHWDPsA5qViu5WwT2wDB+AecQwzCKHYRo1yO1RWISOwyJoFKYBwzD2JZ59+gXPnyuZ53+E5/9q2PYJglqGdZ/5XMD8CU5/9jFDffvcqc+Ux3555gRk3ehrF88r2eybVy4q55V1n6+e54/AOd5/9nNcfq/atgzflnnPV/jYyzzH5c8/UeLKiU8VRGsgLXjWvXhGgbPxtQtszymAlqyzudZFWGhfgukN9fxngy9PKHg2vngSxmzNLn0O6+un4Ug8uxPNfgbnEWF6ESrBEWGc72SAcjcTVBOylS5aqHC8iUpHbdS7GqKZ+1tdjNHpaoQxHyushTnjMNYLzwjnV1J5O8FTqbR9z98S+z6W2OMP+V6AA9a9rTHnbIohCx0l6yx47jG6jmFzbYzb6GHGyUSpxL3hYYw7hPOWt4mSeZY50Bu+ZlgPJJ4jnLEb742d5CDsZERiIzkc4+zIlfM5R988Cb8zH8Dn8w8QxjaJrzFP5zwqjK+gmReRPhd9DHnqY8zXCNOhZpgJN8N0uBWmCf3ZaEcsEntrya7YzvLCQYGvkg0+InIfVkkmmdBlPKwJJZLD1EE4P66PUoZqP22MVofcJpo1eH76NhREC6yrZDh3IEPgrM44y7BtaQ+L1dW3t6RQWbrb32SeJwnowTgbdIebK8XChqPsMBRui/4ga/QF2aA31A5tAVaoIY6LXHSR66iFLH5emYR0JhGdY3cdhW56KPM1Rwkjy10PyQ43oLIloq2uIMrsEqItrvD2TaQ7GyCNIQXGws2vItzsKkIJ6FDTK0jg+5zjYYZCHwtUBdignXgeSfbGbJY/FjL9sJDth6WCYExKBjrJBbPpXljPC8ZuSTgOy6L4uuPwoEpdPOxxXYJSPOywMpyIjsSzhkS8as9Qhmy/aEvD42ZiuiMTL/vy8ZXEAKE7WIinRPTT/iJ8NVKmZKC/mW5QUCx4FkQLmpVlqNi+nqhTQrYFzwJpyUQ/GShW0PxiTJawkkrexPNkLb6ZbcJ38234aakLvxDQ3y124sVkHaMWP6514d8PxvAfO334J6JZsCzt7wt1+GW6Uok/L9bh1+kqfDtUiMdtKQqgBc+HfM13GxNxyB/Ruw3JuN9IQMu61kT0i+4svOwnokfL8NvtIfzHk138/uA+3mw9wOv9V3iy/xpHu19hf+sp9u4cY3fzIbY2jnB7dR8rS9u4JUtCLWxheW4Hy/O7uDW7j1vzh1icPcDi3CGWGHOM2Rlp72J+8R4Wlh8wHmFx5TGWN57h1p0XWN1+SQS/wfret9jY/w63D37A5uFPuH1XHRuHP2L94EesHf6MtQOCmdvLuz9gXqoLb7JDwov9OC/2gzP3CeZ9dIxso2VgAw29t1DbMY+KlkkUN4ygoLYfuVU9yCxrR1pRMxLzG9gBqkOcrIOcRQCnVyA8tRShySUITixUhyzzlPBexOchKCGPbTYCYzMRGJeFIIayVnJUMrwjE+HFi6JklQXLEs6BkQqa7YhFawLRiji2dPGCpbNUtvZQcGzu6A4LZw+YObgRzMSyg7vSmti6wsjGCcZWzkqY2gigJfvsQfRI5lmGbgeylSHd6uHSEvZuvrBz9SOefRX4vp89FiBrssj/KCyJZGt7L9hIZW0pEObk8y6k4JgM0RY4K1W2fULh7Bv2NkL/U+bZi62SefYJRggjnPdF8n2I9QpQIo5wjnP3QZyrB+JdPBDn4oZYJxfEOjow7BDnaIMkN3tk+jgiP9BFwXNDgj+G86UwSTGmWruxMDCL9ZlN3Ll1D3fYsdza+wG79/5EJP+zMt9Z1nrel+WkHvyO7fu/4Q5DMsOakGHWGjhrsssCZk32WVpNCKo1KJaQbQlNZlrwrMG2tLJPMs9Lu79iZPkVmoYk87uC1IpJROf0IzilA+5hNeyYZUPPPAG6pgnQNyLwGIYmRCqxaumUAvegYgTF1CnZ5/jsXuRUTqOqnd/xvh20jtxF99QjDEhROyJ5cuNbLOzw38j+L1jY/wnTW99hlIDuXXiOppH7KOvYQmbVIqLTB+Ed1gBLxzxoE85a+tFK1lhHj4jUl6HWIcRliAJoyUALniX7rIGzZsi2hGb5KiNTYssoRpnzbMzXYGaSBEMj4kuWwiKepUiXkTXP4xgPU1eeyy8GRhGEW7wKNqmpsM3KgENRLhzLC2BfWQC7qjzYVefDrpb76vLhVE80NxHM/P1S0DycDathQnSC29PZsBzPgMVwOiz70mDZxrY2BZYlBGlmPEwSiFu/OOg7xEPLPArXDUOhLUO0CXtD/SgY6kRAXycUBgS1rkEwdI1CoC/Dtu342t0ITOLZKkIFq/gkYpzPP4ORlwDzMmK3iq+/gq+/nK+nIhamlXEwZwfVnB1Xs6Z4WLQmwKJdBcsugronHTZ9fP6dGbBpyYBdUzZsq7NhXZgO8wyeO5HnClHByCUeujZRuGkSipt8PlqCZ21+JjeDcUNL1qQOwlVtf1zU8cElgwBoWxHEzmEwcieavf1hGBDE9zYUxgnEf6oayCZ5/ByywqGbQWin8/iMCBim8fUxTNOJ47QomPJY41SiOj0S+plR0Cem9YqioVfI43lNNcv2h22GH1xSfRCQ4I3YaB+kR3ojJ8QF+d5WKGYfrcRGG7nGF5GkfQ7hN76A86XTMPiC0D1FkMqQ6P8TPP99CJw1c6A1eJah26d4vvPnv8CVK5eUuc3Kes8EtKGhvhKyrZ73fJ1wvqrgWZN9fh/Nmu338fzZ5yeJZ3lekulmn/vMKVy8dg0GFpZwDw5BTFY+cupaUdM/ga7Z2xi8dYjxjWNM3XmOMWJ4iKHJPGuyzxP7hDHhPHP0AyYPvn2bSf4j+yyZZ0HyxAGxzWvwgKxhvvJIqb4tw7flPHKsoPfvM88aOMs857Hdb5SQ+c6abblPkCzHSki2Wc6jmTMtwB7Z/prt1+hff4Wela/QfUviFXpXvkbPrTdon3+J2tEHKOneR07LDtJqNhFfsoLwbOI5bhQOxI9tQDccAtTVttUVttV4lqWfrL1aiONWIpmtF9GktAzPViUcCGUF09Iy7Aljew8CmiFYtpJh34Joqb79Fs1qOBPNbkTz34XssyCazYhsMz7WXIaVS1bbr5Ng64Qj4ewUyL/l20i81zFqYedZRXyXwcq5lNfoEl6vS3ieYti5F/LaWgBZPtDFPRcentm8vmXA1zsd/r4ZCPTPQIh/OuIDEpAeEIVsXvdzef0vCItBEX/jShgV0bGojY9FgyoWLcRyZ2YS+nJTMFiQhlFiebIsBjNV8ZipjMcckbvcmIxF9k8XGlRYaErEYvPbaEvEEmO5Ixnz7cmYaZVIUWK2JRWzbOekFUTz8VPE9nS9CjNsZ3l7jn3BuSbe35yJ6cYsjNVloq8yC23FGWjIT0dNbhbqCovQWl2LnpYODHT1o6+TQG7vRkd7D9q6B9HaO4xW4rh9YFwBcvvQFDpHZ9E7uYjuySV0TS3zurSC7pk19M5toH9uEz0Tm2jqX0Vp8wLSS6cQljYIt+geWPNzMAvogWnwIEzCRmESPgHjiAkYRo5zm3AOHoNFwBjM/EZg4jMII+8BfPDFyY+Vucky51nwrHvjijLvWTLIp/gP9uTHH/5N0TDB80n+cAie5X5Bs3LcJx8o2wJnAbTMm74kEJb5ycSzBuVKgbHzn6vjHPF89jNcPPMJLpzm8/hCKm6fwNUzn+HKqU9xic9NE1d5Ts0wbm0pLMbzyNBtAbQM29a/JNtnFTQLngXRgmkj/miaXDyl4Nnoy8+5/Rmsrp2Cs9ZZeOmfR7Cs5Wx9Hen2hJeDPoqcDYlnY1S66qLaVQd1rvqoJ6Sb3IzQ4mGCTk9T9HqaYZwwXiWe92M98CQ1AC+J52fx7jiOcMRDou4owBZHQfY44g/6HT97JfM8aqWLHsNr6CSg+01uYsxaD5N2hlhwJpA9zHHH2ww7BJ7EJtF824fhZ46NICvciXLBjsoXW0mBuJMajuWEQHR72yLf9Cqir36CQKI57CzhfO1z5OqdQwXBV00ANlvfRK+rAQY9DTDia4DxQGOMBxljLJCvgc9zKswOCzGOWE9yw16WN+4XEcplgXhKOD+vC8VxdRDRF4BHNUGEczARHcztMCXj/JiIfkpAP3kLZ6myrQzblnnPb+NhFdHN/Ro8y5Dth5VB7+Y8S+Gw/SK/t9W3fZQ5z5rh25J5nlE5YEzliN4ISwxG2mAizgkjkbboCTBHV4AZekJsFDzX8b0qdTNAvrM2sh1vItdJi5jWQ6GTtoLqIncDFHrwfnd95LrpE8q6iLe6hEiT88TzZSTa3UCKow6S7LQRa3kNkXzvYiyvKxXYJZL5/RA8l/NzrQ2yQ0e0C0ZTfDCXHahU157P8sN8rj9ms9VZ6Fvc3iwIwX5pJI7KonGPgH5cE8/XH6vMcT6ujVXmkB/I+s8l8p8S8XjRmobnxPMT/uA84A/MfbbPe4hLAlqyz0978/C4l5gmnr+eVC9X9VyyyTI8+232+buZJvww14JvphqU9aBlWauv3g7Zlszzc1k3mlh9STy/HC0nrqugFBGba8b3860EdAvx3IPf1vvx/WIHXk4T1Usd+JftIfzvB8P4l/V2/EAk/8j4p6VGAroB3xHhv0xV4+fJSnzPc7/m831ILO9VRGNflqtqSCGcGXXyulLxhHh+3pGB590ypzsHz4YL8Wq2Gb9uL+HP9x/it3uv8cPdH/GccL1/9wcc8oK/t/sGO0Tu5p1nWGUHYWH5LuYWDzAzv4epmV1MTu9iSmJqD+MTuxibZDt9gLGpfYxOSsXrQ0zOH2Fq6QEmedGe4sV7ZvUJZtkRmGcnY54X9oWtN1jgxXtx+xslFhjzvJDPbr7GzO1XmN5UxySxPLryHIOLT/iD/Ig/0HfRMbqL5oFN1PWsoqpjCaUtUyioH0Z2VTfSy9uQUtKMpMJ6qPJrESdLOmWWICK1EGHJ+QhV5RLE2QiI5YUwOpUAJoIjUtgywpPhGZ4Ej9BEuLND6x6cALegWLj4Ryrhyouke2AMPIJi4MZtN14wXQNkzWRCklh09A1mByGIF39/WBPMFk6uMLd3gbmDC9HiCgtHYtjOifucYcYwtXUkmB25T247ESZOxIYjwwmGVurW2Ebuc+NjPWDj6gM7QtmaILdlK2stO8lcZ8k8ewTAnh1pawG0o1TKJtYdvGBqJ3OXPWFFDP+jsGHYOvK8TgQ4QwBuSzRL2BHrDl7BCpydCWcXv3C4+kcooawV7ResLljmHazg2ZOw9yGS/bkdzAjj84vgbZnvHC1zn918EOPiiUgHZ0RJODoh0tER0Q72iHa05T5rItpKqbid6++EkhA3NMb5YTA3BhMVeRirb8FM1xhWxm9hfWEPG6uPsMHv0SbRuEVA7zwibmUpqWPi9v6fsHnvF2ze//VdgS9Nxvl9PAuGJeMslbY1y1Vpioe9P4xbQpORlpDHaeCsCTmfZJ5lTvLwoqz1fITStnWkV08jJncAwckd8I5qgI1nPj/fJBiYqWBomghjE8LULFHJ5prbJ/F9LoB/ZLWSfY7N7EZm2YSSeW54m3nun3uqFA6buv0d5rZlyPYvWLv3O1YZiwe/Ynr7R3buX6FlnB3fttvE8zwRPgx/Wa7KJR86JoLnGNzUCXuHZx1Z95ihZ0RgmRJWxLEgWdAs850tHFKUkKJhUkBMiomZWyXC1FzF55+g4NnEiNvGCQqe9YyioGtKqFrFqPHsxmP8Y2AYFgGT2BhlOLRlBnGZnwHb0ixYlWXCopwIrsiAZXU6rGuJzboMWDcQxa0yl5i3h3ncyFs8zxDPkzx2lPcNpsGqM43HMipSYZ5LxCYT8yFJMHVPhL5NDLRNiWXjCBgR9aZ8fsb6fJ2Es5FBOPSNiEuTMD7XCJg68Pm6EZ5+UbAkni3i+B4k8rmnE/95RHkJt8u5TTzLPGHjqgSYVvPvEc+mvI6Ytahg3poIi44kWHWnwrKHz60nA1ZdfC1tmbBtzoJtTTZs2HE1zyL0k/nZ8/fG0JV4tibyiefr+ho887PRDoO2DhGtQ0TL0G3DINwwDYWOdQQMHENh6B7AzmUAjANDYBweCqPYEBgkhhDJ4TDMjIRuKh+bFAQd7tNJ4uNUIdBL4DHxfGxsMAxjgmHA0I8LgW4CvwPJodAitrXSA6GT4stzecJM5Qa7ODd4RboiOtQdKYyMAAfke1igxMUQpTZayJPRhLrnEal1Dm5XzsBY+p7E7gmiWbK6Auf/Ds+a+zXHqAEthcM+/E94vnz54ruh2+/PexY8S0b6+vVruHT5qhKa7LMGzu/jWbZl6PbJU2fe4vlTfPzRB/x7HxPPZ3Dh6lXompnB2Z+/Y2lZyKxuRGXPCNqn1jCwtK/geWbrK0xuvcKYrO/83hBtyTArQOa1VPZp9kuRsO6VY8j8ZwXI27y+7QqkZe6zDNt+qmSelf18jJxDECz4FThLKxgWAEv2WBAsWJ7Y/45//9t3IcO3NcO1NcO7JTSP0UBb2uE7b5TK4L2rBPfKS7YC6NdoX/gK9fwNKeuTodsHyG7aRlLFGqLyF+CTMEI8E8n+AtNuZY1lCTsZju0jw7VlzjNB7NuuhJ2vbDN81Blm+3fBxzPsCGQ7zy5eO9m6C5Y7Ye7NIJqVIKgt3NUhhcgE0zaCaIbA2U6Cx8h+mQ9t/rbAl6z5bEu0O/g0w5lodiKYnb0q4OJZBndvhlcJ3DyK4OJKJLvmcjuXSM6Bn282gvxyCORMhAWkIiowCbHBKqjCEpEWkYjM6GTkxCSjLD4OdapINCZFojU1Gh0ZsejJjkNfTiyGCxIwUULMlqkwV5mEheoULNel4VY9o06F9aYEbLYmYZ2/GRttSdjqTMEmgbzRnoQNbq93JWOtMxmrXUlY6UzECttF/q7MtaUQ0alY6EjFYnsaljrScauTwe3lt3GLfduV9nQ+PhMb3Tm4w/7sVn8R1nqKeY4ijDcWoruyAE1F+aguKERNaRUa69rQ2TGI3t5J9PRPoaOPSO6bQuvQLFpH5tnvIpInbhHKq+ieJpJnb2NgcRv9SzsYWN5D/8o+BiRWD9geomfuAE2jWyjtWEVa5QJCM8fgGtOvZJyN/XtgFDgEI0LZKHQCBmET0GdrGDwKU79hmPkOK3A29uqHoUcvPhD0aoZuS8Vtfa1ruHnlAvedwhlZD+8tnk9+/LEC5z8ALdlndUh2Ws4joJYh3Oqss1TcVodU8RZAXz5/RvlbmiWtLp9nnPsMl85+quD58plPcYWYviKtxOlPcfnUJwqerxHzmqJhgufrBLYAWgqGCZz1Lp5WKmzLklUCZwmBtImA+tJZGF84peDZ+ALxfFXw/AU89Yhnk4vK8lTZTgYocjVEhbsJar3MUOthiAaCs9XHFC1epsSzIZqJ0HbCup/3TwXaYC3cSVk66nGKP16k+uEJf8zVazxb48ifgCae7wY7Y8uXQHUyxYilLvqMbyiAHjLTxoStAWYcJOtsidteltj2tcCev6zvLIXGLLDJuO3P+4JssRXlhm2VHzaJ5vXEIExHeaOB50zTOYuoix8g8kuB86fIMziHYpMLKDX+ElWmF9FscwO9bnp8zoYY8jXCiL8RBv0M0e9rgmE/K2LaGnMR9lhLcMVBpg8eFQfiWXkwXtWE43VDOAEdgifVgTiuCcTj2iA8Jqifva2uLfGiiW1jjBICaKm2LVgWOAuk1ZgOVYZnH5X6KXA+rhZIB/N2AA6L/bCb742tbE9sZnq8C1m2ak3mYae6YTLJGYNRNhiPd8RimidmVa4YjrBFX7AVuoOt0epvQTybopyfWaGLDrIdbihtQ6AVan3NUEYs5zpcR6bdNaJam4g2RI6rPhLMLyLG9BySCedsDyNkuRsi1VGbkCaYra5DxQtwiqOeAudEW22kO+mj1NcK1QR0ewQRn+iFuQxZpilAKRA2leGlwHm1IBibxWHYKY3AIQF5VBaJuwSy4Pl+eSRfcwge1cTguC4Oh+XhOOK++1UxeMyOjuD5BX9gHrek4mFTCp50ZOEFf2Sk8vaL/kIimtAknr+RtZynGhUkC5AFxxJfT9YreP5W5j/zvteSeSayJeS41+OyXa4AXNrXE+o1oH9YaMVPxPIPi234ba0H/3xnGL+u9eHruVZ8Pd9GUHfhr5s9+OtGB356u0zVL7O1+OtaO/75Vit+lLnTQ8X4drgE30tmvK+QryEN9xuScK8+lZGGB/XpOG7MxPPWTLwgnp91pfF1ZeGr4SI8JfCfTfXh5+1d/PODb/HT4c94dvgr7t79BXt7P2Jr+1tsbL7BMi/QcyuPCeD7GJs/xMjMHoYmtzEwdgeDjKGxbQxN7HPfAQYZAxN76HsbA8T08Pw9jBDQoxK3HrHDf4xxXsjHeRGf4Lkn1l8oMb72HCO3nmBw6Rj98w+U6Ju/j965++iaPkIb/0bT8BbqB26jtmcN1R3LKG+dR3HTlDI/ObOiFynFrYjPq0VMTgWissoQmVnMKEJ4ej5CknkhTEgjmFPgz4ueT6QKnmFxcAuOgWtQFJyIQRle7UAg2hGCdl5BsCUEbTwCeWH2J1pl3i9RyXDgPiceI6Guch2iZF+dvAPhKJAlGO3cCVxnWQaK8LVzJDiciGcBtMu7faa2DsSyvRJyW9nHbWMbR4aLgmYJExm67eAOSydPNZ7d/d61AlepuC3Pw9lHnkcI9wfwfj9lrrKEQFoqZmtu/30oWP5v8Cxzm+W8Lr5hCprdAiLhJv+RQDy7+IcqVb7/Hs9+fA9kznMoUS8Fw6L4fijh6oVIFzeE8f0ItXdAKNEc5uigDic7hBHPYTbmSHC1QaavE4qCXVEf44P+rEiMlWZjvK4Js50jWBldxvrcNtZX7vN7+hK3+Z29I8P8H/6FqJVK2/+s4PnOPcL5wW/vsCu41Qy71uBZqm1LsbDjb/8XHn/3/1RaTfx3eJastITsl3PtPFZnp9ePfsM0UTvIjmf72H1U92wjt2ERcQXDSubZN7oRtl4FMLJOhoE5wWyaBCMFz4S0LBVlq4IDO28+YRUIiWtATHon0kvGUNa8ouC5S1nr+RVmNmW5ql+wfPgb1o5+xyZf+yZf9+r9P2N+/1eMrn/NTv4jFLdtIKNyDgl5IwiKa+P3swiGlinQNYqHtl64Amc9AlLi/SHbmoJhGjhbOhKCb0NZtsqRKLRNgZllEkxM+dwN44hRqWYdr+BZCoZpG/N8ltEwdiA6XWPZYYpW8GwcEw2zpHhYZBCYeamwKiGQCWfzSuK8iuesJsxrkmFRkwSzOkZzCgGaCZtB4nmY7UQ2bKdzYDVOlI4S1dxvy06iHX/v7CqI6zw+39Rk2EQS4b7pMHVWwcCKf9ssks+VcDeNhQmfn+DZ2JAIlaJm7+HZmHg2Ip7NwhOULLlxUgIM0vn68hKgXxQPvZI4GFTwtRLNJrXyHPm865P5PBntKbDoJOC72fawJZ7Ne/j6uvm8OojmFkZ9FqzLMol8Hp/K9ziCyPdKhIF9jALjGwSy4FmXaNbX5eejS9TqBEFbnwjm/Xp8nro2EdB3IH7dA2HswwgIhlEYURwVCN3YAOglEsQpRHBCAG7E+eEm9ykR7Q+tSD9oh/tBJ8wXuqFvI8yP+3mfHKPyx/V4b9yIdYNOlBOM2GexCreHR4gDogOckBrohEwfa+S7maDUURclVteQb3wBqTIlj309j6unYfLlSfYpP8epz9VY/q/w/P59MvdZ4g9Af6zgWULmPUvRsHPnzipFw2S5KoGyZJ8FzxICaU3m+fIVNaD/Hs+Sbf6v8CxFwz764APlbwmev7xyBdomxnD09UVYahrSq+pQ3jWEVgJCCoaNrT/GzPZrTO9+jan9b5XssoBX4CxIliJhkjnWtALmLl4HO5clA3wMKRgmmeexvZeYOHiF8X11Jlq977VyvjGeW5NFFjhrQpNBFiQLgjVo1mxr8CyPkyy1OtP8RgmpAv5+lnp055t3GWg1oAl2RsfiMzTPPELd2D1UDz9Acdchshq3oCpdQVDqOFzCe2Anc4l9O2DrK2spE83KXOZuXk+7lLWUlfWUA4hitnZ+6rBVhnWr50drwsazh9dbbrtL2wMLQtqMqDYlsGX4tRlhbEY4mxPLMnxb1mG29ZDh2i18TAuve63Ecwus3RoJ7FpYutXASuYou1XyvjJet0sJ5lLiuBDu7nnwlrnJ3rkI9MlBoFc2gr3TEeaXikj/VMQEJCM+KBlJIYlICY1DVmQ8CmPiURofi6rEWDSkxqElMwFt2Sr0FcRjtDgG46UxmOJvwmyNCov1SVhmX2yN/crbbam4QxDv8DdhhyDelehK4XYy9ojhff5GbLPd7k7Gbi+3e5Jxh9t3+tJwm7fXe1Kwytu3eMwtYnqZ28s8x62uVKx0p/H+dGz0ZjAysdmXxcdlYasvm1DOxm5/Dg6G8nF3pBD3x4pxf7IMe2Pl2Bgsx1xnGQYaStBSUYKa8krU1TSjsbkPbT1T6BlZQs/ECnomieSpdfTMbBLKd9A3t4WBpV0M3drHMHEsrfwnkkB5cO0uhtaPMMC2f/Uu+m7dRQf7i/XstxW1rSC5bBZBaaNwiuyBeUAnjPj9MPQbgGEAAR0wAoPAUegHDHPfIIwIZhPPfhgRzUb8Pui5duEDGZp95vMPlQJf2tcuKplnwa5A98LZU0rhsH+E5zNvl6ySedEn+ENy+r0h3OdOSdVtWeP5NCF9kqD+DOdPS1Xu07jCv3P14kkFz7JO9LkzH+ES2+vn+cMmmegvPsO1cyeUEEhfPPERvvzsA9w8q846q+c9E/uEsxQLU2ee1YCWQmEy31kyz0oQ0GZXz8NIYP3F59Dj3zH6Uo1nh+un4W1wAWFmV5BorUVw6SvFpaoJ42YCqcXXFO0BpugJtEA7YdYow7ZdDNDlYUqImmKCqF2NdMKhyhuPk33xNMkbTxLc8SjcAY+CbfEgyA53iazDQEfs+Ntj2dUCo5b6Cpy79K9gwOQmxq30MGNvjFu877asBe1njX0+RmIngIBm3OG5NnmBUPCc6I8NVRAWYn3RH+CIKht9pGifQsyVjxB/7ROk3vwcOfpfoNz8Muptb6LZXgttDtroctVFr7ch+nyM0O2tjw53HbS7GaDPywrDRP4oX8tcuB1207zxqDAQz8uC8ZL4fVkdjNf1IXhRI9loLxxX+eFJfSihHI2XLfEKnGV5Kg2gZei2Zvi2koWWImIMmRP9oFKw7KfMd5a5z5J5liWtJPYKJOPsoQzblorb0koGejPTE2sZnphOckK/rPEcYo7RaFtMxTtjPMYR/SHWaPMzQ5OPCZoCLNBILFfxcysjjiu8jdEgS1nx82vwN0MlX3+Jqx5KCelS3l9EPKdaX0aC2Xmk2l5HLt+PHAI6w1kbKqurSqTYaSPL1UiZ55zhQljb6yCPt2v4+XRGuaCfF/JRfubTyZ5EtC9msrwxw+csWedtwvluVZxSEOyhwLgmDo+ruV0ZpcRxjWTsYxnxyrJVTxuT3mWen7YQza2SnSWcu3OV4dtvBKZjFfiG8WaE6B2tIDqJZQL5u9lmvJEh1rz91WiVAmiBs2ShJfss2WkJGeItiP56jJAeqSSm5dgaQrsG38834ZdbHYx2/LTchh+XO/Drag9+3xggovuJ52782/YA/mO7D39a5HmJ5G/4o/dnbv8rAf3rbB3hXIo3A0VKvOorwLPObDxuyySg0/GwMRtPWvL42nLwpCmd23ydHel4xh/aJ705OB4oxbPxTrxZXMLPtx/gR16gnx4KnH/Gne0fsC4FuXgRnVh8TPgeEwL30DO9j05iuXN0E92Ec9/oFnrHtgjlXXTLfGPebhu+jbah22gf3kQ7b3dP7SmP6505QLc8nre7prlv9kBZ9qmTwO6Y2kf75B6aeXzdwBqqepaVqOxeRHnnAopbZ1HQNIm8hnHkEcpZlQNIK+0hlruQXNSOxMJmxOXWIjKjglAuQWhaAZFCLCdnIjApA34JyfCOkaHVUXANFPCFw4nolGrRNgSoFSEqYSnDq529YeEsGWMGW0sX7neSecAy7NlVCWsiVgp0uSoZV3XFa6U6NlsZTm3Lx9gKbl08YEMoWxDJ5kSxtJYEsrRm1nYwl+D+98PMxo6YVuPZxM5NnTWW5aL4vAS6shSVDJcWKEsm+O9DoCtDrCXkWIG0Gv8EN5+b3H5/n3JeJx/YO/u9Cw2clXCVpan4upT/MODf1AD6LZ6d/NRLZLkxPPh+yJxnX58gBHgHIZBwDnbzRYirN8JcvBDOiHD2QITg2dkVQcRzgJ0dAu3tEejgoESAnTWCbS0R42KLFC975Pg5oiLCHV3pIeygZClrPS/3juPO9Bq2bx3gzsYx7my9wp2DH7DzgICVzLPg+Yk6C7z98HfGnxQ4C3KVfQwNhmW/4FmGa0umWYNnyT7LPs2wbcHx+/Ok5RwC6PfPqTlGmfO8/RNGll6hY/whv9N7KGpdRVLJOL+bXfCJaoCDTzGMCU89E4GmSsGzMfFsZEGgWcXxc0mFe2CxUnVb8JxaPIry5lWlYJgM2R5e+krJbsuyVGv3/0mBs6xxvfnon7By709YOPgFk3e+Q9/ic/5b2kFu3TJU+aMISWiHe0AVAZwDA4JX5ixr5jwbGEdyX9S75apkXrOF7R9wloyzhJVTmpJ5lvvMLOV5J6iHahvEwlA/joiRedyR0CbGpdq27tuCYQaOkdD3Dod+aBhMY2NgkayCZWYyrPPTYF1KjFdlwqomHea1KTCtTWQkqYdB1ydCCnLZdGXDvj8PdkN5ypxn6zECepQxlANb/qY5dOTCuTEfzpW5sM8jsJPTYBvB8CNeXRNgZEMQm0fB2ISv0TASxnrhMCagTaVgmilfO5+ngQWxT5TqOodDx4fPNSQGRnHEc1oiDLMToU88axXE4mZxNLTLY6BfJUXDCN8G4rkxFca8rhi18j3rzoAFO7Qm3dzHjrJZH/HMDq11F593K/HcwO3KTFgU8LWmJ8IiJgnWATzOjTi3CYeuSbBSAdzIIJS4D4chWz29QOjo+0PbyB+6FkE8LgSGjkEwdCWU3X2g7ekNLR9GkBduhnlBO5Y4JpxvxnrjWqQHroW642qIO64He+BGENsAd9z0c4O2L4Es4cfbgR64zvsuBznhSogjrgXZQivAEgbss1ixf+TN/kusjw1SvayRxet0vrM+Cq2vodD4PPIMzyBT/yzitM/Ai30+c/Y5ZerfKfZdPyOGT52Sodt/4FmNY/Xw7Pcz0O/HZ59JRlqGcauHbkvm+cKF88qwbcHz32eeleC2jra2MmxbUzRMM/9ZUyxMExpEC6DfzXv+WP2cPjvxOc5e+BI3jQxg5+WJQJUKKWVVKGnvR9PoIroIieGVh5jm74/geVxZlko9zPr97LKmyramFTxLyHEjO6+UwmDqzLMA+o0yD1oTmqy1QFigLEW+ZOi1ZKAlBNCSSdYM3RY0SwZ69t7PCo7lfg20NUXF5DkK7uW5DG7K2tLqx8jxQ3fe8D5Bt2TIX6D71gt0Lj1D+8ITNEwco7L/vlKBO61mAzH5i/BVjcIxVOYlt8OGYUsQ2fjIXGduyzxmgtrajxDWBFEtS0yZE8VmHp2w9O6BpbIGNFtPtkSztXsf2z5Y8D5zOZYwl7DgeSWsvNtg491KQDfz2AZGPa9tDYw6XiOrYOVYBGvnfF6Li+DoXggXjzx4eOXx2pSHIP88hPhnI8w/k0hOR0xgOuIC05AQkIrkoARk8N97bnisAuUKVSLqUhLRlJ6AjhwV+vNVGC6Mx0RJPOYqVVgikm8RySvNiVhvU2GjPRG3OxMV+G73Esd9KdgfSMHdoTQcDqWyTcXRUDKOBjXBfYPpOBhIw95AKqGbhu2+VMI3BXe4fWeAICag15RIx9pAJjYGsrA5lImtoSzsDBPH/B3cH8nDwWg+DscLcHesAPcYD6eK8Wi6FI+ny/BkphzP59lXXazC88UKPOTtXfYlb/VXYrStAq21FaiprkF1fRvq2wbZd1vE4PwWRgTIvMaOrBxgjBgeWbnL24dKO8LbY6v3MMoYWTvC6DpbxjBv9y0fonuB/cGZbTSNbKKyZw05jfNQFU8hIGUYzuH8Dvi2w8SjDcaeXTDy7IGhVzf0PBkeXdB374YxwWzk0g19p07oObRDx6FVjefTn32oVMyWwl7q+ckXcPWCVMk+q6D35Ecfvxu6LXCWOHfyhJKZlvnPgmf1MO6PecxHvI94lvkZX5zheU8Rz/xHz3/4MhT8wlkimki+dF7w/Bnx/DGP+UQNZwXPn+OqDN8mjq9y+9JpGb79ybviYZqCYboXTr+rti1Z5/czz5Jx1hQOM5f1n4lrA+Jcjxg3Pv8ZLC+dgO2Vk/DSPY9w08tIsr6BHEc9FLvoo8adECOg23xlPWFz9AVbo8vfHK0exmhxM0SnuxH6PI0x5mOGpTAH7Ma54WGiJx4lEs7xLngQaouHgda4H2CDA19r7PnZ446vHRadCT8LPfQaXke3wVUMmWph0lofcw4mWHMnkvnjv+NthR1Z4opxx9cCd3iB2AyywV6MO+6lBOEgLVTB82SEB9o8rVFkfhNJWqcRd/UTJF3/DOmEdJ7hF6i0vIxGB+LZQQstjlpoJ57bPQzQ7m6AFm43OGmhzkEXzU4m6PSwRC9f7wThuZHgisN0bzwuCMBXZYF4WRGIN7Uh+Ko6AI/LvPGM7VPefkwMC5afEcqC55fNcfiKIdsSMpT7sWShNcXEpK0JxX2e76jEDzt57spwbck+H0uWujwYd4sDcVgkxcMCsJvnqwB6k6BeSXPFRKw1eoON0eFrwNYUQxFWGAjn58LPp9nXGK0yhJv474pwQFOQNdFshcYgBve3BFuijchuCjRHHY+VDHUNo8LTEHlO2kizuYIUIjrV9pqyRnSCxUVEG50lqi8gzfamguV8vj+5LkbIcTZEmbc5qvws0Rxsi14Zuq3yxHiCLKHlisk0d8xmeWGtMBB75VG4Xx2nzHF+UpuAx1XReFQZydcaztcdTlCHK4A+riOo6xJw3JCIJ+zoPG5KUvD8lJB+2p6Jl915eNmbj9cDhXgzWILXgwQq4/VQGQFdjddjtXgzXsdQZ5gF1ALlr4lmyT7LfTKk+2l/GZ5LO1CGVzzmxWAZjyXEx6sI7Cpiuw4/LDThuzlZtqoJPy4RxMTzn28PEtBD+H19AH+904f/uTeIf9/swS9zBPpEBb6fqMQPk1X403wDfmL7PX8Efxgn8odK8FVPHp535uJBYzojAw+bsvBIiUwcN2cQ1qnEcyae9eXiGZ/X89EWvJoax3eLt/Hd5jGe8CK6zQ736vprZQkoKcg1PP8IQ4uP0DNzpKx/3DS0ieaBdbQObqCd0G0bkA79KhrYStT3r6Cu9xaqCd+qrnnU9C6itm9JiereBXbk55Wo6eP9PQso5zFlnbMoaZsmkMeRXTuIzOo+pJZ3IaW0A0nFbVAJjvMaEJNTh+jMGkSlVyMiTeYrlyNc1oxNKUJQYj784rKUZaC8o5PhGZkAj8hYuEfEwCkkHPYBkkn2hbUbsUjMWckcZBf1HGRzJ3eYORKq9q4wsXeBsZ2zErIt+8xsnYlaZ8LZWal8bUMA2vEcf1S5lpCiXcSpZKeJZ6XlcZb2TnysPUzfQvkdnAXSko1mWBHYEtZK66KGuj3B7sDn6MjnK5lgItbOTYZoh8DFJ+xv4n08u0grc5N5nKMA+j0oC5olay6h7Oc+KydvZdj23+NZss/vMtB8vOBZQoZwa8JRsu++6mHbMufZ1TMAHh4B8OT74Ctw9gpACNtQNx+E8/2KYETyPY9w8UCwkzP87O3gY2sLLwLah4BWws4WAfa2PMYOiZ72SPd2QFGIG1qSAjCQn4qphgYs9Qxja3oF+6uH2Nt8gj2ZZiDF5gjH/af/isOv/geOZLmqF/+K/cfE9FvoagAtrcT7WWQB9PvLVR29ne8s9wmMBc0yV1rmTL8PaNnWFBKTStty/zs8L79G19QxGoYOUNq5gbSKaURm9cEnmnj2LVHwrEs8y1JVMudZlqoyIFwNLGL4/UyDV0gZIlTNUOX0I6t8EuUtq2ge3FeGbI+vvlGyzoJndeb5N9yWomh8D1bf4nli8zv0LjxDLfFe2LSK5ELiXdUBr6Aa2LjkwcSS0DONU5apUi9VJdW+38LZMl6Z0yzZZ8k8C5o1rWDazIa4laJhZkSzUQz09KOVQmF6OtFK8TDJaN/UC8UNgxBom4RBxyocevbEs2cYDIJCYBIVBXNVPCzSCeg8nrMoBVYVabCoToVZTSJMahJgUquCKX+rTRt4TBMR3J4Du+5cQjkXVv05sOwnQAcIZ/6e2ROlji0FcKkvhGtZIRyzs2GXmAHbsFRY+SbBxInvrcwRNpX1khn6YTDUCYGBbijBL5l3PkejEOiYhBCmBL9LBEFJRAdHQz86DoaEvmFOEgwLk6BXqoJuRTzhzM+MHWhZtkoAbSwtoW/cwtfTnQlL/ta+w3NvOix6smDRTlQ3MWp4uzQNprmEeQrf78g4WPknwMI9FiYOxLJFMAwMA2GoGwAjhoEegaxDIGt7QkvXnYD2go65D/RsfKDv4Akd/oZpubhBy8MVN33ccDOAbagbboS64FqwE64GOOCqrz2uejngOv9N3WDc5L8vLTc7aLvYQsfZFtqMm67WuOFugxvs72j5WEHXxwLGPuawZv/I3c8KIb6WSPI0R7aHiTKirMxFB+W2V1Budg7FxmeQQ0CrdM/AT1ZbYZ/zGvuTkuD5nAg+efLk/008qytu/yM8azLPMlxbk33Wl3nP3CdZZ818Zw2iNRno94uHSSZa5j1Lxe3PpOI2n4+yzvSnn+HMl+dxzVCHQHPhtSUGCYXFyG/uRN3gLNomN9C/eIQxonZ8kwDeVg+x1mSYNWDWZJ41eNaEDOEe3n75/xeeZVv2CYwF0Jrss2BYMs3vz3lWV9d+pDwPwb2yxvRbPI/vfcPHqzPT8rf6N75S/p48Xv03H6N5+hGqBu8hr3ULKVUrxPM8ApLH4R49AIfAbjgoWeYe2PrIkGviVsKrXcGyiW+PEqY+3TDzZsiSUwxzL/WazeZElGSaLT26+RhZ8orQ9mrjMU1KmHs18v4GWHrVE9p1sHStgIVzCa/hxby2lfB6VsbrbxmcPUvg7JoBN5ckeHmkwsczBf7eSQj2SUS4XyJig5ORGJqE1LAkZEUmIi82GcUJaShLSEVNUgKaUmPQLsOucxMwUpSEibIkzFYmYak2Cav8t73REI+dpjgctCXgXqcK97oTcdSfhMNhQngkDUej6TgaS8e98Qzcn0jH/fE03B9LJWhTeB8hPZrI41SEtIqPScHBUAb2Cei9oXTsEsU7vL0j7VsYb7G9w/bOSC62x/KxM16IgwkCeaoAD6aLCOFiHM+V4ulcGZ7NV+DZAqG8UIFXy9V4s1qLr1fq8M16PX683Yyft5rww2YdXnH/w4V6bE02YmagEb0djWhsakZNczcausfRPraC/qVdYvhIAfHI2j2Mrd3H6ApvC5zfxujKfQzdOkLfIq9Ji4foWzhAz5wkSHbQNr5FOG+gqvsWiloWkF45xf7bGPzi++EYJMPwm2Ho3ABj52YiuQWGDANu6zs3Qc+J205t0Ldvha59C3Rsm6Fl26jGswy5PnviI2L3pFLgSzLP0l67eE7JICvDtPkPWDPvWapuX/riC3x5+rRyW+47QWALsmVbOebESeV+iXMnTykFx85Kaf9Tkm3+DF+eE0SfxEVi+oJSnfsE4XxCqcItIUXFrp9TL2d1jXH5xKcKoBU8c7/Ol6eVOc/qVjB9ioA+pcx7FjRLyJxns2tfwvTyeRh+eUbJPhud+xTmFz+H3ZUT8NY5hwjiOcXmpvI/luWuBsqawY2EchuB1R1gRqxZKPNrO7xN0Ep8drgRcAT0KG8vEFBb0c44infD/QQXPIxzxv1QG2XY9j1/a+zzx36fcN72scOyiwXGLPXQZ3gDPfpXMWyqjRlbQyw6yXxnG2x52WCHgN72scSWtwU2GXd4cbgTbIf9WE/cSwtW8Lws8+144alzMka20VUk3uTF4cYJpBLOWXpnUWjyJaqsryp4biKSmx3ZOmuj3lkXNQ46qCAIS62uocTqJirsDbnflKg2U4ZwL0U5Y1v+EyDHD69KQ/CmMgTf1oThdVUQnpf74quqADyrInirQt8VBHtOLL9uiVcy0QLqF4JqTRExxmNC+mG9QFoqcYfyscHvqm3fKwtShm1Lte2jkiACOgj7hLvgWTLQajy7YDLOBgMhJujy0+dnYoT+UHP0h8uQbXO0BZigJ9wGQ/Eu6ItxJpat0UxAtxLMLfzsOsKI7AhbdLJtC7JAi2Sj/cxQ7WWEUndZB1qLgL6MRMsLSLSRiuv8PlheRDohneOkiwI3uSibIF8Q7WpMPFvwcUao8jLlOR0wQjhPJLhjJNYJIypHzBHP64Uh2C2TYmAEc00cnjCOq2IYfC8IZzWeI/CoWt6XGKXK9gMi+4Ecx46Z4PkZ8SzZ2WftWUR0Fp4Q0s+kSnVXPjFdiJf9xXhBED/rK8WLgXK8HqnGN4SytF8NVuDbiXr8NNuC76cI6NEaZb/ES973YoA/an3ELQH99VglAV6B1+OVxHYtvpmpJaKb8dutLvy22ktA9+HXlQH8abUf/7Tejf/Y6cf/kOzzcjO+m6rCd5OV+HG6RsHzL3zsz9z+daYOPxLQX0sGur8Qjzuy8aCVP94E88PmbDxuzcfTtnw8aePr6szC8748PpdS4l6Gn3fi6+lJfLuyjeM7z3CbF8zF5ceYu3WMcV6Y+2eP0CtFSgjnRsJZ1j+u7lhATcccatrnUN02g/LWKZS2TaGsYxpl7dMobp1AQeOIsrRTbl0/cmr7kF3TqyzxlFXdicyqDmRUtiO9opNI7kRyWStUxU0Ech2isqoRnl6BsNRihCYXIoQoDkrIhX8sYRydAd+odHiFpcCDF0D3kER4SISp4C5rJQfHwCXobcEu/zDY+wUzAnkx9mWn1AsmjjIUWuYYO70XzjAVKHNb7jOydngX745lK0Osze0diVkXgtNVGZJt4+xJXHrB0V2WjiJM3QlcBc9SzCsAdpLJdpQ5zzLH+W+HbUuoz+NGyPBcDFtXD0KV55R1lWX4tBPh6ky4uhKtbkFw8iCciQ837wglXL3DlXDz4W0Jdvbd/aTlfkE1AS3rPttJ9vhtJtmeAHf0CHq3X+Y8W0tFbUf1vGeJvy8YJtlszdDt96tty3rUgmdluDrh7EJku/L1uzp7wZOvPcDdD0EEs0QY36tQRpijG0IYvnwvPWxs4GplAxdrho2dOrjtRUAHO9sj2s1eAXROoDNqY33RnaPCZF0tlroHsDW1rOD5cPspjo6+w9HD33B4/BccPf93PHgt85b/FxH8P3FX1nsmoN/H8/uAltBkkWWItqBZM1Rbc78mo6wpOPb+vGnZ1hQg23ygBrYM2xbYjq9+y387T9Esaz33qNd6jssbhn9cM5z8S/ndSoWucZx6qSp9hgEBahypVKiWzLN3aDkiE1uRmDuAnIopBc8thPgAQTy5/g0Wdn5W1nhe2JP2R6zxua3zOazc4z7ieWz9a3TNPkbDyCFK2taRUjSOsETBczW/a7nEbzJMzIlUM4KNIctVCaCVKtsMGUIuBczer7StKRwmcJb7DE2lSjift14UEROprPMsaz7LUlU3dEPUc3eNQ6FjGQ5dWwLaIxQGAcRzJPGcEA/zFIIxOwkWhQRnKeFcQehW8tzV8TDmb7RJPfHMMKtPhlVTFmzaJXubDXPi1FzJ7mbDpicH9p25cGzOh0stAV1SAIfMbNgmpMMmNAWW7DibOMUQzzI0O4TPl6FHOOsEQ5+hqx0ELZ0gXNf1x02jQKI0FLpO4dDxYvgT0OHR0CP0DTITYZhHIJclw7A6GUY13K5JhjFDWqMqwpmYNmtMVoqXWXVmwKw9FSbtSTDrSIF5WyrMeZ9ZdRJMyxNhXqCCCTvqRqpImIRFwsKX4RYBE/tgGJn7wcDAC3paHtDX8iT0PaF/0xXaNx0JaEdo6TlB29AZOqbOxD73WTH4G3XTgQB2scNNdzsC2AbXPS1x3cMCN1wtoOVsQWRbsnNqzddnCW0HU+jamcHA1hzGthb8PloS7mydLWHubkWsWBBA5nB0M4Mnr8lBXmZI4HU410uuy8ao9TZCs6ceWlyuo8n+EmqtzqPI5CxSDM4i8OZp2Fz4HDeJ57OfqvF8gn3U9+EsIUAWQP89mt8PmeuswfP7w7al4vbNm9f/JvusDh3e1sHVazfeZZslBM6aeD8Lrck6a/D88Uef4MMPPyaeP8fp84S6nhYsXBzgFRWG6JwcZNU1o7J3Ao0jK+ia2VemGo2sE69brxQ8S1ZXEwJk2SetIFpCbguIR7Z5/JagWYZrv1KWq5q6K5W3v1Ni6q56GLgUHZOssAzdlmHYagQfK3jWVOCW7LLcL8dphmMLngXVGgCrEaweLq4JeV4CdPXfUM/LVmfPZW1oNbJliLnyt2YeopK/P7ltd5BafQuxhXMIyZhU5j47hchSVDJsu1NZespOss6SgfaVgl3EsV/vu5D1my0IaEui2kJw7SnLTrXDWipnE9zKPGmfdnXVa7dyWDKsiGNrt1JYuxfB1r2A165sXhez4OSeCTePLHh6ZcLbJxt+flkI8VMhMiCGUI6HKiQeKWHxyIiMQ05MPArj4lGqikNVcgIaMhLRkZuKvsJMDBVnYKw0GdMV8ZivTsBKQxI22Sfc60zHXf7OPOzPxBMi99lQKr4aScUrQvgNQfxmIhUvptLxeCYTj2ez2L6NWfa7GMfTmXjI+x9OEtI89t54KnGdREgT3KOpOBjJxMFoNvbHcnA4lovD8TzcJY4PJwtwxDicKsLd6RLcmy3Fg/lyorcSjxcr8HyR/dDlCry8xf7kKvui67X4dqMe392uJ5Ab8ct2C37bacXvu2348147/uWwG3+924W/HLbi5+1WfLXejruLHVge68BwXyda2rtQ3dKHup4JtIzyez2/i/7VIwys3kM/gTy4dBf9xHHf/D56CeTeua6bki4AAP/0SURBVD1uH6JzepfXt9toHt5E09AdNAxsoLZ3FVVdK+wPLrEfuMD+3jQS8kfZnxuER7isA97M35h66NnWwMCuHgb29dC3q2PU8hpRCR2baujaNEDbWqKev20M6zp8IEOvNXOWZb6yukL2OQXQkn2W7LGmyragWDB8+dw5XOE/YgH0+VNqXEtm+vMPP1RCk6UWMMv9EgJuwfMZ/o0vTn+CC8TzZVmyigCWIeMKnpUq3G/xzLgm1beJ3psXzipVtiXzLHH9zAnc5PHaPF4A/bdzntV4luyz4NmEcDa5eB4GPI8eH2N47jNYXDwBx2un4af3JaLMrhBKUlTKANVuxKS7MZo8jdHiSSj7GKLb31TBc7efOboI5m7e10tcC57nCLXbUU44INyOGILnh+F2eBRki/sBtkrm+cDPHnt+Dljnj/+ktYGC5z7D6xgx01Hj2ZF4drf+A8/eVsSzJTZ9LLDNc+yGEbRRrthReWM7OQQLMT7o8bFGpZ0BMg2uIFn7LFJ1zyBd/wvkGn+JEotLqLS9ijriWTLM9cRhjf1NlNveQJEFQWhyGRlGF5BhfBU55joottZDjaMROj3MMMnnvRbtiMMUDzzLD8Dr0iB8UxmMl2VEc7E3nhR74Qnh+6w2As8J52e1b/HcmqAewk0sP2crVbiV4O3jRjWe7xPNUsFbCoY9JaSfN8Qo+Jbss6ba9l6+hBrO6mHbHlhNd8VsvB2Gw/n++/Ez8dVDdyA/g1AL9IQQx0Fm6Iu0U/DcHemARn9zNBDHrcGWaA+1JHCt0BVujW7iuSPIHK3+ZmjyNUW9jwmqPQ1RyPcoVeBs8SUyHK+jmJ97Je+r4Odb7EEwu+gj10kPeS6GKCCgC/k9KeK+Cg9DNPlb8m87YjzeDRMqV4wlOmIp1xebb5dpOiiLwL1yyTZH4nF1NJ4Qz8eVkXhUSTgTz8fE8+Na+c+GRAXP92tkDW0VnrXJ8O0MIjoNDxtS8KgpFQ/YyXnQmKoA+lVvEb7qKcTD9nwcd8k8aMkmVxHCtX8TAufvJhsUPMttwfXX3H45WEmwlhKs5dxfxfuJ77FyfDPNH72ZGvy02EQsE88rPfh5uRs/LfVwuw//phQNG8H/tjeMv6x1EM81+Jbo/pHo/pHbP0xWE8+1xHM9fpzguYaJ82H5O3k4ZufyPl/To9ZcPO0owfPOEjxtL8Djtmw868rFV/KfAb1lfF58nmNd+H5xAXdv7WCRP4qTU1sYnd5G3/gdNA+u8ceQYGbIEOqiZinMNYrC2iEU1QyisEqW0VEDWUFydQ9/LLuQVt6OVKI4pagRqoI6JORVIz6vCvG5lYjNLkNkeiEi0ksQnlaK0NQiBCblKZljn+g0eEclE8MJcAuOVYpzuQZEwtkvnFgLVdBm7xnCi2wwbNyDYCtZUF/u9yWWiTlHP4LRLxT23gG8CDO8CETi1txFqlwTyQqIGTYy31iA/DasZa6xPYys7JSQ23K/qRTzIvTMHAhomZfMbSn+ZSXrLrt6wc7NB/aSgfb8I6NrL9CV50VQyzE2rjJX2RN27t5KyLa1DOlmSCthK/e7ecHew4et3zs4/yc8exHPb7Hszs62hIdfFDz9o+HhzzZAHR7+kQqinfg+CZgli2xFJEsraNaA2lqgLhW27b3ehawT/S74GCseo8lcS+VtzTrPDm8zz05eQXDkfU6Es5OTF5wc3eHm6AEvJw/4svXn7SAHNwTZuSCA778v30d3O3s4Ec525lawtbCFjaUtrNlam1vDwdIa3gR0iLMtYtxskenviKoYP3RlJWCythbLXf3YmljE3vIuDjYf4+7BNzi8/yv2H/6ZWP43PHj1v+EB8SzrPR8Igt+CWTO0WpM1fj802WcNnjVZZ82wbQ2UpZXHy/nU2WY1ouUcyt9QoP1nrBz+jtnNHzG4+BXaxh+govsOMonn+PwRBCW0wSWwnN+ldCXzrFnnWUc/SsGzVKiWzLPgWaptJ2T3KQXDBM9NA/vonpbRIC8wtfGtUixsdvsHtt9i+eAHrBz9guW7P2OOmB5Zf63MeW4i3ss6biO1eALhSWo827gIntWZZ0GzgRH/rmGEUixME/oyvJmI1ixV9f6SVaaaatt/l3mWdZ6llcyzLAulzjwTzVaR0LOLgIF7OIwDI2AWGQuLBBUsU5JgmZkEq/xkmBcT82VEejlRXknAV8fBhL/TgmeTukSilBDmb5plV5aybrJFnxQKy4J1H6HcmQO7ZgK6Nh9Opbmwy+T+hFTYhBHdvsSzcxQMrIlm02DoyZJUOoHQJ5oFz3oMWQZKjWfeZ0k824dB1zUU+vx3ZhQqQ7f5PqXEQ5/YNS7kay9PhmkFn1MlYVzF586w4LZ5pQoW1YmwUrDPfeyEmzUQ/wyLOhXvj+frjIFZbjQsMqJgmhgOk+gQmAYGw4z/tkz4717fyh26RsSxjgN0rztA75oj9NnqXrOF9jVLaF23IhrZaltDR9cSuvoWPJ5hagFtS3PoWDPsCGPiWN/JFIaOpjC2N+P3zRyWRLK1LWFsYwZjKwOYWRvy354xnKzN4GZjCQ97S7g7WsDVyRwezqbwdjJGgIMBwhjxTobIdjNCJeHc5GeErgBjDPgbYsBbC/3uV9HheBlVVueQbXoOYTpn4XD5JHTOfoYvPv0EJ6XPyv6pBsSaOc4CaMk8C6D/6/ij4rYM4Za1niX7rFmuSjPnWVNx21AKh/H2tes3leyzJsP8PqI1eNZknTV4/vzzU/jko8/x0Yd8noT0qfPncEn7OkwcbOAaGoTQ9DSkVtaipGMYdQNLaJ/cxcDiMYZWn2N4U71MlYQAVHCsCXX2WH2fYFWWsBKwju1IpW1B89fKclWz979n/PAupFL35MF3/xDDAuGGqQPUjO0oiBZYyzEScrxkkWWYtux/v2iYBsWCZ2XoOJ/f1OG3mDn6noj/WhlKLnOx+28/Q+/6E0j17/al+2icvoeq4X0Udt1BVuM6ksqXEJEzA/+kUTiHdMHWT4ZuE8AMe99OOPqrs9GylJWtfw9s/LqUNaGtBMYy5NqzkVEPGw8GoWzrVs2o4jWmCo4elXB0K+Y17//H2V8Fx7Wu64LmRDPDNIszlZxiZmZmZouZmSUzg8y2bFmyzMz25LkmLN5nw+mK6uiK7o7qm4q66JvuiHr7/UYqPb3W2ae6oi7e+DNHjmRl5nj0/VAGL8YnoBR+gcUICOQxQpDMeJ2F8OAsxIRlIjY8Awnh6UiKykB6bDoKEpNQkRqP6sxkNOSmoqUgHd0lmRioyMZQRQaxnIap6nQcrM/CseYcnG7Px0xnPi50Z+FyXzpmBzMxP5KDO5MFeLi/CE8P8hjwSDFeHinCawL5zdECvDuaj3fH8vDueD6eHyvEQ25/SCw/Yh5wvwfc/8GREtw/VIx7BwuV3D3EHC5iy7C9fbAIt3jbi4fLcOcIj82OVuH+8b14cKIaD45L9uLRyVo8Pl2Pp2cb8PwcjyuJ5FcXCOWLjXh7qQVfX24lhjvw/WwXfrzRTSh34+e5Hvw2348/3RpgBvHnxSH87fYo/uXOMP6yOICfbgzi5cVh3Do9jLP7RzAxOoLO3hHUd46hru8Q/67PouvgVfQem0P/iXn0Ecs9h66im9s69hHIU5fQOnmRuYTmsYuoG5jhseEMqntneHx4GqWtJ1DUfIy/d8f4WTmB1PJDiM6dRGDSCNzC+qDx6VDQbEcQ2xPH9tKamni+HraGGtgYpG0impv5fcaWsTU24ZNVX1rgLICWpaZklmyZFVtm3N66YS0284tB8CuAFgxb8WzN5rVrFRgLoJdLF27C+ctPPsEyRqrQch25fJ1Un5fwvHYV70eqzJvXYMdX67F9yzoLnInpLdIKpOXyDSuxc9Nq7N68Drs3ENFrV2HHKiJ65TJlwjDBs3Tb/ucJw6x4ltMOvNxp03o4blwLO4Ldcd2XSrdtz51rEeawGYmabcgz2aDS0x4N3oJn+e+lE7r97NATYIf+IBWGCOeRMAPGwvQYJ5jGCKspfmEfjTDgfJwLZpPdMZ/qgTvM3RgX3As34VYI4bxUeZ4lns8RyIfMThhT7VbwLJXnQ0Z7HHdV46w3sexPOPsbMBtIRAcxITwd4YobcYRzkh+uZ4Them6sMt65L9CIaqI3n3jOs9+EAsdNKFZtQrl2K6r121Br2qYAusF1B+pcCEL9V0TzZuTYb0Ta7nVI3LkGybs3I81uB7Idt/N6e9DiYo9hPzWORxDyKXweBYF4tTcS7+qj8ZrAfV4diocVAXhIAD9rTcSTlgQlT4nlFz3plm7cxPKTrhRlFm6ly3Yb245E4lm6b8skYhFK1VkA/Yj7SLdvqVQ/5O1YK89zFeFK5VnwLMtWncv1weksTxxJccF4tAYDofboD3XAYCRPR2nQFapCL1E8EGNCj3TZJoyluiyV5t4Y4jpKi/5IXh7JbdyvN8RZGSfdG25Q9q3w2IUs7QakazeiyHM3GsK06Il1Q0ekCTX8Oygy70SecRuK3WxRSTzLP1nqA5zRHKQhwDXo4d/ERIIHDmX64nhhAC7wNbtaK5OFxWChLoHPOQG3qqNxrzZWyV3mTp10VY/maxGN20T0g/Z03F1a41m6bcu4Zyue7/Kg50FXngLoO8Tz04EyvB6rJqCrcLevXKk8C5yVqvJEvdJaK81SfbZWo6X9+kgn3h/uIGib8XSsTsHzi6k6vCCeXx6ow9ujTXh5UNoWgrkH350aYATOY/jDuQn8dnkc/3JjCv/D4mH8x8IBAnqAcG4hoBss2UdIH2jCt4da8I4ofz1Zy221eDbNL+JR4rkvH4tdxbjTVYn73fwy7t6L+11leNRXiieDpXjMPB3cizeTMvv3BBZOncGxg2cxPn4cQ6PH0DF4CHs7p1FCKJe0TqGwaYwgHkRmJVFc3oncsnbklrTxdDsyKtoUJKeWNhHIkgakMUnKLNdliMkqRnRWEWLZRqTmWSbsikuHH3/sfKJT4RGRxB9bmbQrhhCOgtmf4CNMZWIsk7cfAedLyMmM014En/+HpZ8MPgQp93ULJOgCiUxGWhd/4tCPCFXGNAdCWRrK1Xup6iuV4I8n7BIwm5U46k0fTstlso/O3RNaD0/im+h2ceNBKB+Dlz/c/EOUycFcGZk8TOk6HSiJVcYE+4TGcptMJBbGNvxDXKV7N0Fv5mM3KbgmWnl70rr6SRdtolYqwO7BSgTQLl58jkuAtlabrWgODE9GUEQKgqNSEcLXMjQmTWmDIpMVREsVWgAteLbGimPlvIDZbFnjWfLxMlYaRm32UcZdG7z4XvjIGOglRAua+fyk6uzG7e683N3dH+6EsperDw/EfRDIBPN1DxM4mz0RanBFgFJldoWZr7WeWNZqTXDWukDjbIaz2gi9sx5eBiNC3E2I8zIjJ8QDdfI9zIOgAw2NONk7iEtTR3D56AVcnVnA7NWnuHbjvbIm+OzdX5T1nudlrecnf8U1ge9HyBUAW2OFsESgLHCWLtvW5aqslWgroK1AltPWWbbltGyT0xILqn/B+YVfcOLqd5g68wI9B26jpv8i8uqPIrl0AtGZ/fCNaoTeo1CZMMxeZqd2JMwcpdt0Mv/u0vj6FiIkrsGyznPxCPKJZ5kwrH1kFr37ZP6Be5ZJwy7zIPvqOxy78ganiOcz89/gFHOMr8e+iy8wcPQe8TzPg5tLyK89jPjsQQRGSbftYqh0ljHPykRh9rJUVbSyVJU1ynJV/1R5Vi1VnnXShVu6buvTCXDpdp4MB3vGLhn2Dkmwd0pUJgyzURPhung4yHhjjySo/BKgDk+ENjZNWQLKkEVkFhDFpVnQVGZCvZf3U0OUE89qWT+5JQ1afl+r+H2t4ne1tj+XaM6HbpyInsyHcbqQgC6AYbAA5p5CuLUVw622GObifBgys6CPIWaDkuHkzueoi4CNUyjBGYrdu4hU4tmRz9mBsZHnTFTvURPM0r3bHAtHjxhoAhNhjE6DMZmPQ6rPGfFwKkiCupSor0iBtjIVOj5mA2PcmwF9JbeVJ3BbEnTVSdBWJ8K5hs95byw0VfHQlMdBmx8NbWYUdCmRcI4jmCNCoAoMhBO/4xxMHtjNz8BOG+J4p45w1sNuK4G8WQvbLRrs2arCrq9U2LndCbt2OsFulwoqG2eobRlHxlkDtVYNtc4JGpMaJhcNXF208HDRwYdo9jcaEcjPlh+B7Wl0go/BEQFaJ4Rp1IjQOCNS54xwXjdUa49IvR3iDLJKxh7kGm1R4UI4ezmiM9CecHbAVJQTDkc64lCYDfYH7sCYzzZ0uG1BpXELkh03wmv7GtjzGHAjj0NXSffrZf85ngXIAuj/fiyThUmsM27LWs/Sddtaef4HPMuSVR/h+WM0SyuQltPSWivPq1avVSYNW7FiNZZ9QUB/zsfKx7ti3Rps2LEFdgZnmIP9EZaZjozqWlR0j6Bp5Dg/24Ln+5g89wSTly1QFhzLrNvWLtey7ePz1vWfJbLGs0TwfOTWGwXPx25/rUTwfGBOJvSS5aR+X7dZqs7WrtuC55YD15XqswBZqs+yr1Sfrdi2Vp1/H/dsqSpbu5VPXiGe59/g+N1vlIq3dBeXCcukO/kkv1vHLgmi7/M+FtA4dQPVI1dR1nsZeU3nlK7b4dn74Bs3DLfwfmVma2NAt1J1dgmUSb0E0j083wVzYAd/19tg9GuBkUg2e9XCxacWrt574eZVwd+PUqYEXl4Es3cJ/H0LEByQg7DAHESG5CAuLBuJEdlIJpLTopKRHZuEouQUlKUmozI9BTU56WguTEdXSTIG+Rkc25uM6ToiuSkbx9pycbYrH+e6c3BekNybhav9WcrEXTeGsjE3nI2FCR7zTefg7v5sPDiUj6eE8IsTJXh9qhyvT7KV0yeK8eZkEd6eKLSEp18eL8Hzo2VEdDmeMU8lRyuUPD7MY8ZD5Wwr8ORYJZ4er8IzwviZ0r1acFyFJ6d4THmmBi/P1uHVOR7XXWjCa7avz9bj3fkmfEMkf3e5BT9cbcUP11rx4/VO/Djfg5/me/HLQh9+vdWPP94exF/uDBHHzO0h/P3uiJK/Ecx/4/b/cncU/8r89dYIfro+ipfnx7BwYgynpkcxOjSO1s5xVLeOKxOw1vSeQuPIBbRMXkH7vlm0Tl9Bw8R51I6dw97hs6gYOIPyvlMo7SGUu06jqP00ClpPI7fxFDJrjyGt6giSyw8jsZRoLj6E0Owp+CWNKjOza/n34ODWQQy3Mx38XLXz+7YNDoSyvaEBdvpa2OrreFkDEd3ISNvA8434RCYLswJ6zfLPlJmyZayzAFpm3FYm/SKYBcFSTZYIpGWbVJ6lAi2Alm0rP5fZuS3jo6UCbQG0pQItWc0vm9UrPseqlZ9i3ZovsGXjKmzfSqhvJaA3reF9WqrQsv7zZuJYWum+LZXnPXw8NsT8bmJeJgzbycuk+izdtgXOlq7bK5Vlq5y2rbfAeatUpWW5qo1QEdD2xLjD2i+h3bQcHjvWKHhOcP4K2fpdKHXdgxp3WzR72aNdxgb72TM26JEKdKAThomu0VANxgivkQBHTDKHQrU4E63H5Xgz5pLdcDvFXcHzfeJ5UfAcqLdUnkPdccHPjMMuKoyr9yh4niCeD+htccRk6bp9wUeHy746pfo8G2zG9TATZiPdlMrzjZRALBDONwricCTBH+1eRJ9uD4o0u1Ck3k44f4VS7VeoIJz3GiRfocqwGZX6LSjXCK7XI2PXasRvW4HIzcsQtuFLhPE1C92yDhFbVyNt13qUOmxFi34nJnyccCbKiPksX7zeG43vmhLwHXH7bXMcXtaE40ldBJ63/I5n6bL9hh946bb9lHnem457RPOirAfN9kFnkgLoR11JeNqZCFmuStaOlonCpOp8vykGD5qlOktM1kQR0JG4UR6qLFslledL+UxRIGbyfHEk1QVjMc4YDHfEcLQWQ3F6wlmDzhAVQzTz/enie9IfbcZwgquC555INfoieJ0oPUZjTRiNNmGEGSWQeyMMqPO1Q6FpK3LNfK38bNEabcRwqg/64z3QGKxBIfGcpdmCfNMuVPCHusbfGa2hRnTyPe4M5f0T4YLno7l8jOURuEIYX6mJJp5lojSZKCxZwfPdGr4eS7nNy+W5LtREYp7tnZYUvlbpCpytUSbUYh505OJpbxEedspM1Tl4PlCOV6N7iUypONcqXbYFzdbqsrTWKrRUnaWV84Lnb4914bvjPQRtG56NNeAJ4f1Mlq6arMar/bX4mnh+fZjXPSQzcLfh6+O9+P7MMOE8hZ/PT+LHs4P49eIQ/mPxIP6nR6fwX28dxG/nB/HDyS7CvAXvDzXju8OtSt5O1yt4fsfbenGwHA+nCnF3qAi3uopws60ci+3VhHMNnvQx/fwy7ytUImO8X/P5vdzfiXszp3Hi0CkM9E2gpX0IVY19KKjpJpY7kcYklbYhNq8eMdm1RHA1EjL2IjG9CjHpFQRBOXFczssYaTNKEJVeqEA5ODEDgXFpCIoj8BjfyHj+sEbwxzQcZgLM6BcGnXcwdASxjog0CJa9fGHwkAovoSpdnN3doXclZF1duc2TcCaEeZne04eYC1Ig6x4QylbG5xKcPr/H4BmgzFatIeC0S5FxzM5ShTYS0NJF2xqDpZUKtSwfJctMCdi1vC+Ngmjep5cfcRMMj2DCUZllm6CVSbSUWagT4ReeggBCNphAkOcbGJOEIEbagKgE7hejXFeg76IAn1AWSLNV0C9jkd2ClFgBLZVoK6A9/aMVQAueBc4hUWkIjU5HeFwmohKzEJOcqyQqMRsRcRnEdKrSnVu6aku1WdBsXQP6A5SNvpaYfLmdMVuicfHl8yeyPQX7v8NZIv/gkH9QyNJZMs7bVdahdvWFG7HsYfYikD3gZ/JEIF/rEL6eIUZ3BBHKvjoj3I0uMOhM0GiMUGlMcNK4EmEucFQR084GuBtMhLcZ0Z5mZAS5Y29CMLryUjBZU40j7V04OzKNc/tP4fyJa7jIA7vL117j0s1vcWXxJ8zeF9RKt+s/KjAWKFurxB/D2YJnSysIFizLmGeZLMw69lkgLRVp64zbVjgLqGW7tHLeGrlc8Dxz8w8E7beYPP0c3fsWsbf3PGTMc0rZJOJyhhAQ18rXs5R/ezlQabOInkyonAlEPVHmks6/jRKEJTQhMbsXmaVjKKg9+AHP/cS4rPF84NwrZdKwY9e+xqnrX2Nm4TucW/weZxa+xUnm8NW3GDv9BJ37FtAwdAXFjceQkj+CkNgW/o2VEOppysReyjJVAkjbKGWpKmtk/LXakKZg+R/WeHYlet1yYHDN5t9M5oelqpycUqFytEweJniWpaoseE6Aowvh7EHE+sYrS0DpolNhSCI2MzKhy2OKCOMKvg4EqKqGWG+QqnMadPye1nfyProYHuxqeZCr4UGuejIHzlME974s6KZyoR/NhXEgDy5dBXBtLISxPAe63AwYEgjbkFSoPfk4DJGwU4cRVmGw2ROmdNt24nNXlqpyJK5V0bDVxPBALo7PMxY6txgYfBNgCk0ioJOhS0iEUzJRnR4Dx+w4OOVxvwKCuCge2kI+p0KCOY9IzomCJj8SmkK2RVFQFUXAKT8M6jxCOScUqpQgqOICoY4MgIogU/n6wN7DHbb8e7fVG7FbpcNuW0J5pzPstjFb1Ty2cobDV2x3qGC/UwW7PU6wtyWQCWezrQ5u9ga4qgxw0/Kzo9fDTe8MD4MGviYtAkw6hJr0iCKaY/jZi9EYEKXXIpKwjjKqEat1RpLaGSlqFVJUKiSrHJDibI9MrQPy9A4oM9ijweSEbjcNBnzVGA6zx3S0E44nOONsvAqnY+xxPHw3Ab0T/d7bUee2Axn8DfflcY4Tjzk3E7sy4/b/OTxblqqy4lmyghiXrtvW5aoE0B/PuC0ThtnaWbptW8c9fzzeWarN1gierdVnBc+y3vMXK/H5Z8vwuTxWeew8pt2usoHa2w3+SQkEYyVK2vtRN3gY3fuvLuH5KaaVMcevlK7Wv3e3tnSDnp61dIm2Ylpa2ecQsbp/TsY58/zNl8TrGwWw1ljRbYWwdQIwwbNE1n4WOEvlWbbLOGUrnq3VZ9nWTzzL5YJoqToLnKVr9vjlJwqSD9yQyrelq7hUwqdn5TFbMnn1CfezrDXdun+BiLqG8t5LyG8+h5TK44jKOwj/xFG4hw/AENAFvX+ngmaJ3pdg9mvlb3IzXH0bLRVlvzp4+lbDy6cKPn5V8PMvQ4B/KYL8ixEaVIyI4FJEhZQgITQfKeFZyIzMRW5sHoqS8lCRnoeqjCzUZWWgrSAT/fycD1dlY7Q6C1MNuTjaUYBTXTmY6c7Exf4cXB7IxbWhfMyN5mNxgsdE0wW4P5WPB1N5eEAoP5LwO+TRvmw8PMRjwKP5eHQsH08I4xeni/HqTClenS1jy5xeimyz5nQ53pyqIqRrLDlpyZsTdWzrCW1JIy9r5n48RjzdwrTh3Zl2vD0rXa0J5IuNBHIjvr3STCC34CcB8tVm/MT8MtuKP95ox19udOCvNzsZnr7Vgz/dGcSf7g7iz8xf7w3hb8y/3CeW7/I0L/svbP+FoP4rcf0XIlvav80P4o+zI/j24ggenxzGtQOjODQ0jN6OEdQ2jKC4epS/M1MobDiE0vaTqOw+i+r+86jsO4ui3hPI6zqG7PYjSG8+hJSG/UiuP4Ck2kNIrDqMuPKDiCo6gLDcaQRnTiAgbRw+KQRz/CCMUf1wDu6Bk18P7Dy7sMvQgZ26Duwx9MDW0A07YycR3cbTzUrV2YaAtmdrJxVowbTOAupPLDNkyzJTn0JOy6RegmZZYsoyY/YabFqzRumyvYwg/mKpqryOXzRbiOYdGzdh2/oN2LhqFdZ88SVW8QtmLfeVdsUnn2Llp59hNQG9hl9IK/nFI5M1rCLY1xLRMnmYIH0nEbeDcN5BJG8jhjevXYZNq77E5tXL8NW6lUrX7d0EvQJoWaqK+0rVWfC8Y82X3CaItkSqzzLuWeAsqHYkzNXbtijdtwXPdqu/gPP6L+G6bSVC7TchQbWVX8oEqHEHqlx2otFjN3Fqiw5vW7Z70OZpo5yXSnQvId3v54ABf3uM8fSBYBVOEm8XYwy4TqwtJLrhTqwr7kW74HaECQsE9HyYK+Yi3JW1no96qDGu2Y0R1Xa2u7BPZ4NDRjucJKpn3NW46KXGNX8tZoMMmA014VqEG65FexLmQVjIicaVrEhMhbuj0WyLcu1OVBpsUKbbgRLtVv6gEM+Ec6VxK9st3L4Zxc4bkee4Dul7ViN263KEEs0Baz6H9+rPYVr5GZz4nqu+/ARuPB26YRnSd6xGreYrjPo4YCbOjIfFIXhXF41vmuLwDfH8vDYcj4nnp9Jdm1Hw3J2Ot0M5eNGXiRc8mHg5mI377YnEcyzut/6+pNXDjgTca5Rqa7gySdgD3p4V0LfropR1nq0ThgmepQu30n1bxj4XB+NcQSCOprsTz1r0hjqiN8wJw7EGjCW6ojvMGe2BTugIciKi1egn/ofjXdhy33An9IWpMBJjxL5EdxxI9sSBJA9MxrsS4GZ0cP86XxvU+tuiOZzQTnDBvuwATGX6o5vvY7mHDXK0m/mj/RXKPPagzl+FlmAtuolmuZ/ROBccyvDF6cJgnC8Pw1Wi+UpFOK5WheNOU6Iyw/ZidQzu18fjASPtvXpL9XmRr+1CbTTmG+JxuyWZaBZAZxDJGRZAd+bwtcwmngv4+uUS4zIjdwGe9RXjQXchnhK/D4cqiWB+Oe5rwTdHLGOcpdKsVKAJZ5mBWyYLk7WelRm4D3cpeH4+1qhc78mojJmuxvN9dXh3tJlgbiOcW/CSEH4nay+fGsRPZ0fxh5lR/PnKBP5ybQz/tnAA/+P940T0Yfzpygh+OT+AH0514fsTHfjpeCd+ILzfE89viedvDjUS5Lz9g3ycE5W43VOKubZSLLZV4mFvDV4M1eP5YKUC5yfMi8ESvBkpx/OJejw+dQCnpybRWVePsqIKZOeVIymnUulaHZNbg/CsvQhOKSGGixCWmI+I+BziLBsBPBCWKnJwUjbCknMQmpSD4PhMBBCPshyUZSmoWHiGRsMrLJJgDoazB/FLhOq8/aHz9CNMveHsJkAlVoljrbsHwWupEOtcXBkX6MxmaExm6HmZgmepIhOzJh9/Bcy/A1pmlJbqrkQmywqGnrDTuPA+TF7/aTRm3p5AkfiTVu/qR7QGwER4G9yk8urN+/Rdqg6HEMwR8FJmvZZJumLhG2ZBs39EKgKj0gmUTESn5iMusxAxafmISrdElsoKTsiAT2QiPEJiiKQoBaQmXwKZz0HWh1Yqz25E/0d4NstkXoJn73B4LnXfFjxLxTk0NgvhfC+iknh/aSVIzChDclYFEjPLEJtWrGwP5eORx+jmF6ngWW30hsrgwVYmQ/MmgvgclXhDwzhzm7Qasw9fE//fq9TSzZuR1qDMAM5tfG1N7v4w8bVzcfGBK7HsZnCHm84VXjo3+Em1We8Kf60ZvmodvJx1Cp71xLMzoezkbIajsxvs1a5wUPF91rrCndj2d3NDlKcL0gM8UBEbhNasBAxXlGNfcyuODY7j1NRxnD16Bedn7uLS1Ve4NPcNLi/8gCt3pCu2VIp/71otVWPraQuarctV/axg+tp9K55/X+vZOuP2P+PZ2p3b2r3bCmdr5Vm6bZ+6/i2OXn6PyVPP0DO9iJo+WS6KBx7l04jPG1Fm3Db7lRGluQRqFpx1mVDr0gnWRDgakvk3Zqk8J2T1ILOEBzXV+1HdcUaZbXvk6H1ljefjhPPpGz9Y1nhe+B4X+bwu8vlcuP0TEf0jTs19i/3nX6Lv4G00D11FefMJZJSMIyKxnQeyZQqepboscJQu27ZSgXaKtXTZ5napgmuIZ62ZsHXJ5N9ChhKDSzb/Pi141stSVnzcamfCmWhWORHIjpZu4Er3b2felp63ZSbEiWdH7wQ4BRGbUanEqGUZKE02cV7AVEjl2YJnJ1k7uTkduo4s6HkwrO1j+LunG8u14HkiC04TGXBktDxvGM+DaTAfrp1MUz6MFdkKnt34efOMzOZnK4XoJ9z1MYS+zGAdCUc7otYukqcJaJlETMUInrXRxDPh6xIBZ3fGJxLqQEI7nNeJCYdjYgQcU3k+jdfN4OXpEdCkWeKcTiCnhUKdEQLnTLZZTGYInFIDFTSrkwLgFO0DpxB+/vy94OTlDif+nTsYjXAkaFXEr4qfEbW9M9S7nHhsZQfNdkeY9mhgttHAxdYZrnYauDpq4ObkDG8HZwQS2iGOWoTwcxXG64frtAjTqRGhc0I0E68liLVqpDszxHGGoyNP2yPD6IAsvT1yieRCZweUMGVMhVbWbXZCrVmFRlcVOlyd0O+uwpiXBtNBGhyKccaJRC3OpxlxOd2ISyk6zMQ742iEI0bld53HcNk8xgvcswnOm9dg6+oVWE3wyuRf1q7YAmfrklT//yvPnxHNkv8Wz1J93rHjK+zabQG0jH22Y+T0V9tlqartCpylm7bg2VpplgiarV26rdVnqTx/8fkKfPrpl/jks8/x2XI+Vh6fb7LZDnsXPbxiIhFbUISC5m7U9B9A177LCp6nzj/FgasE8PXXODz3FkeksnzjDfZxm+BZQCtots50Pc4IoAWrVqTuv/5CQezBOclrpQJ86KMxz9ZJwwTQypjnk4sE7SJ6TtxC9/EF5bSgWLqGy3Wky7dElqVSAC3oPrGIPtnv7D1MXHxC8D9Tuo7vn5VId2/CWyYxuyIIZ4jriUuyNvRDpZt3++F51IxdQWnPDPKaTiO18hji8g/AL06Wpupamvm6lb/BHXAP7CKUW+HhWwMf30r4+lcgIKAcQUHlRHIJkVyCyOACRIXmIj4sF8lROciIy0cujy+KkouwNyMfDTk5aMnPQ1dxIQYqizBWU4yp+kLsa8jH0dYCnO0uxjkex5zvzcflwULcnCjB4v4i3DvAY7iDxXh0qAgPD/BY52Ahnh0pxMujRUvh6SMFTN6HPCWaHx0vxOMTxXhysgRPmWenS4logXIF3sxU/kPezhDNZ/fi3ekavD9Vp+Tr0/WWnGlgCOKZFnx/vhXfn2vHdxc68N35DnyrhOcvteG7q7xMsDzbhj8QyL8wv8514DfmTze7iN4e/MtiL/51sV/Jv93q4/kB/PX2MP6ylL/eYZTTo/jT4jD+OD/EjPB2hvCH2UH8cK2f98FcHcT78yN4emoYNw8O4fToIEY7B9Fc14/i8j5kFPYjtWgYqaUTyKg+hJz6Y8hpOoHMxiNIqT+IxNr9iK2aQlTpJMKLJhBaOI7g3AkEZo7DL3UUngnDcIsZhDmiH4awXmgIZgd/oti7FbvcGZc27DK1YbuuDTu07YRyF8HcSRi38zeiDXa6FthqG2CjI5qNjUR0PXbr6j7kk/X8IllHpK5Z8SVW84P5cdau5JcCL5fI+eXyH7dPLctTbeAXxtY1q7F9PfG7YT3btdi8kvvyC2kD8byWX0CruN9KQnv1Z59i/ZfEML+cNq1YzixT9t26eiW2yW0Q6DvWr8E26TIuE4StX4Wv1hDnq77gPl9w+zLs3rQatrIk1TYiePtG2PH07k0reb1l2LlOunAvh+3mlfxyXwXVV6uh2rYGTkS0E/dz5v5aRsUvTsd1y6ERPG9ZiXD7zUiWbttGQtR1F+rdd6HVYxc6PXeji2Du9LQnniV2aPexQ2eAI/oItIFgwi3IkV/cjjhOuF2ONeJGnCtuxrrgZjTBHK3HQqSecNZjltC6IjNnh5txKlCLKVdbDBO8I8ykbhcOaHfjpNEe590cccXLEbN+zgS0DlelyzfRfSs+AHf4A7iQHYkLRPR4oB4t5j2oNexANVNp/Aqlpk0o0m9ACVNq2IgS3SYUajYiw24NknatRPzO1Qjfuhp+61fAbfln0Hz2CXZ8zvdFxrrzPVrP92gHtxlWfY743etRayLswzS4meeD5zVhyrjn103ReN4cjSeNkXjcEIVHBPXjVlmyKh0v+7PxcigXr0cL8WqkAI97Cb+2JNxtJKCbYvGoJVYZ5yxgftyahCdtKXjYnKgA8la1ZabtuQoBczBmS4OUXC0OwMV8b1yQrtBlkThTFIrDmb6YSDATrRp0hzop1eQxIrk7VI2OQAe0+vGH0ncPugniUb4nQ5Ea9AY5YCBUpawLfTjVE8ez/HCct7OP6JZ1ovv5/g1G6jDGy0fjTLw9Mw5lcp/8YOwjijvDdajje1/Fv4u93nsIZzXaQxzRz9ueTnbFiRxfnCnwwzk+zqsE/829UbhVE802AnOVMrt4JO7WxeEBIf2YQH7E3COWZeIwGft8rzEBiw2xmK/na8HX9F57Ch51ZxHJ2XjUmaVMJvagjWnNwIOWTDxszcKjtmw8bCem2/NwhwdnTwjod/tkzHELZAzzi+kGBcvPppvwdJqAZvvsIMEsXbYPdRLP7Xgz2YYXEy1EKveZIKQnG7hfI15J1fhYOwHdijeH+EV7vAu/nu3HL2cH8dulUfx6ZRR/vDqOv9/cj3+/fQR/vTGJH8724v3xFnx7vBV/ONGJn4624eupGrwbq8I303V4MbmXkCfe+RgfDVVhvr0A8/yhudcts3GXM6V41F+CR31FeNpfrKwR/Xaqnuju5Q/IGH+YylCYEIP0xBTEJhLEiQXwjy+Ad1wufGJz4B2dBt/wOPgFh8MvKAReIRHwjIiFV1QcD1Tj4B7GyDJGbD3C4nk+Fi7BUUw4zIEhMPgHQuNFmBHJSjWXCNYQyhJr12gFz8plFkBLNNzubHblaeKZoDW5+8Lo4QeZtEuWiJIInK0TXMlyTWbfcKWrsVGquUtdlGVcr8ktEC7W2aWlssvzJvegD7FOniVx9SDKPYO5r8xKHQQ3r1AeEEgF2NqFOp5JgE9wMvxD0xAak4NY/vgnZVcgJb8KyQV7kVRQjcT8GsTKzOBEbUhyAXyi0njAEac8RoOXpUKud/cjmvkY3aT6TPS7WsYjm7lNHosbH6+ndN/2jVTGO4fEZCIqpRgxGRVIyqlFZkEbsos6kFPSgYziNiTnNyI2ay+i0ysQyvfROyyJ4A0hhnyUiruT1ggnjZl4c1ei1ropUUmkGrwUNS/T6D2gI6oNLr58vfz5uPhYeVpiZMxmb7gwribimfEgoL2N7vAzesBfMExE++tN8JHKs94AE0/rtCbCy4V4doed2oOA5t+AxgMm3p+/qydivL2Q5u+JknB/1KfEoKukCJPtHTgxNo2zB0/jwqnruMwDu0s8SL10/R0uzf+A63d/w42HS5XgR79h9qGlWiyVaEG1VIalvaZUqC1V6rnHf1HGSN978x948O7/orS3X/6rgmcroAXGH+NbIG3NxzgXjJ8lXE9cfocDM8+VScPax+dQ0X4G2VWHkJA/jpDETrj4l/PvOQeORKyDOkkBq51alktKgNEzG/4RVUjI7ER22SiKavahuv0k2oevYPTIPRyceYGTV7/GhQX5B8BvH9Z4vvbgz3y+f8Flbjt943tlvWmpUgu6K5pPIqdsEvGZPfAOqSIk0/k+ywRhBK2g3TmBj0HgzMegjiecCVxTOvTEs8Eli+93ttJaTltiIqoNso+OOFUlWNZMlq7QDpGwd4rmbUUT0FF8TnFwNMcTz0lw4GdFFZEETXw6tOmEeV4W1CVZUFUytdlQN+bAuY1I5vetc2cB1F35cBZA9/L+h/NgnCiEcbIAuglePsrtI7lKt21jdx5cWwrgVlcAc3kOTLmZ8Ezid1ZELjwC0viZSuDfMGGsjoSzKhwaB0LXnmHr6BAGe4dQ2NmHwsY+GLaaQNia/GDr6g87jwDY+fF8ELeHBsI+MoiIlvjDKdYPqhg/aKJ94RzjC4d4H+xOlLWR/WAnifeFXYw37KO84RTlA024L7QhPtD6e0PnI//8k4kIXWEymeCuM8DDWc/o4OmkgaedCl42jvC3cyKOnRGuUiNK4qRCDNs4YjiBp5Ps7JBib480RzukO9kjS2WLHNUe5GtsUKK1QanzHoJ4N6o0e7CXqdHwt5W4lbWZG8y70GzajRaebtPvQDdP97rsQb+bDUZ87DHu74ipIBWm+Tu8n7/7x3kMcI6/wxfSXHEl2wvXC/wxm+/P036YSfPCwSgeH/B4qsRkj2innTDv2MDjSx7v8jhouQD4i8+wjABeyWNSyYply7Hsiy+V5aG+/FzaZf+QLz77Ap/weOkzHtMKpK3wlnHPStftrVsI5+3YY0M82+6Eg6ONkj08vX2nZcIwAbNE8GytQlu7cVur0YJnGfP85ZcyYdhy3ucX+EwekywdK3jetZ0H+RoYA/wQkipLVrWiVsHzJQyfvEM8P8YhovXY9Vc4SkAfFEhfk5bwvfJKycRFy0RcgufJK08xcfWp0i16SiYNE8ReeY4DhO7BWeJZKti8nUOMzOL9oZrM25Tu232n7qD9yDV0HruG3lNzhO0C4byIkXN3mHsKevcR5wduvMQBqV7z+uO87+Gz9zF06jaGTy9ibOY+Ji88wn6C/iD3leW2DvAx7JdcJqD5OMdmHmCY6O4nuntOLqD10DXUjJ5HaRe/S+oOI5GIikwbhF94O3yDmgjkBvj51CPAtx7BPB0aUIdQ/0JEBGYhOiRL6XqdEJaJ1Mh0ZMSkISsmCflxiShPTUZNVhpaCjLQXZaL4b35mKjPxIGmVBxpy8RJfv7P9ubhIj/n18aKcX1coFyEW9NFuHugBA8O85jmaDmeHC/Hy1MleHOqkCnC29NFeHO6GG9PLYUQfnOqFK+ZV8dL8PKYFdPFeHq8DI9PVhLNVXh2isdQp6qJ5hq8OVuNb8/V44eLDYRwnSXnavH9TA1TzfP1+P5CoyUXm/DdxcalcP/LjfjhSiN+vNqEH6+34A/XW/HzXBuR3I5f5jvxy60e/LbYxwwo1eQ/37aMUf4LEfy322Mf8tfFCfyN+futCeKZpxcm8Oeb4/jjjTEieYy3N0GAT+CH2Sl8x7y7PIlXFybx/NwEHp8dw/2Tw7hzYhgLx4dxmXA+OTqA8e4BtNb1orS4C6mZbYhKbkNEeh8is0cRXTSNmNL9iGQieDqCSA7NGENg6gj8U4bhmzgEr9gBuET0wRjSo4xjl4nfnH26oJLZsz06YOfejt2uTdjjwpibYGNqho2xSRnPbKtvVrDsoLXESfN7ZLtMFLbL0IKd3G+HoRk7ZcKwzUTrpnWrsW7VcgXQEjktYBY8f4zpVcs+x4ovPiWiP8G6ZV9g03Irglcp+YoQ/oqtAHkDEb2GXzCriTNp13/J/bl9M79orNlCTG9ezuvLbchYZuJ5B78Ydsos22tkG/HMbFtDPBO+tl+tV+DssGMTswF2xPGezauwm3CWqrPdlhX/hOfVzBo4c1/djo3QyDJWBLZhyyq4c3uEw1ak6nai2MUGtV52aPEhmH34Ze3DL2tfJ/T6OqPHR8VtDuiQrtyB3EY49wc7YjDIHmMBdjhMqJ0nlGejTbgRRUQTznPRWszzS30uTIdrQc7EsxaXw0w4GajBpIctBo07MET4jut34aB+D06bHHDOzR6XiPSrvipc8dPgsr8e18JcMMcfwMW0CNzKjsaFpCBMBOjRat6NesM24nkbSnWbUahbRzyvR7FhE0qMm1Cg3Ygcp3VIlorzjlWI3rEGwVtWw3PtChj5Pjjyy38T35fP+D5+QjR/zvPyT46dfG+9NixDvnoLxvi8rmV74kllMF7VheJVUyRetETjaWMEHhPTTwi9550peNWXjbdE89fT5XgzIWNWcxU8PyICZb3nR8yzVqYtAU/bkolnAWQSMZlARMYpeLaMd5axzkG4UuQPWfNZcoF4PkvAH8/1x5FsfxzI8MZUsjtG4ozoDVMTyXw/2PYSx/0Rsi63Gp3BDko7leCCg9x3MsagZB9RfIBgPpzigRME9Kkc3iYxPU0wT/A928/9T2T44FRuIE4VBmOmNALHC0IwnuKJ/lgTOiO0hLQGQwncP8UVh7K9cZo/1OdLiPsSf1xiO1cVxucThUXiWdAsY7illW0SK5hv18Yo+yh45utwtzked9v4mnSkfsjTriw878nBk84MPFTwnM42A4/bM/GYeH5ARC80ZeJWazYeD5QSmw14xTwercLDkaoPeH4ieJYK9P5mPJaW519PdfC9aidqW4nnFjyTMdDTbGV89KE2vDlCPBPOr2X8MiH8h5Nd+Pkkv1SJ53fHOvBwolpZzurf7hzFf717FD+d68c3J9vxzbEWfHe0BT8cbsY3U7V4L3ieIKKJ5ldTBPxYHR4P7cX9gTLc7SlSZt++312o5AHPy7JWL4bK8Ip4fsnn8Iqg/+70MK4PNqE6OQpxQUEIC43jgXYi4ZsMYxDhFZwAUxAh7B8MN29vQtIDbn7+cCWi3UPCicFIZeIu18AouAXJ+OVYttFwIWalm6/RjyD08Vcqz2oFykTbRxE4//M2JQSzbJdozcSzi3Tn9oHZwx9mbz4WX4LWT8YWR8ErWJZwioVnYAzcAuSxRsJFJheTCbikirsUV5mMa2mbC4FsPf/PcWM8eLnbUtw9eT8+kfD2j4ZvQBxjwbNfSBKCIzMQTaSmZFchq6ie8GlGVkULssplTHgrkosbEV9Yhwhi1y8uBx7hfE39lvDM5yLjsqXKa3Rf6rpN8AtUXdwDlG7R7oSvlx/vOyAafmGJSsU5NrOcQK9HVmkHiioHUVQ1jPyqIWSX9yGlsB0xOfWITK9CaFIp/KLS4eoXwfvx+wjPRoLZlVi2gFlBM0FrjaPapGwTXGsNntAT0IJlk1Tnl+D8z3h2IZxNzma4a13grXeFr8kNfoy/wQwfgwkexLOZWNBJ5VllJtbcPuBZpXGHQUt0u3ggytMTKX4eKA71Q21SNDqKCjDR3o4T49OYOXIWV2bmcZ0HoLM33uDawreYvfMz5onHBVmuSsYrP/0Trj+WqrBMACZV4j8r7eyDPyl4FkQLnmX7/NO/KWC++/rflXbhmWWdZ4lUlQXHMpv2P3b7tlawf4ez7HPu5nc4fuUt9p99Rjw/QMfETVR3XURR/UkkF00hNLmbn4kKqExZsNMkK5NzKXAlnu2cY7g9GR6BRYhJbf2A59qOU+hYwvOhcy9x8sp7nJ+Xx/ErLtz+BeeVtZ7/iKv3/8TH8StOz36Hw+ffYOL4Y/TI/beeRl7FtNIVPDCqXpmxVq2XmbV/x7NETkuc9Sl8v9MJ6EwC2oJma3Rmbjen8W8hDVrup+H+UsF1sI+CnU047GzDYGsfiT2O4dhNnNqoeFobBXsP4tovDk4hCXCOJc7TeTv5BHRJBnTV2dA15ULXlg99VwH03UXQ8XtK210ATRcv6+V9D+bBIGsmj+ZDRzTrhnKhHcjhvjkwthLMddkwV2bDWJgOQ0YKXGPT+b2UAbNPMr83ovn3HE5cBRH3gXCyJ4DtiWHbID5m4tgmgAALxB47P+xy8sQOnRsP2tyx28UTuz18sMeXKA7wgW2gFyHtAbtgNziE8PMS4gZNqBt0YR5wDHXFbh572Ebwsgh+Z0V6QhvpBUMEPxvhPvAI8eV3lDc8/b3g5e0JT+LZy92Vnw0XhGpNCNUYEM7PRLizFhEqZ0Q5qhHj6IRE6VLt7IR0jRpZbLOcHZGvVaNQ44BC9R6UqG1QJkgmmPdqCWTdbtTpdqHJsJMw3okO0y70EsT9HjYY8uQxkdceDPjsxJifDSb8bDHpa4Np5lCAA45IAu1xPEyFk1EanI7X42yyiTh2xdUsH8znh2C+kOFv9kJlFObLo3G9OBLns4NxOM4HQ6EeqPMyIM3oCG/7r7Bn0wqsW8nj2C8/JZyJaB7LWvG8/Mtl/zt4lmWjZEIxqVZb4CxdvqVi/b+P5z3K6R27/9sJw6xgto6Dto6Bti5V9eWylXx8q/D5F7xfPq4veBy+bA2Pz7fxftSO0PE9C0xMIZ5biOd96Jg+j/6j8xg9fRdT5x4ogD4sY5wvPcOBS4TrlTfYd/k1cfwGkzw/dvGJMsP15DXi9LrMuv0E+2XSMKn+yvWUSvAzpfo7LecJ32lepnT9Jp6nCdwx3nb/mbvoOEo8H7fgeUDW171wB+MX72Pi0kMF5FJJlgr2QWViMsH7U4yee4ThM/eJ53ts72GEmB479xCTfFzKclvcZ5qn5Z8B42cfYETgfOwWeg7fRPv+q2gYn8HevuMobj6I7MoJJOX2IiapHWER9QgL3ouIoApEMrFB5UgI5e9SRBkyonKRzc9hfkIGipIzUZaagb2ZGajLTkdzvoxRTsdgZSYmarNwoDkXxzoLcbavGBeH8gjlHNyYzMfC/kLcPliM+0cswJU8OVmOF6cq8ersXrw5txdvz1cze/HufAXenSv+PTOlSynD25kKppIgrsCr07zuKR77nODpE1V4Tiw/O12H52fq8GqmgbfZiPfnm/D1BcL3cht+vtqOn6W90oJfLrfgV8mlZm5vwc+zRDHzC3H8y3XBMds57neT229a2l8X2vDbrXb86XYn/nynC3++24u/3JNu1yNK/nafUL43ir/dncBfb08q+cviJP58awp/mp+2ZG4fwTyNX69P4acrEwT6OB/fOB/rOB/3GJ6eJpZPT+Pu8SnMH5nA9UMTuDI9inPjwzg1PoRjYwOYHujDYHsvWmq6UVbYgXT+xkTGNSMgqhW+MV3wie+HL4HsnTYMj9QheCQOwjO6D25hnTz264A+oA0a31Y4eTTBwa0Rju7NsHeV2bJbYGuS2bFloq8W7Ga7m1jeI2OXjY1Es2UMs51e0gh7Ha+vbYKjpklBs0TlzNshnm0Mrbx+C3YRz0oEz1s3rsPGtav+AcqCZ9km7Ur5cpEKJeFs3UcAvfrzT7H288+wjl8iAmWBseB5+7q12EhUC5blcomclm1bVq1U0Lxp2TJs5JeONZsF4fzi2s77FDjv2rBGgfRXq79U8Cztzg0rsYuAtvnKUn122E5IE8O2W4nqTSuVWPFsQbMlDkSjivsJnnVEtJ5oNjMe29YizG4LkjU7UOSyB3Xe9mj1tUenry16mCFCdyhQjz5/Atpfhe4AJ3QTzz1BUn12wADhPOpnh/2BjjgV4oyL4QR0pAHXI3VEtA43edqK56tBxHCoEaeDdJgSPJu2Y9CwHROCZ4MNzpgdMeNGQHvY47KPGheJ9gt+WlwMNuEqf+wWUkOxIHhOCcQEb6ONj7dWvw1V+q0o0RLLmvXMRhQR0kW6TchRrUOqrVSclyNm+0qEb1uNgM2r4bZmGTRffAYbQnm94Jlw/pStdMVfwWxljF9+gow9azHk74BLqa54RBS+3BuC1/URBHQ0XjRLYvGyPRmvejLwbigfXxPN3+6vIuAq8GyoAM958PCUl8k46GedyXjZkYQXHclKxfm+LM9ENEvlWSAtp+8udWOW6rPg+VKBrxIB9NlcHxxIdcN0kgumEs2YZMZidegOskeHvw0GwlUYi9NjX7IrxonqAaWbtpNy+miaJw4RzIekK3asEVNE8uEkN5zO9MUZYvw0EX2MgD7Iy2U/OX++OAwXKqJxsSoWZ8sicawgFIfygrEvyx8TaV6YJuCPF8j45nBcrozElcpQXK0MwfWqUMzvjVC6nguYBceCZWsEzNJK1VnQrMBZTvP1mK8juJsTcL9dlqpKxl2pzndl4mVfHp51Z+FRuwXPjwjnZ925eNqZiwft2bgjXbk7C5Slq97sa1Tw/IjovD9YjrtDlbg/shePJhrxdJ8FxpLn+1qJ0na8Ghc4N1syRTQfaMPLg214cbAVrw+34dXBZrzazy/qQ6344Vgnvieafzzbr8D6FpG7OFiKny+N4H94eBL/dvsgfrs8onTd/lbwfKQF3xPe303V4bvpRnx/pEOZ5Vu6iT+VmcEnavFosBKLHfm4x4PSOx15TD4e8wdKqs6SJwOlxHYNvj05gGeHh9CZm4pgs1GZNVkmqdJ7R8JZ4hUOZ88gaHgwaXD3gJEANnsS0T5B8PAPZ2QCqUheh4AlKj0CYuDqSzj7hMPkHQoj99N5+BLDXlCZ3YkEgliWg2KclyJjk6X9h+08gJXtMlmXjFnWE5lSeXbxDFDgrKwzHBipTNLlGxYP39AE+ITEw5N4dw+Mhps/Me8TQeyHKSD+GMtWTMu2/yyCZyucLXgOhRdvy4eAlfjyOUoVOJAQDo/NRGJGMbJL6lC4l5it7UVx/QDRNID8un5kVXUhrbwd8QV1CEsrgU90Gsx83DIZl47PR9aS1rn5Qu8RRERbJvYSPJvd/Ylnf3h4BxHtvO+gaARGJiMyKQ9J+dU8kGlDce0AKhvGUFE/gZK6CeTvHUJ6SRfi8xoRnVmN8JRSBMflKq+JjrfpqCOMCWcnGXP8AcrmD3FQmT5ELhNAK9VnIzFg9vkHOFvxbDZ5wcXoAbPeDWYt8cz78NK7EMxL0Rl5XsZlGmDS6uGs0sPeSQ9bRzNsVdJ12x1OalfoNUS30RXhbi5I9HZBQYgXqhMj0VGcj8nWVpwcm8K5I2dw9fwC5m+8wPzC17h59yfME8KLT/6OxedL45Wf/QU3nligbK0wWwFtrUJbL5PtC8943Rf/RWnnHv+Z2y2VZWvVWZaq+n1pqt8R/XEUQN/6Eadm32O/Unm+j87JedT1XkFZy1mkyn/z03rhFlQFJ8LURp0IW6WrNGHpHI89TpGw1cTCxTcP0SktyCoZQcHeKdRI5XnoMoYP38X+M89w9OIbAvlbnCOgz9z8AWfmf8D5W3/AhcWfcW7hJ5y4+g2R/RpjRx+ie/wmatvPKniWruDBMY3wCqpcWqvZssazIx+HEjmtLFmVAlnKSqPPIKIz+b4TzRKCX66nNqQq60HLGtGOKuLfPpoAjcCe3eHEDGMXid12EdhpH06MRmKXhrB2jYKjdxRU8jcYkwRTWhqMeYRuSRpMNZkwNWYRwcQvv2sNnUQyo+vIhro9DarOVKj5G6fuYfp4vpf3Lae5XdOSAl1dCvQVSTAUEcpZcdAkRUMfmQBjUCq0nglwNIbzb4w4tvclrghhG28+Vi/s3uWFXTs9sHOHByHmiV02Hthhb8Y2Rx12qA3YpTNhj9kVNoSujbcbbPn3aOfDz4evCSpG42+GIdDEzzHbABMPLo08yDTDNdgFHkH8Ow505feEKwL83RDq544wHzdEeLsiwsMFEW4mRLkaEW3QI1alQ7xaRyhrkeisQbJajTSVCplqJ+QRykV6Z5QanFGhV6HCoEK1SY06FwfUm23R6GKLFlc7tLnZocPDDl0Ecq8Xj6t4jDUqOA6wx75gRxwMdcIR/l4fiXDEkUgHnIiWMcvOOMuci9XgYoIBl4nlC/zNv5ho5DGJC65keuBang/migNxpzwSD6sScW9vAu7VJuJuncwxkoibFfG4nB+FY8k8Zor1R1uwBwo8DQjR7IHT9jXYvPYLrFohS1ZJeEy7/Mv/A3hebmm/tIyN/ni89OrVKy1dt7dsxs5d27B7z/Z/wvMubpNxzzs+ANmKZalCW0EtkfMf1nlevpKPay2Rv5L3RUDz8X6+ksfpW9Zjm4MN1PKPjrhEZFQ2Ym+PzLh9Gl0HZjFwbIHQvI2pCw+x79JT7CNA911+QQy/wfSV1wTyW0xdlUm8CGGiePrGS+y/+UIZ63zgBvF8nWiefYqpa495+SNMXJE8xr7rlvHHk9d42Syvx/PjhPHgufvoOXULvadvoe/sIgbP38Popce8jnQBt3QVl3WbZbIxZcIxmXn7/BOCmTn7BINnHqP/5AP0nriHvhN3MXDqvgLpcUJ6lK2geZDPqefgLNqnL6N14gKaBk6ivvswqlr3obRmDHklfcjIbkVKSh0SYyqQFFWC1OhCZMbmITc+D4XJ+ShNzUdtZjaac7PRXpSH7rICDFQUYLSmCFMNxdjXVIDDrfk40VWImf5CXBqWqnI5FvZVYfFQJe4eq8D9k1V4dLoKT8/wWGaGsL3QgHdXmvCe+fpKI765asnXV+vx/nItt9fy8molby8T1peq8eYCI7C+UMPUEdm1eDMjVWWJnBYw1+PleR7XXWy2LPkkM1lf68D3zE+znfj5ehfR2s104bfrnURsF/4kmevEn2524M/zlvxloRN/vdVF+HbjT2wlf77Vw/M9BHEv/nanj0gewF/vEM4yZlm6XisZwZ8XhnkbI/htbpQAH+N9juOna2P48eoYfrg8iu8vjuGb85N8LtN4cXoSj0+M4v6xUSweHsGNAyO4MjWMc6NDODk0gKP9AzjUO4D9Xf0YbyOYW3rQ1dCNlr2dqC7msUl2O1ITWxAe3szvpyb+3jTB4NcCrX8btESyc3AHHANbofJvhjMvU3k1wNGjnlhuIJobYGuuhY2pDnayxJRJlpkSPLcRyoyhjWgmoIlkyR5DE2yIYIm9hEC211pirT5LHAloB6lI65t4WSPsNIS2RNeIT7ZsWIsNa1YqFWeBslSXBcmybSMj55cRWat4mRXPytrQRJdUla04FkALkAXRG/nFIuetsW6XKvVGflFt+OILrP+c6GYreN6yagW2rVmFHesscJaxzYLo7TJhGMEneJau2zvWr7B0396yVqk620u2ymzblpm2HbauUuLISPVZvXU17DatgP3mVXAmurUEt+DZxLjx8qDdGxDv9BUKTLtR42WPFl8HtPvaodvHDoPE83CQAX2BWvQEqBU8y/JVnfzSV7oCB8qPgD2mmKOBKpwL0eFquBHXogjoKD1uRhhwU+m2rcG1YK1y2Rm20552GDISz7qvMKbdgf263ThpcsCMqyPOeTnioh/x7K/BeX8tLgTLOs/umEsJws3sSJwjnseDdWhx2Y29+q9QqtuipFi7Bfnqjch1WocshzVIsyGcdywjnJcjavsqhPC5+m5cBTNfR6fPP8FOInmNUnn+VOl+JGPZpfL81RKe03auRp+XDc4nGHG/wBvPK4LwujYMrxui8IpwftOWhDc8aHjXl433wwV4N1aKdxPleDtRhldjJXg1KmNXc/GyNx3PiednbfF4RmwLnq1QFjzLealAW0Et457/Gc8XCvxxMtsLBwn5A8lmHJI2xYzxGC36Q+2U2ben+TgPp7vzMjdln4Mpbjia4YVTRLI1gmQBspy+WBiKmdxABdDHCeKjKR5KK+fPFYUSz1HEczSBHInTJRE4UxaNUyWROJwXhMO5AdzGfQjnS5URuFoRjrnqCCzyOQmYpdossVaWJf8MaGvkssX6GNzYG4YbvI0F3sYdeT1ak/G4I0OpPj/pzMTDtjQFz086s/GiNx/PewrwpDsfD4nNe31FeDRchueTtXg6XoOHw5VKnkzU4fF4HZ5NNePF/jY8mWzEg1FuG2vAy3FCeVRm3JZ1n5t+x/OhDgXQrw9L5ZnIPtCCbw614fujRPHhDnx7ogc/zgxx3xbcGizDy8Ot+Pc7R/H/fH1RqUD/dnEIPxwnso+146ej7fjxYBN+ONBMTHfi7X5ifbyecJZu3HV4SuTf6y1RKs6C54XWHNzv4nMbKsWL4XI8HSjBc6k+72vGN2fGcKq9Bkk+HvA2mOHpFQhZ71dHNDp7BkPtEQC1m7fSpVrv6gmzTBBF7Hl5h8NHKrI+UfD1i4NfYCI8fWPhRnS7ekbA7BWq3I4y/pjXcRYkE8MSjdye4FFmxfbwY+ujbNPIeGOeVrbLjNue/sr6yi5eRLN3IDx8QyxwDuJ9hhCyoXH/HTxHwt0vCh5E78d4ltbkFqTEiuh/jgsjaHZlK7F0nQ6Htx/vN4DPN1DuOxaBEYmISMhAam4pCqoaUd7Yh/KWUR5sTKKibYpwmkBB/TCyq/sI6DbE5u5FYEI2D7J5kO/N18SDr4WLLIclr60/IS2Y9oGBMfI1MnG7i4cvX9Ng+PL5BkenKOOq04pqUVDbjbKmEVQ0jqGyaZL3PUG4jyKrog/JRbyv7FqCrRyhyQXwDU9WcO5AoNoTBw7q35EssXcy/kME0tbKsxXPguWPK8+CaRPhLHg2E88uene4G93hZXKHj9FNgbO33gwvjR4eWh1cDToYNTo4O2l5sKsjno2wc5IKtCuc+Bi0fFyeehNCzAbEeRiRF+SO6oQwdJUWYKqNeB6dxMzBU7hydg5z155gbv4tbhKt8/f/iFuP/4ZbzywzZs89JYCV8cqWKrMVzNau2x+fFkDLDN1SgZbWgmzLLNoCaKkuW8Es3bSllW1y+p9z+c7PODv3HQ5ffI2JU0/QPb2I2p7LKG48hfSyA4jKHIBHaA1U5qwPeJau0tJte49TlDJDtXtAIWJSWpFZMoy8yglUtRxDS/8F9O9bwOSJRzhw9jmOXXpLpH+Lk7Pf4OT1b3Bm7nucFUizPXb5Pfd5ieFD99A1Pof6znMoqj6I+MxeBETWwdW3ROm67SjLTamTLRN8OcRbZsl2SOD5JGW7k4ZI1aYTypmWyBJXuvSlpBHayfw7SYSNXQzBEsFEYo9tJG8jmonh84mBjSYe9sZ4OLlFQe0dAS0/k4boBJhTk+GSkwwTwWuqSIGhOhmG+lToG9OglzWT2cqs205NyXBojmdi4dAaB/vWWNi3sG2OgVNjLNS1sdBUxEFXGAN9Tgy0KeHQRIdCExzDA78E5X5tdUHY7eRL0HsSzp6Esxt27TBj13YTdm43MEbs3kko72Fs9djj4Exsa3gQpyO8jVC5mvndZ4LOi0gmnk0+Jrj4GOHua+Rn0sDvPz0C2Ib5GxHObeG+ekR46QhkDSJcVIhxVSPRlSg2a5BK+KabVMgwqpFFCOcQxvkaLQq1WhTr9Cjh56PCoMVeYrmal9cbVWg0q9HK22kzOyrjkHvd1ej3dsSgvz2G/G0xwmOkcWYqhFDm7/TBcCccj1bjZAyBHKvCTByBHKfGhXg1LiWpcDlFhaupKsymaTCXocdCpgm3slxwK9sNi7meWMz3wq1CXywU+2OxLAR3qyPxoDYBD2rScJe5U5+O2/UZ/B1Nxc2qNB5LJOJkRgSm4oPQFuKJQm8Zf20D/Z5N2LGZx7yrBMwy6zaPaZcALXi2wPk/rzxb8CyxjJeWrttyWtZ7lurz5i0bsXPnNuzavU2pPts77FHwbGu3i4C2I553Kd20/xnLH5/+MN5ZlqtauYqPay2+/GIFvuD9fLbsM3y2gvDfvG4Jz27wjo5FUnEVilsGUD94FJ0HrmLoxC2ik3i+9IhoJmBlSSri9cDsW8L5DfZf/x3PguD9c6+wf/4lDjD757jvHLF94zEve6RkUhDNTF9/oewvlerJa5brjhPGI8T50IXHSgbPP2IeY/jiU4wR7HI/Muv2+KUXGL9MbLMdOfccg6cfo+/4Q7ZP0H/qMbqO3kP7oVvMAjoPL6D36AKfByF+bB59B6+hc+o8WkZOomHgMOp7D6CxdQKNjaOoqx1AVSV/b4qaUZJbg+KsChSlFaI0LQ+VmVnKrNeNBeloK8ng93UGhisyMV2TjUNNeTjWWoSTHTJOuQyXhypwZaQUN3gMuzBVhsUD5bgns1Mf24tnp2vwlKh9dqEeLy414iXz6mIjXl9uxLtrPEa5zsxa8u1sE7651qCg+e3lGryf5enrxDW3vyWq30guN+D1RaJZrn9ZcMyWeUssv5Nc4GlB86VmorsNX19rw3fXO/DDXDd+vNmDPzA/M7/M9+K3+T78caEPf5LJuJR0468LHfjbrU6mC38jkv9+W8Ym9+OviwP4y60B/JntnxcHCWjpkj2i5M8LMjZ5QFmD+de5QfxyfQA/XRkgkofw3cVBfHNhBG/PjeL1mRG8ODmEp8cG8PjoIO4cGsa1qRFcHB8ilAdwhlA+LlDuGcBUZz9GW/rQ39iLnto+dFT3oqWyFw2l3agq6ERRTjty0zuQltiOuJh2hIa0wcunBUa3ZqhNTXAwN8POtQV2Hq2w82yFjQfBq0C5hqmGnakG9i4EtBv3dSVuzbKMFNFsbIUtwWxnbGc6lEnAbA3t2KOTKrRMBMbbNcjyVG1w4D4Osq+O5/8p9tpWIrqZvyuEuraexyh1SuT0J19tXKdMDLaOMF5DGEvWr1qubJOs5ZfLCiJr5RefKpcJoq14lu7Y1sqzRCAt26QL97a1a5Qu3FsIZrlM1tZTKtGffYZ1SxFASxV6G/fbuX7th8qz4Hn3xjXEtHTlXq5khyxbRQDKZGEy3tl+xzo4bd8AFeNIGMskYVJpFjhLnLYQzILnjSthu3EFHDcR1JtXQ8vtBkLbvHUl/HetQ6zTFuQad6Pay4F4dkSnvyN6mAHieVAqz2wFz13c1kkod/jYcJsjhoKciGcHTBLbh3jZqSBnXAwz4ap03442Yi7ShJsE81yoDtcF0Tx/ju1BH3uMmLdjmHgeJZ6nNTtx3GCLM24EtJcTLgRocDFQZ0moEVeiPXCdaL6RFYaZJH+MEuAN5p2oIJiLnDcpk4UVa7Yh134DMnavRvLOFUgkmmO/+hLR21YgSrpsb1sLn02rYVzzJRz4Pu4gklcxn/A9/PQTWVrsC6z+5FNsJ6Jdln9GPK9Bj9tunIvV416OJ56XBODN3lDLslWNMXjZFI/XxPD73my8GxI8l+DteBneLOH55UgBnvfnEH9pynJU9xui8aQ1ES+6MhQoC6AFy3JamTirRro6Ry2t8RzwAc8X8rxxPt8HZ3O9cTzdDcfSiN8sL6Ur99kcbxxONmE8SoWjqWacyPTA6WxvnCvww+XiYFwqCSaSQ3CpKEyJYNkK5KulkZgtj1YqzfvjTJiOMSiAnskNwoVi7kscnyecZ0rDcao4FGdKI3C2LAqni6WNxHni+lKlTAwWgVkC+iZ/xG/zOcm4ZgXES922rRFMS0VaIqcF0fcb+aMvE4oRy3ca4/iDH4Vb3H6vORGP2lMVMN9rlrWz05TTD9syFTw/787Fy55Cvr7FeDZSifuDpXjAPBmtwiOpNEuXbSL69dIs2y+mW/CKeH48Wo97/dxnqAbKWOexZjwZkfWe67k/Ab2vlXBux3Mi99UhwXObstTVN4c7iedu4rkTv8yM4JcL4/j6RC+eSVX6VA/xfAz/85sr+J+ezuCvs1P46WQ3vj/Sju+J7+8I5++Z74jx97zt19PNeMnH9IyP7ykf6+NBqTCXEc0FSvdzyzrWlhm3nw2W4BkB/YQ/aD/NjOLNmSkMluUh1tcbnmZ3eBDQsv6wnnjWEL8qN19Glm/yJJq84e4SCC/3MPgQyT5exKRPLPz9E+HjS8D6xMDdOxquPGiWNZDN3qEEMnHo6WdZcsoaYlhi8AlSlpdSTjNSrVaizEotXbSJV78QePmHEq9ELCHpQ4D6hsQolWcfAlrg7B0cB48gS9dt6ars7hdJPEcSoP9YbbbC2Vpp/ueYebmL7OMaqMTFI5DPJwTuPqHw9Jf7j1TgHhgZj8jkDGQUlqK0tgXVbSOo7TqAup4jqO87huruoyhrnUZhwwgB3YOkkgaEEL9ufMw64lnGeMt60hplDLiPMomZs8kTWpMbtEZXaA1u0Lt4wM3HH76hUQiJS0NseiEySutQwh/LCkK9omkCe1umCa0plBLReTXDyKzgfRW2IDq7GpHpZfCPzlDGWTsZPIg1AllFQP8neLZzNCjtf6/qbMWznFfwLKjmbZr0bjDpXOGqd4GHwVXBs3TZ9uVz8BNA6w1w1WlgIp61ai1UKp3yGOyd5L4JdT4mnVoHT60ewUYt4tz0yA10U/DcXZKPqZZmHBsaxanpIzh/7DKunr+Lqzwonb35DWYXf8KNe3/E3CPLRF7XHhLMDyzVZUHyRV5+4ZZ0rZYqsYxTtuBZIvtIZVrwbAW0dbkqGfMsiBYYSxXaCmqJFdiWcdWWbTJZ2bn5H3H86ntlcq/e/beVbtt5NccUPMdmD8M3soHvc96HbtvSVVrwLN221eYUpdt2dHIL0gsHkVsxjvLGw2jsmUHv1E2MHb2PaaL88PlXOH7lPU5c+xonZmUCse8UOEsreD448wqjRx+ib/oWWvouo7zhGFLyBvm3WgejZwGciGJ7dQrsVEnYTTjvtI3FDpsYJXsc+XhURKsz8SozausyiO0sJU6MoyEbjsS0oyaNfzcpsLWPx24bWfYpVln+SiYNc+Dzklm7HQ0pcHZJgcadsOX3gD4wCsaIWJgT4mBKi4MhJxb6QuK3NA7aigRoq5maRGgY1V6iuyYOjvztcqiPgWNjNNtI2NdGwGFvGJwqwqDib4hzXhh0mWEwpLKNCYY2NBAqflc4uIbBXh9IxPtgp50HH6Mr7Pa4wH4X/8536uG40wCnXTo47TZAvccAZxs9NPZa6JzUMKidYSJoXYwGfscRyW4G+HgY4edlRICnAYGeOoR4aBHq7owwNzXiXFVIIWzTiNwMtplmJ2QZ7ZGlt0EuU2iwQaneFuU8XcXjkGqjLWoNdgqMW1z0xLEe7a46dLnr0eOhQ7+nFjJZ16A7j394vDLh7YRJbwfs83HEoQAnHA51wtFoBxyLtseJGEeciXfCTKIK5xOdcDFZjcvJAmQ1rqepMZ+pxa0cHRZzDLiTp8fdfI2S+wV6PC5yweMSdzwp8cDjUi88LvfHo4ogPKgMxb0qwnlvOO7zeOR+QzLu1mZjsTYH8/U5uMncqMvCtapMXCxJ5XFDDEZjAtHg74ocvh7h2j1wtd8Cm23rsHb1Mqwiepfz+NQK6N+rzv99PEu3bUHzZzyG/ZTHTHJa1nuW6rOs97x9x9YPeBY4K3i2382/QztluSrrGGdrBM0fV6Gts21bl6ta9uUqZbbtz+Q+ebz9uRynf4Rnr8hoxOYVI6+uSxn33HPoCsbO3sHExQfKxFsHrr+0jDeWscs3iOdZWW7Ksk7zOFEtEN5/4wWmb77AvnmpQj/B9BzhfINovv4EU8zkrOz3VKkyj195QhRL+0xpRwnj0YvPCegXGLzwHAPnn6H//FMMnJOKtKzrTFyff45RglkyMkNoE8v9x++j58hdJV2H76B13wKaJ2eZK2idvEwsX0Lf/kvo3TeDzvFjaB3aj6aeMdR1DqG+tR+tDV3orOskyNrQVtGIltIqtJSUob20GD0VBeivysVwdSbG69OwrykVh1pTcLQtFafb03GhKwtX+nJxg8evN0cLsThVgvsHyvCIWH5yrBzPT1bg5elKvDxbiTfnqpUK8purBK8A+EYr3l1vwbvZVqK4GV/fbMW3cy347kMI6OuNBHQ93l+tw3uefz/fhnc3mOuteMPrvb3G6xPdX8+2cT/mKo+1rvB2lvI9wfydAmYeS90gmm92Esxd+MM80XyrD78SvrIc1B/vDOHPd5cm6VIyRCj3419uWyb2kvz99gD+xn3/vsjLFSSPEtqj+HV+DL/cHMXPc1JRHsNPsyP46dowfrg6gm8J5q8vDOL12QG8ODWEJ8cH8PDoEO4dGsLivgHMTQzg2kgPLg334ER/HyY7+jDa2ouh5h4MNBDKdb1oJ5SbqvpQXzaAqsJelOT0ID+jCxnJ7UiOa0FsdLNSZQ4KboF/QAu8fFvh6tkGvbkVKmLWQd8GWwJWukzbunTA1p0AdieG3aRLdgPhLBN51cHe3MAQw8qkXk1KF20b6WrN69rKbehlCapO2LGVycBkJm1L2mFv6oA9cW3P0/8ZniX2xLOKeHbSEs2aWiVy+pMtypjnVQqYBcoSOb1hNdEr4555XsAseJZ29bLPLSGoJWuk+zY/0AqO2a794jNsW7cG2zfwwy3dWNasVtbVW/slr0N0C57X8gtnzVL1cwO3W8Y7W8Y5y5jnPZvWK4DetUGq0SuUdvdGQfUa2PBLw36rLEW1HqodG6FWIojmNsEzcey0eSVUbKXy7MjT9huXw37DMjhsWA5nYlq/eRWMm1fAb+c6RNtvRqZuJ8rdbNHAH4EOXycFy/1E7ECAVsFz71LluZNYllm4ZdbtwQBHDEsXJC9bTHrZ4UiACjPE8tUYF9yIdcV8DBNhxnyYATcjiOhoM65EEXlBaky478aocQdGddsxrd2F4/wxO+nqgFOeTjgveA7S4VKwHpfCjLgWI3j2x2xGME4n+CrdyWt53WLnzch12oA8h02E82bCeT1Stq9G0o7VSCCao7dKl+1ViOH20J3r4bN1DYzrl8FxmSCZrz1f/88J5s8++RzLiOc1RPROvi/ufK/Sd61DjyvxHK3DPaL0ZaEf3vOA4FseLLxtiMUrgu8NUfe+JwfvBwvwfqQIr0dL8Xq8HK/GpXIoM0Jn43FnKh4InpVJwxI+VJoFzoJm6/JU1nHP0m37RnmIMvb5WkmgAuizWe44nmrCyXQXnM50x7lcL1yQqnSRPy4Q1jM5Xrgo0F7aNsvryzJXFwv8cYl4vkz8XiGIz+cF4ESaB46luPE2AjBXGa1sOyRdwaM0OBBnIKx9cbE4BDOC771RuFARiVNFIQqgpQp9viIa5whnqUxfqSL2ZS3n2lii17Jm8wOCWFAsVWWBsswYbu3GLbOIS+S0APsxv8if8Itc8qgtGQ9aCGnC+UFrMqGcgvstKR/w/LgzC49l6aqOLDyQcc+duQosX0xU49FoBR6PVSiV52cTdQpMpbL7ZLQW9/t52XCNsq7zs9EGPB2uI16beb1mPB1tJKRr8ZB5JIDmdgG0VKhfsH1NcEveH+7Cd0d68M2hLuJ5DN+fHiae+/D1yT78dGEU/3Zb8HwV//OrK/j3hcPcZ5D7t+Nr4vr9dBO+OyhLV3Xi/QELnl/JTOB8fM9GLXhWJgvrLca9rkLc68zDg27pvi0ThzG9+coEYu+I+F8uH8CjYxPoKMpBpK8Pgv2D4SdrFPvy4NQrGM7uAXBy94WayDO6+MHDNQjeHsSzVyS8CWVBs69/MvwCkgncBCIzgRiIZYhZ/0iYfKULN2G6FBMxakmw0pp5uYufLIskM2f/HtnXlYD28A1eAvQSnglnP+myLXBeindI7D9Unt18I+DmHaZg2TJpmLXabJkYzArqf47sa3TxJxBlgiyCkWgUQLt4BxHkofAK5vMOjUBQTDxiMzIJnUpUt3aiuXcf2gZPo230PNrHLqB5+Bxqe4+jvH0/ChqHkVbRitCMIriHxynjwGUtaa27OyxLY/kqFWi1yQMqI/FqICp1JgXRLt5+8Cc8IpIzkZhdiuyKekK5D9UdEzzQOYD6rsOW7nWdh1DaPIX8+hFkVfYiqaiJaNuLkIQ8eIbE834CYC/VZ6W6bCSAJIJY6Ur9eyuXyYzYaq0LAe8OPUFvIOwFzv8Zno2Es5H7mjRGuGlNSsVZ4KzgWalAE88aokSn474GaLVGqJwJeCcdHB110KgNRIsGXloNQgwaxLpqiGdX7I0PRWdBBsYb6nC4txdHh6dx5sBZXDh1ExfPP8Lla29wee4bXFv8A67d+03B8OV7f1DWebZWmWUmbIGztNZ8jGcBs3Tbtsa6dJV0AZexz1YsC5St46EF1tYZua2olvs7v/Ajjl15h6nTz9CzbxE13ZdQUHccaaX7EZczgsDYFph8ignRNB4cJPP1FagSinrC0S2df7MFCImtJXb7lMqzFc89S3jed/rpEp5lqapvcfLGtwqcZ4h2qT6fmiWgL73HNO9/cP8dBc8VjceRWTyG0LhmmL2LYO+cAhvHZNg4JGO3fSJ22SUw8UwcbJ2SCOtUHrykEswZ0BgzoTVlQWPKhrMpH2oXxpTHy7Kh0mTw/UtSAO3olAAnNdGrdP9OJJ65TcfzRmJY8MzvCB0/j7rgKOgio6CJi4AqiQBOJ4RzmHyelyWeSqKVOJVEwaEkEo6l3F4eBXVlJJzKw+BYFASH/EA4Zvvzur7QJvOzGc/PdXQgjCH8vPr5wtnDj/frDyeND1HlDkc7FzjbmqGzNcKwRw+zjQ7udgZ4OfLv1MkMH34GvB318HXSwl+tQoCzCkFaNUL1GoSbtIg0axHNxJo1iCd4E80qJJsIZpMj0plcQriYMC5jW2myw16TPWrNdkrX6iaTDVrNe9BhtkGPiw363Gww5GGLYQ97jHmpMO7lTBxrMOXjjH2+ahzwU+OQH3Hs74gTwU44E6LCuXDCONwRlyKdcCVGjauJTKoTrmU4Yi7TGfPZGtzK1eE2cXw7X8tWi3sFOjwoIpBLjXhWYcaLCle8qnLByyoznlcY8bLShNd7PfC6xhuvqn3xpMIb98t98bAqGPerw3C3JgK3edxwV44jGjKwUF+IG7WFuFqTj0s1ebhQlY2zZRk4lZ+CgynR6I8MQI2PC7JcZO3o3XDn8ZLjjvXYsGY5VvFY9/8snq2Algq0zLi9Zs0qbNq4Adu2bcHOXV/9I57tdmOPre2HyrNA+ePxzrLNOlmY4Fmqz0rWrMfyL1fiC8HzZ5/jU96fVJ9Xb1qLr+z3wMnVDM+wCMTmFvF7tQv1g4fQf+QaJs/fJZCfQNZrPizLPd14pcx4vf/6G0xde4nJqy8U+I5ceqQAelq6ac89x76bT4nmZ0QzsczrT1x9zP0eK12wRy4+wuDMAyVD5x6y5fmzjzB09jGGZp6i7/Rj9Cp5hB6m9+RD9Jy4j97j95Qu2YMnHmCA5/uP3UbvkVvoOngTnfvm0DZ2FS0jl5Tfo6bBM2geOI6W/sNoHziI7uGD6BmaQk//CDp7etHRRSx3tqO7owUjrY2Yam3AvpYGTDXtxVRjGfY3l+JIWwlOdZfgLI8jLgzk4cpwNq6NZuHGWCZujqVjYTQDd8az8WC6AI8OFODxoSI8O8bjqVM8dj1Zipey5NMMj2XPlTGleHOhHG8vV+H1tVq8nmvAO8HwzWa2PMZhvp0nmBd4nMP8uNCGH28xPP3DfDPR28ztbfh2oZ37STrw7c0OfH9TUNyOn+YExcxcB37i+Z+vW2a4/u1GJ36b78SvC2xvdeE36XJNCEv+TBwry0HdH7bkHnNXloVaCgGtdMde7MNfpNK8MEAsy6zXRPKNEfw4O4rvr44RyGN4x2O4NzOjeHV2FM95bPeMUH58kkg+NojFQ/2Y29eH2fE+XBzpx8xQP04Syoe7erCvrRsTjR0YqetAd20Pmqr7UVvei73F3ags7EFxbhdyMzuRkdqJ5MQOxMV2ICK8HSEhbTwGa4KHdz1cPOthcm8klhuhNTdBY27j93g7v5uJWp2AtpMAbieGiVgzAezWxXTA0a0dTm6tcHBpJpqbLK1JKs3N3F+qyv+EZiVdvL0ugrxTiXL7EgXUsq8F6grWJQLwpUiXbkd9Ixx0jYQ0oc446OrxiQDZCmepLAuMlQq0tPwykfOC5hWff6JEtin7KxiWpaiWunAT0TKJmMzCvYkY3rx6JbYSxF8R0tLKNrlsHb9wBM+rl6qfVkDLmOevVi9fwvM6Bcl7Nq1W0CzZtX4ldiuIFkCvUZaikoqzIFq9fQPzj3iWCJ4F0Y6bVhDOy2C//kuoN65Q8Gwinr24f5ig02kLCgw7UcUfj2YvB3T6qghmZwwGatEfJIB2Rk+gCt3+Tuj2c0SvLFflS0B722OQEB5h9vs64mSoAZdj3HAjzgMLse5YiHLBAkG9IMtWCarj3TATpsN+bxuMu+zCuGEH9ul345jZAcdc7HHM3QEzfhpc4P2eDyagw0y4xtu5nuKLa+mBOJXgRdCrUWPcjgLnTcgmntP2rCOa1yJl2xq2a4jnNUgkomO+WoHYnWsRZ7sJ4Xs2wnfbWpg2rIDT8s+w/TO+5vLe8b1Y9tmXfB/4vhDRez79HF5rViBr9wb+mO7GTJQO9zOI53w/fF0Whu+qo/FtYyLeE3xfd2bjm748Bc9vhgqJuUI8F0BPVuDFKL+MBnLxpEegl4qnHcRhc7wCZak6fxwrpAXPgmgBtUQmEBNAn8vxxCnCWVrrRGLWyrREunnLfpKblaEfbusqAX25KJghpkvDCehQnCWOT6Z7Kq1suyEI5vbTmd4Euruy/SLhfJHovc7HcK0mGjOlYThbEoaLVTG4SHDLZGJnBOXE9EJdAu41JSsY/nhSMKksW5fckiq0jG2W84Jp2Sb7yTbr+Od7TXF42JJERMska0m425RARKcQzul43JGOZz0yhjwP9wnnxaYU3G3NxKOeAjwcLsPdodIPeJaK82OpPI9W4+kI8dxXTqBW4eV4A54M8rKBarwab1Lw/ISYFjg/4PZHRLW1+/aTsXoiXJa6InSJ6HeHOvH14R68O9iF90d68f5oL747PYQfZobx7ZlB/GXuIP6Xb+bxv367gP/rw7P40+Vx/HCim1huwft9zcp45++OdBPAbYR7k1J5fjlVj+dj1QqeHxLOj/pK8GgJ0YJnyaOefDwjnl8NFuNhTxHvu4c/AjO4MdmHirQ4JEWEISoiCgEhUXAjGHVegXCWeAbC7BkML6LUxzeKYI6Bj388fIhm38BUgjYdPsEpBGYSPEIJ6LA4uAVbJhBTQOzDeFu6c0uMvC2Jq2843P2JXbZyWvaTdYZdBNbSbZuRbtuegtdAmXk6Bv68bT/psr0UAbRXiKX67C5jnolnF7l9YthADMsM22Z3iQXTsu3jGF0t0ZslvspM0zqiUZld2sPSfdzVLwgewSHw4QFVSFwCEnNzUVxXi+b+QXSNnUD3xBX07ruBvv030DV9Dc0j51HTfxylrRPIqOpAeGYJ3IhnnUyi5kk8e8gyXMSodwCUseEungSK6xKejXAmpF24b0BEHGLScpBcUInsqiaUtPShrmcfWgdPMCfRMnQSDf0nsJeALhFA140gs6Ibifn1iEgpRcDSxGFOBk+l+uzoLICWCrQlFjj/HgugTXAmjAXQOqMHwWzpvi2vhzKJGG/LWnkWPLvozHDXu8CLrRfh70kkS7dtd2ctUe0MV70OLoS0kc9L1nZWOWqhdtTAqNbCRaWGr0aNMIMz4onnvADiOTYYbdnJGN1bgQPt7TgyMI6T0ydx/vgNXJi5j4uXX+LS9a9xdeEnzN75lYBe6mp99/cq88fdt62QtuJZum1LxfnOq39TJg2zRCYQ+1dC+u8fqs/WfAxnK54FzrLsldzezM3vcejCK4yfeIzu6Vuo77uK0uazSCs7gPi8UYQktMNVmXE7i+9tCpy1KUR0ItTGJGhc02DyzuHfcTkSsrpQUD2FiqYjlsrz9DzGjz34h27bCpiJdRnzfPH2L8q455mbP+H0te+V6vPAvtto7L6AsvqjyFKWq5LlZEqVyvIeuyTsIZz3OLBlBM12qkSiOZmPR+CcTjRnQO+SxWRD75oDnWv+7zHlKOOilXHTjvFwViVAo06As/wjQGbbdoyEvSqKUI+E2hwJjUcENN5MAMEcHArHsCDYRwTANtYftjJDdYo/HDK4LSsYDlkhcMxkMoLhxPPO2SHQ5oZCkx0IVZoPnBL4+Yj3gC7GA8ZIT7iG+cAz2Bcefj5w4+fJzcUbbiYfuGg94KpygbsgmfF3NCLATosgO2dE8O87ln/bcfz7jOXfZ4yzDrEqFeKd7JGgdkCSxgGpTLrWEZk6J+QweTpH5OvsUWywJ5QdUEE4VzG1BLMguc3FDp2u9uh2c0Cvuz363QXJNhj1tFH++b/fx44wtsPRQDscD3TAKQXHaiVnQwnkMBUuEMkXwx1wOdIB16IdMBfniIUEJywmOeJOshPupzvjXpYz7uSqcDdfjQeFznhYrMeTMiOelhPJlWai2JVxw+vqpdS44m2NO97VWvK6mpDm+Tf1vnjTEIAXdYF4WB2Ae9XBeNgQjYcyN4isWNGahvvtWVhsIZrrK3CxthxnqopxoqIAR0pycCA3DfsykzCWFIOu8CDs9XFHNj+3kVobeDhsgeP2ddi4biVWK3gmmnkM+n8Ez5YJw37vsi2tjH9exePbdTzWlUnDtm234FnGPX/otm1PPNsInnd+gPLHsS5dZe26LYBWsnYDVixbrdz350t4/lSOx9evwhbBuUkPz9Awfn6LUdzUjcbhQxg4ckXB86Gbz3F08Q3zVlluSpns6/prgngJzsTw8IWHPP0IE7OPMH3jMfNMGf88OfuC+0lF+TGGzz3CwFmi9/R99By/QwzfRZ9UjY8Rxkz/8YfE8WN0HLqN9kOL6DpyB91Hb6PnyCK6D80zN5k59By4wczyu+cyOiYuoHX0HFqHTqO55wiauw+itWs/Wjsn0N4xio6OAXR19qK3uxv93R0Y7GrCUFcdhrtrMdZbi329NTjVv5c4rsKlwb24OFCBSwOluDZcivnxMtzeV457+0vw4EARcVyAJ4fz8JR5djgXTw/lss3Hy2OFeHWiCK9OFuM1wfyGWH4tOV+ON5cq8PoSAX2xHK8v8/TVvXh7ow7vFprxza1WfHurxRIB821imGAWPP+02IY/3G5X8rOE23+6RSR/lD8wv94ikBc68Kdb3fgzYfyXhS6mE3+d78bf5nvw94VuS/X4jiV/u8v2bi/+fq8ff787qKyj/LelivNfbg8pS0TJrNiSPxLLv8z349eb/UT5AH66zuO12RF8f20CX/P47PV5mcxrHI9PjOH+0VEsHhzGwn7pej2EixMDODc2gFPD/Tja14v9nV2YbO3GSHMvBhv70FPfh/aqXjSWdaGmsB0Vua0ozulGTnYf0tK6kJjYhtjYVoSFNyMwuInHXg3w8GnkcU4TodwMI9Grd23hb0wzVKYmOBK89gJUAtnR2AEnYzdPM4Zu/m33KHhWKsjGNgK6FfYujMySLRVmYlYiaLYVMDOWirOkbem61hDQjAXOPK1tt0TDy7Qt2MNY8WzLx2PL2/iHVm6brdLtW4DO058IeCWC4TVffKZETktku5wXHC8ndCUrCS/rftYInFdxuyWfYv3yLz8g2groLWtWYeOK5di0NNO2jHWWrtuC53W8voyF3r52xdKEYWsVPEv3bLut65XIus42RLTt0hrPMsO23SaZHGwdVFKF3rZOwbI1GmJRxy9IaZV8tQZqqUgTkM7rl0G/cRncNi2HP9EZa7MBmeqvUGzahVr+qLR4O6LDh0j2d1bw3B8k1WcVEa3GYIgWQ8S04LmPPz49RPAAM8n9jwYbMBPhwh8XAjrKDfORVjwbMR9lwvUYM/GsxQEv4tm8E1Pm3ThossVBgy0OGG1w2N0OJ31UOEtAnyegL4bpcSXaBfNp/riRFYQTRHkvkS7jnQucNyLDYT2Sd69FEp97Ap9f3JaViN28HHFbVyJu+yrE7+Z2282IttmCkF2b4LF5FVQrPsM2vo/r5J8Xyj8++H59+iW++nw5VMv4emxYgxxiu8OwHcf5A3orwYRH6QR0nj/el0bg65o4vGlMwPv2DHzXl49vhwkbovnVkIxRla7ExXjObc8H8xQ8P2znD11TLG7VWGbUtgLaOlGYtfos452l8iznpTu3QFqq0ILiK4LkpVzK88YFQnom001pb5QGYa4sGPO87i1ZW5m39VCpbidgtiz8A56l0ny1JJwJUyJovsbnc50IFkTPlkUo+82WhWJWmQSM7d4ozNXFYa4hCdfrknC1Oh7neBsnZLIxvh43qqJxtyER9+qJ4FrLOGYrigXQVkxLNVpOS9XZ2n3bepngWV6Hh81JeNyWasGzdG2XLt1SfRZQd2TgQXsmT6cTzpaDhntduVjozMG9wRI8Ga8ipCtwjwB9MFiuVJ9fTzbi+WgtXozV4vU4MTxcz9Th5ViTAmWJjHmWbtuCZ8G0oFqWsZLlq2QisTcHOonnLrzZ34XXB7vx9nCvJUT0d2eG8f2ZEfx8eQr/91fX8P/901MF0P++eAy/XhjFd8e68XKiAW+nmxU4f3u0G98xr6ebeH+VeDK8l4+xHk/5eKXr9mNG1q6+15Gj4FnWfJbJ0b6RfwzwR/FhfwV+ubQPP1w7hsPte5EfG4a0mCjEE4hBYdFwCwyH0T+c6CNqiWBPQtebSPUNSYBvaBK8Q5IUMHuHp8I7gmHrEZYAl5AYmIIiYQwI5fVCiOFgmD0ClTWVje7+ymmJq1cw3KTKzNbsGWTZTqhblooKVODsujTuWZaoksnKpAIt1WZrZNZtqTq7+gvUiXAfhrdnXWJJb/ZRIiiW1rrskjWy38f76lwl3sqEZQZ3X5h53y6C56AQYjQW0WkZyCotR017B7rHpzB04AKGDi4wtzHIg5z+g/PomLyC+uEzKO88gOzqXkRlV8AjMpGvZQj0vnz+fv5w8eftKutVh8LVN5hY5msj62K7ekLv7gU33qfgOSo1BymFVcirbUN5+xDqevejbegYOkbPoGvyPDp5wNQ4eArlbftR1DRBQA8jtagZkWnlCE/IV9ajlnHoTjp3pepsL5XfJSTbOeo+xMZeo7SCaJWyrJUrsSwVaC+lG7fy+jEy5llm23YjqmWpKjeDG9wF0BojPDQGJbLGsyfx7KHVwJN4dtfpYHLWQOekgUGtg1mjgxvP+xDXwXpnRJs1SPPSozDIDdXRAeginofKCnGwpRWnR6Zw4dAMLp26iUs8KL02+xbX5r/HDeJx7r5lZu0byszaf/wAZCuc/znWLttSbRY0C6AtM2//q1J9ti5XJTiWsc7WScOkG7e1Gi2tddZt6Rp+avZrZczz1JnnGDx8H60jN7G38xLfrxNIKphAcHwb/z4rYfDII55T+frGEZiMJo4HHZbqs09oGRKyu5TKs+C5ue88+vffUsY8y4zbp659w/v6Ay7d+RWX7v2mwFkis25fWvztA55HDz9Ax9AsKptOEM8TiE7p5N9QHQzEr5NzGu+b8FUn8+/AMn5ZmSyMoFfrZK3nVGiNafwMyLJVacos287GdGiMUo1mq0+FRpsMZ3W8MuO2k72sn8y/Kzui154AtrfMbm3nEECUE8l6fx6UBcCRn2VH3wDYBxDMwT6wC/eGXaQXbKO9lOWd7GK9YR/vC8c4X2gYHaPlNl2sF/SxnjDFuMM1miiOcIVnmDv8Qr0QQjiH8fZCfX0R6uWNUBdPhPLvMEzngnDiOJp/i3H8O0wmktNUGqQ7qZGhUiOLWM5SOSBb7YgcjRPy1fYodLZBicYO5XoH7DU4osbghDq2jUYnNLFtMtih1WiHblcVgeyMXje2xPKgpx1GeLwyvpRJX5mrxQ4HCeWjwfY4HkIshzngbIQDzkc54VKUCtdiVJiNdWIccT3eATfjBcqOuJXkhIUke8wn2GAx2Rb30u3xINMBj7Od8IRoflKkwbNyA54zLyqMeCEV5WoXvCKU39R64F29F97WeRLHDM+/ltR44mUN2zovvGsKwPu2MLxti8Cr1ii8aIvB0/YEPOlMVZZufNCVh7tdBbjdWYhbHcWY42/BpdYmnK6rx6HKKkyVFGM0LwcD6WnoT0xEd1QUmoODUOHlgXSzFmHOlsqz084N2LJxDdaukQm5LN23lS7cS2OeBdHLvpDJw2TpKmtWKu0XvEwqzhIBtOBZxjxL5Xnz5o3Yvn0rdu2xdNsWQO9WTu9kbLBj5x5s/cqy1vPH45yt3batlWdrt+3VzKrl67D8i1UK4D//4nN8Jj1BCf8tu7cRHFq48/nFZOXyc9yCuoFp4vkS9l26h+N3XuH4/bc4cf9rHL39TlmnWdZylnHOI+ct6yQPnL2LoXN3MXLhLsZ4nbFLD5Slp8akG/b5p0pVeeDUAwXM3URx54Fb6OTnvWsfW6b7wG30HriDHv6mtE/Pom3qCtqZjqlL6Jy6iO6pC+idlvYceidn0Dd5Gj1jJ9A5dBgtvdNoJpTbWnrRTaD1KulAf0sLhtubMUYwTxLM0117Md1ZhgPdpTjaW4JTPFY4TyTPTRTj1lQRFqeLcXd/MR4d5LHQ4VI8O1KK1ycq8PZkBd6dKlfy9akyvD9ZinfMqxOFeH6yAC9PMKcI6NMleDXD7UTz60tVeCMTe12twZvZGrwjmN/fbMC7m40Klr9bbP2QH2634QdiWfD80+ISjBc7iOZO/HqnC3+816PkN5nJWma0Xspfbnfhb8zfb1uA/F/u9OLfbvfh35ba/7jdj/96px//cZfb7lnyr5I7fYR0L6/bhz/fGsCf5gfxG5H82/wAfl0Yws88/9P1QXw3O4B3Vwfw+kIfns9IBvHs3CiezEzgybkDuH9yP+YOjuHK1CjOjw7hRG8vjvT0YV9XP0Y7BjDYOoDepj50SEW5sgu1ZZ2oKOpCSUE3CvN6kZfVi/S0biQmdSAuvgMRUe0IDGtFQHCrMtGXh08Dj43qYXBrgNbcALWxESpjM/9W24jldsZS8ZVu03YmCU8r6foQe6NE1lxuJValK3Y9bAx1hHMDHGUsNDEr45Tt2dpLq/890tXagbdvTyhbkSxVZgd9F++7hyHMlyrQlv0s17FxboKtppn7N3FbM2+/hfsS03yMu/jYdxpb/yGfWNFs7YatdMVeQrH1MkGxAFpmZJbTso+C6y+/wHqiV9Z2Vvb93HI765TLPscGmUV7laUC/QHP/KKxzrgtY57X8vYEz5bqsyxNJbNur/xQYbZ01Saml+Bsx9O20oWbCLZZvwIO3Mdpq4x3XmtBMxGphGDWMjLu2fkry/aP8axjXDaugB8vi9q1DqkOW/gj9RVKZf1k1z1ocNujrO/cJd24lyrO0g4Qzv1+Tuj1kf/g7kE34dxr3oURD3tM+znjZIgZFyPccD3SnXh2w60wExZCZQIxHa5HGXA+XIsj/OGadt9NPO/CPqL5IH/0DprscMjNHie8VTgj1ecADS7LJGRE93yKD26kB+BErCt6vR1QpduKHNUGJNuuRcKONYjn84/j6xDL5yd4jv9qJRK5PXkPcW23GYkOWxFJRPtuWw3t6s+wm+/jVr6fG5n1n32KLV98gZ38QXDme+K3fjlybNejy7wDRwPsMRdjwN0kFzxK9cSznAC8IDBf1sbhLRH3XW8evhspxdejZXjFL7NnQ8V4OlSEZ8Tz0wECqCeT6CMAWwSTlmqytbosFeJ/7rptxbPA2npeAXSRP64W+uFKvo+C54u5Xh8ioJ7l5XNEtAB6gQhflKWvKsJxpSgIlwqDFRRfL5dqdKjSzu+NsaRqKUunbzJzVbzfvUR0ZQiu8vauVhHYNbGYq08ipJNwqSxKWerqZKYPb59g53Xv1ycwAn4LiAXP0lrBLNVna2SbRHCtVJ0F24JnZR1oQlnWv5ZqPMF9tymJYE7FQ8FzB8HcnoE7fN3vSAW6NRMLhOY9GRc8WomHQxW4Tzw/JkxfTtThjXSPHqsjoBni+HH/Xjzqq8LjwRo8IZqfyPrOS3iWPOfpV5MtxG27gmgZF/16XydeSYjnt4d68eoAQczTL/d34usTQwT0CL49O4J/WTyB//fPD4G/v8L/6/V1/PHyJL493oNXhPMLIl66a8vY6R+O9+LrQ7JElnTbrubjq8GL0b14ybwY2UtIl+FJP/9+BvnjN1KBNwPFeD9Uipd8jk8HyvEN8f3z5f14fX4fOovSkB7uj/jwUMQnJhNfqXAnhI2ylrJUiIMi4CVjjsPj4RtBOIclwZOI9gxPYaRNslSdQ2PgEhwJcyDBHRgBH6LXi4j2IETdiWJ3AtnauslM2h6yRJNlpmmJm1wu+/oQ0Wxllm+ZbdvdL0wBtGegdakqhq1SdZZu24GRROfveLbCWaIlAK14/ni7RGfi5YSh1vT7bOASg4cvXP2C4R0aieCYRESlZCG1oBQldU1oGRghnI9h8tgsxo/ew+ixB8x9DB29ja79N9A0dgFVvUeR3zCIuII6+MVnKWtje4REwiuUr0lEDAKikxBoTWQ8/MKi4B3M1zgwnKdjEJ6YjvicEqSV1CC3toNAHkFD/0HC+SThfA59B66gd/9VtI2dQw3vq7R1ivsNIqWkDXHZ1YhOL0dEYgE8A2IJIALF2azg2NpF285RvxQd9tg5K7F10CqXW7tvaw0eyjhoibKEFVupPJt5mSxV5WZwVfDsobVUnSU+WgN89Xr4GnTwNerhY5AJxLRwdXYmrrXw1nK7RoMgnRrhBjXiTc7I8tShJNAF1ZF+6EyPx1BxPg42N+Ps6BSuHDmH62dvYfbSE9y4/h7XBc+E5PyDP2Ph8V8VEEusS1UJpCWCZWuseLbOti1olsi6zzLeWcY9W+FsnTTs/MJ3SmudNMyKZsml28ziH3D2xnc4cukNps++UNZ67hi/hbqeqyisO4nU4mmEJXXyb7MCGpdsOGqSYOcUiz2OUUwkDyws454Fz3GZHcqYZyueB3gwPXXyMY5ceM37+J73+aul2nznF6XyLJF1ny8s/IKTV75VZtweP/oI3aNzyozb+ZX7EJ/Ri9CoBn6eiqCV9Z5ldm3nRDiq4uFAxKucE+CsS4RGF8/3l5A3JEJnTGDilai1cUw8nBkNH6tGFQk1wayyIZR38e9plxdbDzjuZva4w8HGDfaMrZ07bJzcYafxgIPJE45unnDydoejvxuc+B6rgl2gDnGFc6grtASxLsITRsYl3B3u3ObBePE33yfMzM+BGUEhJoSHuCCK14kL9kBSkBdS/LyQ5OWFRA8PJJqMSNYTyURPFpPHFPBvq8jZEWVEciVTpeFvvNYe1To71OrtUWdyRAOPEZoMe9BqskWHiz16XRzR70oYMyOujhh1c8QYoTzh7oQpT0fs43HEPm8n7OMxy/5gJxwIdmRrjwNBDjhMLJ+MVOEUkXw60h4z0Y64FKfClUQ1ZlM0mEvR85jDGQspxHKaExYzVLiboca9TKkss81W4V6OI+7mOOBeriPjgPtL7cNCZ+LZZOmOXeWK50TzC0mNO4HsiRe13nhW7YUn1Z54XMV2rw+e1vjiWV0gXjRH4CWx/KIjAc86UvC0OxNP+/L4+8XjiwkZltSIR6NNuDvUjIX+BtzorseVrlacbePBf30HJqrq0V9cic7sArQkZ6IpNhn1oVHY6xeEQne+FwYtglW74WIrS52uU/C8hni2zrQtWSYTgX32v49nmTBMlqr6z/AsY56l27Z1zLMlMvP2LsaW22XGbct6z1Ywf5z/Bs+r1mLll2uw/LMV+PJTov3TT/Epj5mXr16Gjds38UBfBZdAf+I5B/n1bWgc2oeRE1dw8Mo9HL31Akfvvsaxu29x5NYbZabsyctPMS6Te808wMDpO+g/uYD+UwtE8i0Mzyxg+OxtDJ1+gCF+noeOP0D/0fvoPihQnkP75A20jFxGyzAzdElJ69BltPN8+/BFtI+cQfvoCXQMH0M7cdwxxO//wQPoGtyPHj6uvqEpDAxPYmBwDP39Q+jp7kN3eweG2hox3laPyQ5CuaMG+9qrcLCzAsd7K3F2sArnBstxfrAYl3hceW20EDcnieZ9UlHOJ5Rz8fxongJiWUf5/ZkSfH2WIYi/OVOOb89U8DilkqnCd6eriGiCmttfz5ThzVlLpfnN+Uq8ubQXb68Qy7N1eHu9Du+uC5ib8PV8M76+1YqvieVvCWUFzWwFzj8yP93pJJa78PNiJ35h+yvz2x2imfD9M8H7F6kU3yd87/cQwAzbf7vXi3/nZf/Oy/6dSP43Ytmaf19kCON/v9WP/3KrD39fyl9v9eIv8334081+/DrXj59vEMo3hvH9NWL5Go/FZseUfHNtHC8vj+Hx+THcPzOKO6dGmAksnprGzRP7cf3YIVzcv1+Z4PLwwDimOkeUMcpdNd1oqu5FddUAysv7UVxMJOd1IyOrE8npHYhJbEVYbCtCYzoQFNUJv9B2eAS2wtW3GWavRhg9GonlZmjdGnk80gS1qRFORqksE7IyIZdM2mUgjAlXW71UlLthQyDbmDv+myiQlom+iGKpKstYZjtjPZFcx9uRNCp4VrBM9Cr41bZawvNWPAuOf8czH8MSnqX9ves2b0PD25D1nJ0bYC/R1PP3j9HKOGdZxqoZu3h/O/h4dhDzSgjrTz6GsxXGEiugP451H8nHS1TJLNrSWpenUtZ2ZmQf6xJVEmXW7SU8yxrPVkCvk2o1b3/d5wTdss8UQO9cbxnnLOOddy512bYlnO23rGPWwm7jKgXPthtWwkEq0JuJZEJZwGxFs1rGPW8hlreuXMLzqt/xvGEZzJtWwofbw3euR4LNRqQ7bkae8zaU6rejxmUnmj12o9PHXkFzT4AKPURzv5+KcOY2Lzv0etgSzwS0eTf6XG0w7G6PIwFGAtkds/yBnY/wIJzNmCeC58K03KbDxUgdToeqcdDHDpOmXZjU7cIB/jAeEjy72uO4pxPO+jjjgr8zrvB6s+EG3EyQrts+OBHtgl4ve5Q7b0GmPeG8exVitq5C9KbViObrELNxBfG8AolEcurudUjjc0qz34xU1RYk8LmF7VwLt3Wfw5Hv306+P1+x3crXfMeXn8KGr7/zl5/AZ82nyNy5Cm26LdjvvRuXwlSYl4nDktzwOMMfTwpC8bQyGm+aUpXK848jRA3x9nq4XJnk6ckA4TxUyDYfT3uz8bg7HY/4Q3i/OUFBsjWCZGusiBYwWy+T09L9WirS14oteBYsS7VZIqetkL5MVMs+NwltAfRcaTBmi4NwtTgYVwno2VKiuSxMaW+UhxPlBDHPXyuRynaIclq2LeyVsct8LPUxuFUXhet7w3ClgoiujMTNhiTcbk7H7N5YnM0LVGbtPp8bQLgT0JVEczWxvNeCYgGxwPjjicNku0S2SWtF9n2J4LkxXplA7B7RfIfnbwm+CfJ7rSl4KDNud2XjPtvb7Wm41ZKOBeZWO/HcW4Qngk7+wDwiMJ8RoVLRfTFex/ehmiCtZVuLh8TzA+L50WA1Ho3V49E40Twu60LX4+mIzMDdhLdTbXg93kZwt/D6gtwOHrCw3deNr48O4c2BXryc6sLTiTa8PSprO3Pb8X78cGES/7cXV/G//ctb/H9+e4r/uH0KP54ZVrp8S2SN5zf7WgjnDgXPb/Y3EetE/BChTzi/Hq/BqzFiergCz4fKlKWq3oxV4afpWqYOP+1rwDdT8o+AvXhHhP998TRu8bE05yUjMcQPcVHRiCKeBcpuwbEwBYTBHBACdwLagzj2DIslnuOVcbVeoYnwJqS9wxOU/b14mUdIFFFLNPuFwIf49SKSPT384OHuB3c3H7i7M26+8CBQPdy4XVpZMkvZx5+wtlScBdDuvpY1ngXPCqADIuEZFK2s8ays9czHJ4D24DbBs1SwBclKF+ylaAg/a/VZWq1Rtnkp250JQrXBTRl37GQwK1Gb3GH08uf9RCA4NgnRaTlIyStDflUDqtp7CVgeUB2ewT4eJO078xCTpx5h4tQDHmTd5YHRTbROXEJ1/wkUNI8huYQ/kmklCIzPREBsKoJiUxCakIGwlBxEpebxtvMQk5qLqKRMRMSlIzg6GWHx6UjMLkFGSS2yKpqRX9eDio5R4vkQ2kZOoHNihnC+TEBfU7rr1Q+dRFnbPmRXDyK9vAuJ+Q1IyKlGTFoZAZKmrCmt1roTzzLm2bIslXXCMDtHI9GsV2KdPExm3VYqzoyg2Rq93h0GRsY8KxOG6Vw+4Fm6bcuM2/58/QJNMou2ESEuJgSb5byR2w0I0BsQREyH6rWI1Dsj1uiMFJMaue46lPqbURPmjfbkKAwV5eBIcxPO8cDwGvE8N3ML81efY37uG9y89RMW7v8Ji4//htvPBL9/V2Jdosoyg7YF0R/jWSLbZD/rdW4++ZvSFds6ltm6XJVUnQXPFij/+N/k8h3LGGsZ83xy9mscJHLHTjxB19Rt1PdeQ2H9KWSUHUBkag/cAsqVMc92RKudYyx22UVil0ME9qij4ezCzxjxHL+E5/KGQ2joPoueyTlMHH/4ofJ8fuEnZWmqGcY6Wdg53vfM3I+WMc+nnikzbncOX/+A57j0HgRH1sHTqwAmWatZI92s4+DkFAVHh3C2EVA5hUGlCoVazTjzb0TNOAdDpWZUQQzPO4VA4xQEZztfqPd4QrXTFU7bTVDtMEC9XQ/nnXpodungvJux0UNlZ4DKXtb2NhDeRujMJhg9jXDxNcHV3wR3/p57BhrhE2xCAKEcxN/2UP6uR4a5IYZYjgt3QWK4GSkRLsiIdEE2kx/phqJId5Rwv7IwT5QGeaDYzw3FssSZWYVCox3KzASyiwNqmTr+9tfr9qBZb4M2ArlDvwedRvnHvA163ezQ50Ek83d/lMcM4zz2mPZzxAF/Rxxme4THJsd5XHIyQI3TQRqcCdbgZBBhHKzCmVBnAlmDEzFqHI9W4WikI44xJ2OccC5JiwvJTJIzLqdqcT1Dj7ksA+ZzjFjMdcFCthYLmWos5mhwt1CP+0UG3CvSK6cltwt4eb4z5vPUH7KQ58ztOu5nxP1SFzyscMPDSk88JJLvMw+qfNj6YbHcB/Ol3pgv88Fihb/SJVsmFb3P37r77Rn8ncvGXemF1F+Jh6MNeDLdiaeHhoilMTw4MI470+NYmBjF3PAwLveP4WTnBPY1DWOwqgPtxXWoyyhBZXw2X/tklPhFo9AjCBlGvl8aDfwdbWDcswX226XyvFbBs4x5FkBLvuTx6BefEcT/KZ5XENfMMqk+/95tW5aqkm7bgmdluaqtmz6MeZbY2O6Anb2Me7bD7j22yqRhst7zx922//t4XofVy9ZixeeE+2fL8Ll02+Zx2/LVX2LDto3YrbaHS4AvYnNyUdTYhuaR/Rg5fgUHLt3FobknOExAH7n1iqdfYkom+LrwCCMybvn0XfQfv4Xeo3PoO3od/ceY49cwcOwGBo4sYvDQHX5fL6Bneg4dY1fRNnwBLYMzaOw+gcau42jsPIqGziNo6jiM5s5DaOncj/bucbT3DqO9Z4in+9HR1YPOzm50d3air7sTA90dGOlpxWhvK8b6mJ5mjHfV4lB3JY73lONkXxlO95XgDI9pzvcX4vJICaFcgVvTZVicKsZdgvnRAR5fHinFi+MlBHM+3pzMxdvTuQRzAb49V8RjkRL8eLEM35+XVDJ78cP5WvxwrgHfzzTiuxkeS1yoxftL1Qzby7X4+lodvrneiG9vNCsTfn17k5lvw7e3OgjmTnx3pxvfE8U/LnYoYP759lJ1+S6hTAgrUL7fTywPEMsD+Ot9WSvZMh75Xx6M4N8eDOA/HhDL3EcB811B8yAzhH+9PYh/WRziMQ2zwOvcHMJf54bxl5uD+KPMeE0k/3ydUL42gB+uDuDbK4N8zEN4e3kULy+M4enMCB6fHcXjcxN4cmGKmcb98wdxa+YIbp49jLkzRzB3+gSunjiBC0dO4vSBEzg4doSv/wH0d+5Da8MYKou7UZDTTih3ICGjG7FpXQhPbEdgdAuPlRrgFtQAo28ddN6SRmi8m+Hs0azMbm1DzNrpCU1DA0EqaWJ+74qtwNbQQQR3woZgtSFc9+i7sUfH1tCOXea2D9ltalUiazPbGGW5qUbYm5rgZCbEedqRgJY4KOOPiV5i2Ro7we9S5Lyjvl2J9XLZ35GgdlTGPXcpmFau58z7UTcRzbx9dT2PJ2rhpK7hb0v1hzg618FWy+eqa1Jiq+V1tE34xFoltk72Zakm84NJ6Fq2WSrM1gnBlOoysWtdokrgLLNrC46tM24Lnq3LWMk22UcuF2ALmreuXImvVvE6PC3dt9fzdqXybOm+bcHzjnUrCWeJZdKwncweItpu4xo4EM+OjAPRaE9E23M/R7Yf8PwV8SzrO29awSz/gGfrNvWG5cTzcpgJTcFz6K4NiBdoOm5BnnYHyow7Ue++B23etujiD5R01+4PckafAmdCmj9kPZ5LcSOgzXvQRUT38sfugJ8eM6EemI30wkKUFxYjXLEok4aF8gcqXIPLUTqcZ44FOmGK15nU78R+gy0O8sf0kNkex9wccNZLpSxXdTWE1yG6b8S44nqiF04Rz31Ee7nTJqTvXoPYbcsRvmkZwvi6RKxfjqiNyxG3ZRWSd6xFlnRFt92IDPtNyCKe05y2IGbPWvhv/BwmIlmWrLJla7/iE6jWfAnN6mUwr/4cwRu+QOaOFahzWINR8xac9rfB9Ugt7iS640lmEB7nh+JRWQReNyQrlecfCedvxyrxhuARPD/uF8xZ8PysP4/JxrPeTGXss3VJKummLGC2dt/+eJu1Cm2NMpEYMXytKIBQ9sa5LA+ck4nD2F7METhLV27iuZB4LgvBYlUEbhOrt6qk23e4BdDMTQL4VnWM0gqYlap0gczsHaCcn6+SqrEFsA9b2TK3G2OUKvS1KoK7Ng63+JyvV8XiQkGIMnv3BSL6Sn4QbhTxfisiieClSvJHESRb4fzPeLYC+klLEp62JuMJDx5kIjEZ/3y/KRl3GhOxKBXo1lQ86MzC/a4s3O7IwGJbBm61SvWZoO4qwGP+4DzmD8/jfuJZukNPEM+yLBXx/IRwfibV5eFanudpwvnBaK0lgugRWTaqHi/HmvGWUH450ornwy3crw3PCOjHo8S04Pn4CL47OoK3B/qI7ja8PNCjVJ9fHxvA+zMj+PPcEfwv39/F//bXV/hfv72Nv/P8+6P80TnRjzfKLNuyDnWTMgu44Fmq40+Hq/BixJLnw5V4NlSuLFUllecXg2X4cboBP0zW4rfDrfgfZyfx/7hzFP/1xn78Rqz/dPUQLvGxVmcmIiU6AvGJKYgg4jxComH2J14DQwjVcB7sR8OXQPYnlgPCEhEQIm0CAkPjGW6Xman9w+DjHwwfAtSHMPbx8IevpyQAfl6Md8DSed+l1k9Zb9qbqPYkrl0ZWePZ0m37o8ozI5VnK55lcjJrt20Z32v2DiEU/QhkgbHHh6h1bkqrNXoqrTMBKNuctASzxgxHHVHJ2OsM/CEwQe3iCTd/6aqdgMjkLAWyWSV1KK3vRl33GLrGjmL44DlMnb6F/eces32EsZP3MHj8DroOzKFp/CIqe44ht3EMKWUdiM7ei4jUYoSn5CMiOQ+RbCPTChGXWaxMCJbEJGTwfGo+EZ2NaKI6vbAauVWtyK/u4kHcIKq6plDff5iAPoLW4VOE2nllrFvb+HnUS9ftjoNE9igyK3qRkNeIuKy9iCKeAyOz4eYTSfx6KTi2TB4mVWgLmq3bBNWyXa3la6X3ULppyyRh0lohbeBr9/Fs2y5aszJhmBXOMuN2kNkNYa5uiHR1RZSbhKfZRri6IJKQjjQaEG3QId6gRZJRlvNRI99di3JfI2pCPNGRHIGRoiwcbW7AzOAoLu8/hdlTc5i79Ih4fo954vnWvT/h9hKeLdXjv39As8QK5o+7cltbufwfl6uy4Pn38cwWQAuSpcv2xxVniZyXmbblti7e/gNm5n/Aif8fa38dLUmWoAeeWZUZGRyRwfwYHB4zMzMzMzMzMzMzUzAnM3NlVTWoWy0YaUZaaXfnnJnV2d1vv2svXlZ2T7d2j3b++M41NzeHcPdndn9xafUjdE6+QFXnPnJEyzPxHJHWB8/QWv4+01nJCIGqFvEstTx7QkXbA2pyHyjNwmHjmsbfwGG37ZS8PmSXj6OseVkaCiBanwWghxbfPVyqav0jaYIy0dotzb69/CF6p1/w2ANpqarC6nlptm0x5tkjsBy2ThkwM4+CvtJPajnW1XKFppoj1FRsoaFmCy11a0Laioi2JpRFaQktTQtoaZjzODPGlBg2JYpNCWRD6N5QQueaDusEulDc0IH+TV0Y3NaBkYo2jNV1YKyhCxMtOUy1ZTDV1YWFni5sjOVwtFTC1U4PHg568HZUws9ZiRACOYIojvE0Q7y3OZJ8TJHma4IMP1PkBpihIMgMxcGmKGNZEWiKSl4vK/2MUeltggo+rsTZECWOeii21UaptRrKrVi3YGqZBrECB9NKHLdbq6KD+zp5TLc96wROOhhw0cWgmw7xq4VRDyLZUxdTzAy3Z5k5dx0sebK+4KvEki/rF8TytKcW5n1lmPWTYcJfB1OBfIxIAO9jORsix0KYAssE81qUATZjjbAZZ4iteMKZ2YhRYp3ZijfEXrIp9lMtsJdqTviaYzvZDOuJrOMkmGI53kTKUpwJr8Hcx3I9RjyPMYHMY1MOkbyZYosNZi3ZHgvxNpiNscasmMMk2QlrmZ5YzQ3GckEM1stTsFWbg62GImy3VGK3qwG7Pe3Y7evF7sAQdgcnsN0/ga2+Cax3TWChdQxD1YPoKOtCdVY98hOKkRKSgViPaETaByLMzB0hhvbw5fnTRUcOaw0VGNy5Cs2bl3D1kpiQS+BZTBZ2OOb5/zc8n8Ax1n3/gufDlmcx27a0XNWlt37Fs1jrWVXtJtT5uv9jLc/ncfb4eZx+4wxOHBMt38ekJUZPnGId/epbEp6NiWffqEgk5Bcjv6ENtX2TaJtcQ/fyAXrWHxLOT9G7+gTtcw/QNHmAxrE9Ynkbtf3rqOxZQVXPIqp755k5VHXPo4776rpWUduxhGoxuWTDBEpqhlFc1YeCsg4UlLQgv6QJBUUNKCyuQ1FxPYqLq1FaXIKKkkJUlRagurwQteX5qCvPQUNZFprLM9BWkY6uqlT01qZjoC4dQ/VEc10Kz5sJWGyMx3JzAhOHlZY4bLbFS12y7/Um40FfEh72Ec0DiXgxnIi3R5MJ5hS8M5qAd8fi8d5kHD6YTsTHs0n4lHD+bDEdny1l4oulHCaPKcTni6X4fKEMny6U4pPFIny0TEivFOCTlUJ8ul6MTzd5/1Y5Pt8mkFl+tlOBz3erpHyxXyNFdMX+5m4VsVyD70Sr8v06/PigET/dJ5IfNuMPD9rwx/ut+EXkXjv+yPz5Xhv+dEAkE8y/7NXjD2LW6516/LRDJO+w3rTVhG/EzNebbYRyOz5fFWsoH07oJVqR31tqxzsL7Xg5345ns+14wjya6cb9mV7sTfZiQ7Qmj/Zifawf65ND2Jgawfr0NFan57HMLE4vYGFyCVOjixgeWEB31ywa+H2WVQwjt3AQialt8A8ph4tXIc/t+TBzKYAJY0gwK21zCeVsaJlnQd0kB6rGOVATy0GZFLEkcI2KcUesp6wnYHoYgVQxS7ZA81GpRsSqEquqYhyyvAx35KUMocz7bhHKtwyKpYjnEhFwVtEjUvWIZG5rGRZDm/drcVtD7CPOj15LlEdAltZpFq3IYn1m7v/LfWKtZt4m1jUIeTHrttRCLbpoE81qOvmsS+RCl3CWEc4y7SzItTKh0Epnmc4yE3Lul/N+hSwXSmJan3lNtAb/NkfQFSD+p/cJCIsINItW5d/iWUTgWNwv7pOWpfoNno+Afe30adw4e1aKAPRhF24eI8ZIH38Dl08e+3XWbanF+aj1+exx3DpzHHfOnoT6xbPQunIOOlfPQ/vSGWgKPDPal04eAppI1rnI2xf+gmcx/lnAWsb7ZBdPQe/CSRgRmpbXBJ7Pw1ftMkK1riFOeRvpxmrIM1NBsfkrQFtroEZ027bURIWpGioEmM0EnjVQxduVxHOFgYgK2i1kGHcwxpIr8expiT1eOPdc9LFNPK+68CLnwYuWtx7GnWXoNVdDFx/Xa6COPgNeKA3UpInDJs20sGgjw6qDDGtOMqx7GGDDzxzTvBA3WqojXfsiQm6chOeVY3B56xicz5+AK+Nx8QR8r55GyO3ziCGao9TfkhKtdUkCdKDaebhdfRM2Z1+D8enXoGCpf+H3ML12CqZXz8DqEjF+5U1E3j6JXM1TaFCex4jFDSw6idZnIxwE2eBupAPuJ7rgeY4fPqyIwseNKfiAcBYtz09e4fkR8fywPgZPasWs0FF4Vk9Ai8nDCMSHhKFY4/lofeffglqUAs+ie7fIdpYbdkSrLWG7KcYiJ9hjkRfd+ShLKQvRVsSr6M5tg9V4e2wkOfJYdzzI98N9RuB5kftFBJwfFAVJQBb7/2nLs2h1PhDdr8X7KvLC/WLilngWy1CtpBPhxPFKuoe07NVcrCOfk4/n9lq8M7b4eRxkeuGhaDkmhg/HMfscQrwoQCoFmn+bI0wLQD/mMY8LmaJXgJYmDuN7JZ63+Tx73H9QFoaD8nDsE8/7hPRBRST2xdrI5TF4UMnPuzIRj6oJT16QXrbm4B1C9Tlx/KQ1X+ru9oiYfkBAP2R5tykLd5uzca+ZgG7Mlmbdft5M2LYQzqy0PK4vwOOmIgK6DI9by4nnarw/3IxPR9vx4WAzHrdX4HlPFd4fbcK7zIdTbfhsoQt/82gB/9s3T4Ff3sO/fbIoTS72AfNuL1EuxmC35UsThr3dXYB3GNFCLlqeBZwPxz6L95+Ex3WJeFgTh8fV8XjJfV905+MfiGd8uAZ8fYD/8tE2/uvHB/j5wSImGsuQEOIPX28fePqFwIJ4FpNmmdraE6wEsYML7Bw94OjkA2fCWcTFyRuujl5wcfCAs60rHK2c4GBhD0fi19HaHk6EqCsf5+7oBk8XD3i5eErbbtwn9rvYO/M4B9gS0wLQxsaEmrEl9CVE28DQwgHGVq8AbecOUxExQZiNu7Qkk55YW9rcAUpTWyiMLKCjNCaMDX+Nhq6+VGoriGVpH6EoIxi5X0NHjxcIIlKugLqeHjQNjIgagp/v0e0VnMMTcxCfXYGs8jaUNAywEjSN5r4ldI7voHvmAdrH76JpeI+Vp22Udq4gp2kGiWX9CM9uQmBSJbyj8+AVngHPsBSCKolJhm9EGoKiMxGWkI2IhByExWUiJCYd/uFJEqbDk/IlOCflNyClpI147kZ2dS9ya/pR0DCMktZJlLXPoqhlCjl1YxKe4wraEJ5eA5/ofHiGpMMjOAXO3jGwtPclhK2h8QrMR8tViZbno1bno2Wrfgvo37Y6/3Mtz0avWp4tlEawJpztjMzgZGwGN1MzeJuYwoto9jE1hZ+ZGXxNTeBrZARvwtlHT4YAwipYXxsRxHM8gZVuqY8cR3OU+RPP8eEYKMjBeHUdplsHMD+wiKXJfawsPsfK2gdY2/4CGwffYuP+4bjnIzCLHIFZTCB2NGHY0bYoRevz0VJV209FKZauOoyYIEwgWgD6aKyz2P6nOezefTizt+hCPbHxKXpmXqKyQyxXJWbcHpPw7B1eD0tnVhKMI/lbE2sqE9C6vtAgnDX1AqBnHgFbt3T4RVQgKrUVSbm9yCwZQWEdK90d62ga2JdaoNvHHqJ39oWUzonH0u3uqafonnyG1qEHh3CuW0Bm8TjiMnulpapcfIthZZ8CY6MgKHRcoK1uDy1VW6jfsYDqLTOW5owpIW1EJBtDU51/M+r8+9Dg34c6/z5UlNBSOWxNVjB6d+TQv0Uw39CA6R1tWKhqw1JdGzZa2nDQ0YGjQhdOShnc9OXwMJDBy1CX37scQTZyRDgoEU0wJ3roIdVTD5lMAa9/JYRyJa/DNQEWqAkyQV2wMZrCTNEWZYbOaDN0R5uiJ8oE/cxApDH6w43QG8IEGKLLTx8dPkp0+crR5aONDg91dLiooMdFFQOumhj11MaEly4mvQ8z5SPDjJ8Cc4H6mA82wFyIHsO6Q4gSy6F6WOHtVW6viVbjIDnWQxRYD+M+gng+WBuzwcRzKJEcTGCH6GAxgrCO1Geph4VwJaPAYqQSqzGsW8QRuglm2E4yZWmCDcJ3neUa4buZZstrpyN2c9ywl+vG0h27eV7Y5fV1K88Xa9m+WM7wwWKaJ+ZT3KRlIlfirbASZ4XlBGssxdvyWmmHeV6Dp2PtMBZlg8EIa/SF2WAgwh6jcW6YSvXFZGYUxvMyMFtejOXGGqy3t2K9mzAYGMT60BjWh2ewMbLErGNtaA3LfauY71rGOHHXUz2GptI+lGQ1Iy22FJH+GQh0ioKvhT+89V3gJbeGu44xHLTksFBXg77KNWjevozrVy/g3JlTv+JZtDwfP3Y4Ydj/NzwLNB/NtC26cYulqn5d65l4vnHzijTeWQBa4FlNmjDs/zjmWYx3/u+OeSaez7zJ7ddP4wRf/9jv38Dvfvcajr3J+vWls7itrQZDGwt4hIYiOisHGRX1KGnpQ+3ANFpmNtG+sIfupXvoXLiP5gmieWgTNQLN3Sso71jgsdPMJEpbJ5gxlDWPoZrn6ppmpnECVfXDKBerNFS2o7i8CfmFFcjPL2EKUZCfj6L8XBQX5KGsIBsVBamoLUrld5GOtspMdFRloJNY7q5KRm9VAgZ4TR+pi8VEQyxmm2Kx0JqAJUJ5pSUaG23R2OqIwXZnDHa6YnHQk4AH/YlMAh6yfDwQj2fDSXhBOL89nko8p+P9iUy8P5mFD2ey8PFcFmGcTXjm4POVXHy5no+vNoqYYqYMX24QwevMWiW+WC1lSgjVEt4u5f3l+Hq7Et/uVOEb5usdbhPN3+5W47s9hnD+llj+/l4NfrhHNN+rx4/3iWApTfjlQQv++KCVcG7DL3cJaJEDEQJ6r41gbsZPu034YacJ32834WuC+auNZnyx0YZPiOUPiOT3lzrw7mInkdyJ57MdhHIXHs/14sHsAO5ODxDKfdiZGMT25DA2J8ewMTONlakZzI1NYXpsBjPj85iZWMD0xDKmxlcwMbqK8dE1jDADw+vo4t9LM6/1lQ3zyC2bQHLeMKLSB+AX1QJrj1IY2BGPlhmEcjp0rLKga0VIWudBblMEhW0JdCwJUxNC05hYJppVDYlPozKoG1VAw7ACWnoioqs0kfqqVVfCrNSFmtvKYoJVjCc+bLVVYW4TwbeJ5VsGhVIEmCU0Kw+jzuMPJxIr5XOLlmRiWCEgXCLdPtp3FLFfQzxGIbqLi/HK4vUPb2vw9UVX76NlqqSWcb4HqWu2bj50iGGFLBt6BLI+oWxIQBtpp8OYeDZjaaOTCVsR3SzYM0662XhNwPa3EcgVazSLiGWmBHjFuGUBY6nlmNsiAtNHt4/wfFm0Jr869gjbYvsKwXyVzyXK22+9xVzArfPncf0MX+MkH8/XvXqasCaajyLGPR8tUyWNexbduM+ekKLKbe3LZw/xLFqhL5yS8KwltTSfkOD8ay6dgOzqKShvnIXezfNQXjsHxeUz0L90GoaMObHpKJasUrmAIM0riFXcRhrxnGl0E9kGV5HDFJrcQoU5EW2ujnLCuczoDsqNVVDB48oMVVGifxvFRLfoctVgooUBS17oHE2w6W6OPTcT7PJCvOWsi1VnLSy562LBS4lJVxmGrDXRy+foM3yFZ301DDETJppYtNbBuj3xbK/L5yG+ecFe8DVHq7UWMgjh0Bun4HmZeL7wJgF9Em5vnYDXpZMIuH4G4XfeQpzGJcRpXUS81gXE63Kbj4nQuIDA22fgee0YnK6/Adtbb8JB7SxctK7AWf0ynG+egc/Nk4hVPYk84rlOfgZ9xpcxaa2KJdFy7mGC7SAr3ItzlLpuvywMwbtVsXhbrM1by5McT473q2NxryaaicLDqgg8JJqfiFSGSigUy1WJCEgfLVt11H1bQFrgWYx1FngWXbalcdKZxDPxuk7krhK7y4kOWGHmY2wwHWGBRdF6LLppS120nfhchG+Ozz/qoi1KAee9V/tFa7RofRYR22KfaH3ezfHAfh7RnkO8Z/M9EPAbmW4SnJdS3X5dN3o12QPrSXxu4nkn2Q13s3ywn304SZjAscCzgLOIAPURln+L5qPtAzFWOtMd+1li3UrxHwqi67YfX9+HlRRf7BPSe6Uh2C0TCcUeEX1XTBZWTDyX8LMuFctYxRPRBHRNCp42ZvwGzwzRKpB8UJ8hwfmg+RDPB40s6zNxr06MN87D88ZCPKkr4PeYi0f1hcRzBZ51VOF5dw3e7mvA+4OE8kAznnZyX08N3h9pxrsjjfhwUuC5mxeJSfynj/aJ5w/wf//0Pr6c68CLnlJp5u7n7UR8q5jVO0eaGfztzjy821Ugddd+2phGMCfjYS3fP39HYsKw/bJI7BWF42lNIt5r5oWyOQ3fDpbg//JkCvi7D4F//Sn+n3/6CF89WEdrRQGC/Pxg7+IFG1dvmBHAZpaErbUtrG0cYW/nAmdC2dXBG97OfvB19oc/E8jtIKI6iJAO5P1+zu7wc/NCgIc3gr39EeobiDD/IIQzYX4igdwXgEBPH/jwWFdbB9hb2krduAWclYSw3JBwM7KCnphsjIgWrcvSklcWYgZvZwnOclN7yExsIeNxuvqmhDFxKFD8KqpahLGYaZpYPtx3VOpBTVsBVV0ZL0AyXlT0+TxmRLkjHL0C4BseJ8E5IbOcqGklnIdRS7A29a6gbWATXRP76Jq6i5axPdQPbqGyZxUFrfPIqJtEbGEPgtLqEZBYCZ+YQvhG5UhjkX2IaNGlOjghHxEpJYjLKEdiZgUS0ksRm1KIyKRchCfkEVMlSMitRTpfN6O8G+kVPUgr6+J2J7KI6Dy+l/ymCeTUjyK1chAJRV2IyWuV8OwXUwTvsCx4habDzT8Bts6BMDC2lfCsoi4mBjtsbT7C8x01ubT/CNFHXbuPEH2UwzHPplLLsyFjomcCcz1jWDI2hiawNzaHs4n5IZ6NTeFjZAw/IxMEm5kjiIgOMDSCn1IBf4UOghTaCFNoIVKpjQRDGTKJ51wHExT72KMxJhj9uZkYKq/EWEMHpjunMDuyhfnph5hbeInF1Y+wTECv7AssM/tikq8vf41A7T+NQLQoj/D8l+Wqfv41YvyzAPRRF+4jKB+1TB9NGnZ4n5jN+0tpFuyRlQ/ROfkcFe27xPMiYrJHEJrcA6+weth7FvD3lCRNvCXwfLisE6MfAIVpGCwck+EeVISguFpEpbUiIbsbGaWjEqAr29ZQ27WFup5tNA4eMPuo5XZ11ybq+3ZR37vHYzZRUDvP38mYBOeQ+GZ4BlcQ5TkwtUyAvtIbuqKF+bYZNO4QzbeMoXbLkDg2ltZBVruthKaqHsGsDx0NPehq8m9ASw96/H0Y8ndgqmMES5kRbBk7XQPYaSvhJibm0tOHt4E+/EwMEWhhjGBrU4TbmiDW1hiJ9oZIcTREJq/VOV7GKPAllH0NURVkhPoQY7SEmKAr1BT9YRYYCbfCeKQ1RojlYaJzMtEMsykWmE81w0KKKRaSjLGabob1DHOspZpjJdmMgDTBYqwx5pjZWEPMRPP6H66LiRAtTAUJ6MqwSBivhutjPcIAa5EGWI8yxFo0ERtjRtzy+RKMsZZogM1EQ2wx2wmG2Ik3wE6sHnbj9LDNrEfzOZjFWF3MxWhjOkoLM+GaWAjTxnKkAksRBHM4X0skQo7lKGI7xhCbhPIeobyfZoX9VCvsipbidHus8/q3wevhNq9Bu4WB2C0Oxk5JKA4qYnh9T8ZBdSr2KlOxUZaM5cJ4LOREEdH+WEniNTLOAVOE8kiYJYZCLDEQbIUe1h06/C3R6meFJn8rtATaoSPCFb2xvuhNikFvTh4GSyowXtuImbYezPeMYnFoDsujS1gaW2e5g6WRPcz2b2OifQODjcvoqplBPX9/pfm9yEhpQlR4CXw9kuFsEQIHfQ846DrAUdOC9RwDWKnpwFRNDQqB51tXcPPGZZw/f0Ya63zUbfvEmwLJAs7/HJ7/MuZZtDqLNZ6P1nk+doz45vOIGbcvXT7Esxj3LAAtum2LpapEy/PNWyq4eu3Gry3PAssi/z08nz52FicFnl8/iTd+9zpee+01/P6N13DyPOvJajegMDeCo78fgpNSkFhQjty6NpR1jKB2ZBGNE7w+irHME9uoHVxHRfcSStvnUdQ4jbza8cM1/6sGkF8ziPzaPpY9KK3pZbpQVtWBkgpeR8pE63IlCgtLkJuTjbycNOTnJKMwNwklBQmEcyIqCxPQUByP1tJ4dFYkoY/1kMG6FAzzej5SG4OJ+hhM10dirjECS83hWG0JJ5gjsdkuEk40h2O3OxK7PVHY72Udkmh+NJyMR0NJeDKSgmejqXg5wXrNVBbencnGezN5+Gi2BB/PVuCT+XJ8vlROCAskl+LLzRJ8tU0Ui1mtd5k9gni3Bl/u1OCrrWp8vVGBbwlqke82y6WZrn8ilH/eq8HP+7WMmMSrFr8c1BDAtfjT3Tr8kWD++V4dfhLdsnn7R5bSrNf7Io18bJOE5J93mvGHLWJ5swk/Ecg/bDTxNZrxFfMF93221oSPVlqI5Va8u9SO53NteDzbhoczHbg33Y27U93Yn+zB3kQftsYHsTY2wt/8CBaHR7AwPIH50WnMTcxjbnIFUxOrGB1bxdDoOgZHt9DH9AxtoXtAYHkF7by+t3StoqGDaG5ZQXH9IrIq5hCXN4Gw9BH4Jw3BObwLJl61UDiVQWZfBLldAfQcimHoXAZjlyqYutXC3KMBxs61UNpUQMeM8DQULcMFUNUncPUJVtHyrCgnREXKeM3gvqMWYGJXU+rKXUCwMoo8RnT1zoEqt2/zPgnRzJ2jELwqAtqidVguxjPzNWXlUGM0dCuhIV7nt2AWMBYYfgVldUUB4VwkRV2RL0V0J1cnpsUyVmqvMC9asLX5nnR4v0KeC33GUJYLEyLajLGUZcFaNxOOsnT4yDPhJ8uAvywTQfIs1gf+BTwL6F4/dxY3zp+TEC1AfHi/gPDh/YdgPkn0itsEt3gMMXxdwJtIviyOF3DmY4/uE6Xq5YvMJdy+8BaP5fOcOoSzaGm+9dYZqRRwvnbmOMvj0hJVKsSzGOcsJg27RVCLsc7ql85IcBZjnbV+g2etC8eh9dZxCc66l04xJ6AgkPWJZwPi2eA6yyunYcTHGfEY88unYEdwut06Dz/Vi4jQvY5E/TtI07+BdOUlZCguI9/oBsrN1FBloYlqRuC5xOAWQzTr30KB4jrylddRpH8TVQaqaDfRxZidAZZdzbDlaoItJ17YnASedbhPl4BWYM5VjnHCeNBcU8Jzr6Ea8ayCQQMV4lkVi1baWHPgY+x1JDzv8sKzxAtPh50usnSuIPTmaXhdOQ4X0W2b/273i8fhfeUEgm6cQaTKBcRpXkISj0tmUnSvIEn3MuK1RWv0eQTdOY0QrXMIN7iKcOM7iDbTQKihCgJ1riJCR4D7LDLUT6Bc+zTaDC5iyOI2ZvheF1148fazwEG0PR4QjE9yAvCiOBzPyqPwuDIK9ysjiTrRKkrclYfiHrH3oCxIGvMswZlgfsryyT/B81EXbYFngWiBZzHxlxi/vJriSPyKib7EpF+HLcZi7LLIbLQ1hlnBmX/V9XohTnSltpG2N4nd3QxPPMj3x26WtwRkEXHf4m+6bItWaen4FFfp+AMB31x3bGU6Y5PZYuVhN88X28wGMSu6mK1nePM9ehHPrliJdcQmKwt7fOy66IKWIrqAC6h7Sy3Oh2OfX00OxoiZtKXWafGfBhKgGdEaLQBNSIvHPBRLcRQEYF/M5C1anUuDsU8877Dysl1CSBPQ98Saz8UikbgnUhIjAfpRFS82tWl4Rhw/JJYfEMgPmnNw0JCJfeZuSzbhTDSL1mfePqhNx35NOh7UZuNxfR7xmoe7ldmsHOUT3hWEc+2vedZVhXf667ldjRe9tXhvuBkvBxvx7lgzPpvvwc+7k/iHp6v4379+iv/X9y/x1wcTeNpdLAH9IfH+uJkobxJLYxHrfH8v23KlCcPEklWiMnZPrPdcHY/d8mhsFIbjXkUC7pYS0kX8TRWF4X5RKN5vSsYfZurwHx5O4r998QD/jx/fx1f3eIEozIa3qxMcHezh4uBA2NrD1c4BXg4u8HN0I5S9EObqiyh3P8QyiZ4BSPEOQDqBnMlkEMWpQcFIDg1FWkQEMqOikRUTw8QhKzoOGZExSImIQlJYBKIDgxHsRYg7OcPFzg7WVmLyMLG+sEAbEac0hq6BOZQmNgSHrbR+scLE/tfITewgIw5lhhY8cRtJrckCzEe5oyGDiqb819tqBMBfwn06cl5Y5NAyMITS3JKgcYOrfxgCo1MQnVqE5Lw65Fb28II5hYbuZbQQzq1DO+iYOEDn9F00j+2ibmADFV3LyGuaQUbNKGLyOxCUItZeLodvLPEckw+/6ENA+8fmIJxwjs2s5HPXIi2/Dql5NUjMLpegLkAdl8X7ChqQWXmI5VTCObGoDUlFzUgpFS3RPcis7kdKRR9iizoQmduEiKxGhGXUIDChBP7R+fCP4ncYnAIH91AYmNlDXccAtwllVa3Df/vR56GiQTyLz0dTwJqQIpK0iSUBZoW+udRlW4wXN2DEbNvGjCk/a1PeZ65vCkuxvvM/wbOnsQm8DQWeTRFsao5Q7gsmnv3lcl40tRHIBCs0Ea7UQLyRDvGsRI6dIQo8rFEb4Y+uzDQMlJSxstiKyY4JzAxvYm6KeJ5/iYW1j7G8czju+KhL9hGSf4vo32L6t3gWLc77Lw9n2hZrPB+8/AP2nv+EnSc/YFuMmyaM1+4SzgdfStubDwjuh99Jpdi/xtfcuP89lna/xsTqJxicexdtI09Q2b6HnKoVxGQOIzihE95htXD2KYalYzr0TCKgSThr6HizIuQFbYUP5AaBMLWOhrNXNnxCyxAQWYXQuHp+/13IJIaLauZRTtCUNYtWrS1W4DdRzO3CxiWUta6hrGUNRbVzUmt1QlYnQmPr4RtcAmfPLFjYxsHIOBj6Oo6QqfBviFDWuc3cUkL3lgIKglmfWDbQ1IMJ/17EuHWxXrelniFs9AzgxL8FN9FTgN+jvxm/QwtThFmYIMLMEHFWBLKdMVLsjZHubIIsD3Pkelug0NcSZT5mqPIzQV2gKZrCzNEaYYGOSDN0RhpjMNYMo4TrZJwp5hPMsZRogbUkK2wkMxlMjgV28q14brLB3WJrnqutcC/fgtc3Gzwvt8PTEjs85n0PC6xxP0/cx2NZ7uVY8pxvznO+GXbTTLGXKrpFm+Jemhnup5szZrjL8m66Je5l8rHZRC2P3c40wk62MXYzTbCfwaQZE728nWqEzWRDrMQrCXUmUQ/ziUpME9FTkcR5mC5mQ7kdrIMJYn2SUJ8JN8B8lDGvgZa8ltphO8NVug5J1yNxrcsNwFJuEJbywrCSH4HVwmislSZinVjeqs7BTl0RdhrKsd1YhfX6CixXl2G+vAhzecmYSg3CSJw3ukOd0OxrgzpPK1S7WaKSfyuVnrYod7dDqYcDynxdUBPkhfqIANTHEV8ZxWjOq0ZHaQu663ox2D6B8YEVTAxvYWxwG6OD+xjpP8BA9y66mjbRUr2C2rJZlOSPICu9BzEx9fD3L4CTQwLMDfxgou0MMw1bWKiawuIOfzMqosu+OuS3bkDz5nXcuXEVl86fxSnWUwWcJUQTz9KM28SzQPI/h+c3iGrR6iwQK0FWaoH+vdT6/M/hWZowTO0WVNVVcOvOHVy7cR2XrxwuTXXhFZr/RTwzZ0+cwZljp3D6zRM4Llq8f/ca3njzdzjFOq+YcVvbUA92nh7w57UqNisfOZWNKG3pQ1XPNOr6F9A0vIyGwSVUd82hpGUchfVDyKvoQU5JB7KKWpBT3ITc0kbklTQiv6QOxSU1KCmpQHFxKYqLiqWW5aK8LBTnpjGJKMmNRVluNCryIlFdEIm64ig0lUShk/XAvqpIDNZEY6QuBqME81hNJMZrwjDXHIEFonm5ORSrraFYbwvFlkBzVzi2OkKxSzzvE88HPdG41xeHh4OJh2geS8cLgebpbLw/SzDPF+DjBRHCeV7AuQafLlbj85VqqXX5661KfL1TQTBX4BvmWzHrtZQqfMN8u/tqSajtcik/Ec5/IJzFTNZ/OqjDX91r+Ef5a+Zv7jfhr0XXbGL5+/16fCeyx+2deqYR32034tutJnxLIH+z0YKv14nl1WZ8uUwsMx8vvcLyYhtezLfhicDydDux3IW9qS5sT/VgY/Kw2/Xq+DCWxwnm8THMjE5ifHgWowOzGB6YwdDgPIZGljA8toGB0Q30DG+gbXATzQNbaBrYRn3fFr/jddR2r6Ouew1V7TwPtxLNPAfnEs4Z1fNIrphHdNEMQrIn4Z8+DrfEQViHd8A0sBlWAc1wCGphWuEQ2Ar7gFbY+rfAyrcFll4tMHVtgJ5NlbSu8h3C9w6xqSoXGC6SsKxJ5ErdtuXcftWl+hCxoiVYdLcW45VzpKgrsyU8SzNp8/H/NGKJKNHlW5XPe0enFCraZaz3lBPRfH1FBe8TACaEeZwan0NNXsAQyoyGaE0mlgWMNfketQhibb5PbaJai8fpyAohY6kkmg2434THWOgSylLrcjqcdNLgqpsOd1kavHTTEKyTgnidJCQyybpJSNVNRposBa8J7N4glAVkBXbFklEX3jwmoVbcd5MnlxtiqSnC+fA+0bX6OHFL4J4+IeU6t2/xGJUL5wldhuWt82e47zRu8nlv/qYUazjfvnQONy4Q0+f4HMx1AefzpyQkCyDfJphFN+0bZ97EzdMMy1sXTuAOMXyH6FW5ICYQI6Kl5apOQoO3dS6flrpmK0X37CunJDDrcVuPpZK39a6chNG1MzAhlE25z/TySZhdOg7rqydgf+0UnEVL7p2zCNa+gjjiOZ2ozDO5jXyWuQY3UEgslxG1ott2OfeVGd1CqfEtFBuK+4hnvavMFZTo3USNgTrazQloBwMsuRljzd0Iay56UhfsDReFtGzVBrPgqCfNrt1vooZOvRvo0ruOIZM7mLBQwayVKpbtNHi8DNs+htgJssRyoDX6XI34eqoIu30O7pfehPOFN+B2+Th8+G8QM2wHv8JzotYVpOpcQ5ruVeYKMhXXkMnXSJNfQazGOcRqnUcK33ea2R2kmash0fg2IpVXEKl7CTHa55GoeQaZTLnuBXTw3yqW0BIzgK/y37IXZo+HSZ54khWIF4WheEHIPSwJwX0C70FFKCsSAaxI+Evjd5+VBeOZKInl56XEczFxWCgA6YV7hd54XBaIByV+0lJWB/mefB6COtcDd7PdcZeg3hSt0GL2bOJyO9uDoHXDaqpofXbEfKwtZqKssEg0ryWKbtQEdIwdluMcWcFxxUaiMysW7tjPJHQJb4HsJdHKnO6G9TQ3bIiJwJitNOKdx+2mEbAZhC6BLAC8S8jfLQpg5YiAFa2//HdsF/C95vsRvgwxvc/cyyaGCfQNAvyoO7hoARdoFi3IuzkCygLM/rhXFCR9Vg9KgrHH59pmZUXgfK+A0C4Uy1SJScMCCOhgfn78THm8tJY038Me79/l+9lh9pmHxSGsqIXzuHA+Ny9A+WJW7ni8aMrB+50l0sza9xuy8KhVdNXOwB6Rer+Ftwnoh8Trg0Ziuj4dB3XpuCeA25BHSGdjuyIDW5WZuNdUTDDX4kVPndR1+3FXOZ73VePd4QZ8MN6Kd0aa8fZwE94fb8MXC/34fn0Ef9iewL97uY7/9v1z/Mf3N/HeaA32CPMHjWJm7yLcq8vCXlWqNIHZy/Z8Kff5Hu7VpUnv6x6RvV2dgp2qFCI6Cfsl8fy3RmGP/779bD8c8Pt5mO6JtwuC8VFlAv483oj/8mwFv+xNYagsEVEuJohzd0K0owvCbOyR4OyKFDd3pLq4INvTHYXenij19UB5gCeqWHGrDfVBY6Q/2uJCUBsbguoEVgaSY1CfHIem1GS0ZmSgOTUD9SkZqEhKRX50LFJCQhHp74tAd1d4OjvA0d4GFubm0Nc35IlZwZO0WP/YRGqB1mWUhKBYK1puIiBty20HKIxtIDMQXY1NeGIX43fFeF75r9EgkkWpqqELFXUdqRT7tGR6vFAR2+J19I1gbOUAWzcfeAZHIzwxG0lEbWZZKwprB1DTMccL6zpahreJpT20EM2t0/tonTpA7cAaSttnCZtJZFUNISG/DSHJlfAjnAPiCuAfnwvv6HR4RaUjKDEPMRllSCGaM0oakF5cj9TCWqQW1SOlqEFCs0h6eRvy6vqQVz+A9IoupJV1IK20AymspKWUdiKFoE7gdmQ+0ZxTj7Aswjm5FH5x+QiIzXuF52S4+ETC0skLMmMrXjj1cEtbF7d1GG0dRov7tKXytpY21HTk/LwNiGUzqeu80pDfAx9naCpmRXdg7GFiYg9TU3tYmNnBwsQaViaWsCWcHUws4GJqAXdLS3hbWcHHzAJ+3B/I7yVYjwDjdxPA79KLr+ct04KvQh2BShVEGqkj1UqGLJ7fc90JsBAvNPH30l1QhJHaDsx0z2JubOew5XnxJRbXP8Ly3udYeUDkPvoG64++xeq9b7FyQEwzRy3GohTdr1eYRTFW+f5X2HjyPXZf/swQzC9+xv13/oC7L37ELvfvPP6OeP4W6+Ixe59hjfDeIJTFzN4iG3f5GrtfEu583u1vMLf2OcbnP8LAxDto6X2M0rotZBbNIyp1CAHRrfAIrIS9Zx6MCFlto0Bo6XlDW8cdOlqu0GbkMk+YELiOTsnw9uV3FlKGoNAKhEc3IjG1G1n5o8gtmUZ26SyyqpeRWbOCjKoF/hZmkF46gbSiIaTl9SIxowWRcRUICMqCh0c8nBxDYWPpB0sjZ5hqG8FcSwELbbkUK3739rpyuCiVcFbI4KrQgadYa9tIjiATPYSY6yPCwgBJtobIsDNEpr0hch0NUeRshBJXA5S56aPexwgtgcboCDZGV4ghUWeAvnBDDESbYDjBFKNJZhhPMcdMuhXmM62wxKxkWGI9yxKb2QRyrgXPzcRviRUellvjcYU1ntXa43m9I14y7zQ6491mV3zY5o5P2j3xcZsHPm5xx0dNrvig0QXv1TnhnVoHvF3jgJdVTnhe4Yxn5U5SXpY7422WL8rs8aLUDs9LbPGMEH9KiD8ptGQs8LjQDA8KTXmOJ55zDPmejHlNNMFGpilWie+lJGPi3hhzcUaYiTHAVJQeJiOUmGLGw5QYCpKjP1CBgSAlegP10RNkjMEIW4xEOxG5HphMDcRcVgTmc+KwVJiCzcpsIjkfy2W5WCjNw3xJHuZKC7FcU4XNlmZstHVgvaMXm90DWOkYwEIb0z6AmdY+jFXWoTcnGx08dzbGxaIyOAR57l7IcnRFpqMb0p08GE+kOnsh1c0XGV6ByA6MQH5kOoqSKlGa0YTKgk5Ulw+gvn4Kre3LaOvZQlvvHpq799DYuY/G9n3UNm+jsmaD0FtCVvYE4hN6EBhcCxe3XFhZxkJf7g2FpiMMiGdDVTOi2QAmqkqYqujC6JYGlDduQ+XyZVxh3feMwLPUdVt0wT4mzZ795vHjOCZNDPaXdZ7FjNeHeD4mddf+x/m91Pp8+rSYcfs8rt+4LMH5MGLm7etS6/OdO7dw48Y1XLokoHyeeYuAviDdvnDhIt4SrdCiNfr8BZw5fR6nT57CBdaxzx9/A2eOvy69z9df/x3xTOzzvV+8fgOq/PswtXOAW0AQrwHJyCgiemuaUdXYj7rWUdS3Ma1DqGseQHmdGLNci5y8EmTnFCArKwfZWZnIzc1EQX42SgqzUJafLnXBrshPQUVuAqpy41BTEI+GwkQ0FESjkWBuLghHS0EY2otC0V1GMFdHY7gmCKO1/hirC8DYq3KqPgizjaGYbQrFPOG82BrB30wk1rtjsEkk7/QlYK8nHvd7E/F4MAVPhlLxbDgNL0cz8d5EFj6YyMaHkzn4aDoHnxLPXxDPXy0W4avlYny5WoEv1wnmTcJ4uxrf7dbg+71q/EAki3WRf75bhV+kVDIVr1KJPx5UvYqY+fqwZfnPd+uJ5Ub81YNm/NX9Vu5rZp2iGX/YIZp3m/Ez881mHT7frGFEWY/PREsywfzpZhs+XGvD+2KM8nIH3l7qwIvFTjwTWegmlLuwP9GF3TFmvBc7U4PYJJSXxgaxMDaC+YkJzE7OYmZqHpPTCxibWsDo5BIGxjfQNbyDNoHjvjXU96ygtmcNdX3rqOldQyVT0bOOMqakaw2FnavI599LUdcqSnhcEffldxLO7avIJqSzWlaQ1rSMxNpFxFTOIbSYgM4bg3fWELwyB+GXMoigpCGEpIwiOGUcfonD8IgZgHNkHxxD+2Dl3wEj10ZoW4oZscVax4fdq0ULrobU4ism0zpce1lah1l0wzYgbA1EK7WYLZtR5vI44lmWDTWZaIkmtvXKuJ9AlhHOunycWDJKdPnmPmkJKR4jZsxWlRHT3H+HYL5JlN/WFxOLEdD64li+B2JZi68tWpLlsjxpfLLohm2gmyvFhLHSzYMNSwfe58J4ynLgJ8tCsG4GQrVTEKWViAQmWTsB6TpxyNKJR752LErVw1ChFopKjXBUaUWgRidK4JmoJZBvE7xiW8D44vFjUiluCziL+6+dOSXtE2OTBaxvEsy/za2zhK3AMdGs8tZZqbzN22L/UcQazncu8b7LzJVzUBG5fE7qli3GNoulqI7wfEvg+dQxKddPvYFrZ9/ADWL5NrEscueiaH0W6zyfhaZYguryKciJY+UNgvn6WeizNLx5Hnrcr8f7jQlmi1vnYX37AqxunoPF5ROwJD5trr4J++sn4HT9ONxunYKf5gVEKm4gxfAWck1VUEgsFxjdQbGRCirM1FHJVJhwm8itMFNBOfFZanoTRcYEtMFVFBHP5fqqaDTVRp+dEjOuJlhxN8EaL+QbLkpsuelh290AW+6GWHExxBRBOiKWliBQe41uYojPN26pgikrFSzYqmHVSRvr7kqs+5hg0d8KA+7GKDJSQ+its3AjnJ3O/w6ul47B7/opaYbtSNWL/PKvEsu3ka24hUziOVt2FTnKG8jTv4ks5VUkEc6x6qcRr3UOafrXkM7XTTa4gRjlZUTKLiKS90epn0WS6hnkab6FBj52iO9xzk6OJVdDbARa4W6sKx6l+uBJrgAxkSeARwzeLfSTllq6W8D7COYXZSF4mwh8m1h8WwC6RIztFWOSiVQxw2YRjyWit7JcWDFwk0B9L8cDD/O88Ey0TOd6EtbuEpyP8Lyeftj6LJAqJh6ZibTGYowD1hII13jCOtaJ207YjHPGdpIL8SxmwvbESgofk8rHprliMcmRtw+7cws8CzgfpDJpntL2xqtu3DvZfG+ihbg4APcrxFJRQcSz7yF6iWLRFfxAdK/m84tx0yJHreNinLXAs3gOCesZ/HeILuUE8n1+HmIZqgPRklxMGDMCxrs8/nDissDDMdp8jbt5PJ54fyDWgebnKbVE81jRgv2kNJSJxC6/h+VUb6xl8DEE59uthYezbNdn4UFTFiGciQMC+qAxnWAmohsyJLTeJVolPBPZD5py8UAAt6mQ2C7Cw9YyPOmowuP2SjxsK8ez3io8668imBsI5ha8O9oqwfnT2V58Pt+Pr5cG8d3aEP7u8SL+92+f4H/98j4xPYT7fK7dihwmG/uVGdgpScJuKS+WhPQzMZkZ3+NDQl+Mx97n9kZlKitwadgsisduMfFcGsfKazj2iOftRH6uUTa4F+uAB/EuuJ/shc9bs/GfH8/yojeB0eIYZDhbIt3eFrmuzijxcUWlrzuq/VxR6++IpiBndIS5oS/GE0MJPhhJ9sNYqj8mMkIxmB6FgexEDOemYig7FcPZWRjNycUAKxjtyeloSEhBZVwiCiKjkRociHAvN3g72cLVjhizZAXNwAByhQIyYlhOPCuMLKFraCW1POsRzALPojVan4iTE3q6xJmuwgjaMjF2V4ztVUg52v7n8KypK7pzK6Gmq4AOX8PUxgkOngHwDomVumynFtYjt7JL6rJd172A5uFNtI7soHVsH00EXePENktWPHuWUNQ0IXXbSy/uRmxmPYLji+EbmQ3/mBz4x2bDJyYDfvGZCE3NR3xOuQTn3MpWZDOZ5c1MC7Iq26XW5syqTuTX96GElbXilhHkcjuL7yND4LmoDQmFrYhnovKbEJpVi+DMKgSnV/ACXQjf2FzpNf0iM+EdlAhXv0jYugdA39KBF1xjqMiVUFUoWfKzIGJV5Nq8iBLOMl1oKvWga2BMOFvAQIw5J46N+PmaWDjB1MoFppaMBVFm5gQzQtrc1Faa7M3O1BoOppZwIpjdiGcvGxv4WFrDn7AONDBHiL65BOgAPUN4KeQEmzajAR89VYQYqiHWXAvJtnJku5miNNgNTaLbaWERxuo7MN87i+WJPazMP8byyjtY2/4Em4TxlsDusx+w8/xHqcV4UwD3/mEL8eYjUX6DNSJadLeWEE08r/MxO89/kgAt8HzwgttPiWMCfIPHiZbmFTFOeusT5jMsbn+OpR2Cefsr3v4S82ufYWblE6L5AwxOvYPesedoH3iC2va7yK9YQUruBCKTe+EXXg9n3yJYuaRCYRkKNT0vaMhdoKVlD201W2ioWEFD1RpKmSusLcLg7poMX19+Z355CA4uRlR0PZJSOpGa0YuUzD4k5gwgPm8QCTm9UtfuxIxWJKTxmOQqxMcWIjIkFcE+kfB3C4Svoxc/f1d48nvzMDSCj5Ee/Iz14W+sh0BjJULN9BFtaYB4G0Mi2QBp9gbIIo7zeG0tcjdDmYc5arxN0eBtjCZfU7QGmKEr2Aw9oaboCzPGcKQxJmJMMBNvgrlEIywkGmA5xQhr6SZYz7PABmG8VWzD86o97pc74FGFI55UOuBFtSPeriWOCeT3mhzxfqsjPuxgupzwaa8HPuvzxhd9Pviy3xdfDfrju+FA/DASjO8GA/BNvz++6eP+Hm983sljO9zwSZsbUe2BD5u8CWpPvFvrgfdr3fBOtQte8PWelRPPzIsKURLRZYR6kQXuFxDOBSa87phgM9cMG7lEfZ4t1nLtsJxlh7k0W8wk22A63hoT0eYYDjXCYKAeBgP00BdogHZ/fbT4MH6GaPQ1Qr2vGVqCHdEZ6Y3e+GAMpcVhLCcNY3k5mCouxlJ1DVbqGrBU34AFlnM1jZipbcZCYyeW2wex2jOOtYE5rA0tYrFvDrPdc5jpnsd4xwwGGwbQVd6IlrxK1KQVoigiFcke4Yi190eUjQ/CrD0ZbwTbMHZ+CHMOQrR3FOIC05EcXoaMxEbk5/D8VTyE0qpJVDTMo7x5BWXNayhtIhKaNlHSuIHCmjXkli8iPW8G8clDCIvsgJdvJRycsmFuFg2lwhsy4lmhxvOvqgn07+jD+I4SJrdlML6pxTqiCtQuX8FVAvQsoXzy2F/wfEzgmaB+g3h+nXh+45/g+djr/zyeRU6dPIELF89JLc+H451vQU39FtQ1bkvjnsWSVTdv3sCVKwLL5yU4X7x4USrPn3+LEdvivks4d/Yizp0+i7dOv8n3+BpOvfk7aWz271//PX4vxlmf4Xu/eAW31DRhYGoORzcPBIWFIyktDXkFxaiqakZDfRcaGjpQX9eChromVFZUoSg/H/nZ6cjLSkZuRhzyMmNRmB2Hkrx4lBPJlXnRqMmLQl1+NOpEmRuOpoIItBYSzXkhaC8IQXdxKHqLQtDHeslASRiGykMwUUMsN/hhutFfykxTAOZaQrDUFsHfjUBzNNY6Y7HZk4Cd/hTsDbH+MZyJRyOZeD6ShbcncvAuofzBZC4+minAp3OFrFsU4LN5geZ8orkQ3ywX4fvVYny/VoJvNyvw7U4l0VxJMFfjx4Magvkwf3pADD+sk/LXD0Rq8TfM3zJ/vleDP4qI7tjML4TzLweNDJF80IKf9lrw424rvt9qxXeE8bcbrdKEXp9ttOCj9WZCuQXvrzXjnZVWIrkNzxc78HSpB0+WevFoYQD35wdwd24A+zMD2J0ewubUMFaI5IXhQcwPDWNuRLQqj2NseAIjI1MYGp3D4Ngi+seX0TOxiq7xNXSMraFpaBO1vTuo6t5EeQcx3LqM/JYlZhF5rSwJZYHjvI5lKdlti8hsXUAOtwu6CWeBZ0I6r3sdeT0byOfz5HRsIL15GSmNy0ioW0Bc9TziauYRX7OIhLJ5JBfNIbl4AfH584jImiKoR+GZMASXqH7YBnXBxKMZMptKaIhxzwSsquguTbiqEa5qhOsdZT5ucfuWfj5uGnDbkNss7/C2KqOuJ7pU50NbzMytKIIYGy1mxRYt1mKmbFVprWVC/FXL8lGOumYfzuQtXvewa7Y2o8vIeVspz5Nakk2JZ3Oi2Jo4ttPNJpRz4EhEuxPsvrwdpJuJEFkmImQZiJWnIVmWinTdJGRp829BOwYlWtGo0IokkCNQpxOJJu0ItKkFoUM9EJ0aQejSCkY389phl+kzuPXWOQnJR12pjyK6Wov9R/cJRF89/Rc8H8L4EMni9g3eJ+D8z+L53OHyU7cvEcmEs/q1t6B25TwhfFYa2yzWcJbWcSaixczaYoKwG6fexDUJz4Q08XxLgvNJHnPyEM/XzkGLQNa8dALal45Dcf0MDG+9BWMi2Zil/uWTMOB9ZgS19Z2LsFO9BLs7F2DL42yunYDdtePE83E4XnsTrjdPwFvtHIK1LiFOcQWZhjclPBeL1mYzDVRbakvdtitNVVFtzliqo9qKoCZ2SwjoQsPrKCSeS/VVUG+sgW5rGSZ5kV8ieNfdjCQwb7npY1MsP8XtDQ9TLBLQEzYyDJiro99MFcPmKhg1v4NJyzuYt1HFsr0mkS0jnvkcQbYY9zFHFStuMXfOw/vCMbiffx1el48j8OYZwvkC4jWvIE33BnKI51ziOVdG1MtvoIDvq0Cf+5VXkK7D4zROI079HJLlV6QW6AQiOkp2CWFabyFM/QwiVE8j5tZxpN0+yR/SRfQYqWLKRo4ZByXmPYywGWqD/Xhn3M/wxsP8gFfLK3lhT3RHzveW8PyoyJ+wDiSCA/GE0HvE+58Szk9L/PG4WEzO5c1KARHN7Oa6E5muEqj3s1xxP8cTTwvFMk68j9tb2QLNrlhPFctOiZbdw67b83GsOBDPC8TUVoo7tgjgjSR3rCe6YiOOiI5zwGaKG7YJ4TWiWeB5XVrLWUBcTE5GlIsWaNFSHeeI9XhHbKe6YVOgmveJ1umVdD6e7/8u4SpanjeyCeSj1mtGdPkWEeOpRcQ+8d5Eq/a2mOGbz7PO51wVLdN83JZokRYtzYSzBGGWIlKrcu7hc9zNF5OqBR4CXGCaF6lHZaF4SMDfKw89fGwB8cx9T8ui+PkHs0LojYVkX6xkhuBBtZiEK5tAJpoJ5PvNGbjbnIntmiTsVCVivyZFQrS4T+BZdOu+S2wf1OdJ2H3YXoanXdV41lVzmJ5qPCWeH3VX4GlfNV4ONTJiwrBWfDLTgy8XB3lxG8BXS3344/4k/uunBwT0Y/yn9zbxko9dy09mRS8WO8XJ2C6MZwUwip+nmOQsFY9rxHvNwSNmtyoFayUJ2ChOxGpOJDZ48d4ticXdkmjs5wdL3/FqlDWWQsywFWWLzVhn7GcG4tuROvz7Jwv4m0fzWK3KRF0g4exmjiZWEruj3NEV5oj+KCf0RzpimI+ZTvbEXLoPFjL9sJDlh7nsQEzlxGCyII3JxDgrFxNZWRgjnAfSMtGZkIY24rkxPhXVsYnIDw9Hgrcnghxs4WlnA3trC5gaEXHEnFxhABlhLHXLJp4lNBNuAtECz0relgtYK02gIyYEI4iPwCxKcfu3eD6K1CItWqh1eJ9Myec3k9ZZdvYJhm9YAsQM2+lFDSiqG0Bl6wTq+5bRNrqNjvF9tBHPjcNbqBtaRU3/MkrappBbSzgTtwnZDXxsGQKjc1+Ncc5EYFwOgpLyEJZWgKjMEiTnVxHOLUR5N4ob+1BY33OYhj4ifBBFzazsto2honNSKvMbB5Fd1SPhOamgBTE5jbwY1yEkowoBqWUISClFQHIJfOPyiHQiLJoXtogMeAUmws0/Bg5eITC194CM2NXiv1NMjKahp8cLtBxqcn4OSn5WevqQSXA2/3WyNn1+toZmDjCydIYx8SxKE+LZyMwRRnwusbSYFZFmZ24DR3MrOBLPAtCuFhbwNLeEt5EZ/PRN4a80hp/CCN4KfXjqK+FmIIOLnibclWrw1VdDmLE2Yi11ke6oj1J/RzQnRqC/sABT9W1Y7p3B+sQONuefYHP1XWztfIpdQvjgyXc4IJwPBIYffY+dB99hS3TLJqC3xKza90Qr8tdYlSYQE0tQfQYxW/ba/W+w+VhMEvYj1h5+h2WCWSw/JWbPniOWp9Y+wtjSexhZeFfK6OL7GJv7ACNz7xHMb6N/8gUrY0/QNPwAdb0HqOrYRVH9GtJLphCbOYCQhFZ4hJbB1j0NJnaR0DbyhoquI1S1baCtaQFNFROo3DTAnZv6hLQ5jPVd+HsPhIdrLDw9EuDrk0xAZyMqshixsaVSomMKERNTgNiYPMQzSdE5SIrKQHJEMuKDIhHrE4goDw9EujgjytkBUQ52iLa1QqK9BdIcLZDhbIFMZ0vksCxwt0SxlyWq/KxR62+NxkAbtIbYoiPMDr2RDvy7dsRAtB2GYqwxwuvBZKI9ZlIdMJ/mgKUMB6wQmOvZttgpsMd+kR3uFtvhQRmRXO3E844LnjS54iVR+0GbNz7u8MNn3f74oscPX/f641si+NsBf3w/4ofvx1hO+OGHSX/8OBGMHydDf83Pk2H4ZSriVcLxy0QYfh4LIaaD8N2AHyHtg68J6S+7ffFZux8+avbGBw0EdJ07XhLPT4h2kWeVTnhW5YqnlS54VO7E8z7fc4ENrz+2WC9wwEYRryulvG6V8zpU5o+VYn8s5PliOtMbE8nuGIxxQHeIJdp8DNHgrkC9hx6qPPRR7sq4G/GcaIwSdwtU+jmiPswXLTHh6ExOQm9mFgayCzFSVIHpygbMN7RjvqVbykxzD6abejHVNICp1hHMd09jZXgZq6MbWBhYwVT3EsY6lzHYMofuhhG0VXWijuehsoxyZPF8Eu4SBh8Lb3iauMPd2BWuRm5wZOlo4gY3azF/RCj8PeIR7JODmPAKpCQ3ITO7E9mFA8gpG0N2+QQyy5jyKWRVzCCrfBpphRNIzBpGdFIfgsPb4O1fC0fXPFhaJcLQKBQymQd0NO2gw9+rGAagJJwN7shhdEsHRjc0oLhGzF65gmvnz+HciRP/GM/H/8fxfJKPe+sC68qvWp4FmDU070BTS4WAFstV3cad2zdx7doVaU1oAWeRt94ScP4Lni+K5aveuozzZ8/jDOvAJ9/8PU4wx46Jpap+h9f4msdOnsJpMXfQrTtQ6OvBnn9D/n7eiI+NRE5GKiqLi9FYVYnG6krUV5SivpygLs5FaU4qirLiUZQRg4L0KBRkRPB2JMqI5sr8GFTlRqA2LwL1BZFoIJob8sPRXBCGtsIwtOQHoqswGP1l4RgsD2NCMFQWjJHyIMzUi9blECy0hGGxNRzLRLPA8lZPInZ7k7Hbl4r9gXTcG8rEw9EcPB7LxzNC+eV0Lt6bzcMH8wX4SOqSTTgvFeHL1RJ8RSR/tVaMbwSWN0oJ2jL8sFNO3FbgR4L5JwnMtfjlfj3++KDh1/zpQSP+9PBV7jfgz1IapfIXlj/fbcRPd5uJ7iZ8v9eMb0XL8nYrvtpqwxeb7fh8swOfrXfik7UufLzSiQ+Wu/DBWh/eXR/Ay9UBPFsWUO7FvdleHMz0Y39uGHtzo9iZHieWx7A+PiYtD7UwOob58SlMjk5jZGAcA71j6GN6+yfQPTCNtr5ptPTNoKV/Hk2Dy6hjageWUd23hPKuJZS1r/B6uoJiwrmgaRG5jfPIbphDdhPTQigTzEfJbltAFvGc276EAqK5sHNdSjHRXEqEV/Tvs9xDYdc28ju2kdu6yefYeJUt5Ddt8Xq+hdy6DWRUriChaB6hmRPwSRqGe0w/HEN7YOHdCj3bamgbC9QKMIsWZ4FZ0RJdLI1hvsntm/qMgSgLcEMvD7eIZhX9Ql7Diw/By/sFflUFoKU1m0sgJhJTFV2vxZhlPo/oYi26WuvwdWR8vILPpTQohB63DeQ5MCGUzRlLRR6seVtA2Uk3C+7ybHgRx35ibDLLUJYR3BetyECSMhVpihRkKJKRrUhCvjIRxcoElCviUCWLQp0sHE0y/tZlIeiSh6JHHoJ+bg/pBGFYRDuA5WFeu3JKjEsWEVA+SSCLpaFEi7Poxi26b4sWaNFqLFqgxZhmgefjuHbiTVznH/WtsydxW0zmxYjtm2eI57cEfolk0R2b+45yUyw/dYH7Lh7mtghvi9xhNAhqzavnoSlgTUCrisnCzh7ncx7DrfOHrc6qBLMKo3rhBI85IcFZdNk+nCzsTZ4Uz8CESDYnkk1vvwUTotlEdNNmLG+ehz33OzEuqhfhfOcsnG6dhPONE3C5cRzu3PZWOQN/tbOI1DyPVMVVFBiroMhElXgWs23/YzzXWGlIOcQzgWpwjXi+gVI9FdQSmx2WOhhj5WrRg/D1MsEWy01exFadFFhnucV9a4T1jL0SQ5Za6COgB/jcI6+6bs/baGDFXofHKrHja4Y9AmApyA7tPD5L6zJCiWbfC2/A/8pxhN44gxiVC0ginjO0rvH+q8jVJeYJ52LFTRTrXUeRUkD6MrJ1LyBN5zySdS7y33gNqfrXkcj7o3QvIVjtDMJUzyJKheFnknjtTRRwu0l+HYP8DEQ38wknGZYCTLERZYfdZDep5VWsZSwm19olnPcJ57uE7wPmoUB0jjfuZfK4dFYIeP/T0gApoov2vWIBQ18J0Pt5HkQ3AZ7pgv0MFxyIGbfTnA8nEeNjl5PssRBng/lYa6nL9tGY5UUCeZ2o2iHkt9P5+AzRjdqPgHbBUowdlhLsCVeXwxDQm1meUgvwliiJU6lbdaYXYSaWxXKRICxALVqMBXyXkpywksH78ryxRjiLluhtAnhDADrV9dd1nsVs3SIC3QLP4j7x+C3RIi0QLbDOx4lu2tJM2oT4FlEutTgzUpdwCc+HLc+i6/YB4Sxar0WrvtStm4gW4Bat1o940XpUKrp2h/HzDsNefhjfWzjfZwT2ShPxsI4grsvAbnUyUZwmddteq4jFdmUC8ZxMPKdK3bb3a1OxW8P7eex+fS6hXYwnnZUSnp90Vh2mm3jur8UTAvrFYL2EZikjrfhgvFPC85fE8+fzPfiOF5h/eLYstTyLdZ9/WOzH3YpsrGbHEMypuFeajB1eqA+K4liRjcPDimQ85Xt9VMv3SlCv8gK+khONhZRgLKYE8bMPxVpOCNZzArCS6i5NELccze8/xAKrkU7Es2iVT8THAzX4X56vMct41JyBDt7fEWSKwUhrDEdaYDrRDrP8Dc0lO2KRv4OlDHcsZXlgOccLK7n+mOfrzhdlYr4wG9PZGZgmniczcjCcnIH+xEx0J6SjNS4FtdHxKA4JR4a3D2KcneDHSoujjSUsTExhoG8AJdEl0zOGjr45tA2JZCPrV122D/GsELcNLCDXF2OkedyrbttHYBaliJqmTMo/BbSqFvfrKglwc1g5usPVj5XPiMPlqTKKm1DaNIyazhk09K9Irc7txLPoul1LTFf1zKK0fRL5DUOsiHYiKa8e0SllCIrKgW9oqhS/iDQEx+cgUqzZnF2GuNxKqYt2YV2XtOxVZfsoKtpGeGEfQUXHOCq7JpkpVLFSXdU9w+ef4PMTz9W90uRhAs9RmbUITimHf1IxfBIK4BOfDx/C2TtGtHDnwF/gWbQ8hyTD3T8eTj7hsHLxgwEBLCeKxXJcWvpGvMjqQ12uhBZLHT0jyEV3bSMr6Btbw4CfsZioTZ94NiSYDQlnAwsnGJixNHEgrO1gSjhbmtvB1twW9mZWUuuzPb83RxNjuBgbE8lG8FAYwk1XHy7aSjjpyOFAsNspZbBVasJergY3PQ0EGskRYSFDkq0MRd5WaIoLQn9eNqZqG7HcPYGNsQ1szT3E1tJLbG9+hN27xPOj73D36Q+4KyYAI5jFElZbB99ga/8bbOx/i7W9r7G88yUWtj7H7OYnmFz/SMr05mdY2Bezcn+Dad4/ufUZJtY/xdjqxxha+gC9M2+ja/yZBGQpo0/ROfwE7UOPWSl7gKb++6hlxamsZwtFbavIZwUsgyCJz+1FWFIjfMJL4eCVBjPbcH5G3qy02ENFw5QVfyNoqelBR1UO7TsyaDEy3jaUmcLK0BZudl7wdPKDr1sQgrzDEeYXjYjAOEQHxyDWPxSJAUFICgxGWlAwMoODkB0ciJwgX+QFeaIgwA0Ffk4o8LFHkY8NP0NrlHhZoZrb9X62aOJ1rjnYHq0sO0OJ5Ah7DETaYTjKGmP825+KtcNMkh3mxd9yCpGc7oDFTEI5xwkb+S7YLnTFfqkbz5NuuF/hisfVbnhe54m3GwnWFsK1zRefdPnh035iedAfXw0H4vvREPw8EYE/TkXiz9MR+OtZZoaZC2fC8OcFZjEMf2L+ajEKf70U+2v+ajEGf7UQjT/PR+OPfNwfp8Pwh0nieZx4Hiae+73xdZ8XPu8i0Fu88AHfxzv17nhR64YnVS7EvBMelLMsF+/ZFXslrrwmsCzywG6JJ8Hsz3N3CDZrorDTSIy0pGOb57g1nrMXeP6cKozDSGY4uuL90BzqhipPSxTYGyDHwRCZDkZIt2UcTJDuaI5MF3sUElllIWGojIxBXWI6mtLy0ZpZhq78WgyUtWKkvhdjLUMYJ5ZH+bc+zHNKf9MoBprGMNoxh+nBDcwM7WCidxNDHavoZeW+vW4W9VUjKC/pRkFuEzKSK/lbyIKHfRisjDxgqe8GSwM3mOu7wkTPWfpPGAtTT9jZBsPZKRruLjz/+OQiJKwMkXG1iE09nJAuIbdPSrxUDiA+uw/RaZ0IiW2Gf2gdPH0r4ORWAEvbZOgbhfN86k2sOkJLwxra6maQqxpCT0UJQxUFjO/owPCmGuTXb0Ht6hVcJz4lPBPOb/7/iWcB25MnTxC9Z3H12uFaz2KpqsOWZwHnW6/wfOsVni/w2MOW58PW57/AWZTnz13C2TPnpFm8jx8X7+8YXifyX/vd7/Ha68Q63+epM6dw/foVKGWacLA24d+hE1KiA1GUGk0AJ6OtLBMd5dloLUlHc1EqGgqTUJ0Ti6rsCFRkhaGM11aRiuxQVBPJtcRyFa+1tbmhhLNocT6EcyvrF53FYegpDUV/eTiGqyIwWh2OseowTNaGYbo+Akst0Vhtj8F6Zzw2uhKw1Z2I/f4U3B9Mx6ORbDwezcbT8Ty8mCjAO1OFeG+mGO/NFeGDhXx8uJyPT1YLmSKmgHAtxpdbpURtOXFbKUV0x/7xoIroJZrv1uAP98REXsQyQfynB01MC6Hcwtst+PmgET8cNEj5fr/xMHuN+I7ldwet+PagDV/vtePL7TZ8ttWOjzfa8dFaJ94nlN9b6cY7K714e6Ufz5f68WS+D4/m+vBgfgQHC+NE8hi2Z0elZaHWBJKZ1ckZrEzNY2liAXNjC5gensfE4DxGB+YwMLiAroF5NHdNo7Z1DFXNo6hqnUA1r9Hl7VMoaZtEWeccysRkbj3LBO8i8tsXUNi+yPtWDtO+yuvqGopZFhHUBe3EdMeK1PIsoHyUvK4VPp7HibSv89g1lHZu8LlFb7M9VPYfoKKP14LuPRR37KCAgM5tXkdOI49t3kJpM2HdsIHM6hUkly4gPHsCfgLP0X1wDumGlVcrDOyqoWtSCmkSLjHWWHE4EdcdZSnxXPwKzyXEcwluEcw3CeDbUpduQpmlpqwQ2nycJuGrJjuczEtgWVNxOD5ZR5kLmSIHMlkWlISvoSIbxrxtqp8LC4Nc2HLbVScT7jpZ8CKWfXlcgG4GQrTTEaGdiljtNCTopCBFNxmZuinIlqUijymSJ6FCwd++Iga1yhjUK6PQrIxEqzIcHcoQdCuC0Cf3x6DCDyPMmNwHkwpvTMt9MSvzw6yuL2Z0fF7FW7Q8i67Yb+Di8delUsx0LbpXi8m7xLJRIldPE8oCv9wvSvGYy8d/j6snX5fGJYtJvERX6zvErihF1+ujbXHfrxH3XTqD28SvGMN8U7QkXzgugVjjyhnC+Ry0rp2HtphFm4DWuHwGam8RzOd43Dkx7pnHEtBinLNoddYknMXSVLqEsc5lMUHYCSiJZ1Pi2YJAtlS5CGtGoNmc+61unIUDgelGYHprX4O35iV4qZ2D5+0z8Lp9Cr6EcwDhGKB6BuFEZBIxmWtwS+q2XWaqjioCt8qcWCZwq8wYCzWp9bnC4s6veC42uIkygzuoMlRBC7E5ZK/AnJsR1rxMselpgg1XA+JZKeF5w8MI68yiswFGbWToNyOgjdUwRLBPmKthwUYLqw66BLcSuz5m2A+xxyYz6maMSv3bSLx1GiGX3kDA5WMIvXYSsXfOI13jCnJ0iGRtYln3Bsrkt1Chf1NKqfIaf0CXUSC/REBfRLruZaTKiWcCOkl5A3Gyq4jUeAuRYnkrgjn6+gkkXH0TubfOoFb7Kjr076CP//YxR23M+xphNdwaWwnErWjFTRetuo5YI3zFUhYSnot88KDAG4+IzgcE8H0C+kmB7694fkA0i27bIvv5nlKr832xncVKQ7oz9lLFRF4O2OHjRGuzgPNMlAWmIswYYijSUpogbFl00U4jTtM8iWhWNrL8+boh0njk9VQXrBGyRxOOCTjv5BH7xPPmK9QKnN4Tk3MRrbvpnlhNcJS6bYsu2KLleZ74nhXLbUjociZQxcRf/sQ1wU0ci67VD4hd0VosuloftT5La0sT4ALnotzha+7l+0mTgN0jgsUazlt8L5uMQLTAs4C1APgRnsXziTHQu3xN8Z7FxGU7YiKykiA8Kg/h5yy6eotx2aGseMWwopiIg7IECaFiXLEYy7xXk4LduhTs1CVjoyKemE4imFNwUJd6CGcxxriaZa0Adh7uNhXiYVsZHhPQjwlnkUddost2HVMjjXX+cLJTynsjbUwHPp7ullqgP5vtxpdLvfhlbxz/6YNt/L9/ehv//tEK3u+swU5RCu6Vp/E9pvDfEYXN7DDsF0XjcVUyXvB9PhaTl5UlYS03CvOpwfw9hWE5KQhzSTxxpfphPtMX8/x+5pOcuN8FcxG2WAx3xF5aED+veFaM8/DDVCv+r89n8b88HMAH3amYirfAUIgSM9KkP2ZYTbPBRhYr2Nn8PWS5YTWXvxnxPZSEY4Ow36gsxGZ5EZYL87CYX4D5nEJMpudiOCUbPQkZaIlKRHVoJIr8iAFPXyS5usPf3p4VFwvi2eQQz0qiTkwaJtZn1reEtsEhoKWJw4g8mVjXmXBWGlpAz9AUusSaaG0+grLopn0E538O0Id4Vkgtz5YObr/iOSolH5klTShjRbe2axZ1vUtoYiW3hYCuE+OjOmZRxMpwbl0fsis7kVbUjNi0MoTG5sI7OAlufrFSt+mAiFSEJeayklrGymoF8VsjddEuaepHTdc46gnkup4Z1LNi0Dy8jJbRVbSOrUll/dAyKnh/ESsJuXUDRFoPkgpbEZlRBb+EQngSye5EsntUBjwiM+DJeEdlSTN6+0RkwId4dw9IgLN3NGzdROuzN/QJYBk/P019E158DXjBNoAWS91X62ErDKwJaKLZxB4G5gLOTjCydIWRlVhL25WPdyWqHVmxtoMxAW1GZIuu2zYmVrA1tmBM4GBiCGdjQ7gYGsGVz+2sq4S9lgJW/KxNtXRgrKMFY111mOtqwF6hDS9jJULM5Iiz0EaehynqonzRk5WGsYpqzLcMYLVvCZuT97A5+xRbax9ge/cLAvob7D34nvmRaP4W6zvfYHXrK6wwS5tfYn79c8ysforJlY8xvvwRRhY/wODC+8yHGBVdr3n/EMv+pY/QN/8BeubeQ+fUS36/j9HQdw/1fXdR33vA74bp3ENN+y6q27ZRIZaGaplHVsMkUiuGkVjci5isZgTHV8InJBfOHvGwtgmCiYk7DPXsINPi71Zdj1CWQ6mqCSMNDX4G2jDT1oWFrgzWSgXsDfThbW2FQP72Q0XrsZsboj08EOvtjWRfD2R4OyCPMC7wd0BJgAPKgxxQSQxXBxHG4Q5oj3RAV6Q9uvg33BVuhe4IKwLZCkMRNhiLssd0vBNmeF6fTXTEgljnP80Jq6kOPMfbYzvDHntZ9jjItce9Akeeex3xqMwVD6vciGQPPKvzxosGH7zT7Iv3WphWb3zYQSh3B+LzvkB8ORCEb4ZD8f1YGH4mdH9ZCCeKI/G3y9H4h7U4/Nv1BPy79Xgp/3Y9Dv9mPRb/sB6Dv1uPxr9i/kZKHJOAv2VE+VercfjzEuG8EIU/zIbjp+lQqXX621F/fDnojc97PPBZtzs+bHXHuw2HaH5a48L364oHlW7YI5h3St2xVeyBlXx3nnvcsVLA6wjP8Ts10dhuSsdGaz62Okuw21uN/YFG7PQ1ESpNWGiqxnhVKQYKstGWmoiaiHAUensg1d4GsTwvRVqYI9zcDBFWVoiytkOcoxvSfEKQGxKHgqh0lCYWojKlAlUZNajPbSa0utFRO4SupnF0N0+gq3kS7Y2TaG2YQlvDNLrbljDYu4NBVsL7unfRyQp4c+MKaqrmUFQyioy8HiSmtyA6vgZ+AXmwtY2CsZE/DA18eH70gZ6+F8+P7pAxSiMvGJkHwMImErYOiXB0SYerVzY8AgrhE1aOwNhaBCc2IoQJiq8/TEwNfMMr4B5YCEfPXNg7Z8LKLgWGplGsePtCXduF50xbaGpbQy6zgp6OKQy1DGGipQdTNRmMbqtBceM2NK5fw80LBOypUzhFmAo8v0E8i/HE/2N4fl3C8znWky9feUtqfT5c71mMd74pQVp0275957DlWSxp9dZb56VWZ9GN+xDQl3j71ZjnU2/h1MmzOHHyFN4Q74fI//2x48Tz68xrfG+/xwmi+vqls9DXvAlHMxlC3S2REeGBiuRAtOYQuiWxGCyLR29xNLqKotBRGIGW/DA05YWiPicYNVkBqBbJDiS2g1GXT0TnBKEuNwQNPKYxPwQtrEt1EM695QSzNHN2NKYaojHTGIWFliistMdhozsBO70pxHIq7hLL94bScX8oA08I5hcTuXhnuoBYLsQHs8X4ZL4Eny+WsZ5Qji9WyvHlxuHs2F+L2bGlcJtoFhN9fX+3Cj8Qy4epwY/3an/Nz0fdre82Mc34A/PTQQuB3UZ0t/A5mvEVyy+3m/H5dgs+Y/npdivThY+3uvHRZg/eX+vCy+UuPFvqxpPFXgK577Db9QKhPD+GXSJ5c3oE65MjWJ6YwvzkLOYnZjHLzIzNY3p0ARNji9LSUGMjaxgZXsfg4Bp6+9bQ3bOKTqaeGC5rn0dh0zSyakaRVjXEjCKrforn5GlkN80ir21B6mZd2LVOAK8hhzDOI5KLjuDcuY7ynk1U9G6hso/n9H5mYAdlA9tSSvu3UNK3ieLeDRTzOYqJ5sJW4rqFyGZZ1LbG59lEeRcfR0iXEc4l7dso5t9uUcsGCpp5jWAKiOjsuhWkVy4isXQO4TkCz0NwieyGfWA7LN2boG9TRTyLpaKKCGAB4hKoEM53FGW4LS8hlIsJaZYSqEuk1mWxRJWGrIj1HMJZN/8wOmIiLyJZmQelQiQH+nJCWS8b5sosmMvTYU302svT4KRIh4se6wx6mQiQpSNSK4VITiWS05CiI7pdE8naScjTTkChVhxKtWJQpRWNeqZROwbNOtFo041AtywYPbJAIjkQg4TysJxQJo7H5F6YkntgRuaGWbkr5uUuWJKznsmscHtdlwbRYX1RW8RVymsCxALDV069KZVitmuRoyWjxH6R36JabAs4S92pmeunj/0jQP9LeBa3VS+fhspRCGA1lhpXzkpw1iCsNcQM2oSz1qtlqDQunILqeb72uWO4TWxLLc6XTkKDgBbjnGVEsezKKcivnpImBzO4fhpGN8/B/M4F2KhehqPmNTiytCMsHRhXjcvw0bnGL+A6AmUstS/Dj1gM0jiPUK0LCGNCNc4RkOeQLLuMHOI53/A28Sy6aR/Otl1lRjQTtwLPlRaqKDe/fdht2+g6ig1vSYAu17uFOiK421obE876h123PQloVrQ23I0OQzhveBhKE4rNOupj2FJGPKtjwPAOxk3VMG+thRVbXWw4iXHSRtj1s8JOiAOWA2zQYyNHsc5VJNw4hfBrJxB14zSSVM4hV+sqShS3UK64jSqWtXq3UW+kgnr+G6r0rqNCeYXv7TKKWGYrriCN/8ZkIjpJdgXxLGM0LyJK9RyiCOYY4jmZz5+vch41xHMLn6/bRAXjTrpYIJ7XWOnZTnQint2xkeGKxRR7LKU5EkaEMmEscPyw0AePCwnofC88Ft22C/3w5FW3bXG/dFyJaFk9bHkWXbn3M11xwNwXs3ATq2LSsLUk/rvjbTEfbYU5AlrMtC0mCxOIno0WM2zzB57qQSCLmbJFt+cgVqqCCPLDZZ8EXiU8E/oCvgcE6RbhLHAsWobF/aJrt5j0S4ylXiG4xX0iS8lO0hjpBb6HWb4H0fX7qMV6V6BYhLcFmu/xeY/wLMGary3NnM1yN9f3VzyLMc/3SoOlFuf1XG9sCTgTxfuvjhXPcwRosS0eK1qlj/Asjr1bIiYy4+sVijHQobhbGsWKWDIe1qThQW0GHtZn4ZFYy7kp6xDPtclSuUc879Zwm7d3WG5LcCZcG7J4TDa2a7KJ6AI8aCvH8556aUbt5wMNeNxTjQddFXjSV4t3x1rx3ngH3h1t53YH3p/oxMei+/bSAL5a6cc3a334+6cL+G/fP8N/fmcbX461SeOd98oP398BL+hb+eF8v4l42ZyJd1pz8ayR2BfdtvMiMRHvg7W0UKwmB7MS7YPJFB/MiO7VOUQ0P+vpeGcsJ3tgO42fDaF9NycaL6uz8VF7CX4Yr8B/IZ7/68N+fNgWx+OssJhowdKSv1MHbOe68fPj510Sgt3yKOxXJ+JA/CdDYzH2WRHda6jBemU5lkrKMV9YionsQvSn5KAjLg314fEoCwxHgXcgMt28kejiCj9bO9hZmsLMyAj6Sn1eBAwP8Uzc6RLPAtAiSsJNSQTqiqWUJDybQ2lg9iueRavyEZT/JTzfIaxVNHk/8axrwNe0dZa6bfuFJyI6tQAZxY0oaRySWp5ruuZR27OMhn5eeNsXUNAwgqyqLiQXNyGlsB4JOVUIj8+FX2gSPPyi4eEfA/+wJGkN54TMUkK8gc/XgHSCPL+mG+VtI0T4DBoHFtA6soLOyU30zu4RcnfRv3CXmDtA68Q2avqXUN7JCkH9EFJLOpFY0IKI9Ep4x+TAOTgZjoEJcAyKh3NQAtzDkuEVkQbv8HR4Es5ewSnEcyJcfeJYMY6EjUsgjK3dpBnKtfUtiGYTaIvIjRnxHw9idm1rCcaiddnA3BEGls4wtHJh3LntBn1zF+LZCXqGtjAwtIGxoRW/K0tYMNZG5rAxNoadsQEcjYhm4tlJTx/2/D6stJQw4WetVNeETFMDci116Gurw0ymAycDJfxM5Ig000SmqzEqw73RlpaEgaIyjNd0YqZtEosDm1gcvYflmRdYXv4QK5ufY3X7a2nyrvk1Qnn5M0wtfILJhY8xNv8RhmfeR//Uu+iZeBs9U++ge/IddIy94Gf9nOVLdHFf+wRvjz1D88hTNA49Ql3fAXG8hWLipbiBFa36JRTVLaKgeg75ldPIq5hCbsUY0giihPxmxBBIkckVCIstQEBwKjz5Gbs6+MGBn5GdsS0/A0vY6xnDVq7HSosCLgpteOhrwcdIJv17A82UCLXUR6StARFmghQ3C2R6WyPX1xZ5fnYoDHREWag9akMs0BRqhpYwS3REWqEn2hL9MVYYZDkUY8m/b2vMJtlgLpFlggXmEy2xnGKNdYHjTCfczXPH/QJeR4rc8KjYHU8Jy+cVbnhR6Y63q1ylscIf1rvj40Z3fNLsic86fPFpVwCBSiD3BuOr/lB8PRiMr4dYDoXg25EwfD8RiR+novDzdBT+OB9LMMfhXxHLf79BIG8SzNsJ+I+7Sfif95IZltJ2Ev6n3UT8251E/P0OsbwVj79h/rieiF/WkvFHkdVk/LwUjx/movHdVCS+mQzH1+Nh+GokGJ8N+OOjHm+81+GGt9tc8bzBFU+I5vsVzjwHOmOH6N8sdsVyASts+R6Y5TVyKscXk7x+zfN8vlaXih2ieaevHptDndgc7sHO2CB2x8ewMTaO5aExzHYPYqSxE13ldWjKKUFFfBayAqMR6+SDIGsX+Jo7wIt/P15mDvC2cIO/jQ8iPSKRGJiKtIg8ZMWXIS+pBnkp9SjKaENFfh+qy0dQVTOBqtpJZgqVNdO8PYPa+gXUN62gpX0H7V37aG7fRX3DJu9fQWHpLOE8ioSsPkQmtSIwqhauvgUwtYmDnnEYz3lBxK0/dPT8+Hfsw4q3NzQVXrztC6VxCIytYmFmlwhrp1TYuGXAzjMLTr65cPbPh6N/Dux9smDnlc6kwcY9GRbOCTw+DiYWMTAyi4LcIIAVdHeo6jpAXdeOz2vP84I90W4FUz0zmIt13nUUMFLVgPLWbWjeuP5/Kp5FDperEng+nDRMzLh9uM7zLQnP0pJVKrelScMuXxZYFoA+nDTssNu2KC/wOd6Slqk6cfIcjp86izdOnpbyewL6td8f4vmNN17D6RO/x03WhQ3EUqNGaghzNkQ264jVCe7oy/bFBOsZk2VhGCkKwiDrE/1FxAO3OwqC0JoXgHoeU5PpjepMltn+qCWca3ODmRDU5YSgPjcIzQXB6CqLwFBVNCYb4zHXkoDVzkSsd7Pu0JeM/cE03B9Jx5PxHDyfysXz6Ty8YF5O5+O92UJpZuzPlkvxxVIpvlouZ92gAj9sVOKnjWr8tFWFn/eqCN9q/OE+QXyvRmpZFuUfHohloWrww0EtEX2UusMc1OP73QamEd/vtOA7IlkCM7dFa/Ln2x3Ecic+IpQ/2OrE+xtdeHezE+9s9uIl6ybPVwfxZHkIDxcGcI9Y3p8dxPbMMFYnhrAsZryenMTS5DTmxmcwNTqF8aEpjI7MY2h0iVnBwOgy+odX0De0it7hDXT0rqG5a5VZQ0PnGura11HbuoZqprBlCVnNi8homENS1QTiykYQVz6GpJoppNXPIqtlUYJzUf8uSgb2UDSwi0ICubiHIO7aRBlT0s2yZxuV/XuoGtxH9dABqofvonL4AOWDe4TzNgq7iV++dh7Bndu0SJjPI7N+TkpOI1+jhX+jravEshg/vX6YNmJbyibyiOeM2hUkVywgoXQe0cVzCM6agGfcAOyCO2Dm1QRj53ooLaugY1QOLYJZSyxHJZaTkib1ErNjF0mR1ngW9xHS2vJC6MoKIGf0dAugz9JQhHg2lmXCQpkDS8ZGkQV7RSacCWRPxluRCj95CgIVyQhjIpRJiFYm0yuFKmPnAAD/9ElEQVQJyCGQC7XiUawbjwqmWicW9ToxaNKOQptWOLo0Q9GrFYIBzSAMawZjlOW4lj9mdFmP1PXCLDMv88QCzxcLBPOSzIVIdsKazBHrcgdsKOywKbeVsi23x46uI3Z1aB0dUR7mNZVL5wliMa75lATjQxyLScNe/xXRUjdtltL9F8Ts2yelFmeBZpEjRB+1Qv/LeD7O52DJP3aVK2egfpU4JpzVRQvzpdNQ5X1qxLL6xdPQJKS1BKYFns8d5/4ThDX3XyG2RUv1hTeheeG4NM5Z9/IJ6BHRhjfOwOg6c+00zG+eh63aZbhqXSeYr8BV/RI8Na/AV+c6AuQ3EEw4hypvIER2FcFaFxGmfQFRhKRIJLdjtN6Sum3nEZ2HLc8qxLMWaq20UUtE11qKMdDqv+K51OwmignoYqObKNK7QcBeQ5X+TbSZq2PYXoEZFwOsepph29uCMceml8krPBvxtqk0K/eYrRKDphoYMFDBqIkaZvl6C1Y6WHUQE40ZYoePuxvmjP1IXmi53WqqjnyiNlX9AlLV3kIGyyKda6hU3iKcb6KecG4mnNuM1dBicgcNhjdQq38VdUR+lbGYJfwGMuXEM/+9SVoXEKtxHpEqZxB+4yQirx1H7NXjSCOii9Qvok52Hc0Cz6aqmHBVYDHQBOtR1tgmNAWe1zNcCGcHrGQ4Y5cQflDqJ8H4XoE37ue74wFhLMY8Py4gpglnKWUBeFoZjOfVoXhY6n84WRizJ7psZ7pJ2BZdtzdS+INOdsRaAp8/3k6KWJ9ZdNueDDfHRJg55mL5g08XLckEZraYDZvPxwvEA+JTzG4tQHrUdVtgWXSnXuZ7F8tWHe0TIBalGMss8CxKqbs1jxUt1iJLRLSIQLVAsZgNWyBawFyAWWBaoFkAXEwcJh4vZtl+wIuWALs0s/YrQB9NFraRR4QLOAsMFxLPAtl8TlEKOItIM27zmD0BZzE2WhwvZi6vCMOjyhgclEZgpygcB+UJeNyQiect+RKcn7YX4GlHPkHIShixLGbdFi3PAs/btUnY4vZOTSr2G7NwvzUP91uKiGhxvMBzGZ711OJpbx0edVfjEfF8r7McD3uq8PZICz6Y7CaY+/Dp3ADLXny+MIjvN8fx3cYwPl/sxs/7Y/ivn93Ff/lwHz+sDOBxeyEe8j2931+KjwbL8KI9G++05eCDngK8312AF9y+35CGlcIIVrLdMBXlgalIdwyEOaE/1hkjaZ6ELCHNz3SW23OsICzFE9Ap/FzTw3A3NxZPypLwTmMqK8ol+M/3+1gB7sB7jTH8zngiFD0axEzvpfzM+Fk8acnDk65yPGXF9NlgGx71d+DhQA/u9XRhu7kFK7UNmK2oxVhhBTpTc9AYk0okJaAoMAI5XoFIcfFEjIMLvK2tYWdmAjMDQxj8imcj6IiWUdHyrGchRU/gmXDTUZhKeFYQzqLb9m8nDDvqtn0E6d/iWbRI31bT/rXb9tGEYY58L358XzFphUgrbEBRfT+qOljhbZ9BVecCagjoIvG/3tW9EpxjcioRm1OB2PRiVnAJqIBoeBLPAYRzZHw2Erk/m2gurelBYXU38gju4oYBVHVNomFwAS2v4Nw/f4Ch5YcYXnnEPEH/4kO0T4plsFZQQbjn1g0jsbAN8XlNCEutgEdEJuz94mDjHQFbxoGv6RocTzQT7yEpcAtKktZ5FnH3TYCLdyzs3cJgbu8NPTNH6LISrMvPUaZnzs/QjBdlM+jKLaDUt4GhsRPx7ASFsb10rL65E5QWLlCaO0NBOCuMHfjZ20JP3woGfLyxninM+B1YGZoR0EawMpDB1kAOOz092CoUsNKWw0RDBj11begQz1oamtDU0IAuY6CtxQu9Eh4GCoSaaiPVxRSlYT5oTE5AV24RBstbMFo/jLG2eYyx4jMx+AATEy8xOfchJhc/xgTBPDz9AQYm3kPvKJE88hKdw8/ROkgQ9z1CQ+8DNA08RmM/cdxzn98hK0pdd1HbcxfVnbuo7thGVfsWKlkJKmlYQH7FBDKLhpgBZBb0IT23G6lZ7UjJbJWSmtHIshLxyYWIictCTHQqIsPiEeYbhkAXbwQ6uMLfyhaBFpYIt7JAhKUZws2MEG1hgHhrBRJtZEixVyLdQQ/ZzgYo8jRGha8Zyn1MUONvisZQC7SGWaE1whKdMTboS7DFcKI5RhPNMJlsyb9VayxkWGMpw5bXB2ssp1vxb9EOe3mOPDc64m6+PR4WOuFJiSuvC854Wu6Ct2s88X6dNz6o98KHjd4Esjc+bfNhvPF5hze+6vbBN72++L6P6ffHDyMh+H40DD+MhuPH8Qj8JKA8GYWfmJ+novHLXCz+tJiAPy8l4s/Lifjr1RT83UYq/n4rEf+wlYB/u52If08k/wdi+Sj/cZ/lfir+HfOvd1Pxt9sp+PNmMv60mYJfNjPxy1Ye/sj8spmLH1Yz8c1CCr6aTsAnY9H4cCic57kQvE3QP+X7ftjkjvv1rjiodsNemRs2S1hZK3QmmF0xme2K4XQXDGV4YTArEIM54RgtSsR0dS5WWiqw0d2EjZEhrE/OYHVyAWvTy1ibWWflfgNzY2uYGFhCf/sUWqv7UFvQguK0KqSFZSHcPQretv5wsfCAg4kbHIxF6Q0niwB4O0YhxCcdkcEFiIusQGJsLZLiGpBC9Gam9yC7cAjZYrxx6firTCCvYhpFNYsoqVlGecMGqpp3WG6iuHoFeeULSM2bIpxHEJ3ej6DYVniG1MDWvQAGFgmQGUVAUxkCNZk/NOQBrFj7Q1XHFypaXlDR9oaGwh9ykwgYENCm9kkwc0iGKWPmmMgyDoa2UdC3CoOeVQj0rUOlUkRhGgiFYSDkjJY+n0vuAhWFAzQMHCE3c4KhpSOMzW1gbir+s4x/8/y7NdTUhFJFRcLzLdHae/o0Th3/PwfPYrmqs2dPSS3PYtIwAWYx5llLW1Ua/6yuoQI1NRXcuiUmDbsstTYLPJ89exZnzoicl+AscvbMBZw6fR5vct/rp89J+T0B/drrh3g+RjxfOHMMqldOwUTzMtyNVRHlpERekDXq4h35W3LHbIkvZsv8MVHogxHWvUZYZxhgnaOrwJ949iOefVCd4Y0qpjLDF5WZogU6AjW5kcR0GDEdjKZ8MaN2FEZqYzHVlICljhTsDmTg/mg2Ho9lEc3MRDbenS/E+0tF+GC5GB+w/HCpGJ+uFOOr9TJpcq/vN8vx41YFft6uwh93q/GnvRr8WSwRtV8jzXgtlob60706/HIgJvIS3bFFS3IDfhRdrV/l2/0GfLPXyLTgq61maYzyV1vt+GKLWN5sx8frHfhgnVhe78E76314sdGPp+sDeLI2iEerA3i4OoR7S6M4WBzH3sI4tmfHsT4zjtUpYnlqGlMjExgbnsTYyBxGRhcxNLyI3oEFdPbzutc7h8beBZ6T51HTNctz8RzPwwu8zi6ivJV/F0RycbO41i6hsHEZhQ3LyGVymlaQTURnNa8gtX4BidXTSKqe4fY84bwkzYZdTPyWE8PVYw+Y+6gcvYsqwrhy8AAVBLMYs1zGVA4ION9FzfA9qawgpEv7dojmdeS2riCLaE5vnEdqwyyS6/g6tVNIqZ1GhhgrzdfKbllGNt9jHiEthZgWZX7LKjIbVpFYtYzokjmEF0wjOHcKPikjcIjogblvKwxd66FvX8u/q0roGFRAW1nG63AZr8NENMGsLaKTDx1GVzcfckapmwd9nRwYEcpm3LYUs13L8mGnKISjLBsuOmnwkGcQyhmEchqhnIpwZSpimQR5EpIVCUiTxyNbFodceSzymVKdKFRrhqGOSG7SiUC7Tjg6dcPQoxOKQW1CWScIE4TytKYPZjW8sKDpzXhhWcsD67q0ihQ3bOi4YlPm/CqO2FI4Ypvnjh2BZaJ5R2GNXYUtDuR2uKtri3u6drgvO8wDHkM8n5VmuxYTdglA3yR4xaReYt81YvgqcXzllOi6TSTz9q+RwPw68Sy6bgs4ixZo0Rotbh+TcvOswPSbh2gmgG+fP9wWuUMMqxDRosu2umh9ZtQJaBFNkYsEMiPWb9Zg1N46Ls2qrXP1DHSvnZW6a8sYBaEsF921CWiBZrMb56RZta1uvyXFjttOt8/BVfUCvDQvwV/nKoII5xDFdYQSzqE6FxEiJsnSfAtRuheRoHcVKURmit41ZOhfl/BcYipamDVQZ6ODBlsZGm110WCjzdtaqLE67LZdZn5LwnOFuQpKjW6jWEnEEs8NhHc3sT3Bk9oy8Sxan9dcjbDmZoBNAWJPI+x6E9LE8LybCSZtFRg11SKe1TFtriHhedlOjlUnfYKbeA51xoNoQi/EEVNupmhj5abSRAOl+nek1u56QrnVXBPthHW3hRZ6rLTQbabG96COTkK/le+xjdhvtlRBpfFNFPDfm617CRn8HJLUieebJxBFOMcR0InXTyHj5hkUE8+NhHivuRZG7HUw7amHlVBzbMc7YJOoXRVjzpjFVAcsZxK5OS7YL/TC/RLCucgL9/LccC/bDQ9zPKVZtAWcn5UF4mlFEB4S0ALOj1g+YinGQR/kiNmvnXi8Bx4S0Lvprgx/7ETrulhqKvlwqSrRZVu0PE+y0jYTbYvVVOI1V7RiB2O/IJBQFTN/H3aFFtgVUJ4TY6XF2s7EsUCz2CeWsFoV3bRFV24CWbQsCwwLPIuJvkQpungfdb0W9x21TEtLUBG3Aueim/dRC7TYFuOeBdAFvu/x/YhlqgSaRcSY56Mu2/ulh7NuSxHjmsX75vOKiK7gUvdt8R8ABX7YzCHmBbYFoIuI7GK+dlk47lZE415VHB7WpUl4vi9angnVx21EdEuOtLbyXn0qNqsSCOZEacmqB62ihTkdu3XpEp4PmrKxVZuJ3YZc3Gsuxj3i+e5vstdajP22UjzoqsLzwSa8P9FFOA/ii8URCdDvj3fgo5kufLncjy+X+vD91hD+4cUS/qd3t/DtxiDem2rA28OV+GymAX97dwh/c9CPP2114a93evDDUhM+GinHu4MluNuSjrEUbwyFOmCMcB4Ic0BnhC064+zRn+aKEX6eM1m+mEn24PfmQzRHYj8rHDsZYcRzIp4T4O91Z+PHqWr8m81O/JuNLnwzVIq7JZHYLorGo8Y8PO8U47db8Wx0CO/NLeDtuWW8nF/Cs9l53B+bYuVgFGtd/dIEUAOldWjJKkZFXDpygmOQ7heMFG9/xLl4IESsJ21uDltT40M8K/QgJ4Z1ZGLtYWMJeTI9K6lrsdLQGnJ9C8iJN6UB0fcKz79tdRY5Gu981Np8BOc7hPMtVU3c0dD5R7Nt27n7wzskTmp5TiusR151DypaJ1BBPJe1zqCUKWycQmZlD+Lz6xCVWYbI9BJEJOUhIDIZ3kGxBHQUgiNTiKxS5Jc2o6iyE2W1/ahsHkENIV7TNY2a7mm0DK+iY3Kb2ULv7AFGVp9ifPMFhlefoX/pCTrn7qFxdAtVvWKCk3Ekl3QiOrsegQlFcA9JhZ13NMxcAmDhGgBH30i4BMTAMzjxsMU5MAkufkSzTzzhHAdHj2jYuYTCwt4XhsSwrtICmjJTCc3aotQ15edsDpnCkoAW/zEhusWzND0EtJ6ZM7edICec5UaiFcoOhkY2MDKwhJHSFMYKfmdKAWcDWBvKYaWnw4u7Dsw0tWCsrgV9wlmmpgk1VXWoqmmwIqwOTVU16GlowUqmhJu+EoGmcsQ7miI30AtVcXFoycxHV1EDest70FM9gu6GOfS0bqK7+wBdxHD3yHP0jL9ziOX+J2jqeYj67vuo7WRFqGUHpY2bLLdR1rSBovoVFNQs8ftckJJfM4vCilF+P0PILepnepGd34n0rCYkpVQjKakc8WKirshcxEbmEEP5SI4vQGp8LtJjU5EaGY+k0Agk+AchwccHiZ7uSHZ3QrKzHTJcrJHjbIV8JwsUOVugzMUcVR7maPAzQ5O/MZoDzdAeZI4unvd7w83RH8GEm2A02gxT8VaYTbTCHKG8SCivZNlgNdsS63lW2C60x16JE+4RxPfLXfGgzBkPuf24whXPKt3wstoT79R64/16PyLZV5pI6yMC+bNOP3zRE4Bv+sSEW2IGa2Y4BN+NBEtjk38cZyZE1+jD8peZGCZOyp/mE/BXC0n4E/PLXDx+mU3AH5eS8FerqfjzSgq3CeDlFPztejr+1UYy/n4zCf+wk4x/s52Ef72ZQFTH4e8241km4G+J5b/ZTMNfbWXiz9s5+PNuASv7Jfhppww/71RLa8R+v1GGr5bFzMAExEgyXgwk4ElPNO63hmCX/67Nai+slLliscgZs3kumM11xxSvcaOZrujjNagz2Q3tyd5oSfJHfVIwGpKj0JaTiv7yEkw01GOqpRUT3SOYHV/D8vxdLM3fw9z0XUxP3cfk5H3092+jpWUBNVXjKMrvRWZKE2LDihDokQoHyxCYGXrDVN8bJgY+MDPyh7V5KOxsouHinAJv7zwEBZUhNKwGoeF1iIhuQnxSNxE8iPjcIcRk9UuJzR5AQt4wkgrGkFw4gbSSGWRVsuJPOGdWLCKpaBrRmcMIS+xBYHQbvELq4eBVCjP7LAI3nrCNIJDDoKkXCplhJGS8rSkP5nmPiNbwgZqOH+8Lhq5ROP9uo6FvHs0yio8NI6qDie8APoc31BTuuEMg35Y5sXSWsCz2qSndoaLH/fqOuGPgAHWeA3StHGHk6AJzJxdY2dnB0tIcViaGBLQM+hpq0CJgVa5cweVz53DmJGH8Cs9izPNx3j4mLVfF/ccO13k++cYpHD8mAE1MC2S/gvPrxKxYPkpaQuqN13Hm7ElcunxeGvd81PIsJgwTUVO/gzt3Dlue/9JVW7Q2n5fyK5zPnpfwfObcRRw/fxGv8/bvThDOfD8Cz797/fdEPPF86vdQJ57Nta7A00QF0U4K5AaYoybKGj0p9phg3Wuy2BvjxPNYoR/xHIi+wkC0EM31mQLOfqjKCkR1djAqc0JRzutoZU4ck4Ca/ATUF4olqqLRXhKNwep4zLemYasvB4/Gi/B8qhBvzxTg/fkifLxShg8J5Y9Wi/Dpegk+3yzFl9ul+GanHN/tVOBHsXQU84sUYpnln+4Szwe1hDSxvEss7zbhF+bnnUamCT/tNuP7nVZ8t92Grzdb8cVGCz7baH2VNnyy0Y1PNvvxMfPuag+eL3bi8QKz2If7C324uziIA0J5b3kcO0sT2FwYw/ocoTw7heXpGSwQy7PjM5gcmSaYZzAsWpZHlnienkezmDOkcxZN3Quo71pEZcccClsmkdc8RgyPIrtxDNkNE8wksuunkNs8j5xm4pR4zSaeswnmnKZVQnUdOS1ryCGecwnUHAI3h1jNJVoFdou6NlDKv9/KoX1UDovsSaka2UP1iAD0PQnIRd2byCeyCzrWJSyXDwhQb0vdvPM71pDfxufm66fXzSKRYI6rnURM9biUhDoCumkOGW1LyGoj6MV4aNGqzceLFuui7nVkNS4imdea2IoVBOdNwzN5CE4xfbAN64RVYAeMPZqgdCCcraqgY0ww65VKcJYrKiDTLoBcKwtGsjyYyvNhSiib62TDRp4LB8ZRNxvOhLI7t70UOfBV5sFfmYtwvWzEKdMRL0tGnE4CErXjkaYbTyQnooBYLtKJRBlxXKUbiXrdCDTJI9Aqi0SXPBw9shD0MQOyYAzpBmFYNxBjPIdM6/hgQeaLJV1vrOgQy9p0A7Op5YotbTpCh0Zgdri9o+2CbS2iWdsBWzoCzdzWpWl0bBkbbOpaMzbYk1kTzDZ4wO3f5lc8CzTfOHdCyhGej24f5fpZMXmYiGhJFjA+9grEbxLKAssCzYeIFqWEZNGafATkK6KFWWyL7tpidu2/wFlTjHkWJaP1Cs9SLpw8BPSF49x/UhrfLLpqy1mKJamMbp6H0Y2zMORtsRyVyVWeSLhfjHO2viPwfJZ4PgM31fPw1ryIAJ0rCJFfQ5jiGiKZKNkVROpcQpT2W4jWuYA4AjpRdhkpiitI17sujXkWs20LPNdaa6PeRpd4JqJ/xbMGqghRAehSolS0RIv1nwuVV1GuvI5aw1vEqgZGHJRY8jDDmqc5VsUY6CM8exhiz8uIMDbDCnE952SAKYJ5zFQD4wTwNAE8a62DeVs5VlyMse1ng4MwF+wy60EENG8P8Dl7XIzQJ8ZOe5hi2tsCM3y+GQ8TTLkaSHCfdFFizFmGATs1Rh09thoEtCqq+V5LlFeQx393hsZbSFE5iyR+Xik3T0utzrn83Mq1L6PF4A76LLUx6qCLKQ8FloII/lg7Cc9rKY4SnpcznLDBk/VmPvFb4EEIignAPKSW5/usLNzPdMd+hiv2CWmxVJXoti26bB/hWcBZ6sqd50ksO+Muj30g1lrOIj6J0l1idYeQ3clwJ6BdJECLzMbYYjbWHssprtgQazqne2M9g8+R5y/BWUzSJbAr4DwVSWhHWUlwFggW6z7PC0wTzBuE8yqhPp/oIC1rJe4/Ok5AWbRKi1I8l3ic2C+wLVqSBYalrt+vAH3U+nyEZ2mNZ160xFjne7/Bs4iYAEyaMExMHsb3Kx0rWrXF8SwP8Uxgi/HN4nVEC3RJIDb4GW4W+mK7NBT7FVG4x4vbg7pUwjkVu5XJOKg9XMNZTBgmxjiLLtrrFXESnsWs26IV+l5LNit33F+ZJAF6tyEH+00FBCwR21qKe+3leNhdjWf99XjUW437nRXcV8F9NQR0M94Z7cR74934aKoX74y08nYrPiagP57tIKJ78Kd7U/g3767hp3vj+HCxFe9N1+I7gvY/vDuP/9una/hfP13H//b5Jv7jyxn8vNGOrxYa8eFEJXGfjul4d/T4mqHV1wRdkbbo4vfUneyEcX7OUxlemEsVk6+F4FlFAh6XxfO3FomD4hg8qk/D2515+HK0Cn+z2oX/me/h3+9N4MfpDjxsKMK9ZjFb+CA+WFjFZ9uP8enBe3h36yVerD/Ck+U9HMyuY3NsCYsD0xhtHUBXZRtqcytRmJiDlJBYxPkEIcrDB2FOrvCztoGTiQksjQxgrNSDUlcOHeJXS0sJTW0imtCT61sRdjZSFISbkoDWN7SE4tWEYUctzwLQRzkC8z8F9G01Ldwm6u5o6UKL8DOytIeVsw88AqOkpaqS82qQU9mFUl7gy1qnUNoyjZLmaRTwIp/xCs/h6aUISy5ASFwW/Iln37A4+IXGIyI+E5n51Sip7kJ53QAqG0dQ2zaF5r4lNA0so4HpGN9G9+w+umcO0L/wUMKzgPPgylP0Lwo8P0DT2C4qe1eR3zSJlLJu4rlBWsvZNSgJNp5hMHVgRd7RC9buAXDwDIarXxTff8Ihnv0T4Sq1OsfB6bd4NnWU0KyhI7pr/2M8i9ZnuVJ8toyhNQFtewhoEwcoTOwhJ6rlvE+Pn7+hkRWM+LkbyY1gws/dTK4HC6UCpgotmOpqwERTA0Zq6tBXUYdCRQPaqhpQfYVnVe4XeNZX14SNjgKuegriWYYYB1Nk+XmgPCoKDanZaM+tQmdRK9pLe9BWOYrWujk0Na6gvmUDDR27aOy6i/qOPdS0stLUuI7yhhWU1i0TxrPIKRlHdvEIMgsHpTWRU3O7kcEyK78POQXdyM2uR3ZaBTKSS5GeVIS0uFwkRbECEpaIuKBYxPpHIT4wgr/TKGSExyA9NBqZIWEoDA9FUag/ioJ9UBjoieIAV5QFOKHC3xZiFusGPyu0+Fuhzc8Cnb4W6OP2UIg1xgjl8UgTTMaYYzbOEguJllgikldSLHjeN8dOuiUOsm15PrfFw0JbPCm2x7NyRzypdsTTOhe8bPLEu60++KDd/9d82BGAj9oD8XF7ED7tDMFn3WH4sjscX/aw7A/Cl4OB+GaYWB4Lww8TEfhpKgo/zUTjD3Ox+FlkIR5/WEjAH5YS8PNSIn5eZOaTeF8Kfp5Nxh/mU/HLYjp+WUjHj7OpTAp+mk/DHxYz+Fjum0vDTyz/uEwQr6Thr9fS8LcbGQyRvEZ0ryTiT6uiS3YaflnLxM9rufhpowg/bpfj5z3RrbQR3+2xUr/fje8PevDlVhs+XW3EB/M8J44V40F/DnY7UrFSG40pYmWU5/ghXvvEf/z1pLihK9kDHYmeaIpzR3WkG8ojPFAW6Yfy2DCUxcWgJD4RFWlZaCysRGd1K3rqutHDv8PhoW1MTj9kHmNk4hEGxx5hYOQx2nsOUNu0htJKgjZ3EAkJrQRxKdxc02FhHg59fT/oKRk9P24HwtgkDGYWUbC0TYKjaxa8/ErgF1zFVMM/tBZB4U0Ijm1DYEI7/ONa4Rfbcpi4FvjHtyEoqQPhGX2IzBlANEEdlTOI4PQe+Ma3wieqEd58Dle/cti45sHYNpUAjoW2QbgEZx2WSuMY6BnF8NwXDm3tIGhpB0JD2x9qun5QkxPJisNoyn2hruvJ/R5QlxHNOi64ycrudS073NC2x01de9ySOTD2uKN0hIoBMW3iBFULZ2jaOUNGNBu6usLcwx0WLg6wsLMkoE1gZqiEgY4mdFVvQ/36dVwVLb+v8PzbCcPePH6CmBYtzbxNPJ94/aRU/vfx/HucPnMCFy+d+82kYTdetT6rSS3Potv2zZt83at/aXkWgD5c5/lwzLM07llMGHb+Ek4Q0MfOHOH5zf8DntWIZ1PR8mx0B5GOMmT7m6EqwgbtCfYYyvbAKNE8xHrDYEEQ4RyGrgIx5jkcNVnEckYYwRyJitw4VBQkvVrfORvledmoKsxBXXE2GotSeS5LwRDrE8sdedgfKsaz6Qq8N1eBDxfK8PlKOb7arCKWK/Dlbjm+3q3AN3uV+I5A/l6MU2Z+ulsnRcyMLc2QvVeFn5gfd7lNLP9hswU/bbbhB6L4u7U2fLNOMK+344v1Tny23vX/oewvgyTLEivxs7E4syoLk4LdPRyCmZmZmZmZmZmZmTkiqTKzmKmLWq1utWA0Go00u7ZktrZgtmt79twXmdUl/bWa2Q/H7vPnz59Dhj+/v7yETzf7ifN+fLAxiPc3BvAey0cbo3i4OclM487qOA4XhrE3N4Sd+RGszY5gdXYCq/MzWFmYw9LiPBYI5vm5JczPr2F2ZhOT/I0fHVvB4MgyeoeW0TW0is6hDTT1rKCibQ6lRHFJyzyKiM/suklkNIwjo3nsSSaQ0TSJzOZpZPG3Na9jCfmEaUEXcdxNKHfvEKl7KOrdJ3p3UCKNQWZYlomJvMTSU6LFmZCtGthBrRjDzFQP7UipHdlFFW9XDB+gnMgt4vG5bStS8jvXpZZmEYHxQj5nkUB5+zpyW5aR0bKIpNYFJPK1JzHpAs7dfG18nkKmZGgPVWNHqB4VCCeeB7Z53iWk1iwhpmQZAekTcI7uhnVgC9HcCFOPBmicqqG2qeR3uZy/seW8njDqcpiqymFlWAB7RTacldlwU+bC0zAXfoaiJTkHocoshBtmIlKZiRhux6sykaTm75U6A7nqdJQTyuUKXvPk8XRGHOoV/A01jEM7sdwpj0AfMygPxwivExOGolU5HNPKMMxoQjCrDsacKhjzqiAsqgKwrPQjmlmHVxLNSjrEkGDmNeNA7iblUO6OI6L5aQ6J5wPuE/ftG7riQOkmIXqX15UdZpfXFZEDpROOCenTn+IgtUT/Gzw/xbGA8tMW6NvXLtdgFqU4Tsprl92sBX6fRvuamGVbtDALQP+akBZ4fka6z+DNK5BffxmGN69BcfMV5irkBK+cyJUTvLInEWOYRRRSnoecWJa99pwUsS32G75BQPM+FS8YJjeuSjNqi4nBbG69Asu3XoTZ68/BgscJQDvcfhmuxLOH1kvw0X0ZgRKeX5e6akcTzYmaG0gxZojoJOVrSFS8ggSDK4jXewkp8mvIUL2BAuObKLcQeJYTzwoJzy2iBfoJnhvtDdDgoIc6ex7D1NnpoEp0ida8jnKm1ugG2vj4EUcxcZglNvyIZ28LbHsTzALP3sY49DHBnu/lpGKbBO+KixozAtzmOlIL9Iy1DAv2Su43wYaPNbaDnbAf4Y7DWG/sJvhgLdYTi5EuWIlwxma0O/Z4+yDWHfuR/CMIscN2qC12wlnhCSHO/YyIag1mvFQYc1eg39kALZa3UKm6hkKDq8zLKNB7BQU6V1Gm/ypq+Fm1mWphUMDZWUOMG2HR3wgrYXy98fbYE2OScwnZLOI1x0XC814xgVviTVR6SXi+V+6HhwTyIwLxTpG/1LL8FM8CzfeqQ6VS3BaAFjN0i3HPh0T5cZYHznJ9cEEwnRKmJ4TosehCnekldd0Ws27PxztgQcyqLZaCIp63cgOwLbpvC2iWBGGflZen6H0K7qdLXQncrouWbDHhWY4XVjKJ7HQew+cVS1sJPEtdsMUs3MTyfrYP9glzAWJxTrH0lEC3NEt2IfHL1ylankUpJgwTrdaiW7cAsWihlvAsZswmhKXX9mSiMNGaLC2HRViLVmaBZmmJKgJaQnTZ5ePOKiOkJbNOqiNwVM3z1EXitF7AOYHbiTgSE4JVp+C4PhMnDVnYJ4p3qpJwUMd9BPShSFMGNqt5bEsW7vYUS3her0wimvOJ5hIct5fisK0UR+1lUovz3YEGPBprw8PhFpwTzkdtRHVnHe4PtOHRSCfeHmrHe+M93O6Qlq/6cKYbn8wTwgLPp7P4b+9v4e/fWcUn6514Z5o/qrs9+O/E8v/ruyP8f747AX44w//98x38091J/N3pCP58Ooq/2u5hxTsHi8me6A61QG+MLXoS7NElxk1muGGc//ZzqR7YzAngZxaNe3x/9xpScFKThNOGDNzrLMD7g5X4dq4V/7Azjn85XcS/nm/gy7kRvu5+3Bub5Y/wOT49+wwfnH+DRyff4P7+xzjbeht7S2dYn2FFdWQNgx3TaCU6q4qIlrRSJIYlI8InFEFuvvB3dIWXjS2czM1ga2IEc/Vf8Gwg8CwzlqD3FM9GZgQ08WzEmIr1n42IP7WpNNv2v1+eSrQy39aR/RtAS63RjBjzrC1XQm5kLuHZ3uMveE4trEdedQ/K+ANf0T7DzKGCgC5unkF2zQASiOfwjHKEJOcjKC4LgdFigrAURCZlIjm7FMVV7ahvGyOaZ9HcS/QNrKNrbAed47vomNxBz+whBgjngcUzDK3cJZjvYXD5DgZX7mNw9QH6lu6ideoINRKe55BZNYC43GYExBfANSgJth6hMHPwgqm9OyydvCT4u/hEwCMwnhXuZLgHpcCLePYKSIG7hOcI2DkFwOwpnuVm/Lws+HmZw0BuAYXCEkqFNdQqewLa9skEYjbSjObSf1YITBvzPiNbaHi/Ce83VZvBTMl/L7mKP/xKaQyzmaEebzP6ejATrcvaulBq6UIm4MxtHe7T0dKG7LYWTLR1YK8vZyXBECHmCsQ7mCDXxxUV4cFoiE9CW3o+OnIq0VnYjPbSbjRXDqG+agxV1eMor5lCef2ctIat2C6tHEdJ+QgKSwaQV9CNrJwWpKXVIDW5AsmJJUhJKkZGSjlyM6pQlFWOwuQc5MelICeSMA6PkWayzgwOQkagPzL9fZEb6Ivi0ABURAWhKjoIFRG+qAr1RHOUN1qj3NEe6YbuaDf0xrpgIM4ZI/GOmGBmxWSM0koGDljlNVVMmrib7oL9LAcc5NjjiEA+K3TCvVKiuNwNDytc8ajCGe/VuuGjRg982uKFz9u98U2nL77p9cfXw8H4aowInoyUxhp/PxNPCCfg++lElkn4cToZP84w0yn4YSr1Mtz+fjYO389F48d5gnkxkehNlnD8hzViltD9w2Y2/kDQ/mE7H3+9k4+/2inktaIYP6wV4LvlQny3JMrL7W+X8vH1fI6UbxZy8bv5XHwzm42vZrLwNctv5/Pw7UIWvlvMwg/L2fie6P7dQhqPT8M3RPfXyzn4iuf5YrWcQKhlRb4FXxLKXxwM4oujSXx5usAs4pP9KXywOYpHy/04n2rDwXA9NrrKMV2Tib78WLSnhaApwQ/1cb6oieW/R2wAKqMDURIRgDz+W2WFBCIjNAw50YnIiU1HRmwmcpIKUZpTh/qKbrTUjaCFleGuvj0Mjp8xF+gZOUfXyAU6Bi/Q0HWE8sYt5JcvIDVnGNEJ7fAPqpQm0jK3jIFaEwyVOgiGjFITyu9HBK9FUdIEW9YEtItnAdz9y6S4+ZfCPaAMXiHV8CKmPYlqj7AauIXyfCEVcAgqhUt4Fbxi6+EdxyQ0wCu+Hm6x1XCJrIRLWCncgorh6JMLa7d0GDskwNAqGjLTCAI6HIamUfxuxsLINJbXvyioWCFWEs8y4lnHwI/XNl9o6Xnx2ueBW9ruuKntils6LtxHJOsRzfqOuEE83zLkbY0btIwYYxfomBPN1h7QtfeAnosnDLy8YOjrBeMAb1gF+8DG3x22no6wc7GBta0JzI2VMJbrQ377Nm689hquvvD8T0tViW7bAtD/vtv2M796Cun/CZ5ffA7XWE/+93iWK/T4m6D7U7dtgeenrc4C0GLmbbFU1U/jnq+8iisE9PNXX8GzL13Fr59/Ab8knn/J5/wVn0fg+ZUXfg3tN16EqRjzbKKFCCclsgKtUBHthNZULwwUiLHOsURzPAbKk9BXnoqu8nR0VOSgsTQbVYVZqCjKRXV5MWqqKlBXU4vqigZUldWhtqIWTVU1aK0qR09tCSZay7AxUI3TiTo8XmjGJ2vN+HKjEd9tN+LHgyZ8d9yI3xHG3540Mk0/SzMR3YbvT9qedL1uxdeHzfiKj/lmrxnf7fXwHIP4Zquf5+vDZ2t9+HClD+8vD+CD9RG8tz6Gd9Yn8HCdUF6bwv31adxdm8HJ8jQOV+dwsDKPncVZrMxOYW5yHNPj45icmMLE5ByzgPHpZYzNrGBkegXD0/xNn9xE39gWeoY30N6/Qiwvob5rCbVdq6jsWOFv5SJy62eRxWQ3zLNcQFrtLLE8hYzWKWS2TyO7YxY5nfPI6yaaie38njUUSLNd76B4YB8lA4coHjxkeUA470irHJR1bqJUKsUEXuvE9DqK21dQwucs71l/Et7Xs4qKPt7H8+UTzQVMHo/NkrpjLxHHS8ht5/PxPKIbtihF9+sSory4i9cBojyrdwOZBHMmnydHTD5GNJePHKCCYK4ZP0L95Anqxrk9soeK/k3ktS4ipWIOUVmT8I7pgZ1fHcxcy/n9LYaxbSFMrAtgbl0Ea6tS2FtVwJlxsayAh1k5/EwLEWqURSinEcqpiFVlIEmVjjRlKjINk5GjSEauYSKKDJNQzLJElYgydSLqlXHoUESjRxGJfsNoDCmjMMqMK8MxZRiGOWUo5g1DsaQIxYoiGGtSArGqZIwCsGrsjzWjy2xo/LCp9sO2miZSEs0q+ocY3jd0wxFhLHIoSoJZwrOCMfRi6BSlN4HMur2hB/aUrOcr3bHDx+6o3LCrpqekFmlH3u9wGQW3GeJZgPhF3HxFtC4LPIuZtS9z8+XncOsVgegXCOYXofPGFei+KdZnviq1Iv88TwH9tCVaRGBazI4t7hezaCtuvAK11qvMNahuX4OS4FUSwIaEruiKrRR586W/RMyk/frTEM5Es4KQVrz6LJQsTW689GRisNf+Mqv29ZdgQ0Tb8Jz2vN/l1kvwuv0i/LSvIkj/GsLkryGSgI5RvIYko+tIM7mBdEZ0005TvY5Uw5eRZPASkmQvS7NtCzxXWOmhwZ5odlKhVUQC9CWeJUA76qOBqWfqHHRRaXEDJZrXJECL1udm4rPPVoEZdzOseFlgw9sS217mxDPR7KnBvlj32ccIO/5m2AsQy1eZYNHREFN83nFzXUxa6WPazhDzLsZY9rTCqr89tkJcsR/tg91EP2wkeGMthgBkpWgrhn80zCFvH8aw8hPBf+xIB5zEO+Mo1hE7EdbYCrPCJkGyGmSKeV81Bh310GT8BirlL6NS9goqZNdYvop61VvoMtfCiL0Cc+4mWBG4D+HjI62xGWOD3WQnHBK5B8TwZq4rVrIJ2FxnbBXyNZTwD7PUm+gjniv88Kg6BO9WhuN+KUFIOEt5MtO2aH0W45/FbYHne6VBOBWThYnKW5oLjonWU9F6S4wei5KIFstJCTiLicOWk12wkuqGJWaV+7fzRXfoYGyLbtiF/tgp9MMOHycgK8YliwgQi9bjdYFoInmDeF4lmJcI9hXiTNwWMJZan3nMdhq/RAS7mJH7nOcW3bQFoEUL9Roft5172YX76aRhArwCv2LMs2iRFoAWXcgFjgWCRSnGOT9drkq0QIvbYiIx0dIszrPH9yu6bUvduEVrNB93XhUprfN8VBWO/cpgHNaEE4vxuGhOwUVLOsssnItu2GISsLoMbBPF6/zx3KlKlMY6HzVxf3MmDgjok9ZsYjkPB83Z2G3gvuY8HLYWEs4lEpwP28pYluO0uxrnvbW4YMTtg5ZyIroej0e7pPwc0Y9G2vH+dBc+XejDd1uj+PP5PP75/W3884c7+GSljefKwaPRYlZKG/Hf70/h//HpJv7fX+7i/8ny//LuEv7P7y7j//B4Cf/tfBL/uNOPz4fKsMPPY4b/HhPMMP8eeqKsMCEtVcO/AWZDLE9WFY2z5mQcNCTwPfKzaMvEg65cvDdQgi/G6/DDUg/+ZmcS/3CyhS9XV3F3agn3V87w9t5HuHvwNe6d/BXO9r/G/voHWJt/gLmJEwz3b6G9eZYViwEU5bUiI7kMkcGJ8HcNgCfx5y6WOzK3hqOZudT110pjDBOlBmqFEQFtxAqh6LptKXU3VhPQouv205ZnE5YqjZj4ShxjLOFZtD4LID/toi0itsU+gWoJ1wLmhJ9MYwK1OSuCTh5w9hHdthOl2bYzihuQW9WN0qZRlLdNszJAPLeL/z3nj35VP+IKGxGcWgqf2Gx4RaTAJzIRwbH8wUsvQGZRDWHXi6auGbQOrKJ9cAud/HEVy1x1EM+dk3vomjpA98wheuZO0Dt/xvIUXbPH6J4/R+/iXXQvXKB54gCVfRsobJlFenk/ojLr+TzZcPCJhqWzH4xtRJdqJ5jaucLK2RuOogu3fzSTABfGzZchnF08o+HkHko8+/OH25UVf2vIFGJyNVOpVV/fgKXMDHIi2pCANuRnrXiyTJjaxFr6nCVI8/NXaaygUVvCRG0OU35+pjIlzGRyWMrlBLQMlkoZS27LZLDQ1YOJjg7xrA0DRocVbG1G5+ZNyK5f5+/OTTgQ1p4yPYQa6yLeWi4tA1Ti44zqIH80REaiJT4FHRmFaMmuQGNeHaryGlCUW4+83Abk5TWhIL8ZhaLMqUd+VjVy08qQI3WvzkZWXBoyCamMSOI4Mhp5MXEoSUhERVI8KmLCUSFakEP9URrig/JQL1SEeqA6zA11Ya5oinRFO6/93fEe6E/0wECiO4YSXDBCKI/HO2GK35u5FEcspBPKGXa8dtlhJ5e/EXkOBDJ/J0QrcoEL7hV54mG5Jx5XueGdGle8V+eODxu98GmrD77o8MOXRPIXncRyry++HwzA70cC8VfjwfjTZCj+ZiYcf1qKwd9Iyzkl4e82Upk0Jh1/u5qBv13PxJ9Xs/DnlSz8UbQIE6+/n89g0vHjQhJ+WEzAj0sE9lIqfuTxv1/LwV9t5OP3G4X4cbMYP26V48edSvx+p1qaeOj77Xp8S9x+s1pL8Fbjy8VKfLlQic9my/DxdCE+mixg8vHRWA4+GMnCB8OX+XA0U8oHY9we576xdLw7mop3RlLx7lgG3p3KwzvTxXhnthqPl1rwzlov3tsawbs7M3h/fw0fnuzjg+M9PNpZx/21JZwuzGB3fBhr/T2Yb2vGYGUZ//0zUBUfi8KwUGQHBiDVPwDJ/oFI9gtCvE8gojwCEeERhDDPcEQGJCA6OBVRoVmIjS5GWlo9iop7UF0zidr6eTS2b6Kj7whtfcdo6TtBU98p6ruPUd6yj/zqNaQVTiM2rR/B0S3w8Cvj9yaLSI6BQhVCOAezDOL3I0SKoUA0QWtiFQdLuxReR9Jh45IBe7dsOHnmwsW7EC6+xXD2I4R9C2Hvkwdrr2xYuKfD0isT1n7ZsPLPgnVANiyDRLKk0tovDVZeCTB3i4WJM3FsHw65dQgMLEMgswiF3DwMClPGiFGFQsEKsVwWCAN9fyKTaCaYb912we2bzowTtG45QVub0eFtPWfc0mfkrrjNCu4ttYfU2qxv5QEDOy8Y8Fqi5+4FXcJZ388b8iBvGIX7wirSFzahnrANdIGDtx1s+V21sjSCuUoBla4ubr3xBl5+8QVpvPLP8fzr3z6DX/36t/j1r7iPeeaX/2t4fu753+KVay/+m27bYqkqhSGxrtCHvp4utLRu/YTnq1evSoD+D7ttX3kFL/L+51+6gmeefw6/efZZwlk8J5+LeL4iVrxh/V2t8wYcjLQR5KhGSoAdCqM90JARhZ6SNAxV52OwphB9BHBvXQU6airRUleLxpo61FTXo7q2BTX1nahu6EIVr/8VNQMoK+9GRXkn6qo70FzTjO66Boy31mOttxFHo014NN+KT9fa8LutVn4XW/BX+6I3hhiP3IKvjwjj/RZ8sd+Mz4jjT/da8cVBB9ONz5nPDnvw6UEPPtnrxqe7xPL2CD7dGsdHG6N4b3UED5eGcW9hGOfzIzidH8PJwhSO+N06WJzD/qKA8gI25xexOr+E5cU1LM6vYW52BRNTyxganUff0Bx6RhbQPbqEruEldIysoo1pGV6Tlm+s71tDbffa5Tjl9iWUiNmuWxZR3LKC3MZFgnkBGXVEM7dzWsU4YTGeeAtZ7YvI7JhBdtcC8nqWUdC/RiBvMUTrwDZKBneZPZQKMBPPRf0HKO7dR2ErgdvE45uXkd9EbDctSsllshoE0MWs20sELFHMMoevJY+vK7djFVkda8juXEMOEZxLQOeI2+2rEpoLCXGRItGq3bNDBO+jks9dPnKE0hHifWAXhcR8Ud82yvjaqkXrNgHdOHaMJgK6gbdr+boru1dR0DiH9MJxxKYMICCshdcAXj8c82HvkAdH+zy42OfDy6kIgS6sA7lXI869FgluNUhyrkaGfTFyLLNoqGRkquKRTxyXqpNQYRiHankMGgxj0EwktxlGoV0ZKaVLRTATxeP87s+I7ta8FiyqwrDEa9WyYQDWlP7YVAVgi+W2kvV3BWPoy9KHsPXGtsYHW0be2NFcZvdJ9tREsMoDB8TzAa8RIodSiGgRhTuOFR44JpSPmGOlFw5VXhKe90RLNcsd7t8mond4nm2eb4fZIqClKF2xKUKI/+L2a8QxgXv71culo24Qvdev/lbKm1d+jbeu/kbar8XjdIhZCc7XX/7f4Fl0vxZQFoAW5dPtp7dFV23RAq26dQ1qwllEJfB8m6C++Qo0jNHPornxMowIbg2fT0TF5xatzUoCWixJpWZpSihb8/H22gQ08eyk/RqcGRetV+B48yrx/CLcb78EX60rCNR5GSEGryKSeI42fB2xhHEywSzgnCUmzjK7iVxTliZvIYfoTVe+hizNWyg200KNnRzNTmq0OqvRxvx8zPO/x3O9wLPVdZQSo+VGb6KKeK43voVOS32M8sI252aKNa9LPG97EM3uKux7qLHrrcGuvzH2AwWgzbDhZYQFAWgbA4wS0EMW+hi3V2HWzRyLfvZYDyGUI72xFeuNDVaU1mMJvhj+o0a7YIfZi3TCHuG8E0bkhtsSz044JaAPY+xxGGdPSLOMEvdZYslPgxECuoPvv1n1Bhr5+TQp3+DtWxi20edzarAuJjkLs8dxrDNOU/hHSKiKVmFpfHIR/6ALPbGe74o1Vry2ii7xfFxGbJYyRR445f1nBKaYCOwkn6gu8r2cHEzMsE00i9bnp4i+X36J58NMVxwRsicE7BmhKgGacD4jRg9yfKU1ngWeNwjmzSxvLKa4StnM88d+aQgRH4Btwnkr3+cSyE9am8VEXlKrtVgnOo3H5xDTotU52wOLxPN8ihNWRGv0k67bogVZrAN9QpSLUiyBJUAsML6e6S4tX7VBaEsTi4lj+bxP8Sxap0XEfWK8tOiu/XTcs+iCLbprnwoMs5S6cYv3JsD9JKIFWwrP9fN1ng8rw7BV4oft8kAcVEcR0Im4aM3A/Y58phAnxPNRbTq2KhKxVhJDRCdIeBaThu2K2aXbcqSW5z0xA3drDpOLHT5mX3Tb7igjjp+Oc67EIcEsctxRwePKcNxWiXv9YhbuLmK5C3f7WiU8X6YN74y348OZLmnJqt8fTOCfHq7if/fBFiu3ndit4+vhZ7NfHY13+3Lwp/VW/NN+H/7lZAj/x7tT+L+9s4L/K/H8r6fj+NfjEfzz0SC+W2rAO4N5eDiQi9PWZMzwb28hjf+WOX7YLQjEUUUEsZyMO/2ZOOvPwIPBLB6fg/eHcvHRECvNQ4X4fKIKv1voxN+frOGHvS28u7KNB5t3cLH7Pg53PsfR/g/Y3/oWm0ufYnH6HYwP3UFP1x4aahdRUjSErLRmxMUUIcg3Hh72fnC2dCaa7eBgYgl7YzPYGhnBUm0k4VlFPMtlGshkRLHCHIYqa6jFuGcRgu4pnv99y/PTrttPu2iL8imaxX3SMYxMZQy5kSk0FnawcfZkJTcEfsRzbHoR8dwo4bm4YRilzROsHMwS0XPIb5hAakUfogg2/6QiuEWmwzE4Di4hsfCPIZ4zi5BZUo/Shj5pjHPrwAZah/bQNnyItlHimXDunNxH2xj3TRDUU4donzxEM283ju6iefwArZNHaCKcqwf5g84f/6y6cSQWdSEkuRJuRIGVWwhM7cWyUWK9a3uYWDvB0tEDtm4BcPQOZ2Jg7xkDB49oOLhHwtE1DA7OgbB19CGenaVu7jJDE+jK1KyMqqCrK6KBvj4/P30iWmZKQBtDqTbhZ2sBDT9f8RlrNCxVZtAoTQlnY5gpVDAzkMNcXx9WBvqwNjSAJWOlIKANCGk9fZhq68DwNvF86zb0tS4ju3UTqhvXYUVEu2npIFCmg1he21MttZDnYIgSXpurvRxQ7++B5tBAtMWw0pCQhPqkDJQnZyA/MQOZ8RlIj09HTkIW8pKypH15ccnIJZDzoqJRGBWOstgwlEYFoDTCBxURXqiJ9ER9tDeaYrzQHOWOtigPxh3tUa7oinZGP6/JwwmiFdkB44n2mEy0xWySLRZSbLGS4cBrkyOvU47SMm17uY68DhHKhbyWF9vitMQadyvtcb/KEY9rnAlll0soN/jg0xY/QtkHX3Z546seX3wz4I9vhwLww0gQfhgjlidC8MfZMPztYiT+bjkKf7cajX9Yj8F/3YzHf91JwD/tJUkTcf3zfgaTiX/azeL+bPzjdg7+y1Yu/n49F39ey8YfiOjfL2USzhn4cTGVeE7G9wvJ+G4+ld/9LHy/ko8fVovx3VoZvl2vwvebDfh+q5lwbsMPu53SMJDfbffiqw1WzFfb8cliMz6cq8d7U1V4OFKCtwcLca83Fxed6ThrT8E5c9HGtCdL+867M6ScdqXguD2J1zmW3ek4HSjAyVAZTkbrcDrVhbOFEdxZncW9jVXc2z7Eg4M7eLB/B2cbRzha2sX29BqWh+eIjCH0C3QU1vLfPR9ZYcmI8wpHiKM/Ahh/p2ApPg4hcLcNhKttEFzswuDuEgsPj2R4+2QiIKgIUbF1SM3qRkHZBEqqZlHduIqG9h3Ud/C61HWIuq4jVLbt87u+g6zyJcTnjCIkrh2eAVW8LmRDYxZHNAukXuJZqRFoFiGkRWu0cRiPibiMeSQhHQNL+wTYOafClrFxEqhO5nc0CWYOCTC2j4GRHUFsFwmVQySUzhFQubL0iILaKxoan1gYe0XC1D0ERq5BULkQ644BkDMy+yDI7Ihoq2DomwVCz4hgVgbw2hbA77IvgewhYfn2DQfcesset9+0hw63dblP97YzdLQIaR0X4tlF6rp9g5Xg64buuGnsBj1bD+jzOijz8IaBrw8MgnwhD/eDYaQ/1NG+sIjzhXUU8RxCPAc4wNbDEta2xrA0UkHDa8CtN5/g+d+3PD/FM8H8v4pnkWee/TWuvvy8hGct7RsSnsVkYU/xbGCgBx0dLVy//qbUbfs/a3m+epWIvvIiXnzpBTz/wnN49jnRIn75fL/61S/wPJ/r9Veeh4HWa/z90YGvvTHi/R2RExuImpx0dFSWYaCxAf3NzehrbUd3azfamnvQ0NiDuqZ+1DUPo7Z1DFWtkyhvnkRJ/TiKa6alCeMKSwZRUTWA+upudNS1Y7ipBQvtTdjpb8S9yRZ+z1rxOwL6x40W/LjZgm/3O/D1fie+2OvAZzsd+Hi7Ax9udeC9zU68u9GDd7b6mMHLbA8zo8w4Hq9P4e21GdxdmcTp4jgO5sawMzuOzekJrExNYmV6Dkuzi1icW8H83DpmZtYxyUzMbGN0ahuDExvoH18nmNelIUZN/WISryVUdS2igtAt7VhAcfsCf5OI5LZlFLetoogoFjNQi+S1EKMCyUx288plmlaR07xOxIou2PsoIYJzu3h/NwHcu4aigU2i+bILtJQBpm+PWCZYu3aRR3DntolsEcf8LaydlZLJpNfMIK1mFilSZpBaKyb1WkQGMZ3OpDUuIF20MBPJmQLQxHNuD6Esxj2LiNZtqds2n5/bIk/xXD10hBoxkdjICaoEpPl6RDdxsdZzLR9b27eLRpbN/byOdG+gtnMVVS0LKKwaR07uANITuxAbWo8g71IEeRQhlIn0LkGcTylS/MqRG1iNMt5fFdqImuB61PpXo8mzFC2OOai3TEatUSwaVFFoVUahQx6GXnkoRgzDMGpIKBPJk4aBUqZVgZhT+GJZ5ok1hTehLLpasz5LGIsloS4n87rErGgN3uP3fU8hulU/iehi/SRSC7MU0dpMMAs88zH/Np6EMr3C+48NaRfmUGqVdsMBs8/79nnMLp93h7iWIhBNUG+oPLFKYK+IJax43BL3ifxCrLd8iefnIbafrr8s8taV30iIFttiv9ZrLxDQL0FXmiVbrMsslpj6SwSgn0a0RP8c00+XpFKIVuYbV6G8+TJUjIaYNr79Koz55Td9EhMR7jO9+SpMbl6TYkxMG/NxJny8WJLK+M0XYH7jCmyJcHuta3DUIZp134C7/lvw0H8DbrqEtNbL8NF9BUF61xAqe02aICxW9RYSCNpEwli0OmeZ3UKe+W0UWWmhxEobZTZaKLPWQqGFNoqtdFEtZtcWYHYxklqem+0N0Uw4/wXPl92265laqfu2Nqqtb6LC7DqqzG6g2uQm6ljBajHTQZ+VDBMOGiy7m2HTwxTbbmrsuBoSz4yPCju+Kuz6GeEg0BwHQZbY8jHDAp97jI8bMNfDgKUMIw5GmPGyxXKwG1bDiEBWpNbi3bFOOK+zIrUW4YiNcHtshdkSzrbYCiXUw6yIZQecJDjhiBWsU6LxItEJdxIccMGcENLbIVaY81QTy3roM9eSlqQasTXAtLMKKz4W2Avl4/gcF8keuJvpjYtsH5wTd6eFPjgq9sVBmQ/2y4nocv7xF7lhl5HwXEYEF7hiP9sZB4TpgQBxnqe0/rNoZRYzckvjnolmafbtmjBpQrGTPD42x1MaJ31OeN4hiM8JVwHnO0ViUrFACcHLSawYpntgI5N/3CxXxQRf+YHYI9B2SoOxU0JA5/tK3bClluYnXbYFvMXYZ7GGs8DzOlG/yizxuLlkRyymitZsF6lbt1jzWYD5vCAIh3zfokV4m/sErEUL9RojStGiLc4tAC3AK/Ar9glkSwgXgCasBaBFBJ7F7NnnNcRvVYTUbXuLj5Vm/+axTyceE6VotRZjq8Xa0ALcx2KN58YoHDVE4bAuhonDUX0ijgnk08ZM3GnNl3LUkIm9mhSWaThrycaxaHXmtmh5llqgm7MkPO81Z2NbtD63FrESWYGL/lpc9NVKrc6H7UQz8SxanQ/bynHSUY07vWIW7nY8GOiQ8Px4tBvvjHXj4XCbND763Yk2fLrYg283BvG3x9P43z9ewz8cj+GiJQMzKR6YT3GT/r3EfwY8bEjAJ905+IHA/S/rXfgfe0P4590B/N1GG/7rYTf+60k//rzXhT/utuO7xTq805GBO9Ux/JuJxsOmJHw0mI9PpkrwyWo1vj5owQ/bdfhhpRw/Mr9fLse3c6X4ZqYCPyy3EvD9+GJ9hj/qW7i7cYyD9fvYXH8f6+ufY33xSyxPfYbpoXcx0HUXrc37qCibl2afTYirRXhwLnw9YuFq7QtHU2c4GNnAgTCzJ2RtNBpYqDQwZVSGxC3xLCee5YYWxJwAsz2MTBxgbGJHONvBzMwepmaiC7cVVEZiWSvTn1qg5cpLSAs0ywx5Hu5XEMwC2SJy4lDgWW1uK7U8O3kHwScsHtGp+UgrbEBOZRcKagdQ1DCKkuYpFEutzsNIKOlCWE4DvOML4RSaDGu/aNj7R8Kb8I7KKERacT0f14vqjlk0soIgfmQb+/bRNLhLNO+ifXwXTUNbqCeOm0Z20MDt6r41VEjdzFgyZd2iUjKPjLoJJJX1Iyq7Gb6xRbD3joOpox+MrF0IZwfptYuY2ghAe8PGLQi27hGwdo2AjWs47F3CYO8k4OwHa4Lb1NKBlX8LfiYaaOkqoK2jgJaWHNpahowKejpGkOlpoOTnpVIZQaM2gzE/VyNGo2H4+Wr4OZryfjOFEuYyA1jo68JGpgdr0V3bQBcWMkJaRkDriwnD9KHR0YNSRxcqHqvmfUZ6OrDS1Yarvh6CFArEawyQY8nfDlstVDjJUOumYUXCAm3+DugIckN7mC+RG4LmuEhUx0ehKDYSOTGRyIpiyRTERqMkLgolMWEoiQxCRbQ/amN80BTnhdZYN3QQxd1xjugVk/8wg8wQb48lumKC1+HJFFdMi1bkNCde9xyxlsHrfpYdr0822MuyxEG2Ba+X1rhTwut8iRPuljkTyc54WOuMx/VOeKfRgbHHh22O+LjDBZ91eeDzLk98KUE5BN+PhOH34yH4cSIIv58MwV/NhOKv58Lw1/MR+OvFcPyZWP77zVj8w048/n6X2YvHP+zH458OBZrj8a8HiUwy/sdhKv77QRr+214a8ZxOOKfjH7Yy8LdrmfjTSgb+IMA8n4Lv55Lx7WwSfjeTiG8mE/HlZBK+nErDVzM5+HKuGN8sVuLr5Vr8brUZ32104YetXgJ6iHgew+/2J/HF7jg+WR/EB0vdeDzTgrsjtTjrLcNRWy52G9OwUZWAtYoYbDzJWlk01ivjsVaTKGWlMg6LFdFYrIrBUk0CVpoysdxaiJXOaqz1d2B9ZAg7rMjvza1hb+kEhxv3ef14gM2FU6xM7mN2aBOjrKx3VA+hrqAdRSnVSAnLQYRHInxtQ+Fi4gsXi0C4WEdIcbAKh41FKKwYa6tIWNnE8m89EQ6umXDzLoBPSAXC41uQkNmH9IIRFJRPo6SGGKhfQVnDJkpEV+2adWSWLSIxbwIhSd3wCKmFvXsBjK2SoG9IrLKiqiKU1cah0JiEwciUYDYJ4e3LqIwFqoNgSMyKpZ40ZqEwtgiHEUuNcRDU3K80CoChMRFs4g+5mT9kFn4wsGZs/SB3CoCC312lZyhUXqEw8g6Gibc/NF6+UHkSsFL4eA+C3T0UMie+Jmvi2ZRwNvKHnsofujJvfoddcfu6HbTetGXsWMdkiGi9647Qu+lIQDtKrc9a+q64JSOaWdG9wcrsLRN36Nq7w8DNCzJfP8iC+PrC/KGICYQi1h8qfp/M4v1gEesJ63BX2AU5wtrbCtYOprA0Vl/i+WnL8/9kzPOzvxaThf3nY54FaH/7zK/w0pXn/h2eb0ndtgWeZbyWiK7bYtzz669ftj7//xrzLJavunrlBVx56Vm8+OKzeO450Tp+2fIsnkssV/XyVdaxb70OU6UuPOxMER3gioy4MJTl5qOpuhFdzd3oautHV8cw2ttG0dg6jtqWCaJpChUtMyhvEXNiLCC/QUwqyVQRbsXTyCwcRVHpCKorBtFKQPc3tGGyuRFrnQ04G27EB7Mt+Ia/qd+vNON3K434eqsbn2/34tOtHny02YMP1nvx3lovHq0O4N5iH+4s9eN8aRCnS8PMKE6Xx5gJHC9N4WBxCjsLU9iYneRv8BhmxycwNTaJiYk5qUV5fHYdY3M7GJ7bw8DsDvpmdtE1vo3WwQ009K5Kq0rUsazpWSeY11DcuoQC0YrbvPgkYnsVuQRySTeh232IIpZFXZcp5nYhk9+5LbU057VfwjeHERAu6BJjmLeJ122U8vewfPgAFSOHKBs6kFqaxRhnAe1sgjujYQ1p/I6m1xG/dfx+1i8zC4QzUVw7j9SaOaJ5HslMSt0ywbyGjNZNZLRtIo3PJ4XPmdG1jczODeJ5nXjeRtEgn2v4CGVMMaEssF4ixlXztRV0bKJIjKnu2UVN/xHq+g5RTcRX8jVVtm8SyVtoILCbeJ5Wlm3EdAvP29qxhqbWZVTXTKGycBiVab0ojG1GRmg1spmCyBqURNehOrYRTQnN6EpqwUByK0aY0YQmjEXXYyK0EpM+hRhzzsKgZTz6NOEYVAZjXBmCacMgLCoCsKTwx4rCB2uG3k/iiU1CdFeCMNGruuxivS9mvTZ0kSJtiy7TIkruUzrzOBdi1wVHChccP8nhkwgEixwS2oeE7yGfY/+neBHM7jjlOU95rmNDZx5HkzB7MidprLNopd4XaJa7Ylvugm2ZCJ3FffO83sww0zzXlNyLeYLnp4AWOBYtzE9bon9+n7h9mcvj9CUwX5W6Y8uvvyKNaZa9JW5f/d/g+efjng3eeOFyfLNYn1m0LhPPAsvmOm9IsdBmyVhoMbdfk2JOSJtribwCS8bi5lXC+SVY3boCO9FtW7Q667wKV73X4Kn/JryIZy+D1+HF20GyVxGheA3RhHOc5gaSjG8i1eQW0onabKI5z4JQttRCqZgl204HNWLsMkFcSxzXORmiyVWDVjdjCc9itu16awM02cl+NuZZH/V8jIgY71xvy3NY3UaVxU3U8Lw1fI4aPl+DqRY6LHQxbKvAgqsx1j1MsOWqxraLEgfuKhx4i9ZnQ+x4q3AYYI7TMDscBttijcieEUtY2Rqil3jutTbEiKsFpv0cMRPghLkwJyxFOWGZaF4Od8BSiB2WAq2wHGiBzXAb7EbYSF21D2LsJTiLnCW74j4rXm+nuOBxmjseZ3jhfirBF0k0ehtjykWFaVYE5zyMseRrjq0QWxzFOONushfupHngPJOAzvfBRaFYm9kLRyXeOKkkpGuDsF/pi40CF2zmOeO4lMdUBuCs1BfHue44Ip4P0/mHnumG03wCnIC+KL3sqn23MgT3q0PxsCYc90oDpTHPF4W+uFdENOf54iJfLFvlw/2+OC8KJNqJSYFKqXVXdJ/2kgAt8Cy68i6nexLEPlgXLcoZblhK4WeU5ISVJGcCml8I4nlWrBGdKJZP4WOJ9HURcbxoTeZjxKzc4jHryfzi8nwnuXy9hQSvaPEkiKUxzwLeBLdo2T4klsVEZtsE9H6W918mD2NEq/c2jxczeh8R/6KL9kHp5ZhnMd5ZtCafixZo4ljqLk5AC3SLScpEl+3LlurLLt4Cz2d10bjXkYzztmQcNyYSzwlMEk4a0nHWlIWL1jxptu3TZrE0VQaPyeS2wHMWTtpzsFNHUBPTd3vFGOc87PCYg7Z85rLl+bS3WlqW6qS7Ciddl9lvLZVy2F6Jk85a3Olrxv1BYnmkAw9HOvF4rJPbrXhAPIt1oL9YHZS6bv9+ZxT/+nAV/6fHG/hkuAKLad5YSHDhRZd/o6muOCsIwoPyaDxmhfXjlix8P1iBP8404U+LTfibtSb8/U4HK+U9+LudTvxxrRV/XG6W7vvdRAW+HCvB1/OV+HShHJ9t1eFvHhLeb/fjn05a8V8OG/H3+w3443oNfr9Yhb9ea2ElvBlfrozgs50V3Flcw9bsHjaWH2B97SPMzXyC8eGP0Nf9iHA+R3X1DvLzZ5CS0ouI8CoE+ubA0yUWTlZ+sDdxhr2GeFZbwsHYHHbGBDRBa64xhbHKFCqlKRSG5oSztdRd29hcrEPsDFOWZiwtrFxgYc3bRKGRmQ0rrlaswFrAkNBTGYn1i82IZoFlU2n7aURLtVzD+0wsoLG0g7Wzl9Rt2zc8ATGpRUgraEBWWTtyK3uRVzOIgvox5NeNIbWkF7EFbQjLrodnXD4cgpNg6R3OimQo3MLjEE54JxVVI6eqi5WpKdR2sTLSs4UaVgpqe1hBGVhH49AGKyfLrJwsorr3sixpn0NR2zwKW2eR3zqDvKYZVhDGJDjHEBChadVwj8iElQcr7kSwxsoJRpb2UJpctrprzGxhZusOKyci2SUElq6hsHUNgyNLe+cA2Dj6wMLGg5+RPT8PU+joq6Tlum5ryXDrlgFu35JB6zYRfdsQ+roqqdVfTSQb8zMyIZxFxBhnE5WJ1F3bXKmGucJQmhjMSuDZQE8CtIW+DktdOLJi6yqXwZWlM5HsSFQ7sdLrrNCFu1wbfjJtRBoaIM1IiSIL/kbYa6HJSQvtrvro8lSgz8cIQ4GWGA61xQCvx4MxHuiP90VHvD8a4/xYCfFFVbQPqqN80MDKfXOCP1p4f2usB7ri3NGX4EYoO2EkwQFTyXaYS7HDYootFlOteA2zkdZFXst0xVauG7bFEJlsB+zmOOAw147XRQfcL3XEo3IHPC63w+Mya7xfZYsPaxzxbrUD3qtzxofNLvik3ZVQdiOUXRkXfDXgiW+GffDdqB++Hw/ADxOh+MNMFP5mIRZ/sxSFPy1F4m9WoiUs/+1aDP52I5ZhuRnD72Ycv2MJEpr/bj9Oyj8eJOCfiel/2U1gEvEve8n45+1k/ONmEv5+Ixl/u5rK84mZsNPx43wavp9Jxe+mUvDVRDI+H03Ep8O8DgzE44OBBLw/mIL3hzPx3mg+PpquxCdz9fhkqQ2fr/bjq80xVtin8dX2HL46XMFne0v4cGMGjxdHcW+qF8eDrdjvqsVqfSHmK9IxURiPsdxoTIrkxWA0JxrD2bEYzo3HUE4sBjKj0JsRgd6sKPRx32BJBgbLCzFYXY3hxnaMdgxhqn8eM0PrWJg4wvLsXSzN3MP06AlG+/fQ18HKaP0caspGUZzdjeSYagT75MDDIQ5O5mGwJkQtjIJgbhouxZSgNdIQqUYCthEwNouBqVUCrB1F9+k8qdu0T2gtQmJbEJ3chaSsfqTnDyOjaAyZpdPIYJLyxxCd2Y/gxHZ4hlXDkei2csqAkUUcDFiBNVAF8LsWCDUxbGQRBhPLcJjwtQgcq0wEmnm/hrgV4bZcTRQb+sBA4Q0ZK4n6Bh7QNXCDjtwNuipC1dgDepaeMLDjMU4+kLv5QeHDcwQEQRUYDE1wADQhvlAG+8AwiHAO4n2BvC8gDGr/CCI7HHJHAeggGJgHQZ8o1+fzaevwOYhkvZtO0Lt1CWa9G5cRcBYtzzp6rtCVe0BHTWwb+0LLzBc6Vl4wcPGC3IvPF0A4BxPkob7Qj2SivaGM8YJpvA8s+T20CnOGbZA9bLwsiWdjWImWZz1d3CJgpTHPv71EsUDzM889j9+wFLNt/5Zg/i0R/exvxWzbz3P7P8LzX1qDf/Pby0nDBJ4v13a+JUVMGCaT60l41tPTebJc1Rs/jXuWoHz1Sauz6L790rUn3befZ54jnp/B888T8kS+eL5f/vIXzC+lMda3rr8BjSGvWfYWCA/yRkp8DPKzi1FT2YbWJuK3dQzNbdNobJslnOdQ3b6EspZFFDUu8DdiHnkNC8gWXZWrF5BVuYLk/Gmk5I4ir2gEZWUDaODvSVdtB0Yam7HY1oCjgWY8nu7AZ0ud+HqpHZ8vteJjgeXNQbyzPoBHa0N4sDKEe8vDuFgaw9HcKPZnR7EzN47N2QmsT09gbXoSq1PTWJ1dwOLcIn9/FzA1NY/R8VkMjM6hd2QOHYMzaB9eQNvYGtrGN9EyvoXGsU3Uj2yhdmATFd0r/O3hexCtp21L0qzX+W0rKBAzXotlmUTEZFoEY3HfAcoHjlEzdhe1o/dQPXyOyqEzVA6eomLgFOWDJ1Ircz7RKhCd275BPG+w3LrEs+gizRQToJetv0SrOJZwzWlZQ2bDCmG8iMTKWYY4rlpEau0ysprWef+6BOssAeVGwprHCmBnNvOxHXvI6zpAfs8hcruPCOVj5PUds9xHjugu3rHB+7ckMJcPEM/9l+OoS/maSvk6C0XrecOilKLmVVQRy3VMFV9TddMqaptX0Ni+hpauDXT3bmNwcB/DzBDfw1DvFga6uZ9/Cz1Vk+gtGERHRgeakpvRnNSEjrQW9GS0YCSnEzMFPVgs7MFaYTfW8zuxnt2G9bRmrMfVYD2kBKs+uZi3T8CUcQimDAlmVRDWlYHYlPsSpD7SjNe7cncJzLuGroSwK47UhK6a6OW2yL5AMmErIrZFLpeO4v1q2oE5JqKPFY44UThJOTJkBKCJajGu+RLRrIMT0HuE+q5SxIvncMexmgZRORHKAsxO2OF5Ng0csM3H76tZpyeQt4jldYFmA1fGHfMyL4zyPEOGvhjkexmQ+aJX5oNf6BLLt66KpaZ+hdvXnpGmvdd740Vov/osbr/yDPf9FlrXnpVui+iI7tsCzwLC169Jkd24Rgxzm5gWEWOb5QLRAtB8rI5Yk5nbCoJZ7BeIVjDKm9dgRBibab8OS723CGeWhLSINbdtdRhuW91+BVbajN6rsNF9FdY6V2GldQU2WlfhwG0nnZfhov0yXBl3bnvpvgIf/Vfhp38NIQbXLtdwVr3xUzftbIvbKCSWi5gSQrfcRhtVhK8Yr9zopIdmZ+LYWcGSeHZUoFGCsoLbMjQ7/qW7tthucZL/tE9Aus5KFzVmPJ9YG9pCB9Ui5rxNrNeb3UaXrQEmCfJlonjD3QQ7bqY49DDHkbeYedsY+8Trvi/3+VvgMNAGR8EO2PC1xaybGYYdjNBrp0avkwmGfewwFeaG2XBXzIcTveFENMvl0CeADrbBOgG+FWnP2GGbiN6NtMFhrAMukt2JZw+8m+qFDzL98F6mP97LCcE7OaE4S/LGZoQT1sLssR4uYouNCFvsxBLfRORhqiOOc5xwr4KgLffBYRFRXO5NOBOytYRdVQD2y8RYYx+iUbQ6++Gc6LsgGs8IzFOiUOSMkLzDfQ+IyIcVobgrxjnnE8YE+Xmhv7R9rywY9ytCiFKeJ0+0+ApUumGHWBVoFuOBBaB3s8TM1h7YEBNIEc6bYgmjDB9pxu0twnqNoF3ia19KdCaIxSzZoiXYC/Nx9gS0nYTuPZ5nI5PoTnHGjnguPuc2n2crzZVwdpdywEgTlxHDAvH7YtZvHrMuJhhLdcYuIXjIc4hj95kT8Z5LQqSx0HvSrNwEc1EI9gn/4wox8VcUDsrCpLHZ23z+HXEcYb1fFMzXE4idfH6WYsbwklAclYYR3KGQJkFjeVARzs87HvfaMolk0bocj52KBJw0idv5vJ0qzbR93koMN+dCWsuZ5VlHAfZ5jJgk7FBAmmCWZtnmfftNudhuzCKQC4hjArq7gniuJKJrpLWdT3qqcURMH3ZVMlU47qnFWX8D7gw14d5IC+6PtuDRZAfem+3B+3O9+GR5AN/sTOIP54v41w/28a+PN/HZZD0284L5uRMHweZYE8MH+G92kct/68IIPCiOwXs1Gfi8vQh/miB8pxvw18zfLrfhH9a7Cec2fDdbjx+XmvCHjTapNfr3e234ZrseX2zX4pu9BvzpoI0VeoL7gDnsxN/xmD9vEOKrTaysN+Dr2RZ8vTqKjzaWcLKwjvX5Q8zO3UXf2EP+UL+Luq67KKzdRVbxClKypxAV3w2/wHJ4eGTB2SEWtua+rHg5woowtiGe7Y2s4EDw2hlbEtBWsCCETZ+MuTWxcoaZnQdMbUXcYUoImti4SzG1ZmnlBmNCWmPhCKWpPRQmtlAYWbMya0VcWrIiawaZgLiKsFZbcJ855HwuA7HMlbkdzB09Ye8ZCI+gWITE5yAhuxoZJa3IqehGDis8OZX9yKroQ3JRJ6KzmxCSVgWf+AI4h6XAyicclj5BcAyJQlByFnFdjvSKVhQ0DqOkZRqlrYsobVlmOY/SjmlCeZI/zuPIb2SlqmEEOXVDyK4dRGZ1P9IqepDCpPE5E0o7EZXTgMDUUnjHZcI5NBaWfI0aOxcYmtnAkPA3IHBFl3RDYwuYEdSWDl6wZmXcwpGfraM/bJ0DYePkT0jwtp0nK/yOkKvMoWOghpauIbR0BKD1pWhpG7ByKoeBniHUMg2RTCwbmhLKYikqVpT5uVkqTWArlqXSGMNOpYG1GO+spwcrXT1Y6+vDgZVaV1Zu/ZhwAx0kGNxGuvw2spW3kGX4FnJUb6FAfQNl6puoNdZFO+E8aCfHjKcMU+5amPLQxoK/DGuhaqxHGmMlygTLsWZYjLPEbJw1JuNsMBZnhzGpW7UTpuIcMRPPJF5O1jWXaIf5RFssJNpgOdkWa6k22M6wxV6WvTRh12Eur785djjJc8AJt88KHHCv1BlvV7jgQZkj7pfY4Z1KR3xQ64xPGlzwaYMTS0d81uSMz5ud8FmbIz7vJJR73fHtoDe+H/bDt8MBTCB+GAvB7yfC8FfTEfjr2Uj8aT5Gyh8XowncKCl/XI7GHwnov1mNwd9txOPvN+Px5zWC+gmm/34rFv+wTTjvJOC/bifiv2+n4V+2M/Dft9Lx3zbS8V9W0/gdTiXE0/D72VR8N52GbyYy8NV4JsGchQ8HCOSeNLzLPOxMwv22BFwwxy3xOBZdrfvzcDFSgbtTjXh7qY8V9Em8t0MsH2zh45MDfHxwhA93DvF4fQf3FlZxPDmDzb5BLLa2Yaq2HkNlJWjPzkJDchLq4uNQGxeD6vhY1MQnoio2EeVRcSgNj0FpmCgTURSZivKEPFSmV6CKf8vVxV2oqyZAmhfQwcp4Pyuww8OnGB25w+1TtLXtoLZ2FRWsMOcXTiAlrQchodVwccuClU0MTEyDoVb783scSKSGQ20SCY1pFIxMoqDkbYU6VCrVptEEbgIs7NNg55YLF58SuPtVIjCiCWFxHYhMZJLbEc4EJzbBP64WnhFlcA4qgL1vFiycE6GxipTWPdaYhUNFMBtah0JtFwljhyiY2EdBbRUGOUGtMCaejYMJ5gBeZ3z5ffQmlL2go+95GW7ryT2ha8htNdFqSkzb+EDfyRe6bt647eEBLR/eRygbRAdAER8MRSLBnhAIg/hAyBN4Oy4cymiiOYyvKSgSaj8+v3sUFA4RkFmFEOMB0FH6EcU+BCXPpeMOPX0P6Ou5Q0fbBbo6LkSzC7T0iWdWunVY2dYx8YS2mRe0zPn8Vjzemce7E9E+3tAPJJqD+R5CCP0QV8jDeG0Nd4F5GK8xQXaw8raAlZsJrKyVsCA2jXS0oPumWK7qCp4nmAWSf00g//rZF/CL3z6HXxLOv/zNM/iVAPRvnsczBPRvf0NQixbpn/JkrLQEabHW82/w0ksv4LXXrxHI16Uu2wYG2pDLdGGo0Gfk3Nbn+7uN62+9hddeEy3MRPLVq7hKOF+79hquvfo6b7+K5194CS9Ja0C/hBdE67gY9/zMb6WJzH4lAP2rXxP7z0gIVygUsLGxgp+fD+Ji45GdWYaSolbU1gyioWkSdc3zxNQiKpqXUd66hqKGJeTXziO/bgH5BHRu/Qyyq6ak5cgSckaQmitm+R9BSfkAKvl70ljZjsGWHsx0dWNzqBfHE/24O9uHRwv9eLQygIt1InltDAer4zhYm8K+tDzULDaXF7C6ILpdCyAvYXZmBVPTqxifWMHw6DIGJrfRM7WLDqK4dXgdjYMrqO1bQk3PEio65lDWMUsk8nX3rKCybx2V/eso711FMeGc38n30CHGCPN7J814LbKKwp51FBGGJQO70kRZleOnUipGj1E7doGGsTuoZ1k7eo7qoRPi+QjlxHVp3z5xvIPcNtGCvICU2jmkif9YEECVwudsY9l+mVxu53BfDu/LallFKgGbWDeHxNoFJNcvIqVpBRmixbtdYPuI5z+WWrgLOkVrMfd17aG0m8/7ND2iVXyP+3cJ9d3L4wjhwrZNlBDy5a0bqBTheauallHLVDfOSxNQVtXPor5lCU2EclPbChoI4samOTS3zKGzYwG93YsYG1jH3Og2lib3sDZ1iNXxAywM72C+dx3zTdNYqhjEUmkfZgu7MJXXzrIDK+W92K0bxmHdCA6qB3FQ2YdD7jso6cJ+QQf2U+txEFWG/cA8bLmmYN06CmsEtBizvMvv9hFzwuvLscL7cnkoAxcimhEty7yuPI0Yq3wZNyli9muRIx4njVeWShFHHCppGaUtkczfSEN7IttBWqNZrNW8o3LBNh+/xWvFlpoe0Hg9ibjtRNA7YI3nWCPK13j8CrEtdcVW+mJB6Y85RQCmZf6YkPlh3MCfWA5EsyIIDYYhqFcw8lDUyEPwC9lbhDKBfOvlXxPHz0D/TcL4DTFm+RkpYt/TUgohLI1lfv1F6Lx+FbpvvAx9wlkm5RWpJVqaVVvg+vWXoP/q88zlMlOXLc6XrdMiAtEq0R371jWpu7a17hvE8RtE8xtw0HsTzgZvwVn/LTjqvg47/ddgbyDyKmx1XyacX4Id40gsO2tfgQu3xZJUHkS1l84V+Oq9jAD9VxDGRAs8K19FkuYNpBuzImR+EwVEc5HlLZSImaattVBrr4NGR120uhig3VWOdhcl2phWArrFSfFvIpanqrfVk2bafgppCc/c32BJQJvpodpMl3BmSUxXWemgwpzPY3IdjSz77ER3aDVW3U2x62mJIy9rHHqbSROH7XsSz17GOODtQz8rAtoeu0H8x/a3w4yXJYaJ6H43cwz42GA0iJWwUGfMhTphgVkMI575IyFaoFeY9Qh7bEY6SIDeFAAmoA+IlvNEV7xNOL+f7ks8B+Bd5v38cHxUGot3i6JxnkHEJfKPLdYZ6zHENyt6+0nOOEh1IQqJ53xHnJa547iUf9BlxHCNaHUO4JfKH3ulvtgt8sV2vs/lGGBmnznM8MRJqjtO09xxRsyeE8/3CNG3CcrHBOQDovBcQPsJnMXazgc5TK5o4fXAAc93yP37ud7EMoFKFIvziom8VuP5nvkaN1NEiy+PyfTHTpoPoS3GG/P1ZPsRy2K2bTHuWazfTBznivWaRRdpcX4xe/bTY0QLMffxufdyvHBIIAsQixxneUl4PheAZsSs33t8nVtZ7kQ7v7BiArUncN7P8MBJPj+XJ8CX1oMW46BLid6ycFzUxuKiLh5HFVHY4zECz1s8565olebnIXB9XBGJIzF5GCPALO4TwN4nyPfLIrBbKsY6p7GSmYXTpgwci9bjulTsVifhiNsXbQW4212KO53FOGnJw4FYtqolF0ctOdwmkgWUmSPuO2krxDGzT0gfsDxqL8FhezEOmOOuCpz21TC1OOqtxgFBvc99ohS3Twnri+FGKffHW/FoulPKB4v9+JJ4/vZoFv/lnR38C/PVfBs28kMwEW6NhQhrrEfbYTfBBcf89zrPCsSd3HDcL4rDw4oUfNJSgK/4+n83UMnKfQP+QPT+ONeEb2fr8PVcPb5dIYa32/DDTgu+3WrAF6uiBboMn0yX4PPpCnw1V41vFwntZUJ7qZEYqMdfL9Thd5PVfB0d+GR1EncWl7A5u4nhoS009R+ipv8uituOkFa+jLicSYQn9sMnpAGuXgVwdGGF1jYa1mY+sDRyIsxsYWtsDUeCV8SBWLYzsYGlqQ3MGCPG2MoRJrYEMuF8Gc+fYmJzGSMCWiyppDR1JJ7tIOd5FBpGZc1KrTnxbP4Ez5ZSKRPdlwlohVh2yUHgORjuQTEIjM1CTEYFUgsbkVHawXQivbgTqUUdiMttQXhaDQISS+AVlQXH4ASCNhimHn6wDQiBNwERmpGP+IIqAroDOQRxTvUocqrGkVtLKNf3I7OGOOZ9ycR5QlETj21EdG4twvicIall0kRkYcRGYAqfIzoHrhFJcAqJhq1vEEzE0jGWtjAwMoOeSqxrfbmWtVxjCiNzW1jYusLK3pNw9mJ8COef49kLJhZOxLMFtPXVuKUtxy0tA9y8pcvo4NZtXQJaD/oEtFpmBDNDC5jzc7NkbDVWsFWbw5pYd+BzOWpM4KhUw1amgLWegRR7fQO4syIdqNRDrEoHmQotlBneQqP6FtqMb6LD9C30mr+JfsvrGLK8iQlbHSw4KrDmqsCmlwG2fXSxFyjDUbgSxzEaHMYqsR+nxGEKr+WpvManmmMrxQIbqZbYSrfFbiav6Sz30u1wwO3LiG1bXjdYKciywzGhfJpvj4tCB9wpdsK9YmfGUYLyg1J7PCx3xHu1rvig3h3v14sJvZzxcZM7Pmv1xJed3owX44mvu73xda8Xvu5zx+8GPfHtiA9+GA/EjxOh+GEigtuR+H6M5UQUfpiKxu9novGHuRgmGn81H4nfz4Xjx/kI/H4hEn9YJKKXiGtC+k8C0iz/LFqkV2KelNH4W5Fl3l5IZJKl/HE+medLxg+zSfh2OgWfjSXhw6EkvNubjIfdKbjbkYrT5hSp58xedTy2K+KwVRWPzdokrNUmYpXXuI2OAuz2V2N/tA1Hs8M4W1nAnc1NPNg/wqOjO3j34AEe7dzHvbVznCwcYHt8DfPdkxhr6kdfVTuaC2pQlpSHrPBkpAbFIiUwGskBMSzjkOQXh0TvaMR7RiHOPRZxHvGI9UpCfEAWEsNLkRJXh4z0DmQXjKCoah4VjWto7NhFe88hOvtO0Np1gOqGTRSVLSKnaB7JWaMIj2+Hp385/5ZToTGP4HeaQFUSmcSzQhMGlbHAc7QUlXGEhGeZMoR/46HSfaIF2sYpE44eBXDxLoVHYBW8QmrgGVQJ1+AyOAUWwj4gB7b+GbDgazVxi4HGOUqCssyUkGVUlsHQEKkqF8L1STSOEVBzn9qW+63CITcN4fXkyZJQBj5EswC0D79n3tAWeDb0hp7GB7q85hnYEv9uxLFHALS9vaETyP3hRHesPwySAiBLC4QsMxj6mSHQy+B50wn31CgoE6Kgiiacw6JhEhwHY984aNxiobQjoM1DoG8cCH2Vv/R8WoSzjky0dhPGRLO2njNfi5gozAG35U7QYoVXy4iYNnHBLVPGzAm3bByh7eBM0LtB35uY9iOcA1ygF+AERZAj1EH2MA8knH2tYEk4WzqqYWkug5nsNoy0b0HvjdfxBuH6ooTn557g+SX88tkXCejn8Uvu+9UzvO+ZF/DMMy9KiP6PAP20FfpZYlbC82vXpK7ZotVZ4FlpoAulXOBZ9hc8X7/+E56vvvwKXn7lVQnOrxDQL1y9hudfepl4fhkvvnRVgvSzz70gdSW/xPNvpYjW8VdfewP6vKaZW1jBw9MbERH8m04sRGZWPYpKe1FWO47S2hkUCizXEpj1BF/NIjKr55BVM4ts3pdZM8Hr+xhSiicQnztCQA8ivWAIucX9KCwRE4h1oLWhFwPt/ZgeGMLq2Ch2pkdxND+G4+UpbK/OYXV5FktLzOI8FheJ5flFTBPM41OEMrE8MLbKbKCPUO4a3kDr4Drq+sVyTduoYFlG9JYQv0Udy09aki8jbpd2i6FBmwT0JsqIvbL+TZT2b0gpkWan5mP7uD2wgbLBbZQP7aJyZB81EyeomyaUp85QPX6MmuHLiPHBFaIVl1gW6y7ni3WaO9YJ3VVkNi0iuWYa8VUTSKyZIornkNMiWrUJczFZVze/72IccveGtHSUWEqqgLez+Ni05iWiWcB5kdvLSCV0s1rEMlZiXWY+58AJqgZP+PynqCbaq3v3Ud29j6quHVR0bKKccC9rWUNR0yoKmtZQzMeXcruikVCuX0Jt3QLq+e/YWDePlgaRGbTUTaO1cQadbQvo52c4xM9hoGsFfZ3z/PeaxVD7DEY7pjHXv4T1iU3sTu3gcPYQR9MH2BvfwzbrP3sE9mHDGPZqh7BZ0Yv1sm6p3KsZYD1zBOcNozivG8Q5b59XD+CkvAdHRe04ZL3iOKoYR0FZ2HVPwpZtJLZMWFfld3qfYBZoPuF15JhAPRTLQsmdsatgDEWXbPe/ROq+LfIEzlIr8pNZshVPI7pnO/BYGz7eGjssdwzt+FwOjDO2COc1pQtWeY5VnkuMU14ioEUWmXmVK2YMXTDJ80zy+SZVXhgTrcpyHwwSzX2yIHTLgtFuEIxW/RA06wWjWj8MBbII5MijkCOLRLZBFDINIvELMfZYdKXWe+056L/+vNSdWkZAP70tShFd0fL8ym+h9fLlElS3XnmOEd28rxDQYvbtK4Q3yyctz1LL8puE9JtXoHjjRcheJ8oFoJ/CmTHkMeqnXbcZK23R4vwabLRfJZ7fgIvBdbjKbhDQb8JJxsjfgKPsddjrvSLB+Sc8E8wuhLPAs+dt4pn7fXWuIoDIfornBPXrSCGcBZ6zzW4gj5UggedSwrnaVlua8KvVlXB2k6PT3RAdbipGw20jRkNQqyRIN4nu3Da6qLXWkUqB6AZiWEBa6sJtbYBaSwPUWOiixkoPNTZ6qORx5RbEM5+3jmmzvI1hOxkWXIywQQiL1uddPs+BhwoH7mrse7AC5mWCAx9z7PlZ44hAPohww3qIE+YC7DDha41hZoj3jQXYYibIDgvBdlgKdSCcnbAWJZascsEOy91oJ+xHO2Ivyh77UXY4JJ7PEpxxP8UTj9J98CjDF4+y/PGuwHN5PD6qTMLjklgiJhQHKV7Y5rH7SW44JnyPU11xkuWC00IXHBY44aDQiRD0xDnhLPB8JPBcQtAWiHHH3pfrHouuzKILcjLfQ5ILjngO0fJ8Qfje5f33icEHRKFohT4jjs8I6JM8wjiTiM3gl4swFS3PR9wnILuf5YHdDH7RiPEDgWBieJVwXol1xHaqB46y/XGQ4Y+1RDcsEtVrfN0CyALNYnuZr0GUAswH+YFSxLY4RuBZYH8r04PH80tKqJ8VBrAy64Uj4lmM8RYRa06fEM4CzwLzAto7okWcgD7gY8XrPBZrU/OxouVZzJYtzZpdEooTwvmsMgr3GhJwpy4BJ9x+CuOf4/mkMhKnjNgWWH56v0C22HdUGY3Dyngc1iSx0plMLKfhTGC4NgWb5XE45vYZwXzeXihF4Hm3Lh0bVck4bM6W8LzD2yJ7olW6tQBnnSU4JVZPu8tw3CG6Z1/i+aizHCd9RPITPB+K9FThRIyLJpjvjjZLuRhpwr2xFjyYaMPDqQ58uCTWQJ3Gl7uT+OPdFfyP93bx40Y/1vKDMeBvhLlQC/7NWmIt3BI7MY7EhhdOCejz3DDCIRIXFYl4SPB/2FWMTwbK8dlwBb4YrcJXEzWsgFfg03Henq4kkmvw9XwNPp8qw4fDBXjYk4n7XVksc/BOfz4+HCzCZyOl+HqsjECoxhfDPG60Du9O9+PO7Cw2J5fR3jSOsoYFFDVvIbNyBfF5EwhO6oUn4ezgXghrhzRYW8fB2iIUliZexLMzbI0ciGY7uJjaw9nUDk6MnaktrERXZAFnlmJiLA0BbWTjSjC7wcTOgyGaCUJTCdAEtbUbNJYuUJs6wdDEHnIjGxga2ULM0i3gLCLgrNSIrs5mrGiaQUdpBrkZke7g8ROeA2IzESWW0yJoU4qakVzQgqS8FsTnNCM8vRZBhLNvTA7cgpNh5xsFMxdfGDm6w8LDG66hEQhISENkeiESC2oJ7jakFXUzfaxMdSKRII/NrUFERjk/l0L4xefCOyYL3tFZ8IzKgHtEGjwYz8gMuIWnwsGfn5VPGCw8A2Di7AmltSMMjC2gqzSCjkJ1ueSWngJ6Co3UXd3I0gFm/HysxPhnJz/YOAbAyoFwdvC5bHkmnkVLvI6+Bje1ZLhxSw/Xb2jjreu3ceOmNgGtxcqoAVQKY5ipzC/XceZnJXoD2PP8tmoT4tkETmpjOBHPDqxo2uvLpLjJZAhQGyDWyADZJjJep2Vot5Bh2FqGSXs9TDvqYN5FF4tuelhx08eWhxyHPkY48dPg2F+Gu0Tzw3gTPEo0wf0kY9xJUuMi1Qj3ss14HbXkNcMap7m2vCbY44TXzLMiV0ZcR51xUeLGuDIujLjtJK2ZLK2bXOaE++UueFDpiodVbnhU7Yp36lzxbq0LweyGD5s98XGrt5QPWzzxUbs3Puv2wxe9AT/ly/4AfDUUgK9HfPHNqD++HQvCd+Nh+HYiEt9ORrGM5vciEt+Mc3syGt9Nx+C72Wh8OxvFMoK3Q/E988NsGH6ci8CP3Cfyw2w4fpgJw/czl/d/NxPMY5mpYHw7FYZvxHknYvHVeAw+H4/Gx6PReH84Co8HY3C3JwonHZHYb47CZkM0VmtjsFARjZniaEzlx2AiJwbjefEYL0jCSGEiRkrSMFFTiPnWWiz1dGJtZBxbrJDvL+7gaO0Up5v3cLH1GKfrj7C3cBfrk0eY7V/HQNMU2iv7UVvQisLkSiSGZCLUIxp+jiHwcQiS4ucUwgTDzz4I3rYB8LQJgpdtKDxtw+HhEANv91QEBRUiIrYWCRldSCkcQXbFNIpZia1kxba6hZX5RlaMK+aRljfGYwYRFt8J75Ba2Lnl8O86BgqjIKLZB/pKb8iV/lCqQqAxioCxSRQTDSPjKKg1EVCqiU1GyfvUpjEwsUyEhV0aLJ0yYOmcCXOXDJi6pMHYJRkal3ioXWOhdo+BzDEUOoStjg1jSQSb+0JmHQClfSiRSrR6R0PhEU748vwuodJEX0YuMVJrtMIsmHgOgK5CwNmHYCWadZ8gWu7Na40P9IwZCc9+MHAjdD39CVRCOiIIhvEEfyLPkRwEeXowlDl8Dl6/FTnEeVYUNJkxMEqJhnE8ExEF0+BYmPrGwoSvW2PP92wRQugT3WpfwtkdWrqufG436Om7QlvHgXEkPu1xS8saN3WtcdvAFrcVdrittMUttT1uaKxxw8QCN4nG23a20Ha2g7abPXQ87aDrZQO5jy1UPjYw9baGhbsZzAlnC2si00gPJno3ob59nfXX1/DmlSu48jxxTCj/5rcEKvEs8mtuC0wLOD/7rFjOSsD5P8ez2H7xxedx7drL0qRgAs/6+low1Nf5N3jW1dHiteuGNO75Cp9fTBgm4CwALcAs8Pziy2LG7f8cz+K2eIy2jh7/lkzh5OwKv6BwhPL6HJNagdSCdmRVDPF3bRzplYRg5SxSqheQVDWP5Op5qXU1lXhOqhpHQsU4kkrnEJ07iYisYURnDxLRvUjJ60FeSS+qawfR1jqCwb4JTI/OYHFqBmviN3RxAcsLy5idXcLU9AImpxYwNrGEofEl9A0vomd4GZ2DK2jpXUYTU9+9gpr2RZQ/6XKd27oIsdZwHiO2pZmnWRZ2ENJiDHM3QdlHZA/tSbNGVw7uom70SErtyCEhyn1i/WJGlNXDB6ga5v5hHjN2goaJM9RNnKJm9BgVg/uE9x4huyuhV+A3hyjOallCWiO/x4zAskBzHPEcVz2JpLoZ5HSsSGAu7RcoP0QVn1usw1w2uCeNf67k84mJvPI61qQlpdKbxSRgS8gkoLMI4FwCuphArh44RAPh3Dh8iobBIzT07aOuaxc1bbyWNK+gvHERZfWLKKkX8xss8PqyiLqmZTQyzQ2LaCWa22pn0Vk/i+4GkWn0Ns1igHAe6VrCTN8mFvu3sSBak/lZL3QvYL5rFgtdM1jvn8fe6BpOJ7ZxZ/oQ92aOcDFxgJORHZz1cn/bLA7qx7FdPYzd6kHs1wzjiDmtHcFF/QjrrEO4R1zfryGiievj/BYcp1XiNDofx0EZ2PWIw5ZdKLZNWZfVsH5u6EFAi4m53CUI7xOtuwp6xPCyK/aRiNSaLMYcX+ZQRIxJlrphX0aMc76MQLcTz2GPbWZL4YBNnm+d+9cJbtGKvECgzyncMcvnnjH0whRxPKn0xYTCD8NyP/Qb+KJH3xddBgFoF63KBoFoMAhCnTwcVfIIlMvCUWQQgXy9cOTohiFNLwrx8gTEyhMRI4tHlH4CIvXi8Qsx67WYwEtM5PXzCDg/zc8BfRkxi/bz0Lomune/CN3Xn677fJm/wPgaNDevQXWdtwWgX3uWcH4JcnGbURHZYrIwU4LZkjG/9QrMbl6VxjSLtZsdCWgnvTelycCcDd6As4y3WTrovAJ7Atn+1ktwIpglON+6nFnbk/t8WIqlqcQM2xGyVxGnfB3JJteRbibGOd8inEW37dsos9NFlYM+GpwM0OKqQLs7Qzx3uCmkdBKyXYRst6cRb6ulVmcB5FprbcJYSyrrbMQ4Z12pNVoCNFFcbyPjfTzOVh813F9lp4cKq9uo5vPWW9xGM19Dj5UuJh2UWHQ2xrKzGls8/6EHQ6gfehjh2NOEFTQz7PtY4DjYEadR/COMJKAjXLAY6ogpgnk0wBrj/jaYCbDBfKAt99thNcIRW2K27Tg37Me64jDOBcdx/OMkLo8ZsWTVnWQ33EvxwD1i80GmDx7mBuJRQQTeKWHlpjQWj8ri8LAkhhW/EByle2Ev0VWC70mqG3FDQOc5EbSOhKczjorccVbhi/Nqoqc2BMeVgdgTXbbzfSBmnT4q4u1sb+yJLs0C3wLOoss2Afo057m+OBXgzPHCMTH6U3iOs0IeUyLGQPtgN81NQvgOz3NEOIvspXlgK8kV63xflyGO+b6XYp2wnOCC1RSxJJW71F1bdNteTHCStp+2OIsWaNHqLFqjxW0J+1kC2k4SjM9FS69oSeZzn/F1ioj1pkW3bYFn0Z18n6/zgMAXreQC+SeF/jgrDsRZaTAT+lOOCoNwILpsl4bhgmg+r4whkKNxXhODk6oogjhCmjn6mGgW3bn3BJqJbqksCcYOAb3Dz3Of5zquYiW0KYNgTseuaKUpi8FeFSFNRB/WpxPOOTgmPI+acnDamo+ztgKiWYx1FmBOk7pt79RlSLd3RYt1Uy5O2otw1lPGlOOsu0Lqti1FQFngmVgWYH6a86EGCctvT7ZLLc4C0KIUeBb7RMvz17vE88EUfjidx397tIk/H47joDJWwvOYvwazAUZYDDImoK2wmyD+PvxxnsO/o9xwnFUn46I5Ew/a8/G4uwjv95Xgg37Cl3m/txjvdhbgcUcu3uvKx0e9RfiwuwDvtGXh7fZM3GnjZ9OcjpPGVJwz91vS8Zj7PuktxHt8zAO+17t9TTifGMXm8AzqS9uRlt1BaA4gIq0HAXGtcA+pgZ17AcxsUqTxiCYmYTAz8oeFxgs2Glc4GDnBxcQRrhKeL1ufbUXLs4k1TI2toGGpMreDWoxrtnaR1jY2s/dkvBhvmAoUCjxbuRLZLlCZORLPdqxs27ACLfBszcr205ZnAWixtJUZK7rG0GZkPL8Z8WvvGQS3gGj4R6UhIqUICdk1SM5vIKIbEJ/diJjMeoQRDwExefAKTYWTXzRs3INh6ugBtY0jjB1cYOftS1SHwy8qGWGJuYhMLkVUShWiU2sRnVaF8JRCfiZZ8ApPgUtgLOx8ImDtGQobrzDY+0TC1jtc2ie27bwjYCXOL3DuRDjbOkNubgt9DV+7oRHBrCaeDaWxy9r6ShgoTfi+rfk5OEuTh1k7+8HawR+W9j7EgxcsbT0kPIuu7LoyI9x4iufrWhKer9/Qws1bt4lnPeJZTNpmCjO1KSz5fPasWDsyDhqimXB2URvBWaGEi4GCkcFdbgg/QxmiNHrIMDFApaUhumwMMcFr86qLIbY9FNj1NsC+nwEOCeUT5sJfgbeDNHgcosbDMEO8F2eEj5LN8GGKCd5N1eDddGO8m2OKx/lmeFxkiUcltnhQaof7ZQ54UOGEtwlhAeIHlW5EsTvernbjPlfcr3TB/Sqm0hn3GFE+IJgfEMsPa4nnOje82+iG9xvd8X6TJz5o8cYHbb74oF3ED+93+OGj7kB83BeCj/tD8BHz8WAoPh0Ow6cjwU8Shs9HIvHZaBQ+GyNsx+LwlTQxFzOdiK+mEvH5dDw+nYrF55OR+Hw0GF+MBuELovtLRtz+bCSI5wzEJ0NB+GQ4CB+z/JDlR6Jk3h8KweOBcDwciMSDvgjc6Q3DSXcI9jtDsdMWhs3WCCw3RWKuIQrTtbEYq0nAcHk8+ksS0F+Qjq7MVDSnJqI+OQE1SQmoz0hHe1EJeqsaCOJujHdOYmZgGYtj+1iducDG4gNsLr2LlfnHmJu4i9GBA3S1rqO2YgIl+b3ISmlCXEQZfD3S4GjLv1vzIFiZBcLGIhB2loyVH+ws/KThGDZm/rAxF/cFw8I8BNY2MXD1zIRPWClCEhsRmdmNuIIhpJaMIbN8HFmV08guI0jyRwmVboTFtsA3uAZOXoWwsEmC0jhMArOcOFSofKFRB8JUI64j4bxOxMCS1xVz02iYmkTChKXoxi1ang014XxMBFEZDgNi2sAsAvpWvG0bCbljFBQuLN3CIXMPJxj9cZPXk5t23rjF6Dr4QeZCyLqHQeXH8wVFwzCA5/QjoPl9lbuFwtCZyLXjtuVly682oXxbzxO3dbygpS1an30Jfl/oG/lCz0S0PHtB15px8iGexVjmYGhief5EniPhEs/KrDBoCiKhKiSK8yOgyYmEURbRnBoFk/goGIWFQ+MbCiMPHuccCpVVIBQmfnyfxLncAzcJ5Zva9tCS0OyA27esoXXbCtpaVrh50ww3bpvyfjPc0jXHLX1z3JQRzYamuKU0xi0jY9w0M8FNKzPctOFxdsa47WAMAxdzKF0sYMLS3NEE5tZKft4ymBnqwkjnBlS33mT99VW89fIVvEyYPi91yyaORSkQLeV5PCN12RaThT2L3/yawP41SwL2L/nL+GcxodcLLzxHDF/FW2+9IU0aJvCs0NOGIdEs8KyQG0BPV5vv8ZbU5VrgWUwYJlqQRddtgWWB5yuvvPY/xbPYFsfcuClm9FbBxtYeHr5B8IvOQEhKOeLyW5FcPoikijHEV0wirmKGKJxHXM0iEuqWkdiwhIR63q4VWJxGbNkSQnNnEZg+hsC0QYSk9SEyqw8pRcME3TTqOgi3gSUMjK1gZHJValWemF7D2OQaBgmzvuEV9A4to3toFe39BF/PEprFhF4Ec2W76DK+hFLiUoy3lrqLE5nZYnKv1mXieQX57SsoIEALidrS3h1CdwcVAwLEh6gfJziJ4PrREzSOnTGE8cgxagcPUCMyRDAPErZ9BG0vkctUiVmoeU2QZp/mftFqnN+1iYIuMZZ4Q1oCSiz/lMXnTm9auAxfkwB0EoGazDKV+3J7NlAqgD5+jIaZO2icuYvG6TuonzwnzM9QK2A+sI9CcV6+lyw+JrNhHjkEdG4jw/da2MLPoHMLdXxddd3baOrZRQu3mzs30di6inpCubZhAXVEcx2PbyDk2/nZ9PC19RP4gzzvMF/bSNM8M4PRxhmMN89gqm0Os91LWOxbxXrPOnY617DTtYJd7tvtWmDmsEdA73VO46B7hnW5Jdwb2cDDsV08GCGkB9Zx3rWM0+Y5gnkMO5XDOKgawnHNCOumQ6zjD+Fu1SB/k/r5u9WLt8t7cVHYhhPWLU4Si3EekYmTgCTsukVh2yYQ22bexLOYsdoVu3JCmfAVE37tEb47UsuxE47UzjhVuTDOOFE54USMZWaOGIFkafwz798hrkW2eVtEWi6K510jklcI82W5O+YVHlgw9MG0wgfjMh+MMEMKMUY5AP1MrzwQXfIwtMiiUa8fhWq9SFTqRaPMIBoF3M7hvhzCOJ1JkschXhaHaIM4ROjHIkSWhCDDDAQYZsFfns1kwdcgE7/QiHWXnywbJWJ4U4xHviJ1sRYt0v9xBJLF8lRihm1REs8ir74gwdrgjZckPIsWZYFjUaqJZsUbz0HOx8t5bsM3X5JQbXT7FZgTypY6rz/B85Wf4fl1OOsTzLzPSf81Kc56r8FB+2XYEcsON1+EM7Es0Oxx+woj4HwVflpX4E84BzPRijekmbXTidZcax0U2OiimJgtE7NjO8vR6GqIVnclOjzV6PRkKQDtIkM7Md3priKe1cSzaIEWLc9ibLPosi1anQWcLyNuNxDi4r5mRwUaHBSos5ehhqnlvmp7XZTbaKGKYK82v4la0xtoNdfCoJ0Bpghn0QK95W6EI76GY0L92MuEMZW6ch94W+CQOD4kmA8i+cckreXsipUoMVmYPWaDbTEXKPBsg+UQW6yHOWCb9+0LMDPHxOQZUXJGSJ5x+w637yd74H6aF+4SkG/nBeDd0nCiOQr3C8NwJz8M96Sxp9F4uziSkPHDToIzn9NeWp7qJNMF+xliHJ4jjgr4HAVuOCx0JwT9cbculIgOwUGRL3YFJgt8CUbR+kxkivHOWV5Sd+0LwlOgWZQCzWeE8Z18MZM2j38CZ9F9+25JEO4Qi6I7t1imSnSbFi3AUjdqvva9FHfsEM57ye7YTnTDarQ9lsL5OUQ6YC3eVWptXieuBZYFmhfiHX9qeRaoFttPIS3wfBnRZduLj+MXXcI830sKLwAp/JLzNTxteRbdtk8LGCL5VIzXZg4LfaX3fEjwH4l1m4v8pPWdT4lfkX0+ZodY3xNjmQsCeX8oTsqjcFEXh7O6WJzWEtE1okU5Alt83+v8TPYrxLJUEVL2ykOxXRyEzcIAbJeE4g7hfK8th0BMw1Z5LLZZARXdtsXEYBdteThuzMZBQ5Y01vmiowgXovt2Wz62alKw15AhddcWEag+auHxbUXShGGi27ZoeRZwPuutlMY9H3ZV4HygXuqifdxXI7U8P+2yLRB9Z6RJaoUWpUC0KEXr8yfrI/jqYBpfE9B/d28F/3gxh/d6CjAX54iJIBMshJhiJcwCG1HW2OHf52Eq/50zA/j3RUDXinWps3DC13evsxDv9BHNzLvdJXivswjvtBTgQV0W7lenExnpvLCn4bw8Ged1aTiuT4VY23qTn4n4XA4rE4jxRDxoIKTr03FRz8+tuYI/In3Y6R9HY2EDwkIL4BpQCCefPII0B5ZO6URtHCvArHiqQ6FWB8GEFUorlSfsNG5wMnKBq4kzAW0PJ+JPdNu2MbaGhZEljI0spGWSVAS12sJBWtvYzN4D5oSziNkTOBtZu8GIcFabEYemAs62UKifjHnWWF7iWWFCQIv1oE1hYGgCbZkat+VqyAl0cwd32BHPrn4R8AtLQmhCHqIzygnoWsRl1hDOtYhKq0FIQin8wjPh5hcLe8LW0tkHJrZ8TgtrKBlTOwdYu7pLM3d7BEbDJzgRviFp8AvNREB4BnzDkwj0KNh5BLMS6gMjvna1QD9fv7HALd+PKd/X04jbGjs3KG1coLC0h9zUBgYac+irTKCv1BDBSlbUZdDSN4SuXCN1RddYOvL9eBLQvrC084W5LT8nG35mfA6BZxU/X31+Frd0FFK37Rs3dSQ4X7Y8a0NHR48VUyWMxDrOhLKFkSnsTc2JZzM4aozgotHATakmmBVwl8ngIZPDh5XNMJUcyRptFJnqodVGgTEHQ8JZiSMPQ1z4yfEgUIa3QwzwKEyGx6EyvB8qx8dE8ycRSnwUrcTHcWp8kqDGR0kqfJiqwifZxvikyBQflZrh4wprfFrjgI9qnfBBvTM+anDHx80e+LDRAx8JALN8v8FDWh7qca0rHtW4SOXbBPODGuKZuV/njLcbXPG44RLP7zXx+GYvvNvkze+AL95t9+f3IRjvdYXgg75IIjYWHw3H48PRBHw8kUwIp+DDsQSG+6QyCR+Np+LDiXR8NJGNL+YK8Bnz6WwePpnOxgfc/854Ct4ZicPDbj887PLGgw5v3Ovgb0abDy6I9otWXrM7AnCnPQBn7bwGtgXy+uGPwxZe71sCsNXM61RLKDbaw5lIrHVEYbkjBosd8VjoSsFsZwamO3Mx1VWMcV5rBluK0VNfio7yStRlF6EoPh2Z/JtLDU1ARkwGitNLUZHXgNribrRWT6CndQUD3fsYHzzD1NgDTE6+i5Hxx+gbvIO2Tlaea9eQJ8Yep/ciPKoB3n7FsHVIhZFZJNQErdokAkbm4TA2C+Y+v8uY+sPYJJCADWLEck6BUJqFwcIhCfbeOXAJFsMRahGQ1IzQ1DZEpDHp7fx+dSAiqRXBUXXwDSyHm2c+7BzTYW4eAyM1kUk8m/BcZkZBsDYOhb1xOOyJZQfTGNgTz7ZmscR8NMwEnsW1RhXK73kQvxcB0GG0DQOhZRwELUvusw+DgSsRTYDq8Xt8280ft9x9cJu54eolbet4BsLAJxQyvxAYhvL9RsfCKDoOxlHx0ITGQulLjLsRvI6hUBDQ+qY8v4LwlvDsQ7wSz6x8yohaGfGsb+4HAyti2tEPCo9AqAJCYBQZDqN4AjmJCE8KhmEqP8dcYpl4VubxeXOCocoMgSYtFJpEJoqYD+TnSXirXfyhtCPACXKZxh0yQzfo6Dvi+i1LvHXDgt9lS6LSEjffIoyvE8E3THD7uga3bqiJaOa2Gje0eVvXCFoGan4+SmgplbipVuGGRoW3jA3xuokM183l0LPRQGFjxGuUgLMRLMyUsDSSw0LxBM+335Janm9cexmvvvAiXnzmeWlW7d/8SiD52SetzIzA8pP1nn/N+379q2cIZW7/lMtJwwSgBZ6fe+4ZXL36EmH8Gm5rXYeu7i3IdQloA3GNkkkx0NeFtpYWgf0Wj70q4Vm0PP//g+df/uo3UvnCi1fwxpvXoSdWCrCwgotXAPxiswnfasQUdiKhcggJVeOIrZhGVMUcoioXEF2zgpi6VUTXLyOqdh4R1dOIrJxDaOEi/DJn4ZU6Bs+kIXgl9SEgbQBR+ePIrJlHEfFb1bOGhsENNA+uMStoHlhFa986mrtX0UCEiZbluu411HSuopLwq2xbQylxWNS8Ik1qVdK2idL2LRSLWaLFesXdW1IrsLQEk1h6iRGtw5XEcOXwAapHjlA3foaGKaKVaZg4R63ofi2wTBRLaxxLWCZue/dRRqAWt2+guG0dJSxLxUzUTKGYBExAmRFrJucKPBPTOaJkckQr9M+2s3mMKAWyiwZ2UD5KoE+doWn+HloXHqBt/j5a5+6hUbRsjxDo/bso61qT1o3Oa5hFTt0Mcpk8sfxX9SRKCPFqIriR5xMTeHX27KCXgO7lZ9DTuYGe9nV0t66hh8juaV5AX8sshtsWMdmxjJmOFcy3E8htC1hiFlvmsNg8heW2aax1zmGjdwHbvUusqy3jnMed8ZjT1hmctEwy46wHjrI+NYyj5mHuH8eDnjk8GljBo/4V1q8WcM7znRHjR9UjOCgnnCsGccbyoqyfdfFePCjppgk68Ki4DQ8LWnE3i/XBpHKcRGbjNDCBZonEnmMwdixZjzZh3VzNerPoni2nRwSEn8B529CeGHaQJu4ScD7l/mNi+vAJmncFuAWWVW7Y+Kn7tTsWuS0yb+iFWSJ5Wu6HSZkfxgz8iGXRqhyMPqZLFoxWWSiaZWFolIWjnqllKgniYoN05OulI0c3FVks03k7US8F0frJiGRCDJIRaJBCHCfBS5YMT8LZwyANHopcJh8eckZ2mV9oCFaxXJSYuEtErLmsJGqVBPRleRWGb11hiF+CVy5akN+8ctlNm5Fm3H4SgWZ9Ilr2OnHMxxiJZaaIcxFj8Tw3rkDF/VKuvwQNn8OIWDcjoC2kmbSvweL2y7Ditj2R7GzwJlxkbxHMb0hoFnHRJ6R1XoGj1Op8BW5aL8NT+yq8tK7CW4LzywggroN1ryGEiSGek41vIMtKGwX2BihxkKHcSY4qFwXq3ZRoIo47vDTo9jFGj48aXQLQUsuz4U9w7vEykrY7eLwAdLOjGOssWppFl21dqRS3W5xk0kRjjUy9oxx1TC33idbtSgK7zPImysyvS2Of60xE920t9BPaU65GWPcwkrpsH0mtzsZSy/MBAb3H7V0fU+wGWuGAWD6MdiWM3bAd54L1GGcsh9tjkYBeYlaZ9VB7bEU44ID3HUY74Sj2cn3nC8JE5D4R/YDYfJDJyhAR+LA4BO9Xx+BxeTRhGIzj7CBiNgR3BaCLIohnYo9A3YlzkCYMOyYqd1JssJtqi8NcV2n95uMCD5yU+ErLTp2WBeKo2F9C5NNILbMCotkEtMAyEXoZb5xke0n7LgjCu6K1llAWEXC+VxIsdee+IK7PsxlC/k7uZUv1YboX9onnQwL5OMMHh2k+hLQ7thL4WpM8sJ0iAOwhIVnAeZ6vX+BZ3Bb7BZzFPhHRIi1ALfaLMc87YmKyTH7GmaJ7uIc0flmg/ectz6LbtsDzOV/jRQUhWxmGk9LLVvfdAh/imK8nxxO7fO2HfG9iqSmxVvNRUQg/k0AJ6juiizkBfVgejv3yMBxUhF0iuewvSBaYFjmqisT+z/YLPJ8TiA86COPWLOwRhgKJezXJOCKMRcvzkejGXS+WpsqSWqClicOasrFdmyqVZx2FUo4J6pP2Qpx2lGC/NR+7zXmsABfisL2EcC7HUWcZ9tqJ6SfdtsV4573Ocili3LOA9NlgvRQBaZGn46Afz3bj481RfL4zjj+dLeAfz+fwxWglNjN9MRlihoVwc6xFWmMzxh6bsY7YjHfDTqo39ojn3Yok7NRm8v1k45yv/X5rAR7ydT7uKMaj5nw8aijA23W5uFuVibPSVBwVJvNzT8ReaSK2yuKwVhKL1aI4rJfwcylPwkllKs6rUnCvNgP3G/NxVCfGdbdhv2cYHUX18PNKhKkNK4BWkTC2jILKlJVMVbBUkZUrWfFTBsBU6QtrtTccNB7EmBtcjJwJaAe4EIeOBLStiRUsjIlnY3NojMwJbwLazJZIdpLGPgtAm9gSzYSnkZgozNIZanMnKE0dYGhsC7nailC2kMY2i9ZmA4Ux9OVGBLQx5GL5KsJZ24CVRbkKchPLSzy7B8DZNwxeIfHwj0xDSFw+IpJLEZ4kUkZQl8I/ugCeQYlw9AyBjYMPzAlbjYUtK8cmMFAbwdDEHMbWdrBycIM9K+TOHiFw9YqAu3cMXLwj4OAeCGsnb75mJyiIWAO1BfT4Gg2IfKWpLd+jPd+HWIKKsXCEEd+XypLHmj+BMz8HfZUp4cz3I7U88z08aXnWU/D9ibWYLRyIeHdixRsWtj6EM0Fu7f4Ez/ycTGz5b2EqTRj2H+FZS0cXcoJYo1LDWKWBGcFsZ2IKB2NTOKo1cFGriWcVfwQV/FGUwUcuR6BKhRiNHDkmOqi10EWfnRyLvH7vuctx4S3HI38DvB8iwwfh+vgoUh8fR+jh0zA9fBGmjy8i5fg0xhAfxcilfJwox+cZSnyRb4Qvik3wVaUlvq6zxe+anfB1qwu+bHPD1wToN50++LrdB18Rop8Top80exLT7niv1hnvENnvEMxvVzvhXpXjZbgttT7XPcF1PaHd4Mm/fXfCmmUTr+NtIXjUFYF3++Lw/lAyPhjNwPvj2fhoOh+fzBbhw+kCvD9ThPenRUrwwUwlPpyrwccL9fh0pQkfLzXig/k6vDNbhQfjJbgzko/zgXQctIZgr9EXW7XeWKv2xGqlF1aqvRk/rNQGYLkmCEt1IViuD8VyQxiWGsOx2BiNpfZErHSlYb0vC5tD+djiObcm+L2frsXWfCs2F7uxsTyE9ZVJrCxOYWZ6DKMjw+jtGEZ9ZQdy08oQG56BYN8EBPolITI8DymJNcjKaENxwRCqKufRUL+J9rZDdHWfo2vgAVp77qGh/QQV9TvILV1AQsYwwuM74RlYDXv3fJjYpEBuFMW/XX6vNZGQE6pyY8LPRCzFFMiICbRCpdZiMamX9N03CoXKIgbGdokwd0mFtVc2HAMK4U5IewQVwSOgAN4BxfAlzr2JZnfnTDjbJMPBPBY26nBYEr42yiDYaULgYBQCN57bk3h2J57d+PzOJlGEdDQBHQNTvi6lgs8pD+T3wx86rBDqKQKgqw6CtjljFwQdlxDoe4RCzycYOj6BuO3tBy1/P9wO9MMNXwLY3xe6wYRxKHEdGgJZVDiUCUR5UhxMExNgHBsPdWg0DH2535PPJ1qwxcRdavF8YqwzH6/vx++oD+QaL353faCwInRtiV7XIBj7hcIoKBTqsBCinDhOCIEqmTBODYI6PQTKLF4rM/wgS/OFLImPjfeFIsob8kBPyL3coXB1h9LBAwpLN/5bOPP77AgDmQO0da1x/aYp3iKWb97gd5zbN94klN/ideK6Clpv8Tv/lgI3r8tw4wZzm9timTo9Q+gayIhoGW4TpNcNDfCWSg9vavTwlpEetEzlkFkoeZ3l9cBcA0sTJa/fClgqRLftW1CLVuHrb+Lmq6/gtRdfxJVnn8NzYkmqX14uTfXcb15gBKifwTME8/8Knn/zGzHu+bfS+syvv/4qr00E+s/xbCiX8CwT6z1ra/P93IBY51mabZtwFrly9RW8RDi/+PJlF+7/DM8izz3/Il57XXQR14epmQWcPPzgH5eHkPRaxBR1IaF8GHEV44gqm0ZY2SyCimcRXDqPkLIFBJbMwL9oHAGFowgsmIB3+gTcEsfhEj8I57g+OMX2ENF9CM4ZRUzJtLTUUi5xV0RYFnetoISwKybwKtrXUEEklxHJFR3rqOzcRIVAK4EsYbZtCwVtRGjnNsp6Cc3BY1QNnRDIxygfPkL50BHKiGGx9FOpGIs8sC/tK+c+UVaOnqCagK4eO0PV8Ik0uVdJ967UFVos1yTOW9LF5+va5msjyAnRfL6WQgFowrSEr6e4YwMFouW5l5Du53EDfPzgHkqYUlHy9tOyuJ/n7OM5WZaJrt5Du6gY2ZXGTTdOn6Jl5gJts+don71A09gh6ge3UcvzVhO5Zc3zKCaai2omUVg1huLqcVTWTaGhZR7t/Mx6+7YwMrSHcWaKmeX550QI9JmeLcwQ7NP8TGfbZrDQPofljnmsdyxgk+Uub+8xu63T2Goaw1bzGG9PYl+0KndM4YKPeZvovtc0iYu6YZzV9uO0rh9ndb04b+jDeWM/LpoH8XbXBN7rX+BvxgLuE+B3Gidxr2EKd4jnc4L5tLALZ3ntuJvbhgc5zXg7qwFvp9fgYVolHqSU4U4c64+E83FAAk48wnHkFIQ9K9ZrCedttYs0BvnnM2cLPG8rnLApulsT0bvSfaIbN02hcMGGXLQmu2CZ5aLCHXNieShCeVIpxiV7YYQZYvoV/uiWh6DLIBQd+iFo0Q9Fk34YkRyJalkUyvSjUGQQgwKDOOQSzFksM5hUg1QkGuQhVi8HsbrZiDHIRZQsF6EGWQjUS4OPbgq89VPhybjL0uAmhdsEtqd+Nrx4vLcsD37yPAQQ0r9Qi9bfJy3EIhriWbQIi/z7faK1WIxflos1m5+0OIsJwsQYZ0OR6y9LXcDF+GbRTVvA2JQQNtN+lSUhTSSLmbWl3L4GU4LalOc2u/UyzG9dlZahErEigO10X4WTaHUmoB2IZqcncHZlXHifmF3bTfsVaTkqb2Lam7f9CO8APj6Yt0N5TLjeq4iRv44ko+sSngsJ5zInBSpdDFHjrkQdMdzorpLw3ONrgj6/S0B3e4sWZyXhrJbg3OvN/U8ALVqg20VrNREtsCwgLSK2W13kjCGamXreLyJat6t5fyWRXW51C+UWN1BpfgMVJm+hxvgttFhoY4CAXnRTY5d43nPXYF9AmmjeY7nNfTseGuz6mWE/xAZHUU5SN+x9gng3zhmbUY5YI5jXQuyIZ2uWttgOt8NBpAP2I1hG2OI02gEXhInI/QRHvE0E38/ylCbsekCEvVsVjQelkZfjhbMCiMMQnOeH405eCM6y/XCS6onDRBccJRLjKY7YSbTBeqw5UemEO0VEbZE3jvK9cFhADBf546wsWMpJicAiz1noh/1cL0LUFYcZ7oSoB45FS/STVudjYlW0ON8hni+KAqTyQXko7peG4H5RIN4uCsI5sXmcJmbr9sJFDqFO1J/ztQlQn2QITAtAe2M/1Qs7yV7YTBYQvpwg7CmiRSnQ+rSr9tNJxMR9ohT7xNJQW3xtAr6b6a7YTnPl5yJmBg+QWp2ftnwf8BhpbDMBLd7neWUoLmrCcVDsjz3R8l7oi81cnkfgme9B5LQ0lJXhGF6YIqTXsZnO15sf8jM8h+O4OooojpMiWqMFmgWoxf07ouu2WOKKx53UxuFeaybut/+l5VmA8RLP6byA5uPOk/HOotv2YWM29uozCOc0bFYnS2OeT9sLpJZoMYnYcVsBLrrFDNulUuvzXlMBIV1IOJfiuKsc+x1lzCWYd7n9FM5Pu28/jWhxFnm6/+2pDry71I9PCOi/OprDnw8m8OFgKVbTvDDoq8ZkkDEWw62wEm2HZf6dLsXybzpV/IdLFLaKErFTkYmTujyc1mThqCINp9V8z425OKvke+T2g/oC3KvLx2llDg5KMrFXks7PKQFbJXHYIJrXihOxUZqC/Yp0nPD4s6p0vN2Yh8dtZfwMi/k5NOCgsw99xXUI8GAl2SwQKuMAaRkXhSaIlVd/GBDOclUA8ewHM5UfbDQ+cNJ4wlXtBleVE9xNHeFmbgcXMxvYm1qzgiZm27aEkbEFlEYWrJBbEYb2EqCNbQhmollp5khoOkqzbKvMCGcTO6mbtuiiLWbYlosxzUpT6Mk0UgyIZplMBT19VhhFFJd4tnB0I5794egVAo/AGHgGx8M3LBWBMTlMHlOAgOh8eIZmwcUnGnbOvrCwcYWJWC6Kr0/qQi0zZKmCTKyPbGZJtDrBktAX6yvbOfnCmpg1s3GGkZkdjzEj3jW4LZaM0mOl1kDNx4rWZDPeZy69fjlhbWhkA4UJ0WxkDX2NgLYZjzOCrvxyojAd8R70FNJ/BIj9YgZxqYXe1lVqlbewE3j2kPBsZsXXa+H0E55v67DifFv/pzHPl4C+jdta2jAwMIDSUAkjAtqMWLY1MYG9kTEceNuNt92VSuJZDi+5AfxYhnJfgrEhisx00Wylh1EHOVZdFDhyl+G+lz7e8dPFh8F6+ChMF59EaOOTcC18EnIbnwcz4Xr4JFqOD6IM8EGMAT5LNsRXORp8WcAUGeGbKiv8rt4O37U64ds2F/yuwxXfdnri+y5ffNfui29biehmb3zW4I6PiOP3qpzwuMIBbzP3yhxwVmKHU+asxB4XZY64U+6Ei1In3C13wd0KN5yWueKk1J3fBR9eK3jNbo7ARXs87vWk435/Dt4eKsCjsRK8M1WJd+cb8HiuGY9mW/Fwrh2P57vw3tIAPlgZxkcbY3h/bQSPefvubCdOxpuwP1SDnb4SrLUmEsWRmK0OxURFMMbKQzDG69F4TTQmamMx2ZCE6ZZ0LHTlYmWgBOvDBPJ4HfZm23Aw342T5T6cbrACtzuBi8NZnB8v4eJiExf3DnD37Tu48/Ahju8+xObhBRY2jzExv4vOvkUUVXQhOoFA9U2GvWssMZCM4PByxCQ2IyWzFzmFUyipWEFV3TbqWo5Q20Y0Nx2wsrqF7NIlJOaMIyS+C95hjXDwLoW5czYMLROgowmHliqUCYO2aOE1FmNug/m3SjCbRDBRTDS/G9H8/kdIEdtqMwLUMpZ/m4mwcUqDg3Mq7B0S4GATB2fbeHjYJsLDKgFuptFw52PclKFwkQXB1SAQHoZB8FKGwFsZjAB1CAI1ofDThMGbcefrceTxdsZRMDMMg1IeBH3CWZq8i9Hn9UdfTUBbB0LbmXEjrL0CoR8QRCATx5Gh0I8KgXa4P26F+UIrgtermDAo4iIgY/TiwqAfz/eYFAF1YjQ0cTFQR4iu3JHQ+PM9eUZDZc9jTXlOXt8M+HwKgl3O65yhiRevU9783LyhsPGG0tEHKk9/KH38IPfjvmAfKKOI6vggGCYQ3DEe0EvwgEGKJ0t36Me6wiDSDQbBbsS+E/RdHSBzsIfchmA2tYee0gZ6BtbQ1TGHlpY5v8PG/C6rCWdjKQLOt96SQ+eGIQEt52193LiuS2zq4votfWnug9tipn0dXV5LdHFLXwc3FLyPeL5OOF835jEs9UxlvMYqYWYm8KyCtcYQlkriWUY8692Awa03cPv1a3j9xZeI5+fxvEDzL5/D84Tzi8+8iBd/+wJe+O3zRPRv8RsB5f8FPIvlpMS4Z2nSsFtErc5NyHRuQ26gK+FZyUh41hHrPd/Cq6++SjQTyYSywLOYMEzg+YUr//mYZwHnX/ySWOd+0eVbjHs2NTWX8BwQm4fQtFrEFnQioWQYsSXjiCieQkjBNHyzJ+CbMwmf7El4pI/AJaUP7qm98EobIJj74RDVC6fIbjhGdsEhsh1ucd3wzxhEaN4YYsunkdYgulk/nW16mZhellp4S9o3pZR376CSAK4UrcJEcBXxW8Htkj7itH9PAnHlCPHMVI+fo5Igrhg9RSmPK+ZxRYRxQe8uivr3LyNmwRaPHzwkbA+l23lEci5BLEUs50QwF4hlqaTJvAhjQlrcLuLt0t5tlIvW7N4dVI0eonriCDUTx6idPJFSJyYVY6pGifqRy/HTZWJNZyK3nKUYQ11BHFcMbnJ7Gw2je2geO0Db+BE6mTbCuqVvE81da2hoW0Jt0yyqieWqmnHUVI+isX4Cne0LGOhewWgfYcxzLY8fYpWvY4PZmzzFPl/HHhG+NbiLzZ41bHYtYrtzDjtE8W7HDI46ZnHK2xed87jg7VOi+bB+CPv1AzhqGsJR8wjreUPE8TAe1I3gbs0ALiq7cV7VhTu1Pbjb2IP7Lf2sNw6w3jiEd3on8dHwIj4YXMDbnVOsV43hUe0IHonu2UUdOMuox0lyJe4kluOBSHwJHrAucS88C3dD03EekIgTnxgcu7E+6hiMQxvWn009CWdXbIku1sTxjgRnMXu2O7HsTjgLIDtjjVheU3gQyp5YknlKy0HNMBPcHmU5qPBFv9IfPYYB6GTaFIFo5XWpUR6IOkUYquQxKJfFokQ/BoX6scgnjnMMEpAhS0KKQRISZMmIJZajDdIQQQyH6acgRD8TwQb5CNTPRYBeNsscBBnkIMAgE77Es69eKnx5rB+xHEA4B8hZMsFMuH4aIvUzEC3LRKwiG/GqbOKZeBWTdj2NNHmX1msw03lDirnum1Ip9glEK0UrNBGtJJbFUlNiZm0JzmJsM8unx6hFy/KNKzAmjE2IWhPiWEQsRyWFeDZ/gmbR6mylfU1qcbYmiEVsda7BUQL0ZXdtV4M3pIjWZyfe70oge3LbT/YmfHSvwYe3A3iOAN4XrPsKInhsrOF1vsnrUstzmtlNZJjfQq5Y19lGB2WiOzXBW8eKUgsRLbptd3mp0M2I9Tp7vTVSuj1V6Pc1liK2RdqI5GZHPUZ00xblk20nfTQ5GaCBWK5jWe/MbRcZanl/hY0Wyq1vo8JKC5UWt1FucgPlRm+i1uw22m30Me2iwgYBvcmILtzbIm4aCc+7nkbY8zXFQaAlDsNtL8cuE7NnSaxAJRKj8e7Yj3bGVpgdNkNtsM3s8rj9cBscE8/n0fa4F8fEs2JGPD9KYuUr3Q13Rcsz4fa4IhIXhSHEsA+2RatfOkGaQwBnE60E9RlResTH7PMce4li9m3iOdoSO0l2OMpwwUmWB07zLrtaXxQTmSVBrPT9Bc6iC/MRSzF79l4Gv0gC0Nli3WSeN4dwZsQM22KiMNHq/BTQ54TpXeZ+fgAuCN0zAvc8yxt3id87OXwevrbTLF++Bh8cCDwz4j0c8PXvZ/KLTAyLLtkCx0+7aIsWZoHmwwLxGsMkMIt94rj9vAAJz5tiiaosdywm2GI51lbCsphhW8D5IM1NWpJqM4XIE8taZfKzF+O7BaCrwwi8IGwX+mCHOSoT6zkHYZfv7VjMJl7Bym1lFI6LQi5bnrP4OgtCcEwgCxRvFQcReWE4JZrPG+JxWh8r3d5jDqoicFhNSDP7leHYK4/AWUOK1PJ8l4A+IJrXi6OlycJE1+0zMYN2cw6OW/Kk8c4SoJuysVWTiqWSGCyXxkqtz/f6yonmEgnPJx3FOOnidmfJT7NtH3Jb4Pmwu0LCs2hlftpt++mM2wLKotVZoFmMgRZoFveL1udHs134aG34/8vYXce3dd5tAy+tzEGTmG1JZmZmZkyMseMkDjtoiDF2mJljxwE7zElh7ZgZunXQUbvC1m3l671+R3HX7f08z/v+cX3uo6Mj6Uixju5vbsIrRzfiB2d24vWJ3bjdPw9DWf7ojNJiQ6o3tmY4sZN/q/vKpHt9Ag7WpGOktYyfYw2OzZ2NE62zcLKlGiMtlfwsub+5GKNzy3iMtDJX4/TiWpxe1oTRpXOI7XrCuRyjbZXcnoWDrZXY1ViKAy0VGFtcT3zXE9C8+K+Yy895PkZXLMPxFWvRP2cxitKqWcEims3JMLHyqDUlQ8OLuNbIbQP38bbDmoYQ71REeScRzvGIJp5j7ISzIwiRxGgoEywtwix9vH35PE4YZI1mezCsfmHEcuTnrc1Sym3pjjy5NJXMKG0gEKW1WSNwlm7NWjPUWlYiNSZopLWW6JRJt0z2ADgI3eDoZIQnZBHHuYhKzkdMahESs6qRxh+5tEIZ51yPqNQKhMXmIEgmLPMLh4WgNVrtrCwTv0YLQW6Ep0bP1zTDbHPASvRbfQLh4wyBjfiXbuNyTtLS46k2wkNl+DxK92uem1pnYaWfwCf0pcVcy8eozcQ2ca0xOghfhlDWGawM0cz35sn34kVA6yxOmPlaMjbctYxXotJte3LMs29gNPEexs8pAF5aizLmWVqepdV5+gwPxo3bHvBSyZIwBtht3vAnmoPtDoTb7YjidhzLOCvxbHThOYV4ziKmy2wGzHVqsDpQhw3hZhyIMuFUrB7n4zW4lqzG3WwdXiCeX8yTqPBSjhdezvLCC1kq3MjR4Ea+HndKzXi52opX673xyhxvvNpqxzeWBOEb7aH49tpIYjmWeI7DNzrj8M2OBHxrdRK+sTIRX22Px8uLY3CnLRI35kfg6jxZdioS4y1hONUYwutRMBOGkaZQXjOCeZ0K5vUrhNenUBypD8eRxhjlenOijdeUxQUYaa/A6bUN/A63YKK/DReHl+LS1jW4socVpr2bcXX/Vlw9tBPXD+3BjcMHcOPIIdw+cRw3jx3B5UP7MbF3B8Z2bMLIliEc39SDw+uX4UD/AuxeNw/bu+ZiZw+3B5Zg74ZVOLi5E4e39+HY3iGcPLAZp47swNkTezFx6hCunjuB6xOjuHXxNO5em8DdW1dw94UbuPviHbz4yiu4+5Wv44Wvfxe3v/5DXHv1Rxi/812MXPkaDo2/gM2HJrBy8ADqFvYjpXAe/KPL4BNWjLCEOiRktSGrZBWKZ/WhqnEj6uftRPOi/WhZygr84n2YPW+XssxObmU3kvLaEZ2+EAExdbAElULtkw1PayY09hxoHXksc2F05sLqXwB7YAl8/IsJ5UKCuZDfj2JYvUtgsRGalnx4W/Pg8CmAL3Htb88jwKT7dQ4ifXIRw+1YAjnemI4kQxoyiOYsPaNNVZKtS0MeUVxozkYhAV3M88jna2fxcWk++UggziP43H7mHNhYOdRqkojCOH4f46EzpxD2mdCHpkMdkwZtQjp0qRnQZ2fCmM8UEdElWTCUZ0FflgUtIasvzYaxPBe2Gr6X6jwYqrJhqcmDN2/bK4rhU1QI7xxiOjUP1ljCOoRwtsu1jujVJ8JgSOJ3mOA1R8Joj4XRLw5a3yho/CKgC4mCPiYO+kQiOTUehqw4GHL5uNxYqLIj4JkTBs+8UHjmhkHFbXU6y6RQqGJCoI4gloODoPMNgpbfY5XBF15qJ7w8vOHh4YOZ7t6EsRUekplWeLrzusR4ufM64UYkexoJbV4vCGZ3FXHspYMHsajWqqE2aOBFOLsRxW42lk4e42eEl78R+gAzbAFW+AbYEOTvjRBfG4KdJvjxOJveHTqPqfCY8iymPfkUniGenyBOn3hISkL6IUG0tEA/jIeJ5y+x/J/GPH8R0ILnxx57xDXueeYUeHm5KXiWlmeLxcS/KZMy7lmj0cDT0xPTpk5VJgwTNEsLsnTfFjxLt+3JluhJQD/Mc5QZtgXQAmdBtOyXScPkPxG9ve0Ij05CfEY1MooXIK9qJfJnr0NBHfFbtxFpNRuV7thxZUOIKRlAVHEfoop6EFPax339iC7sRXh2FyJyOhFd0M3b3YgvW4e0WYPIb96K8kW7lLWK53QduYfT48raxwuYhcSxTMi1VMYhbyZMmWVb/p1FhOs8wlS6QM8jEhdsOMV9Z7Fw4zkFzgJlQfOcXsKY+JXyP3NSSRNfq4F4rmMa+PqNch9hPJdAltbkNmJ34bC0XPP5N4wSxGNYtvkMgXwWK6TleNtZrNkxjo6dE+jYPo413L+KmF1BOLfz+GXrCeb+Y1jSd1QpVwwex9LeQ1jccwBLpVt6/xF0rj+OPiJ6iODdSEhv2DiCocGj6Of9vWv3oGfVDnSv3IbelVsxuHobNnXtwc7+g9g/fAxHN5/EyNYxjG0bw9ntp3F++1lc3H4GFzafwrmh4zjN48717sU5ovZ0B5FMGI+v3YyLktWuWa/PLe1n3bEXZ5f14TwBfYGAPk88X129AddXDuPS0j5MLOrCxOJO4rkbl9f04FrnAG70bsCtgS24PbAdLw7vwQsb9+Fm/07c5OvcJbhvL1iHq40rcalyISZYfzibMQvnM2fhEjORVIKzcXk4G5OLs9HZOBOdhVPBaRjxZX3Wyd8hWRKKUD5qicMRo2CZ9W0z9/Hacogw3m+Ix15DHHbr4rHNkIJN5ixsMGZjiNfHfmMWek1Z6DblYI0xB8sN2VhqyMUiYz4WmAown5lrKkKTsRQ1CpKrUWmoRhmRXEL0FhmIXGI5U8u/e2I3jdhNJY5TjU38rWeMjUjWu8Yrp+hrkWaoRQahnMljc1mWmGtRQjSXGmpQYaxGtWkWZnFfg3kWcV6BVr5mq7EC80yVPJdK3DfZyjwZwe8XW6IFzZNRxi7zGAXQk63NkyGeBeLyeEHzJJyd0trs9cznCfB6/t/hfQGEtaBZIms4h9yLdNuO0D6PCJ0rguYIgjqczxHm+RSivJ5GLNGcpJvKD2gK0gnsTG5n8bgc3i4knMt9PFFp90CN0+NzPDf6eaJF1ncO1WAxkbuMgF4l6zrfmzBsXbyZETzb0C8t0ok2rE91fI7n/mRv5ZgOwliWtZKsJZons5pQbg+XaD7H8wruXxamxtJQJoSvy9eXpavaHDOx2OmOFQT9QJAW20L12BNhxqFYHxxLcOJEohMjiQ7GjtEkB0ZTfTGWGYAzucE4RxCfI6LPl8fifFUSzhHQY4URGOUP1yjvP5UbRGgH848/FJdLwnCtlHAui8D1sjDcrIzEFSLw0pwU3FiQixuydFJzFsYIzpEaIrSOWJ2To0wYdp5IHa9NwlnC83RFJE5XRmGkXADNil1lBM7weU4z52oTMN6QhHEZs0wEjzEjTYk4ITNRy2zZ0iJNWJ8hNE9z/zmW4y0uMJ8mnmVpKtkWOF8mJAXPygRiBOsFglmWuJKlriYIX8Hz5TmZPD+eW4MLz6ME/smaBJyYxderTsJIbQpGZBbtukQFxwLnSTxLC7QA+sxcfvEJZml1Pl7napEWPJ8m2E/z3GTc89GqSCI/BRda0j8fcy0TiJ0URNfKTODJSnft8YVZOL1Q1rhOx/GWJAIvCWPz05lMHJfPojmVwM7isbk43crXbeH7a81VxjyPLc7Hcb7no3zvx/i+T7IiLGAWJAuaTy3JIw6J7vZinGNk3wj/zUakq/3qWlxZNwcXOhpwpn2WMuv2+Q4ZI9yKC9KyvLZZmWlbcpagFjDLZGHSdVtm2T7TMQdnZHy0AJt4PtPdSji34nQn4azMtO1qeT7Tt5hxjXNWZtzmtsB5stu2AFqwLIiWbdkvyJaJw24S0Hf3D+D7Yzvwp+tH8J193dhTnaB833qV75o3NmWHYE95EnZVZ2BXTTb2N5Xi+Nw6HKirws6KQuypKsDhuhIcmpWPneWpOFibi0ONBTjYWIjDreU4urgOx5Y2sqwnJIhsAlpanfcR3HuaK7G/lRBvq8XownqMLajF2cVzMLq4hce34eCS5ehrbENhUgXsVlYiNTFEYDw8WHn11CcRd6zMahKg0yWwcpvESm4iQvnjEGmOQZQpHDG2EOLMnxVgv8/x7MttGxFqstiJVCcshKjFGXqva7OrtVliscsY50AFzbKOsd7k5GvbCFGrAlVZv1hFnCohVNUKVBni0+Dtx0p/OIIiExAen47IhGxEJuYR0QWISy9HUnYNknJqEZtRg4ikUgSGp7ECSbQT+mZZL5rnpmDWaCNIDZjpSYx6afjaRDpBqyCd27Ies0ZainkuHqywunuygjoZD2kF4uNYyn1ePD+N3szn9WbF30nk+ypw1gqeCWrl9QTL8p8CgmdWhj2l6yVhbRKoB0XBTjz7/heenQH/xrPqC3iWVmfBs4z3c5NJw1iRNppM8CGefQnmAG8fBHN7csxzlNmMGOI6zqBHksmANIsZhVa90m17mb8WfaFG7Ig04giv26fjtKwsaHA1U49r2Rpcz9Gy1OJ6FsGcpsLVdDUmMjQYz9HhYqERV8vNuFFjxa0Gb9yeY8dLC/wJ4yB8ZUUkvrYmBl9dG4dX18Ti1RWx+MqyBLyyOBF3F8biRmsUr2fhGG8Mw5l6QnlWKA5VBmBPmR92lfvz7z8A28sCsbXYH9tKA5RsLQnAppIgbCqPwFZe97Y3pGNHcz72LKjAofYmHOtYgNH+dpzb0IXxrYMY370T5/YfwIVDR3Hl+Ciuj5zF9dHzuHHqEm6evoLrY5dx7dRFXB6dwKWTZ3D++ClMHD+BM8f249ThXTh5cAeOH9iOk4d249TxQzh96hjOnh7B+DgrfBcv4NKVK7h64wau376L2y+8jJdffAVfefmr+NpXvolvfv07+Pa3f4Bvf/fH+NYPfo7v/OR1fPunv8c3fvZHfO1nb+LVH72FO9/+E6589Tc499IPcfjiSxg6eB6LWHnMq1+NoKRZsIQUwieiHIGJ9YjKnI+kwmXILF+N/FnrUFI/iLLGQZQ29KOotgfZFauRlL8IkWnNCE6ohyOyHKagPGidhKkzE+YgwjK0AFY+py24AI6QYviGlsEZVKbMcm3xKSKcS2ExF8Ksz4NZmwWrLhMOotiPlTx/YxpCdKn8O0pDgikdaaYMZHI7T5+KEgK6TMdoUlCmSkK5Khnl6hRU6TIwy5SN2bYc1DrzUe0sIKJzke2dhxQCOtKaiwDi2W4ifrXJBGIsv+dEqjmZ1w0iOTwdmrgU6JLTYMjIgDE3A4b8dOgLUmEszYBFgFyVA1MlMUxImyuyied84jnbNZlXTS68q/Jd45Tz+f4zs2BJTIc5MhWGwCRovIlffRSvL0SyJorfdYJXFwy9NQJ6nwioeY3z5DVM7RcCTUgYNFHh0MRGQJMUDlUKwZwSCvfkQLil+GNGii/ckn3hnugH91gm0gmPUF94BDjh7rDD09sJlQy/MDj4XWbUjMrO64ogmnG3EtQSXoM8rVB78fqgkv845PWI1yRPXqvcdQZ48HvuZeY+ow5qi57Py/3eesLZADeC2TOEjw23wRThA59IB/wjnAgKsyMo2BvBgVb4+xpgs3hBr5oJzxlTlEnDnn/0cTz1pUcVOH+O5y+54KzgWZlV2zUe+v8Hz8/wOV14ngmdygMGnZpodo15VparUqv5nj0wffo0wlnwPFVpQRZEK3Dm7f8Jz9ICPdltW1qeBc8z3TxgsdoQHBKDmIQSJGfNQXp+GzIK2pFZ2sXvzABSywaRWLIecYUDiMnvRXQe4cwytrAP8YR0XOE6RGWvRXROB+IKurivGykVvciuXY+y1u2oWboHTWsPYZ50kSZ0Fw6OKmBeImOTZUzwViJ1+zkly7eOM2cJ5FEsZBZsGMHcwWNoGTjC8igBfQLNfUTyuuNo6j6Gxq6jaCDKGzplEq8jvM3I8lG8r5lQnttHHPcT3wOjmDNwCo3E9hy+fvP6UcwllOdvPI02mQl7yxksJYaXbuE5bSGIt57Gqh1nsXrHOUL5NDq4r5N4VUKwriV81wyfxBrCddXAUayUMd3E8oqeg1jVexhre49g7boDWNO9Hx3d+9BNIA8Q0BuHT2D7xpPYvWkEe5l93N5LVO/uO4Sd3XuxvWMXtq/dhl0d27C3axcO9e3DifWHcGbTCUwQ0BeUnMBF3r688TguDR3BhYEDGOe170LPLlzs3oJxYvjcikGcXzmIC8sHMLGEWF7ciwssLyztxeV2gnjNBtzs3IQbzB0+5i5zfe0wLq/sw6X2blxctQ6X1hLF3QO4NbgRd4a24/b6HbgzvBu3iefrAztxp2MTvrx8Pe7OW4trdUtxqXQuxrNqcTqhDKdjCnE6Mg+jwRk47p/CJOF4AFEckIAjziQc8UnFYe9UHLKk4ACvWXtZT9pjSGKZgr2mVOzkNXMbr5FbDOnYyGvnsDYVPfpsIrkIqwzFaDcUYqm+CIv1hWgzFGGurhD16gLUaoswS1vM62cJKvWMrgzFugrkEsg5RG+2jvjVzkI6k8rtFC1DHCtINhDLpmYkm1uUpJmbkEEQZ5v4WFMV8pliIrjUUIVqYxUazVVoMlSgRV+OefoyLDSWYwmxvIJYX6vLQ5cuF13EfLfRlfssMnGX0lL89OeRfZP7J+/zEVTfiwDZdG+5KcuMZ5QIvCcf7+P+9D04P62A2Z/o9VM9C3+lVXkqgplQzb8TrH5eaW0WPLsA/Qz3SbhP/TTzFMK4Hap6BqF8zhCPpxChuodn/VSkEM6phHYqy3SWWcR2vnkGSmzumOWnRn2gBo3BGjQxLUGuCcMWEc3L7nWrltm2VxPQnbJMVbxFAXMf8TyQ4o31aXYMZziJZhkPbVZuy37ZlnTHGdEZQ0BHaZWsjtSgPUKN5WEqlhrluQXnKwno9nAd9wuktVhCQC90eqLN7o42n5lYYZ+JXj8vbA41YE+MDw7zh+dosh+OCaCTfDEqy1YJoPnDNJbujzPZgTibH4zzpdG4WJlIRBOWpTEYLyb2CsOVFufxwhB+AUJxrTwcNysicJPlLcL3dlUErtXE4ApxeWNuJq4TkRebMjFeTyASzufnSHfpAlxuzsXFORm40JCKcQJTZts+Wx2DMSJ6lBA/w+2JWgKXID1dTUSzPKMsIZVAuN5b/7ghjngkOgXP0hotY6CJZ9fyU/dCcAucxxlpvb48LxOXW/m6xL0yuZiMd+brjxO98nqC56tz5RxziNpM4jYdo3X8QhPOxyQ1hHS9TNaVqeBYZtGe7KL9RUi7ZtdOV1qfXSG4ZWIy6WLNc5UJw2RprIlm19rOk3geq41XxkKPNSQqM2tfJHTPL87F6Dw+3/w0ZcyzvOcR6a5ODI/wmKN8rpNE+anWTN6WsdGZODMvj4grUkB8ZnkRxpYWKC1IxwhuKUeJ55MySRi3pZTbpwhn2T42n8fx8WNLKzCxthYXCeYLaxu53YDznU242jsfVxhllu17E4edWSPrOTcr6zyPdzUrE4VJV26ZNGxi3TwCWtZ5bnZl7VyMdRLR3a6W57PE88T6FTjbv0zpsi2tzoLmSUT/9yRik922Zfbt8xtW4urWtfjKgQH8anw3fnpsCGcWlWFDTjDWJfqgN9UPmwpjsacuD3vnlGFbQwk2zS7G1tmVhEEFtlSUYkt5HraVZ2NHeSYxkY6dlWnYXpGC7VVp2FGXiz0tZdg7vxoH2qr5+VQQ3kXY10R0N1fgwIJ6HFrYhIPz6nB0fgNOzq8noudwuxkH5s/D/kVLMdC0CAUJ5fA2JbHCFsnKawxmesXCXZMID20SywRCNh5GAtpuiEeQMQYR5mjEmCMRbQ1CJCuE4TK7M/Ecwjh520xAGhij1aEsx2R1BMLsCIaMbbZ4hyponlyKSrpqGwhIgbOsY+xJKKtUenh5EqRKtPAkUGU9Y3cC10Ojh5E4dwSEIFBm3I5NRXhcpjKmOSopH1HJxYhJLUNsagVBXYqQmALigPi3B/O1Zb1oV7dwQa5WbyVi9USwCjMYD7WO56DFdHcvzJDxxF5avi73ebrWVZbW3skIXqXrtABWSrlfozXCYLQqLc1aI/HMSrKOeDYa7TAYiGpiWfI5njUuPMvYaGtgpLJ0l3+oLFP176WqJlue5T8h1PyMBPDSbVtef9p0dwXP7h5eyoQ5MuOsN8HssPnAyYqkPxNksSLMYkGYyYhwVlqjiec4bidxX7bVgCofDVr9eP0ONmIo3Iid/H04TECfSNBjLM3Ia64Op9K13NbjdIoOZxK0GE3U4Ti3j3Lf8Sw9RvIMOFNiwXiVDRdqfXBtjj9uzgvGnUUReGFZNO4uj8WdpTG4szgWt+bH4drcWJxvjMTY7DAcrQzCvlJ/7CKKtxb6YyjXiZ4sOzoz7FiT7oPVaT5YkWrDat6WrExzYkW6H1Zmh2BtcRy6qtLRX1+MDXNnY8fy+TjQtQonhvtwdtsWnNu3F+eOnsT4yXFcOkUkj9/G7UtfxovXvo6Xr38TL7C8q+QbuHuDufk15qvMq7h+/Q6uXrmOy5evEcjXceX6Ldy4/RJu3n0F1+98GTdf+irufOXbePFr38dL3/wRXvnuz/H1H/4a3//R7/DjH/8eP/v5H/GL1/6MX77+Jn75u7fxy9+/i9f++Hf84o//xM//+AF++sdP8KPff4pvvfYBvvLT93Dre7/F+Ks/xIGLr6J37zjq2jexMj8PtsgymIhc78gK+MXVITS1GVFZ8xBPJKcUL2UWIblkARIL5yM2twVhsv5xfDnssiRTOBEZnEkkEoshWbBH5cM3rhB+sURzVBH8okvgF1UKZxi//wGl/J6WwOZdApMpD0YNMeqVBqsqDQ6C2J8VvyDiNobXhVRNErINKSg0pqKMZQ3x3GjMQKMuBY3qRDRNRpvCClkG5hLPc21ZaPHNRZMvAe3IR4mjANkEe7xPIcKZQO8CeJsJY5mwy0Q4+6TDJ5DQjcyAPl66S/M9ZGXCTDyb8tKgy0uCoTgF5vJ0WCuI6HLCuiQNxuJUmEvSCWtiu4zbBLa1NBPWgnSYMlNgSk6CMSYBhhAC3TcGKhMBrAnmdzyI15lAeHr6E9B+/P4GQWcOgtocAC8r99lZ+vrDw98PHsEsw/3hFumLmVG+mB5lx/Rob0yP8caMKG/MjGDCmCBvuPn7EM6Esbc3PK12opdgNjr5XXYQxNzWOHjNk/jwemPj6xPPXoyKgFZbeIwMEbHAQ2/CTANxTDh72m08H8ZGQDt4DfOzEs0WzAy2wY1g9orh9SfeCUuiP3xTghCUHIzgBH8ERzkRzPsDQizwceh4XfLkNX86Zkx5Bs89/gSefNgF50k8P0I8C5q/9CXXMlT/G54feOABbku37Qc/nzRs+ozn+X5mQOvpBr1GesbolVZnZcIwFa+vxLOs9/zsc88T288pCBYwS8vzM8+7Zt/+n/Asrc733c/X5Lar5ZlAN5rh6xuKiIgcxCfWICmtCUkZ85GStwJpRV1ILuxFUmE/4vL7EZPbx+9LL+IL+pBYPICUkkEkF/fze9XJdCBRji9dh/TKfuTVD6Nm4U40rjyAeetOYDHxumzoNNo3yHJRDKG6fNu9bD+NZSyXEqpLiVNZe1kyj2BuISybew9ibv8hzCekm7oPo6HjIBrWHlCWi5Ltpq7DmCNo7pRtHr/uiNLCPb//JBaul9ZkQfJZzGMWbJDwtrQ281ykW/ayzad5PqewfPMoM4KVW09hzbbT6GS6eHvdhuPoGj6GzqGj6OZ5rVt/DL1Eb6+UPMfefqbvCPqI5n6WAyyHed4bCOpNvQewhee/a+CIAuXDG07g8NAxHF1/BCf5nCPDLAcO4si6PTjcsR1HO3fgeNd2nOi+1/26by/Orz+IyxsO4erwYVyW7cF9uNy/F5d69+BSz05clG7UPduI3U24uHoYF1cM4GJ7v4Ll823dOL9oHS4uIZyX9ePmqmG82L0NL/XuwAu92/FS/06GMO7dihvdG3ClY4BwJrTX9OLquvW4PbyVaN6Jm8ztDXtwa8N+1hV34gaRfndRL27MWUlTtOFsbiNGEipxNKwAhwIycdCZiv3eBLE1gYnDPu947LHFYactGbu8M7DTmoVtpkxsMWVggzEdQ4YMrNdnYdCQjV5DjgLPDmaNPhermCVEs7TmNusr0aSvQL2uHLXEcY22AhVqItmrFEUsC9XlKFBXIk8jqUI24ZyuqUEawTyZVG0Nr8eyj5g21CHLWM80EMlNyLbMQQ5TYKlFmaUMlZYSVDO1llI0WUsw11yKNnMJlpqLCeVCrCHkO/X5xH0hBgj6YUMetvK9bCf+txslqdhhSnONeZZ4S5dtoli2ZbyyaerjME55TIncFkRPHmP3kOWniGZGKWVpqulPKceZpz0GHzfBswvOk2iWBAqevaYgVJk9ewaiDDMRqZ+htDIHq55DMI+XBBHGgV5PIsDzCfh7PM48xvufQgjxHOz1NEIZWd85hlBOIJ6TDVORxqQbpyGDt7O5XWCZiVIfT9QF6tAUosecUJ0yYVgrywXheiwmmttjzFjJCG7XRBuVljBB8/oUO9an2jGU7sDGLD8lgmdpkRY8D6b68Djp4m1R9k3ieTXRvCZSi1UsV4R6oT3MCyvDCGhphWaWE+3L+fqSZSEEdKAabb6emGd3wyICeo2vF/qDDdgS7YPdib7YT0AfjHPgOMtTKf7Es11phR5LceIsK07nsgMwURCG8ZJoIjoGF8pjcKksBhdLo3CJiJYW5+tE7i1i905lJG5XhOMOAX2nMhw3CN+rtUm43piGa00ZuNyYSSQzjdmuVuc5ubjE8oogtTkLF+qTieVowjkKY7L2MzNeE4+LdcmYEDQTo4Loc4Lp+iRlgjBl/WMFkck4PT8dEwsycE5an+em4Ky0OksIzAsEpixHJYCWLtznZPZt6a5NRF+bl8VKJs+PYD5PAMvzj/P5zxPMF1qI/tZsjBPJY7w9Up/C15QWZ+l+LZGW5DQFydItexLOkzNuS9dpQbPcL9uuyFrPiRhr5n0NhDKxfJagPteQhNMEs0Rankdk+SoZ9ywtzzx3mW17tCUJp/jeRpv5fHzfJ5uTMNqargD6RAtxPpeQ53s53pKOY8T4cZ73SWmJXlaIcytKFEALlI/wMdIS/UU8S0akC/e9fcfbmPkF3C7B6LJynGmvwdn22UqX7VPLXd22Zczz53heUYczshxV5xycWlWH8+vmMq1KS7SMfb7QswBnOlowunaOK2tkzPMX8bwEF4ZWKjieHPP8RTxPtjZLpPVZJguTCJ6vb+/C3b29eHFXF762rwdf3rwSR5rz0Jvuj57UQPRmh2OwKAHDldnoq8jF8vw0NCfFoCUxDktzMtFVkod1RZnozIlHT24MNhYnMHHYUCjbsdhYmojNxMPW2lzsrM/jc+fjaFMuDjQWYG9LBfYTzwcXNuPggmYcaZuDYwuacGJhC47Mn8v7FhDP7ehvXIzixCo4zOms5MSxUpOAGV7xmKFJxkzGjRVlL620PsfDpo9DgCkWEZYYxNiiiOdARMk6wkwI0Rxoc8Ju8YGJlT29gYgURFudMHn7wUi4GqV7tiXgczTLOF4lJrvS4uzupVdw6CGtue5quLtJWMnitqfSysvbBK6BlVDBcxDxHB6bokzqFZGQpbQ+RyTkM0UIjy9CcHQ+AiKy4e0Xo3QNl8nIZEy1dA/X6H0UwLoT6m5E8kwBMp9bukVOJ0ZnehLJnny9L4B5Es0S2f9FQMu2QFurM7ESRygTzzpWkHUEtMHg8zmetVrTPTwb4a4xuZbesgfBrMxMHkc0EykRKa6EJcIvKAZ2v3BYeYx0H58c8zyJZ+m2reBZa2Bl2AIb4Wzn5+NLRAfY7Aj29kGI1YpQs5mANikt0LHShZv3p3qbUejQo9bPgLZgCzpCzFgfZsbWSBN2x5qwN9GEPUT0zngddsbqsStah938zdgRpcPWWB22xGuwLUmDnal67Msx4EixFScr7Thbx+tzYzAuzg3HpVZek1sjcb4lHOeaI3h9jMHJOhlKEoYdJYEYznOiN9OOtUTySv72LEn2wYJEG5rjbGiIsaIuxob6OG9+L5xoSfbD3LQgzMuMwOKiRKyclYeuOVUYWjoPW1Yvx57+XhzbuhVj+w/g/IlRXD5zAdcu3cb1q1/G7Vtfx0svfA+vvvJTfO1rr+FrX/81vvrV15S8yrzy1V/gy1/9GfNT5ke4+8p3cOfL38Ltl7+N21/+Nu5+5XuE8o/w0jd+gle+/XN89fu/wjd//Dt882dv4Du/+DO+9+u38ZPfvIdf/vbv+PXv/obfvvE+fv/nf+CNN/+FN/76If7w9kd4452P8Pt3PsHv3vkMv30H+NVbwE/f+BTff/1feOUnf8GNb7+Osy/+CLvPvIT2oePIrVsLv4RamENLYAktg3dEFZwxNQhMrEVoikzg1YSQ9NkIzKhBEBOQxvuTSmGLJZojs2GMIJwj0qAPS4MpKgO2uBw4kvJ4TAH8Egvhz++JX1wxnFEl8A7ha/hJ63MhvyM5MOoyiedU2LyS4VQnIZBwDiOcU7SJKNAnEc3JqDaloM6YhDmGJMzn9kJjMhbpXVlMVC82pWOJJQtLbTlYSDwvcmRhvm8emqQFmq9VHFCOdP8yxPmVIIyQ9pVJyqwEuy0V3s4MOIKzYY1MJ56TYEpJhSUjjYAmpLOToMtOgDYnFob8eJgLE2AqiIcuJw66zBjoMmJgyEmAPj8RxvxkmHIJ8gzeTuR9MdHQhkZCw++URlqVdQGEsy+vM457M1zbldZgjU7mXRDk+sLL5CCgeb+3HW52gthpw/QAH8wMJJaDbJgWbMW0ECtmhFoJWCI2yELMErT+vKY5iWYHn9POaxyvkSpeD71MTnjyuuClI5o1BDXx7KGSddyJX08LSz5OZYaHhtcJXkc9zdzP7/AMfm+neTME80yeg5cvoRxoh0eoAzPDHZgR7YRbkh88UwOgzQiEJTcUvvnhCMpjMoMRmOyPIKI6kPUsR5CJ10QV8T4DM6Y9i2eekHHOD+PxLz2q5FGi9GHefuhh4pggfvBhGff8v+P5wQcfUKD9+aRhfF4Pj+n38OwFg55gN+gUPGvUagXQrknDCGYiWaA8OWHYM1Om/694Vrpu33c/HmApx8xw81D+A9HG35ngkAzExFciOWMOUnMWIq1gBVKLOpGYv07BcjzxHJ8/iISiQaSWDiOrajNyarYis2ojkkv6Ced1SCruQVJJD1IrepFTN4TqhbvRsFImCTuJJYOyPBTxLF20N53B0k2nsHjTSeYEcXscbfzuShYQpK39xG/fUSXN6w4RxsRzzxFiWFqvT2B+n8y6fVRZnkqWeppHKMt+2SeZ18fbAwLnESweGsOSYeJYJhDbOO4aT8190mV8oXQd57FLB49jOVHcTpyvJIbXELcdAuaNJ9BLMPcRt719B4jkAxgYIIp5/2YieOvGk9ixcQQ772XXBmboJHatP4GDLI/weY8MHGWO4ASfd5SPOzN8HOf4nOeI5/H1hzA+sJ91pj04QyifXruV9aqtOCvlms1Kxrl9gZC+2rcL1/v34Fr/bkJ5Oy6v24rLXVtwuXsLrqzbguuC354tSmvytbUbcI1IvtI+gKsE8yXCWXJtxRDurN2ML/fuwisDe/Dlgd14cWAXXiSg7/Ztx+1ePs+6DbjatR6XOvqJ5yHcGtyGW+t34MbADtzk8df5uIud23F+MYHeshbjs5ZjpLAVR1NrsT+yDLsC8rHTno2dBPI2Syq2KknDVlsaNltTMWzJxKAlD/1Mj5m/RbIklDEfq5l2QwGWEKELCeV50qIsS0PpizFHX4I6ornGMAtVMuM1U6arQYnMfK2pRgGTq2YI4lziOE83GzlKapGjr1NanHP4mHx9Da/Ds1DI5ynidjG3y42zUGmqQTVL6Xo92zQbtUr363K0mPIx35xDLOdhiTkfKywFWGMhlrndx6w35hH+udhkyMJWwn+7Phu7DJk4YE7FQXPSv2NKwn2TrckCYokAWaAsLc+G5x9V8kVATx47OUZaWqGllK7cxmly/MPwmfkkHB5PKS3PfsRwwBfj/jSCPZ4lfgXQ0xCumYIQ6bbt/pSrZVlpcRZAP0VAP05AT0Yg7UogE+r5JMLVTyOSxyYYpiCVcE43TUcGyywm3+qGUocXavzUqPVXKROGNQap0RTgpXTbXhCmVcY8r5BZtyN0WBWpR0eMQRnzPMiKy3CGr4LmzTkBSiZbmwXOk63PAuj/xvNkC/TKUBUBrfq8XB7kheXBakaDdmJ+RYgBy8MMWBysRRvPcb7dHYuYVQE69IZZsCnWB7viCeh4PxxheTyeiJbx0KxInWSF6lSCD84kO3A6wx9jOTKRWBjOl7CCVhaLqxWxuFYWRThHEs5RuFsVhReYOxURxHMYE4JblTG4XpOIG3UpuFGfhusNWbjakE2k5uB8fRYm6jJwnqC+0pJNvOYorb1Kq3N5JMbKiGgifYKPv0w8XyCiz1XFKi3D4wTueIMgmAiVCbOaXXgem0coC6DbMpWcJzYlF9qyME5QS1du6b4tXbUnpMVZlq4SRHNbJgy7PIePJWxP18RilIgfIX5P1RHac9JwWpZ+mpOhLAGlLAM1hyhtSPu8i7bAWVqevxiB8mQ5uS2IPslzP1obyzJBaXkeq+d5MZOtzlLKGOhT0gLdwPsF/K38bPge5P2eaCTKG+JxnDlWF4djfF/S8jwqLdCC6HmZOM5SxjefnJ+Lk225n0NZInA+wOc8zMcIkqWlWfYLnGVbWqelHFnE/YuKWJbg5JJSjC6pwNiyasJZUoPTK2TG7TnKElWTk4ZJq7NkorsFl/sXKHg+tar+HqBbcbZ73n+0PP83nscH2xU8C5w/x/O9LtySSVRLK7S0Pkuk9fnmjm585fB6fO3QAL6yp5s/FPOxuSwBSyLN6EgNQkdWJJalhKMpOgglAXYkGjTwnT4FvjOnIUTjjhRvPaojfbEwLQJrciLRnR2K/pxQrGeGc8OYcOIjipiOw5biROwuj8f+miTiORd7mnnxb5mFPfObcGjxPBxaNBcHuX24jZhum4cDi5dg7+J2dM6eh4K4KtiNWdB4JijLtUxjOVWVhOe9ElnKOqRxUGtjYdbFwmmIQbAxGhHmcEQTwpEWO0It3gi02uBnscGbgDNK92ciUSvdlM126C3Oz8GsY8XRwNIoeJ7szmwUPLOi6KUjUKVLMitVM4nUGZ5K6c54ENKTeDYShb5B4QiLSlAmiImIz0BkUg6iknK5nUdM5yMkxgVnR3AaLI4oPsbV2i3nIF2pvbQ2AtnIGDDDQ4dpfO6ZgmgvjYJnN6nYeXGfu2tW6/8GtLQ0e/J4123X5F3SQq1S61nxlvHPTmKZ709nZ4XRh/l3y7OWkTHTM6WlXfbLfyz4yrrY0UoruV+ITByWCH+ZOEzGhztDFTxLi7m0zH+x27Z0V/Tk66q538DP22ohnr0dynJVIU5/osQfIT4OhMl4QG9vREo3bh8fxPrYkWC3IcNpRqm/BQ2BNiwMtGAVK/7rQkzoD2cijOjhb0RnmAadvH53BmjQ7a9VyjUhKqwN80JnpAp9cTKG34BtOVbsKvDBwVIHDlc4cbwmACdmBeN4dSCOVvpjb3kQNpcEY6goGH25/lib6cCyVG+0JRDHvLbPiragJsYb1XEOVCb4ozIpGDWpEajLjkFLUQrmlWdg0ew8tDdVoHNRI4bWLsPW/nU4uGMbju/fj7HjI5g4M4HLl27g5s2XcOeFr+GlV7+Dl7/6Q7z6jZ/i69/5Fb71vd/jWz94A9/64R/x3Z+8ie8Qrd/68Z/wtR++QRD/Fq9+79d45btE9fdex9e+/2tGytfxjR/+hvk9vvmjP+D7v3gLP/71O/jpb/+GnxPJv/zjv/DrvxDGf/2EWP4Yf3jrI/z57Y/xl/c+wVt//xRvvc/yH5/gr4xsv/n3z/CXvwN//Ntn+N1bH+O1P36Ab7/2LgH9Fq4T9SeufBv9uy6isnUIwUlNsISUwRhUrMRM5PpElME3uhy+cRWwxRfBTAxbkguVmBMLYJBZqWOIzrhMJTpu62LTYUzIhDk5B7aUXDjT8uGXXAAnj7fHFsEWWcTnL4SBsNXJhGL6dBh4DTB7JcChTiCeExGhjUO6Jh4lunhUGxJZKUvGXAuhbE3BCp80rLKlYBVvr2Ilc6U1HStsGWj3zkK7PQftPllY4czGUr9czHXmYbazEKW+Jfz7K0aMvRDBPnmwszIq8ysYzYkw26TbNrdDkqCNJozjEmBISoQhlQhOI5JTo6FLi4Q+IxLGzEjiOBI6Xkt1iWHQJbBMjYImg1BOi4U2JQbaBIJZulyHhkLtH0zMBkJlJjSJV0/pNu1GpMp4Y5YqDxuvhQxBq1bb4KElhPUErcVKQBOyPrztJGD9CGUCeYa0+jLuCpjNcPM1E80WePjysU4Cl3D24vdOZeN1x0ww8/rjYSB6eW1w5zXCzdOH4fMRzm5efC4Vo+a2TE4oj3ES3AF+fG4HpvF34nl/O6YF8jlCeP7hAXCPDoRbnHQdD4J7Vii8iGVdcTgsZRFwlkchgPWhgMJQ+GUHIDDVl4B2wJd1LZNDhqq4Yfp0gvWpx/AYgfz4w4/g0UcI50ceJp6/hAcfeRD3Mw/I9v+C5/vvJ2QfkO7b9yt4lknDnp/yNHE81dVtWystzy48y4RhWq0Wao1MguamLFU1iWeB8v9Py/PneH7gIddyVdNmKDNuy0SVQeHpiEupQkZBK7LLliOnshMZRLCAOK6wD7GFg4gvWo/E0iGkE865dTtR0Lgb2bO3I7lsAxKKBxBf3I+4ol4klvUpaz4XtWxH5aI9qF91GC3dJ5SZrhf0jaCNcG0jMJXWZcKytf8w5jGC5XmEsSBZWo3n950kkI/xsa5Zt+WxSwnhpRsI76FRZXKuNh4rWcAsHOBt7ls4SDgzi9ZLRrBocAQrieYV609jWf8oFvccw2KZ7bvjABat2YdlnfvQ3rUPK7v3K92tu3uJ5cHD6CdwhwYPYZho3kA8b+o/iO2E755NIzi4dQyHt4zh6JbTOL71LE5ItpzBsY2ncGxohEjmdZXvcXzgOM72H8E5vr8LzMWBw7jK57wmSz717cGFru2se23BxJqNOL96IyZWbsBE+xDGlw9hgrlA8F7ifVc6NuMm0XyrZxuuEc1XujYRuYRu90ZcI55vEs+3+rbhTi8RvI7gJaJvrtmAWzKmecV6XGsfxE0+/wuE+KuD+/CVoQNKXiKGX1DwvAN3COhbAnA+59WuYVzuXM+S2wT65U7JNlzs2I5zyzfhVGsPRurW4Fj5MhzImYfdSQ3YHlGNzf6l2OBdgCGic9CUjX5TjgLlXqbbnIs1hOgKcyGWMYuZNlMRWk3FaDaVokHGJzOVpnKi1tVFuthIIBsFvTXI1xHG2lrkEsO5WoKYUJZkK9uEsnJfHfIM9cg11rNs4GNrUaqvViYFq2JmGypRzzQyzYYKzDNWoM1QhkXGMixl2c5yJbPaQNDrM9Gpz8A6glhm7B40ZWGY5SZjptJqvsOYgV2mDOwxpWGvMQ37DGnYb0gmmBOYeFdkojOW9zkEze6u+LgR0jOfYemKWWbNZkyCZ5ZWglq5n2AWLP97jLQA/Gni2tXybHd/knB+ytVl+16Ls9LqLKXg2f0ZhHk9j3DVFISpnkewjHsWPKufRZjmWaXbdojmaSXSZVvi6/E4nG6Pwen+GPwYf/dHEcR9IYR0pOpJxBDb8aqnEe/1FBJ5fJr+OeSap6HUNhOVdjdUO12ThtUzTf4eaA1WYXG4Dstkcq9wYjdSp+BZlqqSMZgbiOcNxPOGTF9sIp6lFDBLa7R0454EtLQ+f7HrdofgOZKVqnAN1kZIiGo+v7I2dAjhfA/PK8OMRLsFy1k5WxysxzynJ+b6uKHNoUK7nxbrgk3YFOmNvbFOHIix42CEFUcizDgaacJxomOEFazRGBtGku04SUCPKt24Q3GhKAKXS6NwtVS6aUfiTlW0AucXKrlNON8qDcZtVtwE1TerE3BrdjJuE883G3NwnXC+0pCDC3WZGK+Vsc6uibmuEtBXmjMI6gSMV8fhXGU8zhLoF6qJ51nJOF9FPPP2RI2MT07GxBfwfHwOAS0TaLUkKS2zZxcQ5YuyCWgZ85uqTCQm3bhPzCbICVaZMEy6bEvLs8zMfXo2X0e6bjcR03xeGV8tay6fqCZwZ8djhPtOCaDnZiljiUdbMnCSkD5Wn6Lg+ei98c3SAj3G9yDjnCUC5smxz5Otz9KFe0xahOuJY+lO3pLC90H4C5oZaX1WEM0oqOZ7PMPzFThL6/NYcxKO8X0crY1xzdZdF4vD0nW9ia8hYCaMj85lZLsti/AtIHoZ4lhQPNltW+6XrtuTXbVHFuVwW1qeJ2/nMjKBWDnOtlcps22fWzkbZ9oZlmdX1TL1GF/TpMD54rp5SsY7W5Qu2hd6WnGxb56yTJV03R4htMfk2J4FBDTBzMf8X2OepVW5x9WyPBkBs2D67OBypRv3ya4FCp4nx0RLzg0u44/MYtzathpfP9SP7x8bxq31S7CpPAlL+Pe7MjkQS5NCMDvEG0laDziffwaahx/Gs/fdh0eZR5hnH7ofPry25AVo0ZroRHuqE13pvhjk3/2GzEBsSA/GxrRgbEoPx+asKGzMkq6vodhZk4rtDQXY2liJbS312LuQcCag982bg/0LWri9GEdWrMKeZauwrKwJ6aElMKvTWXFMJM5SiOdkwjkFz3gm4jmveExXxUHFirNZHwuHIRr+hgiE6IIRJXi22hFssnKfmfcRbywNOhmvrIdMqKWSibQEyES0rFUscJWW38nJwWRGbemyrdKYXHiWVtV7cFbwzCh4FsR6qpRxf2bC0D8kEpGxycq6nlGJWYgmnCWR0vJMQIfG5sE/LBM2/2SYfCII5wC+vnTHFDyzMqr1UVp3ZnqaMM1diynSguyhUjKVIJ3u6YkZfL3pROpMwSozg+c2necydTrvZ6mMe5b9AmiBvbSaq/R8LzIpmB0ajTf0Wm8Fzya+VwM/C70sUSXjFyfxzPeutfkTLSGw+EXCx18mDYt3AVomECOoBc/esiyWtz/UAm++jjvP04V4V4u3hs9lNNiIZwfx7IcARwDCAoIRwYQ5/Iho6VrvUCYRi5SJxJgYIjqBCMj0s6GMFf06VvrnOU1Y6mtEu7+epfQQ8kKr3QNzrYzJDa0GXq+N7mixzeD+GVjI35T2cC90xOnQl2zk7wOv39kWbM21YVehA3uKieZCP+wp8MXmPF+szfbFyhx/rGBFfmlOIBbnhGB+dhjm5oSjOT8Gc0tSML8yG/NnF2FRUxXa25rQ0d6Kno5FGOhZjo3Da7Fj6wD2792KY8cPYfT0KCYuXcalG7dw7YVXceuVb+Lu17+Pl7/zM3zl+7/A1370C3zzJ6/h2z/9Db778z/ge7/8C77/y7fw/dfexo9/+3f8kAD+/m/exfdefxvf+fWb+Nav/ozvvPYn/Oj1d/CT199TgPzT3/wNP5Pt19/FT379Ln7O27/8/T/wOtH82798iN8TzH98+1O8SQy/JSGM3/kn8O4Hn+FvHzEffor3Pv4Y73/0Cf7+4cf42wcf4b1/fYp3/0lMv/cvvPH2v/CzP3zI1/8AL3z3Lzhz86fYcuguGhbvQERaK8yBZdD5FUHtyIXGmQtjYL4ybtkcRuzGEbvJ+URlAYxpBDCjT8mHNikbxvQ8JfpUWeIpU4khPRe2bKI5l8kkWNN4m/i2xRPnEXxsYAG09lx+X2UMchJM6ng4tAkIIpYjDQlI18aiVBeHWlMimonmNiJ3hT0VnX7p6LCnoMM7GWu9U7GKWcEs807HUlsa2plV9nQsc2Si2ZaJams2Cmy5SGLFNJwVU19W3iwEulYdy+9PNDQ64tccRehGwytMEgmvyAh4xUZAnRABTSIhnBTK9xlMGAdBQzyqiUhtZCD00SHQxoXBKz4cqrhwqGPCoIoKgSo0COoAopnfB0+rEyoC1kvtDZWXTRlnrHa3QONhVaIlnrUqXrc0RDS/wx783nmaLFB5c9vHBne7C8huBLSHv4W4tfG5CWR+l7z4nfLyJbx9ec3z4/WG3z01r1kqfi+9rNKSPdn67IQb8TyTeHeTNZwFzl4EOF/TTcfXMHnD04fH+/N8QwLgFuaP6eH+mBYViJlRQfCMJpTjI+CZHAWPjEh45EbBszgW6so46Pkbb2UdwsF6g19NFPzKiefiYATlBiI01Q/+0T6wBBj5GcsQlSnE66NE88N49At4fujRhxQ43//oA7hfWqD/n3iW1uf7ldbnxx9/FM89/xSv5VMUPOvUXkqLs8BZSgXPal4/pdv2sy4kP/2MC8rKOs/P/c8Thk3i+f57k4bJclUyVlqj1cHuG4yQmCwkZM1CZlkbcmtWIa+2Fzm1Q0itWo+40n7EFg8qiStdj6SqDUifvRVZ9TuQWrMDMSUbEUlcRxYOML08ZhBpszYhq2Erilp3oWrpAdStPoLGjqOY03kMzd33gCzjmPtdYFbwS+TKbNuL159hzmLxwDm09ZzGgnWnsKDnDBb1nVHWaV5KmC4dOoklguMBPrbvCOatO4Q24ruNz/ffWdR7FCsI71U9I1hBxC/vOILlaw6iffV+rFi1F2vW7EdHxz50E9B96w5iiMjdMnxMGZ+8a8Nx7N5wBHuGj2LfhmM4vHkExwjn0R1nMbrtLMa2ncHZ7ROY2D6OswT0GPF8inCf4Llc6iGYuw9hvGMvgbwL59fuxMW1O3CJAL28disurd5EHK8nkvtxXibyWipjk3txcUkfLi0dxJXlg7i+agg31hLBxPBtIvY2oXyre7MC3FvrNhDULHs2E85bcWdgB14Y2IW7vTtwu5PYlrHNBPPNVRI+x5rNuNu1Ay/37cWXB/fjZeYFbt/t3cnn3vZ5q/Xl1etxadUgz6sXE3Jey9djfKlkA8aXbMBo6wCONnThQPUa7ClZju2Z87E5vglDIbPQ7yhHN0Hcoc3Dam0+VjEr9MSyvgALNXlo1eVjjrGQeC1EnbEINYZiVBhKUWIsR4GpAjnmKmSaZyHdXIcUcz2SLPVItjQihSBOJZTTNbXIIJ4zdbVKsqRlmckRMBPL+cZGV0yNKDI1ocI4C3X6cjTqS4nlMswnzhcZS3g+JVjJ1+4wFhPHBegz5GE9z3EDy036PGzRZ2OLNh3btGnYrk/HDiJ6lz4NuwjkPYZU7DWkYJ8pBfvNKUQyY0rGAWMi9hnjsNcs60vHYI+RJW/vZHmfQ+BMNHvPeBq26U/Bm5HbStdsbksLtHmqqxu3bNuIZunabRRUT3tCaXW2e8oyVCw9BN1Pw5fbygzaMpZZWpa1zzPSXft5ovk5Bc5Ky7NGMoWIlv3PKuOZQ4nfEGJYifpeyUjrs7+0PjOBRHOgx2MIcn8coYR0BLejuB1DSMfydjy3U9RPI1v3PEqt01HtMwOzHTNRR0A3Es9zAz0xn5hdosyK7ZowbA3h3B1vRh/hPJgiLc9OQtnVyrwpyxdbCOiNBLTSjZvlcIYDQ6k+GEie7L5txLpYIjpKp6C5I1KL7mgD95nQJbNzE+qrwvVYFabHilC+JtG8KsqKFZEWLAkxYkGgFnP9VJhr57n5eGCZ0wtdgXpsCLNgR6QNeyKtOMgcjbbiZJQNp2K8MSrLWyX6KMtYjWb44TQrYuN5wbhQEILLhSG4URZBOEfjRWJT8Hy7LAQ3S4Jwi7mtwDoRd2pScJdYvtOYqwD6MrcvNWQTwUTmrBRlGahLTRm4RnBebk7nfak4PysJ41WEck0SLlUnYaI8Fmek63hNIq4RrpeI0HEidJQAla7LJ2XpplbCl+WFxXyNZfm4QECfJZylxVnGPcskY2dZTjTz9QhMyfk5fP2GRMI1Xlkm6iKfU9ZZlqWjzhDTp4lmmeBLMDy+IA/jbbJUVDZfMxNHiePDs+NwmD+eh2fF4cjsBBytI9K5XzK5RJVsy9joSViflcm8+LpniPezPIfTxPOodNFmpAV6RPDOnOI5jd3Ds7JUFdF7nuUIsXyC98mEYzIL93Ge/7EmmX07DUf5vIe4fag5VWlhPjpfumPnuiYCu9dtW3A82U375EKZKKwIpxRgy8RhAmwZG13I7SKcWVGlrPF8ed0cXOxsxNkVs3F6eY3SdXt8dQPOydrOqxqVVmeBs0D5JIE9urJWmXn7ooyLHliIsx1zMMpjz8m4ZyXzcaZ7gdLqfGZytm3ieKRrPgEtLcsEcz9xTEBLObF+ubI9xmNkUrGzA7zNUoA9zvvG1y/FlU3t+PK+HnzvxCbcHF6OofJktMU60BrpQGO4AzlWDZzPPgnPhx7AtPsfwNP33Y/7Cef7HrwPD95/Hx5nZj7yAIJmPI4SfoeXJjmxLi0A69MDsVHCitDmFKI5I0j5T62BdCc2FEVjc3UmttQVY1vTLOxsacDhJQtwoG0uDiycj2MrV2G0uw/7V3ZhYUkD4gJYAfdMgrtbArw0GZihzsB0TSaeV6fheVUSZmqTidwU2MzJ8DXHIcAYhUDiOdIayDgQSDA7iVpvrRFWnQFGnR5eXmpWBrV8PkKaaNQYvYlo++d4nuyqLZNgyfrFnsSfoNBtJlE44994lrhLq647Ie2pZoXTBLOTOAyPJpTTEJucjdiUXCYPMckFBHQBMV2IcOLZLywdVmLUaGNlmmjW6PmajNbggJoVZ5VUitUWzPDQE8xeRLSK8cLzM9wxzY2Y5vY0QbWgmZlGME+Z7olnp8zEc9PcMZXnJpH7ZhLS7jILrozXVpmUFiu12gqd1noPz9ICbfsPPLsxnvxsdFY/GB3BPNdIOALjFDgHhCUhMFwmDiOkg6KJaJmdPIgoZ+XcywAPWbLGjZ+HtDqrjXwdiwJ0GyvnDiI7wBGEMP9QRAaEEs6BCHdIK7QvQpUlrHwQ6s34eCPC6Y1Epw1ZDm8U2S2o8jGizmFEk1OP2d5eqCSay4jmYt1MFKlnokTljmLVDBTppqHcNJ3HuqM1SIUlMmwnlr8BCbz2p9nQn+XAhvwAbC4Ow9aScGxlub40CmurE7Bmdio6eK3tmlOA7nmsoCysQffiBgysWYihdSuwabAbmzcMYPvWTdh3YA8OHT2EQ4TysdHjODV+GmcuXcDE9Wu4fOcurr70Kq698g3c+tp3cfc7P8FLP/glvvyj3+CrP3sD3/zlH/DdX7+BHzA/+u2f8ZPfv42f/uE9/OyPfydW32f5L/xU8qd/4md/+Qd+9ib3/eV9/ILbr/35X3j9zx/h9b98hN/8+WNC+QO89vv38cvf/R2v/+Gf+P2fP8Af//oR/iQtzO9+incIZjoY7wiK//UZ3iOY//bRp3j/k0/xj08+wT8/+UjJPz7+kIiWfIS/f/Ah3nn/H/jzO//Ar//yCX74u4/x5R/8FRN3X8Ouk1/B/NWHkZC7DJagSugcxfDyyYHKngW9PwEdTBSHskwuhDGrCOacEljzymHJL4cptwSGHOI6vwimvELos/OgzciGjrHwtqO4FL5FxXDk5sObgPZOL4R3SgnMscXQhxVAH1AAgz0HJlMqbPok+LFiFWrhd82SglxjEqqYBlsK5hLHi7yl1Zlg9k0mnpPQ4ZNIPCdgpS0Ry2wJWGxNwEILY4jFYmMC5vM5pKt3mTGVlcsMJJrSEcJri0OXSKjHQO0Vxr/pEHiqg+GllxbiUHgGhsA9IAgegYHwDCV+I0OgFxRHB0EVQZSG+xKXdngGEa+BBGtoALQRvI/AlGNltmsNH6cO8IfGz5+IldZfG1Q6wplQle+pimhVE7B6YtpI0Cohbo0mXq8sDmis3vCy2ZTxxu78nsx0mOHmNBHPRDTxrAomtHkemlBeW3gu6hAntKH8XocGwxQWBnNYOP/NwqDzD4HGHggvC0HMa5KbxkE8S8uzD+Fs52073PVOwtkXM/ldnm5zYhq/t1MDfDEllGVUANwT+RklRcErIRqq1Hh4ZfG6nZ8AVUkC1FVJ0NWlwsR6gqUpCT4NCXDUEdE14fCtDENwcQgiskIQnOAHe6iF10YV3D2n4tlnnsDjCp4fxiPE85cefRgPPvIl4lkA/cD/Z8uzjHt24VmZcfu5pzBjxvNQec6EhoDWalS8TqmVUmbbVqnVCp6l5VmgLJHlqR4nlp8ioP83PE8uVyWIlv1yrEarh19gOCLiZe1/woR4zqlehfy6XuQ3bEJG3SbElQ24Ztou6kM0E1vah/jyQSTKLNwVWxFRMIyQ3H6EFPQjXO6vILrrtiCzaTsK5u9C5fJDqF1zjHg+hqau42heR/ASym3Eb9v6EWVcsnSnbt80jpVbzmPFxvNo38CsP4+lfeewiIBe0nsOy/vPYXH/SaL6GJYRqO18/LKB47z/MNo6D6Ctaz/auvdjIbOo+8DnWdp1EKs6j2AN0bx27SElnWsPopvpXbsfAx0HMNi5Hxt7DmAb4bx7WJaGGsWR7WdwfNspnNxyEiNbRjDKjHH/WeJ5fNsYLuw4g8tE9LVdE7jOXCWkL2wYxXme34Wuvbi4ZgfOr3S11J5bMoyzS9azJEqXDeJS+3pcIZyvrhzC1RUDhHI/Li3uwUXmMgF9fdkAbvK+u2ultXgLXly3FXfXEb/rNuEOsTyZu70s+7YoY5alBfkl4vmFnh2E80ZcldcgfK+v3IBrzNV2ZtUm3OjYRoTvxM17udG5HVdkVu7lAzzHHpxa2IXRti6cnN/Nkrfb+jG6QDKIkflDODKnH7tnd2NrRQeG81egL6UNXZHNWOU/C0utFVhkKEGbrhTzNaWYy7ToytGkK0OtugSVmmKUErJFTIG+DLkss3hfur4SacZqpJlmI5lwTiKcE4jmeHMDEsxNCp4ztbPptFoiuRYFxjoUMiXGel4X61BunI1KYy2qTbWoMdWhls9Rb6lDi7ECi4ni5cwKYwHWmArQZSpEH7PemE8s52Azobxdn6l0ud7L7OP2AWL5kC7VFb0rB4nmg8TzAZnYzJhMJBPQFkKa2c163i5TErabErHFlIDN5nhsZLmBoB5ieZ/PTIHzs0Txv+PNfTaZQXs6kTztKeiJZ+2Ux6FlqZ/2JIzTn4CVSPb2eBo+ns/CqZIJwabAjzgOJISDmFC1LDE1DdH66YiS9Zo1BLPqWaWUmbOjtK5lp6I0zyn7ZRbtSNXT3H6S208gnFgO93yM+55ANCEczv1hhHW46ilEej2JaJZx0tLMMpG3k3lfKm+neT6pJEv9DPK1z6HC9DxmW6eg0Wc6WvzcMJ9wXhRKOIepCVdiVmbLZrqIXOmyLVgeTndgc7YftmQ7sSmDeM60YwsBvS3HD9vzArA91x+bs5ystPsQ0DJG2orBJDP6E0zoiWfiTOiOMRLNBmVWbpmFW8FzmI5w1mB5sJYlER0hk5VJt3Ez2oJ1aAlQo8XXE3NZEZvvdMcSpydW+nqhN0SHDUT2tggLdhPQ+6UVmqA+ESPLWbnWgT5NQI9nBuJ8dhAuEdBXCoJxvTgUt8rCcVdanSsicKucoC4NxPWSAFwvCmNiCewE3K5Ow63aLFwjnCeI6fN1BHBzDsYbZAKxVEzUu2a3vt6aiyvN2Tg3OwVnqxMJ6ERcqE7GxUpiujQWE3yu6w2ZuL2gCJfn5RKSiThCSB4ljE8Ri9I9+zwjY5yldVmAfIEolonBJmRccb10i3at/yxwFkjLElbSlfs098ukXZfmEcqE7bmWDEwQnxMLchT0SsuzLAF1dn4Okc7XbsliMvi6WTjB1zhAQO+uiMS+yigcqonFgeoY7Oe2jIGWbt3/bnnOUMZPn2pMwynCfJT7R6VL9+x4nCCapTwlrc9yXgSxRAF0K89tUY5SjvL8pcv3KH+0pSV7jO/1FI85wec7yuc7Up+EI3y/R4n/43LuS2XCMMFzMVFcSCgXEM3FRHUZtwXLrv0jCwt5bBnOLq/AqeXlOLNmNibWNWKiqx5jK2owurQKpxgB9KU1c3C5ay4udc7FBUbGNZ/tbFZm1z5JZI8Q0Oe65+LiQBsmeuYpazuP8fYYH3Omm4DubcPZvoXEcBvG1rURmQsYHscIqpUQ07Kk1VlmoodQ7iWclVZpWcJqEc4NtePiljW4vGU1rm5djVePDOO7Y7twecMa9FRkozEmAKWB3ki36hDkNg3qR7+EZ4nkp1kBeV7GmbESIpOh3P/Ag3iAmH6ImH6G93s++gDSfLSYE++HlekhWJfhj/WZDmzJcWBrtgPDWX4YZMVoMCcCGwvisbWMF9HqQuyaXYZ9jbNxYO4c4rkNJ9Z24sz6Ldizugdzi+sQ4ZcFozEdXupkYjIVHvoseBjzMEOfgxm6TKiNWbDYcuH0yUSANRlBBHSoOQoR1mBE2PwQxsplgNEKH8LZzEqRSathZUmlrD/sqdYqrcUqolFN3GlMMs7Zl5VSJwwyoZbOB2oNAe1FPBOxbu7SlU+6Jctaxq4xxTPvxU2tg9pqg5UV6cCoOITFpyEyMRtRyTmITStATCrRnJTL/VkIZfwjkmEhSA3EpExKZrjX0i0AVTMawlbGPc/ga04nggXKyusqLc2utZT/O9MlM2SWawKbpdye3D/ZdVtm3pYlrLz43DJzt4z/NsoEaoxsy+zd0iovs3a7Szdvozcs9gD4+IXDGRhNMCcgMCIJIdGpCIlNU7adQTG8P5L/DsF8Did0rGTrVES52sHPmzHY4c0KuZ8PPxt7CEKdhDOfTxLhywqzbxDCiegwIjrE4USw3Y5AAjrI26a0RMc57EjidorNhEy7GdkOE1IsauLGE7Fad0QRzhFebvwNcufvE0u1O1JMKhTY1ajitbqJvy8L+XvSnmzH6uxgrCtPxPr6XGydX4G9KxpxkN/L3Wtbsbl/GTYNrcbWjV3YvqUPu3ZuwIH9O3D4yAEcP3kCJ0ZPYfT0BMbGr+DMxVuYuPICzl9/BVdufwvXXvgebn75B7jz1Z/gxW/8Ai9/4zW89O1f48vf/TW+8sPf4Rs//SO+9fO/4Duv/RU/+O17+MkbfyOY38HP3ngXv/jT3/HaX/6JX735AX795odKXn/rY/yKAP61hAj+zTsf47fvfYrfEcO/e+tT/F7JZ3hDyjc/xu8I6d/xcX/gsX96l2j+2yd46/3P8LbSygz87YPP8P7HxPLHnyhglrz/qSv/YP712Wf4Fz7DP1lK/kZYv0NAv/XPj/CHdz7luf4TX/nJX3HhlV9jz9lvsXI9hriClTAH1UDtXQSVLYdwzoeBcNaFZ8OYkA9TegFMOUWwFpTAVlQKW0kpfMpLYa+ugKWMeC7Og6W4ANZiArmkCPbSEjhKSuBXUg7/wlI48ng7m8enl8OWVAZLtIyvLoLFL1cZf+zDylUAgRtuyWIFMIuVvWRU6BNRa0pWWp4XWJOwkJWrxcZItPOasNIcjaWmCCw0hqHVEIIWQzCajCFoMkShUR+HWYZ4lBHSufoYpDAx+mgE6SNg14fx75jIVfvzuuGEm5cDM1TemGnwgbvAlX+jKieh7EvIBvjxMyCQCUq1HwHs5P0OmxKNL7/f/sRroANeBKwm2Be6IB7PYw2+LO0EsY+szS5jmu38nspcC65xxm6EsyevRSqdzGRtgdbGa5OPdLt2Tfo1w2nFdL7eTEJ5ZogPpgfZMD3YG+5hhHu0L7wSA+CVTNwznoxXchDUKeHQJjPxEdDHRMEQGQNDSDS0znB4mILgriGGvfwJaF++Xz+4GYLgYQmFm3c4pvuEYjq/xzNDI+AWFYkZ0dyOC4MqPQbazCSo05OhzUmHriAD2pJ0aCpYzsqAviEDVv6+erOeYGddw8F6iO+cRDjr4pQu3BE5YbxOBsE32AyLiaj1mIaZzzyFpwnkx74kM1g/TDwTyY8+RkC7sCqThX3pIeL1oUeJY25/nsmZuB9iKZHJxe4tV/Wca9IwD89p8FK58XrryWuvl1KqVJ685st1fTqmTJEJw57B008/8x/l5PZTTz2FJ554gs/5GB599FFlLPb9/H2Ubtv387dSsP/MM0/zNVRw8BoXEZWFpLQaZEq37dJlyK3qQlbVAFLKBxBb3IsoWZIqrxthuV2IyOtUlqSK4/6YYqK6oA9h+T0IK+xBZEkv8SxrQA8ic85mFLbtQNWKA2jslvWUT2KBTOC18TSWbhvH8h3nsXLnRazedQlrdl3Gmu2XsGrreazafA7tMk55cIxgHiWgT2Bp7wksIboXdR7G4q4jWNp9HO3dR7C86zCWE7/tRPCy1XvQvmYvVq3Zg9Wrd2P1qp3oWLMbPUR1X/dB9K87hPXrDmKY5aaeQ9jC7S3rCGZie+e6/djbfwgHh4/iOLF8YhuxTDif33aa9ZEx5hSuEc7XNp/E1Y0ncGXDUVxjbmw4hlsbj+LW0FHcHDiEq737cIUgvUT0XpYZrGUCr5UDOL+sFxNLe5QIlm+uGcbttRtwp3MT7nZI92oit70f19r7cHk5j1neixurBnG3axPhLHjeTBQTyN1bcat7k5I7vC1jlV9kBNgKsnn/C52ble7a0nI9sbgXl4j1i8uHMU68n126HhMrNvL8tuJK1w5cXLuFdcRBnFzUgxMLe3CcObygG/uaO7BnTif2tqzD3uZe7GZ2NvZiW10vtszuQX9ZJ9bkrMKy5KVoi1mA1pC5aHQ2EK41qDRUEbKzUK6fpSwLVaKvRTHBW0gAy+RcqaYG/g7WI5noTTHUIdUgayXXIpO3c3h/LvflK8cTyBL9bJQbZqGGQK4x1GC2oRr1xPYcQyXmMgtMlVhiLMcyQyna9cVYaSjCWkMxOk1FWEcc9+vSMcT62AZLNjbIBGWGDGzl7R3mLOzi9XmXORN7uH8vr9n7WO43ZhDJKTisS1RyiDlgSOJ+QXMqdvK4beY0bGY5bExDP0Hdz8dIesyyxnQG1rBuuIrYXqFPwXI+1312t+ch8flCvN1dkRm1DTOego5g1hDO6mlPQDP9SehnEM+EswvPz8DhRTwTy/7KbNky+dfzCCOmpWVZkBytmYYY3h+lfg7Ruqmfr9kco5+KWP3ziCZyozTPsnLyjJJotSxFRTR7PY5Y9ZOI0zzFbYKZQI5hGccygVBOJJyTCOV0QjmbCM/l8+SxlBTxdcqN0zDb8jwabc+j2T4N8/3dsCjYU1k2SumqHaHBmiidMst2bxIBnEoME85D6fewnO2LrVmskN/L9hxf7MzzV8rNGT7YmGbDcIpFyVCyGYOJBvQnmtGXYCWgzQqgOz8HtLQ2a9FOuLvGPTPhAmgDlhPW0oV8fqgOrQT0XD8PItod8xwzMd8+A8u43RmoxkCoAZsJ7d2E8/4oHxyJseN4nDfxbMNYkh1nBNBpfriQGYDLucG4VhhMLIfitsyyXUYslwTiSqEvLuc7cbUgBNeI5+slibhVRTzPznTheRbRWpdG0BKpjS48j8ttovjKnFxcbcnFxaYsnK/lvlmpuFKbjquz0nGpIklB9G0e8/KSCtxoK8KphlQcJTSPE6+CR1mmSmlZbuFjWu9NBsbyEu8/VxuPs7PjcIYRQJ8lPE83sZzjmolbZvA+1yyTi/Ec+UN4dm4GzhPOF9pycW4e0Uw4n5tHvDJjc3Mw0pyJE82yXnAmThLRxxr5xalLJF6TCfpE7CWk95ZHYG9ZhAJo13JVrjHQpxoziGY+VsZA1yXj+Gy+B6L5uMyyLS3R0pWb53Wa70Xptj3XFenmrSzR1UCM10uX8gTCXlqlc5Wc5fuVMdkneC7HpfVbIN1EQBP8guNz7aUKmE8vK1FyZnkp91VifEUVziwrx8iiUpxaXIaxJeU4sbgUY2tmYZx4Pkc8jy6vwuiSSh5XjXPLZ+H8ygZcZEX9IuF8/h6eJ9a14lxPK06unM3UEsxzMNE3n+iV7tnzcK5XDyel9QAA//RJREFUWptbcaaHKO5fhLNKFhLCC3FqnaslWrmfke7d57paMd4p3cHn4XzPQoz38Ph1hLO0VBPP48MrcGnrWlzavBoXN6/CS4eG8LUT2zCybikWZicg225AslmDEI8ZMDz1GFH8ENyfeATTiegnH7gfD7Ni8OD9DxPOX7oXVkhYUZDu3O6PPYwonRvq4pzKjMO9+UEYzvfFcDa/w9lBGJBJyLLCMZwTiS358dhRkoYdZdnYUV2CvU31OLh4CY539eHU8A5sW9WHhsI6hPkTz5YMqPWp8NKlQWXMhZc5H27GHMzUZd3Dcw4cxLMf8RzAynIIK8phxHO41Q+hVl8EEoYOnRE2jRZmrRZ6tRpqVmZkHJqKqNbI+sZmH+gtMtaZgCac9XoCkHjWErEqFbHpaYS7x+Rs0l/AM1E6g5nJ5/KyWmEhnv0iYxEcl4qwhEyEE9DRqQVMkbIdEpeB4Nh0+IYnwOwfAqO3H8wEvkkmMDPaFMAqy0YxshSWvJbgWSKv+e/X/084fzGTs2xPbgumZVvGQsva1LIMlix7JZFtibL01b19rnWjDQquDfxc7MStX2CU0lU7MDxJAXNwDN9ffAaColPgGxoP36BY+Dgj+V4CYdD68TP2hZkVbrPGDxaC2m7xh79PMGEsrc3Es28YopgIRzAinEGEcyDh7I8AAsLP2xt+NhsCCZMQIjrcR8ZDWxFpsyDax4IobyNCjRoE6734G+cOB8HsLfHwgM3TA3b++0aa9cjw0aHIocLsQBUWxFrQnhmC7qoMDLVW8+9rAfYPrMbojvUYP7AJY4d3YGTsGE6Oj2L0whmMXZzAuatXcPH2HVx98RVcf+nruPHyt3Dzle8SyD/GC1//BV4ikF/+xut4+Vt/xJe//We8+t2/4Gs/eBPf+NHb+OaP38G3fspSxi7//C384Ffv4oev/03pjv3zP7haj1/7EyOtyG99iN++LZN1EcbKpF2f4A9/A954D/j9u58p930xguXfv/kJ4fwZsfwZ/sTH/fm9zwjmT/Gn9z7Gn//2Md58/xP89Z8CYOL5Q+L5o0/xr08lH3+ef372Mf7xGfH8GVH9KfAPuEJz471PCO8PP8Zb/yLG+bw//+O/8PVfvoPL3/gt9l78LpZtnEBiaQcsIbVQ3cOzITAf+rBcaAkEQ2ouLLmEc2EJvMvKYK8sg08VQTy7DL6NlbBUF8BckQdrVQG8q2St4yLCmoAmogNLKxBUXAm/Ah6bUwZHRjl8kkrhHVMMaygf45sJizUV3qxo+bHCFMZKVCyToU1AkSYWlfp41JkS0WSKQwsBPFcTggW6ELQxrbpANGn9Uaf1xSytE1U6X1QbwlkRjWXFM4ZwjkKKNgwxfEyoJhB+PNbG4wwaYlflA09PmzLztJuKsJVxv2YL1Pxb1RCyWh879A4HjH78+2ep5t+sJ/9mlXjze2W3Qu20uWag9rfCy18w7QOdLx/Hx+q8ed2xMdKaTJjL3AfuWgKY1yJPky9U3K/mNUZt4zWJYPb084GHMr7YFzPDCNwIQjeayI0NUOLOeMYTzCkhUOdEQJ0fCXVBJLzyI+CVJ7djuD8aXimR0CQRzvGJMEcnwhQSD4MzFnprFLSmSF4jw+ChD4W7KQIe3DfTJ4pwjubrxkMVmwRVYhI8EmLhkRgNTXoc8ZwIVVoyNNlEcz5TnAlNZRb0dTkwNmbBzHqAN39fvVszYG9Ogx/rDr787Q6sjEV4bgQiCHv/QDO8jZ4wuE2F59NP4hlB7xfw/KDS0vu4C80PEs3/C55deYiIltbnB5QZt5959gleF5/jNXEaPL1m8FrrrsBZrfG4h2cPuLnNwNSpU+5B+enP0Sx57rnnlMj2fwP6i63dgmm5393dHTbpCRWYiJjYYiSnEze5bcgoXon0snXKBGDxJX3Kes4RxHN4TheiWMYV9yChtB8JZesRWzKAaAF20TpE8fi4il4k1vQjp3kzShftQN2aw2glfmWirqWbzqJ96wRW7SGW915BB9Mp5e5LWLt9QllDeeXGU1ix/gSW9x7FUgJ3mbQed+7HYqJ4yer9SpfrFWsPYxWzpuMQOtYeQKdk9V70rt2LIWJ5uGsfhjt2YyOzuWsvtvUexHbidufAYexhBMr7+w7iINF8lOUJ3jey/gjGiOEzm0/g9NbjOLvlBC5vOokbxLIg+frwEVwfkvHK+3Glby+uD+zD7cF9uLt+P16Q7f49yrjkax2bcL1zGDe6COI1/bi8Yh3x2qWU11b3E8wy4/UmvET8Sl4mjl/o3EjwyoRe63F7zQDh3KeA+m7nBqKYwO7eiLs87k7XZj7nMK4x1zs24gZf6wahLrNf31jFfSuGFDRfXNKP8UV9GGvrwdnFAzi9eBAjCwdYLxzE2LINOLNyM86s3spswcn2YRxc2Id983uwd14vdjSvw8batRiatQbrZ3VioKYLvZUd6CxdjdWF7ViZ147FGe2Ym7gUDVELUUM4VwQ0o9hHukvPRg6hm0MQZxPNmfo6ZOjqXdE3KmsoJ1makWSeg2RupxobiOZ6Hu+CcimhXKWvQY2uGnVMPdOgc41PXmCqwEIZn6wvwWJdEZbrCrGaUO40FqLXUIB+fS4GWfca1mVgoz4DWwyZ2Mr62Tbid5cpBbvNqdhhTMZ2Xp93GpKx25TK/cSw7Of9u4hjiXKfPhl79YnYw+zm8Tu4byuv6ZuI5SFe0/sI5W5mDet5Kw3ZWCFrTTOLzXk8zzy0GvII+zzM0eegiblPGcN8L0r3bbdnYHN3TQRmnvkU8ezCsm7G49BNf5x4dpXGmU/w/id4nGs9Z18CWvAceA/PEqWbNhOpJqK5P4r3xxmmI940U0mCaQYzjfumKkkwTkGC4XkkaJ8lmJ9W0DyZeO6TJBLZSUwyoZzMMpVwzmSZq3seBfopKCLIS4xTUWGZgdk2NzT6zECLYzpafWdiQYA7lgR7KXBeHW3Eqggt1kbrsC7BjAHCWbpqu8Yz+2BzpgPbspwEtFPB8g5GSolAelO6NzakWj/Pf+O5V9aLJsoF0EorNLNG1n2+B2gF0WGupauWhqixjIheGmnEohAt5smkZr5uCvjn+kzDPOvzWGKbirV+XhgI0WFLuBm7Ir2xP9qBo3EOnEzwgczCLeOfZUbuM6lOTGQF4FJeALEciBvF0godTDD74VKuHRey7LiSz32C59J43KhOxi0i+Hp9Bi7WEnv16bjQSKTWZxLOrsgkYhcbcnClOY8hoHnMRT7mGo+5XpuJy9WE9Kw03J1biJeXVuD6giKM1qficG0CjjQk4aRgmD9a54lNaXUWPF8hLK8Q0hebCHYiWwB9TsZVN7rALHCWZayk5XlUukJzv7Q6j/Mx5/h4wbO0Pp9rdY1jlkjL8Umi/whxeoDgPcDnPMjnFDRLDvF89t9reT7IyLjoyQnFjvI+Kc+2EOEE+Ok5GThRS2xX8xii/iTPcYzQdwE6Ead4bhJB8ySgpSV6bE4KTtTFEduxBDSfT97r0iJcWJSPM4T+yJw0HKtPIuYZAvoEwT/alodTC/NxSsZBt+VjdGEBL46yjFUlzq2sxtjycpwkmEeWlCnl0TZ+vquqFTyPdzfg1IpqpdX5bPssTBDGEyvqcX5VIyYI6LNrGpUu2xJZ0/lMZxNOralXumtLq/PZddLaTGATz0q3bZl5u8+F5zN9/8azLF11Srp/S+s0I0tbnVPwPB8XiOUL/Utxvn8Zzg0sxfjgMlzctBpXd3Th+s4uXNvRiZcPD+PLRzZh3/ImVIbzx33K47A+/hB8pz4NnylPQ/Xog5j56APweIqAfvxhPMdKyDMPPoQniejHCedH72NlhHh+jHh+nJn50P0I95yC6jArVuVGYqAkFv35YejJDEZPRjB604PQnxmqAHpzYQK2lKVjU3kudjTMwqFl7TjZO4zjAzvQt6ALpanV8PNJI+5SoeLF2dOQxkpkNitx2ZjOi/YMrexLh9GcDh9Wpn2tCQg0E67mSCYYYQRbiNkPgUY78Wxxdd3WG1kR1kDlpWIlSQNPAbTeBJXg0SStvwzRLHCexLNGwwqy2qx0R3bh1QVniZvAWcYVq7UKns3+gfCNiCGQUxQoh8ZnIjIlH1EpBQhNyCKqMxAYnQpHWBxMfsEw2HyVdadNRKq0/gqgJ/HspdJ/judpMpZZAfTk9r+B/D/FTZa1Yjl5rLQ8y2zaBhnjbeT7Y4wCd6trSS7XJGmu+7QGQbU3rD5+8A/i5xmWgJBwvqfINGW27eDoNITHZymtz/6RiQgITYDDL4qoCYKRIDGoncQzQ3RYDA7YrcSzPYh4DkaoQ1qbiWc/F57DHUHKWtxBPgJn/lvxc3RarAiw2BBgMiPIbEKoxYRwJsykQ5BOBX+1BxxebvxdnAHjjOn8LZwO7fQZLGfCQkAH69RItKiRZ/fCLF6fFyX5oaMkHpsXVGNv51Kc3DKA84d34865Ebx6dRwv3biMuy+9iBde/Qpe+urX8fLXv4VXvvU9fOP7P8W3fvQrfPvHv2XewLd/+id892dv4vs//yt+8It38MNfvofv/eJ9Jd9/7X0i+X388Nf/wI9e/yd+/Jt/cPvv+Onv3sfP3/gn0fxPZTmo1/7samH+7dsfE8ofE8mf4o9//wx/fB8s/zN/+Ntn+P17hDKPUaIAmXlXwAyCGcokX2/xsX/9p0z2JS3OH3P7E7wt3bQ//Ay0NP7+8WcKnj/45GNXPkf0J0T0p/daoVkSzhJpeX73o4/x9gd8LZ7DL/70Ab7167/h2nfewKFrP8SqbZeQUdMDn8gGaO1FhGI2TEEyk3YeDHHcTs+DhXC2lhG9VZXwmVUBex0R3UAQzymHrY6wnl0AG+Ndw1QWwlbOsrQQAcXFCCwohl9uIZwZBfDh98caR4xHEF6BGTDZU2EyJcCsjYGdCdDHIVQbhzhVBDK9wlGgjkCpLgKVunDMIoJnq/wZX8z2cqLGy4EKLztKvLxRqPJGPkGcrw1ErjYUmbpQpOiCEav2RyiP9+Pfr7ea300ep5MJumT8MfHsxW0vNSEtwxSMxKyZ91lc0dh4LOGssdvhRVDLGGQPHyLawe+zk6WfLBElE3mZ4RbkrXTl1gQ4ofNzQu/0VQCt4fdTZXRN3uVl8iOWA/kZ81rhGwSDvz/00sU7yB9a6QIeFQxdvIyvJoaTieLkMKhTw6HLiIIhKwa6zEjoCGQD//aNZQkwlCdAXxYPHaMvS4KhKAn6HO7PSII5JRW2xDT4xKTDHs5ragBvO5JhtMZDayG0rbFQ2eLg7hMLd984qMOToeX3X5OQDK/EBOI5hlCPhzotkSGes9KgzuP9RRnQEc+mulyYmrJh5G+4N39zBc9O1hsCWAbw9zqIv+kRRH1kSjACgizwMXnBQNy6P+PC8+MPf0nB80OPSLftx/DQlwTMj+FhBc7/M54nW56/iOenn3kcU6c9w+vr8wT0dKX1WeAsETh7err/r3h+9tlnP4/g+PHHH1fwrHQr52u6xljL8lgPK/fNmDEDJl7bfXwiEBSaieiESiRktCClcBnx3IWU8l4kVw4hvnQQUYV9iCzoQaxMClY+iNTqDUiftQUpVZt4e72C7LjSXiTIY6r7kd+8BZWLd2NOxzEsGjiF9o3nsGoLgbztAjr3XEKXZPdFdO3kbcK5c+s5dG85jbWE88qeI1jRsR/ta/dgxZq9aJdW5ZW7sIpAXrtmP7qI5p6uIxhYdwTr1x3CcPchbCSyBcm7BciDR7Cn/yD29BzAXuYgbx8eOqIsEXV88CixfBgnef9oz36cJp7PDhzEOAE9sf4gJoYPYVzJQVxkrhDMskTUxYH9uEggX+jfiQs9O3G1bzduDe7FC8MH8OIGAnqIeO4nnond29Iy3DWEm8TzlfYepTX5+qp+3O3aoLQiv9y7FV/u24FX+Fwv927j/i1KS/RLvP/ljvW4s6oXN1f04tZKQbRM9rWezzWEa6sIYxmHvKSX6cEEc3ZRL84RyOeWDOEMgTw2vw8n5/biWEsPDku4Ldk/tw8H5w3i0MJhJQcXDmEfyx3zh7CxsReDszvRV9OB7goiuagdK/g30F7QjqW5y7AwawnmprShMb4VddEtmB1JMIfPRUngHBQ661Bgr0O+rRa5ltnINbM01yHXRBQrMK5HtkRXx5L3mRjjLOQT2YXGapQZqlHJchZTZ6gkOMsx11iOBYZyYrkCi41laDeVosNcjA5TIToN+ehmeo156DflYj3RutGcjU2mTGyWVmXWvWSZqB2sl+0khnebklzdq81pxHIycZzE+6WLdTK2MVt4zBbCeDPBvInZyGxgvW4jHz/McpDp06ejm5EJxFbps7BMl4kl+mwsIpAXEO5zeT7NujzU6/NRLeO49cUoJ/BLtYUoIfLvk3HOk1HGPc982rVmMxEtpQDaNIOInklE34OzkqmPwDDtUd7HCjDvkwnDHF6C6GcQoHoOgV6yLJVr6SkF0Pe6a8caZyBeQjwnmgXP04nmaUTzNCSapiKRgE7UE9A6AlpLNAue1U8iiahOlVm1mXTiOJ1lpm6KsqaztDrn8zHFfJ4y83RUEs6zCOcGuyda/Dww398dC/w9sCjIC8uIVhnj3BlnwdoYWdvZoOC5P8W1pvNQmsPVbTvTBecduX5Ka/Nki7PAWfZLKa3PgmhpgRY898fr0BdvQi+fW7puu/BscAE61oROGfssXcVldm9mRYQeK2TSsmCNMnHZcp7X4nANFhD4rf5uBPQMtBL+c21TMJ9Z5jMDa5ye6PHXYDjYiK3hNuyJtuFwnBXHEn1wgng+kSxrQTswlurAeIYvLuT6E8oBuMZc5Xu4muPElWwHrhLP14qicbUkBlcrCejZqcRzOq4Qw5caiOjGLFyQsc8ygZgSgrkhH5eacgnrLEzMJnhnpeBqXYYC6GtE93WWL8wrwouLynCZAD1eQ7xWEamzCMn6eIwRmoLnSwSwTAI2QViOC5ZlMq57Lc9nBdAyzlmwzXK0XpaFiuZzRePErJjPW6AFz+PShZs5MzcTo3Nc6zVLy/Fxov0Yt48Qy4JnydFG6TKdjH0E867yiM/xPDlpmABaxkAf5o/qWFMWAZ2tdN0WOO8rjcDBykgF0Cd4rid5DtKqrHTNViLbCa71q5tdrc/S8jyJZ2l9vrAwD+PEvjKpWXM6TjbxHBuYpnReGGWsdi5GWrNxkpCWWbgFz6cWFeLkQiJ5aSlTQjS7lqUaWVaBY9w3srJK6bZ9oXcOxlbPUlqfZdzzxOo6XFzThAsdzcqSVTKbtnTTdk0MxuP7CN7uFoZgXteK053NGOOxAmdpgZaW59O9bTjDjBHSp5Ru2/Mx2jGX4bECaEbBc0crMw8X+xbzh2gZLgwuV8ZAnx9qx+Uta3FjVw9eODDIDODrJ7fiK8e3YO+yepQGmmB//H5YieWAaU/C/tzjUD98PzSEs2XGs9A//xTUTzwMr0cI6gfvx1RWEJ5/4CE8e/+DeIaAfu6BB/E0AT2N8Z/yJCqDvdGeE49uVtC6ssLRTTj3ZgShLysIg7lhytJWW6vSMVyVjW0tdTiytgMnB7diF3/g2qqXISGkACZDPLx08ayoJsNdlwJ3Xlin69IwRZ2M6bLWsz6J0EuEhZVphzkGfpYoBJhZQTEFI8QUgFAmwOCEQ+9NPBPQRgv0gmYPT1aQVHDjtodaDw8Z6yvjn3ncZKuzTsfK8L1u256eMpO05v9q9RVIC57dBOFWm6vl+b/wHJGYy+TxdiaCiE7/iCT4BEcrayjrZIw1kWpkZBkpvaBVGXtshkot3cW1mDlTAC0zWLsydZq0Jsts1q5WaMnkbNvSuiyRMdoy47ZrAi++R5ZqjRE6GdusANmujO+W9aVtRK1EtmW5LJk5W+7XmxzcH4iA4CiERiQjPCoTYdHZCIlKR2hsBiITcxRAB0UlK+OfHX6RsFoDYdI7YdQ6YBE46xyw8rnsNl8E8LlCFDwHE8/S+hzCyLa0PPsj0O6Erw+PtVqIZwvxbIafQQ9/JthsRCgTQBQ7Ve6we7rB4j4TBqJZM3UaPKdOh8fUmSxnQjfTDU7iOtrkiWyHJ2ZHWbAsJwL99fnYt2YhRrcM4vLxw7h7YRzfuHsbP/zaV/CDb30b3/vBT/H9H/8KP/r5b/GjX/weP37tD/j562/hl799F6+98T5+9ca/8NofmDc+YD5kPlLyC+bnvP1z7v/Z7yX/UrZ/zmN/+Ufphv0RXn/rI5aC5g+UlubfvP0RYfwJgcz8gwgW+P5LSlf+QBD/4e+CauZ9Qlk5hlD+gEjmcW9LePuvzFt87Fv/+JT5mNuf8H5B7yd4h3B+j2jmU+D9Tz7DB599ho+I5A/v5YPPJAQ19/9D4Mz8g3DmU3Jbum5/hncJ7z8S7L/404f49m/ex83v/wlHb/4EnbuvoaBxCP5xc2DyLYXengsrv6+2mEJY47mdQUgXFsJYTiTXlMFaWwpLbRHM9UWwNRTDWl/AffmwzWKq8mEpz4W5JJvgzoYzLxu+GRmwp6bDlpQGK79LprBkGAIJPwfhR8hpCWO9KgRmr2B4e4XA6RmCMI9AxHv6I0UVgEwmVx2AfLUvCgjlfE+rkhxPC7I8zEjzNCHFy4wklRWJKjvieVyMxheRWl9C3IEAjQMO5W/YDqPGG1qCWZnhmtjW8j69zgmNlsgloFUGYpowkrHKXmbe9vaBykE8E8QqfwJY6abtgDqUt8Oc8IxwwCPSAVW0P3TRQTBGh8AUGQJrON+TfyDU/B6ovf0JVRkDTTg7QqHzDSOaQ2EMCYYpIhSGmHCYEqKgT46CLoVQzoyDITcB2myCOTcWJl5zrSWpLBNhKE6AsZI4rklmUmGsToa+inCuTIW5MhPWsixY8jNgzcqEd0om7An8N4hhQrNgd6bBYkvidUoAncDzSoSXPRGe/HfwDEyEKjwJ6pgkqOIS4JUQD1VSPDSpidBnphLl6dBKy3NhGrSy1vVswrkxE5Y5WfBpzYOddQTfZl4PpfW5KRmBVbEII54jiOfAUELTqobJaxo8nn0KzxDOjxOiDz/yJcL5YTygjC/+f+N5ctzzf+L5S3jyKZk07EleR5/l9XMqr5UzldZnySSe3Xl9mTZtqgLk/8azgFn2SZ588sn/gLO85iSe5bbcN336dBgMVl5PQxEUlo7o5Aok58xFZvlK5M3qRfbsYWTWbiaUNyGhbJiIXo+kimGieROy6rcip2EnsmZtQ2rVBiSVDyCprA/J5X1Iq+pDfuNGVC3YgZY1h7C0fxSrNpxD56bz6Noy7oLytnPo2XZWSS/R3LfpNPo3jqG7/xg6uw+ig2juZNat3Ydepq9jD9YTyEq3696j2D5wHLsJbVk/+QBzkDm0/iiODB7CUWL46MABQllalQ9ihPvGiOPTzFli+VzvftZn9mKicw/Ord2JiY6dON+1Axe6d+Fiz24l53t34ZIszaRkN9HM+5hLg7twZWAnrg3swq3hPXhx8wF8edtBvLx5v7Im8g3C+Hb3RrzQOYy7HUMu/K4cJI6lxXmzkpfWbcNLPduVyFjmW9J6vHKIaGb9h2C+sbQLVxZ14LJkSTeuLpdJxHoxvrAbp+d34VRrB+uAnRhlTsztwvF5/TjeNoyjC4ZwmEDeN6cPO+q7sXl2BzYym2q7sJHZ1NCDzU19CpaH6taht64XHbP6sKK8E0sKV2FhbjvmZy3D3LTFaExegLqEeZgV14rKqBaUhTWiOIhQDpiN/IBa5HE7158Q9uW2s5aIrkeRbyPK/JtRGTAXlX6ML2NvRrltDiosjagSJBvKMNtQSiiXoJHQbDGWYj6B3MZysaEIywyFWEEkrzW5ul53E80DlgIC+R6SzZlKNpsIZbN0oU7HDkuG0oK805TCEMjMHrNrXPIe7t+jjEtOwQ5uC5g3E88biehhwnnIkIr1hHK/Pg29hHIP63Fd+kysNuRgBbOMWF6sy8YCXRZatdlo0uaiQStQLkStsYTvp5RYLiWUi1GgK0WWoQrpuiqk6SqQoq1UQjw/raBZIq3P0uIsk4X5MDbelshazmaZJEyWr5r2BPRTH4d2ysNKBNHG6Y/BMvMJHvsEfNyeUJap8vV4Gv4sZXkqWcM5nHiOJJ6l23asXlqbpzMsFThPIZbvwZlJ4u1E/XNI0D+DBO3TSCCgU/TPIpX7JOmEdJaecGZyiOZ8Hl9inoZKbzfM9vFAHdHc6FChxV+N+QEqLJBxzoFeSguvtDqvjTGhO95KNFvQzcgSVDLp10CqN+HsxKZMIjnbT0GyoHkX4TmJ5y2ZdldLNFEtgJbbgmjput0nM60SzH1xk63OBnTJeGpG4Cytz9KNe41MUDaZSANWhsmM3wJoNZaEq7Aw1BPzgz0wL9Cd8J+B+b4z0eZgvKdjoXUalpqnY7XdC32BBmwI0WN7uB7742w4QjSfSHHiuCA6yRunUuwEtB8uZhPPuYG4ztzIC8DNPG4XhuByUTguyezcZdG4VpNI/KbhWmMGrhDHlwnmS/UC5jwFzZcbi3BlTjGuNBcQvkRrbSrOE9xXCeZbc3JxqykHd1ry8dKCEtxtKyGM03G4PAr7yyOVMcZHZsfgRG0MzhCd44Jjgla6aAuaP8ezbNcnKktUTa75PEKAHquKwFHmCAF7YpbMyi2tvoLUVKXlWfAs45UFzjJ2ebSZt1tzMML9MknXMR4n26OMdN0WQP93y7MgWtZ/3s9zPlJNINe5umwLng9VxuDorFil2/bh6mgiWlD8bzyfJPBllu0jNQJsQp/nLFG6bjfKbOCpysRmIxKe5+SSWtK1/KR0L5cx1sT6eFshLiwrxfnlZTizhFAmnkeXlOL0ikqMraggjitwamU1Tq2qxnFpiSaezxPOlwdkFu1ajLZXK7Ntj6+px4WuZqYF54nccwLjjjk41zUX53vmKXg+RzzLmGelK7eMh+5uxXhfG85Kl20F0Qswtm4+4Uw03xvvfJpRumzzfplc7DyPvUBYX1i3UOm2PdGziM+xxNXyTEBf2LgKV7d34daeXtze24evE87fOLEVR9e0ojHOHzFeTyPW61nEqKbAd8qjsDz1EK8ZUxBm9OL1Ywrszz8G6xMPQvel+6B68D54felBuLNiMpMVBU9WWGYS0DPuvx9eAuhnnuSF3oIlGQlYlx+PgbwoDOZHsAzFQEEohsti+KOTjq3NJdi7fD6O9Q3gQN82dC/sR1lmC/y9s4nIeHjoEhnimRdcN0M6pvHiO5V4nqaRCcMSCOtYVkxi4UM8Oy3R8DOHI8gYglADAc0EGvzhqyPKWNH1MVphIJbVXhpXy7OMe9YY4KUnVpXWVqLS+O9u29JlW8Y7u7vpiOV/d9f+bzx78Dm0Nm/YAoMREBmHEFb4Q4lnwWVEApEZl4PQGOI5MgW+YQk8LhJGR5AyUZmO5+Vab9mHr8uK+hdauwXu7u46AlrGW2uVyLYLzAJlzec49vDUsRJIxKsNrNi7luQSMEtk28D3ZyKMjVY/GIhkWVva6iNwDlZiYUXdrKx37cfPQVqiBdeB8A2IRHBoEvGcjYjYXITFCJpzWQEsUNavDolOV1qenf6RsPF4k8EBo94HVn5+NpY2kw+c3oLnAAQT6SF83+FOF5oj/YKZQIT6BiDI4YSf3QcOb2l5tsDfaFTg7G8UPBsQZNLz31ENu5en0j3b5O4O7QxWeqe6wX2qO2ZO9WDcoJo5EzYvN/77eyDdV43aBF+sqUzDlsX1GNnEytHxg3jh6mV8/aVX8KNvfRev/ehn+PXPf4Pf/u5t/PYPf8cbf/4X/iCTbv3lA/zhrx/jz+98xgB/krxN2N7LG/fyu7c/w2/++ilef/NjvPbnD/EryV/+jWZXl+yPecyHeP2vHxDOH+B3736IP7wvcP4Uf6JYFTh/IW9+IPv4uoTxZCb3v/WvTwlkhtt//eBTvE0ku0I4f/Ax/vrhR0qX63c+/gTvEcR/I47/Tgx/SAx//OnHhPO9fDKJ50/xr08APiX4MuDLKN24/0Z4v/MR3zMh/8u/fIzv/v6fuP3DN3Hizs8xcPAOqhduQ3hqK7wDyvi3nAPv4AI4ogvhzb9177R8GAvyoC8vgGlWESyzC2GanQdDbS4RlQNDTSYRlwlTJVFVlkFop0GflwJDdhJ8MpLgTI6HT3wcMR4HS0QsjEEx0PtGQWMNg0ofBC+VH9TuTugZk7svrG52+Hk6EOZlRwQxHEPkJqi9kai2IllFJHuZkMjE8/sUzURyX4SG4XcvVGtDkM4bQfxbDeLfvb/ZAafJweuJA2YD8awXLDtcY/kFzlq+pp7fEW7LrPVqrbRCe8ODiPYwM8Szl6+DuPSFZ7AvvMID4BVDFMcHQZ0QSGDKeGOCODUMprRImFOjYUuOgXdiLMxRkdAFh0IfFA5dQBi0fpJwJZrAUGjDCei4KFhT4mHNTIIxKxHq9FhocxNhJJa1xLK+JAmmCqK3KoM4TuNnTCTzOmtryISN9QQLS2NdGv8dMmDjv4d9VgFspbmw5ubAlsYkZME7Opv/njzem9g28TX0cVAbCWMrseyTDE+fRLg74+AZRFBHJkMblwJdIpOUzPeVzPPi6+bx31bGPBelQVNGQFelQ1/L82jJgWNeHhwtWXA2pcK3MQVO1gH8yqIQkhuOcOI5KFyuA1pY1G7wfP4ZPPfoI3hCWp4FzzJBGKEseH7kS4/jkYef+H/i+aGHJK61nmWZq8efdHXdnjrtaV7HZeyzq+u2knvdtj083DBjxjTi2dU9+4sRNAuqJ7cF0NJlW15TXu8+/v5J1215fcHztGnToDeYYfcPR1hsFpKya5BVugBFdR0omzOE4qbNKGjchpy67UivEURvRBrLrLqtyG3Yjvz6nciVmbcrCeqyQaSX9iOTgM6p6EfR7PWoadmC1uX7sLzzONb0jaFn6ByRfBbdG0bQs3EEg5vHMLzlDDZuPoPNm8awZcMohvuPYmjdQaxfuxfDRPPW7kPY2XMEe/oO48DgUSL5GI4Mn8DxjScxsnkEpzaN4PSmkzi94QRG1x/Cyd49OLFuF0ZZnu7fi/H+fayH7Gb9ZQ/OMxe7CODOHbi8djsur96GSys24/LKzbi6ZguudW7Dje4duNm9E9fX7cC1/p24QixfHpRyJ64O7cbNDXtwZ9Ne3N6wGy9s2oeXth7EqzsOEdD78cLGXbg9uE3pZv1K12a80r0VX+7cghfXbiakCeeuLbjbuRV3u5jubbgjs1x3bOF5bMDF5YO4vLQH1xZ148qCDpyftxbnWtfg3HxuL+rB2fnrcLKlE8caO3G4sQOHm7pweE4XDjF7Gvuws2k9drZswI7mYWyu61e6WksL8qriFVhdvNJVlq7GqrI1WFGyCksLVqCtYA1a8teiMWMlZiUtRkXsfJRGzUVJZAvyQ+qRQyRn+c1Gli/jnIUsew0ymSwCOi+4FgU8pji8CWXhc1AVMRd10fPRHLcY8+OXYX7sUiyIWox5YQvQEjgXzc4mzLdWEsj5WGrIRbvEmIdVpnx0sJQ1n7sN2cqyUAPGHAyZ87DBnIstljxst2RhN2G8lxEU7zEn8XYidhkTsMucyG2ZsCuRaE7ADl4PpFS2edw2Ankrs8mYio2mNAwZ09CnT8Y6XQpfLwOdhkysIZBXGrJ4TplYTiS36fIwh5CvNxZjNpFcrStEhbQia4pQKEjWlyHPWIEcYzUyjcQywZysr6BTaxBlakKEcQ7C9I0I0TXyGt6I+7xnPEU0S56GQ4Hzs3B6PqdEZs72dnfF5vYUzDOegGnaY8Tzowqa9dMeVSJ4Ns94HJYZrOwyNkYQ7etJPKueRTDhHKJ9DqGa55QW6GgiOkYQzcQRwPG6KYjTPo9EIjjJOBUphqlIZZlqmoJkw3N8A88iRSd4fpZv6Dlk8bhc3p/H+wtMU1FKTFZ5z0SdwwuNvirMYeb6azAvSIsFBPRCwnmJrLEcpsVqZT1nE7piieZEK/qSbOhPtinjnRU4Z/ljS7ZA2f/zVuf/xvNkV24pJ7elBdrVdduMAcF4nBE9sQZlxu1JQHdJSzcBvVbGQEukJTpKuo8LntVYFk7gh3sS0J4KoBeEeGBBsDvx72o9lyVRmi1T0ML332aZiRUOFbp8PdEf4IktEUbsTvDGwUQHDiXZceReS/TpNCfOZ/rjWk4QrjM3mNvS6lwgs3IH4bykKAyXZW3o2hRcb8jA1QbiuS4bF2tzcJ65WFuAKw0luN5chpvzynB9XiEuNmbjEo+7PicPd+YW4jZzt7UYL7XxmNZCjNUkYW9BGPYWh+NwVRxhGYNjxOUpolKWoBrjbYl0175IYJ5vSFJykdCUbt0XZIKxllSlpfkkwXyS+D5aRZxWE9DEqyBWIl2kTzdnKDNmC6CVSb/m5ih4ljHPRwhxmZxLtk8y0vqsjH1mZAbuycnCJLItLc+HKuNwfHYSRupTlNbn0QZZTovw5fkdqor6HM+T3balxXmkIf4eogXaMUq3bZl1+wjRfZjv8yQfe5LnIV22lbWoWzKUSc0Ez9JSfmpOJs61FeASUXy5vQJnFhdjZGEBxonl8x21OLd2NsZW12CM5SmWx3jcCBF9qb8FV9e3Es91OLm8CmMrZ/HYeqZJmWV7gniW8c6ypvPlgYU8drGyzvPZDt7P/TLj9gXmfN8CXBpcjPP9CxVEn+tdqAD6dI8gug1jBLTMvK2MjSaaJ3oX8HFtuNS7GJcFzDJxWLc8zjUDtyxRdZ54vry1A5e3deAK88rhDfjmyHZltu6VRQmoCDYi2+qGXLsaWQ4N4k1uiJSJBM0eSPLhbe10hE97HE4C2vzIfTA/+iBMjz0MA6N7+CFYWFFwPPUEbNw2swIRNfUZ1AY70Jkbi8GiWKwvjsFAUQT6S8IxXJOALS252NfegENdy7FvXR8GlvaioWQx4kMqYeUFXq1JVdDsQTC7Saszy+m6DKKZ2wT0DFUC3FWx0GljYDPGwW6OhVNm3DaEIdwQilBjKCvFAfBlxddHY4W3noAkJHUEtFarJyoNkHWcNUS1LFulZaVZzwqzq8u2zHYr3bXv4ZlgdY0/dnWDFjgrLb7S0svnkS6bMmGYPyv7IbHJCIlLZ0UpA2FxWcoSJSExGQgknh0hrCSzUqz3kSWq7Hw9aXm2w8TXlgiiBdSCaHl9afWWCKSV8dcsBcqu1mWd0r1bImiehPJk128t35tEZ7DwuX1gsQYQzMEwWwXKgbB6B/N2yH/cNll4XgaZtIjnY/GH3RmOAFaSQyOyEBGTR0DnIyqxCLGpJYhKKlDeXxgBHRTKz98RAivRYTJYYdFaYNVb4WOywdfmQJDdDyEEdIjdH+GOAETKBDrOAIT7+iPY14+4drjw7OPNf0cT7BoN/HQ6BBoNjA7+eg2cahUcKhXx7AWjhye0bqzkTvfCzOkqzJiuZjzhSTybVG58jCdSA/RoSA9Dz5wS7O1egvEDO3H74gV8/ZWv4vvf+Ql++bPf4o3X38Sf3ngPb775Ad58+2O8/R7w9t+Av7L8K8u3pUv036Es8/Sm0k2awP0bQSshLKVVWMYo//7dT+91xf5E2f79ex/jt+986Op2/Tfuf5eQ5u3fvfsBb39ENH9KFH9CFH+qoHgSzBI+Dd76ULAMHiPA/kQpleP/8aGSN/8pY5I/InA/wbuE7nufENQffoi3PyKemXeJ43c/JaCJY+mGLd22FTB/HkHzZ0r4VAqgBc98KfydaH7ng0/4/HLun+Hnf/4Q3/7t+7j+3T/ixO2fYOjIC2hYvgexmfPhE1QCk08mvAOJogjCOSoTVgLMkJ0FXXE2jBW5BBzRLONeiTpDBZFXkkBUxUNXGAddbhz0mQRgWgy0yZGwJkbCJzYMtqgwwjkUltBwGP35feHfltoUQKg6+XfvA5WHN3Se3jBw28jSW2Xj34cVfhobAvndCdWaEaY1IlyiMyFUZ0QwASMz8PsbbPAz+8DPSnTbfODr7Q1f/u05+Tdodzhg83Hyu+DL74TTte67wZfXGF4X1IyK1wgVvx+EuoZQVxHRXrxP1kb25N++p4NoDvCDR7AfPCMEzaHQpEW4ulBnR0ObFwVDfjRhGQdLARGclwhbTjK8iWFrSgIscUxsIsyR8TCEM6Gx0IfEQRMWDU00H5sUC0tmMiy5qTDkpUCdI59lMj9X4pRYNtRkwDArA6ZZmbDMZuqyiOZc+MwtgJ31AFtLPixzcmBqIJQb8+FTz32V3FeQR5DnwpKYBVN0JsxBxLctldcCWWM/Fl66OKi4rbImw8OaCDdrnNJ9WxWWBF0sj0tgEpOhSUqCPiMF5rx0mIt4LiXp0JUTzzw33SyinvUUn5Zs2FkvcPC331nPzEqAsyQSgdm8ZqcGISDcm/8Weth0HlBNfR7PP/4YHn/0YTzMyOzaDzz0yP83nmUCr0k8Sx7mb9Njj38JTz392H/gWbpsy7hnjUbF666XAugZM6bj+eddk4b9dybHPU923RYkSzdt12ve/x/jnuU5tDoDHIFhvHZmIr1wNoqqFqKisQtVLetR3rQRJU3bUFi/DXmztyC7ZhMyazYia9ZG5M7ahHzeziecc0sHkFPUi5ziHuSX9KCkrAdVNQNo4OMXLdyNVasOoaf7JNavP0soj2MDwbuZ8N25/Qz27hrHvu3nsG/LaewjnvcPj2Bf3zHs6T6AfV0HcJhwPs7bI4TzaRmTvPEYzm06gfFNx3CeubDxKM5vOIKLGw5jYmAvThOkp4nTc13bWJfZruQCwXqBiL3E8gpzlWC9vmYzbqyWybW24M4aYrZzO17ksS/1ynJOu5SZq18cJpSZ20O7cGs9r9HDBPPGPXhJ0ExAf3nLPryydT9eJZxf3rwHdzfsIJ4Fx5vw8lqGr3OXML61cgg3VspyUbL+Ml937RZmG66wvEC4n102hLHF/Tg9v5tg7sTZuV041byWUF6DY01rieZugrkbe2o7sL16DbZWr8bm6rXYxGysWoveMhmT3I3uyl50VfVibWknluauQGvaYqUVuSVtEeaktqEpZREaUxejPrkNsxPmoyJuAYqj21AQMQ/ZwY1EcT1Th2yWOYGC53pk+9chz78W+dxfyH1FQQ0oCW9EVWwT6pKJ5YxFmJ+1BItylmNF3kp0FvJ8CrvQl9+BnszVWJe8FGtj5mN1WDO6nBXoM2Wh35RJIKdj0JShjCHeyNsbWcqY4i0yIRfv287bO8zp2G2WybxSsM8QiwOGeOwnmPcRyHsMcdihj8V21q+2c98W7tvEfRt4zDBvS9Ybk9HPeto6TTq6tBnoIpA7WH9r12ZhiYSAbyPmW/X5mEMkN+gKUEcoV+pKUGisRC5RnG2oUGYDT2ESdZWI11cRybMQY6hFpH42kTybSK5FIMsAQyN8Ta2wm+bB2zCX9Yy5rG+04D4rK6cS2/Qn4D3jSdgJaQfRLLFPxv0ZBdI23m8mnI1THlG6a5vujXtW4MzSKl24CWczYS2AlrWeA9QuPAcTz8GaZxCulsnBXIAWPAucJ/GcJGg2TUOGaQYyLYx1GtLNU5FmnIIM4/PIZplLLOdbpqPINgNlPrKGszsqeLuat+vtHpjj9FTS4vTCPD8VFvhNtjprlG7SAlbBs6Q3gWhOsSvjnDdnB2BrTiC25QYpeN6RK2B2oVkikBYkSyZbnKWU/YJr2S8t0BtSpQu3hYg2oT/eiF7psn0P0J2Ma+ZtWQda+3nrs4y9XhGmwnLieRLQi8I80UY8Swt0a6A75vq5odkxE038TBr5GTWbp2M+4bGMn8Fa50z0B2mwkRDfHmfDHsL5UIovjqc6cSrdVxn/fDk7CFeyAnGVEURf5nsbL/DHWb63c4XBuFgejauzknBTumHXZeIifxAnajIxXp2FCzX5uFJfghvNlbjTVo07C8twtTkfl2Rt6Dn5uNlSiBssb80twt35pbjcmIujhMuODH/syg3BwbIYHJ8Vp3TBlpbnM0TlSGUkRhlpdRZAnyEy/7vl+VR9PEaJUBnzLOtGS7dtAfTR6ijsLQ3FzsJApTv1iXqZ1TpDiaznfKJRoJzhmiiMGD9MtE6OeZaZrv+N53hlojBpsVa6e9clEbsJCp6PElsnal2AllKgLq8lLdCCZ8GxtDpLN22ZYVvGOwugjxL6Amjpui1LXUmL83G+R2l9HmshmqUFXFqdZabtJjnPTEwsKODzZOE4kX6cWD85NwsnWrNxfL4sY1WJ8bUC4lkYW+PC8wjLo+3lGCWirwy24toQ4dpRjxPE88iKGpxZU4czqxtYNjKubtuyvrN0075IJJ9fJxOINeNCzzxc7m/D+d55mCCKL/YtxKX1S3BRQTQr/32LFEQLiKU8dW/Ms3TbljHP492yVjSfj2geZykThsmY54mh5Tgvk4VtWYtrO7qZLlzd3qng+Ttju3Bx80r0zc5Ca7IfKoP1KA3QoCzEiIoIGwqDzUgjpFO9Vch36pBucEPE1Mfh//SXmEcQ8Mxj8GMZ+OzjCOZ2+HOPI+q5xxD55ENImPoYik0zsSwpEF15kVhXGIme4mj0VcVhEytQe5bX4FD3QsJmJQbbV2NezSKkxlTDx5wDnSYbnupMuGkEy7JEVTqmqlIxTZWGGbJsFbdneiQSt3HQquJ4AU2AnRdyh8ySa4hAhCkMYZN4ZuVWwTMr1SYCU6vRKVFrBNAmqIlLjVEm0hI0S+uvdNl24XlywrCZbmoFzv8Xnj3VcOfzqCwEo4x5ZiU3MDoJQdGpytjgYMIyJCZTKQMikomNaJicIdB5+yvdtk0EtMXiC6vVT4lsC6YnAS2vL+chrdFyW6cTVAui/xPMn0P5HponS+U+vRlG4tls8YORODaaAwjjQCIhFD72cHj7hMHbzrA0W4OgN/qx0izjsQPg4wiHr388cZyBsKhc4rkAMcmliE8rV5beikzMR3xKIcKj0uDvHwFvK9FhtMJMrFgZh8kCf6sPgn0cCLP/H+ruOkyS8l4ffk6EQIgg66PtMt3j7u7u7u6yszs77j476+7uDosGJ4F4iJGEADGSECKE4HC/97d6ZuHk5Jzf+b1/ve+11309VdXVXd093dX12cdkTmd3ZXqqIFcP+BMpMkWVjLDtZSFiCGc3F2khoIXRzg4eKhWxoyWcVXB1sofVwQFW4tlk7witnQOc1vD9J5hXEc8rV6qUch1BrXNcB2+DI+L42a1LD8VURzkOzA7gyvFDePyhh/Hd7/wIP/3Jr/Hqy2/gT394B2/8meAkev9GBP+DGH6T+ftS3nybIWL/vjT4loxerQzEJSXX/8zbpfZ4Gci//fv7tibXbwk8ZfkDZVlK2/oynD+6BWeBsg3Ly4i23fYn4lXA/Pq7S/u9/5EyiNef33nvP+fdd3n/dz+FZ6l5/oCo5msikgXPbwuUiexPQiwv5Z/vf4y3COa3uPzmex/jrzyu9J3+I5+vjPz9o9++jW/+4i+4/tzLOHzz+5g69DDxvAsRybyA8c6GzhwHs3sCrH6JMPnHEV8EVVwMVKkxRGICDNlEXTbXM4nljDA4pwZBlSJ9c4OgiQ+EJiYAKum7G+YLXbAXDAFEq68btD78LsgI1m78PPJz5axzg6M0l5bp1hyNxCzx7GxhXHjxZObnzQQzP/cuOgOsRLKrTgc3gxbuRj3cTAZYzLzdYoKJnzeDGz+n7h5w8fGA1dcdZsbE4xm83aH1IJiJYI2VxzXb5mB3crbCyZ5gXsesdYXjOj4Xezd+F4llAtpOxfD7Ze/uDXtfXzgE+cExiq8zKRSazEjo8qKhK4yFrigGhuIYGEviYSpJgEtBIlwITJfsJCI6AaZEbltush7JhBKiIXFQhxHJkZF8v6KhTY2DLoMY5fvqnCs1u4RzSQq0PIdrqlOhJprVlQQwrwdM9QQx40I4W1pzYWrOgq4hA1qCWl+bDRPxbCphcpk0IjqO28NTYPAlol2SoNbF8PWFw46RLjQOOp5zeQG9RheGNZYw2HlFwkmab/Nvbh8aAbtw/n3jo/gcCfxcArwgha+ZiC5JhKqM4K/gZ6Q2GeaaBMI9Fu41cXCviIFbfgg8UnzhE+8NzyALXF21MOmI2dUrce9XvvSf8PwfnxOk3v6/xPN/4HOfs8F5ufb59js+r8wf/a94lhG3VSonJYJnGXFbpqv6NJqXa5o/Xfss64JkOaY035bjCpwlsiz7ODg58bvig5CYeKTklCC/tA1lRFtZ7TiKKqdRWLUZBVWLyCWWs0sXkF48i7TCKaTlTyGnYBq5uZPIzhpBNrGUnzmM4pwRlOeNoKFsCu01C+hr3YnxngOYHz2BHXOXsHfbFeYcDu06j5P7ruLMgWs4u+cqTm/nutQibz2HM3MncXLiEE6PHsK5scO8pjiKy1NHcGP+KO4jkiX3LxzGfXMHcGNmH25M7+H1zV7cmNiFayNbcX1kC+4bZYYXcW1wHteH5gnnBdzk+kPc/gj3+fqQ1AZvxRNE9lOjO/D0+E48QzQ/SzRLnpnZjecWD+Ibiwfw9MI+PDFLTBPQTxHQTy/sxbOb9+PpLfvwjCCaeWJhNx6d3Y5Hprbj4cHNeKRnHg90z+Ba+zgutY3hSucUrhPJ1zZuxpWezbjcQzT3LOJs1wKOt03b+ibXjeBY/SiON4zjUM0IdlcMYkfZAHZVjGBr6TBmCgcwltOLocxN6CdUewnkjakb0ZG0Ea1Jm4jYPqYXzUk9qItdj+qoDpRHtqIkrAkFIY3IC25QkhNUhyz/WqQTwmnetUj1rlGSweW8wEbu34aKiA6mHZXhragKb0F1RCvqo9vRGNuJpvhWHqcVm3J7MFxMLJfxuVXIQGPSXHwae5kD5ZPYVziCPZm92JbQgcXIJmzzLsR2fQJ2GBiCeDnKgF2GeKV2+ZPY1qWv8j5+t/eqwrFXQzRzeRezndksUNZGY5b7TeniME4sD7McZIaI8H5dKjao0tDpxDino1ObozQPb1Dnopqp0BagRFuIAm0xcojkTHUR0pgEbRnC9VUINdQgxFCFQH01/Ljuo6uGt64GHro6uBHKLupqXk8wmhroNbXQ65p43dTG65Q2qLQtcFY3w4n5jJEXnDY8fxkW4liBswCasXLdjese9nfD0+EeuNvdpeDazP0NjF6aa6/ifdd8WRk4zLKO+F6K0nTbgfdlpOm2j/Nd8Ffbap7DnAlmzUrE6FYjzrAGCaZ1SpKNawhmRkriOYUoTjWvQRqTbVmHbNMqZBlXIt9lLUrd7VHh6YgqArmCt1URkXXEs0z11OrphHYvFbp8NIwK3T5O2OinQm+gRsHqMOE8HGbAZLTM6WzFAvFsq3EWBPtgd4YPweytgHi5dlmAvDfbR8lyjfSeLO9bsBZIKzXPUTpbIvWYjpAm3FqMh2kwGqLBkIzszUjzbRmBu4+I7gtwwgBB3RckTcodsCmYzzXEEd1BtubbzT6Es8RLYq+MxN3gxvA9aDCtRqt5JbotK9FjXY0+19UY8liHWX81dkW64FCMK47FWnE2wQOXkrxwhZi9zvL+ND9cz/QhmonnbCI61xdX84Nxg2i8ryQGN/mD80BVGu4rT8XVsjRcLU3HjYpsPFBbhEdbS/BoRxEebM5RkHxfdRpu1qQT1tl4or2IeC7AhZI4HEwPxK4kb+xJ98cJPuYFglbmcxY8nykLxYmCAJwsDMQ5ovR8WRjOloTgPGEqeFbmdyY+z8m+ROpZJZE4RbRK3+ejxUHYm+eH3Tk+2M/HOVxqm25K+jwLnk/XJeFkPWFKrJ5pIUobEhQwn5BRrqWvMUsZ8VoGCPv0KNvKoGEV0TheHsMQ2GWRt5pt7y8IxAE+X+n3fIjHP1QcqEBZmmfLyNvLeJYInG2jcCcoU1Xdarq9VOt8joCWKNNpEc0XpKa8PhnHq+JwmD/sR/hcjvB1HG5IwgnC+vSGfJzuKcBxlieJ6VMD5YwN0tLf+ep4HS4MV+PiiAwIVkNkV+HGZCu3N+H8UD3OEs8C6IsyurY012YpeL40bGvOLbC+MNRAALfi5mw3rk914SIxfG64BeeZi0pz7E5ltO3Tg/UKnq8R2tcn23nfJj63Opzp4/bBZpwb4f3GO3BB5n8moKXmWQAtzbcf2zelNN1+fB9/RAjZfuK2PsKM6lAjasNd0EBM10Z7oCDQiFRXR373HVHobUKehw7h6+6Cz1c/j2BCOmrd1xBn9zUk8pyTbP8VpDt8GTmOd6JY8zVUSdeGcDf0EzHjBbGYKU/CZl7I7d1USTi3Y8/IesxsXI+2yiakxRXD0y0dGlUi7B0IZ2aNUwrWqlKVcqV9IkM8s1xjF4d1djGELS8mVXEEVzzc+QPgaYjlCTgUAVo/+Gu84a32gIfaouDZ5KiD2s4ZjnaOcJA4qnji1cNZBgxT+hxboZVmmhqrAmhBq9T62tnLVFUqXmhJv+Ol6aAYBdJEtMy7bKfWEsWecPcLIZKj4BscB3+CWZrpBUakcjkJPsHx8PCPgotXMHQWb+hMnjAyZjMhKzW/Ji/imdsEuTrbdFnOfN4y36uUUhsufbEF0IJpZ5WA2obqT+fT0FZrZBRvIkNrIZqJEoJY4CxTS5lc/BRASxQ8M7JNcC14FkTLvla3UPgG8LWEpCEwLJOvJwtBkQQzy7CYHEQn5CIskrcFRcPLwx+uFg+libyL1LZodfAxu8DHZIaPwYRAFytDSLtYCGg3+BHNXrzdg7dLf2eTXksAEcu8gHWX2mcC2s3ZUcGz1DpbHByhX2sPzTp7Bc/rVjtg9Wr5jw21Uq5bI3heCw+tHaI8tahJD8Pk+mocXhzH/RdP4+mnnsYPfvQL/Pyl1/Hb197Gn9/4mGj+GP8kXt9m3iEiJW8TlP+UUqApfYGlbzCYj20DbP3j4w/w5scfKk2mpUm11A4LjH/35nufyrvKtt9L32YCWvYROEsEywJkG45tgP7PcP43eZdwllGw33ufkGbJvP7u+9z+7lLeU9aX8wZvf+ODj5SaaR7ehuT3PuJrZQTLPKZMY8Wneus/Bv7CF/s6n+drf38Xr/75n/jpb/+B7738Jr7+o9dw4amfYd/15zG06wpKWucQkdQIVy9CTBcBgzkSetdwaNxCbFMehYbAOTIYmtgw6BIioEsMhTZBsOwP52gvOEd5wjmMKA2S/sCuUPm5QRNAKPtbofYxQ+Up4ffR0w1qK6HK76cTP8PL/8El/7ml4vdC5iuXaIlmrcEFen6ODESywcUEo9UAk5sBRneue3AfD35/fKzQBfjAGBYIU0QIzNH83MfwexDD7wERbwj3h5bwVfv5QO3lDbW7DzRmH16kefF4nlDZeRDP7nBk7Ncxdu6wc2Sp9YSDiw8cPP3hEBgIh3AmPhROhLOa5z1tqcAxHvqqRBil7281YVmRBJeKVLhVZcKtNAuWvDRYstPhlpkJa3Ianxv3C0+CMYL4jCKg4+KgTeFyRjJ02anQ5CVDVZgMR+LUsZRgriKcCWZNdTI0NSkwEskySJeKx9I1ENEtWTC2ZkPfnAldIxFdlw2DDN5WlgdLUT6s2fkwJfF2fpe1Pnw8czycNDFK655V60Kwyo5xCMUaFdFsiIS9ledfz2g4+DGBXA+JhGNkBFTEsy6NrzmLz5m41xQRzsXxcOR1h6YiQWk2bqiKh0tVLKyVMXDlb7t7QRg80vzhRTx7hbrC3ZN/N609HFffSzzb5npW+jxLs+0v3I7bCGelv/P/cbRt3o/3ETQv1zx/6c7blJrne+79Cs/rtj7Py1NWqdXO/GzJgJL2sLNbgxUrVig1zILlfxeBs4y2Lc22Pz1g2HLNs6wLnu0dHfhZ5HkvLBzJ6bnIK6pHcWknSsr6UFo2ioqKaZazKCaaS4pnUFQyjaLiCRQVTKAkZxTlxHKlJHsEtdnDaOJye/4oesqmMVi7gKn2HdjWdxD7J07hyGaZO/kizuy6iAt7L+Hqgau4fuga7mN5Y/clXN9xHje2nsH1hRO4Nn0UVwnoK2P7cHV0P66N7sV9k3twk0h+aHYfHmQpzapvTuzAgxM78cDYdjwwuhUPEs4PEckPs3yEUH5YsEzQSnPqr0/vwOPME8xTkwTz5E48xfs/OU5As3yaj/f07B48O78X31jYj+cXDuC5+f14bm4fnp3Zg2eI9Ce5zxOMUjM9s4uPt4uPuxMPT2zHzZFF3BxawH09s7hGLF9sncDZplGcaR7H2dZJnG6dwqm2GZxsn8WJzgWc7NyCY52bsb95BrvqxrC1YhibS0ewUDKM+eIRzBQPYzxvAAOE8kDWAHqzBtGVQiTHb0BD9HrURnWiKrIDlYRuJaFbHt6BkpBmFAQ0It+/HvmBDUrT6gzvSmT4VitNsZUE1CAnsB7ZPlz2LEeOdwUKA+qI5DY0JXSjg8fozuhDT2Yfepn+bII9px8j+YMYKyCWC3sxWdyD+coBbG+YwD6+psMdczjSNodT7fM4x5ypm8QpovpUwSYcTe/EgdgGHPAvwEFLMvabEmx9kZndRhnxWvop2wAtI2Iro2LrbRFY7+A1lAzotaCOxSwzqSaUNfEY1iRgQJuMXp3UIqegXZOEJk0yGjUpS6NdZ6NClY8KdSHKNcUoVRejQFWELOdCIllqlauQyMRoq+nMaoRpaxBMFPvpauHGWIlkC0sztxlZ6rmu1zXwmqURan0jr80a4UQwO+pb+DvA6FvhxGUnlo66Vjhwm732U3hernV254XpcgTPrhLZTkS7r/4K3Ihsq8zzzPsocF4tfZ0Jb8H22iU4L8W67k4+5pcI8DsJ6K/AT3UXAgjpEAcZDGyFgud441okme2QYnFAinkdUkxrlaRxOYMoznK1R667A4qI5CJXOxRa16HUzR5VXk6oJYzrvZ1Rx9vrCcpmDwei2Rld3mps8NOiJ0BHNKuXpoaS2l01eoNU6A9SYzBIqwziNR5pxJTM7xzrgvkEqVH2xA4F0Z4Esdt/qWGWLONZlgXWy/2el/E8q4TLBPQtPBPII5IwLcZ4XAH0gDwXAnpIBhELlBG47RU894QQ0MHO6CSg2/0d0OJHRPvao8XHkZh2QLOXIxr5HjTxvWi1rkEn0dxFPHe6rMQG4mGAgJ4moLeHmbA/2kJAu+F0gjvOJXraEJ3ii4vp3riQKXj2xqUcP1zJDcK1/DBcL4zE/fzhfbAyFQ9UEMdlhHNpBu6rzMaDtQV4uKmQcM7FA03ZuNmQhQfqs7gtB4+3FSp4FlAfyQzGjjh3bOVxdyf74Fg+8VtJDEtNrdQmE8CnioKUCJ5loDAB9GmunyGiZaqqWzXP1RHK4GFS83yW26X2+UhRIPYQ/BJpRn2sPOJWf2eJNIM+pgzGxfWmJBxjKbXO0mxb5n6WUppNn+Q2QbdEEC19sw8RykdKopR+z8dlMDEF00S2UuNsG3X7KJ+/9G2WPs0Sabp9vkEGCePrrIu+BWfJeQL+HI8ng4ZJzfNyk22Jrb8zgczne7ImQclh/rgf5HMRPJ9oS1cGDLvUX4orw5U4TzRLbbM02T6yPg/niWcZafvicBXhWqnAWXJ6oBKXCedLBPLZ/lrCtlrBs2D5yqiMkG3DszTblm3K9rFW3JjqtOGZUJb5m88SxpLzSnPsTlwhqqXZtoy2LX2eLxLR5/sbcGGgScHz+SFp0t2Ji9O2ZttXFnpxfcsAbhDQUgv90K5RPHNklpnCjflOHNpQiNHCcPRm+KM7xQft/Gw2xrijItSMPH6HM11VKAmwojLME/m8uEnR2yGR540kp7uQqbkXxebVqHXn98LbER38fmwMcOR3h999XhAN5MVjtjZXGfF4F3G/e7AVW/s7MdjSiIaSCqTGZcPbgxeY6ihezERjjX08VtslYrWj1D6n8gIuRUHzart4rLUnnB1iFTirHGNg5AnezZAEL1MKvE2JCDJHINTojyC9J/wJQOnL6CG1Uk5aqO2d4EB8CbLW2TnA3kkDe2cdYyCkiUzi2YZW861m0gLoNWuclIG6Vqxcq2R5CqjVhPMaeUwtL9Q9vInjUHgTkTIXclB4MoIj0xEkfZ6JZ1/i2SswBlafUBisPrzI94KZF9wun8oyog0GATRBsQT55dj6Y9v6Rv+7LPeX/gTQxLPGhmetNA0nnqV2eRnP/xq5Tcv3zVntyvBYRLTZGggf/3j4BacgMDxTgXNINMEcm4+oxCLEJRUhJj4HkVEpCOFFtI+XPzzMbgqc3TUaBJrNCHJxQbDJBWEWV4SYLQggcoIIZx+jCR4GI9z0Blj0epi4v0wrJs223ZydFDArcGak5tlib088r4V6zTo48G+wdqUdVq10wMqV/PussMealaugtlvFv/daxAieMyMwu6kBx3fN4sFrF/DsN7+JH/3sVbz067/itT9/oNQ2v/U28B6B+d6HMiK1RJo1fzKt07uE8jsfv4+38R4B/Q7e+vht4vltvPmR1PZK0+uPCeIPiGQbmH/793eUfIJnW+2zDdC2Wuf/Ds+yLsvLkW3Lkf1f5/EkSi00I8uC6j9S/K9RxEreWsrbsl2aX3+Ev/Ox/s7ybzy+IFmpSSf6/8LIKN1/eFNqmj/EH6XWnOVveMOv/vhPfO9Xf8U3Xvwz7v/OKzj+yPew/cKT2Lj5FPLqRxESUwkX1yTiNYiAJowNAXA2Epvu/kSqANQXahngKjQA2jA/aMKI0VAPhiAOJpgDLHDwMsLOVa+MSO1M5Dp7meDIc4uDB9c9LNB42PDsJN0qpEXGrW4VLlDzO6pRPuOMnph24Wfc1Q16dzfoCG+9jwU6Ylwf5A5tsBtB7wFVuDdBHwR9ciQM6dEwZoTBlBEKs5TpYTAkhUMXGwJteAg0gUFQewdCw8+/yuDHYxLR9oydD5zWecN+rTeB5YV1TlzW+8HRlWD2CYZ9cAjso0PgkBwO57xoqMuI3upEaOuToW9Mhbk5HabGNOiJaFNdOtwbc+FekweXYgI6PxtuubmwpmbBFJMCPfGs53lEG5UAdTzPj6lcziSQiWx1fhpURWlwLiWQeW2gqc3kMTII6BQlAmYN8exMPKvrUqBt5Hozb29i2ZAJVQ1TlgFdSQ6MhTx+Vj5ffzY0xLPajzC3JMDRwHOtKgprCOi1DuFcjoSdhlA2RvH1xsLJi4AWPAfxvB3GbTGRUCdFE/ixUCt4joOmOAlOJfFwKI2BujIeGsLZUJ0AF8YigK6IgXtRJLwyeZ5J9IV3hDs8fUww6YnYNSuw8q6v4Mt3EKfKHM8E6hdtNc5S8yx4tg0a9u/xLDXCn8azlNJsWwYNEzzLdFUCZ9t0VQ78LNnwLLG357ll1SdNtwXLUkqN87/2eV4ecftfm23Luuyzjo+lc9HDJ8APCQkpyM0uR0lBEyqKN6CudBjNFVNoKJ1CbdEEagvGUVs4hrrCUTQUjKK9YAxdheNYz3QTzBtyh9DLDOUPYax4DNOVk9jaShz27sGJiaM4u3AaF7adwZWd53B993nc3HcJD+6/hIf2XsADu87hge1ncN/CUWV06/smD+DG+F7cGNmN+5j7R3bgJoH8ENH7KCH79dndRLENrY8Qv48yX5eMbVWmdXqC+z7BdZkH+cnN0j95D57YLE2xid+53XiK8H1qlgjmYzxxK8TwzG48Tjw/STw/O0tETxHTk9x/nLeP7cDX+TweHt6Gh7n8MI9xc2Qrbgwt4trAZlztX2C5qDTDPts+jRPNEzjWOI5jzZM42jyFw83TONA0jb1K5rC3eQG7GuewWDWBKYJ5pGAIgzlD6Mvs57XOADYwHUmbeK2zHo2x3aiP3Ugsd6E0tAOFgS3IC2hWkutXj1ziONenBtkymJd7OTI9KpDjU6Ukl2AuCK5HcVgTSsKbURrRotRIV4Y2oDK4FrUhdWiMbEJXQgcGsvswRbRvqZrE9roZbK9haqews3aamWQmsJvn2H2NIzjYPIbjnTM4s3EB53oWcFZG/O6aw+XOWZyvH8P58kGcL96E01mdOJbQgEOBhTjgmoa9vBbaITXQjMyZvI3ZwizqE7FAKM/q4jCjjcW0Np5JwIQuGYO6NPTJtFBMtyZNGem6Q5+NRm2WMsp1uS4bJbpcFGpzkcfkqPN47Ve8NG1WFZLVlYhXVyDauQJhqkoEq6sRoKmBr7oenpp6uKkbYFU3wkXTDBNRrDM0QaNvUJCsEigzTvpmBceCZAdDK+wNbbBj1hnbWXYwsr2Z56ZmOOibeO5tgh0f6zPmFV+Ey8rbCWVB7pfhIQN9rbPFY62gmSGgPRgv4tmLSPaW2mnBNteVGmrGVlst0L5TeRyJuwwe9i94DuKFb6jj3YhwkkHBViJWtwrxRHSifg0SuJyoX4Vkw2qkmtYg3WWtguccorjY00mpbS4jkis9HVBLNDf4qtDk44xWIrqd6SCUu4nGTURzf5CBMTKyrCNOtYyGWFUrI17LvMvDIbaRsKVp9UyUCfOxFmxJdMe2ZBkszFabLCgWHEsttKBZSslyjfPyiNu2JtvyGAYsxBoxF61XED0drubjqzAWqsJ4qEYZSGx5MLEhYnqQgLbVQgueHdAjNdCE80be1hXkjA5ub+F2wXOrr4OSNh8ntBEMrV5cdrdDm9s6tLmuQZt1JdrNK7DesgKbiOlxYnsxVI/dEWYcirHiGEF7MsEDZ5K8cTbNC2czvXE+y4eA9sOl7AACOhhXc8NwoyAaN4sTcbM0BTfL05gM3KzKxkN1eXigIQf31Wfi/kbCuTkHDxHSD7fk4ZHWfNzP7acLorAj1h3zhPuWaCv2EEXShPtMWZRSkyxNsC/KtFPEqPR5FjhLX2dpvi010VIjLX2ibXiOsDXbXhp5WwYKk9pnabottcASQe3p2jilybbUPAuEj0rtbZXU4EbjMCNTVcnI28twlvJiaxoxu9TMm/BeHjBsb14gdvO92J8fTECHK1NVSZ/n5fmdZbRt6ctsm6IqXqllttU0ywBmgmiZtsoGZ+X2BkkiLsmo4M3JRLMkSRl1W0bYPt+aQVCn4Cxzjhc5J+oTsackHPukyXhHltJs+xrhfG2kCheJZxlV+2RPEY515xO/Nbg2Ls2xBc3VuDBahwtcPzdai3PDdTgzSDgPSE00gT1Uj6ujzbjOXCGWr0p/59EWpen2tQlpvt2JB2c34L7pLq53KH2YzxHOZwYacW6olZhuw7kRW7Ntpd+zDCA2KHBuVJptn+e+F7mP0mx71jbi9qW5HmWu56tbBnHf9mE8tn8Kz59cwHdOL+Dp/dw234JTA6XY156JOV7UDOUFozvVF838/NSEWZDvZ0AeL2oqwj3QkhCIpmgflPsbUOThjEp+35sCtFgfbsIAv7djCVbMJLtjOsOXP1axmKgpwEJ7LbZtbMW2TZ2Y6mrHhtpalGbkIz4iBR7WMDg7+fMiIwh2Trw4U/GizTkeds7JcFSnwknNUpUI6QetUsVDp0mAgWg2a+Pgzh8Jf2sagtwIVbdkRLhHIdotEBEu3gg1eyBQ5tjkxbVVrYGBMFM7OMHRXi6OWMqcxoSzozMv3OWCnBfmyxfnSu3uEkZl5GupZf50k20Z0dreSQ0HtQ5qgtDFyxeeAWHwDYlBQFgiQqLSEBqdoeA5ICwZfiEJhHUsXH14oS79gwloi9UXVqvfrVgsvkuQtiFar+eF/9Lc0xLbsq1f9L+LgHkZz58A2oZoGQxNBgoTtMtgYDJg2HJkXW5bHjDMUWWGg9R6870wmH3g5RsBn6B44jkdoTG5iIgvQmxKOeLTKpGQUobElGIkJuYiJjIZwYFh8HP3hpfRCB+Nimg2IpR4DieWI6yuCCWigwjmIL3criN0NfzbqGHhvmaVGiYnZ1icnGBxJJYZq6M9LA7rlLjwItRotxZaAtp59Vo4rCCgV9hh9b3rmLWwX7EaurWr4aVZh1gvwXMo8VyHk/vm8PD9F/H8t57Hz375G/z6tb/jjb9+hH8KnAnLD5YG1Prgo/fxPqH83q28i1v/Pn6HgH6beP6nkn9w/S8fCGaJYAWv7+J3/3h7Cc8CZwG1LTJqtkSaeH+CZ+nTLDD+pI+zbWCwT7I8YJitxpoAJ64lf1gqf0+0/44o/60cR2q/ufw7Yvi3BPDvCOHfv8X7MgqQ//Y+/vDX95W5oG1g5u1/575//QC//sv7+PUb7+NV5levv48Xf/8WfvTq3/HMj36Ph779Cs4+9kPsuPw4Rg9cRf3wLiSXbIBPaC6MMpWRky8R6wO1xgtOWgKVny+1qxe07p7QenlD5+MNra8n1L4ErC/x6+fCkp9VbxcFyQ5WPRws/Ky5mYkxM+x9jHBkqfYmgqXZNh9Hmk+r9Yy0iFAT3kv/maRW8bug4XdV5kEmnNUe3J/H0gZ4Qh/Cz3okP9vx/tAnBkKbQuSnSX9jwjk/HsbiBJiIOnNJLBMPl6J4ZZRqQ0YMDImx0EXFQEcUar0IQnMoj01UOwdD50hYOwTD2T6Y5w9Gy2VLOF8f9wuNhlNUJBwSIuCYSThLP+QaIpi/Jfq2TBg7MuHSlQWXjmwY+Vvj0pIN97YCuDUUwKUil8+BcM7LgzmV+8akKnDWhyYRtInEMwGeSgTfwjNTTAjzekBbRTjXSZPsTIKZtxPN2vo0Jl0BtYalmnFeiorXBs5VGXAsToWmKIvvB/Gcnc/j5sEQmw2dTDvmSZxbk3jxGgt7DYGs5mvTxfCilWA2EcpuXPfh9oBo2AUTz+FRcIiVUb+JZ4FzTjyfI7Fcmgyn0gQ4lMVAVUlMVyVAX5sEc20irIxrdSI8y2LhnRMM35QA+MZ4wdvfBS4mQtZuNVbe81XceecduJ2Alnmeb7v9Ttz+xS/jdgE04fw/4fnzn5dSBg4TzH5GAbTSbPsrX1zCs22qKsGzWuPI86ua50pnfrb428Bzz5o1a3DvvffewrLk0/2dZf3Tcz3/OzzL7TL1lVbnBC9PN8RGxiI3LR+VubVoKerG+vIhbCwfwwZCeH3BMLryBwnlYfQUj2CgdByTFdOYrZjBXNkU5krGMMvb5/L6sTlf0oetpYPY0zCOo92bcWZ4Ny7NHMS1zcTxtuO4ufMkHtp1Bo9Idp7CQ9tO4MEtxwjnfbh/cg/un9iNmzIl1CjRPLodD45uw0NE8aOC4TnB7V6l5vexqR14TOZLJn5l6iel9piRptffmCZ8Ce2ntx3AEzv24YmtDCEtfZkfJ74fJ54f575fn9yJR5iHJ3YqOL85vRMPyvYx3j6yU+kP/cigrZ/0/f1bcb1/EdeHtuMac5lYPt9LOPZu5jXXFlwY3I6zPVtwomseh9pncaB1RqlZ3iO1y02z2FIzyWuYCcxWjmO6fBzjfN/6c/uxPm0j2pN70JzYgwZCuTZqPSojO1EW2oqioBZiuQl5/k3I9mtAlk8DMrzrkeFTjyzfBoKZSPYsR55Xxa0U+lahLKhWAXJNRDOa47vQlb4JG7L6lXSlbsSGlE70p3ZgKL0LI5ndmMzdiC3lguI5nOreRhTvwBmWp7qklnwex9vncKR1Gifap3Dm1rzR87i4aTPO98wTzzPKnNIXeftZAvtM+QBOF/XieEYHDsc3Yl9wGXa552DRlEYUJ2FKl6TAeMKYijFDKkZ0qURyqm3wLk3SrSmhOnSZaNTloU6bjxoZxEubhzIulxiKkKuVptYFSNWV0IJVSDRWItZQgUiN9EuuQKi2DoHqOvirauDtXA1P51q4qepgIZpNjF7dBK26md+tVp5HW6HStRPKbXA2tcLJ2KRgWGJvaGEIZqNguRXrltC8ztiBNaYOpbTjdkei29HQSDzXMw2w19XjM8Z7vgDTvbfBsuoOgvhOBcuCZomP/V3wdbgb/g73INDxXlsc7kUA173X3gXPpXis+Src13xNQbY7H8Nt1Z3wWEdkS3Ntp7vh48iSCSCcw1T3IlK1ApHOKxDFRKruYXk3orhfLJfj1PcgXmObjipZvxKpxtXIcFmDAstaFFtWo9S6FpUedqiV2tclOHdJDXOgnvDUoz/YgMEQI4bDzBgJc2FpwnCoEUNKDFyWKaRkHmYzxiOMGFvC83SkEYvxrtiWJDXPtgHDtqd+MjXVMpyXl5droJfhvAztLbKeYMbmWEKagJ6J0GAyTACtVvAsWR5AbBnPUgPdFyg14yplNPCNXF8fQDgHOKJNgbOd0nS7lYCWaaw6mC5fR3QKpj3WoYnvSZPrWjRbVqHZZSVaCegO073osa7CsI8DZgI02BpuwO4oFxyMc8PRJC+cTPXG6QwfnCU2Lmb5E8+BuJwdjCtZobiaHY7ruVG4rzAe95ek4P6yVNxfkY6b1Vm4r1amq8rAfQqec4nnPGUE7qvVqTiVH4XtMe6Y9Ndgwk+NLVFW7E/1x7GcMJwuicS52ihcIjqlT7M0z75EiAqal/F8C9TVRDb3E2yfqgzDCRkkTGqrCeflyMjXAmfJmToBqg3PUoN8pJxoVmpwI7Gft+/jYx7i/tLfWeZ5llpomW/5ggD2U/cTPO/JDcBWvje7s/1xqChUqXmWfs/LeLYNHCbzPduaZguWP93vWdB8qTnxFp6lubZEaqAFz+dkLuqmZAXvlztzcH1DAa505eJ8WwYu8gLnTGs6dhPtWwuDcYBolzmeL/aW8ESXi2Pt2co0VRcHK3GZWL5CPEsUPDPnx+pwnniWnBurx9nReoKXwCWWpZb5GuF8g7k8WKcMJHadCL462qT0gb4+3ob7Jjtxg7k63q7g+fxQswLos4MtODvQhCMbK5kKZbqqq5Pt3K/t1lRVF1gKni+Od+HCZBfOS6a7cZGIPjfTg4tzm/DI7jF8/9w2/PLGHvzw/Cye3rcRj+3oxH0zdTjek48djSmYKY3BUE4INqQFoDLcDVneOuT7G1Ef58MfCj80sezOCMWmjBD0ZQRjODsUkwWRmOcF6dbyBGzh53ChqRgzHfWYam/ESFMjNtU1orGgErnEVmxIKnw84qDVBPMiJgBOKl6k6nnRaYjjhVosVPoE6EwpvEhPgcmcCIs5AVZLAjxdE+DlGg8fJtgrCVF+aYjxz2BSkOAXjSSfIMR6+CDSzQOhSg2nEa68MDI5O0PDiyInewfY2znDyVFGp7b1dxZcSm2vRJC6PAq2bRAvItpZx4ssGaBLRrXWcJ33JZyddQZoXaywevvBKzAcvsE2PIdGpyOMeA6OSEcg8SwDa/kGx8LdNxxmN3+YXf3h6hYAV9dPYrX6E86+RLSfUhqlj7KOYFBqnOV5LJcC/f8aad7t6GhQAP1pRMt2uZ9MUSVTUgmUZXoqk0UQLQOGCZxlzmcZLMxCOBthz/s7OElzWHe4eQcpU1LJ6wiNyUZkQpENzulVCp6T08qRmlaMpPhMRITy9Xv6wc/sggC+54FaFYJ0OoQbDIgkpMP0JoQQzkEaPXyc1XB3tGHZ7OQIk6MTjA4OMNnbK6Nq20I4269l1ihx4bpxHQHNC1vVqjVwWLUWdivXwX6lbd24bjV81Gv591ehIskfE11lOLlnCo/cvIBvffs5/PxXr+K3f/gr/vr39/EugfrhB8xHH+FDYvnDj9/DB7CFa8x7n8Lzu3ibYP7nRwJoqX1+D38jut/4gAB+T/onC6DfW6r5/WAJvTb8/pGlLC/nX7H86fXXiN1lbEtfaokMQCb9qX/zpoTLzG9kUDKC+BXC15YP8Irg98/v4yUCWPKrP3+Al5lX+OAv/+ltvPSHf+LlP76trMuo4L/8wzvMu/jZ79/Gj3/zFl545U1896W/4NmfvIbHf/AqHnjuF7j4+AvYe/kJjB26jDZemOe1jCA8rZafY+LOEAYt8axVEckaT9vgWkZ+lly4biVgiWi9B9eJYMGwyscCR09+lyReLlx2gZMHP89EhYboVQV6wDmI+wbxc+/vA523j22OY4sPNEZvpSuBSuXG756Fn2/5vFvhxO+Ek8kdju5eBDmhHuALXSjBHB0AY1IQzJn8vuVFwVgYDQPPS4Zywrk6GWYi0tLA1Kcy6YRcBiwVaTAXpsKYlQaT0nSay0GJfA1x0JtjodcS1poY6IlJDSPnKo0Lke1NdBO5xtgUaBLi4ZgcA+dc4rGC+JUm04Ll7myYNmTD0pMDy4ZcmDuz4dKZB7fOIlibCuFSRTSXMLk5MCRnwhBN/PIxtUEJypzKmvhkaJNToUtPgzqLKM4jcIuJ5vJMHodArpbaZ96H1wM6wllJQwYMTdnQSk0zUe1YmwonloJnVXUmnEp4H+LZSDxbc4tgyeDzSCqAKSIHOj/u45ECB3Mc7PWEsQwYpiOWDdGwN0fy/Y4inrk9MIp4joBdRCTs4yLgmBYFdXYsX38cnAvioSpLJJzjYEc8O1cR1TXEc528/8mw1suo28nwqIiDd14ofNMC4RvrDe8AKywuaqgc1mDVvdKv+Ev44h1fVJptf/42gvkLX8LtnyOomf8OzwLXz31Opqn6nALn//iPzyiI/uIXP4c7v3ybgmc7+1UKnKXJtlbnDINBx/OthudKmZHBhudP1zxL/m9qniXKXM+rVvAz4wRfDysSI6JQnJaLprx69JZvxHj1KCYqxjBZMorxwkGMEsTjhX2YLRvC1qpx7KmewoGqaRysnML+0lHsJZz35mzEnpwN2Ju7HvsI8EPVfTjZOobzm2Z5bbEV14jdmwsH8MCWw3h46xE8uu0oHt3K5cWDeGhhPx6Y2Y0Hp3fhIQlB/LBkegceJWgfI2ifmt2j9EP+Jvd/moh+gvs9LnMmS3Nr5mmCWfLM7F58kxD/xtx+4vkgnti+H49vYRb24FGptRYsj0tTb6k93ob7hrcQxFtxdWiR1ykM12/IoF4D23GDud6/DVcHthHL23GJ2y8O7cT54V04x5wd2Y3TzMlRRsrBvTjWuxP7u7diV/sCthOjWxpmMVc7g+HiEfTlD6Inh2DO6EN7Sg8a4zpRFdFKKLegOLiFWP6k6XWeXz3LBpZ1ymBdOb61yPWrJaTrURDYgMKgRlQwdSENqA9rVNIQ0YiWmBZ0JnSgO7kLPWkbMMy/zWz5BDZXz2Khakqp6Z4p6lcGH9tdNcyMYHf1MA43TuJsN19/3y5mBy5t2oYLPZuJaIKaMD7RMYXT7YQzc0rKrlmc2bBAbM/jBDF9qmMWpwjsY7VjOFQ6gEN5m7AnpR3bI+ux2b8cMx7FGDVnY5NapoFKxQZtOrr1Wegy5KBNn4MWXQ4atFmo0WSikinTZKNIW4BcXTGytKVI1xYjhUnicryuAjG6SoQzIfpqBBvrEGBsgJ+xHj6GengZGuCmb4RF20Ao18JAQOsIZ52mkddOBLOuBc4EsxPjQDQ7GjoI5k44EsKOxhaeT6T2uJFQJpwJYzvZxsj6WkLalralCKSJbB7fgcd30NcpgFbwLHC+Vfu86ktwE/wq+bJSwyxwDlGtQphmDcLUaxDitBIB9vfA3+5e+NndA79198B33d3wXXs3vIlo7zVfgduKO+C55svwlymqiOUAGTDM4avc/ysIdbpHqXWOdBJAC6TvYWnDc5z6XgXOCp61xDOTql+FdOMq5JlWooQ4rHBbRzg7EM5OxKQanQJngrmXYB5Q0GzCaLiZOLZgkniTZcHzcIjA2cB1A29zwUyMK6ajuJ9gOkSDqQgDNscQwYkeBLQ7di6Ntr1c4yz9mz/dZHu5v7OgWbK8744UK3YkmbE1joCONmI2SovpCIkOkzKndKhK6fe8nKFg4jnQGf1BGkZPPGuxgdjt8pP/GLBHkzfjRRh7r+H6OsLZjnC2Q7efPTZILbSnHRpd16FBCfdjKTXRHa5r0Ek8b3RfjUE+xgSPMR+iw/ZoF+zjazyS4onjqV44le6Dcxn+uJgZRDiH4GpmKC6nE9HpobhGQF8viMP14nhcL0nE9fJkXOcP5rWaDAI6Czcbc5VcqUrDmaI47E70xagPX4+7PcZ81NgW7Y6DfKwTOZE4VcxI/2CpSRYcE7PLU1VJ7fMFAlcGDrtKoCoDilWE4Qz3PylTQBUF4HgJH2cJ0KcrI3CK2BZAyyjeJ6o+GTFb6bdcGavg+UBZOPaUhCjZWxyCXQWB2JkfgAOlYco8yzI3tIzOLfeTKav2E6y7c/2xS0YJzwtS+jpLk+1lPMvUWOelDzPxvDzatm3QMBkcTGqno5TaZ0GzREE0wSyRvs/npem29HWu52MwZ5tTFTBf7MrB6ZY0ZZCwo41J2F0egc15AdhGvJ/pzMXJjhwcbk5j0nF6fQFP9DL6dqVSC322r4zIrcR54vksc0ZCRJ8hns+NNxDUjUTtUvPswXpb+onuoXrbSNyEsIzMfXGQ5VATbkx04BrxfGXMBmhB8dmBZqUG+sxQI472VOIoAX1eRvKWptvSrLu/Udn/igwsRjyf42Ocm+jExaWm2xfmenGGmL46txHPn5jDqw8exKsP7MaPz03i+YO9eHxHO65PVuNMXyEOtmdjW00if9hj0M3PYlm4lT8qWv6YGPgDZERNnBcGSpMwXJ6Kkcp0TNflYaG1FIvtlZhvKcdkYykmWqow2FSDjvIyVGXmIy8+F8nhmQjjxbc/L87cXBJ44RLFC+NwQjkKeguXzRHQ8QLNaI2F1YNY9kyEt1c8/HmRGuSXgDD/OIT7xyCSZXxIIlIiUpEWlYG0yBRkhscgKzQEKYH+iPf1QqSHKwIsRngadTCrnaBxsIeTnT0ciGdnJxmdmiCV/r0G6W/sqdT42mIbwEuiN8jI2Cao1DIFlAzUpVUA7SgjdhPPerMVrl5+vOgLg29gNAJC4hESkYLQyDSEhKchiOgMJJ79guLgSTy7CJ4JZatV0Bx4K7JukT7ILn4wm315MefFi3R3gkFq26QJtzQpt/X5/HeR/tGOjsZ/GyepXVem5BJESy20jCjsoUSWZZtEJXPXOhtg56iDnYMWKp0ZZndvYikYfiFxCOb7LAOGxadVKHhOSqtCekY1MjMrkJacj5jIJIT4hiDE1QNhfM+DnB0QRBiHqVWI1GkRZTAyJoRpDfBz1sDDQaagcoSLjKRNOBsJZwP/PjJomMluHVzs1sLKuNqtVmIhjk1rV0K/egXUK1fCSckqOK1YxXXexu2+zqsR6+qI0lgvjLUV4OSucTx0/xk8/62n8eJLv8RvXnsdf/n728TzxwqeP/roQyUffrycj/C+zI2Mj/Ae1yXvSD76AG9/+D7e+uh94vkj/P0j4C8fEr/vS59k2wBfy/2aP6k1Zt6Cktf+Ycuf/in9pG1QXp7HWUqpJf79m0Sz1Aj/TWqE31PyqkxzRRQrSH5DkEwUMy+9TgD/8T1lLuaf/e5t/Oy3RPCv/4kfv/pP/OiVt5W88Mpb+Mlv/sFtf8cLL/+V63/j9r/jhy//Hd8jlL/14p/xzRdfxzM/+SOeeuE1fP17v8HNb/4SV5/8Cc4+9F0cvPwkpg5dQcf8QZRsnENcSTt8o/Ph4hEPkyEUBrUfjGpvGLXyHz2e/AzJf8QQ0vxMaVw8lMG31B7ucPZ0JZiJZy8zHIloJ1+u+7rBWUE1Uewvzbr9oY4IhDacCQqAxkdG2ibOXRiTL7HqDWe1BxycrLB35GM5u8JRTUwT686efrapnoJ434hgGBJCYRQ458fApSweFpmuqTYFBoLN2JQGS3sWrDyXW9tz4NqeC9eWPLjWEbXlOTAX5MAlKxeWJEI3KhvmgEwY3VJhMCXxO5nI8xVhrCMEjYw1DlrvROI5Bfq4VGiSk+GcQfAWJEFTlQp9MwFLKBs35sKFcHbty4V1Uz7MBLRLdz6sXSVwaS6EqTpP6X9szMmCLikd+ihCOTQZmsAEvi+JUMcSzwkp0KbwGOlMDpFcnAVNaQacS1LgXJYCdVUKdDW2QcKM9Ty2AuklOFcnw14J9+V1g3NlhoJndWEm9Hl8vdmEc1oBzAn5MEXmQhuYyb9NCuwtsVirj8A6bTjsNBG80CWceY529oyGs380HIOJ6TDCOToK9vGRcEiLhHNODJzyYuFYSECXJ8K+PA7ryrmtOh7OdXz/GpJgbEiFi/IfF8lw5zWCT0EY/DKC4BfnA+8gV54HiVjHtVi94i4C9Q4Fz//xhc/js5+7DdJc+4ufvR23ffaLNjx/4d/VPNumqpIBw5bxLOVttxG0d96Ge1d8VcGzDBYmtc56g5rnfAPP9zK1n5rnUyesXbtWwbMgWWqQlwcLW86n4Sz9nj+N5+XI9pUr7oGL3hkhXq7IiIpGbUYBNhQ2YrJqE7bXT2B33RT2Vk9id9kIthVswpbcbmwvJI5L+3C0fASnJGXDOElUH8vuxtGMdhzJaMGxnFYcK2jDyfL1ONvQw2uXQVzpHce14RkCeSceJHwfJpYf3bwPX1+Ucj8e2UzYErdf30wUc/sTiyyZJ7dIjfFePMX9v7FwEM8T3t9cPISnCWSlqTXzxNRuWyZteVyaWk/zPjN78fj8fj6mDc1Ss/zA2DY8QCjfHNyCa70LuLJpAZd65olEaX48j7Ncl1wkmC8SyxeGduDC8BKWR/fi7Ng+nBrdh9MTB5RRwE/PH8cp5uj0ERyaOISDIwewr38vdmzYjoW2BUwTzqNVk+gvGUNndi+akjegOrYTpRFtKA5rQQGxnOvXYMOxTzWXa5BPIBcE1KE4qIGobkJ5KJEc2oDqsCbURjShPqoVTTHtaIltx/rELvQlr0d/6nr0pXRiIKULQ+ndGM3uwUzBAOZLh7G1agz7GmdxpG0rDrUtYm/9FPZUj+BQ3RhOtEzjRNsMjrVM4ETrJM50zeNSr/xnAfHctxUXNi3izEbiuJt4Xj+Nk9z3RPMMjrcw7XM41rUZR7u24FDHZj72ZhxonsOuynFsKxzElqxezCZ0YjSkDgPelehxLUO7oQANzlmoVWeiRp2DKl0BKvRFKDWUoJBltq4QmQRyGpOsKyKSSxFNKEdoK+jLCmWU60BtJfy0NfDR1cFT6Z9cC5Omluf6ehh0TTARskZCV8tSrWvk9UU9kVwPR0LaievLTbCVfsmMnURpdt3GSJPsRgXCdgS4ANphqRZammTb6Zuwjve3+5esI7btTLyPiWgmoO2YdUT8Z6TGWZpsS/Nq96Wm1h5r7oQ7twmE/ezuQrDjvQhzXqkkxOFeBNndjWD7lQhyYOxXIHAp/gqq74Lnyi8pzbv9He5CgOM9Svwdvqb0dw62vwth9ncjnI8ptc8xBHOMegVimXhiOUHJSiQTzakGwtm0Blkua1FkXYMqj3WoJ5qb/FRo9VOj3V+D9UE69BDPfcTxIDNCLI9HWDBFOE9Hu2KciB4JswF6iLePykBhS3ieISTHZf7lIBXGQ7SYI6YX49wYC7anCJptcBY078vxVQYLUwBNNEu5jGepjZblHdx3p0A6yQXb4k1YjDVgPkaPuWgpCWmWE4S0DB4m+aT5torR8/mZ0RtswsZAHdb7adDmK/9BIE21pcbZDh1+dtxuhw3+9ugJYPwd0Ml9mr2c0ODugEYP7uvpiE4f6fftiPWeBLbXOmzytkO/jx2G/RwxFarFlhgzdsdabbXQiZ44leqHC2kBuJgehMtptlzNCMG17Ahcz4vC1QKmOBbXShNwtTKFWE5VwCyIvsIfztNFsdiXGoj5MBeMeDsTzipsDrfgQEogTvAxzhfE4mxpjAJfwbM0y5Ya5rNLg4UJngXRUgN9hTnH/WQ+Z5nj+XQVl8tCFDhLf2fJcs2zNKE+wcc6IvNIS/9kwlkZMZs/jAfKIrG3JNQGZx5nB9G8wL/Plixv7COkT9TEKng+J3MtE88HS8Kwh/vsJloP5IfiQEGIbX5nPs7paluNs8BZAC14FjQLnm3zPdvQLH2eZcAwuc022nYCLremKk22peb5ojTdbklV4H68msiX0bWl33Mr4dyajoO1cdhB2G/n85ZsY47yout4SyZPgBk4yYuuiz2luNJXjvM9JTjTU4zTvSW4MFKFK1ME8mQjwVyHc5MN/BGoJaSlCXcDb2eI5fNE87nealzorSLAa3FVAEwQXxwgngdseF6ufb4mfZyXAH1OwXMTrkyvV2qdj2+qwum+Wm4n0KXPM/F8nTi+Mb0B12c24jLRLLlKOEtf5/t3juPy5n5c39yLbx6dwcv378VvH9qDl67O4wfHB/D8vm48vrWVP77SF7saJzcUY19LDmZrUrA+JwRV/K4W8/ubH6RHaZQ7mrOjUJcRiZqMaDTkpqClJBetZUVoKC5AVU42KrPSUJmRSjQnISE4HhE+xJV3BgI8suHnkQ9vj1y4uWfB4pYCizsvcj1jYPaMgKtnJDz9YuEflIAQXjxGhCUiOiIJidHJSOWFZHpsIjLikpCbmIrC1EwUZWShOC0D5alJKEuMQX5MGDLCA5AU5INIH1cEuZvgadbDotPwgl8DrZroJSRNJm+YiVWp6f2k/7EM4iWDeQmmCcx/wbMC52U8E4F6F1e480LfNygC/lLzTDwHhSUhODwFQbyoDiDw/fnafQNj4OETpuBZ+hi7uPgrWF6OoNlk8rkVvZ4I0RAXS3hWS19k4vnf4djR0QZnBwcZ6Gw5+k8ifbhldHG1kT90LkSOlchxVSLLKgXWLsrtdo5arJGm6utUvI+Wr88KF09fXtRGKXNXS1/nxIwqpOU0ICuvGfn5LSgsbEJ+dhVSCY648HjE+gUg1kIkqxwRrnJCDOEca9AjzmRGgtlCQJsRpNLBy8EZbvaONkDfwjNLAlrwbFnCs5v9GuJ5FZdXwbJ2BcxrVsC4eiV0a5jVq6FfswaGVWthWb0KAao1iLc6oiTSFaPNucTzCB66cQLPP/84XvzlT/Gb37+Gv/3tLbz3zgf48P2P8dGHtnz40cf4gBiWvEcYK5Fl5h0u26Z2+hj/ZPkWt9nwLCNhS9/nDwjiT/o3y0Bhkt9JE2ru+Lu/f2ybxmopv/7rh3j1U9NbSflrqT3+83tKXn79Xbz0x7fxi9fews9//w/mLQJZQiT/7p/46W/eIoj/QQS/iR+89Ca+/0ti+Bd/w3de/Bu+9dO/4rkfL+cNfOPHr+HpH/4OT/3gN3jye7/G4wTy17/7azz8rZdx8xu/xH3P/hLXnnkRV556ERe+/mOcfPB7OHz9OWw9/iBGd51D6+Q+FG2YQXxNN/xSymENIuws4TDqgmBS+8Ko8iSgPfh98iAsCWUtUayzwslA2JqtcHRlPFzh4M1tfrxNapiDCV5JoDecAny47A9VZDCRSJDHhEMfEQatfyh0noSwewj01iDoDMS1xoffQQ9+/3gcHtdZarxdBdrB0AVy/7Aw6PjdN6VG2+BcaoOzVcDM87qhOQ3G9nRYunPg1lMIt41F8NhQAnci1q25GJbaIlhKi2DOLYBLaj5c4wpgDcmD2SsLenMaYZUElSaBrzGOr49AdIklJBOgCSZwo5KgTiZwc1KhLUlT8GpozYJpfQ5MgufeXLgPFsBtgMfYVAALj2/lsV1aeLw6abpdcAvPxlgmIg2GYAI6hBiPsgFanUgkp7DkeVVbmMXjZEJNBKtKCWpeDxh4HaCMsl3Hv1FNGjS8JnCuTl3CMzHMZadqgpt4di7lffN5vJwcGDOI9+RcGGIJ5/BsqALT4eiVhHWWGKwhntfqwnmxSzibo6Fxj4PWN46vOQ7qcL4P0YRxQhwcU1hmxUCVHw9VYQJxzveJoHesToRdFW/nb6xzXRI0/J01EM1GqYGuTYJbZRx8iyIQkBWKgAR/+Ia4w9VVB53KHmtX32uref4S8XybjGRNHBPPt3+WoBZA/4/NtqXm+bO3mm3bap4/izu//MUlPK9Wap01WicYTVqef0085xsVQGs0ap437SHzNC8PGiaAXoaz1Dwv4/lLd3zpFp6Xa5wFzjLns/S7vveeu2AlnsO93ZAbE4umzEL0FzVirqIHe2pHcZTIOkFAH6sY5vXOBl7PtmNPVgsO5rXjZP5GnCvo4XXbRpzP4W9+RhtOpzTiVAqvKTLrcTaX1xklbbhQ34WrnX24r28YN0em8PD0Njw8uwtfX5r66Ykt+/Hk1oN4atsBllJTfABP7ziIZ3ceUPL0jv14hvkG9/nm1sN4dvEwnhIQE82PTOxU8uDodts8zZ/KI6O8bWwnHp7chYcmbGi+n2C+v38zbhDH1wjlq+vncbmbWGQudC/gwsZFInorzvdtw7mh3Tg7ugdnxvbg1NhenCSaj4/vxzGi+fDkQRyeOYwjCydwZPEUDi2exJ65Y9hFQG8f3o/F3l2YJSjHCMmB2mlsKBtHe/4QGtP7UBW3AYXhbcgKaESmfyOy/VuQE9CqDPBVElyPyshW1MV0oCGuEy0JXeggtrtSNqA7tRs96RvQl7kBg9mbMJyzCaO5mzCV34e5gkHMFQ6wJJa5vsjlbSVD2F87iUMNM8wUjrfO4ez6LTizfpFYnsXRxjEcY062TCm1xScJZ6U2uXNGAfOlge18H7bgbM8CTnZz/64pHOmYxJFmpm4GB5l9fOy9zfPY1byAbU3zWKybw2zlFMYLxzCaOYCRpF70RXSgy7cOLW6VqDeVoUpbiBKnfBQ65yNfXYhcTQkytKVI0ZbRdIQyy0gCOVyaXesqEWSQ0a6r4a2thifjoamGG2PV1sGkq1dGutYwzmriWEPoaptsfZOJWQcj1wlYif1S7PR1TCMcCWKBsZ2uAesI67Us7bREM3Gt1BpzP3viXGmCzftJM24nPp49AW7PfR1Yfjr2eoEzH4tZy/0ka4jvz7ivk37OX1HiZf8VeDJeRLQnMe1n9zUFwwEEb5DUQBO8klDHFQh1+CQhSklYy+3EdSDvE0QgBwqeCWYpQ6WGmTAOd74bEc73KIlWEc4yRZXqbsRweyzLOPXdiNfcg2TdSqSZViPLug55TLmHPeq8CUWCuSVAi2ZfFVqIxHaWG7i+iRfWAyEyEJeJQLUocJ6NdcNsnDumePE9HuVCqJowHm4krM2YIR7nmKlwgpt4HgvVYD5a8GzF5lgXbE0kilPcsIMw3kMo7yeeJXuJL9m2U/o9E2Pbk12xg/vtTOMy4bxD+kcnW7A1wcTH0d/qA71Z+kPHmfm8iPcwnS1RRkZAL/2vif9QF/SFmLAp2IANQTp0BWkYqV13QiehvD7QARuVUbkdsUlG5ub2DYEa3q5FC98bGTip09cZ3f4q29RcTL8/S+K7x3MtNjGDCqB1WIw0YVcUgRvrTkB78+Toj3MpATifLIgOVppuX8sjaPOjcCU/EleKonGdeL7GH8vLlam4UJbME2gSThbGYg/vN8n3f8jLUcHzdKAeO+M8cJSPczIrHGcJ8PNltkG/pM/zpaU+zxKpfb5WG4v7m5IUOEuN9HkC+0J1FPcnQqtttdCnuO9yk22peT5dJYCNVSB7uJjYLQq5BegjZVHYVxSKXYVBCpwP8Bg78v0xx7/bIv9+h8ojlH7Hl1vScZUXN+eIaOnfvK8gEHtzA7C/IFipeT7AUgB9okKAbKt5tjXftvVtltplgbJt2io+30YBtkB7ef5nRu5DeEvN82Vpqt2eqdQ+C6CVEcGbU3lSy8SlnnyetOIxk+PNE2Qg9vG92EfgH2lIUQB9mDlBPF/pq8T9xPCVwWoc68zHsfUFymBhV6eacHFCmmrX4exEA05LOUbYjjfjMqMMFCYjaxPN5zdV8gRai2vDTbjKXBlpZJpxdWnQsPumunB9aj2uSu2xjLo92IzTRPL50RacG2nChdFmZa5nqX0+KwOF8fZr4x24Pt2N+xb6cGOxH9cIZ5nn+dqWAVya68Pl+X6l2fYPLmzH7x45jD8+dpCA3okXL03hhZOD+NaBHjy1cz0eWWzn8RuJ/WrsbMvCWEUsunMC0ZjijaoET5Ty85of7UWgWnhhYIS/uxk+Xu5Eoj/8I8IJrWj488I4lAkLDEaAdyj8veIQ5JeJYP98RIRUEMWVCA0rQWBQDvwDU+DPC8WgsHgEh8UiLDIeMbEpSCSQU5NTkZWaivzMDJRkZ6IsOx0Vuemo5QVkY2kemsry0VyWh+aidNTnJKEyPQZFSWHIig5CYigB7e/O5+cCdwLaqNNDRwzreYEvTaPNJltTaVtz6eXBu2xwVmqe9dKsm7jUyPRPOgXRKqJZI3NE64zEpRuhH4SA0GgEhsYrtcxBoUk2OAcnEc62WmefgBi4e4crTbaNMsq2wN0sxxIseyvPxWCQ40qfZ28elxhR+jkzaunzLJB2IZBlMLN/H3t7GeTsv0ZGDbeTZudSc87XoeJz1+gF0S5K7bKjyqBst3cSODtj5RoHrFjtgLVErVqvg9nNHV6BYQiJTkVsajHScuuRW9yO4vKNKK/ciCqmooQXJ9mVyEjKRVp4NBLdLIjWaxDPi9E0VwtSrRYkW1yQzDLObEaYjMbt5AR3HsOyVPNsWMbzOgeY7ezgQkC7CpwZd4fV8HJaC08HLjvKupTrGDt4OjrB294ZfvZ2vCBYhySrPQpDjRisTcHxbX14lHj+9nNP4Be/+Bl+9/s/4G9/J57ffR8ffPCRrc/zrfwLnpcAreD5AxmJ2xaZ2umvjFLr/I7UOMvgYDLitq2p9W/++r4SAfGrbxDKjEz9pORP7+NXf3gPL732rrL86usf4GWW0oT6RQHyb98ijm21xT98+S/44a/+QiC/gedf/NNSXsdzP/sTvvGTP+KZF/5AFL+Gx7/7Wzz2nd/iked/jYe+8SoefPYVPPAM8+yvcP+zL+L6Uz/Glcd/gEuPfZ9A/h7OPfIdnHrgORy9/jQOXnkS+y4+hl1nH8WW4/dhav8ljOw8g40zB9HYv4iC1mEklHciIL0CLiHp0LhFwUkXAJ3aD3onH+gc+Tl1doNWRRirCGR+Xh35WXUknh343XBwY7w94MDvoEMQ4RzmQ2gSwtGBTDC0BLM+IQIaGZk7mehNjoc5ngmPhTkoBq6BXPaIhMEllJ/ZQH7/fHkc6Wftx8+mP/Se4TAERMEQEgU9zznGBKI5MwGW4iSCNBHWhjS4tWfD2knIEs7GrgzCNQ/uAyXwGCiFZ18pPHrK4NZRxn1L4VZVCnNOPkwpebDGEbgh+cRzNvTGNDg7x/O4hKw+iRd5CXC0EI9eiXAO4npkArRpxDnPSfqKTBgbs2HqyIF5A2HakwtLfz48RoqZUrj2F8Gtj2DfVApLWzGPWwTXqiKY8nJgSMmEOSETlugsWMIzoA1JgnM4AR1NuMclQpXE42cSx/nEeRmPVUlEl6dDVyVozoSpIR0GGTSslvvU8/7S77khAyqWqoYsaOqzoanNgbYyB7riXOjzc2Emns1JOdDH8PawdNj7JcHOMwFrLdG8QA2HnTkSDlxWuccSzvHQhSRCH5kEXSyfSyKTxueYyfcmNx5avu9qGQG8Ihna2nSo69LgUJMIh1o+d6l5JpoNdYQ+4WysToBbRRz8S3nuzA1HYHIQ/MK94O7B8ypRa792Jb721a/gji/dgc8rcynfhtu+QDwTzV9U0PyvcP40nv9Nn+fbbQOGLdc8LzfZNpl1sLqaYbW68HfAxPOwHk48N0nT7eVRt5ebbC/HBmrbiNvLzbb/Fc9f4LYVd30FrlpHRHpaURAVhbb0XAzl12CxtBP7yzfhcFkfTpb140xJL47lduJQehOOZDTiZE4LThPRF7LbcCm3HZdkOb0B55KrcS6pEufTqnAxuxaXixtxra4TN9f34tHBUTw2MYvHZS7kuZ2Q/sdPbdmHZ7cTxbuO4PndR/As0fzMzkN4dvdBfGPPISXP7CKidxHP2w7hm1sO4+mFA/j69B48uDRg1wOj23BdapF5PrjWt1mJ9Eu+MSCDeW3DfdzvBnEt8z1f6d+CK72beR21gIsbCOaNm23p2aKg+ULfTlwa3IsLIwdwZvIwThDDx6YP4cjkIRycOIh9E4ewe/wg9nD7ntlj2MlsJ5q3zh3F5llm6ihmhvZhumcnxonngZY5bKqbRnfFBNoKh9GSPYi65E0ojmgjmBuQF9CEkpAOgrkbdXFdaE1aj41ZfegjtAeZ0cIhTJSMYIqZKR3GfPkwtlSOYHvVKHZUj2BnzRj2VI9hX/U49tdM2FI1jsN1EzjeNI2zHQs40zaHE02EMYEs/0FwsXseZzpmcKJlAseaxnjtOEJIjyq1zqc753C6ezPObtqK08yJDVtwpGse+1unsIv77qjncXnM7eXjWCwbwxwjzcEnKiYxVDaBvqIxrOdr7EjtR1vcJrRFbURjUDsqPetRbKlBvqEKWZpypKnLkKouRxKX4zSVxHIVgtQV8CeafbjsJVDWEcr6Wrgb62A11sPFIFiuhUFbo0RHOKsIaGdNPZx1hK2hlSBuI5DbsE7fSgw3YS3ha8f72ys1woQtH2Ottpb7NMDZpQVOJhkt29Y32Y5QlvKTLOF5CdDOxLiT1EQT2nK7A8tPR/C8jo9nZ7LVQkvWEuef8SZsfRzuvhVlnVj2Zvyd7l2qNb5bKQOdVij9nqXPszS/lqbXMepViNGsVkpphh2xhONIAbLqLoQ7fQ1hTLjzV7n9K4gjoCWxBHKs+i6C+WsE812IV38NMU5f5vpXkcDlRPVXlaRo70KG4V4UWdei3N0e1Z5OqPdWo8lH8KxWBgrrDtChl+AcCjMqNc3T0W6EsQex6k4ku2GaIJ6Od8UMMx1nwVSsGZPRJkxGSi20noAlZKN1Ss3wfKwJi/FWbJem28yuZHfsTvXE3jRv7E33xr50L+xO4TapmRYoJ1mUbE9ywfZEMxHNbemu2Mr1zQlGzMfzMeONWEgwY46gnokz8PkZbYlZxrMOwxFG9BP1PcT8hhAd1hPNMmBYF2HfHaJWsoHA71GixqYQFXqC1dhIPG/05+2CZh9iWqbl8nXERh8HwlmF4UAtBojoPi8H9HrZYYC3TYboMRuqx0KwHjsiLNjL9+lQog+OJ/vjVGoQzmaE2pIZivNE9OX8GFwrisXVojhcKkkmhNNwKj8RB9IisIWQmQwwoN/dQWmuPeGnwWKEC/an+OJ4TihOy0jbBRE4RcyeLg1RmmTLgGHnysNwlrlYE4VrBKY0175YFaXUOi9Haqhl/3OCZSL4VFkoMR1NgMcqA4id5v7Hy8JxIM+f2PXD0TLuVx2n9FM+QkgrTbcJZWm+vbcoGNsI58V0d+wnqqUW+aw8jqBYpqkqCcUhAnt/rh/2MQeLgpT+1FK7fZqIlf1tTbYFxQJn6duchItE/wWpVVb6Oicr28/W2VAv+55ilqeqUkbe5n3Ocp9TfIzj3C7zUJ/ryuTJLwcnW1Kxk891MT8Qe/jcBc0HiOfT3QU4s6EYJ7sKcaGXUB4mZHurcLAtD0c6C3GG2y6PNuLGTBuuEMpn+mtwcpM0ra7DlTFB8Sd4loHDTm+SgceqlNG4r4wTz8rI3I04L/2iZd7nyXZcmezAlSlbLk20Ec7NyhRVF8daeJvc3k5Ey1RYguk23L+wiXDehOvzvbhOOCt4Zq5w/drCAK7O9+Hm9iE8f2ozXnnwIF57/Ch+/9gBvPLADrxwbgLPEM9P7OrCYzs6cHNe8FyK4z2F2N6UiqHiMJ64/dGWFYC6dH+UJPoiI8oTQd5a6PRrYGdYi7VeOqwL58VzPC+Qw7xgDPaCNdQfnqHEc0QMQqOSEB2dhoS4bCQl5iApIYvJQGKCQDmZSUQKLxBTWKanJCEvIxWl+dmoLslFQ3k+Gstz0FyRjbaqbHTX56OnqQgbGwvQXZuN9dXZaC9LR0NBAiqyopGfEoqUaH9EBnrA38MMD6sJLjKljcCReJYmpkotsMUfVhdfuFr94GaVKZeIaWX0a6lNs/LHw/ifQzTbprkiwl3c4eoVAO+ACCI5lmAmoIOl1jkNgSEp8A9Khm9APLz9o+HmFQYTj2Ekzl1cJF68WPNWyuXYarul/7XUNtsGL7P1Y9bD0UkHB0cCmKVEBj2zs1dj7TonrF7jqEyp9a9Zs5bb17Jc58h9VZD+28pgYhr5DwEZaEyafBv5WAJw/u24z2reZ+XqdVi11tYv0GiW0WKDEBGfhtScCuQSygUV3Sit7kN1wxBq6gdRXUVIl7SjKLsa+fx75gQFItXTlZA1I83diiwv6TfvhnQPK5LdLYjh3yLIKHM5O8Ps5ECI2RNiLPlcTXyuFgcnuDoT1yoHeKjt+YNvj0CDM/x5IerrvA7ejmv5O7mWv4nrEESARziqEc3HkJZTGdZVKOe5eUCmuZvrxqMXjuA7Tz6JX/70Jfz2d2/gT397F39790O8+f4HePuDD/Ce5MMP8f7Hkg/w7kfv490PZQAx2yjcy/Miy5zIMlr1X98G3njnY/xJpqAiliWv/Z1w/hvh/GeC+E9E8h+J5Nfex0u//wAv/Y75/YdKfvHqu/j5r97Giy/9Ey++/A5efOVt/PTlf+KFl/6Bb/3kdXzzhT/iWaL4mR/Z8uQPf4fHvvcqHvrWS3jw+V8wv8SDz/0SN7/5C9z3zM9w9UnC+IkfEcY/woVHf4DzD38fZx78Lk7ceB5HrhLH1x/D3qsPYseF+7D1zBVsPnEBM0dOY3L/UQzt2Ie+rbuwcW4rOsZn0TAwgsruXpS2b0RRQxeyShsQk1GCoPhceIenwypwkgGydMH83PjDycELjnYecHRwg5MjkcxynYMVdioPXjR5w9ndFyofGXnbD6owJtqPSCZ400NhzIqAKScSxpwI6DOJ4+wEmHNTYclOhTWNZUIyzASaC6FmCUiEi/QtdouBlpDTmqJgJFxNbrxPABEWlgAj8WqIjYeR5w5zTgqsZRkwV9rmO7a0ZcGV53VBs9QAm/ty4TJUALexEniOlcOdgHbtKoZbM0FbRczm5cOamgfXaO4fkA2jNRVaLQHrSEAS0M5qRp8AtYw47ks88zmq45Kh4blKW5imgFZHqBrapHl2IUwbC2DuzYfrUCHch4n24TLCnWDfWALX9iJY6gtgrSiAexGfUxaTnA+3GII7gmgPSSVokwjbFOiVpttEaVYaDIWZMJRKv2fiuDIdqgppqk1wt+TD0EQc1/M2wXMjy5ZM6NuIY/5O6VsIdN5urMuBqTIb5uJsuObyvUkjvONTYYjkfYIz4eyTgnWu0VhtCsFqlxCstYbCwTsSqqA4OIfy9UcnwDmB4TnaOT0Fztl8L3jeVRPPquJEODGq8iRoavj8iXm1Mo1WMnTVSTBIM/oa/o0Y76pEBJXGIDA7FD6J/vycecPd0wKjXgtnOwfi8158+Yt34vbbZNRtYvmLMufz5/D5L34Bt8k0Vsqo2v81Amhbaev7LKVMKXXnnTLa9pdh77CS53ZHGIxqGE0a/gboeS42wsLzkskktc8q2Nuvw8qV9+JrX5Ma56/8p/7PX2G+zO1f+vKd+CJx/8U7bLXPSnNxAvpz//FZ3EHsryaw3Z1WI8pFg/xAX7TExmEoJQdbeB49WNiI44VtOJPP3/XcVl7nNeFMWj3OEckXsppxMYfXAznNxDPL3EYu1xPR1biSwaRX4FpmFe4rrMWDta14dH0PnhoexTPTs3hqehFPzW3HM4u78I3te/GNnfvxLPPMzgNKniKWnyaWn+K2p3gOeJL7PLVtrzK/skwl9djEDtwcXMDVTdO4zFzrJ4I3zfJaZ04ZvOtMzyxObZrDuYEtuDi6A+fHd+Ls1C5cmNmLs5O7cGJkG44R28cGt+EggX2gfxv292/HgcEdODiyG0fG9xPLR3Bo9hT2zZ3B7plT2DF5HFvHiOPRw5gbPoi50UOYHz3K8ghmuX12nGhmOTN+BFMjBzHRtxtDG7aiv2Me/c2z6GuYQi9R21c2iu68XjQntqMpqhnt0W1YH9eJrth29GduxFjhAKbLRjBfNYFttVPE6iQzgQPts7yGW8CR9hkcbpvEUUn7JE50TONUyxRONhLLhO2xOkK4dpjLIwTzKE61jeOM7Nc6iuMtw8TxOM53S+0ygd0yiAONA9jP38gDjcM42MxtMu1U5yLBvA0HurZjb9tW7GhawJb6GUxXjmGsZJCo70V/bg/6cjdhU04vurN60ZaxCU1pm1CdsB6lUR0oDu9EfnA7cgLakOHVhBT3RsS6NCDMUI9gQjNQUwc/xpeQ9dLXwZVANWqIYl0N9ASylmjWMGpiVyVw1Ulza2l23ag0vbalUQGrg65ZaX7toG/hujTBJl61DEtpYi2xJ2QltnW53/JgYCzl9luR26Q2+pNITbSUDkvLy+vLy59EHnupGbcceymfCSCGBcn+y+Wnlv1Y+trfzRDSXA5SrUIwoRyiWolwYloZ5Etpbr1KSZyGMNZIbfLdiHa+C9GEsCSKaI4kjCOd7lTWY4hjBcwaqWVmKYCW7bw9wfnLSBI4q76MBKc7kOR8J1K1X0Wm9h7k6FegyLwWVW6OaCCg2/x06ArQE5Im9IealP7OY8TgZCShHCXNsq3KXM6TsS6YinMhoAlrlpNE61ikFhOROgWws8StZD7OSPCaCV9iONENO+IJ5AQ3JbsS3bEn2QN7iOa9qR7Yl+bJZVfsJqB3cf+dhPMOwXM68Zzphq1E9GIKAZ1swkKSmXHBPG+X48wQ6MuZIqLHIvQYijKiL8aEngjCmRdg64NVtyJo3himRQ+zKVynRJZ7QrXoJaBlsLE+qWH2c0Kv7ycZDFBjhHgeJq4HiOp+b0cM+akwQTRPBzEBWmwOMWIb37OdfL/2xnniYJIvTqQH43RWGE5lhuAs8XyBFxvnswjJtGAcSg7B3uQw7IgNxGywO0a89Ojn36PP1U7p77wQxvch1g0HUv1wIi8E54qJ5dJInCkmfouDb4FYIH2qxLZ+idC8JDXN3C6glu0ni4N4gg9QprWSPtK3QM3l8wT0acL2BEEteD5eKs25Bc4yHZagWOZ6TsDx6njsKwnDbmJ5j9RCM4dKQpQm3ye4/7HiEJwuC8N5Avksy5M87jEe90B+AI7wuLLfKTnWEpgltn7WtmmrbIgmhllKjfSV1lQF0svrUlOt9HWWbVw+KyNvE9mS0/XEc10MT4rEdQuBzPueaknD4fpE7JL+1zXcpyMHZ3gRdK6nFJcGqnFpsBbn+6qV5tcyN/Opngoc7y7FsfUlxHANbky2KaNnn5Y5jTsKcWJDGc4P1Cpglki/Z5mi6hwf69xgNS4M1/FHqIEgFhQ3Kbky3YbLU60KmC/x8S4R0xdYnuPjnhW0L9U8Sykjb18cb8PV6fW4sdBDNPfg6twmBc5S+3x9s9RAS030oFLev20Qzx6bw4s39uPVR47g5Yf34Vc3d+KHF6bxzOFePL53PR7d2YEb8/wh58Xe+cESHOnOw0JtPPoLQ9CZE4CW7CA05oSiJjcSmUn+hCNB6e2ElUEa3BVnxlcSXGGX4KfM8WpKDIZHUjiCUmMQlZaApLQkZGWnIT8nHYU5GSjKzURxXgYK85m8dJRwuZQpy09HdVEWmnhh2Vlfgg1NpehuKMTGpgL0txRipLMY410lGOF7PMCLwj5eFG6ozUBbaSLqCmJRlhmBzLgAxIR4INDHAm8iztVihdEgtcmf4FmpATYRsiwtLoxSGyxzL7vxR0aaNROxRLOT2gBHjQEOakKTceQ2tcEVZlc/pUm2NM0OCE4gnFMRHJauAPoTPEfB1ZNosPjCQCCbze4wE94uFi6zlJjMbryQc4WOuJem4s4qAbOWYNbwYk+NdXbOn4z2vRRZl3mnlbmn19jfWpYptT6ZXmstt61V9pXH+mRAsU/3l+brIp4F2DKquNx/zeqV3L4KeqLV09cHkQRCen4liqq6UFbXh6qmETS0TaOpdRKNvJBoqB1Adel6VGSUoiQmGtm8WEzxcEUaEZ3j64FcP09k+3kgw9cdid6uCHczwtvIC1cCWitNKIlnI1+ji70zrE7OcFer4Klzgjcvcv0NTsS2CkF6JwSqpS+1PYId7RHChNs7IJb3iSekE53uQpblblSE8lxYHIajEx149NRhfPcR4vmFX+HXr/4Fv//Lu5Dpn/783of4GwH9FvH8zkcf4l3iWaanevej9/DOh+8p6//84EP84z3bnMgy7dMbhPOf/vExfv+39/GbN97BK6//E6/86W3mXWL5Xfzyd2/j578hjl99hyh+Gz9+ifml5F0lP/jp3/DdF97At3/wOr71/T/hue8Tyd/5PZ789m/wGPPw86/gwW/+ijj+Fe579he48tTPcPGxF3Dhse/i/KPfxrlHvoWzDz+P0w8+hxP3P4Mj157A4auP48ClR7H33EPYefomth6/itmD5zGx+xSGdx9G37Y9WD+/Ba2TBPLQGKp6+lDauR55Tc3IqqtDWkUFEgoLEJWVidDUFAQnJyMiKQOhMbbR4v1DU+ATlAJ3AtZkiYTeGAG1JoSfDT9+ZnwYb36GbLFz9IS9xgcqlwCoPQOh9vOHOkSaZbOUka/5m2bIjSDapFl1LIws9YUxMBQQVAUZsPAc4JqbBbeMTFgT0+AaQ7SHpcESSAj7EF9uiQQ8oWxNhtGd2AtIgU6mdYoSYPK2xCSYiEtLSRZcqrJgrM2EmXh06cqBS08uTL3Z0G3KgGEgB9axYriPEs69RbB2FsC1qRCulYSzTBmVzNujsmD2S4fekkhMxcKZeHZ2YqkiIHXx0LgRin6EIjGpSkiCNjsdutIMHnMJqB3SPLuUxy2BsYeA7ucxBnjMoTK495fCbUMR3Dp47AYesyJXwbN7tg3Plmg+3zAiPDCZYI2HVuZ85uuTml5NehJ0+cRyaTq0MmCY4LmScK/j62wthJHnRl1jDjSNWVA3EcOthHxHrhIdl/XNfF+Ie1M13yMC3LWA73VWOsxJKTBF83GDMqDie23nHoM11nCsdQ3DOs8wOPAc5hQaB4fIWDjEsExMgENqEhyJZ6ecZOKZYC5KuIVn51I+Z+n7XSPN2FP5vvBvyNKlnn/X+nR4NmTCvy4FQWVS8xwK35RAeEf6wd2H50GDESp+p1fftRJfue3LuOM26Vt8Bz53++fxmds+i89+8fP/SzwvN+H+r3jWGxx5ztXy3Ksjmg1wdTPDzd3MdYPS9/kTPH9FqWW+NVCYjLJNOEtuJ55vI54ln+OxBM+fJ56/QDzf+bnbsIa3u9vdi2i9Iwr4ulrCQzEUn4gtaXk4lFNOOPMaIrcWl7NqcSmjBhfTagjjWlzPbsT9hPWNYqaklWnBtaImXMurxY3satyfUYUHsqrwYEEdHq1qxePtG/DUwDCeGp/Ek5PzCqCfmd+OZ7fswjP8/j/JPL5dsg+PEcqPbtmNhzfvxIPc56G5HXh4VkbE3qFMSfXA8CKu9s7g/IZJnO+ZxsX+BZzrm8fZgc04O7gVp4e24gRxfJpwPjO5Gydn9uH4/CGc2HwYx+YP4tD0Puyf3Is943uwY3Q3thHMW0b2YHHYVm4d24+t4wexOEEcjx8njo9javgIJocOY3zgAMb692OC5eTQIW4/jJmRI0Q09x07pmB6fvwwZkf3Y2pgFyY3bcfUxi2Y6tqMqdY5zBHSM9VjmCjsw1TeJiwUDGBL4SDmc3uxWDqMbXXj2N04jQNthHIXgd+9yOu2BZzauIDTzKmNMhL2DEM0C4KZcwT0hdYpnGkewwlC+FjdAI4whxoGcLx1BKe6JplxnOyewNlNfN/65pTlvc192F7fg201vdhS3ccMYWsd0d4wj62Ni1io38LnuoDxijkMl06hJ38EnZl9aEhaTyS3ozqxA1XxHSiNaUNBRCtyw1qRFtiEeJ8GxHk3ItKjAaGudQh0qYWfuQZexga4GVpgIS7NhK+JMRDBMneyTAvlTFg7LkUZdEv6DUuNsUGwSph+CqSfjoB5Gc2SddomJZ++7f82y4/1fxuZ1/lf85lQ9SqEaFZhufz0spRBzlLTfDcCiekQrodpVyOCgI4gnqMdiWdujyOgpa9ykn6VEoGx1CjbQhQTz7fi9FVC+S7bYGBG22Bgqbp7kUxIK7XMunuQabgbGfq7kEY0p2u/hizd3cTz3cjVrUAx8Vzp5oBG4rkjUGppzegPt2Iw3DaytjTbHgszYpKIm4wwK/M4j0ebMEGYTkqNM8vxKL2C50mWAlgB82Ki1BSbl/AstchEc7zHLTjvSvQglN0ZwjDDG4cyfXAg3ZOIJqoF0QT0Lt5Pap63Z7gybtgmNdDE9GKKhYi2KICW2udZXuQvZ4bPZyLKgGHBM5+rwHgjsbxBapoZBclL6Q3T8bUSq0wfl/tCuR6iU6bdGgzUYIBYlgiah/w1CpwlowqgNRj0dcYg8TxKNE8F6TAbosfcUhaYLeEm7Ii2Yn+iFw6n+OFIij+OpPrjKMtDCd7YTWDPB7tg3NeMIU8i3uKIjSZ7lvZcd+Jj6rFIiG/jY+xN4mNk+uMkAX2mMBSnCdUz0seZWBYEL+NZsCxolshtEtkmt58oClTwfLk2BpeXgH1OQEvoHifED+fzeRUEEtAygFgsTlbGKLXOJ6ticJzZXxyOnfm2QcL2FgZjfxFxTPSeqIzC/hw/7MvyVh7jNEEtz+10GZ8Tjy0gP6HUOEufZlsExIJhwfQR7iuR9cuEr9wm2wXPUjsty4JnWZb5nQXP0nTbhudEJUrtc6P0eSaiud9R5kRTCo4zRxqScLw5nT8ihbjcX4FT6wtxvrcCV4ncc/3Vt1AsGD65sRwH26T5dskSjhsVVB/tKlb2O9NbpcB6ef8rowTvSD3hXKvg+TxzgYC+PNGCq1M2OF/kskxHdWGi1QZnlmfHmpVaZ4kCZ2myLXieaMe1mW5cnlmPS9NduDi9AVfmepRcmtmI85PdhHP/rZrnbxxfwE9v7MNLDx7AL27uwk+vLuIH5ybx3PFBPHOoF0/s6caDW1twfa6Oz6mSxynF3q4sTFTHYEN+ELpygrG+KAotvPCtKohBclog3CKJzDgr7LK9sJJxzg6GOSsC7jlRCMiPR3RhClJLMpBbmoWy8jxUlRegtqIQDZWFaKwuQmNNMctiNNcUoYXrbSw76ooVNPe3V2C4sxKjXeUYW1+KyQ2lmOspw+ZN5ZjfWIrprkJMduRjpCULm6qT0V4aj/rcKBQlBSMlwgvhfq7w8yCerWYYjGai2AKdwZOQ9eUFlA9cBNDSnHopJrMXYS3TO3kQ2W5QcX9HjQn2KsOtOEgfYoMVJqsv3LxCFCD7E8/BYanKYGFSBgQnEtWxxGckrB7B0MvUUHw8o8kGZYnBaOWFnK15+L/CWUEzLyIFzoJjwfDytFkSWRboLuN5Gc33rljDi8TVuPueVSxXcfsaZX+pqZZ5rG212TK9lS3/iudVfJzVxLOD/SpoiVs3T0+E8+I9vaASZbUbUd08jNq2CbSun0eHpGMGnW2TaK0fRFNxA2rS0lEcFUlA+yHH3wf5LAuDA1AYGoiCsCBkBPshlqAOdHOBxaAhnh2JZ0eYiXuLkxpWlRoeWg28DSr4Ee8BRmfi2RmhXI7QOyNKp0KURoVIAjva0YlwdkKC4xokOPN3ynIvyoIdsSkvCPsHm3Dz4B584/pD+MnzP8Uvf/4aXn3tTfz+7+/gtX+8j9ff+hBv/PNjZe7jNwXJ739ELMv8yIT1ux/iL29/iD+/9RFe/wfwR+Z3f/2YaP4Ir8jI1n94R2lqLc2sf/Lqm/jhr/6G7//ir0q+++Jf8e2f/AXPv/AXPEcsf/MHb+AbP3wdz/6QUP7ur/HY8y/jkW/8Eg8++3Pc9+RPcPWxH+LK4z8ilH9AIH8Xpx/6Nk7cfA6Hrz2N/Zcfw/6LDxLH17Hz1BVsP3EJW46ew9yBU5jcfRQj2/ajf2E3Nk5vQ8fYPJr6J1G9YQhl7ZtQ2NiJnBpedJXVIT6/AtGZhQhNzkJAbDJ8I+PhFRoL96AIuPqHwOIbpMTqFwKvoBh4ByUoc3wHEXHB4bnwC8iEu2cSP7My4nQ4PzOB/MwIoP35GQpgWKr8eJEWAJ1rCHQ+oVAHBkPNv7cqJgia1DDossNhLCKcpUl1dQosVclELtFWngZzGRFXlg2P0jx4FhTAMysPPmks4wjL8GxY/AlZd4JMBho0JUFtToTWm5AMYhnKMoK4jkuGKT0dLgVZsFbmwlJPCDfnEccEqTSh3pgL/UYCsjcH5sFCWPsLYe7Og6W9gIjlelk+zNm5cEkiXiMITF8ClXhW6eLg5GyDs5OGeDYSzx58DgGEYlg8nIlnXS6RWCEwJZ5biGce06WnCCb+fuh5bN2mPJj75JjFcO0rhnUjsS54buSxK/PgWkxEZ/H5JvK5RfLYIYRvAIFOPGvCieboBGgS+FqJZ00eX2tJGnSVmbfwrCGezS1EeksRj58PfesSltvlueTBwAik9TxHmpqyYa7JhrU8G65FLHMI71TilnjWBaZD7ZcCR6942HtGs5QBwmKWap0T4BzJ9yA2Hk5JyXBOTYVTehqcspIJ6AQ4FUgS4UhEOxHPqkppvk1A16fC0JgKE2NpSuPfJB3uLRnwa+TnqzIWQUUR8M8MgV9cADz83YlnHfHsiDU8f33l9i/j9i/YBuZaxvPn/pd4liigXcLzl770RZ4T7+R5bgXPtY5wsUiTbaOCZg9PK7y8XWElovV6HT/f9jwPrsBdd9maaAuelRrnr/43eJYRwXmcL/B4y3hefadME3s3orR2yOfjt4QFYzguntejOTicXYJzedW4nEMsM9cya3CdgL4vqw4P5DXhsbIuPFbVzWzA1yvX46HSdtzMJ6qzanAznXjmvg/m1uHBkiY80tCJR6Xpdt8wvj40g6/zPPDY5CIen92Gx+YJ44VdCpYf3rwHD/BccWNmB65ObsOV8a24ylwb34br4zsgza+vDC0qWD65aRaneudxun8LTg4s4vTwdpwZ34XTk3twamIvy304PXMQxxeO4/DmEzjE8uD8MeybO4pd04exjUjewiwSugvDezE3uBsz/bsx3bcLU/3M4D5MDBHKgwcwPrifcJbsxUT/HkwO7MP00AHMjRzC5vEjhPZhbJk6hq1TR7Fj6gh2ThzE9rF92DlKpPOx9wzsxu6e7djVsYidMm1V/ST21U3hcOMsr+nmcLB2CgebZnCoYx7Hu7fgbO8uXovtwcUhyW6c6duK032LLBdxVsrezTizSUA9h9PrZ3FaaqD5+3acgD7aPIojzOGWMRxuH8fR9dM4wf1OypRaQ9t4PbYdh3tmsa15CLM1fZgs78FwYTf68zeiv6AfA0Vj6C8cR0/eGDqzhtGcPoj65F5UxnejOLIdWSFNSA1qREpgAxID6vg7WYdIr1qEexDKrjXwMVfBy1QNd0M1rIYquGgrYVZXwaSph5HA1BO2Wk0jz9ENUDMqRqlZ1jcSzrYofZWXIoN3/f8az5HaVfjvEmtcx4uF1cr0UqHO9yCcSJZESl9lojrW6R5bVPcgXn0vknS2gb4StPcggRiWKDXLS0lgkrX3Ip37ZRpWI4sQznVZh1yWeS5rUehqh2I3e2adkkJXbrOsQqF5FYot61BmtVdqnWs9ndHsK3199egOMqCfUB6UhBgwFGzACCE4LoAmnieiiOYYqX0mnBml5jnaiIloPaZkLmbiWeZnVuCs9Es2YoHZkUQsJxGMyVLDLPHCXmm+neqBg4Tz4Ww/HMr2xoFMAjrdg9tdsYtI3p7qgq1pLIlnW1yxJVUAbf2k9nkJznPxLsQ7nxfhPBwhKCaIBcnE8ybCeVOI5taylP2hWmWfAcJZCdcHCehhAnqIgF7OMDMWrMNoEEsieULeD66P+KsxLHhmOc37LETy9YYZMMvbprnvHEsB9Ba+b4t8/7aGmW5lke/tInE84aNBn9UJPWYHrNevRrdxtVLzPMW/hdQ6b42yYFe8Bw6k+eJodiBO5IfgJNFzsiiIEA671Rx7uSZZGXl7qWZZAK1AmZHaaNm+DOtL0l9amkKXh+MYH+tIYSAOKs2s/XGwIBiHisJwpCQcR0sjcKw8EkfLo3CgJEKpeVamp6qSptwyuFiY0hz7cEEQDuT64khBAE4JnJkz5aEKno9xn+UBySTLtc+CZalZFhgLmKWZ9rX2dAXN0nxb1uW25RprpQaakWbbkjNSE004n2+WeZ6TcKY5Ead4v5PMYe53pC4BxxqTeaJMxan2bFzYUKSMrn2sPRcnCehzfVU4SzwLlKVmWUAstcxHOouUCJRlm2BZaqaltllK2Sa5OCg10Nw+UodLo/W4TIxfYi5PNBPOrbg23a7gWfpJK820CebzhLNS6yxNv5eaa0t/54uMAuyxNlya6FDwrIRoVppsz28injcQ3l24PNvD9V48sGMY3zyxgJ/dvx+/euggXnpgN164OIfvE8/fOT2K544R0Ac24bHdXXhkR4cC6HNj5TjAi79FvrdjldHoL45ET1E02vMJ6JIEFBVGISTFB5YMb+hKg+BUFgxDGeFcFgu/igREVKcitTYLBQ35qGwsQl19EZqZ9oYSdDWWobu5HBtaJGVKNraWolfSQji3lhDOZZjsLsfsxgos9JRjM+G8rbcMO/vLsGNTCbZ0F2Ar/0abeaE4Xp+C/soEdBRGoyotGDkxvoj2t8LPzQSrUccfFx20WkJVGXnaixdQvrAq/Z5tA4fJHMwWVz9Y3f1hcZN5mQlemW+W+ztpXeDIOPH+Amq9xQMu7lJbQnAQz76BcUo/5yDCOSg8hfggUPwj4eYdCjMfS2tyh1qajTMCZQGzYFktzcEJZpXaoMTWJFtqlp2IWVuTbIGxoHgZy/9ay7wM5uUInD+NZ8G1PKYgWQC9PODY/4Rnu3Ur+SPsBDcPL4RGJyI1twJFvJCrbBxEnWBZ4Ny1gM7OWXR3TqOTFxcdVZ1oKyhBXVoaSqKiURQWhtKIMFRERaAiNhplsTHIj4xEakgwInx94Gnh34JYlnm4zc6CZ2dY1M7wII599CrCWWWDMxNpUiPWrEGCSYcEgxZxBHa8kwpJvE+y0xokqe9GjnUlygN5Xszww47uSlzaPo9Hz13Atx9/Dj/63s/x85dew8t/+Ct+/fo/8fs3ZB5k4E9vAly9lT/JlFFvfoDfSv/lNz7Aq3/+EC+9/iF+9vt38dPfvoOf/u4d/OiVf+D7vySSX3wd3/zxH/DMD36HJwjjJ77zWzz+7V/j0W++ioeeeQkPPP0L3Hzyl7j/qZ/j5jdexPWnpZn1d5Va5NMPfhPH73taqT0+ePnr2HfhYew6+wC2n7qBxWNXMXPgPCb3nMTI1n0YnN+Gnsl5rB+dRmv/KOo39KOqYyMK69uQW92I9NJqJBWUIza7EOGp2QiKT0dgpIwlkAgffi49CSA3n2hYPGW+8SBozX7QGH35ufZWSpM1EK5e4fDyi4UXUegVmMrPbwY/x/nEcxECggvg40eQWlOIC0LKKQyODiFwcgyByjkUzupgIjOYuA2FwTMShoBI6EIjoYmMgCouDJrMKGjzY2AsS4RLTRpcG7PgSsRZmwlVgtNSnwe3unx41hTAq6xIAbR3VhG8k/LhEUnQBhCTrkmEKwGni4eDNhYqV8LSh5gmMrUhydBHpcCYnE4A87FL8+FawxCnbu1FcOsmWolZa08hjD3SF5lQ3pgHI8/xZgF2XSEsJdxOwJqTeLyoHJgCMqFzT4XaRCjqBNHxUBl4XEsCdASmRvokRyVAlULc5qVAV5UJfWO2Da2dRLSgeX0OVOuzoBa4b8qHqbcQLr1FsBDP1k4iuqkAlioCnnh2yeIxE7NhiORxQ4jjEMIzLJnrTFwKDCmpMGanwVCUzvcxA3riWVuVbpuuing2NPK5txTCxNdr6CCgeT4UNBvX58OwnnjukOeWDVMLX5/8x0JVDt8nvvd5WXCR/3SII8DDcmEMJsoDUqDyTSSkE6AOINyDZPRvvvcRTAwTz9eexH34PXdKS4J9ZjwcBdB5ibAnoh2KuVzO/aqJ6LoUaBv492lK5rFTYG5LhqUtFV78/Q3mb3JwWTgC80IQkBwIz2APGF10/Hw5YO2KlfjqHYLn2xU8S7Pt/7jtc0Q0oUqsCpL/pyw3pZZSIH0H8XzX3V9S8Kw3OCk1zu4eLvD0ssLH153x4LoVJqO0znH8f4Xn2z5HQBPPX/rsF7D6jtthXflVRKjXoMDTgraIUIwnJWN3bj5OFVXiekkjHixuwsNFjXgotwEPZtfhIeaR3EY8Xb4ez1RtxNPVG/EkAf1IaQce4Pab6QR2SpWSGwT09fx63KhoxfXG9bje2YebmyZws28GN4dmcXN0M+6f2IobhPL16e24b34vf8/34coM0Ti5m9cMe3jdwfWp/bzm2M9te3FOpoQa3IEjA1twdGArDg9sx8FBlsO7cIz7Hp8+hOMzh3GMQD48cxQH5k9j99wp7Jg+ju0E7vap49hC8M4Sx8uZ7t+LqT6iuHc3xjftwtimHcTxPswM78fsyH7MjR7AwthBQvkQFqVWevwAthDIO6cOK32f984fx/6FEzhIoB+YPohD4/twWJ7L5AGc5H4nCfQTBPQxAvpo1yKOts3jWOs8wSt9kjfjNEvbyNXzONmzGef5+i7y9Vwa4XvAnB/aQfhux7nhHbdymq/9ZN8WHN/A+3XO4Ch/3452EOSdUzhEMB/qnsUBZv/GBRzsXcQB7ntkeCeOju3BXi5v7pjBZOMEBssH0JmzAQ0pnahJ7EJ10kZUJmxCacxG/g52IyusA+nBrUjyb0SMdy3CiOQgjwYEutfD160O3pZauJtr4WaqJZZrYCKaDYY6noOl+XUdNDpGKyXBTAQrWFbXw4mYVqJdGglbBuGSZtiM9Em+FaUZ9b/HquRfwfv/OTzH61Yhnpj9d0kkcKWMlebY2hVIIIxlXZpnJ2pW8YJhFRKJZkkCUZ2kIaCJ4xTdClv0XDawZFKXkmlag2yCS5JjWosCF4KZKC51d0AFUVzh4cQ4oMrDEVWejignokuta1jao5JIq3ZzQC33afJWod1Pi/XSbFumqgqWOZ51BLSMYC3TUZkwTTRPx1oIVIZonolnmWBVlucEsDEmzBHPAua5WAPmomRkbD3mYwzYLrXNyV6Mx1I8sTuFoE5xV/o9H5Ca5yyWzH4Cek+aG3amynzPZmKZgE53xbZP1T5vIa4F0PNS+0w0K0mwPS/pfz0aaVAAPUQcDxLQA8TyQKiaYFajL1jFOGOAiJbbhiThUmowzP1GiGjJMLEt5SgzEUboEtbSv3lKRhgPZUkgTwRqlMxwfS7CiFneNh2ixWSgmgBWYy50CdMBGkz7qzDp44RxbweMeTlgyteJJZ+HqyP6LPbYZF6DXvM6jPDvNhdixJZIC3bGumN/qh+O8QfpdHEEzhC0pwoJaAXPobdqmgXHMt/z9cYEpZRtguVlPC8D+jwhKmA+UxFha6pdEoKjBK/UOB8pCmZCsT8vEPtyua0oHMfLY3C8Mg7Hq5iaeByqiLLhuVpG4SaG+ZhKc+qaWJyUptpE81l5fC6fkRpvIl7wfJzHFQQrECagl5thL9dAS6RmeRnNy4AWZMt9lrEtfZ7lsf47PJ+W5Y4MojkRR2qlBjoJx5pTcIYXQBc3FOJER64yt/PJ7iKc2limNLs+P1CDA615CqLP9lUraJZlqWmWdUGz1EB/Gs9S2iI1zoQ0AX2VaL5GLAucpdb5ymTrLTzLwGBnR5sUOC/j+fJEmxIB9LXpTlxlrkx1KXi+QjhfndugwPm+LQN4YPswbm4bVppuSw201EQ/tHMYz52cx4v37cMrjx7Cq4/uV2qeX7g4Q0BP4FsnhvHMwV7ieb2C5xubG3F2shKH+gqwqysTW1rSMFuXjHGiuLcoFt28GK4pi0difih8CwPgUsWL57pwuDfEwK8hHqGNyYhvTUdOey4qeLHY1FWG9o5SdLeXoLejHIMdFRhmRjptGebtI+tLMdZdhrGuYox1FGKyqxDzG4uxra8cO/sqsKu3FPv7S3FosAyH+ksI+wIc4IXq7s5MbObxJqrj0VscjabMUJTE+yOBeA6w6GHVqgk1FUFoIJ4tkDmOpYm21DYrA4YJoAlnV49AuHkFw51xZSxcN7n5w+DqC73VBzqZI9nVGxZvP3j4BxMakUw00cEQKX4hCfDnhaYn1119QuHi6Q+9qycvvC1Kf2mVNPleimBZ+iJLk2pBsyxLjbOtLzMhu1pqlAXJdkvNsNf9lwiWv3YXL/TuXrkEZhugZf8VKwXctppnedz/Vc2z9HnmhePaNSugUjnD1d0bIbxoTsgoQVZhM4p4MVfTMoamjlm0d84peN7ArG+dwPrajegqr0VrbhFqUzJQHZ+I2oRENCSnoCE1DTW84C7ltpzoGCSE8qLZi3CT/0TgczMRwjInt4vKEW4qJ3hrnRBgUCGYcA43OiHa5Ix4AjrJrOPvohrxBHYC9092clLwnKy6BzmWVSjxc0BrgifmGvNxYnoY9x0+hKfuexjfevo7eOGFX+LFX72GX/zmr3jlDzKI18f49Rsf4zd//Riv/uVjvPKXj5TpoH75+nt48Q8C5bfxo9+8gx+8+k9855dv4rkX/4Jnf/wnPP3D3+OJ7/0Gj377ZTz8/K/wwLM/x42nforrj/8YVx97ARcf/j7OPvBtnLrxTZy4RiRfewaHrz2OfZcfxo6z92HLiatYOHoRU/tPY2zXcQxvP4L+xQPomdmFzrEtaBqcRc2GMZS396G0vgOFVY3IKq5Cal4p4jPyEZWcidC4VAREJsAnLAYegRFw8w+FxTcYJq8AGPl5tViCYDEFwWwIhFkfCKMxCAaWOhlwS+VD9HoTKd5Qy7RThhC4uUfD2zeZgE6Dp18mP8/Z8A0qREBICfFcxpTDx4cQdSXwDMnQamWu9hgYdHG8mIuB1hjJ70cETL4xMIfEwRgVD318HDSpvI2o0pUSgZVpMDcQazx3So2vhd9vC6Fn7SBy24rg3sjHr+RyQR48Mpkkopp4NvpnQG1NggOPZa+KhZ1zNJyMsVC7xUPrlQydNOEOS4MxLgMuaXz83ByYi5hKQrGhAK58bDfp27yhGObufBi7pClzttKM2dxAPNcStcV5MGfxeaXwecUW8DVwH18C1S0DGksqNC7EpEWOlwgDYasj1lXxBHUGtxelQC8jXku/4o4cGDfkwkQs61iquonnDTnQcd3Ac5VJmnF383Xz+ViIXQuRL8c2Ec+6RB4vKh3asHTCmXgOJzoj+dixyTDy+2POIZyLMmCQZtvlRDPfTx2Pq6vPYrJhbOZjE8/SbFyaahu7+Fo3FEC/IR8avmYtz8PGNr7ORr7OagK6LBeWgmyYBc+JWXCN5vMJ5+uWmu/AVOKZSPYhgv3ioQ6Kt/V55mfOKToJTnHJcEpIhmNyIhwzEqDKTYamIBXOxdxelgznSqYmGSrCWUs4G9pS+LxSYOpKgQvj2ZaEQP5OBFaEwb8gCH7p/nAP5znZTQ+N2hF2K1firju/hDsIX6k5/jxBrCCViJblfwdmiVIDvFTapq36nA3Pd3yR58k7/guepcbZ18+D8YSHpyvMJp6Xef6R/0D8X+GZSJbnJce8TY4tfZ7/4/NYdfsXYVnxFUSoVqPIywVdkaGYSUvF4cISXOI58uGqFjxe2YYny1rxeGETHs2pxSPZNXgkqxZPFrXjyZJOPFHWiUcFzgUtuJ7J64XUalxPIZqZqxl1uJLfhMvl7bhSvxGX2/pxZcMELvdM4XLfLC4PzOPS8CIujm7D+fFd/P0/hEvzh5kjuDB3FBfnjuHy/AlcWTiJ84TpqdkjBOlBHBnbhwMjRODQbuwa2Int/TuwY3A3dhOp+6aO4MDMceydPoZdk0exbeoUFiZOYnb0OCEsTauPY3rwCCZ69zN7MdEncBZA78e01CgPsOzfg4XRg0T2IWydOER4E8mE+L45Inn+mFKDfWjhCI4uHMPxzcdxYssJ5hhOLR7D6ZkDODdB5BPPFyeJfgL6MjF9aXgPLvH5XuzfiTPdizjVIXiew7mOBZxfv4iTXdM4zpzatICzg9uIZwJ6ZCfOM+cI6HOje3h9tVcZ/fv06F6clP8sGNiBY/1bcXTTIg73LOLgxs3Yu2Eeuwjq7d0sN23BnsGd2Mn3aBvfI6kJ30X8bxnka+7ejsGWzVhfMYHqzF7kx3YiPawNKUGtSAhqR6x/GyK8WxHi0Yggtwb4W2vh7VINd1MdLOZGfgYbeI6t5+e0HjrCV0vkCpDVxkaoGGdjE2RqJ0ejpJXLMgK2jGRNEC8NyuUg/Zi5LlFGtV7O0m2y/P97PKcSsdJ8+j/Hti1JJ/Mt36OUKVxPI3xlu9LkWrcaabo1SNevQYZxLcNSz20EdgbRnWFaTSgzZluymGwmj9jKZwqYQsK5xMIQz+UEWZW7Iyrc7VnaE8hEshexzOVyy2pmDSp4n0qXdai22qGBuG71UaHLT4OeQB16CUMZbXuYaByPMBGkZgXPM3FWzMa7YpZolswx84lWLDCLEq4vJpgVMC/DeTHerOB5Z5KnMmjYJyGQk1wVQO+Rfs8ZHgqcP43n7WkEtCTVymVXJTvS3bCD+25Pc8fWFCKajyHZkuyGzYmuhLuFz9WMKakh5/OW2nJpbj4WrscIM0TcDgmMw3QY5fpohOFWxhnZb1wir53lZLgB03wPpsONSmbDTZhhOUMYS+a5Pqvcpud2wbUWU8EaRs3btZgNkSbdEm73d8aotx2BvA5jPvaEtDMBrcIoM+zpiBFietJfg4Uw4jnKgh1xbtiX6oNjucHEMzEqo1UXBiv9nW01zzY8C46v1sf9JzxLlptuL9dMK4OFEbfSTFtqiQ8TzRIZJEyyPz8I+4jnvSwPFIbicInULkcrcz0frYrFnuIQ7C7k7YT2gZJQnKyOVmqPBc/H+JhHedsJGRyMjy19rGUqLAXJS1GaWzNyH8GyNPuWmmvJMpKXa6KX4SyRx5D7CJrlPsrAYfJYMqDYUqTZ9qkmApwwPEV8n2xKxYlmli3pOLc+D1dkDueeEpzvLcepnlLGhmcZ/Gu5abZgWXAszbclsi5IllJqpSVSE31xqEFptn3h0zXPMlgYAX1l0tZkW8lMm63meQnPZwnn5dpnabIt/Z2XBw27NtPFrFcAfWW2m9lAQPco/Z1vbhtS8HzflsFbeH5w5yC+cXwWP7m2Cy8/cgC//voBvHh9Uenz/O1To3j2SB+e3LsBj+7oxANb+Fw2N+D0VCUO9udjR2c6tramYUdbFna152G6Nh29ZQloJqSLauIRUxsJ38YI+HYlILArEaEdCYjtTEV6dwZKN+ahcVMJunrL0LuxDMPMxMZKzGyswOyGCsxJuDyzsRRz3G+BQJ7vKcIs/waLvNjd2VusgPkgsXy4vxgnBotxeqiUKcHpgUKc3JSNI12p2N2ciM21cRgrkxHCw1GXHISMEA+EuZvgrtdAr3aGTquH1kCwGS1Kv2a9wQ0mGbTLzQZnD+9QpR+zp184ARxBGEfBKygKniw9AiLh7h8OVyLFnXD2k5G2I+LhFxYP78AY3ocAYSlx5WOYPQIUaGssrnDmMR0Fyyq9UtO8HAGzwPn/hOdlLEst86cjYP5XPMv2ZTyvWLn639Y8/094XrliJVatXAFHBycYzW7wDYxEFCGTkl2LPF7QVTUNo751Ei3t02hn1hPSXS3j6CKe11c0oLO4Ei05RWjMyEVzeg7asvOVNKZnoyolE8XJ6ciKS0FUcBTc+d7r+L7onVUwEMImZ0e4EtDeWgcE6p0RRjhHGpwRbXBELC9643UqxGqIae4X4+iAeMd1iLNfiQSHu5HF38Z8DzvUhFkwTKzt7W3H2a2bcfPUWTxx/6N4/pnv4Ps/eBE//Mlv8aOX3sQLL8v8yG/hBeYHr76J777yN3zn5b/g+V/9Gd/4BZH8s9fw5I9fw2Mv/A4Pf+cVPPD8S7jv2Z/h2pM/wqWv/xAXH/0uzj/8HZy++RxO3HgGR64+gUOXHsO+cw9j56n7sfXYVWw+fAnzhy9gYu8xDGzfjw3zO9A+sRkNg5Oo2jCEUqWJ9Xrk1LQhvbQRSflViM4sQWhiDgKj0hAclYyA0Dh4y2fPNwyuXiFwcSeQrb5KdGYvqA0eUOnd+Zn24AUWo/OAQeMDo4q3O/nyvfWDQe0PvcofWic/6DVBfM+DiJQQ6LXhvFiLgbt7Erx8MuATkAsfotkvmGgOrUBQWBVCIxoQHtmM0NB6+PlWENDEnomQMxBDRqLVRCCZY6F3I5wDEgiwZLjw72tKIf5yUmCQKZwqM6AX4LXmw9RZBJfuEiKyRGne7CLTN60vgmsry5oCWIlJ12yiNpm4iyZG/TPhbE3mRV8C8RzPxMFRGwtnUyw00hda+kQHpcFAeJqIQGN6Fo+baRtcqyILpro8uDQVEO3Eq9TGduZC35INrUC+Ph+utUR1CW/jZ9QljYCML4Q5nAANyIHeKwdajyxo3VOg8UyEPiAZZv5dDPFpUCcnQJOTCA0/a7o6Hrs9G6Zugr2XxxooIpbzoN7I+/cQ0sSznttNfK2CZxf+dkhNsZl4NpUSrNkEcDLxHMf3KSoTuohUIjoR2vAk6KITYUxJteG5IA1aYl1VnAJ1BZ9HXRYMMpJ2TSb0DcQxX6MMEKaTvs5deTAQzxIFzwJqAbTUUtfweZazJJ6NmfK+ZcASxfcpPAeGYOLZPxUq7yQ4eMTD0SuOgE6AY0AcnILj4RTGZSLaMToBDvIfCGlJUGcT8vkEfVEaVGVMNe9fR4A38H1rSYG+M43vTRpfO18H487fCL+mKPhVhsKb1xM+6b5wj3SDxcsIPb/3dqt5TiOe7yR8b79NRtMWNLPkssD4/xRBs4yALaXA9vY7blPwvM7u3qVm23qlybbg2dvnEzwbjYZbeL77bunrbBsw7L/D8xdkwDCCXoB/O5/jbZ/9HG7/j89hJUFtvudOhDqt5DnJjPaIEEylpOBgfhEulFbjZnkDHi1vxuMlzfh6Xj0eyqzCA+kVeCCtEg9lNeDB3Ebcn9+Ma3kEcg6vG4jlc8TzpfR6htcS2c24UNiOC9U9uNg8hAtd4zi/aRZne+d57bEZZwa34MzINpwe340TU/twhmg+TYyeWTzFnMGZLWdxevEsTi2cxdHZk4TxUWW0651jB7CDUN4yvBcL/bsw37cLc1IShYsEr62G+Rjxe5RYPkE4n8AM4TwzdIQ4Poyp/kOY7juAGUJ5bvAANg8fwNZRInn8MHZMHFHK3ROHsW/yCPbzmIdnj+EYEX9y8wmc3nKSz+0Ezm45jvME8/nFo7iw+TDOLRzEuTlieXovrvH1XB7diSuE79Wx3Up5eXAHLsvc0QTtue4F4lnmV5ZRsKdwumPGhucNM0rz7HPD3G90Fy6M7SKYd+PM+F5lXukTE/txjBA/wtd+aGQvDhLkh4nqQ9xnP2G+e2A7tm7aymuVBUx2zWN203YsDO3FjNSu872ZGT2Iab7O4d692Ni5E+2N21BbOoO8tAHER3QizL8F/p5N8PFohqdrE1zNDbCa6uEiMdbxc1fHz2U91MSpkwzeJVNDMU5EopOeQFbmS/7PWWtswTrieZ1SyijUjVhLLEtkWQbyksG4ZMoomQLqP0WmgPofmmxL/hW8/5/Dc7Z5LVG7hvl0aUu6YSVxvJIYXkX8rkGW4Fl7L5Kcv4Y07UpkGdYi12yPAosjConfAqsD8lzskcv9cnj/XJPcvhZ5hG++dS1vX4ciATP3K3eXWmYVqjydUenuhApXe6VWucpNmmbboc5L+jU7o96T23jfKgvRTGhXuaxluRZ1rnZoId46uM/GQC36CeehMAGl9CEmnhmpfRY8z8RLLErmCOkFglXwvCPNE7syvJTppjbHmZQppbYkuBDBMsK297/UPEtsfZ538v6CaAHz3nR3JXuI5J0pvG86y0xiWdAs2wjnXYTz3uU5omVKK8JbIsffluJBrMvc0kyCOzZzeT6OoI4hqKPMmORrGBMoE7kTETI6t+0/Bj6JvE4jpnibAmbuP8v7zUdbMCvzWXPbfLgZcwLoUKNSbom2KtNyzUTKfxaYeCwj5qMMmIvQYyGSZbgOc4T6Ih93gdtmiOrJAEdMBTorNdIzxPJsoA4z0m86mI/Bx12MNGMH39u9fN8OZvjdwvOZUkK4nJgkIAXDUvMsOF6uZRY4LzfbltsksvzJPrFKP2eB8z6p5c/xVQb02pfrix382+3K8sVBabJdFoWDxeHYL4AujcRRGWlb5nouDsX+0lAcLA1T8Lw8YJgMMHYwLwAHl5puC56lj7VMg3WuwTbAl8BZsC01xycFv3wusnyQ6N5PdB/jsux3agnIh7hdRule7g8tNdGCZmkq/p/w3MDHZk7UEdsy5dX/w9xfPkmSZmuCZ1bdqsriqoQAZ3dzQ2dmZmZmZmZmZmbG4IiMZCi+1N23e6a7ZVZGZFZ2ZXb+kGefo+YWGZU36/bdGVmR+XDkVVVTUzJzNf35eaEjHU86MvC0IwtPO7PxqD0Tz/jA8clYFT4er8ZtTxEuu4i0nmJcEX6PByvftG0WJEsInE3tm2VepuV1wbPgWult+w7Pr6Ya8HKyDs+lvfM4fwyJaIHzJwsdeL3QjhczxPJbmWfBs7R//mi2XYGztHeW16Xq9ovpNiXz/NXmCL7cHFWyzoJnUynVtV8tEs9Lvfhiaxh/fzaL//ZiA//bF/v4f3+9j//2fB7/8WoMfznuxx8J5z/udeP32134ar0DzxZrcTVVin3idKkhFnPVMdhuycT1cCUueU5LfEgbaEwnotKR1hgNv5pA+LVHIqI3HrGM1N5k5Peno2owB+3DRRgaKcbEYDHm+oqx0leCNZbrvcXY4HXd4DVe7c7HRn8BtgcLsdGbg9XOdGx3ZeFooABnjPO+XFzxgfTRYC6eDefjxUgBXrB83p+B264knDQnYIuf8WJ5LIbyItCSGoKCSD/E+brC21ELg1pFLBjxbKvVMxyg1rvCwdUbbl6B8PQLJ3wjlZCMsndwFPzCExAQlYxAhr9AhvOS6fPwDyWc4xESnawAxzc4Tqke6+5HEPqGw9EjkHCWTLUHVA5OxLMeVnZ3vWYTyd8FtAnR/1bmWVBsqpYtWP5utvlfh7z2oYJuqQJuYSGd4RDKFjwOK8lAE/T/Cs/cH/H84fsfwJzHYGfvoGTiQ2MziOdqZJe0o6RmAFWNo6gjohsbJ9HWNIXW+nG0VnWjvbwRHSU1aCuoRHNOCVpzCtGZV6pEU2YhatPzUZFegMKUXCRGJsPXIwQOWmfiTsbitoXhLvPsrbZBoM4O4QYVIrQEtMYaUWqGygoRthYIs2JYmiPS4iHCzT9AhMVvkazh76SjOUr8tejNDsdiYwmOJgfxdG8bn9w+xh8I6H/687/gn/75/4F//M//O/7+f/4/8A//9f/An//r/wd/+K//O775n/5f+PK//D/x2X/53/DJf/pf8dE//y94+Q//Hc/+9D/j9pv/hOsv/xnXn/8jzj/+Ew6ff4OdRwTy5UssHj/B7P4NpncvML51iuHVA/QtbKFzZgVtk4tonVhAw8gUsTyMvKZOpFbUIza3FKHJOQiITYMfv1s+hJJXoFSbjoKbdxgcXfn9cfCDg1MAdAaiV+vD8IZW5wsNwzjvA5W9J2ykl2uGTKvUXrBnqKxZWnorobH157UNgk4dSjiHQG0XCrUqDGp1FHT6eDi7psLLJxc+AUX8HpfCP7QCgeG1CCaag0PrEBTWiOCwZoSEtcDPr5Z4LiSaCVQN8aZJ4TElwd4hFhr3WBgCEuEUkQrHRIIsIx26vHQYygm0WmKuWeBaBH1PKRz6y2EYKId+kPODxKYAmqh2asiHUxlBm5cHJ35HHKP5voAM2LmmwFpHzKkT+UBJSNsT0Npo2DvFQ+1JnPkT8eHcV2wmHNII7uws6PJ5jKXcd2WOAmh9fS4c2ojV9lxoG7KhqRE858O1lpAvLoCeeDak5MOBeNaHE7uBhK9vFlSexLNXCjQ+8dAFyz8GMmBISoOaaLTPS4JdcQLsqgnrVp4v71cO/YLnAoI5B/a9hOxAIbS8rxkzz4Vw6DHi2ZF41hPPesFzNo81hfuJJ/h5DtL7tTY0UQG0LjoRjilpcMrlfvMJ1IIkpX2xqjQZhnqea102VBVEdTW30STtmwnl1iyCldtVMs/5UEvVbfmnQSuXEc8G4tmhjO8t4HqZ6dDE8fyC04xw9k+BvXcybD0SYOkSA0vXGNh4JcDam9fcjxFIQIcQ1WGxsIqMgXV8PAHN70Am0ZybApuCZFiXJMK6gp9VTQJsGxNg38bPqCuZ18cYzu3x8GmMgnd5MDxy/eCZ6g33SFc4++j4fbeBhdkHeO+XxDPh+7Mfy9jOAuifEs/G3q3/VpiqapvwLPG38OziaiCYnQhoVwLajZh2ImJ4T7a1/vfjWeJ78PwB8ax//+cIsv4Ama46NAb7YTw+DtuZWbjMLcGL/Ep8ml+DLwjnzzOr8XFqGT5KKsGr5DK8SqvG8wxiOasOt4TzJeMqsw6XBPQl4XypDGnVgsuiLlzVDOG6dRJXxOENwXxFHF6ObeKSOLyc2cPFwjHOls9wskyortzgbP0J4ylOVp/icOkR9uaviVrp7foYi2MEr8T4ERZGDwjhXSWmB7cxPbSPBWmHzHVXZy6xNHnGdU/5vgusTpwTksdYGDoguAlvTm+OC8SPsU8oH8+d4WyB+58/U+KC81dz57glnJ8uXeMFj+vV2g1er9/gIwL/Ix7rR8uneL14jFfzB3gxu8tnnS28ntzi89g6obyC5wNLjBU8YzzuW8KjnkU87l3Ck75lZfq6cx6X7bO4aJ/Bedcsnx0WcD20ikfjW3hCEN9O7eF6+gDXs8c8lhOcEtBHk0fY4zHvThxhl+UO57enDrE5cYDVMZ7/8A6mB7Yx1reF4d4tDA3sYpjnPDRyhKHRU/QNH6OxfRPVdesor1xHbu48EhJHERTcDQ+vFjg4N0Hn2AS1QwNUGqlSXctnkHrYMWy1RihbqYhFe2NYqpt5j2uFraEdNvo2gliQzNARsgwzfRMeGprwgHC+r6vHPW7nHgF+n9t+oCCacFayy2/3XG0MK+lRW/DMfX4fViW+C97/2+G5kAgtcLYggM2RR5TmORK6Ut5N5xLNuQ4P3kxnCajt30eG5h6ytFxm4PuJ5yIXGxS7MojiUqK4jFHqbosSwrjEja8TxEVEsGSay12sUO2hQq23GnVeatQS0JWEc527DRo8GQRxswxFxbKRQK53s0STpx0aPW05zXlCu57Ibna3Rhtf75POskJ0GBc4RzkqGdxZ4nCW0FyQzLMSxCRjKcaJQGUkOGGdEN5N88QeESZgXo9zxFosEZjorOB5N9UHe2leSuykemKLeF4nriU2BN9JTnyfC3buQjLPWzJUlXQYluJMGDthN9NdaZt7QPTtpAvWPYhogbQ3Ye2p4HmNaN5MIM4TuY9EgprzqzIONRE8RxRPSzaZgJ4llBd4/PIPgCUCfinRFQtxPDfJsPNc54jdeWnHzPet8P3LvBbLnF7j9FqMi4Lm1UgnrEUbx7IWOC/HOBDvTtjgdjbjXbDOa7TBWOc2JQTQiyFqzAXZYZqAXgxWYy3UgBVe75VQLTYinLBD+O8lumM/WdqEexLP3rjIC8RtsXQMFo5HpcRwpRHLJiRLltnUplnmpYMwKU2ZZ1M84/ueVEUr2L2WXq65zWNuey/bF7vZvK6cFixflEfhiHjezyOOq+JwzR/NzRx/7OQH4oBoPuZ7TyQI23Ni9rYiEjeyTc5fEb2XxLBkni+KjUNUSSdfAl7BtsBY4GyCtCw74vpSyryECc8H8lkzBOhK+2hiSl5T1pM21LUxCpwlrutiFDxL5vklH3I+6i3A8+5cPCGgX/QW4vVoBV6NVOC6Kx9nfOC6IvJu+sregNg0BJVMC5RNmWdTte232ztLGGFdiacj1XhBPEub50fDhPdgBVHcgM+Wu950GPZSUCw9bRPV0mmYANqUeX6TfSamP5ozVtuW3rY/WzNmnI1Vtkff4Fkg/Tlx/c3eOP5yNo3/9GgR//3VGv7XTzaUrLPg+Q/73fh6qwN/3u/HP52M4M8HA3g6X4PLiRIc8kFwrS0Vs5XRWOJD4nFnodLu+pTnN9ORhw7iuaQtESkdcYjpjkViTyyyBhJQPJyKutEstI3mYnAkH9PczsowwTxQhA1CebsrD7vdDD7Y7XTmYIcPnhK73ZlcloF94vmoKx1nPZm46MnCdU8Gfyj52RDjHzFeE9GvB3LwojsVj9ricd4Uh72aWKyUxWI0NwqtKeEojQ5GOh9cQjzc4KhTw87WFjaEmlrvAI2DM1QGV+gEzz7BxEskvIOi4RcWTzTHw5dlUFQKQuMyEJ6YjbCEbITwwVl5LTQGAZGJfC0NEQlZRHQasR0HV98IOHmHwuAZAI0LMePoCmu9gT9UBKqdPazussxvZ5tNpYTgWaArYP7gQzPiVzLMRjib0CylhAnU3wW0LDNCW9b7QFnPiGf7uzGgv80+K3DmcgG74PnBQws+OHL9+w+JZ0tY22qVXsX9whMRn1aC9IIG5JYT0NW9qK4dRG3tMOqrB1FX0Y/G8g60lDWguaiGgK5DV2kdOgor0ZFXgU4+LLaxbMwtQ3V2KUoyua14XtPAWLi7+EAjn4mNNXS2NnC2t4E7keyjskSQxgZhjHBiOsLeFuEqa4QT2OEEdpitFUKsHiLE8h5CLT9ElK00TTJHrqcKNVEeGCpJxnJHDR/eRnGzvYVnZ1f47Nkn+PLTP+HTr/4Zr3/3n/D6D/+CV3/8z3jO8vHv/gOuv/knXH79jzj89A/YfvUlNp99jo3HH2Pl+hWWzp9h4egW03sXGNs8xMDyNrpmV9A0Oou6wQnUDoyjqncY5V39KOvsQ3FbN/Kb2pBd24yMikak89ok5lchnEDzJoycvSPg4BYMPYGsJ5T1Oh/oCWIJg4TGDxp7P6hsfWFnQyiztFf58zvsC1trb6jsjK8ppWSV7aVa9l0QyxrJLKsEzGHQaMIZEYwo4juO8I6FShsHjSEZTh7Z8PAv5ne/jHCuJpzrEBzRiJCIZqK5BYEhzQgIbERAUDN8/Org6lpMZBCWGgJSncxtJUAtbYE946EPSoIhmpCV9sc5WTAUZ0NXxSBcda2EHO8d2p4SQrIM+qEyOIyXwjBaZGwP3FUAp5ZCOFcXwK2YkE4jdmMkE0rAuqfCxkCQEc9WKkJOHQsbXQz/vuL4GpHpS5yFEvMxBGxiBrTpLAWGJQQl8S7HYGggoJuJR2XYJgJSqi/XF8CluhCOJYw87j+TuE0qhC6S2AzIhMong5EOe25f7c/rJmMdRxGASYysFOiKpPMuRj3PuT0TBqmy3UcQD0immSFo5v1OP1AMQ3+hgmcDf08M7TxfqbZdXwSnCiI6l5BNz4ZDai4MvM9IFl0nbZ6lM7Qo7jMhEbp0YybfPo/nn0vAFhHvsu8qQlvgXMv3Ec+allzYt3KeWNbzN01C3ZUDVVs2tG38HJryYKhllPNayD8YiGddYpryzwdtYBpsvbl9tzhYOsXAwjFaKa1ciWUlC839+sbANiAWtrzfWYfEwDwsClaxcbBNToZNJkMAXZwMOx6bqo6gbkiGqjkZmo4U6Lt5zYhnp9YEeNVHwbcyHN75QfBO84V3jCdcfPXQ6a1gw7/pD3/zK/ycEH73hz/Gj//uJ/jxjwjVvxrT+Vswm+Lt10yZZ2OHYT/Fr37zU97j3oO92pJ41tx1FiZ4dnnT5tnBQQ+VyhZmZryPfiDjPP+a8VvC+7f49W9/Yxymioj+2a9+qQD6XYmfCeoJ57/7kYLnn//wR/jtj/4O9r95Fz7mv0Gigy0q/DzQFxmBpeQ0HPE7dpNdhmfZlXiVU4NXxPPz1HI8TSzDo0Q+R6TydzezERe5zTgvaMUhYy+nGTtctpvehJ2MJmxntWC7oBN71cM4bJvFUf8KTkY3cUI0n87s4ohw3pvZx/Ys8TdPzC6cYnPpEpuE6ubKLdaXbrFKOK/MSpXrE6UTr6mhPUwNEsvSeZfSgZcxpBMv6cBrdfoSG3N8P9+3zdifu8QB45jbOJw+w4FgWap3E5uC0fM7mD7ivp8SxM9XJS7wapVIJppfLlziJRH9YvYMr+aI5flTfML4mMf8irj9iOfykth9PrqOZwTzU4L5Sf8icTyHxz3zeNrP+UHiWYbRIqJvGVI1+5qAvuxZxgUxfU5YHzMO+xdwPLiMs7EtXE7t44yxP76L/clDAp9gJvK3eQ4b8s+ByTMs8XyXJk+xMHWKmfEjTPIajBDL/b076GF0dO2ihdHMaOrdR3PfMeq691Hason86g1kFa8jMWuBzwdj8Ajshc6thfcvolWqVxPAltoWWOpalAyyguE7yFoqaDYOESXZZsGzjb4FMuyTZJAtiGJTm2UzxkMdscy4x23f0zfgvqERDxgPOW1GVD/k/sxNYOY2rLkfa5Y2Ms19W2l4DMSpCcameBu7pmVvIPs/QLBp3e+C2bTcVFrx/CVk2syex8t4e7m8V9k3l38XzhLvlBCtxcRoEQFdSEAXSMddd2FaJiHrmNaV1/L0xDaj0JHLnG1Q6kosE86C5gpPe1R52aPSW4VKLxXn5TUrlLiYK3CuJKhr+XqDjxaNPhrIsFN1gmOCuUnQ7KNCi689WjndcofoNh97tHlzGddt4bqtXNbB17pkDGOprk04T0YSzcSlZJvniEOpCi3tnU14XmQsc3qZWFwmlAXRmwTxXppUu3bHloA4nnAWVKd6c7kv9jN83sS2ZIoJ640kF2wlSzVtgjnVlbCWkGnJZhPUxLNknBU8ZxDPudzOXeZZ8CxolqyzZJ8FzxsEs2S5dxlSVXyTeBbwCn4XJHsu2eQo6WSM+CdwVxLdsML3rfD9q0TrWryrcl6LxO4S3yNwXotzxVqsYJjHSpgrEUekE7rbLLf4njWevwnQAuddU8doPA6B8A7X2bwD9DIBv0REr4XpsBPF8yLGDwj4Y65/kuqFk3RfnGUxCFoJwfO1jO1cGo4nRKN09vV2m2Zpz2yqpv12RlqmZZgqyQIreOa6t+URuGYIeK9kGCdue58wPiogYgtDjZnmMsFzOHZzg3BcLJnnGByWRigdhgmeDwXQJbJuCC6JZqm2/ZjHJZ2FKW2os70ZXjjM8VIyywp6Cd59QtiUORY8C4RlG7LOMfEs04JoKSXjfMht7fPzlqGslDGgGbIt5f0852s5n7pYJS5qonBWHYlH0l66O1vB84uePDzlg8ZzTku17VfDFW8yz9LmWfBryjYLniUEywJqafMsgDZ1GCZgltLU9lmWK52KjRLe041Km2fB80VfKW643RdShXuuldFmHN+Z8XSmBY8I9FtiXIavUqprc/kn853Edi8+XerFR3e9bb9eMlbZ/mx9RAGzDE8lHYd9vjmMr3cJ5MNJ/OPFHPG8gP/p2SL+63PG01n8l0dT+MfTIXyz3Ynfb/fgH49H8c/nE/hiqwvPFhtwOV2Fw6FibBDJy/XJ2GhIx25bPvZ5Pdb6SjDIh8aqpgQUdCSgaCgNBX3xKO2LIyiS0cb5/sFM/gjnYHU4Hzt8SN7tzcFuZyYOOjJxQiyf8dqfMpSSaD4hmk/a03DKOCPaL9oZLUm4ak3Co3Z+Vh2peNmZgpd8GHvJ+Sct8bhpjMFpbQx2q4nn0niM5caiIy0aVfGRyI0KR5SfH1wcHAhUW1gQaDZaHR++HfhD4gitkyfc/ULgExINn7BYojiJSE5DWHwmolLyEJNWiNiMEsQwotOLEEosB0WnIIQP6hF80I1NLUBUUh6hnQ4vPlC6+0fB2ScUenc/2Du584dOjwd2KpjZqP4Kzm+HCdHGDPC3eP7te992/mVCswnLAmQToI1YNuLZtM5v3/uQ8/eUzLOZuS3RrCaWv+0wzAhoHUvtXcZbOsoxxz2p6v3hA9znts0sbJWexV39QnnOqYjl+acX1SKvrAVlVd2oqOxGZVknKos7UFvUgjq+Vl9QhXZCsa+qFd0su4pr0V1SS0jXoDm/GrW5VSjjg2NmUj6iw5Lh40lAag3Q2NnDQaWGq8Yenmo7+BLRwRo7hDLCCOdQRoiKy4hniQA7K/jbmCPA2gwBlg8QYv0AsRoLpLnaosBfh+bUQAyXp2K1uxa7k4M4XlrEze4RHp89xs2jV7h48hFOn7zGwaOPsH37AmtXT7F0+RSzZ48wfnyF4b1TDG0fYWB9X6lu3TGzgtaJeTQMT6G6b4RIHiCQe5DX2I7sumbkNrQgp95YFjS3cXkrMmvqkVxSjYScCiRkVSI2rRShMTnwCkiAk1s49AZpi+wHnb0PtHbe0Np4QmfjBYOtNwwEsdYuhDAOJZKNIRljeztjqFXhSmjsiWKGVh1pDAJZq4u+ixhiOQbqu7DXC5iJLkMSVISzvSPB6ZYNZ99CeAaXwze0BoFh9QqcQyPbGR0ICW9HcGibgmcvnxrCowAaLVGpToG9PbejjofKmeFFXAYJLlOgTeJ2czKgKyXoaog0ok7XQUj2FEPLe4Z2gHgeLofjRBkMY8UEZoGCSsGzS20h3EqJ50zOxxPQodnQeKfDzpko0yfzbzYRdroEBc72Lgmw90yCvZ8MXUWYSbVnwl0rWe+CTO4/C5pKljXEcyNR23KHZx6PQ3MenBqkqjgBW0rM5hOzWSyT86GPzoZ9cCbs/TOg9hM8Sw/bvH4hvH5R8dAQivqcNBhKiM5qRmMGDB3ZcOwh0Ht5rtIx2UA+S/lnQRF0vQQ0f1OUatRSdbw1T8Gzc2MRnKsI6vwcOGRmwyk9Dw6JWdBHpMLAvw0jnrm/uARoUnltiWd1XhJs8xNgUyCAjodtKdep5PkSz/pGGdNZetvO4n64zR5eVx6DpuuuKncbrwHxrDfhmddIqrjrkxjEsyYgFdaScSaYzQ3RMNcbw8Ihxohol1hYeUTDxisatr6xsPbna0FRsI6Mgyqe36e0VKhzM6ApyVSuu7qKgK7mcv5uaFv4neA93dCWwuseB4+qaHiXRsIzOxAeiT7wjHCDq5eOeLaGreV93CdWJfP8kx/8SMHzT97g+a+Hovr34FnaPP/yV+/i/oPfwE5lDgdH9VuZZxf4Ercenq5wcnTgd9oO5ua8p97hWTLPv32PgGb8W3iW3rYFz9Lm+dc//AGsf/UjuJv9EtE6a+R7uaI1NBRTCanYTMvHSSaRTDg/zq3H4+wG3KTX4TK5BucpdTjNbsVJQTdOSvtxVDGInfJ+rBd3YSWvA0tZrVjMaMNcZivm8ruwWDGE1ZYZbBCLOyNb2Jncxc70Hjand7E6tUP87WGO8zPE4uzMAWaJ2bm5M5bnmJs5wxxxKOMnz4wc8jea6zHmRw+xMHbEkPIQK3x9Y+ocO7ME88IjJWN9THxfLl7ieuEMN/MSp7idP8HNzCFuGU8I9qcLx3i2cIgXi0d4xXi9fIKPVwjkpQt8PH/OZ5kTvJg8wguC+xUR+3rqEB8xXo1tE8sbxPIankpV637CmBB+RATfMK5lWCkuezSyrvRw/Uh6up7YYezhenQH5yObOBvewunwNk5HtnEo12V4A9vc5u7oNva5D8kqSzZ5dfyQ1+kUyzy/helLzE5dYnL8DKOjJxhhDI8co2/wCN19+2jr3kVjxzbq2rdR27GHakZ52y4q2g9Q0XmCko5D5DftIL1yAwn5a4hIX4BvzDgcAvph69rOv6dmgreZsG0hattYtuEBgXhflgky1cQssSihIJdho20icolZTR1fr2FZQwTXKmGprSE2q/FAV0s8Nypwvi+ZaMZDTv8tPMs2jduVMZy/H8+y7PuQ/F0Qf1+8/f631zUtN5X/l/FcLlWmGWWu1igVIDtbGtshM96eltcrPQhjdwKZ08VOxighnCXK+MAgUe5mXKfSQ4UaHzVqieBqIrdC6fzLwtjpF1+vIX7rieFGbzUaWDb4GOFsDMk82yp4buP72/3U6PDVEMoadPtp0OOvRR8fTvoDGIFqpaOw0VAtxqUNcKT0pG3AVBSnI3RKu2fBs+ByJc4FqwThChG6EmvMvAogdwTLydKmWcZtdsWhZKPTfLBLEO4ThAeS4WTsZRoB/G24Y48h5U66tGsmnlO4vTQX7KW7K7jeSibGpVp3ujHDvUuobylgJq4Zm4TwVpIX9lK8lKytDIu1yWOVDPBqDCHM41yRdtmE/Yq0lSbaV1OIa2JfYpPbk6y4/BNgPcGV4YINqVbO7WxxfjuJxyidnRHZsm0pD7mvIzk/nvMKr9NypJbrOytDcJ1m+uI4jcci/1QgqHd4DFu8nhu8lhKbjIM4Z1ykeeOWgL3O9seVYJlxnR9wNyRVqNK++bFkX4nGF8TjM8kyE8PSxvmTxoS/6iRMkCx4ljbQslw6FlPwXBmOp3z/Fbd3URJO9EbiTDCcG4CTojAFzFJN+yA/RIHzcXE49vJCsJsTrAxTdV4Vq3QYdihVtgXORLNkgG8qo/CYP5yS0ZaOyG4kgyzVsPMJZe73nMsU3PL4Djh/wuMR9EpcEdDnPN4zIt9UyusnxUFKRlvwLJlnyV5LO2jJYEtINe5bnttNXYyy7RtOnxPOp1URuJLXCbmP+grweqAIr/oL8WqgGK/5cPfRCLHLB73b3mIC2QhjUxZZUCyZZwG0VMmWZaYMtHQg9nYmWl6X0tjbNucnOM3ydqgSl9zutaB8jMsIaKm2LVB+zngy3azgWeLFdIvSYZhU3/5koQufLHa/yTxLm+ePFglpYvn1yiB/pAYVPEsHYp9tEMZ7o/jL6Qz+w/Ui/uXxIv7z43n8y6MZ/MvtJP778wX8t6cL+MvhEL5YbSfK2/DFehe30Ybb6TqcjVfgdLIapxNE9GAJ9vuKcUg4b3XkY7Y5HcPNKejiQ1FjdxpqupNR35OA1t4EdPUmor87CZNcttJHLA/m4ZRwPiWcFRgzrjoyjNGejstWzrek4LI5GecNiTiti8dpTRzOavg9quRnxe/jBT+z65oofpZReKQEvxMsT7nssDIaW+VxWCxKwEhOPDrSE1CVGIfc6CjEBAXD09Ud9mrJANvxRk0s2mt4g9ZD6+oJ75BIBMckIzQuFeF8eI0UNGcUKm1Qkwm+BIIvLqcSSXk1hHSpguWY5AIlG5ucVYHEjArEpBQjODoDviGJ8AiMJqBDoHP1UjLP96xt8MDSVukczNRB2HfDNK7z23h+7/0HSrb57Srab0NZpk1toWXeiOZ7+PVvPlDaQn/wIR9CH1jA3MLU5ll319bZiGdbWwPs7AwK3s0tbIhxglzA/b5U3b6PD+9b8nqpoXH2hItfCAKiEnn+BUjJrUReUQMKi5tQXNiI4vwGlPJhsDSrDBU5ZWgurUcP8dxX0YKe8gb0CKJLG9BaVIeGglpU8jrm8trFR2UiyC8Kzk4ecNA5wZmI9tAZ4K3RIkCjRqhWQzzbI4SYDlTZwU+qdNtawdPGEu7WFnAjnN0Znlbm8GOEqSwQZ7BGmrsNSsMc0Jzmi6GyJEw3lmKhqwUbI6PYnlnE+so65hlTC6sYnF1C19Q8YTyHRkbduDFqR2dROzKD6sFJVHQPo7S9D6VtfShq7kJ+QxvyieaCxg5Gp1IWNXfy9V5Ucd26/jHU9o2ismsQJU09yC1tRXpeA78vlYiML0JQWCbcPWMJhSDoNAHQqf2hI5YNNr4MKf2gtw2EVhUFtZootY+HvYp4s48ljhNgICK1mkRoCUmdlAwdp/UyryOm9AlQGyRkeCe+9y5UMtSTXoZ7SiE+U2HnmAI7J4LGMxceknmOqENQZAuB34HIuG5Ex/UiMtYYQSGt8PCqgtaQAzv7ZAYRa58AWx6fLVFl6xMDVTD3EU2cJxGzOanK+Mc6qbLdQpB2SZXtIuKZmBwshWGEeB4nnkeNeHboJiRbixQ8u5YwsgvglpIPlyhCNCALWk/pdTsN9kS0vTPP0Z3n7cn9EM7qIF6PyFToE9KhT+M+czKhL2ZUEpGSkW3IgoFw1iuAJKRbc5U20M5NhXCuI9TLC+FYkA/HTKI6KQeGaO4vLAPaYEYAAe1PoAfEQh0ar4wrrU1JgUNuGhzLieYawrMxEw7t2TwHHitD30sES9aZeNXwPqnpJJrvQsn+tnD/TTw36SSNeHYqyIVTNiOD75Wq2+HcPvFsCEvieXGfxLMuledLPGvyee0LEonneFgR0NbFCUoGWldDdDfKPwdyCFVO3+HZsbeQ1172LVXW8+HA/RpqCOgyXpdCrpfLa5PMaxWeBm1gKmw9ExUom+kZ2hhYMKx03I+BWHaMhY1rDOw8GAqgGUGxUEXwuxbHY+N10WRI2+xM6IoyYF9MPJdxWZUMV5UORxl7uzENLjXJ8KlIRGBJHHwzw+AR6wuPEHe4exngoFfBzuIBzIjnX//k3TeZZ8HzT35CqP4beJZ502umeWOHYT/BL375E94rfw1bOzMYHOzf4NnL2xV+/l5EtBvvQ478e1PBwsLsr/As8X2ZZwXQ0nGYZJ5lX3d4/uUP38HDX/wAhge/4D3MClkerqgLDsUgf18WUguxl1WNk9wmPvO04zy3g5hu43NvC597W/kM1YvdkmHsVY1jp24Sa9VjmC8dxFRBD8azOjCW3oHRjHYMZ3dhpHgIE1xnpm0eS8Tm8ugWsbuDJWJybnwb0xOMyR2Mj21hnMumponoWcJ47hSLs2dYnBY4nnL9YywTymssN6dlSKhzbHP5Nl/f5/TR3AVOF65xsfwIFyuPcb18g6eLZwqMXxDJUr6UIJZfzRPBSnlAIO/w+WRbCZn+aHYXr3gMLycP+Ay0z2egPSVk/hVR+5KIfjG+j6cjO3hC/D4hfh8PbeFmYAPXIxu4HF3HJXF8RWBfT+0R6wcsj3A9e4orqR4+fYLDiQNlGKvdsQMlNgnk5ZE9zPdvYXZgG/PSqdfoISaGDjA2dITRESJ59BSDI2foGzpBV/8x2noP0dJzhKaeQzR07aOmYxflrdsoad5CUeMmipt3UEgo5zbsIK9xD3nNh8hu2kda7TbiS9cQmbOMwJQ5uEeNQuffD2u3Tpg5Esv6VtyX0LXiHkPgfN/QAjNDm5KFtlJ6x25g1L8JG109rIhmS3UVyypYa6uVsNRWEcVVxuwzYf5AbwxpC620h+b2zO/wKtg0ZbOlDbXSjprxt/AscDUBVl5XtsFpU5iW/Z8J2b6U/5fxLMj9NuzeQNoIZEsU3XXqVeps9ea1YicrgpnYJp5LHQloB6Lb0ZLTVlzG9VysUOVhizpBMeFb70NAe9igwsWcr8u2BOMWSsdg1W7WfM3YOVgdgV3nLtW3LZVo5LIWorrdX004q9FNPAucBwL1GAw2YChYd9fWWTrW0hPPWgXO01F6zEQLovVKb9tLkoUlHDeIyM0kT6KV+CRIl4nnlRgHbMQ5YjPeSck8C6BlOKqdVG8imMDM9HkL0FL6KHGY48vw5jShmUUUZxLLGVJd+1s8C5zX4g0ELQGqZKoJdMZWshHQxiB+k71wwP0dMQS30nZYqUYtECbmlQy1Eh7YIJbX0z2wxlhNk31y/xk8zruq5dvc3jbhK220dxkC8v1kwp3nLlWrBc6SJT4neo/43k2e+0aMAXuE9Bm3IyF4PuJ7JQ4I8H0iep/HI2g+IOrPeEyPCeenBYQyIXud64fbgkA8IpyfEqgvCd7nxKGg+ZWMdUwsPquOwivi83V9nAJoE5QlBM8CZln+eUuyUgqqBdRXkhnmdgXNMgzVCbEsmWdp43xdFYejwjDs5ARgn4A+JaZPSqNxVByJA+J5l8e3WxCEPckSlwp2I40ZYIEQj1eqgStZcYJYevWW/d1I5pvrSLVqwfNhUSC3RxjzGC95TILeK56LhEwLqGW5vH5FdEubZ6nSLVloyT7L/pT20wSYZJ7lfYJnaft82xj/Zpzn29ZUPJPq2j15eEk8f0Qkfkw8vx6twisF0OV4xJDesgXBpiyyoPhjovaTmVYF0oJlyUCftOW/GetZstJvqnNP1CuZ58fDlfxBKMdlX6mC58dc9nyqCY8JaiXGGvCUKJfq2kqbZ25fqkpLlW0BtMBZOgwTOD+falN62hY8S8dgAmgJ6WlbMtAfr/bjy+1B/Pl0Cv/xdoF4ZjyaJaQn8fu9bvzD6RD+4+UE/rDXx+3KMFiy/xpcj/IHng+5h0Pl/EGqxtFUjRLn0w14vNCOUx7zclsOxutTMNSYil4CuLMjFYPE8nhPIqZZLnQmYbUtEdttyThuS8MN4fyI690Q3NdNycowYef8LM4EycTvWXk0v0PGYc4O+d2STugO+T2SDukO8vg3ky8RwM+ZnzG/V/K9POL3aLcsApslkVgqjMFUbhz6MuLRmpqE0rg4ZEREIiowFF6e3tA5OPIHQ6Pg2ZyQtjY4wMHLD4F8II5Jy0FCViFhWEYwVyC9pBb51e3Ir+lAZjnxU9qM7MpOZBQ2EcxVSMmuRlpuAzLyG1nWc74WkQkF8OdDqHdIPNz8I+Ho5Q9bR2fcs7HDfQtrWN7h+fsQbcKzVKGW9s6mzPOvf/OhAmGBsSD5bSiblpkwbcKzZJ3/R5nnbzsN+zbzbMLzfaL7HuOD+2a4b2nDH2kdVM6ucPINRFBsIqJTspGaXYLs3ArkZlcgL4uYTi9BbmoBSjNLUFdUg86KZvRWtqC7vF7JQPdwvp2AbiquR01hHQoyK5Acn4cwgsvD3Q/OBne46l3gSUR7q/XwI6CDdDoEEdEBfKD1IZ7dbazhZGUFB0sLaM0fQPXwHrRmD2AwM4ebhSX8bawQobVEgosFcvz5m8ffoBbeb7vzY9BfmoOxmhqMt7RhsKsLnZ1daGntQHVTO0qIYRkbOa+xC3kt/chvGUBBK+HbLmgeRnnbECo4X9E+hLLWfpS29KGyYwj1fZNoGpxFy/Ac2kYW0DG+gt6ZbQzM7aKf0cuHxu7xTbT0LiodreWWdCEtpwkxSRXwDcyAg3MUNNoQ6HWhMGjD4MRw1kfwOkTC1SEOTsStwZGYckiDWpsEFZEspcxrdMTKW6F+K1QEtISdjsAllpXgtK0+CTaaeNhyWmVI4UNUghI65wy4+xUjOKoRYXHtiEjoQnRSL2KT+hGT2I/o+D6ERrTDy7eS+86CnZrvJ+LtiXWVjnB2j4G1fwxswwjpGBnCKQnqnBSoS4lZaZdLrOoFj93EY28BtLzH6geL4TBSCv0wId1fBKfuEji3lMC1pghuxLNbbiHc+X1yjSVEg4k833RimcBz57lLO2eiWe+fSuCmQEtsSide+tQ0GO7grKtgWUcoNxHDvE9JZtihm2UXj4WINrTlcX/Es1TdrsyHUyFBm8l1khlxmXCMIojDuY1gYjwwGbogYzVqQ2wyHAl054IsZcgnGTdZV59JkBPn3IdsW99JhHcXKGjVcD+S8ZUQOMu1MLTkKZ2YuXDfblUFcJaxnnNziGeCluehkSrbwcRyCFEaHgv76FhokuIIU87nJsK+UNpaJ8G2hKgXnFZK1W1eo1pCWKqkN2cR88Qzr7kjj8GRxyLThnZeS+mVm3g23LV5diCendIY0Tzf0HRofFNg65YIK4cEPsAm8KE7ng/dCfzOMPidVDkz3HhM7tGw92EEJUATxmON4rHw3qBK5Hc0jceUw8++kNevNANOlTnw4Ll6txTBq6kAfnW5CK/NQ2x1HqIKUxGcHAm/MD94ejrBUWsHNfFs+cH7+OCnv8DPpMr2XbXtfy+eJd7G809/+mP8/Bc/4r3yl7zXPoCOQJdxngXPMlSVr5+nEc/ORjxL5vn993+LX//6lwwjoAXPv5Js+Hezz8SzZLd/8qMfG9s8v0NAv/MO3n/3Haju/Rz+GiukerqjMiwCfUlZmM2qwEZeE/YKu3BY0o/9wn5sZffwmbILy2ldWMrqx3LBKJbLprBUOY3p8jEMFQyiL6sHfVynL7UDPSnt6M7oRG/+AAYrxzHcOI3JrkXM9q9hkdhcGN3BPIE5P7GLBWJ1ntBcnNnHKqG7uXyOnbVr7K5e42DlBkdLjIUrHBDIxwuXCpLP5i9xNiPtk8//qo3yk8VLPFm6wrPFC+L4CK/n9gjiPbya3cFL3veMsYPnk5t4NrmBp2NreDyywuebVTydWOfyLaWzrqeTu4w9xj6eSe/ZBP1Lgv459/Vk6gSPJo5wcxfXxO+FdOBFYB9P7eOEyD6bPcH54jnOeDwnPObD+QvsSmdmfO8SYTw/zHMePlCqnEuV6+E+3os7N9HN6O3dRU/fHjr7DpSq101de2jsPkADsVzHsrpzj/f2fZS1HaC47QglLQcobN5HXsMusuu2kVGzifTqTSRXriOhbBWJ5WtIrtpEUsUGYktWEZm3hOCMBfgkTsExdJB/Iz2wdOnAQ8dWPHAgoAllBdD6FiN6HVpg7tgOS70A1TiklDGMGWZryTIreK5WEC3zEgqoNdVEch3R3IQHuiZC2hhmglQtsXoHXcHmv8KzAPUOr2/DWULgagLs2/E2auV9b4dpHdO8aVtvr2NaLqUJyTItcDYt/+52LLj8u3CWeMeYMZZsseDZXikleyzLS10kqyzZZclKG7PLUhYRymWEcxmxLHAu1pszLFBiMOO8OSq5frW7rVIdu5HobfSRts22qHLjOk4PUcQodHzA7Twguh+izPkhwW2GSldjVHO+hmWdhxkavCzR7GODdi87dHJ73dxW393wVIOBWgwFajARIZlmB0xHG8dxXiCMFxOclFiS6snxhCfxuEU4bhOqm0ShoHSNEFyLccR6rIMSG9LemZiULOy2af00yTB73wHaiGfp5fmYD9LHeUZAS1XfvWxP7GS6Es58b6qEsVq34Hk1zsD9Gat6S+wo7ay9sUeo7qRyHwT9YSrRmk6YE7oCaKV3b+J6W9paSxVvvmczncee6Y31LG+sZnphVaqBc/4g09e4PcY+t7dHMCtBSB/wHEyhZJwJ9NMMyRTz4Z/vO+A+JMt8zPXP+N5jvueU5SVfu+DxnKd545KlxDXjirC+zfLBc4LiRWEwnuQH4nFhEJ6XheEVEfoRkfiKaJas8yOC8qVAuSkRrwjF19K+VzLQRKmgWSAtiH57TGfTEFZS3hLUp5LJzfHj9fVTqmof5BLDPPb9PMKl1FhVe53HtZHBa1AQTjRH8ccgAjv5wVjL9MEm37tLKEtnYZJ5PudxKm2T+TlectkbPEu2uSQY12UhSsdepszzMeF8SCgdEdGSYRb8CpZNkJZ1BdA3DMkuC5glpM2zZKIl061U25Yq38S7vE+2LUNVPWtPxdO2FDxqSVbw/KhVOg7LwtPuXAK6iIAuxUvJPhPQzwal5+wyJXMsYBYMS3ZZYGwCtOBZQC3LBc6XfBgUPJvmjZnoSjwZIbyHKnDRW4LjjnycdBUqmednk3z/WK0xRutZNuARAW3qNEzQLL1wC6JNeH450670tv16qVeptm2Cs3HIqhGlCvfrlW58ttGHPxyN4Z+uZgjoOfzHm2n889UEPl9vwacrjfhooQHPpqr5A0fETxLu4/W4GanBJY/1bKIOB+O1WB8qw8ZoBU7mm3G92IHruTacjTdgo7sYUw3pGG1IwwSv4TyhvNKRiK2OFOy2JWGP38H9qhgcV0Thiki+YVxz/rqSnwk/41N+J44FwfxuHWUFYj/TH3uZ/M4RPVIDRZpv7PBvx3jfYCS78W/Sncv5t8b7wgbft1IYjoX8KExlR2MoPRYdKQloTE5BWUIysqKJvbBoPiAFwtHdg5g1wEyyC1od7Jxc4ewfjLDENCTlFSOjuAo55Q0oqG1FWXMfansmUN87hcq2MZQ2CZxGUVDdg+ySNuSWdSC3tBM5JR3IKGhBam4TopPLEBCZCW8+/LoFRMHZNwT2Lh54oFLjnpUNLIhUgep38Wyal9fMLWyVDsOkvbMJz5JJFhSbkPzXUP62HfS3YcxY/1ttnm1tpcMw7b9u83z/AfFMdH/wAd5j+YEZAW1jw2um5vVygltgEAKiYhGbnIGU9FykpxUgM6UQWSl5yOF0SW4paouq0VbRgN6aFqK5EV3Eczfx3Fpaj4biOlQX1KKQD5EpCfmICEuGl0cwXAxecNW6w13tDHc7PbxVOvgT0f5qDbzt7eFmZwdHK2toLSxgZ2EGC7P7uH/vPZjfvwcbIl/PY3fn6yFaG8Q5WyDN6yEKgqxQFaNDA+/xbRlR6MnLRk9pGTqI6ObaOtTVNKCipgkltW0orOtEfkMvCvg5FzYPo6hljGieQG3nDJqJ3/ahFXSMrKF1YAktjPahVXSNbaGPD4H9fKgbmjnGMB/+RvkwN8KHz+HZK8YFRhj9U0do6lsj0ieQVzGAtPwOhMdXwDOAeHGNhzOx4uaZAi+fdPj4ZcLfPxv+AfnwCy6FV2Ap3H0K4OROWDkTNw5EqUGAbASxhEzbEjoSdgJipWMtCU4TPwqYOS1hZRcDG3sCSM1lKsJXFQM9t+nmlYegiDqExDQT0K2IiO9gdCE8pgNhUW0IjWqFf3ANnN2JQDkGQlxrSIBWqmz7clvBRHMk9x+XAFVaIjT5qUbA1hN1LSylDW5XDjQMrVK9mYgbLIFhsAyOfaVw7i6Da2sp3GpLFDy7ZufBjd8pp5hsOIQQsH5EsxdhyeukJfC0gtkQlhGEcwxxK2MhZ6fDoZj7k6ra1RkKIgXNhh5CkeGgjPGcZzyWdsk+E84yHnQV8VpMvGYTkSlEcUIWXOIYBLRjSKoSDqEpcJTO0OLS4JyeDpeCbDiXE6hVkt3m+TXx82nNhrYlGxqWypBRbQXQthLOzXfRwvVlqC7ZLxHpVl8Id+LZpZD7z5Zq21nQxvHaBhPJAXGwD4yFXUgUbCOioIonVFOJ1kx+dgUEagnPm2jWV3PfhLO0e9bVEMAN3E4Tz0P2RdDLPw4cJevcYay27tBIuBPP0tu2vpDfv5xMnk823OPz4CJjXAdmQO2Zxr91IprfM4GzlV0crPmdsdbGwFYfzXtoJF+PILLDYOsVAZWfIDoWqnAecyw/lxR+Djk5cC8ugEd5EfzqyxHWVoeo7iZEdTUiprUeyU21yGysQXplCRJz0hAeHQYPNyfoba2gJV5t5B70i1/hFz96Fz+S7LNU2/534FnJAjNMr5vw/DMFz7/gffY+tDo7Bc+mKtuCZy8vd7i4OEGjsVfwLB2G/fKXP1fw/GuC+X+E53d5TO/+8Ed4950fEtDv4Fc/fgeWH7wLT+I53ssTpRGx6E4vwFRePRYLO7BW3I/NslGsFY1iMWcIU+n9GE/uw2hSH8bThjGeQxQXTKAvfwQdmf1oS+1CV1o3ulK60ZHcic70HvQWDGGoYgpjDXOYalvCfPcaVoZ2sD62j3Vic3PuGDuLZ0rsLZ3ieO0KF5s3uN5+jJvtR3i89QRPt57j6cYTPF7l/MotHi9d40bAPH2ER7ynPZllTB8akcttPpfhoSR7PLWNFwTys/E1PBlbJpCX+Wyziiej65xe4/PLuhKPx6Ra9RafYbbxbGYXjxmPiO7Hc3fVu3lsT5Yv8Gz1Co+Wr3FJCJ8T7ieM46lzpT313uQRdngs20TzDo9tl5Df5XHuMDYWr7A8c4H5yXNMjZ9geOgQAwP76Gf09R+gs/cAzR27qG3ZQE3LJho69tDQdYg6RlnLDoqatniv30VR274ShW17yG89QFbjPjIaGPUHSKvbI5B3COUtxJWuI6pwGaHZswjOmkZI1gzCcucQljNHNE/DL3kCnnGjcAofgL1vOyxcWwjkJtwnao3ZYSKacBbwPrzr9EtKM0MDLPQMnUT9XWmcNtcwCGql52ytVME2VsW2kOrcWiJV10wwN+IhoSmhQJR4tiSWTdgUPCuAvss6/3vxbELs28tM67392tvx9jbfXuftZX8Lz/8quPxtNJvinTwdf+ANxK9kjgXJDMksy7wJyxLG6thGWMt8JV+rdCa8BdAGgTPX53sqnGUcZlvUehDO3mo0+2nR7K9Bk6896n3sUOlJhLtL22lzBdHFMgwV4VzhSnS7maPK3Rw1RHathyXBbYEGbys0eUuv2nboIp6V8Fahx1eFfj/DZqIAAP/0SURBVD97DPjbYzREi7EwjZJ5norUYTbGAfNE8GKCVHmWrLM71gnSTcnq8iHGhOeNeGOGV9AseJYsrALnRBOejZ167RCte4SY4Pkw56/xfJQrWWgf7BPPe9nSq7YHdpWet535cO2mdCS2meiEHUEzH7ol5KH7gOA7JPgOJPhwfsj5IwniVqArCN7hekrHYowtInmbaN3O8cUm97/B2Mzlw70cU5afAmiJI25PtnXIh/79ZG6HGD/mtPSALRlnJeucFYDL7EBcZvnjgkhQMs5EsuBZyktu45avXfM1iUfExBOi4klOIJ7lBeIl0fyqKBgflYTipQRR+nE1MUwkftKQQBTHE76hyrBPr5oS8ElbqlI+r5EMr7EjsBecFjib2kCbqmsrw0URqgLZG8JV8LyT4YWNVH4e8jkQzts8pk0e8zbPW+A8G+uMeX7Oq+mczwzAWoY/1vnaVm6g0mGY4PmAwD/kMUsv2ZIdvuRx3xK5CvKJp9tiwrkoAFc8BgHxDaF/w+O7lHbJPN7TCqkGHqHMnxNcskyZJ6alKq/0uP28KQmPpXdwIlpCqm4LnqXd8xNeE8lom9At4z0/a00moNPwsjsbz7qylMzzM8L5WU8eowBPewrxpLeIgK7E00Gpjl0CGeNZOgMTPJ91FCpAFjCb2jTLvIwBLa8Jlk1toWVeGQu6txS33NbtUDmu+MB4wIeb7cYM7Lfm4qKPuCacJfMseL4ZqcM1YX4rKJe21ZPNuBmqUXrbljbRL2faCO5WIrqb+L0bqupN1nlQwbMx89xLPPfim/0h/OlkDH9/PoF/upQYx5+PBvDVZjueTFbhpCcfZzznG8L+EeF8M1iL27FG3HBfJ9PNWB2pxOpoFY4W23C50oljInuf53fMa3HCc1/vKMJkVQIW+F3cqIvGDj/Dvapo7JeGY78gBEf5wThTgt8rqb2Qx+9CfgAO+He8myX/dOLfXoI3duM9sB3L+0WMK9ajeY+IccFKBO8poby3BGswG2KPed5vliMNWOb9Yz7VBzNZoZjOjsRYRgz6UuPRkZqGlowc1GbkozAlB8mxKQgloL0CgmHgg4ytswPs3dzg6O0Hn7AoxGbkIrO0CvmEVGlTF6raB1FPOEs2sXNiDW2jq6jvm0N15yTKmkZQWjeEinriqm4UhZX9yCrqQEpOM2JTKxEckwtvPtS7BUQTz2FQu3rjob0O963sCFVbpV3z9wFalkmY2j1L5vk3v72nZJ0Fwqbyu2D+vmXGkPkPv4Nn7Rs8GzPPxt62jfvlsVkQyQ/NFDh/+OH7eP/eB8TzfXxgbY77dtYw06qgdnMhoAMQGk1AJ6QgMSENSXGENCMrLR9FuSWozC9HU1ktempb0cdr2l1Wj/aSejQV1qI2vwqVedXIzyxDcnwuwqXds1c4XBx84axxh6vKGS42enjYEM12WiJaTUzbw9HGFhorK9hYWMLCnMdj9gDv3efx3buPh7xWtvcs4WRhjQCNNaIdzZHk9gGyfT9ASagF6mKd0JYWij4+pPcXFxP1tehqaEZncyfa2nrR3DnCB6op1HTPoKJjDjU9S6jvXUNT7zraB7bQP3qA0elTTPJBbWzuHKOzRPLcBaevlRidveZrTzGz9Apzqx9jZvk1JhdeYWKOsfAC/TNXaBneQ2XnMoqbZ5FXO47kwm5EpDYgMKYcQbGVCEusQXRyA2JSGxGb1sRoQXxGOyKTmvidqoV/ZCW8Qkrg5J0DtXMybHTxfAAS0MTxISSWD1QxfFiKgRVRbK1KZCTBxo6AVhHQDFs74pZhY0sAMexsomBvGw2dfSyvfQo8PbKI9XL4h9ciMKoewdGNjGYERzYhKLwBIVFS1sHbn8fglgmtYxL0TokweCQqWVn7yCSoY5Nhn8Qyk68VpxNp2cQagdZK1HUSboSzjvdZXZeANhcO/SVw7C+Hc085XLsq4NFWDve6Ozxn5cI1maCN4XuJV60foexDPMvQVAGMkETCmVCLToY2gftLT4UhPx3OlQRzLQFdT1i2872C5gFCcYDLB4j2vlzjMbTzGJoJzYZcuFRzX6WM3By4pGbANSkTHokEZQwRGpIMx2DCOYxwjkiDQyz3k8LpnAxCnXAtz4C2SoaKyoK6IRP29Rmw5zlrW/Kgbc6HujFH6d1b28Bzb+SxNHF/zYRzYyG86ovhWVkIl/xcOGcSsak8bt6r1MHxUPsTygH8rIIiFTzbEc+qFEYmQZ1HXBcnw1BhxLOB11knmWfBcz1RT8g7EtA6/rZomzJgIOZ1LTymBk7X85oSz07Es0GGqspMh1NqJtwTiOcofkZBmUY8O6bwu2XsoM3COhaW/M5Y2UXBWh3J5eGw0YfCwhAIc8cAWLmFwM6X36eQOB5/KlzTc+FZQDSXlSO4thbRbc1I6e9B1sigEjkD/Sjo7kZxazsKauuQU1yE5OQkBHh7wsHWmng2g939B3hAuP5Khqq6w/NP3pV2z38bz6betQXMpnWkfPddY+b5/Q9+8Sbz7OLmoGSd/QO8GN7w8fGEm7ur0uO2lZWFknn+1a9+wfiVEdBv4/kO0ErV7Z//HD/72c/wU+7z3R/+HfH8A/yEeP7p372DB+/9GM4qc0S6uyEvNAqNybnoy6rBWE4rpvP7MF88jtlC4pdQ7ieY+5KG0R83hIHEUc6PoSdzjHAeQWv6EFpT+9GZOkA896M7uRe9xPZQ0QQmapYw27KGpc4NrPftYGfsCAdTZzjkfep08RLnK9eMS1yuXuJ24wZPt2/xknB+tXWLjzZv8cnOU7zeeopX64/xkus+XzhXsHw7toMn4zuQ8ZCfjmzg6ZCxDfKzu3g8vMxnmUXcDCzgamAe1wOLfK5Z4bMLwTy+iceTfB+R/Wz2EC+I5BfzJ3i+eIJHi4e4WT7A7TKnV8+Uoake8bhueCxXG49xuibtqq+xt3CFnfkrbMxdYo04Xpo+wQIBPc9YJKAXeP+d5fKJyVOMjZ9haOQEvUNH6OjfR2vPLpq7JfZR0ykdeW2joH4D+XXrRiw37yrtkzM5n16zhvTaTaTXbSK1fhNJtWtIqF5HTPkmokq3GNuIKN5EaP4ysTwPv/QZeCdNwD1uEK7R/Up4cNqTn5sbp53Cunk/bIfKh9B0q8dDxzo8dKgnjolKx1ZYObfD2qUD1q7tfA5pg5UjUann69LJF5GtYFrp9IulkkluxAMC+SHh+5DoNdO1EsatBDWnuUxpK81pc/tGmKm4DYZMC5xlufTaLSHTEtIJmRLcjiXRLUA1ofZt3JqWm6pUm5ablr29nsDYhOG3QWxaz4RqmTa9z7SuadnfRDfP43vxnGrzHjLtP0SO9iHyiGgZfznPYIZcvRlxa4Ui6RBMqmcTyxXukpm2J6BVqPVUE8kqVLkSxDJGM6PaTdBsp7RhbiSWm/3VaA3UoTVIi7ZALVoYTYw6PzWqiegKN0tuyxzVhHKtlw1qPK1QRyg3+NiiyUdFeNsxbNHibYtOglng3OnBaQ8bdHvZopcY7/dTYZgPtCMhagXQkwqeDViId8RSkgtWE9zuhoDiNEM60pK2wdLeWNoEK3iOcVTgLO2dpcq2VHXevcOrwFkAK3jeV/D8bQicTbGfQxATzsd5gmICmniW8ijTkxB2x0GqJ5HMYCkwljggVI8JwVNC9jjDD0cyTwxKHBKH+7JfwlGqju9w37sE8x4f9veIwV0CcI+xn+uv4PlIqmEzTgjjE2L3lNs9JMTlXE6J4XNiWOKMyyXrfEUIXzNuc4NwLcu5b8kyy/zT/BA8zQshlEPwPI84LgjDR0UR+Lg4Eq+LwzgfhFfc92sC9BPi8GOC8DWR8oxgfl4Zjk+JyNdE9EeMz4jDV02JClAfE6Yvlew0wczyORH6XDK/AkxiVDLP0mGYtEGWNs8XhPQZsSvXfZ14ln8iHBA+e0TxRrq30mnafLwLZmKcsJzsiZ0cvlYQamz3TCztF4XxGknVbV4rXjfBs3T0dcbjvpL2z5KNzvPDcZaP0mHYubRVLuHrPJYzQleqVF83xOOSEDuvicRVHYHflIDL2micVhHU1RHK8ksFz9EEchxuiWnTmNCSeZYOxl62pOB1WxqeEtGmqt633JaM8/yI1+Zpezoet2fgCR+0HjNuWtNx3piKk/pk3HTm4Tmx+7i/lDAuwpO38HwtHYT1GIEs81Kethdglw9PW7VpOOG0LBdYS/mYyL5lnLbn4bKXkL7D82p1EtZrUrDfkoProUrccB/XQ1Usa/FovB5PZYzn6VYFy7dc9pio/miuQwH0q9kOfL46gJdznXjOeLlw1+55eUCpti3tnj/fHMAXW/34cmdQAfQfjobx57Nh/MP5KP50OIjf7RLdC424Gi7BeX8x912uHMOjkXqiuhWPF7txttiBtfFaLA5XYn2iDkfzbTgi6vf7KrHfXY6D7lJstxZitSYNayUR2OJnvcPPeod/H5IdPmKc5fjjMtsP5/x7OuPf9XE6/xbTZNg4Z6zES/MNF2xHu2MjglgOJZaDeC8J0GA6UI0J3mdGvW0w5GmJAU8LDHlbYjzADuOhWowleGIkPRTDWTEYzExEd0YqOrLy0F5Ygbq8ShRlFiM1ORvR8QR0TDx8IiLhEhQIt+AQeBHOIcRfKtctqGtFBSHV0DuGlqEZdIwtoW92C8PLx0p0T2+jgQ8I1e3TqGmbRl3HPGrbZgnpUeSU9CCVeE7IqEZ4QiF8QlPg4hcFRx/JPHvhoUqLewJTcxsFx28D+u0q23+N54d/VWVbSlNbZoGyZJ+/W4XbuI5pPcLyTZtnG2ObZytTtW1jlW1p72xv78hwIK40sLKRKotWeHifIH3I95o9xAMrMzyws+IPmi3MGJY6DRw8PREQGo7IqHjERCciNioZ8cRTSnwactNyUJyeTySXorOyAb3VDegsrUZLURXq8ypQlVuO8pxyrleExNhMRIQmws8nAm6OfnDRuPJh0xEu1jq4W6vhZUs42/JBl3A2WNlAZWkJS3MLmJmZ4x7jfTMzvP9Aqpqbwex9C2jMLIltK0TwNzTB9X1keL+HkhALNMW7ojc7CmMluZio5sNrUzuGOnox2juK0aE5DI6uom9sC50jfOAa2OZnf4y+yQv0MwbHLzA6eY2J2RtMLz4hkh8znhDIzzG7+orlS0wtvlTAvLz5NTb2/4T13T9icf0bzC1/hZnVzzGy8gI9sxdoJsJr+zZR0b6MvLoppJcPI61sCBkssyv5PaoeR27VW1ExjhQ+ZMdmdCA2nZBOaYZvRAWvfyas9XdoZlgqcI7mw0Y0LO1jjFhWJfMzTYIdIW1HRKvsEmBPPNvbEl/W0bCzjICGeHbWJsHLKR3eHjnwCSzld7cSAZG1CIlpQmhsC8IkE01Eh0TWM+oQGFIBNy9i0DEOOqc4OHoT0OEp0BB9mkRGKjGbmwyH8iw4E6aOhJtDBzHXnQdH6Y26W6Zz4NjLeeLZoa8Mzr1Ec3cFPAXPtcVwKy2ASxYhm5wFxxgiNSQFugBjVW2NL6EemABVWBzUkfHcLyMpEfosgrYoAy613Daxqm9KV/br3E8oDuURzoQh8Sy9YUtnWtpWYprAdKwjJqty4FaWD7f8PMKPkEzJgndiDjyJZ2fu2yGQ58PSEJYCfRSD9xJDWhp0uWnQF2dAX5GpZH5luCiVRF0WNI3Ec0Me7Guzoa7jawxNPbFNQDs15sK9qQDejcXwqiyAcx6PIz0DTimEcFyaUl1bE0BAB8RBFSxtimOgiiOmU/gZZiYoeFYVJCnZZ205z7Oa17SW15Pn7kTEO8t5NfKY6tKgqUvltciEjrDXVKfBkeu6VuXDuTQPDtyvNi0VhsQ0uMRyG+Gc90+HnXsy/87jYW4XSzjHwdImHla2cbBWRcNGHQVbTQRsdRGwMoTAwiEINm5hsPeJgiY4AQ4x6XBPy4dfXjlCyusQVdeC1I4+FAyNo3xiFhWTc6gen0X98AyqOodRVt+O0so65OcWIiY0Ah7SDwX/jlX8uzb7zXv45bs/xY9+KAj+KfEsmedvOwX7H+HZFD9590f4xS9/zPuhsdq23mBHKBvg6+eOwCBvBAX5wt/fG16e7kqP2zY2Vso/D3/zm18peP4VoSx4Vto9C6KJZ0H0z4jnn93h+V0iX+lxm3j+EfH8ox+8gw9+8yPobR4i0NkRKf4hKOO1aU7mfTG1Dv2ZHRjNG2ZMoj9rHF1pI+hMGkF/wigGksbQmzrO37Jx/paNoTNrhNPD6EruR29SLwaI5+HMQUyVTGGxYQVrHVvY79/DycgxLgnna4LzeuECt0tXeLJKMK8RxetXeLV5g4+3bvDp1jU+W7/Ep2sXfD7g/DqXr1zh9dI5Xs0d49nkLp8z1vm8s66g+XEfodw9h9uuWTzqnlXKy955nDFOe+dw1reAS4L6hvfQR9N7ylBQj4lmgfiz5Ss8X5E20je4XbjE1fIZztdOcbl+gSsexxUhf7X9BBfbT3G4+QQ7xPP60g2WCeeF2UvMTBPIEwTyxAnvw0cYnuLv8dQJhqdP0T9+gs6hQ7QPHqKl/5C/3cRy1y6q2ndQKZ15STa5eR9ZtVtIqVxDcsXqXbmGuNJlxJYuIa5sBTGM6LJlhBcvIrhgFgG50/DPnod/1hJjGb4ZC/BMnoZr3CgcIgd4v+uDLrgTav82JfRBHTBwXhvQCnvfRth518PKrRrmLhI1/Ptogr1HGzReXMe7Cwa/Pjj4czu+vVB7dsDWVapuS2dfBLJBstJ3bZgFz0TlAyJS4PyQ6DXTtSkh0w/VbfxdNqLYQkXU2hGsDHNOm7D8t/HM1+6gawLr23AV+D5UEf9vhQnD/7fAc4TFe4iw+A0iLd9DrO2HSNKYIU1viXS9FTJ1lshmme9kgxJXFco8NKiQcCd+PQhoQlkyzNJT9psgahuk0y8+bLYFadARokd7sJaIVnOZEdQtfCBtDdSgxZ/zvkQyEayUjEYiWjoMk961paftRiK7lZCWNs9dPmql2nY3Yd7DbUn2uZfAHgomnEPVynjIpszzknSuleKB9SQPpb2zsaMwYw/Wy9HEFsG1ynKN5Xq0s9LOeDfRAwfJ3jiUTLBUhZasr/TCneKGHZaC2eMcgSofxiUIaJk/kUw0H9JP83wJaBniinjmQ/leugf2paMw6c2bIZ2FyXaMr8trXsp2znIDlI66TgjCU+7jkK8d8n3HWd7EN+dZKm2tJcMt+8gnjAnLIwJWMmenRIFsQwlOnxLRp8TCiRxvphfR7KN06KUEp8+47ILHfUNgPi4Mwy3LK4JU4gnnnzGeMp4XR+BVSRQ+Lo/F51UJ+KomCV9UxuATovNj4vajokB8WhKGzwngz6tjuF6EMQtdE4dP6xPxaWMSPiEYpRr3s1IikqB5XRqGV5x+LlW+idpnfL/EoyKCndCUtse3nL/guZ0T6edc71jaLvN4Jfu+wWu2KZlopSSgU9yxmOCCrSx+BsTyYWGo0gP38V1P29LmeYufzzZjn/s75jGc8hgueAxXXOeS60gm8oSfn8RxYQiOyiKwy2PYJ/gPeD6HLM+qInFNEN9IVp3xSOAr7ZYJbGUYK6L5ujoWj+sScFsbp5RXVUQ23/uoPgEfEce3dfE44zW64PVSqoZLNprLbptScduSjketGbhpJpwbUnFcm8RIwXVHPh73luBRb5mC5Ud9FXgyWI2ngzV42l+Fq85iJaOs4Flg3F2Mw7Z8BcOHrXnKMqWDMXlPfyV/hCpw3lmowPmmv5zvLcIB0bzbkIE9PvDcDHD70q56vA7PCOdnY7V4MlqLp6N1eDrWgFvCWdpDS4diL4nn54wXhPQLaf+80K3g+aUyrnMfPl4bwqcbo/h8a5hwHsLXe8P447FU3Z7Gf7icwF+OCOetLny92YmPl5rxeKISZwPFOCWgzyUzPlmLm/lmXC624NHWAPZmWjDUmIP1kQYcz3bjaKwdx8NNOB2sxTEffLebcrFenkgw8zNMlxod0nu8Kw6SXHDMuEh2xgWRfBXniMsEZxzLkHPROsyFE8ehKkzzPjUdpMcU0TwZQBTzPjXE+0zv3T/qOjyt0eRqgQYXc9Q7P0STuxla/XnfinJDU1IwWjJi0JKVgua8PDQWlis9P5cX1iEvrxZp2RVIzi5HXEYhwlNyEMaH47CUbESkFyCBwM6ubEFJcz/qeibRNrJEKG9iYGEPQ0tHGFo8YXnC+SN0Te2isX+Z6y3wh3oBNZ3Ec+MYssu6iZxmxKVXISQ2D94hSXD1i4STT7AyZJWZnRr3La2JWGsC2tKIWYJZGaLKWsuHNUGtlstMPW7z4e3eQyVz/Nv3pMq2IPp9ovg9JQTG0p7ZlF2WdWSZcd0PlGUffPgA9+4be+N+IMNOEekqez0hZew0TKWSnmWdoFYbQ+Zt7QhrGxn3WTLkNspxmlsT+0S1hKWtPVQaPRyc3ODlHYCgwAiEhcQgMiSWD74xSA6PRkZkLPLiklCRno3mghJ0lVYRz5VoLSpXPpfK7GIF1zlp2UglQiJCouHt5Q93Fw+46ZzgptbD3V4NTzsVvGzs4GFrC1drazgQzhorC9haWMDcTM7tgZJV//BDBvH88ANz2PE8XWytEKS3QLyrOdI9zVEazN+6JD/0FyQTzmWYqG/CWGs/xnunMTW0hMmxTUxMH2F87gpDMzdE8zV6p28xOPMYI7NPufwZJpQgnAnmSUJYYnqNcF7/CLMbrzHLcn7zYyzvfY7N499h++yP2GC5vPsF5rh8fPUlhhefon/uGj18GGwfPUJD3w6qO9dQ2bGK6o411HVvcNk2mhj13Zuo6dhAdcsGimsWkVk0gZTcIcSm9SAkugHeAaVwcM2CnT5JwbKVhIqItosmcIhnuzhGPKxtE5TSjpi2VydBo0mGTkuEstSqjZ2MOTqkwd0tG97ehfAKKoNvWA2CohoRHNOKoOgWY/aZ+wyJJp5j6hAUUQ4PP8LTNRaO7nFwEVhGm+CcBvuMVMIuFfYVGVA3EJFthGw3Ed1fAKf+QiOae4i3viI48n7j2FcMp54iuHUXwaOtGO7SDrg8Fy55mXAhKB3iUqGTjrOkmnYAp4O4j9BE2Efz+JNS4ZCeDsecTDgWZMKhhO+pyYNLYyGcWvLh1M79dOcr+3SQTDcB7yDVl6U6M++7Ts25cK7n8VQSlGWEc0EenNMy4ZyQCbeYbLiFE5SB6TDIONLEuz6QcBZERzDikmHg/vWphH0OIU24a0uJ5PIMqCoI0CqW1VkKpm2r0hjJsKvmZ0DMOjZmwK0pG+4Etnslj7eY55tN3PO+JD2G68K43cBUaPyToCKiVcS0KioZaqUncV7XLG4/OwX2+cR7CY9R2mwTxHruU8/fHgcBM0tdZRKXpcKViHet5zo8T7eKPHhVlMCnogxeJUVwzeVnk5QFfQRxHZQOlQ+365EKG8ck4jkGDywjeA+IuotI3gfCeR8Ig6UqnA/h4VyP846hBEIkPx/e96Jz4ZVcjMDMakQWtiC+vAM5zaOoHlxC8/gmmsc20Dy8hpaBddS2z6C8bgBlFR0oKqhBYnQq/F18obdSw4Z/2/d+TTz/7Of4sUD5Jz9WerZWqkhLG+O3qmab4CylCcym1yR+/OO/w09/QTzfdRjm4KiCp5seAX4uCA32QkSoH8MfQQE+StVtGev53gOpzSPZZyOglewz45e/+iV+LmD++c+MpWSdf0rYC9iJ5x/9kJD/4Tv4MeM3v3gXKouH8DY4INrTD5lBcSiLykJDQhkx3ITBnF4MZg8Sz8PoSR9CZ/Ig+pKH0J/CyBjFYN44hgonMFQwimH+/Y9n9WMitQvTKe2YzejCYkE/Nmoncdy5wmeHbT4n7OEV72UfzZ3h1cIpnwNO8XqFIObv1+uVMyL5HJ+tnuKz5RN8vnKMr9ZO8IUs52/ca2L3JdH8bHQTjwnmR8TwNdF8rfRwvYQr/uZJ3HD6hstPJYjrc65/NLiOvb5VHAxt4nTqEOezZ7hYuMb1yhPcbDzH1cYLnK08xdHSLQ5XbrG/dotdon6H0zurj7C79gw76y+wuvgIc7PXmJq6xOjYGQZHTjEwdIqe4RO0Dx2haXgPjUMHxhg+Qh3RXN23zzhEZc8RKrqOlF6vC1r2kNe0i5yGPaRWbiOhdAuxJRuILlpHRP4KQnMWEZQ1j4DMOQRKKRnljFl4p07DI3EMLnEjhPIE3OKm4Bw9BqeoMThEDBPMvbDxITy9mmHj3QJbn2bY+jbD3r+Ffzut0Aa3QhPQAHu/Gv4dVRPRVcR0NWHdDNeobnjFDsA3YQT+SeMsx+EVNwbXyCFo/bth4ypZ6HZYOhDEeskwG3vnNicwzbSENSH5kAg2I4DNJANNVJrZCzaJScErX/srcN6B9c2yu3kBq7W+1QhXjUBVkCswrue0MWRsaFn+fWF8zQjct8O0n78ZPE4Le65nCpl/a9n3AdkUf/U+hrmqAe9E66wQoTZHuMoMEaqHiLR7gHDrewglqmNsPkSi/UNkGqxQ6GqPYnctStw0hLQ9apQxmlWo8bRFjYdkjW1QT/Q2ErRGJBO/AZJ5lpBpFbGsQkcQ8RuiQ1+YQYmeUB16gvV3YUA739vGbXT6a9DmZc8HVBtCWqX0si2A7iSqlSGq+DDb7WuHXm5zIFCyz2qMh2oIaD1mZFineGclMynVtQXPb0Iyz/EyXrOMpUxgC6CjTIB2w16il7HzLqVKtbeC3O27tspSGhHNdRTU+ij4FUCf5hGxDFm2R9iZetaWMPW0vU+0ynvfjgMBMt8jWbAzxinjQB74U91wwvWPM4joTE+u48Vtc31lOCXuO4/7zvflPo1wlqGhJM4VQMtwUT4ENDEucM71xVWeH6657pVM8/1XnL4lFB+XhCtxWxRKwIbiaUkEnpdE4gXjVVk0Pionlivj8Fl1Ar6sScQ31XH4XUUUviwJxWfFwfiMCP2C819URhHY0fisKhafcp3PicdPauPxmpB8Vc3tEKSvub9PiiWLHYoX+YF4yuN9wXkFz0TyLQF9TSjLPwBM/6A45fwp19nntRU0Kz2My3Xj+08I3z2Cd12uMcsjbn83y1dBtkB5vzAIGzm+WON13OS12OU5y/tkiKtTHsNlaSRuyqNwxXM+47KTXG6TAD/hOewRubuE8x7PT+KcQL5tTMI5z/Giytju+YoIFjQLnqVjsAvpxbshUcHy06ZkZfqS68v8s+YU3BDK0mmZjDctpWD6CZc/a5cq2zlKPG7LwnVzBi6bMnDNB6xnfWVEbznRW27MNHcT0ETzs6E6vCCgb7uI4N5ypcr2dX8FznpKcEYYnxLc54yLbgZxfUlkP+mrxKvhOnw0LmNA13A75crwV9eM844CnLTl4ZHgeUiy1QQ04fxCeuBW8Mx9SSZ6tB5PZZxnwfN8B15Jj9uLPXhOQD+f78ILwlni1XIfPloZwGsC+pPNYXy+M4yv90fw59NJ/MvNAv7lehZ/fzyk4PmLtVa8mq/HzWg5DnvzlTGXt2Ts5eEiPN/rwUfHI3hxMMYfwSEs9dZitq0S24Ot2Btq449mC6HdiNOeamzWZ2MpPwobCfx+8O95j/eB7SgZWk2DvUh7HIbb4TDYBkdB1ixV2GIsBtthzN8GPT5WvL/YGe8vvK+1e9qhxcsOTdLxoas1ql0tUeZshkIHY+Qa7iPX4T4K3XlvDHFBcUIQKtJiCbM0VBUWoqqsFiVF9Sgta0NhKR/eiluRWdyC5Pw6xGWVIzG3Akn5NUgubkBmVQcKGvpR0TGOxsEFdExsoHd2D4OLRjj3zx0q0ceHi+7JHTQNraJ+YAn1fYuo7ppFWfMYcip6kFrQTNxIte0ceAcnEM8RcPYKhNrZjXhW4YGFJR4Sfg8emimAliyzQFVBs5Xmrvq0vQLWh2aWCg7f/5AYfv99Bc6C41//xlgaOwOTzLOEcSgrKQXcAmbpJEzALGGstm3Fh0Yt1BoHBdAqewMh5fxWuBDQLsS0M9dzgIW1BuaW9kpVb2Mv3TxGSzWsOW1vZ4BB60rs+sDXKxiBfuEI8Y9AZEAYkoNDkB4ShrzoWJQnp6I+OxetBaVoKyxDS34JGonpquwCFBHWuSnpSI1NQERwKLw9veDq5AQnjQbOdnZws7Mlnm3gZWsDTz7IullZwsnSAjqGytIMlg8f4D7P+cPfMN43x/17ljB7IFW6rWAgnn01lohztUMmf8PKw1zQlhqOoeIsjNdWYqypFWPtI5jqX8TU8AbGx/YwOXOByfknGJl/hpGFVxiaf8nyJSaWCePVTzC/+jHL15jf+hyzW5/dxaeY2/4Ui3ufYengMyzsfczyU6yffontq2+UWD/7HMuHn/J9rxVoT648w/iS7OcWA9OX6Bk/RdvgPh8M+d0aOzVmu/ng2Dtxjs7hM3T0X6Cx/Rjl9ZsoKFtERu44YhK7ERzRAE/fUugdCTNNEuw0icaer1WEsvTMzWUq4liWSci8RpcCrZ74vAuZVgukWTq5EHJeBfAIKIN3SA0CIpsQGNWsRFBUk4LnYOI5MLqKuCa4/AhWr3g4+8bDLYxYi+X2Ugi7rAxo8jNgX5YJVQ3h2JwNNe8nWmLZYZBwHiSYe4vg1FtIPBfDZaAIzgS1E+87bl35cCd2PZry4FFN7BURwtnpcOJ2DTHEYHgqDCHp0IcSpeE8v1jimd8hx6wsOOZmwyGfoC/KgjMh6SI9aDcVwLmFYJcxlTsIR4n2QjgQ1Q6NBCP349wkPV4T2NW5RCWPoZDrpBGjcdxOFMuQbBh806HxIlylurhvMnT+RHMQIS2dekXy+sUQ9onJ0KSnwp6gtc1NhGVuHMzz4mFeyOniZFiXpsCuMgXqGl77esKbuHWuJ6DrsuBakQO34jy45RLxqTnQcd/68Cw4BGZC58dt+vHzDUyCfSino3ksSQR6SibsUlOhyiS083NgKCGcS3idS/k5EMyOtQQ69+VUmQbX6mz4NpQgqLkKIU3VCG2oRXh9PSLrmxBWzc+1vAa+ORVwjikgADJh45kIGxfpMCyRD6mC53Deu8Jx3zyMEcrpEDy0DFXCgoC2cYiCpSEM1s5R0PmmwD0yHz4JFQhMrUV0XhtSy/tR3DKN2u5VNA1sEs1baBvaQdvALhqJvuqGCVRWD6K0qBVp8fkI9gqHo60DrO5Z4MNfv49f/fyXRii/hee3M8tvA/q7eJb5N3j++Y/x4YPf8N5nAWcne3h7GBDs74LIUC/ERvozghAeGgBPD1feB+1w/8F93nvf+ys4y/Qvf3mHZ6LZBGc5JtmnCfE/+MEPCP4f4td83frBA7hrDQhz80GqfyRKItPQnFyG/uwmjOZ1M/owkjuIoaxBDKT0YTRtABOZQ5gpmsBi1RyWa+exVDGJxeJhrOQNYCW9E2tprVjPbMVabjufk/px3jKFJ11LeDmwhtej2/hkah8fz+wTxCyl12vp2GvhAJ8sHnBeOvna4Ws7+Gxhj3GIT7nOa2nHPC49XK/jlr9x14LnASnXcMXtnrM85/zlwDouBjdwPLyF4/FdHE/s81lhB+v961gf3MLWxCH2Zs+xP3+DA97rDlafE8ovsLn4BGu87wmQl5ceYWGBUOY6s3O3mJl7hBnef8enbjE0dom+kXN0DZygjSBu6T5Qer2u7j1Eae8eSnr2WB6grO+Y5TGKCeaC9gPktR4gt/kI2Y0HSK/dRXLVltJGObpwE+H5GwjLWUNQ5hJ8U+fglTgNd8Fx7DhcYwnYGAHyCAzhg9CG9EIT2MXoYfTBPkDKbv5t9BDJnbDyJObcG2Dl1Qg7v2aoA9t4L+iEY2Q3XGJ64RHXA+8EQjm+SwnvhC74p/Zx/6OILJhETPE8YouXEFWwiLBcwj19Gm4xhLlvL1TOnQpsTeA0gfdvAdW0zLTe94VpXdO8KeNrSZCbsGxmX6fE23j+t8J0PN8Xpv39q/geBL8d34dmU5jaa7+97J2SCF8UhXmjINgTOfxDTvfUIcFggyjbBwT0bxBuKYi+hxS1GbIcrJDvokIR8ayM50zYVhDO0o65yssWtURtnVS3DtCgmWgWPCvB6fZALTqDNOgJ0qKfeB4MN2AowoGlI4bCHDEc4YxhTvcF69DLdWU9BdDcXoefGj0BOgLaHu2Slfa05gOuNQHNh14/FfoD7DAUZI+xEC0mwrSYjjQoYz0vE87rSUZASyi9bSd6YCvR09j2OYHLYo2AlpC2jTvxHthPkfaPgmZjxll6yJYQQMs4z98F9Nt4luyloE9efxvPMm9az5S9lvcriCa2Jdt8QiifcN1D7uswzd2I53QPQv5bPB9lE9u53Gce0c44y5chloJw+VZccB8XuX64IBylmqrA+aYgAI8JyieFgXgsbYo5fSvZ3zLilVB8TtxKdljKV0TgJ9WxSnxaI3Amhmvilfiay74pj8QXd3j+hID9hPiVNtCfcDtfEc1f1Ccq8SmnX3P9F8SmZKSlmvfHXPc14yWh/Iz7f0G4v1D2HUbEh93hWaqy++Gc5yGoPSwIwna2jzJEl3QCtyL/xBBc8/2CasGyCdMH0oaV6wtQZWxn6Vxthddwi+8XUMt6e9z+QQ4/K2L7ojQCMgzWGadPeO2OeFz7XLbJbW9yOxtcX+KA1+miNpZ4jsEJp6UX7oN8yVQHKuNAX/DcLwhlAbOg2FQKqK9rpAMyQpn4llKOTcaclumXHVl43pGD58Siguf2bNy0ZOK6JQuPOvLwmoh9NVyNJ4Sx4NnYe/a3eJbs85MBvk48XxHDknkWPF+PcH6A8x2FOGzOwUlzLq46ipXs8zOlbXQxjqWdc1cRpBMxaUutdCZGON8Kqol2mRY8v5QMNPH8aKQOTwhn6TDsufS+Pd+OT6Un7c0RwrkTzyQDrcC5X4kXC714Ju2h1wfw2c4QvpLM89E4/vlyFv/xapp4Hlbw/Pmq4LkBT6ZqcDlaieOBUuz2FOBwohLX69zH+RS+vF7G460xrA00YqqpDAutVdjsbsBRfzOOe+qx1VCAmcJ4TKYEYp73k7VgLVZ5P1gNtcdqmAprobbYIJrXvM2x5H4f864PMOVhjhFBs5cl6t3MUEMoV7mpiWRbyNj1hYx8J2vkOFgjXW+ORM19xKsfIEFnhhj1fUTLvKMl0gJdkBsXjOK0eJTnZKO6pAI1VU0oK29FRXUvyqr6UFDehdyydqQXNCIltxpphbXIrmxDfl0vipqHUN4+hpqeGTQPL6NzcpNQ3lfgPLx0joH5E84foWf6AB18uGgaWkPj0AoaB5ZR2zOP0pZx5Fb2cpstiE2vRIjS5jmRwOBDoKc/VA4ueGhjh3vmBK3ZQz6UPSRmLZQMs2SaFTQTpgJVWWbEs5Wy3gf3jO2YjW2ajVWzpSMxaQ8tw1lJlWzpmVt6ylayxBa2d++XDLdxmWxLMskqex20OkdotBJO0Olc3wp3aLVu0GrciC4nWNrqCHnjcZnwLBlywbOUapUjnPTu8HD1g49nEAK8QhDqHYg4P3+kBAUjJzIaJQmJqErLQH1GHhqyCtBANNfnFqEyMx8lqVnITUxFckQMQgOC4ePlAxdHR+hVttBbWcGZ4UE0C549bKzgamVBPJsreLa7w/PDD3k9fvOhgucHhLMZz9nGwhp6awt425sjxskGWd4aVEd5oTszFqOleZisq8JEczsmuycww89wZnQLE+P7mJy9xNTCU4wvvsTk+meYXP0MU2ufY377K6zufoO1va9Zcvrgd1ja/5pg/orxJZYPvsLaydfYOPsGqydfYI1w3rz4Gns3f8T+oz9h7/b3CqI3T77Cyv7nWNj+GHObRkhPr73k/p6hf/IKA1M3GJ57goklyWq/IrBfYHj2GQYnnqN76BGau85Q07SHwoplpGaNIiq+EwEhdXD1KITOIRMafTohnKIg2QRiCQGzzJvgbFpmWi7AlvfoHYhU1xy4+5fBR8Z6JppDYtsQGteOsPg2hCe0IDyxBUGxtfAMJXj9iVbfBJYJcOJ3XRdNWKYQuNmZ0BOwuspsaOtzoGnNMeK5NxeGASKWgHaWDPQdnl0Hi9/g2akzF67Es3sz8VxLyJZmw40gds3Igkui9AadAccwbj+UMCee7bhPbSIxnZ4BA9Gul162ub5jWS6cqwjROoZ0jsXtOfBe69jKUuDcxGNpIDgZTg15xLOx4y7PqiK4FxHS6dxGvPS2TYwTkxpvwtc9ATZucVB5xBPR8dD4JEDjFw9VQCxUwTGwj4iDXVw8bBLjYZUcC4uUaFhmxOFBRiwjDtYFvOYVMqwVt1nLkqh1qkqHa1UmXJXzJN6zue/UfBjicpTq005BvI5+6VD5JsHWNx52QUlQhfEzi07lvlJgE8/lyVyWkQZ1TgaDsM4n7EuT4VadBU+ev3dtIfzryxDWXIv4Lt7/+vuR0TeI9O4hpLb1I7GpG4kNPYit7ERgZj1cIgph65ECc0MczLRxfKiNhblNNB5aRDEi8JCAfmAhcA7DQ+sQWNqHwVYfCSt9GGyIZ60P9x2RB5/EMgSmVSMyrxlp1TIe+jQquhZQ3b2EBuKrhdhqGdpFQ88aapqnUF3Pe3BZGzJTihDqHwEHe0fYPLTCvd8Sz7+4w/O7P8ZPfmpE6veFCcvfnX8bz/eIZ3u1JVydNfDzdkJ4sAfR7IekuBBGOGKiQuHn68X7oYb3zYfK2M6C5jfDVb0F6F/84hd/lXWW/Qic33nnHSUEz7/k8Vp+eA+u9hqEu3ohMzAS1TEZ6M2sxGRBG+aLezBfNIC5gmHM5A5hKq0fs8k9WM4cwHbJJA5qF3HYsIi9yklsFw5hN7cfOxmdfKZtw15mG5/LWBZ147RmBNet0wT0Ap4TuS9HN/F8XHq23saz6R08ndrBs9k9vCCin8/u4imXPeOy59O7+EgZWupI6T37xewBnnDZDd97MbqBy4kdxi4uxndwynvl6fAGjoY2sT+0gYOxXeyM72GTn+UK0bw0sIkFGQpqcBvLY0dYnjzD8tQllqavsTBzg7npK2NGeeoCw9PnGJ7ibyvX6Rs/R8/4GbrHztE+csbvxQka+g9R07WHirYdlLduoaR1GwWtewTyHnJbGK37yG8/4vwRcpoOFSynVm8juVKGitpEdMEawnOWEJK5wO/hPPxSZpXer91jRuEcMQhDaB+0QQSxguQuqP07oPJrh51vK2y9W2BNIFsp2WXO+7RBHdABXUg3g+sHtSuhC2lXwOwW1w+flFH+/UwiOGeaOF5Acvkyj2XJGBVLSKlaRkbtGjIbNpHdtEvg7yOtZhdJFTzWwlUe4xzcwsag8+hT2iJLFWmBqGD3bZSaAGwKE0y/u/zteIPXf7WeLBMIf5tx/vfAWcJ0TN8Xb+/vr4Lg/T40m+JtGH83vhfPg+U56C/NQk9ROrp542vPikNjUjj/wAJR4O+MbGI61dEWyVoLJGvMkKq3QKajFSFthjxnc5QInn3sUaWECtXeKjT4a4lnLdqCdGgP1qMjxIDOYAO6g/QKgPv8VRgM1jC0DB2GQw0YIZyHw4jpEBmGSo8BvreP2O5l2ct5me4jkHsCVOj2l6yzLeFsx7BV8DwcpCaedcSzAVMRjpgjhJeI47UUIlki+S4I6PUEY+ZZerneJqbXCeiVKEcl+7wd5449rrct4zAnOHN9Yy/ZgmcThN9GsQD4u9lnmZbXTOAWbMu8wFqqIpuQLesJviXDfUxEnxN4UsVaAC0ZZ8kcGzPPXjjN4XKGtNE9I9qkLfBpgT/hHIgrAlPimgAUfF5zH1dE5CX3ccV9XHP9WyLvKYH7nKB8XhaKJ6XBxCrnK4jl6igFua+rY5Qesz+picFnhN3ntQyWX9QSxCy/qkvE18T014TilwTjF9zO54SvxOuSEHxSEYmv7uBswrNU4f6I237F1z4iGiVeEckvGM8JyOcsJfP8hMf1hOWjojBi35hBv2CccPqAIe29JcNs6kVdIC1VuU2APiZ6z4h/KU9ZSpVpgesOr8M6r6u0eZYet6VUOl/L9MEhsSxZ7XPG6R2eBd6bLFe47VUCfpXlCj/fbV7vk8pIXPGanPKaHRQF8Jh8GL7cPyFfFITb+gQFzbJfCamiLVA2AVqy0RI3tXFKRvpJYyJetGfiBR/unnfnKYB+Qkg/astW4Py0u4hwlqGqavCC4H1EQAueL7vKcNMrCK7BbW+5ko2W9s6PBqtwKYDuKcYJcXxKGAuej/jQdkRAH9Zn8ocwC6d8QDxqycF+Y6ZSCqAFyxICaMlEC65l2pR5vh2swJOxhjdtnwXRytjPc534bG2QUO5idOLlUh9erw4qWefnxPPjmU48X+7B640+fLbVj693h/Dn43H8w+k4/rQ/gD/u9d1V227hj2sjridrcTRQhs3OPOyOluNgpg43Gz1EdD/2J9uxNdSCuZZKTNeXYL2d6/a2YJeQni1IQk+cPzpDnDDsbYspLytM+thgyt8GkwGc9rXAFOE85fYQow4fYkD3AXodH6DT3QqNMga9izkK3dXIcXNAupMGKY72SHRQIYERx4jQWiNQZQY/24fwtTODt91D+GksEeaiQUIQH0riw1GQkYyy/HzUVNShvqET1XU9qKgbQEl1P/KJ55ySdqTmNSAlpxaZRQ0oqu9DBdFc2TlBOM+irm9ewXP7+AZ6Zw4wsnyO8bVrIpo/8LPHCp7bx3bQPLLBWCOiV1DXu4Cy1gnkVvchvagVcRlVCIvLhy8fcgXPBjdf2Okd8cDaDh88NMc9ou8BS4Gtsd2zMbP7JrtLTJs675LstKwrmeQP71mwtCSUpUdsgbEg2ZYPeNKO2lbZjmSxpRq4seq3se20lbW0q1ZxuRpqjQE6vRP0BheWLjAY3N8KT+j1Hgqi7TXOsLLT833fHpdUK7eReUs5XjVUNjro1M5wcvCAu4svfNwCEODuiwgvbyT4ByAzLAL5MXEEdBIqkzJQnZKF2rQc1BHOlWm5KEnKRB4BkBQahTDfQALcF65OLnC0V8PB2hpO1lZws5axnI3jObsQzI4WD4lnM9hbmCnZnIf3JOt8Hx98IONcW+D+fQtY8Zrp+R4vflciDRbI8tKgNsqHeI4jnvMxWVuDqeZOzPXPYHGcD3uTe5iZOsbMAh/uVl5iZu1jzBPJc9tfY2GHID74A7aO/4TtEyn/QAT/CatHv8fK4TeMr7F2/Dtsnv8eO1eE8o0E0Xz7Jxw9+XucPPtHHD/9Bxw+/gsObv6MnbM/YO2Q4N77HIs7nxHmnyr7G5l7htG554TzK8yuf4r5zc+VcnLpEz5gvkLf6FO0912jseMEZXVbyMqfQXxKP0Ijm+HpUw4H51ziN4sgTudnJzhOhc6QpsTbgBYkm8IEZ8lUS6i5TOeQAQ/i2S+8DsExLYhI6ERkUjeiUroRndaF2IxuhCQ1wjOiBE6BmTD4J0PvJ21zicqIeNgnEuFErENxDvRVBHNdNtTNPC7eXzXSu3Yf4Uo4C56diWenPgJ6oEipzq3nvdfQng1n3itdmwvgWV9gRGVBNtyzc+Cakgun2GwYpE1uMM+Tf1/2USnQxRPNMkZxGhGdkQFdThYcConPUkZFDhxqiGZBtLS9JqQFzPo6olQ6FKshkGuzlSrNntL2uLpQwbNLRjacEridqExjFXGvRFi7xMLKOQa2LkQsEW3vztIjBjaekXy4jiRsY2AXHgvb6FjCltcjORHqTAKX9yTr9GQlG+/AY3KpyGVk8/gy4MRwKeb+5R8EWTzHNOI5gcCPlE67iGzfDGi9CGWPRO6H+/NNuAM00RyRBJtofn5xCbDldbdL4fJUfq4ZiXDIS4NnWR78a8oQXF+FqKYGJHR0ILN/GMVjsygfX0Dp8Dzyu6eQ1TaK7NZxPsxPILF0AEHJjXAMKICdcxpsdNyP9NiuSoCVbQKsbeNgRUhb2kYrHYdZ2kfwgTYcNgxrXRjsHIln7yS4hOXAO6EEAcRzGO+3CRVdyG4eRQnvsZUDS6gdWUXd8BpqB9ZQ3bOIipYxfq97UVzahPSUfIQFRMJR6whbc+L5PcHzL4hfwpQA/tFPTNWw/zWeJf4tPP/sFz/B/Ye/hYa/JZ7uegQHuCMmwhfJ8SHISIlixCApIRqhIYFwcnKAuaU5fvvee2/gbMKzCdASpgy0KfNsyjoLnn/0dz/Az3m8Zu//Fi52dohw9URBaAxaknIwlleDpVL+npb3Y6tsCFvFo9gsHMFaFueTO3GQ3o3jgiE+w0zgrHICx8XDOMzp4fJ2HCa34DilGcfprXx2bcVhXgdOywdwwc/wum2WzyRLfHZYw+3wOm7GNnAzsYVbYvkx8fxk/gBPCWWJx3OM2SM8WzzF85VzxgWfFS7wiL93l1x+Or2PM5YnjKOZI/7+72OHv38bI5tYHd7C2tgeFlhO9q5iomcV471rGOlZQ3/XCgZ7tzA0sIvhoQMMjRxhcPQEg2MnGCCSO1i2jB7xN/QYTcPHaBg6Rt3gEWoY1f3HqOg7REkXcdy6QxhvEpwbyKhn1O0ivWYfqVW7xOgOQ/C5o2A5pnAdUfmriMhdVYaJ8kuehmfcONyiR+AS2Q/HsF4YBL+BHVD7tcLOu4lIvguvRiVsvBpg59MElW8LMd1KMLcpSDaE9cAlegBeiSPwTR2Hf5rEhILl0NwZRBXOK+2mk6s3kVq3jZzmAxR1HKG0+0QJyYwXdRwyuLzziPMnnD7huR0jrXoPcSWbCJGhrWJm4Ow3AluHdgXPAk5TFlpQakLvt5lj4/xfAfX/hxA8S8/d34dnSy1B+x0wfxvy2vdv898Mgvf70GyKt2H83ZDXpaq2Kczs6vHOcncj5jtqMdNSgemGMkzWFWO0Og/DZVkYLslEf0EKOjKiUR8XhLIgd+TwYSDdxRqZzlbIIJ4zHB8S04S0iyVKPG1R7aNGtZcadb4atAYRzaFO6ApzRlewI7oCdejyVaHP1w4DAfYYCFSzVGNYGavZgKFQHYYIYAmB9XCoXkH1SIQBg6FqJYbDuZwxFKJBfyAh7WutbGuECB/nNiZCHTAZ7oSZSFfMx7pjmTheS/ZQ4LydKm2YGSleSuZ5O8VbKdfjXO/aPztjK94dO4nu2E0xtk8W/JoALQA2Vsv2VF4TQJsy0CZES8g68prpvYJoWV/WETALnAXQZ4TviUCay874PqlKfc15AbRUu5bssZQnWV44I9IuiGBpC3zJkPKCoDPhWYEzQ6pf3xCU13z9mq/J9h4xnhQGEc8heCl4LQ/DywoCtjKUcI7EJ3XR+Kwh3hh1sfi0VvAcSzQzWH5ZF4cv6+PxNXH4TV0Mfkdsf01IflUViW8I498RyF8Rh18wPpdMNdFsqrYt8TGx+FF1NF4Q28+lU7Ey7r8sHC94LALnW4L1hsf6iMf/qDAUlzkBOEzzxG6CC6+bB46I2WPCVzLQknHekH9MyD8d+B7BsgBaSnldqZbNeWVYqOoY7PG8pXdyyTpLh2E7nJbhvmQ7pmy1sg3JOjP2GZv5wVjna1vczi5f2xGgE/pnUl2b5yjtn48q+J4S7q9Qxpgm4ouDlMyy4FnAbAoBtFTblpDXpPr285ZUpVSqdjOe8+HuZU++Ei+6C/CsKx9PugvxrKdIqbb9goB+KW2OCeibvnKctRfjvKMEL0bqcNtTpvSkfdVbhmdc5wmxezVQgROC+MgEZ8YB8bxXn4Hd2nQF0lJFWxAtpQBastAyL2GalircknUWPD8aqsLzySalrfOzyWZcj9TinMtuxhrxfLYDr5Z68HKxW8k8K9W1CWiB9FPi+tliFz5a78Wnm334nPHN7iD+eDCI3+304pvtHny+TnTPN+GWcD4drsB2ZwEWmjKw1FOAIy4/mmvGbEcRZtvKsN7bgOGKfIyW52OlqRq7bQ1YrSrCYHIEGgJcUedhj3YnM/Q53kOv8310uz5AlxvD9R66nD5En/MDdOvvo0V9Hw26h6jlvazC1Qa5LjZIcdUhxtkJ4Q58sNFrEKTTwF+rgY9WDU+NCk62VtAQTvbmD6EmqJx0agR6eyA6LAhJ8dHITE9DXl4hSsvrUdPQg5qmQVQ0DKGkZhAFFb3ILm5HiozHTDznlrSisnWU+J1FPdHc0L+kZJKbh9b4475NPB9hdOUSE+uPMLx0qeC5e+oQHeP7aB3d5o//OqEtPXAvoqxtknjuR0ZxGxIyaxCZWISAyDS4+UdA7+rDB0uDgucPCeEHZuYKjK1tjB2F2dhqYWurV9obS9ipDAydgl0raWtsSShbCJClp27pLZu4vssGS8gyc3OVskx6zpZtmaqBG0Et7aqlrbOOD40Ob/CsN7i+gbMDAWzCs554Vit41vFB+a97A7cW6BPlUtoR0moC26BxgoujB7x4nn5uXgj2cEesnx/SQsOQHRmNwth4lCemoZrAqU3NRn1aHqqSc1CWmMHXkpEWEoUIn0B4uXvB1dkVLlo9nFT2cLG1gYuVEc1uVmZwIZwVPPPzV/Pzt314H+b37uHBXZtnJSv/3gOYPzCDg40lfNWWCFfzt9FdhepwT3SkRmO4KAdTNTWYbe3B8tA8Vqd2sDp3jOWFSyytPcfK1idY3P4CS/vfYGHv91jc/z2hTDQTzDsnf2TJOPsLNs/+hI3TPyixdc7XBM63fyGU/4loFiz/Paf/UcGzaf7s6X/A0c0/KG2h148I7/0vuS8jkscWXmF84TWmVwjqja+wsPkN5ja+xtTylxgcf4We4ado6xU8n6Gifhe5RQtITh9BeFSbgme9I6Gqz4S9Oo3fnRSWRiyrNd+C2VSl21itO+FNlW5j22hij/MCbXefEviGGts8h8Ubx3uOSO5CJB/mI9M6EZzUBK/ocgKJyAsmWoPToAnmPqISoUlJgUMu4VlKrPIZxkCw6luyoSWKNZ0Eq4yx3JNHNEvmmZDuzoVDL+HM+4yuk+u2831txGtLPtwbCesyYpqwdMliKWMvx2RCG5IOlX8KVME8x8hU6KIJzNh0aBNSoU1Og06y0NmEPd/nUMTgc5SDYLVaIM1jqcqAporrM3QMA+eduNyjTjLPBXAr5PFlZsExKZNYJ2BDiGdvItWVcHWW4HWTobmc4whpYto5GvaesUrnXpqgeKhD42EfkaAMN+WQmg6XHKkKXgqPklJ4VZTDp7KMQaiXF8KrrBDeRUXw5D3LK4tlShFcY3ltwngt/HmunqlEOpHsws+IoSKg7f0ToQri5xfKkvuxi+JnGsMyNg528QnQJCXBOSMTPoXFCKmoRlRtI5Kau5DZSTgPzaFmcgONhFT9xDYhu8YH+SUUty+ipHUJebWzSMgbgH9MPVy8C6Fz5HdKx++UfTK/N0S09NRuF8t7Q4zScZilfSSs1cSzOgy2WuLZIQoazwQ48XvhGV8Iv/QKBBGJoUUNSKzvQUHfNKomVhirqBxdRuXQIir7Znn/HEFxXRcKyuqRmp6L0OBIOBscYWdlhfvvC55/pmRxf/DDd/B3P/7h/2k8//yX7/L++z50Bjv4eDkiIsQLSXHByEyNQm5mAiOJvyFJiIuNgreXJ6x5D3rvA+k0jHD+9bdwfjsE0G9noE3H8MMf/gB/94N38NMf/QAP3/s172e2iHZzR2l4DLpTczGZW4H1khbsl/fgqLQfxyWDOCoa4vNrLy7TOnCd2o7zzA6c53ThPK+bz59dOMsgnBMacBRTh9N4RnITjtMYOW04l6rbDeO4bJ/hM8oSbqTKNfF8NbqJi4kdXM8e4Gb+CLdLZ3i6eoWnazdKR2KPlq5xvSideF3ievUaV4xzTp8snuNg/gw7/N2T4a42Zk+wOn2IhcldzI7uYHJoG+PD2xjsX0N35zy6OhfR3bOCTsK5uW0JLe2raOneQFv/DjoI6A5CuXPslL+f56gnpCuHj1BOLJf0H6C49wCF3fso6DlAHtGc004kN20hoW4dsdUriK5YRnT5CmIVJG8hKm9dQXJY1gqhvAT/lDl4x08qWHaPGYNzxBD/bvv4N9kFlU8bo5FBGHvXE8l1jHplWpa9Hfa+TdAHtcE5vAce0oN27AA8EwcJ5TGEZE8josCI5MTKdSRVGSNFxnxu2EJWs2TDD5RseEn3GaoGr1E7cqtE9dAVKgZOUdZ/grLeU5T3nXOd87/Cc3DmPPziZuEeNAF75y4FmwJjG0ObUv7/A88SJiR/F87/d8OzxNvrKm2eD2cGsTvRi63RTqwPtGCpu44/7pWYrC/GVH0RZhpLMNdYium6AgyVpKE9Mwr1CYGoCHVDgZ8GqU4WiNd8iETNB0g3PECekyWK+EAq1bprfSQD7YC2YCe0BzmiM0CvjNE85K/GkHTG489gORqix0S4A0bDiN8IJ4xxeoRwHosghGNcMB4lgCawI7UYiyKSowTVkrW2R6+/LQaJcMHzWLBBidEgB5ZOmCTaZ6MdsRDrhBXpWTvZS8HzjhI+ShVuaQO9SjSv3FXdliy00nlYqqexp2siWPD7fZlnU8gyCROkTVW2BcwmOJvWldcE2CY8KyGZVgJaoCuIvOS0wPlS2jMLniXznO2Nizw/QjmAwXUkiOlLvteE55u38HxLND5m+YT4Ezg/k4wzofhaeseujCBqo/FJfRRhG0k0R+Or5nglvmwkguujid+7qI0iiqPwJcsv+Z6vCOev+P7PCXAJae/8FZH6FaH9pWCbWP6sJl6p7i3Vvj+WIDglo/20VLLLwXhKPL8olyri4UpHYYLnJzy2ZyXheFocjpvcIJykemGPeN5OclWG4xIQS0i2Wdo8SxtnyTjLvJSmEECfS+a5MhqnhKu0e96VqtwsJfMspWSf93mdD7k9Qblkmw9yZcgibo+xluWPDV5XGeLoiOd3KCWP9Uyy2TzXi+ponFVH4FSGsOI1OC4LUUrBsSBZ0KyMKS2AVzLMSW9gLWA24VmWSYdhVyxljOenHdlvMs/Xrdm4acvB455iPB+qVPD8nGCVYakk83zZVYpnwzVKD9qCZ+ll+6a/AtKxl3TwdUvYXvSUvoHzQVM2Dhn7DVnYqknBbn26guSzjgIl8yzZZonD5myum6WAWl4TQEv752dE+bOJRjwZb1TaPV8P1+KSy2UoqafTbXi90kc4d+PJbBeeL/TcVd02Zp8l8/zxRj8+3WJs9OLLrT78brcfX2/14PVSC14uNCtZ55upepyN1uBwsBI7g2U4W2jD2VIHNoarMd1agK6CJFTGBaE+KRJdfNAYKcjCdHEuRtIT0RLig3I3HSqcbdHsZI4Oh3todfwQjQRzvdM9xodocLyPRv1D1Gkeosz2HgpV95GjNUeGwQpJTnYIcdDAW6+Dh0YDV3s1XFQqGOzsCGUbqPnwYU1MPXj4EA8ZltbW0Do4wDsgiIiIQVxiEpLTMpCWU4S80nqU1feisnkEFU0jnB5GUVU/cko6Ced6pOU2oKiiG7Udk0Y482HDiOcVtPCBo5147uGDwggfIsbXbjG0eMH5I3RNEM9j+2jj661jm2gZWTPiuXUCOVV9SrXtpOw6xKSWIpgP+h6BUQqerbQG3LeyxX1zS1hY2RA40vbYcBdO0Gql2rSbUn1aq3XhMmmXTAjbGQFtSbDK+MzW1rq/CuOYzcaQeRsbgTNLZRgqTguwlU7JjHi2V+vvAO1MKLso+5PQ693eZJ3lWOzVTnd4NmavTb2AW1rYvcGztaU9bK3UCqAddC7wcPaAt4s7At3cEOXvo7R9zpDsc3QsKgnlBj4UN0oQzzXEc3l8BopjU5EdGoMYv2B4eXjBzckNzjxGRzt7ONtYw9HSAk4Es6vVQziZP4CD2X3oWWrNHsDuwT1YEs9m96Sn7Yd477f3lDC//wAGa3P42lsgQmOGDFc7VAS5ojU+DAO5GZiuqcNixwBWRxaxNbeP7ZULbG88xvbux9gkaFcJ5+VDgfPvGETu0e+xcfxHbBz9DuvH32CTWBYwb1/8GbtXf6/E3jXLm79gV8prLmfsE9OHj/+BqJb5P+Hk8T/j4PofsMP3yrZW9r/GwtbnmFn7BBOLrzG59ClmVr/E3PrXBPTvOf0NJha+wMDYK3T1P0Zz5wVqm49QWrONnMJ5ftdHERrRCnevcmgN2cSvwDmV35lkBTvG4akIK2nzLGM9q+JgLfCxJXyIZVt7eY0Y4nIJO+JZrU+Bi2cBvAJluKo6BEoP21J1m4gOTWpHUFIL/BMb4ZNQA7eYUjhGELsR2TBEEXrSqVdaGrGbC9eyfGO16XriuDkXutYsaFozoWnLUMZ5Vjrv6pYer/ne7nzimdHFZV0FcOa90LWjCO7NRXAqz4VjPjGeSTgnEt9R6bAPTIWdTxJUfskEdDLsQ1NgH86IIOCjOc/j0CQxUonpTB6TdOSVT1DLkFIlGVAXE6SlKdDKEE8MHcOhPAOuVbnGTsryc+CUYRzr2SWe+47guQVwe4Ss2oX7dOT11cczYmFniIHKIRpqtzjovBOg82MEJsEgPe0T3l4peQgpqUdMfSdiGjoQ09SJ2KZ2RDe2IKqhCVF1zYiqakQ40RhSUIegjBr4JlTAI7IYDgE50LqnQcV9WjvGwtqBUHcVQCfA3icBan9COTiR58/PMZSfIVFmG8njiEmGW3I2/LPKEF5Yi9jyNqQ1DKCgc4pYXUXj+B6aeR9rmTxC8+ghagd2UN6xxnvYKooalpBePIbwxDZ4BVTAwTkPWn0Wv0+pvJ8kwNomlvfdKFjYSETAXDoNswvl9ycUdsSzPfGs9oiDY3AaPGTEgcxy+OVWIrCkBtE8/6y+MRRPzqN0egGlk3MoH5tDxfA0ITGEwqYO5BD7yRnZCA2PgKuzE+8tVnhwj3j91c/x7k+kPfMP8KMffzuOswnJphC0/pt4/vVPYWbxIQyO9vD3dUVMhD/SkiOQlxWPkoJ0lBZmoqggGxnpKQgNDeZ9Uod7D+4rQP71L3+tVNU2xXcBLRnov8Yzoc8QPD/4zS/hbG2FKCdHFAWFoiMhHWNpBVjJrcZ+UTOfq9pxUkgg5/fgLLMd10lNuCaOz/h3dpxSj+N0QXIjTlKacMTlh9HVOImtw0lSI45SGTntOCsfxHnzFC665wnnNdwQzVfjO7ic3MPFzCEu5k9xvniG8yVB8iPcrD3BxfIjHM9fYXv2DNtzp9ieP8Pm/Dk2GGucXp47w+zUEaamDjHF3z/pVHF04gD9o7voJZ67BrbQ3ruOZoK5kSHD+jX1bqBROj7s2eRv6i6aRo7QOnGOtqkLtE5eoplRM3aG0uET5PXsI7N9GynN60huZDRtIp5gjq5a4d/EIgILZ+GbMwWvrAl4ZU7AN2WG954ZeMVNwTN2Eh4x43CNGoFj2AC00iY5oIN/q5Jd7uJ0pzIvPWHrAlugD2yGLoA4DmyCQ3ArnMPa4RbZBdeITriEd3C+g2UnPGP6EJg8irDMaYTnMvJnifZFJFSsIrl6nVDeRE4rgd+yj+yWHU4TzW37yO84QGHXkRJl/ReoIZrrx58wHhPQN6gcvCCgzxU4l/cSz11nyG44UrLo8cUbSubZN2YaboHj0Lr1/hWOTUA2AdqEUZk2VZOW8m+FaX3TvKkXbEGwlU62I+sYYWyC8/8Iz28f23fDtL9/Fd8B8Hfj+8Bsiu+ttv3sYAVP95bweHsB1+vT/DIPYXOkHYtE9ExLOaabSzHZUIyx2nwMV2VhsCwd/SUp6M6NR2tGOGri/PgH6YRMDxWSDWZIVN9Dlgx5RUSXuNqiykONel89mgMc0cHoDzRgWIKQHgrQKTEaYsB4uCOmolywEOeB2Rg3zjtggmieIW4nCeCJGK4TQ1BHc30iejjMHgPBKiX7PBhAjAdqMCLb9Ndh0E9Cr+xjMkyHmUg95qIdsBjnrAxXJcNWLUubaGJ5ifuQWIx0wDJDyUBzf+vxxirbAl8TjE0oNmHZBGIJWc+EZNO6pvVM7ze99/vwrGSeCUITns9zfIllfwXOh9LumWHKRguq5bVzvueC71EAnR+kVNkWQAueZTtPCdKXZRFKhldCern+pFLaMxPCRPJXzbH4tIF4bozC15z+XWu8Un7VSAwT1F/WRRHPhHJ1GD6tDMHH5cH4sioC39TGEM3h+JRo/IxA/YIw/rJGAB3H9yUpgJZOw14TsB8Rn1Jl+5mMqVwajEclRH1JiDL/jIiWjsKUrHMRUS29fBdwmQyflR3A8Fd6EhfUmjLLAmepsi1Vr2X+tCTsTXVtE55l2TnPW9oVC5ilNGWBBbSmTruOS0OVbLRgWjLSe/n+2OE2VtJ9sElMH/PYL3hOpwJxvueK048U8MbhvDqSy7nf8lCux+0Tz1IdW/Bs2o8AWrYvgDZV2ZZ2zrKehDIt69fEEdDEdHuWgudbPuhJh2EXLZzvLSGejZlnwfNjTj/qr8ZtX5WShZa2zuedRcrQVLsNmW8y0E+5rpKl5msC62Mieo+vb9WkKnher0zERlWSUnVbet+WatqCaAnJOgui9xoyFERf9ZTgyQj3STBfD9XcDWHVgCfTzUq17VcL3fhkbQDP5jtxPdGC26m2O0AP4KWM+yxtnreH8MXOID7f6FPw/M32AL7a6sWn6118bzc+Wu7EI27veLgGu/1VxHMVPj+bxze3q9gcqkV7XiwKQj0QLk1H3PQoCfRGTag/miKCUMfpUlcD8vUqFOutUaM3Q53uQ1Rp30eZ9rco0r6HIs4X6x6gWPUABbYPkWV9H0mW9xBtdQ8Rdg8RqrOBl45oUqvhYK+BXqWG1k4FG2LTzMwC5pZ8kLKwxIdmlrhvbcsbsQZaVzd4BociPCEVCYRZYmYBknJKkVXWiNKmAVS2jaOseRSFdYMoqOxDdnEbkrNqkUrgFlV0oap1DFWdM6jpnlPaLtf1CqBXCegNdPAhc4APEKMr10qpwHn0AG0ju2gd3UKL0mPsXeZZwXMvUguI55w6xKWXIzQuG55B0cbMM/EsmeeHltawsbNTAGvM/hKtBKuDgxccHb3vsr8CWGcC1qCg19JK8CxVpU1DTOk5recyLa+LZKFlueHNaxLSk7atrQMfdiX7bKdkn2UYKkG7Ami9I/fhpHQUJlg3hhvnXZVOw+xUDkQW30t4C57fhDmvu1QRt1DBypzbNVfBzkYLndoRrg78LJxdEeDuikg/XyQGByM9LFzBc3VKJpqzCtCSmY/mjALUEs8VcekoIZ7zwuMRHxAOX3cfOBsIeRt+7vys9RYWcDA3h5OlGVwsBc/3ied7RkAz7O/fg9UH7+Ph+x/gnnQc9v59lgQ1l+stH8CH37FovQWy3OxQHuCMpuhg9GWlYa62Hqt8WF8bXsDOwgEON69xsPscR4efY/f4d0bYEswKng+MeF49/j3WDr/C6iFxffQN1k9+b8w4X/5FCZmWLLRU45bXN85+j+1LqcL9F2xf/QmbZ39UMs6bfN/6Edc5+BqL219idv0Tovm1knUeX5DpLzC98hVmVgTOX2J4+hP0jbxAW88N4XyMspod5JWuIJUPk7GJAwgJb4GbZxnUOiOeBc4mPFspGUKiS3BMJFszZF7G6pUwLTeFndaIZ1evfHgHlil4DiKeg4jn4HgG8RyY2ILA1FYEprfCM6kaDtEF0BHP+ijClp+nPjUdTrnZcC4iQMuzleGTDPWMpmxom/+/1P3ld1zZ1iZ65qE8mCfTToMsphAzMzNHhKQQMzMzgyVLssXMaLaTnHzeet+6Vbe663b3v/T0M1conMo8eapqdN++Y/SHOdam2BThrf3zXKCDpo3bdOXCnWB2I5Y1MlSUTA8Uw53hNVAGXz4z/XoZ7eXwqCaopQq2Ph+uqcR3LPFMyNoHZsE2IB22RLRdaBYjAzbhRKT0SB1L4CYQ18nEdFoGHLMy4aQloqVjrTzC2ZAJx+IsuFQQ1JUCai1hzfMuI5ZL8+FZQDATcF7Z+fDNKIBXkgFuUXrimPD2ImZdMmDrJPcsGbaaJDgQ0Y5uDA/C1Tcd7iHZ8IszICKrEokFTciuG1TVog3d0yjsm0Vh/zTyeieg7x6BrovRNoysxgGkVfYiqbAT0TlNCE2uhVdEMZz8tDwm4eqWBiuXRFi7JsLWIxn2xLojAe0URkRHpPD6+X2GJ8AmMgkucVnwSy1CWHYlYuVZVNIJff0IyrsWUD9I1Ixso3l0j8+vQ3QQMU1DeygXODc/Rkkj8Vw8iVh+334hUqPBAI1zLhyIZzvbdD6PZMiqxBt4joaFbSR/V1H8/cTCwT0BDr7JcInIgm9aEQL1ZQgsrERkTROSOrqROTAE3fg4Ch/OoGRuFiXTMyifnELxwCAMbW3QVlUgVadFVFw0/P29+Tyygzn/zd++9Tf8+U9GAP/xjx++b2NsArQJyb/W2/ZNPP/1I+LZ8g6ftQ4ID/VFSkI4dNkJKDZkoKbCgNrKQlRVFKOoMB/JyYnw8vGGhZWlEcx/NXYSJiGZZgXqazjLesk8y/nI8aTKtsQffv8B/vzhb3Dv47/Cnc+xaGcnGAKD0RybhMFULR5pS7GZR0DnN+LI0IqjvHYcEckXmQ24Sq/HWWYdTrTNOM5rY3Cdro1YbsFeWqPKQO9mtmCLsN4u6MZB9RjfIxZwNrSCy4ktXM7u4XzuEGfzRzhZPMXBwjn2Fs6wu8jn3ePn2Ft6jvX5KyxNEciTBDL/vs1M7mOaMTl5iMmZQ4wzBib20M9l/dMH6J85Qu+U/G52+TeSv6OhTTQPbqJhcIO/rXU0DG2haXQXTRP7aObvq2X6FO3zl+hcfI52RsvcJRpnL1A7dYmykTPkdu0gvWEZCVULiCufR1zFAiKL5xEiYNZNwCtjBK4pg3BK7INTQh+cY/rhHMFpQlmA7BwhSO5S1axNVa1dIrvhEdenxl72Tx1FQNoYQtJHEZI2hJBUBsuwjFFEZU8gLncG0dpJ/lsdJ5hHuXyE83y2FjxCBp+z6VWPCeZllVnWNW9Cz8hv30ZJ7xGRfKjAXNRtBHNp3yHK+o9RPnBCPJ+iapjXKVlngfPQuUJzBdFc3nuMsu5jFHccQle3g4yKDSQVrSJSOjGLm4Jn8Nh7PAtwTW2fTUM+/SsMm6Z/LX5te4n/f8KzxM1tVeb5y9MtvDvfwdfn2/jqbBOC6fPVGRwvjmJrshurw6141F2DqZZSjDUUYrgmD4N86A9X6DFUnoOBkmz0FaUT0gmoSQhGaag7DD720LtZQudkBoOrJSp8pXduVzQHuaIz2AkDgtxINwxHumIolNOSKY73wmySr4qHyb6YS/HFfJofZpO9MB7nRDy7YSbVHdMpbhhPEDw7YjSaYCaOJ6JdVfZ6LPwmnglzTk8JnhOIZ37+UbI7HiW5Y46Ynol1wnwclzMexRpjMc4VjxM8sCzDVyk8/7x3bROATdW0TYCWUuYFxTJtQrQJzVKNW6pryzamz8sy2V6Wyxi0pszzZZFAWNorE9DE8jE/L22gj/kZwbLA2hTSIdgF4XlVHK2Gm5Iqz89Lpf0wEXoNZ4VX4lLii0pCuVZwLEhOwXetifiGcP6GgP6O5fctiSp+JKD/rT0F/+D0D02ENeP7xnj8yPhHUxJ+kGrdVTH4iniWXrZ/qE/mulQjnhvS8A9C8AeGZKC/qEzA5wwB9Et+5pkAWjLQkqklXuU6j3iNUsq5vyqLNw6dlc/rMvBeFEfhmNci2eGfhqvyVyFVrwXJkmWWEESbMtSSVZYss0LyNaIFtBeSOeY5S1b6kOvUmNmMPa7fJXQ3+R1sFkRwPhYn1ZJlTsFJTTKnjVW2pXfsF22ZeNaarsaBlircJ4T0WW2C2reAWNo3m/AsxzJlnE1hykSrqtttObhszsRVa47C85u+IkYJnncX4rKrAK+HpKftCjwligXKMmbzC2Ly6UCtykI/5zLpTVvgLOM7H3UUqky0lDLOs8DZNL/Xko8tbiNwlsyz4NgEZMlCSynZZwG0gNqEaKnafcXzkA7DBM4n/ZU4kvMhdr9Y6sOrh52qs7CXc1149rBL4fk5S8k6q7bPS714tz6EH3fH8QMR/c1aP75lfL85iK9X+/DFci9eLXTibLJZwXmT17Y3zj/SU63Yn27DY77MdhmSoeczJNnZCsUhPqiNDkFvRhI6EqNR6u0Grb0l0i3uocDJGmWO91HmcAuFdh9Da/s35Dh8ghzHO0i3vo1MizvIsLiLFHOimQiK4GdCbO4jQDpxcbSDq6M94exAONvB3laGc7KGOV9gzC0tcNfCnHg2x6fWVrBw0sAtMBChxFk8X3RT8yuQXdwAbXkLcqs6UdQ4iMrOaZS1GPFcWNMHXVErkV2DbH0diso7Ud40jLK2cYXfyo5pVHXOEtELCtDdUzuqqnb/w0P0TEtbZ6J5dJNgJpzHNlTmuX18VVX1ruqcQUHt4PvMc5quiqCXTsOS4eYbAlti1dyWELWxI54dCVRpe+wJV0LZWG06kBHEaemoxkdhVjr1ksy0ZIylvbFklI1wdlYhaLawkKrbst71/XITnCXzLG2TTe2eBeICaJWB5n6NHYYZs90SJjjb23twO+Kc21sQ3tKuWgCu2k5LO2pzGzwws4IlEW1jYQdba8k+O/N7c4Ovmwfx7IXYoECkR0dBFxePgoQkVKbloElXgFbiuSmnALXpuahO1aGSL5CFcWlIDY1FuH8YfD384WbvDI2FNRzNzODCcDO/r+DsaXEfnlIKos3uwPneHdjfvQObuwTznXswJ6At7hLVZtzO6j5C7O4hxdUcOk8rlAY5oykhDCP5Oiw1t2BjcAKbE4+x/WgXB8Tz0e4bHBx+ja3DH7B2aATzwu4PeLj1Lea3vyWkv8PS3jdY2v0aj7besfxOtXWWkA7DJATOEjIt65d2WXLa1LHYEve1KHFdVXvmyReYWvocE48+x/DMG4zMvsXY3GcYn/8Sow+/wPD053xxfYPO/qdo7jxBZcM2CgXOfLFMSh9GTEIXQsIb4OFdDFvixsqGgLRl2EmkEcdGOP8yBNCCZVvHtPchPXVrCGdXTz18AooQEFahqm6HxzcjPIlYTm5DWEobIjI7EZHTiTDiOSCzHh7JZXAiFB2iidr4LFV12k2nh4cAtEQ67soloPVwlfbFfD66NLNsZbTnq9Bw2rW7CO583nr0lyo8e/dVwLe7HL7Es2dNIVyLDHDV5sE5mfiOzoFDsLQBzoC1d6oxfNJg48vrDeC1BKfDLoxwjiKc4wjnpCxo0rLUcFbOWTlwycmBRp8NTX42XAq1hLkO7gy3Ik4X6uBVlA8vAwGtNcArk2VqPtzieN7hPK5vFhxcCXUNISv31jaJ9z0J9k7JsHNMYJkIdx/CNSwPYUnlSM5thr5COiOcQU3/Mur53GgcJzQmGVMbqB5fRvnwEsoGFlHcNY+8xklklQ8iOa8LsVltCEmohWdIETTeOti6ZsLaOQU2mgSV7dZ4pRLW6XAOSIUmkMcPTIRNcAJsQxPhFp2NwJQyvozXIE7fhGRDB7KrBgnkR2gc2kALcdNKPLeOHaB5+BC1fdtct4LS1icoblxAVtEYolLbVNt3F09+t048vj2Pb8PrtpExn43DVZlbx8LcJpq/p2jYa+Jh7xwHOzeWPjy/sHS4JfF+ZhcgsLgCodU1iGhuRFxPG1KHe5Ex3o/siQHkT48ib2wAut52ZLfWIaOqEPHaFITEhcI3iM8kZxlzXvD8Ef7y5z/gjx/+Hn+6gWdTlvcnIBvB/M8hoP4dPvr7n/lMu0cUuyAqIgCpSREw6FNQVZaLhppiNNdXoLG+CpUVpcjJzkJQSBCv3Q63per4dfXsX8s+y7SgWto9y/HkfFS1bck8/0Hw/Be4WZghQuOAHB9fVIVHoSc+HTOZBizrK7GVW8d30Wa+k7ZiL7sJx8TzSVYD3zkJ58JOHFX08V1mAEcl/djO7cRqZjOW05vxJKsVi/pOPC7ux2rtJLa7F7E7tIpD/q06mt3HwdwR9h6dYmfpApuLV1gnnKW368dE7Pz0GabGDjE6tIfBkV0M8HcxyOgf20Pv+C66x/fQRTh3cL5j4gAdhHPX7Ck6587Q/vAUbbMnaJk8Qut1NE9LnKCJGG9g2faIaH78El0rr9G9+hbtT16jkceum7lE5eg5ighNHSGaXP0YkYXTCNKOwjdjCF5pg3yuDMAjoZ//9vrgEvtTOMoYyqGt0IS3wymijdFOQDMkkxzfSzD3wjelH6E5o4jMnURswSwSpWfr4kdIK15AJp+fEhllSyqyKpZVpJUsIKVwHumlS0jldqncXle7jnzp2KttC4aOHRg6d1VZwFLQXNhlLIu69xWkBdQSpX3HKOk7QalAuf9MRVnfKUqJ5tIeormT6G47QH7THnKqNnle64jRLiIkZRqekaNw9h2AvUf3zzLPv0TwL+MmiH9tWxNoTetMYWzz/BOWb4ZU4ZbetwXLAmwTsmWZDGl1c/+/jF8eTy1XnZNx2XWb5V8D800c/zJMnzOFavP87nwP31zu4/tnEgec3sUXJxt4e7iMF9uPcLE6jYP5IWxMdGFpsAkPFaTLMFJbgKGqfAwzJuoKMVlXhLHKPAwVZaIzMwY1Uf4weDtC72KFfFdrFLrbotjNBrU+dmgnoHsj3NEnVbkJ3B5Gf4QrRgno8Tippk1IJ/sQz/6YSzUCepaYfZjuidk0D0wluxLbzpggfCfjiep4D0zHeWAyyk1lm4e4/6EgJwwGSfVwO8LaHlOxGswmuio8z0skEtMJnI93xQLRvMByKdEDT5K8sJLiidV0Yzvnm3iWMGFYwoRn0zYmEEtp2t4UsuzmfkzbKkDnhagOwSSzLBlnFVx/rA3AIfcvw1ed6Ihnfk7GaT4TRDPOcgOJTgF3JK4KIvG0kIAuisYLIlraN0tnXG8IyrfXcH5Xk6Q6/vpB8NySgm+J5++uwWyKH0zRSiQT1d83xOG7+lhV/qMhAf9oTML3dQn4ujpGAfqbGsKaeP5HUyq+Ixq/4TGk07DvGzPwrVTfJjy/4rLPquJU5vk5wS1wVniukCrm0kN4GJ4Srq94jq8IbRky65KAVWNPE9InRLWAWDLLUl1b0CxtngXTknE2ZZqllMyzbCMhWV9TJ2HS5llAK1ngI6J2V6prMw4I6COBtCzj9hv83Hp+GNfF4KQqkWBOVSHVtQXPUs36qikNT1vScMX7eFYvVbgJ5Zo4bm/MaguYBdKmTLQpBNYSprbPb9pz8Eqqa3fq1RjPzzv0eN1biM8GSvGaL3PSYdjL/jJcErPn3VK1Wjr0qiGaa1WP2wJn6STspKsEu3wxlBAsC5QF0qaQts47sr5FqmTnKTibqmdvNeSoUqAsSJaq2lJKmBB90cdzGa/Dy8kmnA/V4Ki3HCcDVbicaMCLmTZVbfv5bLvC88v5HgVnI577iOdhvH3cjy9X+vHNumSeB/EVsfzF4258+aQbrx+14ykRfsp9743UY3u4HvvjbTib68OT7gp05sejJiUY9SlhqEsIQSNfOIZy0zFdrMeTmlI8LMpDf1oCqgK9kWxOIFvegc76E+Tafowcu0+QYv0RkmxvIcn+LmJlTHuF5ruIvn8XYWb3EMh5P2uCx84c7nbWhLMNnG1s4Ug021pbEmwWhKL0Jv0Adx+Y4TbjU0tzWBHPniHBiExOQ3xWAZJyq5FZ1Izs0jZkl7VBV9WNouZRFDaOoLB+EAXVvaqn7TRtNbJza1BY0oZyAru8fYx4nkBFB4OIFgjX9syjY3ydaN4horc5vYHWkXW0DK+hbZTlyCpfQpffZ57L+bm8qj5kGJqQqq1Fcna5yjyb8Gzj4oYHxLO5DRFLPBvbH7srtLq4+BPNknU2hpOTZJ694OTsoXrGNmagjdW0f4lnCdO8QNo0L9sZcW3seMyEXwG0ZJ9lqCqNRo7/U1VxwbMMU2VnR3jzeObc/gERKz11Gzs3k4yzLcwfcNl9S1iwtCSkrYlzOxtHuDi4wovXGejphghfH6RFRio8G4jnCsEz4dxmKEWzvgi1hElNZh6qMnNRmJCO1PA4RAZGqnbTHkS4E4/laGYOJ+LZ9YHg2Qhnb0szFTLtwd+OK8Pp/n043L8Hu3v3YM/SlS+pvpb3EGF3Fxnu5sjztEQF8dzC3+5Ifg4eNTVgpXcYa2OL2Hy4jb3lU+xvvsD2zmdY236H5b1vFXofbn2NqbUvMb32BWY3Psfc5hcqHq5/iYXtb94jWaYlZHpx51vi+mtu8w6za1+pmFnlPla+wPTjzzHDmFoikudfYXj2OYZmXmBg8hk6h07RNXyO3rGnKrqGL9DGl68W6WG7dR8V9ZsoKH+MHAPhnDmEqPgOBWfJOju75RHFGYQNEUzk2Dlm8IX/Jxj/Wtg7EZfOmSpkWsLJlfD10sPbvxD+oeXv8SzjPAugw1KI6PR2hKS3ITCtGT4ptXBPKIUmKg+2YQRtVCYcE7PgkqGFu1R7lo67ZNzlch1cKnWqbbHqaboxj4jOhzNDIz1edxDPfLZ69pbCu78c3r0V8Oky4tmrthgexYVwI2ZdUvRwjtFCQzxLO2A7L16LZwZsGLbenCcm7QN5/UG8trBMOEUyYgln6VSM5+Wakg33DAI8Mwv2mRnQZGfCWUdE64lqhky75+rhqZf21fnwSGOZxHON0cEplHj2Ipx5n+Q/HlT2noi0tk2EvX0S7BwS4eiSDO8APUKjSxGXXo+c4l6UNs6o4Znax3bRM3OCHqKjh5jpXTxDx/wRGqd2UENUV/Yto7B1HrrqcaQV9vNZ1oMo3mffqEq4+BGw7jnEaTq/u2SWydC4pUDjngJHL857Ec4+8bD2jYN1QALPNR2+cQZ+V5WIyalHAhGfWd6PopYZ1A2solkyhjyfJkbd8A6PvY7SzmUUtz9GQeMcjz/I77oJ3qGlcPLMha0mE5Y2KTC3SuIzIIHPhDiYWcbigVUMHtjE8LcXR2AT7tJpmGsMbH0SeP95bvG8v5k6+BQVw6+qHAF1FQhurUJ0XxNiBpoQy3fZ5JFWJPc3IrG9CokNxUjkbyUyOx6BcUHwC/Pmb1uajNzHnU8/xl//8sd/wrMJqlIKnE2g/vWQNs8fwszijsJzTFQQMlJjVNa5sbYILQ3l6GipRVtLPWprKpGfl4uIqEg4uTjjHp8t0u5ZkGzKNN/MPt/EsxzLeF6/wW8k+/y7D3Dnb3+GM59jIRp7ZPn4oTIiBl1JmZjOlqrbNXznacJuYTvfrzqxpW/n+6wxo7yZ34Gt0n5sVo9gs3YMm1XjWCrox0NtB6az2jGl7cRoXg/GiocwVTOJh61zWOx+jJXhDaxN7WHt4TFWH51jeYlYnjvFDPE7NXOGsYljgnkfvQM76OrfROsAY2gLbfw9tBHSbQRzG/HcMr6PtsljtAmGZ8/5m+WzafEZuoni7iev0MnpzgUGUdz+6EqBuWX+Es2M9icv0Uk4d6y9QcfqG7Q8foVaor1i6gyGnj3omjaQXr2EaMM0AjMG4M5nmlNEK1yiO+Aa3Qm3qG64R/fCM2YA3nFD8IkfgmdcDzwTOgnkHvin9SEgfQBBfB6GEcsx3E+MQcA8haSyOaRWLCCtcgFZtcvQNazD0LSDYj5LJQyN28hv2EIBlxW17CG3fgPa6lXk8TmbXbmM1KJ55NSsKjxLptmEZgmZzmsTVMu6HWO17Xbus4PRvsf5PUL7EIauYxR2HqOg44hxAEMb17XsQ9+wjeyaTf6bXOdxVhCne4zQ1Fn4xIzBLXCQ/6Z73rdzlhBE/wyh/yJ+ud70eRNkTdvc3O5/hGdB86/h2YhqiZ/vy7RvCdMxTfNqm/8v8fxr8YHA+durA8L5ED++OGYc4bunsmyPsYMvT9fxav8xnm3N4XRlAnuPBrEx2Y1HvU2YaRdIV+JhWzUWO+ux1FmHJS57WF+CkaIctKfFoDY6AOVBnoS0E3KJZ4M7XyYIaGkP3RTqgmZGK/HcRTz3x7hjKNYTowT0eJwnEe2NhykBWMwIwly6D8NbxWyqF6YJXanWPZNEVCd6E9CemJZ205GuKgM9qqqES5tqW4xFGgE9Q3DPJblhkZ9/wv0tJXsoMEsV7uVU4/jPazJ8Fdet8Ti/rLYt6L0JYFOW2RQCaVM22QRo2V62kzCB2fR5mZfOw6Tq9jHBfEIMmwAtQFYdh3G7U+7jjOU55y+4XEUuQ09IS9Y6N4Tbh0I62rrKD8dTovMpofmiMAKviqOuq2sn4lvJOtcTuVLtWto5txDIrcn4sS0F/2hNwY8tP1XZ/qExnhiOxbc1Me/ju1oiuk6WJ3A6nlCOI6KlTMAPDbLvFLyrSsC7ykTCmseoSeF2qTxuisqCS5Xt19WxeMPPSLXtF+VEPtH6muCUeFkRj+dlcarquVRDl962T4hohWPCWoBsQrSETMu6o9Lo9x1/SSdgAmsJU5XsTd5PwbNUp5YMsrRf3i2JwFZRGPaJ5wOey1ZxOLa5bJ/rtgsjcVQej0ue/1VDOi7q01SV7XOGjPd8XEMg8x5cNKfgoiUVJwS0wjP3LVluyTgLlt92aFWGWSBtykbLOcj0+8wzAf1WetnuzFXtnmWoqlc9RXg7WIa3QxV4NVCOFwMVuFK9bJeqcZsv+ypV1e2X0pHXWB2BW6pwLDA+7SJ2e8pwTEBLx2BSVVuyzZKZlrbP0gba1EmYIHqzPltBWtBs6izMlJGWaQG0DF31aqIer6ZacEo0C6Clt+2LsXqcEbzSYdgL6YFbYq5bwVnKN4vGsZ4/fzKAt0u9eLMgHYsJmnsUnt8udHCe2J7rwOFYI3YG64jnJmyOtGB9sBlrvdXo1EUjP1CD6hgfDOqTMFOqw1JVITYaK7DZVMmyCrvtDZgvzUeJrztSre4i+cHfiOiPkGLzCWKtPkak1S1EWN9BGGEdQQhF8kVCwZmA9iGePS3vwt3aDG62VnC1s4GrjTU0hLO9lSVsLSxgZWGOB0SztHe+I71VE9S2zs7wCQtBTGo6ErL54qUjWvMbkcIXEYn04lZoq7qgr+lBXnU38iqlp+164rkCWXq+HBU1oqy+n2AeJ5zHFaJLW0dVlLWNoa53jlh+TCwvq/bQNd3zKhoHltDI+frBBTQMLKhq30UEenZJB5K0NYjPKEdsWhEiErSq2rb0tm3qMOwBw1raH0t29QaeXVwCFJylvIlnafss2DVmno2dgJnC1HGYKR48sHvfcZiEsSMx47BXEoLfnwAt7Z/dCGbjGM+Ojh4KzirrLOOrWmt4j61wz0yGw5KhtR6oXr/NpMMzmWaY3TPGAzML2FjaEM/O8OR34ufqhDBvL6SEh0MXH4+CxBQiWYcWQwk6SyrRVliOhtxi1OoKUJmTr3rcTotKRFRQFIK9g+FN1LsQ+5oHFnzhfHCdeTaDl+V9+Frfh7+1OfyszAlkc3gLqs34++FvyYO/D08L6VzsPgKtPkW03S3keJih0McKNfwb15YQjEH5Tx++GM+3dWGxfxrrU2vYXjzE+uNzPH58hUW+7C1ufYV5Anh6/StMrHyOidXPMLX+FjOM2Y23XPclFne/fY9nAbMxu0xwE80C5YnHn6kYJ5RHFl5haO4FofwMg1NP0Tdxge7RU3QOH6N98BAtfXuobV9HXccmGjp3UN+xjeqWdf42n6CoZgmG0gXoCmeRoR9HIl8yoxLbERxZB9+gCtUmVYaosnVIV22WNU4/9aqtOgz7H4TmergqU4diMu3iroWnXwHhUo6QmHrj+M6Es1TdjkjrRGR6F8LSeHziyie+mi+4xXAM08M2hLAM535jsuCUSIimEqWZ2XAlSt0LtHApzIZzKZcR0W7ScVcDMVxfACeZbiuCZxfh3EMw87kq4dNdDp9WIrq+DD5lJfDK4zbpBXx5zoNrqBZOvrxOT4YHUeueDXsPgto7E/Zcbu/L6yeinXhOmlCeUzjvS0QG4Z0F9yQdHBOI7fhUOCSlQZPC+5TGa5cxmhmu/J26Z+bBI4X4J5w95HiRRHuwDg6e2QrPkr2XasvmlnGEXRz/bcbD1i6R30MqfAPzEBFXhRTixlA9hpouPj9GdtA3c4rhR88wvPQcw8uMtecYeHKFjrkTNE7uo2Zok3hdgq52GpllI0grHkSCrhdB8Y3wCCqBk5ceDi6ZxHMK7DUSify+4wjpBL5ox8HCLRoWHjGw9OaywGR4RGkRlFJMiFYjLtdYdTunfhilPY9UBrxWYmwDVSOE88ATGLofIb/jIUEzicSiHn62Bm6hBth55cBakwYL2ySCOc4IZ/NYhWfJPEvVbRvHeDg4J6rhqqw94mDrl6Q6NJOsv4Nk/PP08LxuA+9RZ4BvazGCusoRxO84uLsMYZ0lCGs2IKJWh+iyDIRmRyMwIQCBUb78fUt/DXz+3PsEH/1V8Pxb4vkP/0M8/6v4w4e/w4d//h3u3v8EHp4axEQHITs9DhUlWrQ2lhHOVejpaERXRzOaGutQXFyI+MQEeHh58jlqjk8++eQ9mAXLJkib5gXPxjbPpvMinn/zAX7/2w/wyV8+hD3/1gU5OiDDPxCVsUnoytBjMq8Cj0v4d7a0C5vlfdgqG8BaUT8WdV14pO/GnIFQLhvFw+pJzNZMY6ZqCuPFoxjQ96Enpxdd+l605fWhpWgIHVWTGGh8iDH+jmYGNjBLAM9MH2J69gRTc2cYnTlRw0INTh1jQIaFGj9C18gB2kf20Di0gwb+ThtH99EsvWBfg7l1+gxtDwlhRtvcFaH8HN1LL9G38hkG179E/9pb9Cy/NkKav22pmt0mVbSXXqCNeBZAty2/IpxfoI6gLp88RNHwLvI6Nvh7XEEKkRupH0VAai+84tqJ5TZ4x3bDN64XfvH9CEwcQkjyGCLSJxGZOY0o3ThiCsaQWDqNlIo5hePMmidqX/rmdWgbVq+n1/hbXoO2cQW5zRso7txHec8pKvvOUdF7hlLCVqpNq2g/RD4RrW/YRF6TwHYVqWWLyKxahr5ROgL7qV2zRF7bDve9dR3bqtQS4znEeHbdBjJrN5DdsIPs5n1kN+4is34LGTWEcuUqr3cZScVLiMtfRKxuAZFZ87y+h/CNGYdbyBA0Pn2wc+9SYBZo/hqA/1Xc3FZC9mEK0zY/w6z6jMTP0XwzjFW0/znMHX/Kcv9y36ZlN+dNyyxk+gacTfG/guebyDbFB989PcR3V9ch0yoOFKAlC/31xRa+OttgrOPzk1W83l8ipOdxtDCJnalhrA534Ul/Gx73tGKhow4PmysxU1/Kl4RiTPMld6I8D4MFWejIiEd9XAiKgpxRFOCI0gANwxEVgY5oCHNFe7QHOhh9MR4YjvNmeGE41gOT8T4EdCDm0vwwn+GHR5kBBLSfags9myy49lFtpSX7LENUzcSZSgk3hgtmE1y4jbGcT3Ynnj2xlOaFRWn3zFhJ8yGU/bEpHYpJT9xZfpw3DjNl6vBLSglZJkg2oVimTbg2ZZdNy38ZJjybtpFSoC14PjJ1DGYCNLeVMGWZBcyX3FbiKs8Yl4TzuY7A1hkBfU5AS1thqe4seH5ZFInXJdF4S2B+LoCW7LPgtoroJX6/bZS2z1JNW6pop+CHJoK3XrLNCfhHczJBTGALlmvjVPwg667x/ENDkiq/JDw/l2GqWH5TQzQT6V+UxeKLUh7jGtDfVCfhCx73TXUc3qpIwFsCVIbJEjzLONMvGU+J3/MioplwliG9jgpCccDrEBibqmbLtABZMsxSTfuM12QCtJQCaslMr/Ne7vDze0SzjPdsavcsWWZB7jEBv8H1gub1wlD+wfDFRkk4Loje89o0PK1Lx9P6dFwS/2c1yQxj5vmQn9vmdtulPC/ek3MC+oT36Zj3U7LSpsyz4PizTp3qHEwyzZJxluWCZ8l+C65lqCppQy3jPBvxrMOzjly86C7A6/4SvCGc30pnYaOE8lA1IVuqMsvSYdgzGeN5qgmvJpvwlOtkuYD5rKsEZ53FKo7bC7HfQkAT1jtNudiWdsxE826rzBuBLHAWNEuYqm9LO2iBtcxL5lnipKeYUK/HUxnreaIJzyebFZ4vOG/KPEs8mzVmnSUDLdW2peMwyUBLte5X8x1qbOgvHvfg3XIf3q304yvGC647Gm/B7kgz9sbasTLYhOmmEkxW5vCPdBRakoLQkxWF0bxEPCzKxGptIfbaiObWKuy0V+NkoBWH/S0Yyc+Eni88CRYfI9HyE8TbfooIm9sIsryNQAI52OoBQgjhEGIomID2f3APvhb34GVDIF1nnt3t7IloOzjb2Kjss72VDWytrGH+gHAj3u6ZW/DFzRYaN3cERkQhIUOLFH0VUvOakZ7filRDi8JzakETMkpbkMnIKm1CVlED0vMqkZpVggxtKXT5VSioakdxUz9KWoZQ0jqIouZBFDYOqBBEV3dPq7GfKzunUNAwBEPdIEpbxlHVNYvqnodcP6vGeM6rHUB6QQvisioQlVxIdOQRH5nve9u2cXaDmY39NZ4dFJ4FrNLO2NhJl3TWZUS0TKvxlgloyTrb2snwVdLmWUJgLD1uOxizytchSDYzk7bhtmrauMyWL7rGzLEpBNFGQEv75596+Fa9fNu5X1f3doWFlb2qHn/7jowpfYdxF5/euYs713GPoL7LdXdu3+H8PVg8sISTnQZezi7wd3NGuI83UiIioEtIII5TUZWTi5ZCvqCWVqpo5HRNfhGq9AUoytYjKyENMcFxCPUJgw+v29XaERoLKziZE88WZqrds6/1AwTYmiPYzgqh/J1IhBDSQWZ3EGx+j78x/rY4H8Ltwq0/RZzUfHC9i2LvB6gN1aAtMYgvnSmYqOTfxsYWzHYM4/HoEtYf7uDxwwM8nD3C7MIV5tYky0wEr32JSU7PbHJ+5ys82v0SC3tf4cnBd1g+/AErR8Zq29LG+fGeMR5tfYOZlS+J5s8wuvAaQw9foIdYbhs+QcfgMVr799HUTSB3biowVzYvo6xhCYVVD/lbnEFe+ST0pePILhxGpmGQv+dBpOYMEs19iE3pRmRCm2qLHBheDZ/AUrh46KFxzYajCwFIXLlwWnrM/jUs/yw0P02bet22Zzhw3s0nj7/bUnWcyMRWhefIlA5Ep3Xz992PmKxehKe0IiCuFh4RJXAMIp79M2EXmAF7AtohmvuN5fkkpMMpjeeUkwVnHTGbT5wX6+EmnYBJW+aaIjhL2VAIj/YieHeXwre3An49BHQH4dxcDr8GRgUjvxR+mcWQ8YM9QnJ5jrxON7lurbE3aIGlSzpsCFhrt1TYeafDwS+DkQY7/2TYBSTDMSQVrlEEd1Q67KN4rTFEdRzRnMhzI/Sck7Phlko8E84yRJWMs+welad6vXaUXq+JdTvnTFjLuMdSbVkASTxbEJFWtvE8l3T4BBGBSTVIze3is2KKz4hl4lnai15g5NELjD5+hbGVNxgjOgaXX6KLv7cWwrp2dBdFXU+gq59BRtUY0gmmxPwBvli3wSO0EhqvfNg6ZRnbqtsQzrZEs00MbOxjiVsi1pl4JqAtPeN4vUlwi8mCfxrPRV+BWEM9EvgMTK3uRG7HGMpGFlE2uojSsSUUDy/CMDAPXc80sjvHkcbnXlRxC3zTyuAcoYedbzbvZzqsiHYL20Rje2erBFVK53OCeUcXhgdB75Wkhu6yD06Bg3z/qTmwz+Tvgt+9a5keLlU6OFTwPtflwLMlD94d+fDm313/LgOCWnUIqctCeHkKgnWRCEwhnmO8+T078Dn1AGb3b+Gjvwmef4MP//BbleEVEAtSTfHzLPM/x+/5uT/86be4c+/vcHN3UJnnHL4TV5bq0NZUjq62GvR3N6O3uw0d7S2oqqxAanoa/AL8YWNto6pu/xLMNyFtwvPNqtuC599+8AH++sffwfLTW/C1c0CKfxDK41PRlmnAiKEGc2UdWKjsx5OqEcYYHpWOYlw/iCHdIPpzh9FTMIrO4gnGJNoLx9CaN4qGnAHU8t9ijXYQFblDKCvk36rKabS3LKGvaxXDQ9sYIYKHiNX+SWmnfIT+h6foe3h+HRfomWXMnKN79hzts2dofchg2cb17Q+vVJa589Ez/kZfoOMRUUw8tz3ksvmX6F16i/7lL9C3/Bnh/BodRLWslzbNLY+eom3hGVoWnqJlkSWjaf4KVdME6/A2DH3rMHRuELir/K0vIqFoioAeQXjOMCKyhxGrnUS8bgbx+odIynvEv+eLyCh8gqySFWRV899I02Pkt62hsHMLxXyWlvbuobz/kOU+iiQ7TOgay23ktciwUdso7T5SaK4gngXQZd0nCs6F7fvIayaG64n5unXoGghf4jmtfAlpFY+RVScA3+K57iC3hcBuNiJZhqQSJGdUbxDwa0guX0FiyTLiix4jtpA4lunSNcSwjCpYRGTuHMJyphGSNYGg9HEEJI/DL34MPtGj8A4fhWvgEBy8e2Hj3qmw+0ss/3L+X8VNPN8M0/qfQVY631LZ4H/GsSlMgP55T9yy7qd21r/ct2mZlDerkqvtCN5fg/H/Svwqnn98doofnp7i+6cn+P7qmHGIbwnob4nnry92GNsK0N9cbqtMtEx/cbKOz/bX8HLjCc4WZ7A/M4rN4T4sdDZjqrECk/VlmK4vx1xTJeYZc43lmK0vwVRVAXryU9GcGYXKuEAUhbiiwN8eJQEOqApyQg2jmZDujfLEYLQXhmK8MEZITyX6YybZn4D2J6ADVcyl+hPOvqpa90yCB6al+jaxPMtSYibOFdOx12hOdH1fPpSq2ykexkgipKUTsVTJMvsRzcbeuDey/TlNTBHKplhL98SqjC+c4vY+Iy0gFgQLiE3DT93MOsu6m5A2ZZxNy6Q0ZZ8PieaDHF/VMZiEaudMXEvmWVXV5voLlpJtviKYJS60AThjeaoPxpmemBY454fjeUGkyjq/KY0hnGPxlih9Q1RK+TmR+QUx+VVVLL4mhL8l/L5rJIQZMi3Z5O/rE/GPJmJagCzI5jLpKEyGppLpb6XnbW4vPXF/XhmD16U8FhH6jjD8ri4FX5bH8zix+LLCmIX+ivNfEc+fS8a5LJIRrYau+rI+WWWcXxDQLwjpK57bOc/zVILneFoqQ1AZh6E65+clTB2DmYaZMrVzFkzLOilNPXJv5QXhgJ8/JVoFtartMwF9SrxKBnmH6N/j+W+XR+NJfiBWi0KI4ERc1abjqiaVx0vCMc/9hHFKuEvm+ZDnuVEUiuXCQOxWRuGsKRnnrakEdJLaxoRnU3ZZAP15l/49oE1Z6GfXVbilw7DnbVpVZftlV67KPD/vzFdtniWeEq4viOhnfRUqqyxIvuyrwsuxRjwbr8OrqUbVOZiM/3wqYG41YK+eMK7TYpsvCluclszzVqMem0TxJsG8Xp+lOg2T6toCY8kumzLRsswUssxUjXuX8yc8hvS2/Xy8Ecf9FTgerMLleBPORxtwNdWi4nKKiL6BZ4Hz60e9ahgryTK/lbGgH3Xhqyf9+HZ9GG8We/B0rgPHk204mOjA0Uwf8dyC4ep8NKeGoinWB53E81B2NCZyEzBfnIHNOsmQV+Koqwa7HVXY7KjExXgn9vm55tQIpDqaIc7qNsIY/pa34GVxGx4P7sDH4j78CCJ/M8L5/j34ED5e5gybu/C0J5Ik60w4uRCLGiLPwcoO9pZ2sGEpQzYJ/h5w2treCS5efgRqApKz85FNLGsLu6Et6kFOcReypO1xETFd1IiU/Gok55YjSVuC+AwD4lP1SM7IR4auBNqSWuhrWgnjbhQ29aKgsQf59V3Ir+sioPtVNrqycwLFzcPQVnYiq6wNeqkO3jSC0rYJAntcZZ21Fd08RgOBUYqw+HwER+fALzwFHoFR0Hj4qw7DVLVtXpMM+WRn5wIHB3dVVVqj8YXGkWDW+MPZyf89njUaL1W9WuAs7Y5vxgNpd8x7YfZAxns2lvfNZPxnqWJtzDQLlu/dl3GhZXxoGSta/vPBUq1Tw1fJmNA20kbaFMZOx6Tat7mFjEn9ALeI5o8/uY1Pbn2KW4Ty7esQMH/K8tbHt/HprTswN7O4gWcXVW3bhGcD8VyRo0djUSnayqvQVlGDhpJK1BSWorKgGMW5+chJzUZcWBIi/CPh7+oLd1snOFtZw9nCXHW042VtAT9bCwTbWyHC0RaRjChGDCEdbXEXsZb3EE04R3ObaDszxNjcRqLtR8jRfIJij7uoDbZFa6If+vWJGK8swFR9A6Za+7FAOKxMrWFxekf1KDv7iHhe/Uxlnh9ufYWZ7XdY2P8Wy8c/YPXsR6wxVo4EzsZYvQa0wHlxR9o7/4P4/gbji19geO410cSXysET1HbuoKplA2X1yyiqWkBB5UNCeRra4jGF5GRdDxKyW/n7qUdEcjXCkipYVhKtdYhKakJ4fBN/6w38XdUiIKIKvsFl8PIvIJ51cHbPYWQzCBM3ySZLJplolF62/0XcHK5Khqmytk2GDUN639Z4auEZXISQuHrC2YjnqOROxKb1IiGzH3GZvTy3VgTG1sIztBiOvlpYe3C/PsRzIHEamgWH8AwiNQ2O8WlwTsmACxHloiWe83VwLc6DW6kBbuWFcJGoNaixlz1aC+DdXgLvtjJ4t7BsKIFPTRn8Shm5xHN6MXxjC+AVQth65RD+2bCTTtIcCDxbAs9WqlMnw8I+ETbOxJw7r9GD1+VJ6DHsfJPgFEQ0B3O5RCjPOTyd55kBpxhjFW/3RB08EolmwtktiqX0eB2o54stoe7BINjtnNIgQzVJ1tWSaJbxjm2dUuDso4VfVAkiM/jMKexFXsMMKntWVPvivhnieeElRpcI55XPMLbxBQZW36hqr80ES/XYDgq7n0DbNI206hGklg8hzjBARLbBNaQKdp75BGwGn33GjLe1VTxBFwdbO4ZjHKycuMw9HtZePJfABGiikuBNvIbmlfAFvhaJ1cRzfTuy2/ug6xuFfmAcuqFJ5AxOIKOPx+saQFJrN2JqWxBcVAPPzGI4x+XCISSH32smX+rTYCOdpDmmqsy7LcPeMQ1Orllwcuf3zvssw3ZZE+42oVwfx99WCj+Xwd+aPh1OZfy+yrNgSxw78u+6W1M23Pk316NLC58ePfzasxBYn4qg8jgE6EPhx3dL/2s82ztc4/mvH+KPv/+AECaePzRWj1YovgFoCek07NdCMsF//PPvcfvuR3B24fMjwh/ZxLMp89zVVouBnlYM9HWiu6sdtbXVyNbyHoaHwdHREXfv3v2njsIkZJkpTOM938SzdBz2p9//Fvc/JtqtbBDrE4D8mBTUpOajQ1+NoeJ2jJb1YaJyBJPloxgpGkOndgzN2WME8ggqOV2mH0OJbhzFOaMo4fKitCEUpg+iIHsEeVyXWziJwso51LQso7VnEz2jRPP0mRHJcxfofnSB3sfP0LN0HYtP0b1wxfIZehk9j1+ga4lIJnjbCV0F5evonH9BXBPBk+doGj9Dy/gl2qaeomP2OYH9gqB+jpbpKzRNnaNx+hRNM2do5nHbpSr3IrfhfqVsmjtH9cQByoaJ2z4iuks64SKI6xb5m3+END4XBdP6eqk+vYG8uk3k1W6x3IGhjhiu30URQVzau4NKGQt66EhF5aCUJ6gcOEFJz6FqU1xCLBd17BPO/FybzHNd97GKYomuQy7fQy4xrG/egq5xE1m1q8isWVGdhCWXLSCheO56WKo1Y1StEcorhPIyEkufIL74MeII5ai8RYRr5wjjhwjKmEFAxjT8WfoxfNKn4ZkyzmfKMNxi+9Q4005h3XAI6oKDfyccfLtVNW07927+G5bxnFtV/BK9vwbqX8ZNvN6Eq6wzfda0zviZ/9/i2XR8U6jlBO+vwfh/JUzVvW/GB18d7+Dd8S6+Od3Ht+eMi318d3WgMtE/SAb6StpE76j49mpbIVo6F/uW2395sI3Xmyt4trKEi8WH2J8axfpQN1YGOrDc24bFzkbM86HwqKUaCyylWvej7lrV+dhAhR6tugTU8sW4LMITJYRzqa89qvwc0MTprjA3BejxWF9MJfhhMsEXM0kEcyrxnB70Hs8Ss4meDHc8lN65EwTPLoSzEyaiHTER44jJWA1x7azgLNW255LdVAZ6TiDNzy0S0U9SvbCa7qsy0OvZMjyVjNNszDQLlk14ljCN3SwAluzxTTxLxlRlkjlvqqIt2/xamKpuC7iPDSE4karbBJ8p8yydgl1yP6qaNre9IpJVEMyX2kCc5/irzPN5rmxjhPMzQyReFkWr6tqSdX5dEoM3RKXA+TOGwjPRKNnnb+qkN20Zjuqn+FaGoiIspVOw72oS8HWl9Kodg6+v4xtBd20cviacv+bn33H7LwjQtyURxHIsviWeJeP8FeEsiP6yLI4loyJejTH9ksh+Sex+Rkh/weNIFlqyzi85/4LTV8TnKc/viHA+IWpPuU8B8s02zaZq2wLofxWq3XM+oyAUR0SzjPssbZ33OS3tmw95XQfV3GdDMoOQrozGCvG8XhiGw+JYHJcSzTxnwfNZpTHrLG2dzxtSsM/r3a0i7puS8KwrCy97tbhqTcchz1NVDb/OLguOpV2zVN8WLAumJSTrfHWN56eC6pYchedX3fnvh6p62mlQcUy0nncW4JxwPiGcpWftpwPVeEGwXoxUqXGdBc+XxLVknY/5Eih43iWed2qJ5wbpGEyPnZY87LYbsE8Ib19nliXLLHhWOOYyUwiaTW2iZd1pNwEtVbq7y3AxXIuzoRrs8VgH/eWEcz1OhmpxTlCfE9JnEy2qwzDB88v5PuPQVdd4frvYjTeE85v5TnzG6S8ec9njPrxc7MPZTBd2x9uxM9GJeT4jOgsz0JERic7EQHTzGTGWHYOFonSsV/HaGop4/oW8phJstZZipaUY51NdeLs6iUfNpcgPcEWM7T0EPPgYngwXvvxo7n4C1/ufwuMeoXznLrw+vQ0vLhdYe9sS0AS3u709XGxd4GLjAieCztHaWfXmbHtdbdmSqLK2c4Wdsxfc/cOIinSkEsXagla+QPQhr2QAuWUD0JUJoJuRaqhFXE4xotJzEZnMFyFuH8YXu9jkTCRn5iLdUI7sinrk1rYSzR0q9JzW8mVTEC2gFkTn1nQjs7QZacWNyChpRk5FJ3TVPYR0r4JzakELYjIruX8DAiJz4BuWBo+AWGi8gmHLc7VwcIK5nRHPVtbEM69R8Ozg4ANHCfufAK3RmPDsDRnzWTr8EhybPbBUIBYAG8NCwdiE40/vmOHOXTM1fe++OacfvA9ZZ1zPF1HuQ4adMmaxf6oGLmhW7aQZMqb0pw9+jmcFaCk5rxD9Cedv4Flj6wgPJ6drPHsjNTISuYmJfMlLQ7U+Hy2lFeiqqUNnXQOaq2pRW1aOsuISFBoMyMnQIjEiGdGBMQh0C4CndEBmYwNXGarKyhzeNpbwt7dEmKMNojR2iNbYI9bRDgl21kgmnFOs7iPR5gHibc0Qb3ePcP4EKXZ/g07zEfH8KWqCrNAc74VebRxGy/Mw2VCHaeJ5vu8hHo8v4/HMLh7NHeMRXyIX1j/H4t73mN//Do8Ovsfj0x+xevGfsHH5n7DOcu3kH1g+/F6FCc9LMuzUtnQS9iNmVt9hZP4tBmdfomf8KRp7D1HWtA5DxQJyCmeQkTeG9NxBpOj6EZ/ZgaiURoQl1iAkvgJBscUIiClgGIjTAgTFFfM3Xks4X6M5tBReQcVw982Hs2cONK6ZjAwVji6SOZYqvcmw0xAx0jHY9RjOvwwrG1kvCCKIruetZRlRZMd9ugcWEM+1iEhqRnhCKyIS2xGT0ovolC5EJ3VwvpnnVAOf4FI4EY3SG7S0P3bwI96Ds+EUmg3NNaA1calwTiVQM3ie2Vyv53nn50JTQJgW8zqqcuFUq4Mzw6U+D671BrgzPOt5ncS1p4GozimEb0oBfKPz4RWghZs7ge5AjNlkEZGZ/D2n8ndLOFsl8t9YAqzseS1OSbB1IaTdEmDtFg9bjwQimMt8kmEt4ct7IVnpoFSCX6p2E/jROXCN1sEtknCOyINHKJEfxHP00cPFS0ILR95rW410uMbP8n47OKdC45EFD24XnFCFWG2bwm9ey0NUDKyheUwyz+cYeWTE8+jK5xhd/xKDa58RK8/QMHOKqrE9FPSuIKdlFqk1I0isGOBLeT98E1vhHFxJvObDwp54tkjgdQqeiWSbBNjbJ/C7Zjhz3iMJ9n78ToN5rRGxcEtOhb8+DxHF5YitqkNCQzMSm1uR0NqGxPYOJHR3I66L32d7OyJaWhBSx99YWRm8DMVwy8qDcxK/l0gtHAKzCeN02LpKe3ljj+3y27Lnb8dZajm4psPKNQGWnomw8EuEZUgyrKJTYJ3EbdP5e8pLh0MJ71kpl5UnQVObRjxnwrklA84dmfDsyYZ3ewZ8+Pfdn+8Xfny/8k/zg18c8cz3UQfNA5iby3BVf8KfBc7S4/Yfrqti/wqgfw3OKn73AT780+/wye2/wFFjhYgwP2Slx6G8OActDaXobq/DEN+Zhwa60dvbiaamBuTm5yEqJhqurq64f//++2zzTTxLxllC8GzKPv/+98aOzGRcasHzH3n8O3/9Gxz4rA5x9UZ6aDzy47JRlVGKptxGtBk60FnUx7+5A2jRD6EucxKVhFdR+gQMnM7TTiJXO43cnBnkZ09DnzYOfTojZwrZ+hlkFTzk36EFlDQto7ZnC+3jJ+iZf46+xy/Rt/wGfWtvMLj5Gfo33qKX0z0rL9G7/AK9UjI6+dxrkwwxod1I/DZMHqN+4gQNjGZB89gpGoaO0dB/iPr+IzQOcvnIGVqnLgnnS8L5QuG5aYq4ZjTPXKisdS+P37/yBgNrb9G38hqdhLu0ia4jsqt5jAoiv3RwD8UDuyju20NJ7z7KpNfqniOUEbilHYRvO8u2I5QQwWU9+wrOtaMyFNQ5angOlYMy/NMZqoeuUNF/idLuCxVF7afIbz6EofUYhR3HMEj1bGl3LO2TGZJJzm7YgFaqarNMq3yCRKI5vngeMYWziMybQjTva2zBAqLz51T2OEI3izDtDOMhsTyLQH5HPskT8Igb5nNjEC6Rg3CKGoBDZD/sIvpgF94Lm7AuWId0wCqoDdb+xKM3MelOjLoQoS5SvbqdIO0gBtth7mDEs7VLuwojpk14/qn69b+Km4C9idZ/hWdBsAnG/ypMiL5Zjft/VG3btNx0fFOobRmSMf5XMP7l8pth2uZmfHAyP43zx3N4sfYYb/bW8MXRJt6dEMhnu/hRstCXe8beuC8EzgJoQpvldxeH+OpoB293NvBmew1vdtbwYuMJLpfncLY0jZNHkziYHcbGaDee9LVgobMe88Tz4kAjHg+3YGWoFU96GzDbVIK+gjS0pIahPNgFZXxgVfrYoSFAg65wdwzG+GIkxofhhYkEH8wSz3NpgZhN8SemBdTemCGeHyZ5EsSeWCCCpU3zQorMy/BXxuzzHKcXUmW9B5e7KUg/jJdwIbiJaKJbqnCvpvpiQwCdKZD2MkamsfOwzWwjmE1VuFX2WGfsaXsv9ycIH0j2WeDMeYmb1bUlTPMSsr0Rz6E4LRBAE89SdZsh1bUvieqnBOBzYvFl/nUYwvGC5YvcEGI6hLC+rq4teC6UIZ+McJbs8zNDmIKzVNn+popAJiK/Ih6lnfJ3hOO3jG8IZQmZls6/fqhPwY9E8HcE4Dtu+47ofUfIvuMfl68Ixy+rYvBFNfdBbH/flIrvG1PwjvgVPL+TY9QkE9DJCs9SfftdZYI6vuD5M+7jDQH7vDTKGITyc6L8BSH7in/AntYmEq6R2OO92CsKI5pjcFnNZddVsm/i2dQxmCyXrLOUEifcVrAsPW4/4Xe2qg9QcJYM9AGPvUPo78gxuO8dCV7PbnUM1krCsMz7vlsgbamNbZ6l6vbTBgaRK1niY963g6pYHNVzfVs6nvcQvl3ZuOL0Je/blSBbQrLKDFl2LuNC83wk+yyYFkDLNs8a0vCyJRsv2gnnrjy87ja8x7NknV/0FOOCcL4kcC9kKCk1nFQpLvorcUlAX0l1bqm6Pd5AUFfhaV8lnvaU46qzBFddpThtL8JBc977DsP2iOUjQviiv0xV0zb1sC2dhgmmJcts7CDMuH5bOhMjos/7SnE1WImL687CJKTd88lQFY4Hq1X2+YyYPxmpw8lokxquSto8q87DZqU9dBeuplpxKcNbPWzH50u9Kl4S0S/muvD0YTcOxluxPtCAzeE2LPbUo79Ui+6sGAxnRmJCG4v5wlQ8Kc/CRm0eDgjmPcJ5vbEA2x3l2OqqxMFoC54tDWO5tw4VccGId7aC34PbcDP7BC4sNfdvw+neHbjevQt3hsddgtnsDnys78FPYwZ/Vyv4ODvDy8kbXhoveGg84eroDWdOSxVm1R7X3pMvrt5wcCewCK3wxCyk6yqQY2iFztCj8Gzgi2duObFb2IQkfSWi0gwITcxGUEwq/MLjEBgRj8i4FMSn5iA1twSZ5XXQ1TQjr64NeTWEc0UTsssaCOQmTrdwuhkZxQ0Eci1SDNVIlky2oQ7JBY1IKxSgNyJeW4XQ5AL4RWbBOySV55YAJ+8w2Dj74IG9E+7b2uOBjb3qMMzKRnq9dlZVpaWdsYODN6elp2tf4tlPZaJNmWc7O1eVaRYsC4il7fHde8Z2yAJlY9xXWeGfZYiJ3k+I2lu37yow3/5UtpEq2Pe5D0sFclO7aCmtGJYWGliYS0j7aVvck17N78h+ZJ/XcY3nWwJo4lngLMNEWQieeV0e/P4CPNwRFRCALOlpOz0D5bpcNJdWoqeuGQPNHehv7UR7YzNqKqpRWlIGA3GUTTwnRaUiOjiOnw+Ep4Mr8WwHV2sruBPOvkRyoL01wh1tCWc7xAqeHeyQxGXp1mZIJ55TrAXQhLPNHSTb3EKG3d+R5/wJSjzvEM/WaIr1RHd2NEZKdJiqr8FcxyAe9UxjafQJlmd3sfz4Ak/WXuPJ1ldYPvoRS4eMox/whFgWPEvWWbLPm+f/jrXTf1OIXj8lqE/+HcsH/4D0qD279g5ji2+IJb44Tj1FJ1/w6rp2UVL3GLoSgfMIkrL7kJjVo+AcmdyI4NhKhCZUIjy5CpGpVfy98jebWo7IlDJEJFcQrI0EdAOCoox4dvc3EM5a2Es1ZQdiUBBHMNs6ElAOhJMDMeVINP4v4dmYiVbTsk6GrXJKg6s/IRhLPBPJoXHNiEhoR2xKDyLjCa34NkTL+M/xPPfISngR2k5Epb1HJhx9ic9g4jNUB9ewHDgR0BoC2oX/Tp2SCd6UTDikMjKJ0BwCmjhxKcuFcwVBXU5wl/Mz0rlYtQFeNSWqp20X/n7cM/LgnWiAd6QBHv5EtlsWpHM0G2vi2SqDv1/BcwrxnAxLawLONhHWvAe2TrwPLsSzSzyBF0+Ect6T94VhLUFE2/mnwj6YyJdOxsKJ+7AsOIcQ6CG58Aoj3EOK4BlQAA+/fLgR0fKfFo5uvAai0dGDAPQiBL0z4R6ci6CkSsTmEc9VQ8htm0X50Crqx7bROXmEvrkr9BMoA8sviQkCZvUVWhcJiYcnqJjcReHgMnLaHyKlbgQJFX2IyOvhNTdDE1QGG49cvkBmqk67rKx4DbxGwbPdNZ5teY12vB57P15LGFEdGwenlGR4anPgZzAgsLgYgYRxUFUFguuqENJQg9DmOgQ3E8wN/F3VlsOjohAuBj3vN+9vlh6uqoM2HTQhObD3Toe1k/TWnqR625aq2/KfLVLV3845DdYevOc+XBfA8wvjfY3lbyyJkcnfVF4qrAtTYFmYAJuyJDjXZ8Ctmfe6OQ1OCs9a+HVmw78xFUF8RwkyRCAoKxD+cZ78rTtA42IBK+u7fN78BX/70x/w5z/+AR8SzD9rz3wNaFP751+L3/2OgP7DB/jb3//I+2aO0FAfI55LtGhpLENvZwOG+zswNtyHwcFetLY2o6CwEPEJCXB3d4eZmdn7KtrSeZipozDBsgnPEsZ2z0Y8C9oFzx+y/OQvf4XlnfvwdnRFjH8E0sJTkZtUgLKsWlRoW1Cl70KlvhclWQMoTp+CIX0OuoxZ5GTPQZv7CHrDIjG/hLzcBeiyiWWtLJ/nM2Wef4cWkFW+hOLWDdT276GVoO1ZekWwCpw/Q+/GZ+hj9Ky/RefKK7Q/kYzwM3QsPlXRsnCFxvkL1Apqxw9RPbqP6pED1I4coXboADUDnO9lSbxK1BO4jQPHaJm8QOvMJdpmnxqrevM33vFQstdSvfspz+EFBlffYmTjS4wyBnn8Pv7uO5+8QhvB3rLwDI38TO00ITzBYxPpNWNnqBk+J4YJ435pp3yCyl7+G2GU9RnxLHBumODnRi9QzW2rBnnuI89RNfCMcL5ESdclDC1n0NUdQt/AIKJzmneR1bgDbfMe5/eh5bS0RU6rWkVSxTJiCuYRnjuNiNwZRObPIlw/TSRPEcnTCEibgF/KGHySRvhvcpTlGLziR+EWPcTnBaEc1A3rAALZ3xgPfNtwz7cV9xkPfFtg5tMEM68GmLlLNOKBG7HpTBS6tMHGtYv/fnv576sHlpp2BWVbt873nYYZh5OStsuCVH7mV0IyyCZgy2duZqlvzpuAa1z3P8azsVdtY4dh1kS+hABalpnZN3Cbm/v6dTzLMFsSJkCb8HwT0DcxfBPLvwzT527GB/sPx7HL2J+bwOHiNC5WH+H51hNCeh1fHG/jy9NtfHUqYJYOxA6uYx9fX+7i3dkWsb2Gtwcr3J6f2V/GZ4cr+Jzxdv+J6q37cm0Wx0tj2J7uxcpIOxb7iOf+FmwMdWB7tAtbQ+1Y667H4+YKjBVkojs1CnWhXij3dUK1nxMaQz3RGemDoTgfjMZ7YCxeOhRzx7j0sE04z0qb52SWnJb2zwtpvniSGYDHBPBiui/R7MFtPFQ5L5EkIUNWeWAxidAmuhcSPLHEeMJ9rCX7YSPVD1uZ/gxCOcMHWxm+2M7yw15OIA50wdjJlnXGZRIyv68lkvUEcX4o9gm/nbxAbKsIwB5BfEAES+znG8EsWWpTdlpKad97xHUHUtWYGD9kHOulwzBp7xyGZwTdy0KiuDAarwqiCGdCWReCc+mFmxi/4HFVSHto7u8F4fiC0HxRGKaqVH9ONAqavxb01sQrJP9IDH5H3H0tSCYsJRSq6xLV8FP/IIq/F1TXxHGbGGKaAK8jhFl+XhVHQCfga37+O9kPYfiuNgmfV8bhS2JXet3+ppaIZimglt6+v6hKUOveVMThRTmxzOXPpbp2ZSyesrzk+Z1J1ploPuD9OGQcl0gGOhbH1yFZZBOgBc67hjBCO5z3PNxYFobjuEg6/IrFFnG+oOPvgLHL+VOe6xGvb7csUrVb3i2LUOUW0bxTKj1sR2CPy454flIF+6qRaGac8hqOJHNdHY8TQliqfF80peJpawaedmThmRq6KgsvCGGB9hVR/LSZy7nsoilDjeMs8bw1m3jW4WVTFp7XpeF1Yya+aM/Fl72F+LynAG+kynZHLp5y2bMuAwFdpMZ5fkmkvhypxQti+Wq4GucE67n0dk1APx+R8Z+b8Jp4fcXpV4N1/AzXE85HhPNWTRZWK1KxVpmGPSL6hBg/6shnKVGAvWYt1mvTsVGXgf3WXBx3EdVcvt9mUNW916VDMQL7crBKDVV1Srgf91Wo4aqkPB82dhgm7Z4vxhpxOtxIJLfiJUH8cq4HT6fa1fzlZDPOiXzJUAum3yz0qerdl5NtOGMcjbVga7ABT6Q3/7oCNY58V0YURnJiMFecjuUqHdZq87HaUIi15mLscrstxmpHJdZ6anA41Y2z+UE8IZ6r0qIR624Hb4vbqj2zu80DaMzvw83KEu5W1nC3tIInYeRjaw1fexv4O9nC39kOfi4u8HfxQoCrD/zcvOHj4kOQecGVoNaoDq0Yjj5wcQ+GX0gCopP0SMupQKa+Edn5bdAWtCObkM6SDsNy65CQWUqA8KU2Og0+ofHwDYklnhMQHpuK+BQt0vLKoatsRUF9lwpDTRdyKzqQU9xMfDciq6gJmQX1SCHC4zOLESvVvhmxWYWIySpGdFYRotLzEEKc+0akwCM4Bq5+4cREIIHvBRuNCyzs7Qhna5hZWeEBr9vc0kb1fq2qb9sT0YSiVOMWTDs6SuddAmoPzks1aulF205llz/li5dAWeJT1Rb5roKyMYyZYVMIpP/+8S38XUrOm+I2oXvvnrnqMduS+7WydIA1AW1lLuM2s3zAMHPgejvc5zHv3DEjmGWomLuEMiH98W18/PdbuM3yDvF8l/u8y2NbEvOO1nZwdyKevb0RHRqK7OR0lOYWoL6kGm1Vzeit78ZI+xDGukbR19KLxsomlBdWoSC3iHjWIyEuA2GhcfD1CYYHfwPOto5wtrblb8cGfna2CGGEO9gg2sGWcLZFnJ0NEu0skMZIkTGdre4iwfIOEqxuI9n6E2TYfgK9810YXO+j1NcGDZEe6EmPwJghHVMVRZhv6cTj3klsTC1je2Ef26tX2Nj8DBt732D96B9Y3v9RZaAfH/yAlWPC+fgHrDG2zv5NxcbJj1iX6tyShd77Dovb7zCx9BJDD/niOnGMTr58Nvdvoap1GUW1s8gtG4OuaAAZud1I03YiRduOVEZyThuSs5uRomtBRj5/e4XdKjLzOtT6xMwuxKZ2Iiq5FWFxjQR0OTQeWv6ukmFhR7TYxavqwxY2sbCwjYWVfSwRnAArAtJK2sjaETQMySpLdVvJNks1bVX1VsZ3lmWEtgMh5OSSCY17NjwCDfw3U83jNSA0tlGBOSZZ2lx3IjyuTSE6Mr4FoTH1KhOucdcSkxlwdCckvbLh4sfwJ5j9uSwgHc4EqWuUFi6xjHjiLJE4S86HS1oeXPU6OBfkMLi8kMuLchl5cC8knPX5cM7gdskGQs4ATXAeIaeFrWs2IZcNG5ts2FoT0VbEnXUakZUKGU5Jtc2V+6Jh6ULUuSXBnMCz8OD98CToPHlPPHnvvIhqP0I0iNcfmgbHsHQCOpP41xLO0vY7H75BBvgEEPP+hURyHux4bFtpY0002rnLkFFZcAvOgXuUni/YRXwBr0VCZTsyWwaR3zuF8pHHaJjaQcv8McFwgpblYzStHKN+5RBVizsonVtH4dQKcocIoY5JJDUMIr66D6H57fBMqIZjcCFsvHSwdCae1TjLRKm1sbdvNc60axLseG123pz3i4NdRDwck5PhlJEGt5xsuOXmwE2qy/PeupfK+NuF8KotgU9dKTxri+BWZYBbRT5cS/LhlE8wZ/P7SNPCOV7+8yMHGl6fo3s6bB1SFJzNLSXi+SyL5zONvzsHYp7Ht/XjbyqYv6Vw4jkuCbapnM7mPcpPg21hGmyK+VsrS4emmr+NOn7fTTlwbcmBF/8e+zXnEPXpiKxMRqQhBmGZwQiN94ZvAJ8Bzuaw5b9ts7t/xycf/Rl/+ROx/Puft2c2hSD515ZL/P4PhPWHv8Gf//p7Pn/vIjDIAxkZsSgr1aKpsRQ9gueBTowO9WKwrwfdHe2orqhARno6fP18ee1WfJ5+jL999BEB/hH++tHf8Ne/Ect//jP+/Bee11//gj+x/OOf/og/EPS/47n85je/ZfCceL5/+/NfcO/TO3B20CDQJwixEclIS8yHNrMWefpOQn0EhoIJZOsn+PfsIVJzZpGYM41UwyPklK9AX7UOfSWjfI1/mxaRlj+v1iXmPURiwSOklT8mGDcJzkPCkqglZmV85S7p9VqqZatSMr8XqJ8+Ru3EERomT9A0e47G2TMuO0EN4Vw1uqeieuwAdePHqCKeKwf2UN63i/LeXVQQsNU8Ru3QkTqG1J7oXHyBbh6jhyjuZUjZTThL2b9CPG9+ifGdrzG68w4jW4LoLwj7t/zMK9VeupWAbpoREJ/ymKdoGD/j9DmRTEwPH/H4B6jo3yOciedhIn6U5891taMnapu60UvUjVyieuCCyD5Hadc5ClpPoKvdQ2bZFlLLN5FcuYmUck5XbiG9YhtpZZtIK11HQv5jRGkJ58wZBKWOIyCFkTpBME/CL3EcPrHjaggpt/AhuIQOwCVkEM4MTVA/7P16YOvTxWcJoevRBgt3gpTxwINgdm+GmQdR6EY4uhGQrvUwcxE4N/J51AorN4LYrQPWAmU34tulizgV/AqEjVi1IrClmrQx88vPORGz76P+fch6K6mGTXxbOPIcCEtzgtPcnvDktJXsVy3j+Vwj1kp1FibolWwyt7tGsAnkstyIYyPOjVW8BcU/B7EJzT993hgmQN+Mm9uZPvfL9b8ect5E/S/ig/OVRzh5/BAHj6YUoveIaJk+WpzB2TLxu75IBK8QxZvE8h6+uZDeuKVTsV18+3SbiN7EF6ereHv4GG+Pnqjpby638NU58X2yis9PCOnDJ3i+M4/zlSnsTw9id6wXO8Pd2B7qxPZgO7b6WrDZ3YT1jnos8qE6ZshCZ2oMGqICUR3ijcoAV7SFOqE3yglD8e4YS/TCOKE7nuhJRLtjkgie5LJphrSBXkgPIKID8IiYnk/xxJwE4fyQYJ5LlGGqPPGI2z5O9jFGoreK5QQfrCb6Yy3JH5vpBDTxvZl+jWdCeieLECagd7L81bwpdrMDFKoP8whnAnnHIEMpBajYYuxyfr+QGCRkBdCCZVPVbslCq6wzsXtMFB4XcTm3OyGEjwnhIwL62ARoAzFMOL80EMb6MFxpJescrMZIvuA+pJr3BfEt1bxVtpr7ecHjvuDxXxL0r4tC8UV5pBpm6jsC8Ps66QnbOLzU14TsOwL3y4oYro8jrJPxb80pLInnujhCmJ9pILqbBMup+IqfEzyrIL6l/Ip4lviS8xKmack4vyqNxuvSOLwuj8ezkhiF59e1KXhBpJ5z/SlRfF4ejQtOn0t750LeC17/Pq9JMsjSXlmqQ0v1bWnrLHCWts17xPMu79UOt5WQ6T3GFq99tTQSy8XhWC0hkqWaNs/ngPjfr4pVcN7nvRAs7xQFY7sgEHss94lo6YFb2jaf1yfjktcqYJZ5KS84L3HGdarnbckqC6hlXXUKLnlPLwnmpy1ZuGKcM86aM3BKhF9y+rnAuT4DLxifE67v2vPwZacBbzvy8KJNR2DriHFp+2zAUxnrmYB+NlhBGNcSyjWEcyUBW4HTgUo8E7iONuPtWCvLJrzk/IuBWjztqbyutp2NraoMrJenYqMijdeuxWlrHg543INWLQ55vN2mbGwQz8t8cVipSsZ2sw5bTfxscy62mvVYqcvCRqMWxz2lCu3HveU46C7FXkcRdtoLOV+J5xMteD7dhqtx6USsGVcTrXg+00lA9+DFbDeeTXcQ0p14NtNBPHM9Qf1yXjLPvXi9NIgXj/pwOdONk8l2rPdWYaw8G22ZkRjIicVkXhLmSjLwuCYXq01FWGstw2p7Bda6arDR14BllisE8+ncEJ6t8vky04fG3HTE+7nC1+EB/Jys4UX0OFtZwNPBHh72DnCzY8nwdHCAt4Mj/DSOCHDSIMDFFYGu7sSzJwLdvAhoL3g5e8LNyRMuGh84OXrDSeMLN49QBAQnIYov4nGphUjJqkS6rh7p+jqk5FQTJtUESQViUgoQGkfYhibBwy8KXgHR8A9LQFhMGvGsR6ahBnnVXShuGEBRXZ8azspQ2Yvckk5k5TcTOg3cby0SM0oQmahDWGwG8ZDBfWYgMC4dgdyPf1QSvEKJZv8wOPkEwJ5otnV1hQ2vx9LeFuY2FrhvaYa75oSr2U89V5tbWPEl2BY2ttKjrOONdsgaQsDUg7Y9zO7b4Dbh/LFUk36PZWPcBPMvlwugPyKg/yq9xH5yCx/duq3W3b1rBjMzGWrKhnC2h8112Jo7woZ4trlvD0szWzy4b427dx7g09sEO+PTW/dw62Me66NPcPujW7ijAH0Ld3mMB4S8vaU1vydn+Pn6ITIyEtnpOSgzlKGxvAnt1Z3oqe8jnicw3jmFgZYRtFR2orKwDoW6UmRm5CFa7mdIDLx9ZbxrLzjwfjha2Kp2gr42tgiytUUE72cMI9behni2RDwjyd4CiVJd2/oe4gXPlreRaHkLKda3kaUxg87pAQq9bFEb5onu5DCMahMwWaTHo6ZWLPeNY2f6CfYW97GzcoGdzbfY3v8W6/tE8/Z3WNj8FjJes3QKtn70I9YOf8AGwbxJOEusH36Hlf1v8HjnK277OSaXnmFk7hz9U0foluFeBjdR1/EYFc0PUVI3jtKaMRRXjaCwYkhFcdUoSqrHVRRVjnJetplEWd20KgsqJwnpCaTnjiIxqw/RKe1qCClX3wJYO2UQcESNk2SMiUL7RBW20hOzE3Flbww1JrEE8WPEszGkzapGkw5HAtqB885OmXB3y1FVkz0JxsDISlVdXHrdDottVnCOiBc8d3C+jWUrgiIb4O5fDHuXLDX+sSNBKVXInTyyuJ8sYpPw8iLIvbksgGgKIZjC9HAJJ+YiWEbroEnKhEMa0ZrB9VlauOYQb9nEW6YeTmmMpDw4xeXDMTwfdgF5fFHVwtI1B9bS3tmOgLbN4r8Z3gdbab8tyEtT12pFWFq4EJseqbD0SYeFXxosVQdi6bD35z3wS4JNAOHH54hdeAocowm76Aw4R2fBPZJ4jswlnvPgG6iHj78eHj4GOLjlwtqZxyRkbVwJQvdk2Pum8aWagI7OhhefKUH6EkSV1yG5qQ3p7d3Q9U+geIy/gZk1VD3aQNniKgofETrzi8ibfwT97By0EzPIGJxAcvsQ4up7EMNnUmheMzwSy6Ah4O39dDxWNix5bVZ2qbBm2Mr9duP3583Sj+cfmAjHUEZsEhzT0uCUlQlXnRZOudlwzMuGfQHLEqK1Mg9uNQVwl7bm1by3FTo4lfG+l+TCtSAfLjm5cE7h/Y/lZ0Oy+d1J0wDeN/6GLC3i+dwinIlm6X37HsPMLp4IiIOtbyLsg5NhE877GsP7msIyi/M6ojqf51vI76Y4A/Zl/F1U8buvy4V7A+8t/84F1PPZWp2JqLJUROmiEZEahIhYPwQEusDVWUZcuAOz2x/h79Lj9h+MGP01IEv8MuP8PqTDMOL5j3/6De7f/5jPGWckp0ahqDgb9fUl6Ooinoe6FJ6HiOf+7m401dRCl5WDwMBA3nNbfHzrk/dw/gvhLOWfiWaZlvjTNaA/JKB/T0B/8IEA+g+E9B9UW+hb/LydvR28vfmM5N+NxFQDMrSN0BUOIb9ynvEYWcWLSCycR7RkQXWTSOB0RtUqcuo2kFO7gayadSSXLCHO8BAx+bOI4nbReTNILHmE7LoVFHXtoGLgkMCUodDO0PLwXLWrb5sjqOcI08ljVI8QoUO7ROeRqmqtAD1zivqpY9RNHqmoV+M1C2aJ6jEieuSQcCWuR445z20nzxR8pZftLkY3cS7RJVBnyHK1jtN9q28wuPG5Cumhe4Bw7nv8Gt0L3G6e+GZI5rp1Rqp/n6lSTU8KjHktwwT78B6xfIRank8dr0HOrWma1zdzyXiKJslED5+hsu8UJZ3HMEhP1+XEcR5xrF9CeO5jROqNEaVdQnTOEmKyFxGWMovA+An4xYzCK2IQ7mH9fEb18flEKAcTygGEsl8/HHx6YedFLHt2w8ajC9bunXwOEasubTAndh8Ql6aQ6tiWbgSnG7HoSpwyzAlniQdEsJmG04SxxAPn688JWIlKUxXp98NDOTeq+AnMdTeixlhK1WpH4t2B5+MgJc+BofDMUsGaeH6fySVIreQ4CslGzP4yYy1oNU3fXPY/g65sJ/uR6ZswNn3m5r5+uY1p2T+HrOM9+0V8cLY8j9MnczhemlVgFjgfLkyr2JkdU6CW6YvVBYXot/vE8smWqr4tgJaQdtDGHrk38O58k+ukjfSWmjZ1NqZ67T5dx9vdJ3ixOoeLRxM4mhrE3kgPNvtb+TLcgL2BNuwPtGO3p5kvyTWYLc9FT0YcGiJ90Ug8t4dr0BPtRkB7YZj4HSGCR+KI6QRimjHJ+ZkUb8yn+eIRY57TC6neWEzzMlbZJqIXiGjJOks8TvHCE24jYzs/4WeXuY/lBEG0N9a4fI2fMw5ZJW2fpQMxYxjbQ/80vaOVKtshODSEYydfhkkivvXG2M7nOuL2mJgTFJsyz4JnKQXPguizkiicCyAZMn1WEK7weKgLxKE2AKfSzjk3FE/zpcp2BJ7nheOpykiz5L4EzhKSdZa45HGeEcwvCGbB83Oe18uCIHxWGo53VdGqzfNXlZJpJo6vAf2uKl5lqN8Rl9JpmPSmLR2IvauOwtc1Ufi2Pk7h+fumdJVxFhgLmj+TNsslkar8uiH1/TKJtxWxhDPBXxyFV8WxeEE4P5Uq5cTzKx5X4lJQTDgLohWeef3SdlyuX6rAm9oxS9VslYUui1GZZ4VnLjdloWVeetrezg3GWl4Qlnj9a+VR2CKcN7nfTV7bbmXMNZ6jiOSoazzzswXB2CGgdwq5j6Jw1Qu3gFkBuSZBZZ0FzC/as4nj6+rb3O8ez3u/IgYHjMPSWFwQz89as3HVnInT+lQc836c8n4Jnk84Lz13S3VwwfMXLTqVeX7ZnIPnLTl42pyNZ4TtU+L5RVcBEVyoqm0/H6rEm3HCeLRO4fmMcJYq1M9HGvGaWBU4PxuowVlXmaqqfdJagI3KDGzxhWCvLkfFLiF9wPKwgRDm/gXOAugDYn23KQcrxPOjkjhsNGSpNtGSeZZq3lstxl66D7uLcdJXwbIUh9LeWcaWJqD3OksJeaJ+RHrebsLFeAvOeD6nPLcLIvrZdJeC9Ku5HhVXU23vq3W/IpoFzlezXTib7sTpVAf2hhsx31iA/vwkTBWmqqzzfGkmFiq1eNJgwEZ7GbZ7a7DaWYk1onm1tx4rRPTxw0E8JZ4PiOhGQyYSAzzhr7GGj6M13G2toDF/ABcbG3g4OMHdXsNljqpnbU9i2k+jQZCzM+HshiA3DwS5e6vwZ3i7eMFdZZ994OLkq3qk9vAKJ7SSER6TxRd6PeLTSo1oZiRmViAhswzx6SVqXUB4KuEcwxf6ELh6h/JlOBbh0alI4It5lqEKeZVtKKwlmqu7kVfRhfwKlqVdhHg9krIqCOcyxCQbiIgM+IUmwCcoBh4BUcRyBNwYKtPsHQR7N1++VLvDytEZFrwuc17rfQtzgvku7tz7FLfv3sKnd6RK9T2VOTYB2tLKOA6zDCUl1alNIUNP3btnjTt3LPjSdhd//dvH+Ojvn6iM8s12yKYs801Em6Yl8/w3AlfChGep6i3jND8ws4aFuS2sBM5WjrCz0ChAW92zg+V9ot/MBvfumuPOp2YqBNFSTfsTwvnWXz/Bp3/n9Xz8Ce7wnMy4X1tzS35HznzhDUBMdCy0mTqUF1SgvrwZ7TXd6GkcxHDHJMa6ptHXOooWLqsqaUBhbgUyMvIRFZuGwNBY+PgFw83NG478fWh4TwTP3tbWCLSxRridDfFso/Acb2+lAB1nZ4F4G3PE2txHnPVdxFndQZzlpwrRKXb3COgHMHjZoyrUE+2JIRjIisWoQYu5hiYsdg1hbXQe6zMbWF08wsbqS2zsvMMKY3HrHR5tstz5VlXLFjxLmPC8dfoPVa4R0E9232Fp+0vMrb3B9JMXGF+4wvDDM4XozpEdtA6so6nnCZp7l9HSt4LW/jW0MVr71tHev4HukV2Wm2juWUdz9xpaejfQymjp3UJN2waKaxaRXTiuqnxHJbUgIKJSVd92cMuEnTNhIoB2JFakqvI1nm2dpEptugp7lww4SEdiEk6cJ5wdCWdnIlDCiRB3lXGepQMyzxx4BObzGBXv8Rwa08x/S+2ISpTsc5fKPofFtiAwQiBfyGPJ+McpCtByDGkXrHHPVNWaHTyIJjfpUCqVCEyHgz8BxXAI5HYhGbCL4OeILfuYFGjiiOhEQlt6v07MhnMCMR+ng0tUHpyl866AfDjIsE3uubwmHew1ObBzzCaYpRp3FucJcRcGj+3gxX37ZMI+gPeICLQJk8iCQyiPK1lmhoxHbB9N8MuYxDyeC8M1ntcfq4N3DPEckQvvYBn7mrj00sHOxQhne6k2LtflkQw73xTVCZlTZDrck7Tw1xYgrLQK0XUNiGtqRmpnH7R9E8gbmUHexENoJ6eQMTmG1IlRpEiMjyB5eAiJvf2Ib+1GVF0bwitaEJxXD8+kcjhHGKAJyoWDtxY2/O6sHQTOco+N/ymhCSD6g3jveB+dY3geMgRXOr9bLe9frtYI5zyeL5/JDiUEcRWRLEOE1RvgUks8V+sJaF4f3/XcivLhqs+FS7ox8yxDfTn48Pci/1Fgl6SGqpKQ6uNmFgm4L+M+28cTB7Gw9kmAXTB/dxHJsI5OhHVCAqxS4mGZSVzrk2BNQNsU8PdYzN9bOX9nauxvLXzq9Qis1SK8MgvRJWkIz45CaGIAImMDEBziAU93O9hZ3cO9T4jVP/0eH/7+t4xfh7OEVJf+1fj9bwjoDwjoD/gM/itc3GwRExeMfEM68VyM7p5GjAx3Y3y4D6ODfQR0L1rrG5Gvy0VoaCjsHOxx61M+T3+BZ1NpmhZM//HPf8IfiOUPCOcPfmPMQMs5/P3vf4MN/y54efsgivcoKb0A2blN/HszjKLaRcYa9JUrCsyCYsGzADm5dAnpXC6RVrGMhKJHiL6Gc7h2Qm0XWzCD5LI5aBuXVU/UZX07qup13fghascOiF1j1Izuo4oQFUDXE6LN0+doU2M0X6FdOgxjyHTrvLH37Na5p8T3FRqmzvl5iQs0TnOd9Ly99BOUOxYJYH62dZ6fYTQR7AJyKWVe1st2bXw2dgm6CeYO7rvrEeFNRN+EtGldC8+tceJERTOh3CjtqqWa+CN+7nqsacledy++RsfDV2gcf6rwXNC6h5yqdSTmL6iMsn/KJLyTp+CTNAXvhEn4xE3AJ2YcvtFj8AobgntQH5wDe+Do18l/z+2w8WmDtW8HbLw6FZIlQ3wTyqbShGYzIlTCiGdZT4i6GsPChVhkmLBsRujeJwZNnzGFLHtAKJoQa6yqLZloI6YFyBa/mn1mKZi8hvLNEDALnH+JZ7WcYXmNWBNofwnbX1tuyjqboG3aVpbdXGdadjNu7vPm526u/1ehrv8X8YFknQXPgmhTyLyEoFkwvT8/qUoBtqy/WHuEV3tP8PnxKsEsSBYc7+Dbp3v44blxjGgBsyx/dy54vu5w7HIP313s4uvjTXy2/QQvV+dxtTCFk+lB7I91E9KdOGAcj/XglPMHAy1Yb63CYnUBJnMTMJgWjM5odzSFOKKZ0RPjhtEkX4wlehPQngS0VOWW7LOPwrPA+Qnhu0zkLmcw0n3xJM0HS0SzxDKnV7itxHKyN1b42RWiXGI5yZPLPX+GZylXCeqbmP4lnvcI5W1CVRAtobLORJzAWTLPN6ttSyntpY9YnhCLJyUROCVCz4oZRPEREXhAOO9n++MwJwAn2iCc66Wdcyie5RLOqo1zBC4LQt8PayVDVD3nvlTmuSgMr0rCVdZZAP2qMPgaz9J2WYaYisGXFdKZ10/xBTEo7ZqlevdXldFcFoUvKsLxVVWEqrpt7CTs59llCROWBc5vCFUB82tiVaYF0K95rJdFhHNhFC6LInFFQF8Rwlf8zBVhelWbiDNuq+4T0az+Q4HXIRl5qY4tIN7m9UmV7SN+VkqBs/SmLe2c9zgvYzpv8f7LuM5PdP6YyeF3XRiKdZ7HOs9nndtuSZXt0khsEsi719W093mP9orDuC8G1+1yWxnzWXAsWWUTnqWzsGetmaoUWEu7aYVwwtk4BJZ0LJaKq6YMnEt17QYiuz4FJ9JBGEF9ynXHVbzO6mQ8b8jA2xYtPiNiXzQJmo1xxWVSbfs50XzVbcB5h0FV2/5sklAeb8Cz4RpcDUsWuh5PB2rxkth8Q7Q+H6zFWXe56jDssClXVdeWzPN+PYHcoDMimst2azJw1KbHaVc+LnqJ894iHLXnYbM+EyvVqdgipA94zNOeMpz1cX+9pTjqKVGlqrLdW65KwbuM+XzSL+M+1+FyjFhmCJyPh+px0F+Dw4E6TjcoSEu2WRB9IdW0x5txKdlowlmqbB8T2UfjrdiRatsdZZity8dEeTbmK7OxyFioyMFilQ6P6/NV52CrHeVY6a7CWr/AmTHQiP3ZfuzN9mG6vQol6XGI9fOAjwOxbGcNVxsrOFpYwtnajnh2hpu9E9xsNAwHeNpJ5tkZwS6uhLM7gt09EezhoyKA4ePqDU8Xb7hoPOGk8Ya7ezB8/WMQGpGKyLgcvtDnIi61GEmZlQq7cURzXFoRkSG9XmfCKzCeL/LBRIQvy0D4+EciLCoZiem5yMgrR05JI/Tl7dCWtiKnuAW6kjZoC1sVxAXlsSmFxEIO/MIS4e4XAY1HENHir8Le1Y/79eEfJw+C2Rnm1g58obTFPULyzn2pYi1YJjZvf0zMShiRqzLA98zwgNtZWBrHYJa2zdKRlymkPbIZEXvvvjX3YUY431JI/iWgVYaZy26C2hQfE8w38SzL7ty5j/v3LLhvK5hfZ58Fz/aWTgrPlveMcDY3J/65nQnPdz414vnW328bM8883q/hOTAoGHFxSdDm5KGsoIp4bkFrbS+6Gocw2D6B4a4Z9LWNo6WuF1VlLTDkViIt3YDo+AwEhcXBPyAcnh7+cHZwhYu0o7axg5eVNfwJ6FBbG0QSztH21ojh7yqGeI4knKNUPECU9X1EWMpY4rcQxUi0vYcMJwvkejmgjC/ijXGB6EmPxlBuFsYrqjHd1IVHvRNYGF7Eo+ktPF68wPL6Wyxvf4XHO9/g8S5hfPCDat+8ffbv2Dn/d5b/xvI/Ye/yP1TItIBaEC1ZaIH04tYXCtIzyy8xsfhUYXps/hyjcxJnGCWsRx+eY4wvpxN8UZ3lS+AkXx7H5q4wwhdViaHpSwxMXKBr5AQNXVsornvE3+YEUrW9iEpuQlBUBZw8iUFXgpS4cXBNgaMb8eSeBmei1cUrB67eerj75sGT0PbyM8BTwjdfDWvlSPBK5lnDUvCsEO2SxX0Q0r56+IaVqt69paq4DJEl1bbj0wb476GP85J9boF/WA2xnQcL+1T+/pNVZ1KS9bWRDrWcCS4XgonnZe1K1LsTmt6pBC3XMez8CFdpbxyUBPuQREI2GU4EoEs0jx+XBXeFWC08YvTwiMqHZzjPPagAHjx/D28Dr1PGPs6Bg/S67cT74JwNR+l1nNft5McIyoYmOAeO4Vo4ROUQ59w2lmUUQchnh0Mkjx3NMp73L5n3IiUTrhk8Jp8LnilEcyLRzGN7hnMZ9+PsqyWaBc/ynwFphDOvzTMZDgGpcAwhWKPS4ZqcDR9tPgJLyhBcXYXg2irENLcguasXaX0DSB0cQMJQL2IGuxA11ImIQUK5rw2RvR2I7GpFeEszP1OPoPIa+OdVwiupBK6R+XAOyYWjjxbWLul88U3hS28q7ynvH2GrCU7nNfL7j+J8bBLsknhOGVyuy4YT8eyQb8w62xVlw6FMq8Ds3lAAz6YilsRyHdFcmwv3qjy4leTBNZ94zub1JvEeRsjY2cQzf1e29snvq2xb2nCagLaQKvKOicRFAsGRCDsiXvBsEyNVtxNgmUQ4ZxDSWi7P437yuT9DFpyKdSoL7lCUAU/CPbBSi7CKbEQT1uFZMQhLCEEUYRsWzue/lwaOtg9g9unH+PgvH+LPH/6OSP7X1bP/Cc3X8XviWTLPAuiPP/kTfzeWCI/0Q25eqsJzT08TRkd6MDE6QEAPENAD6GxqQbGhANHR0dA4O+H2nU9/hmeZltIUAmdVdZt4/vCPf8Zvf/dH/Oa3BPQHMubzb/C3v/0F1nyOeXp5IzIqAcmC57wm5JYMwiDD1VUvQyc4vsZzWM64wrEAWsBsCpmP1MsQT1NqvdrGMI2E4hlk1S0hv20dxd2bqBzaU3AWMAucG6YkG83nyeQxy1O0zhLAglepar38SmWIJTMspcwLjo1Vq18Sy1dE8yX3YYzG6QsFbIFxs2S3GSYwS1SP7aNyZFdVAZeMtqxvmbtQpbSJVkNhEck9Sy8xsPwWgyufqYx0/5M36FUglp68Jat8zvO8UGNMdwiwF1+hVzohW/9cRT8/1/v4LbFNPI9dobznGLkNW0gvfYwY7SyCUsbhHjsEpyhGxBA0of3QEMuagF44BTL8eqDx6eKzSbBMaHoQlQxzT4LTnXi9RvNNOEvcXG4KVQ37PbYFz7LciGlzZ+5Tgdu0H/m8Ka4xrqpeC5iNcDZ2JsZlks0msI1xjWiNCdKEs+DTjvi8AWhLR37uGs9S/loIpAWtJtDehO2/Wm4C8s1lpu1NAP4/G8/GquP/HArPEjfhLEiWkGlZZ8pI38xKHz+eIaLn8Hz7Md7sr6ps9DeX+8TzEX54doTvnxnHjP7mYo+w3lXlt5cHLInrM+ndexvf8DNfH6zjs60lvFyewensEA7He7A/akT04Wg3jhlno13Y667Bcl0exvWxaIvzQUOYM5rDndEV5Y6hBG8ME88jUoU70RMyBvQjwtiIZ1+sZvphPVM6ATPGKmEtYJZyLd3vp1DLiWjCWuAsUP4lniUbfRPPElvE7a4uCPuSKSXgDqTN7nVIde0DhrTfPSTsTJ2EqTbPgmOdEc9HMs/PSsZV8HxZFIVzovHMwOXc9wGPcZQVgOPsAJzmBOJCEJ0Xhst8gXOgGtZKAC1ZaNXeuTgCL3h8FQXGzPMLQyDeFIcoQMvYzG+JUBnC6v0wVgTuV9fVtiU7LXiW+Lo6Ct/WxarM8zvV5tmYcRY8v6tL/lkW+vOqeAVnOb5kowXQrwlyqbb9tIDXlhuKE96nE16X+g8Enp9knS+I09OKaJzwM5Kll3VSqgw9P7etD8KG9ILOeyFVs1UnYTzOIcEtIb1o7wiOieJN3usnvN5ZrS/meU+WJZNMwO/y3LZ5jZv8rOBYMs8HFQwFaH5fxcQ4QSz72eR3JjAWPEvGWapwS2/bV83pal5gvcttZT+CaKnqfVqbjMPKeBxVJeCUcJZq2hetUnU7E8/atao6t+D6vNbYEdmrxiy8IphftRLQRPSzVsKZ01fE7VVbHs6I6JOWXDwlXF+P1Sk8Px+pxdMhYwiWn/ZX4/VoI94SpFJt+6q7DCetBhw25+KgSY/DBj3xLNnnLOI5A1uVqdipS8dJZx7xXUI8F+OwLVdln3eapbq2DofSw3ZPqcLz2UCFCsGzZJuluvYRYa163ZZq3MSzZJ6vxiXbXI+jQQFzvQKztH8WPO/2VuGAuD8l8s/GmvlvmttKVlraRM/14tmjQZxP92C5oxLDZVnoK0wlLrKwWKvDExV6wjkXS/V5WGwwYL7RgOWuSuK5Dst9dVgfbcXB/KDqiLA+NwVpYf4IcXeBp620WbWFi609nKwc4GxLNDu4wMXemTByUsNSedg6wpegDnJyQ7DCM8PTi+GNQE8f+Lr7wMvVB27O3nAjVr28QuEfGEcApyEiNgvhfCGOTMhHDAEdk1qEiMQ8lXEOiZbOuxL5Mh0OWydfWNt78gXbly/foQiOiEdcSjaScwqRbqhGdnEjMgsbkGVoQHZBEzLzGhTEY2TMZu4riC/bngF8gfIIhJWjJ6HgRii4wtLWBQ+snHDf3B53zKz4cvUAn957gDuEsWSZbxHLtwTNn/zdGDfwLG2X/xnPdj/D8wMzyT5bcX/mKmMtnYCZMs0mQEv5t48+/hmo3+P5xrYSsuxT7kcyyvfvGbPPVuZ2Cs+2vA4bCw2seExzM54P8Xzv1/D8MfHM/Uj7vXsEuVTdNrtzF7aWVnBxdkFAUAjiEpKhJSKKCipRVdqEpuoedDQOo7dlAv0dM+hum0RzwyAqK9uRm1uNpJR8RMQYM89+/mHwdPeDk70LnK0d4G5tC09rG/gxQojnCKI50s4KUbaWiLCxQKiM7WxljlDLBwi2vI9A87sIvH8bwfdvIdrGDCkaK2g9HVEY5IHa2AB0Z8ZikKAYLpUhHdsx3zNKPC9gYWYbTx5fYGXjM6zvf0sM/wPrx/+OdaJ56+I/sH/1X3D4zBhHz/8rjl/87ypkev/qP6vYvfh3BWoB9vrR9wrTy3tfG2PnHZY2Psc8X0wFy7NPXnP6Myysf4ElyXBvvOP0V1hYe4eHT77A5KPXGJ55iq6xUzT376C6dRnFtXPQlowiKacD4Qm18AktgFdQPrwDib0gPXyCc+EfQryFFcIvpBD+oaX87VYgJKrKGBGVCA6vID5z4exKVDlKdVyii+Eg7Z8lq+mUAo1nNvdbRKBXIzKxRY0xnZDej+SsEQXoqMSu93h28srnS1gazG2JKYYlAW3pQEhrUvjyRzi7cNqFgHJLgq0XEeVNXHknMSRrS+j5J8ExIBGawCQ4hybDLSKdWM6CF7HrFa2FV5QOXpIBDs3jdebx3y/DOw9OHjqFWRl7WcZ4lmyzxjsLLv4EdLAWzmHEY2QONILmeG6XaAyHBEI5Pg2OifxMCiM9A45Z/Gw20a4jlvX58OJv1zuTx0vOhRefLx7cj3uIHk6+2bB1J5zdUmAjWWefFMI2A84RBGEs8Z3KbfV58Ckpgk9FCXyqef/rqhDe0oDIjiZEdBPHXfXw76qFX3c1fLsr4NdZicCuOoR01iG4tQZ+teXwLSuBt74YnokGOIfr1H8C2PtmwYpgtnBKhDnDwjUR9gEZBIHx2A7xxHx8EqySeK/T+V1qs+CYp4NDAdFfQkSXcbpcC021Hq5Es1sjo0Gn2h+71GnhVs1pbuMibc91vH9pxDOfoQ6BRK9XGuxd0mAtbehlWDO7NDU0mFQht+Hvxc6D3618nwGcDmMQ8tYxibCMl+xzImwzU2GvzYC9Lgv2udnQGLRwzOd3U8BndHkeQioMiK40ILEsD/G56YhOjUF4dDCCg7zh5SF4toD5XT6//von/OV/gud/FR/ycx/+8bcMI55lCKyQMG/odEnv8TxGPE+ODWJydBgTI8PoaWtHeXEJEhIT4eruxufw3Z/aO1+HgNkUJjj/4Y8fEul/ZPyZcCegf2PsPOyv3MbS0hJubp4IDY1RTYcy9LXIyu9CTvEYckoeIqNojnh+qKpih2aPIThzRCFaoCzL4grmFKxl/mYZx8+klM9Dxk8u6ZHhnPZVG+KWWcJ25gxt8+fE5xUR+gxd0haaOO19TCwTrj3LrxWYB9Y/U1WrpRSgdj1+ia4lGcf5pco+102cqSrbxjghkH9qI22K2olDVe1b4FwxzPNgKfMCZ1N2u5tgNkU/wTy88SVGt96pGFz7XPUQLuvU2NGEcysRLXgWOHfznPtWiWzpCI3n3PWY5zf/Ag3jF6joO0JB6w6yqlaQaJhHeMYEfONHoAnrg3VQD6wJZStf4taLyPUglj07YOfZCXuGLeetPdphRTCrdssMSzfO38g6m0Lmb2aiJWRetpUq3abPWLp0GD9zDWZzoljCQlDs3MF/zzwXl041LcssNFzuyM9quE7WO3HayQhoEzqNYYK0BNHpQNDaSfaZqL2RXZawukb0r4VU3/411Jow+/Nj/rROAG1C9E/A5T6vz/P/Mjz/sp3zzUy0TJsg/cuQbPShZI25zcXqAp5tPsbrvXV8fkREXxzg+6fH+PG5cfzoby6l126Cmsu+Pt/DO8EzQf3D1QF+ZHx/zvmjDXy+tYgXRPTZ3DAOJnpxMC698HbjaKybL96dfDFvwVZbOR5V6DCsjUFnoj9aItzQHeOJ/jgPDMS4KUBPJXliloCek563UySD7K2GoVrLMCJ6Nd0HK2lEMmG8KtlkBWwJTssyrpPetmWsZ1UyVO/b1yHzawLpDG9VrvNzm9KJmGSgBclE2JG0Xb6OQwJQOgQTPKseuYnmY0HxNZ6lerJgUgAtWBRAXxB4lwStVHE+zSMWcwJwkOWPAx77INMPJ9mBONMF44SYPNL9NCb0JSFuzD6Hq2rbV/mBeEZICp6f5wcoQL8sYBCHLwTa3PYly1c858+IxS+IQhkD+ivBc1UMvqmNx/cN8fihKVG1ef66XsCcRCj/BOib7ZwFzwJmgbOEqrLNUmWeS2NxbgjHWaHxPwhOCGwZjuqExz0kQs947KuaBJWNloyz3Ktd3h/phG1PMs+8Bxs5ftjQBqiq2jIGtPSeLWM3S/Z3l/jeJIQ3isOwUhiCxfxgPGIInneq4lSb553yWK4nkHleUtX6QKpdC5h5P6TGwFZBMFbyArGg9cEy790u1x/WxOOkjohuTCGI03HelIozGeKKy2S4Kxkreo843yecpWMyKaWKtsIz4XzWlK46DhM8qyCcr2rT8Izl88ZMvCCan7fmqCGrrjh92aLFWYsOx4yT1lxc9hQTxjX4bLIJb6XH6rEGXA3WEL1FOGghdDtL8IKYfkW8PuutwEmbASftBfx8Ho6bcnHcrMdRkw77dZnYrEzGankCdnhcAbRknQXOW1JduzEbm4052JV20dyHDGt10lem8CzZ562WfKw36rFNnAugDxm7HVJ9u0QNV3XMEDyfDDeoDPTlRBuuJtsVnrd7KrHPdadE/gkBfTLeiquH3YRzH14uDeNitg9POiowUJyu4mG9AStNBVhvysdaswGrzQVYbi7EUnMRHrF81FaKpZ5qPB5owMZkJ/YXhjDbWwdDciQRrIEboaMxt4DGwhqOlnawt5Axmx3gZOsMJ8LZ2coJLlYaeFhr4G3vBH8BtCsB/R7PXgjw8Iavmzc8XBlSegTA2zsUfgExhEAKQqPSERyZjtDobIQTuWFxOr7wZyGQL+C+hLOLTwRfrv34Uu8Bc2sX2EkP3p4B8AuKQER0MmJStEjMKUZafhVS86qRpmfopL10lcpmC5wDBc7+0XDyDOYfIg+Y8ZzvSZVqMxvclazwHcL2thlxfBcffyxg/pTzLAWyH3/CIJoliGfpcMaEXMGz2QOL93h+YG4cs/n9WM6q0y4e464lQS49X//Uq7YpTPM3s9GmMIH5l9OCcMGwVN0WIFvxe7Hm92LD67K2cIS1uQMseewHD2x4jjwut5W4fZvHvzE81d1P7+Lu7du4S0Cb8Ozk5AzfwCDEEM/Z2Qbk55WjpLAedRVdaKkbQkfTBOE8jY6WSTQ2jqCiqhs5+jrEJvEFOiIJ/oFR/H5D4O7qwxdmDX8zNnDh/fEmoP1tbRFsY4MwRriNJcKJ5lCrBwgknP0tzeFnbgZvGTf8/qfwunsbPowQKzPEOlghzc0eOj8XVEb5oTOLeC7UYrSiEjNNXXg8OIW16TWsLR1ha/MFtvffYfv4R+yc/wf2rv4rdp/+V+w9+684IpRPX/3fcPb6/47zN/9dlTdDlp28/G9qG0G1CdESguodInzj6Ees7H2Lx9vfYIkvik92vsHK7g94sv3ddfxIZP9ISH+LmaXPMPLwObr5Atw2vIeGnlVUtS2ipH6GL9pDSM5pR7SMA51cQ+BWqYhiRCdVIyaJ9zS5iehtRUJaO+HLSG1FTGITouIaEBxWAW+/Aji5EIPSBprglbCW7LFDIuxc0+HmJ1W3KxGR0IzYVMk69yExY4j/Lvp5HGn/LG2e61WbZzu3HP7bSCOaUxkpfDEjrJzSYOMmVZuJLneCy0uyzkSYL4/nw+MRzvb+yXD0J9ZZOgUkE70pcAlLg3tkJuGcDe9rQHtGErWhengESPVp4pi4d3AXyGYQ54QcUSnHcfQlJgOz4RJOEPLzTnFZ0CTmwC4lGzapWbBNzSCWM+GcQXASzE4qO8sg5KTTMreiXHgWE84F+fDJZWTnwStVD69EAj4mF24hOnUMRx+i2yeV8E+Fa1gm3HmeUt3bJZXnR3i6FXDbMgPcqgrgzvCqLoQPgebdVAIPPjtd+Tx1aSuASzu36eS6rnKCuhIBbfxeaovgTkR66Q3Ecy404URwYAZseO8EzObO8bBwI5C9pLp4BjQxvMYE4jk5DXZpvNdp/A4yOM1rc8zXw7FQD4cSnne5Dnbl2bCTns1rdHAmmJ1reR9qiP/qdDhXcrqU96GQ15GrhUsm1yfwPofweqWavQfPwZHfo/wHi306ES2dsxHK/J4d5DuWzti8EmHD79FGetyOTIJlVBws4uJhk5YCx2zed70Obvl58CzgPSkuRFB1GSLrq5HQUIM0Rk5dFbLLi5FKZEfHRSIwwBduLo58FljCiv+ubxHPMlzV/yd4/sMfiO4PP3iPZzu7+wgK8UBOTgJqawuJ50aVeZ4aG2KMMEbR19mFyrJypPK+enp78Xl/Dx/xWS5ZZoGzQFrAbAqVcZYOw67x/Lvf/4l4/hN++xvjEFp/4TYPHphBw+ekNE+JiE1XzYJSpMNAfS//Do0hOX8ScYYZRBHFguaQrFGFaIFzfOE8kkoWEWt4+D4kCy3rEojuzNonKOzcVuMfNxC67ZLZlerNS4Ty8gv0r77GgMCTMO598lrhWUpT22RpsywZZ1NVbKke3Tb/XFXRlmrbCsyjxpDpypF9BeTyoW1VmvDcMH2iss9SStZZMtJSbdu0/36ew8DqZwrOQ+tfYGTzKxWCaFkm5yS4FzRLhlyieeac5/JMnU/7Akuem2S+m2eNQ2VV9B+gsH0L+oZ1pJUvIT7vIULTxuAdOwS7wB6Ye3fBnEg2cyPsJCMsHXYRuNKrtc11KfMKxVxvLug1zV8j2dSm+ea0hKnKthHRxLULPycoZlgoGHcQze0Kzg80/Ox1KEwT1lLV24ygfCCdfTnxMxrpPExCpvl52U4jwc8IPN+XEkSuahMs1bcFzzdClgtKGYLl91W4+TlTp2K/hlYTZk3QvQleWW6C883PmrYROP9fhmdTplngbKqm/U9ZZq43QVq2+ylmuV6y0rKdwHuekDZ2MPb5kYwHLZnmI5aSgT7Ed1cnRPQh3hHOX53tqCz0D0+P8I+nh/gHEf2DZKiP1/HZ9hJerMzgYnEMR9P92BntwO5wBw5Gu3A81oXDgWastZRimi/Zg1kRaI/1QlukCzojnNEX44rRBOlEzBMzyZ5q3OeFRHcsEdHLgmYi+jFx/DhV2jy7q/JJuheWM4npLC+sMpYzPBXStgjSzRwZ95loZsj0FuEm02sCbeJ5hZ9dyfBS85IZ3c4j+AgwyTRLJlk6AJMwtXGWoasEzdIhmJT73J/gWToNk/USqvdthnzmoigSp7KtPoiA9scusb5D4O8T/EfZATjS+is8S9ZZBc/5PDdQVdsWPD8lll+wfEUcSrVtafcsgL7KDcAFt3/G47wk1l+XRuBtedR1ROJNGTFdEYmvamLxLdH8baNU144hkOMYCXhbEaeqZAuWBdGSgb6ZdZYQREuVbRUE5XPiWa5FrumSmJb23ZfV8SqOCGjB8wWRK+2eBdZyL3Z5f3aI5sP8MCI6DJu8vjXJQAuseV/3CN897kcNO1UZjQ3iebU4lGAOwxOuf8zvYIX72uTxtq7hvMJrXmNsc/kuAb7Lcpv3aysvQOFZ8L3E6WVDEHYI8gPi+ag+CUfEsrSZlvkT4vmUiJbysDYBezzvXd6To1oub0hTeD6oTiSs4xWmJSN9Lr1wt2bhsjED5zUyhFUqrghoAfVFUyYum7MJ5xziPBunzVqiNweHTdJGOQ+XvWV4QzR/NtWMF8N1OOshaNtLsF2vx1ZdDs66S4nnOrwcqMZZRyGOCF3Bs3QQdkEEn8swVQ3SgVgyVojn1aokbPHY0mHYNuG8XpOGlaqUazznYruJ+xV0E83SzloQvcMXrk3pwZv7liy0dBy2Q8BvtRZiX9BOPEvGWaps7/VWEtL1CtDHxPQul+0P1atq2udT7TidaCeYu3Elmef5fpzM9OBJZyVRkc2QNqFF2GgvxRb3v9FWyOlibHSWY71b2jrXYJqInu+sxpIMezfRibWZPgy3VyIrPhTejnZwsiSaBc5W9gypFmwPWwt72BNpDpZO0FgZ8exGPHsSSj62jgh0cUEQ8Rzk4ckQPHvC29UTHi5Er5MHnJ294OZGQPtGICgsiXhOI5yJ55hMhBPOYbFavtCnwz88Bd5BcXD2CoW1gxfuWzjhHo9tbe8KjQsR7h2IgOBIQjsJEUk5iM8sQEJmEeLSGWmFiEzI4/70XJ9BOMfA0T0I1oT3fZ7v7XuWBOgD3CGYb39CUEpHWp9I3DWW0qmWVLH+29/x8d8+YvkRPv6I8bGMDyq9tRrbLktv2cZ2z9YMm/d4lvbOJjybqm1/evcBoWwcc9kEYVP2+peglnWyf9Nx1HKBM8M4RvNdhWfJPFuY28FCMt4EtKX0um1JPPMaZfr+fSuC3Yz75zVdh9oP9/kpr/EOj3v7k1v4lNd0//anRLcFHB018A4MRHR8IrKycpGrK0FBfg1fQNvQWDOIVuK5o3Uaba1TqG8aRVlVLzL1tYhO0BPPyfAPiIaPTxg83PygsXWCHc/NRdo829jBz9YOQdLrtq01QgjnYEszBDH8rS3hTTy7m92Hy907cLnzKVzv3IH7vTvws7iPcL54xzvZIMPTAcXhPmjLiMUQ8TxSXoG51m6sjc1hZ2Ebu+sXONj7DAcn32H39B/Yv/rfcPj8v+HgxX/DvmSaCWMB8tXn/09cvP0/fobmy8/+H3j6xf9LTZvWSYbaVL374Ol/IaD/M+f/MzH9n7F58u9YP/o3rB3+J6wd/DtB/Q8s7xLOqvwHFre+x+zylxiX7DNfGHv5Eto6so2m/jXUdz1BefMcCqrHoS8ZhLaoH1mGHmTkdiJD36EiXdcFXdEo9MUTKnQFo8jSDSA5o4uIbkdccitCwqvg5qGHvWM6bGS8Z+mFm/C1sEvgCxYx66WDb2iZ6nE7MrGd/yY6CfMewrlbtX+WkI7E/MKq4EqI27nmGDvSciayVNXmTNh7ZRHLLP0yCUDiLJgRwmmpahySBqewDLgQZ04h6VyXBk1YKpyl+nNsJjziCGei1TtBsr9EbYQOrsE5cOL+HLwyieV0WLql8CU3CQ9knGHJfvoR0MFEWlQWnON5rKQsOBDNdgSzdWYGrDKJymxiUJsOjZ7wNGRCU0x8lmQziMYKPdwreazSfHgVEtG5RGyWDp7pch7Ee7henYNrCJEZxM8GpsMlVPBMNCfw3FK5n2zJ+BKoUjWZ+9PwWeosbYpr+dn6XLg0cBn/tji2Mtq5rpPH6ymGb085fDtK4F6fB6eybHjm6eGdwm3Dec6BBKl3Ml/4E1RYe3Hej99ZMCEbkQKb2GTYpqSqDLodkWqdxevO1fH6connXNjx925XzCglhisFzZJ95v3k3y3nmky4CKArM+Ek7ZELs+Gax/PN5vokAlyGGyPepQ25jROPeY1nS2sZVzvJ2M7dnfNE/QOXWFh4x8M6iL+h0ERYhMfBKjoBjinp8NDmwb+gFCElVQivqENMXTPSO3qQ1dULbVcP8ju6UNzWgaK6BuQWlyI1IxNhISHwdHWBq70dHPlv/P7Hf/uf4vlmVe2fx2+IWWObZ8GzDfHsH+jO51QcqqsN6OqqV22eJfN8E8/VfE6kZ2Twb44P7vEZcxPPpulfq7b9hw//dN1hmHQc9jtVbfvPXH6PzyVbOzu4uHkhKDwBMckFiE+vRUJOJ5JzB5GYO46YvClEXOPZlHWW6trS5jmzek21gU4sXlAhgDbC+iFyGiTrvKeGcmqZuSKaX6nxxBWYVzm9Llg1ZnYFpx0CUT5fpG2zZIZNYayCLZ2InaFp5kLBuW7CCOa6CWO75ybuX/WQzWeTsYMx6cTrRH1eZZevOw8ztXVWaF6TjLEx0yxoliyzlKZ5AbXAWbLOHY+eKTDXjR+hdlTabh+pc6iTHrknpWMzY4/h0iN4Hc+rvG9f4Tm3cQOZVctIKnikMs8+8cOwCyCevbqJ5y48cCNGCWVr9y7Ye/TwudUJG5cOPq+6YMOwYli6dfK5Yswk38w8m7Csssg34pfLJeNsKb1nMyycBdDc36/hmXBW+73ehxnxbE4wmxPOFs7Gz5rLGNCMB8SzIPv959UxiU+GuVMjMdnAkqExhgwpZRxWqp4AJawJ1p/aUfM4ROmvZZBvYtYE3ZvgNW1/c9nNz8n0/9l4lrjZ1tkUHwhy3+xv4PnWssogC4olE709M/ozRMtywbMpK30TzqaQZcdLgmypBv4ITzdkuKpV7n8TXxzL0FYHBPQxvr06Utnpr8/3VVXv74jo7y538f3VPmMP38uY0qcbeLu3hKfLUziZH8bB1AD2x/uwN9qDvZEO7A20YLunDtsdFZgqTEJvsj+aw53QFGxPRDuiL9YFw3FuGGc5FaPBTJwzFohpafssVbkXUz3xJM2L094Kzk8yBdBcdh0Kz4SbhKDZBOdtXaAR1Fm+CstSvg/JSit0+2NHH4A9QlpV0b6ufnxONErW1QTnQ4JYUKx61pbM8zWaTaF64eZytb3gmcff4zH3GXsCaR7viMukrbOpwzDpaVv1uJ0fjMv8IJV5lizza2LyDVH5uihY4fm5QToUM2aojRniCNU++gXh+Ipwfl0uy0MI5HDiOApfEc5SflElYDbC2YRjaetsyjjL/m7CWbaTeCnVtosZJdEKz3J90gZc4CxjOx8RwccEtFSd3if2JSRbf5AXQjwHqmrxW0S03OdVxhoRvc7rlI7BVhkrkjEuDrmGcwgWeX0LvL6V4ig8KQjHCu/7Ex7zCe/7Ku/pKu/VOsstLt/hOUt76V0eb0+qcxPIa0WhWOe9EBifN0vb5STsVxPIXKc6HeO0AnRjisL0Dq91vzqB07yWumSFaMGzZLo3S6KwS7wfcf6Ey8/qUiFDWb1o0+KZZKdVZ2JyDMF4Bs4I2pOmHBwzjgjYPaL3rLMIb8cbGI14Ku2MieergSrstxKyxOxVXwWecf6KyL7sJmybdNirz1IZ54sOaTstWWipvp2OrZpUBWeJncYsVW17v1Wv2j2vSXa6Qapw52KH8N5pFygXqeyzdBi231msss7S87aM97xN2JrwfNBXhcOBWhW7PZWMKpwMN+JI2kAzTsZbcDnbpcBs6iDs2cIgni8O40SGsuupxWRtPsaqc/GwvgBbXeXY53XudJVhta0YS82FBDYBPdiAuY5KzHRUYa6/CQuj7RjvbUR1URYSI/3hzpcdB0tbOFixtHIgmB1hR5TZWmpgY2HsnMqeUHNiuBLRnjYaeNk4wJf48ndxgj9fmPzd3ODn5kE8e8Dd2QNODm5wIqA9vYLhGxiFgJAEBeggyUATz6ExWQrOAWEp8AlOgIdvJBxdA2FGqH98xxK37pjjHnFq5+gKFw8frg+EV1Ak/COJcL5oRybrEJWUi4gErWorHUw4+3Nf7j4RsHf2g6WdC+5Z2is837pFtH58l3C8QygzFJhvXweRKp1qffyJCgVMxi3Gx5w3ZYlVFeo7965737ZUgH5fZVs6DZNq2wJo6bjrvoXKGJuyxwJmCQG4hGn5L0OWqxBEyzG5TKptSy/aKvP8wEaFdBxmYc5j85hSmhPV982M1cVv3bnPc5Xxno3H+YShsupEs1zbnVu31XBVD+7dV53huHh6IDQyCmnpOcjVl6CooBZVZe2oq+5HU/0oWlum0NwyidpG6V26l+irQ3RiPsIi0xAcHA8/vyh4ewbB3ckLzjbyHyz2/H3YqR63/bn/ABtLBFqZIYAw9rMwg5eFOVzu34fjp5/Cludje+sWHHg+ToJoAbTlfURrbJDmrUFhqBda06MxXKTHeFU1Fjp6sTm5gP0nezjYeoqjwy9wePoDDgneo+f/O05e/Xccv/7vOHlDJBPFl5/9H++xLOVNOJuWCZ4lJAMtgN6/+g/CWUKqdf9vjP+iAC2xdfJfsHlMTB/9Z2wc/QfWD/9DYVoBeuM7zK2+w8ONzzGx8gJDCxfonTlG98Q+2oYF0uto6F5GbfsiKpvmUFwzicLKMZTUTKGs/iHK65dQ3vAEFYzyuscoqppHbtEksvTDSMvuR1xSG/yDyuDkqlW9N9tID84OabDRpMDWJQ0uPrnwCSlFYGQ1QqKbrvHcrQBthLMMVdXEf3O18A4uhaMHcSYdaUlVanei+f/N21++x5Fm6cJvdRdXmW0xMzMzMzMzM0sW2bIstpiZJWNxVXd1V1Vz98y8+3w4/9F97vWkwqWu6ZnZ+1zXfj+sKyIjMyMiQ1I6fl7rWY902vYhIv2zYCddm4lMmUvZLpQYI5Cls7WEbvwxH/Nv2DaGEUv8JmTAOZlwTSuEe0o+XBJy4BydDYdQgtM/HZY+hJx7Msxck4hJIs5FMrFSNiyNwAjBqHQ4ch+OKRmwz8yEbTbPKYeozE6BTT5hXUQwl/CcygjsCp5jNaOG58mlE7/7PGoL4FVdBO/SIrjn8thpxCy/H2QMtEtIJpxDuG/5jwDBM7HudFU6bZ9AQGdwPwU813JpzFUAp1qCmfuV0mi7OqK2ntemKQ3Wbbw+HTxuZxZcugn1nmJ4dRXBtTmP2E6HW342PFNy4MBrY+FHMHvIfxAQpSrDSyz7EdXBqbCMIFyjEmGWwOuYyXMQNOfkwi6XcJbMswC6mI/L8mBbwevHz+tQnQ37Kn6Gygy41PCz1fJ6c92xiO/P4/XP4uN0fm5+ZocwXj9f3X9WmPN3w1RK8wlnU8JZQqZBs3SQEv14oiQWRq7RMPKIgrF3JEz5HW0bnarGkfvmliGosBqR5U1IrO9BVucIioeeonRoAuWDT1DRO4LKjgFUNnehsrYF+QWliImKhZerG5yITWsjAxjc+hQ3PnwPH3wg3bP/m87a/zJ+rfAsY55v3vqA8L8PT28HpPD7oKoqD13E86PRPkw8GcHE2CiePn6EwZ4+NNbWISsrC77+fjA2leaNd95iWSvhlqW2Ltv/acwz8SzTVUnm+YMP3lfDeMzMzeHs6kE8x/DvKR8xqbVIyOlBeskjpJVOIb5kVoFYMs4ynllKtQXOmfUbyGrYVB23pXGYhmd5Pq50BpkNyyjs3FSZ55anFwSylEV/TiwTpAsvVPZZrROnHbPPVadq6cgtCJWMsRYN44eqm7XguempYPn0Cq6narxzy+QLtE3rsr8CZQ3I2lLLMEto633LutJwNa6amJc5qHslw6xKwwXaupB9tkyeq2M3jmvTZ+3pzvGq87dMoyXbZVvDGNHO86obOUFl/wGKO3bVmOfU8iWEZzyFZ/QwbAL6YUI8GwicXaQJWA/MiWbLq7BwIKYdZI5lIllKqgW/UlJ9hefrgP5lKPTa6Zp+KdAKDAnlX+JXw7OMcVb7U2Odfx4PrZaCax7fSN7H5dvgaw25b31bYleOJ43HBM4OBKdTK7HfAjOnJu6jgedQp8LQjmgmpo0E0nYEL8/PmO+VkHM0suV+CNbrgJa4/liD7vX4JWq1910PeZ0sf7nv6+/75f601/xXoXXY1uCsMs+SHf7udI+43cYX+xsqa/xiY1FBWtAs5dmCaSnv1hqH6SCtQ/LxgjQXkxLvaYVnLQuthbzmYnVeIfqLfSnp1pVw/+7iiJA+1M0ZfbaLb4+3uG0XPzzfx08vDvDj8118f7qBr/YW8dnWHC6XeKwZnsfYADaHu7A91MEb8g4cDbdhq7sKC/zHZzgjFJ1RrmgNs0dHuAP6opwwSDw/jnTAk2gnTMS5YSbZA/NE52K6N5YyfLCc4YWldE8GEc1YztDFOnEmUL4eGqavrwuk168wvSJl3IT4RqYXX+PzFs8KwwTwydUYZg3PMo+zZGLV2GaGAFsLGfN7zBA8q67TPOYO0bzD892TbLMGb4aGZ5muSkq2JS4JQcHz8wL/X+A5kI/9VTZazQNN6OpKrIneKzx/VhGGr2oi8HllKL6oCsOX1aH4ujacyzACOkplnr+sinkLZ62rtuzrsiBQAVrwrMVrwvhlSRhelUfhdWUMzgnpA56rAFnKtmW8sywFz3vE8y637wieCVp5nVxvKY9fTJb//OA15udfy+W2XKI5xxcLuT54luONZ3lcMmZzvTGd44MFfr618mgsFYVhhWBf4DV6Jvvitd7k+WxJ+TZxvcPlrmShed33ysLV9FO70pGbSD4kniXjLBloaTYmaJZ1CYG1AFrwvFMVhV2+b4vXQsZX71bH4qg+UYUgeq8yGke18TjgdkG0dON+xRuX5+0ZuOCNzElTMg742kOC9pigPWnJxClB+6K3FKcdBbgkiD8brWc0qM7aEq/5+FTGJneXEtSVOOf6iZRrE9TbguCaZDXe+bKnSNe5uyNP7fOA+95tySCek7HVKOXbBdxPsQK0ZJ03m7JU5lm6be8wdju5z76fp6qShmGXIzw2Hx/0VhDRVYQzsdxTrtC811+D3b5qFYLnA8JZss5Hj1pw9rQTF8SzAPpiqhcvng3h1cIjPJ8bwfZIO2ZaK/C0sRgzLaVYbi3GZpdun2tcPmstwVx7OeZ76/G0owrDzeUYbq3CUHsdGivzkRIbAn9PR9jy5sDC2BzmxKqpAM3AXDeOlhg0MbLmdl0W2pbhSFy7mNvAzdwaHtbW8LSzgYedLTzt7eHh4AQ3B0c42nKf1g5XeNY1/fLyjYAHw903ijf5sYRwjOqq7Up8uRDODq4BsLbzJJitceu+IW5JhviBIYzNrWDr6AJndy84eQXAhRD3Do1DQFQKgqPTEcib+ADe1PsR5R5+0cRgIMHtDmMC/wE/zz2CUiB5j1C+f+u+ap4lYL59k0C9CnmswVlCyrdv37qlMs8adDU86+lreJZu21dwluwzz1vGPBvw2gmeJfN8fWyzIFyD+Kc3br19rG1Tr2Ooc7tal5JybczzL/H8M5x5XOJZz8gc93ncO1d4vnX7vtq3tq+bN26qz/iAUL1PQOs/0FPj+eydHBEQFIzEpFTkZBejpKge1RWdaCCemxpG0Col221PUPsWzw2IjC9EaEQagkMS4O8fCR+vEN40+8LVzlU1lnPl74a7uSU8iWdvczN4mxnBx8QInsSzi7Eh7PT1YU40m9y+DVNeb3OekxUxbUdAuxnrIdTOHEnEc0GAC5qTQjBYlIlx3hQ/6+a/ZeOz2F/aI54vcbD/lcLz4eVfVOm1Ds//ruL0c13IdkGyZJcFyAJlgbNW0q1loyWkjHv/+V9V9lnGTEs2e+fibyq2z/6qi9O/X4t/KFALopd3/4CFnR+wsP89Zne+weTGFxhfeY0x3gA/mn+O4dlzDE2eqI7evSM7aJdu3X1raOOya2gPbX27aO5hdO+gsXMLNS2rKK+dR1H5FHIKx5CaNYiI6Bb+LZXC1kG6VqfBxp64JXzt3TP591SkyrZ9ieeA8EZVqi1jnQXPWsMwwbNfaB1fWwobl0zeiBJZAmg3aTSVCls/4jCQEZoB2zDuX9BMTNkTyPbxxHMCERybAkvJEKdkwjpNgq8lQJ1y8uGWVwTnrELYpxKAhJxdTLZq/mURREB781gegmiizj1RZWJtArl/4tyBf8cOiQR0egaccrNUWbZNId9TyGOWZsChgnisJGarCMNagree59iYBYemXLg0EbJNxfBuIGariuFWlMtzyIJrUpaajso+gMcgXKX83MozQTePdSA/Dz+fXRyfT+N+eUw7glWmhXKqIUJriPI6nkcDP2djKmya+doOPu7kZ2rnc505cCOgPfk979bM4/G8XPOz4J5MdEemwiogDlY+DK8kBtHsKY3WuI+ILNjws1pEp8AsLgmWaSmwz86GY24e7LJzYJOdBescfkYi2p7nY1vMz1nCa8vP71ieCeeyTHhW58GrOgeelXnwLMmDC8/dIV1K0AnnGK7Lf1j4ZsBKlW0n8XtQmobF8TuKeDaJJUIJeus4yNRgpgS0sVM0DF2IZ49ImPvH82fBY6QUISC7EmF5dUReO5E3jJKeCdSOLqDh0SKaGI2D06jrGkNd6zAamvtRUdaI1MQMBHrzO9raFpYGejAknm999MFbPF/PLP9rMF+Pn/F84+b7PP97cPe0Q1JSGCoqctDRWafwPDk+isknjxljGB0YRHszIZ+fj6CQYJhbWqiO2xqSr4NZQpd1vl62/fEVnt8nnuUc3+V3503i2QxuHl4IDItDVFIBEjIbkFbcj9zqp8iteYaUynkFYq2TtpRrC54z6tZVSPY5qWJRbZfXSVY6sfwZUmsWkN28grK+HTQ8PkG7dLN+RszOS6MtmfdZN+ZZQpp2CbAFzwJlyRxrISXXujHKzxWSpWxbGoQ1jus6bWt47nymK/UWGEtIpllCsKyVfmuoFmRr0O7gOSkkT0tX7qsMN5fNUzo01/McJLPcwPOq41KgrJqRqXP4+fWtMxeqlLtjmvubeIWmx5eoHjhFSccBsmvXEZ0zDe/YEdgHD8LMsw8GAmANzwSyoFkLc2nUZSdjdhlXgDaTUu5reL4O6OuP/yn7rEKg3M2QjDExrEIyxgSjwrPsg6+TqascJAhcQlhgbCBTVwmkpXSc+zd24vv4WkNHItKxkY8JT2e+V+aLdiEiXZth7tYKC4aZC/flWM/9EM/29er1av/2fC+xqeB9Fdr5XAftL0MD7i9DnvtXwJXQ3nf9Ndr+tG3aa7TXadv/u/glniXeETR/c7yDb08IWIY81rLRl2vzCtGSbRYwC5wF0hKCYkGzZJglBM8Hczo8y3MC552pMWxPCrplbPS0QvRnO6v48mAT3/FYv5Nx0JKJviCgT3f4eF/h+UfB8wvd+u8uZXw0EX2whtcbCzhbGMfBxBD2xnqxK43EhtpxQEAfyNjHthJMliShPzkArZGuaA4hooNt8DDCAY/i3TCW4IExKedO8sBcOnGV6asArRCd5Y2VTG+sEb1r2d7YJEpVh2eGrEtsEF4y3lZ7TpbyWMqIl4nnZcJuRUq+ifAd4ltrDnbA5X6Wny7TzPephllXcSqozgtSeFbdpRnXAa2F7EPwvJXmqZayL0H4MQEpY50F0ILnF3yfdNsWyL4kml8UBuCNgnOIwvPngufiALwkTv8586zrjv0Zgfh5pQ7P39QRyoyvanSA/rwyhIiOwm8adHM8X4ezQjL3I8eVfWkZZw3Prwjm1xXReElAX3BduorL2PBdnqOMdz4hVo8IaMlAy3Y1bpx4PuTnkXmb1zL5c+JnFzhLibXCLtErDcLWioOwxM85T0RPZ3ngaZoLxvkzmC8MxUpZFJaJ57WSSCwVhBLZ/grPWyUEsIpw7iuCaNfFflkkjmtj1RRVJ/yc0mVbpqOSqaukOZh02ZYScWkYJo3DpIGYzPssmeltvm+lgkgvCiTYg1VzsgOC+YQoVp24idXjuni+P1qBWqavkoZil7yRueRNzGlrOo5liqvmDJwRsoLeL4Zr8MVIHV4PVuNlf6Uqy349XI9XQ7oGYq9GanFJ0J4R14Ln005itzEDG7Up2KpLwWl7Dt4MluOzoQq86C7AWUc2jrhN8LxRn6wyz0fSXbu7EAfE9UFXIdYJ7tXadGy15io473UVqamqDrl/aRimmobxmEfSjZtoloZhBwPVRG4FtnsqFXa3eyqI6FqcSIOw4WbiuUlNQyUhnbVPnnbjdKoPZ1MDBPQjvJh/hP2xHix01mKqpRyzbRVYbivDVhf311eHLcZqb52almplqA2TPQ0YaqlGd10ZGsoKkJUSi0AfN0LXEuZElKmxGcFsppAmjaf09WRpDkOZIsnQAuZGlrBi2BFuTiYWcDE1g7u1FTxsiWgC2tPeDm529nC2tYO9jT1srOxhZ+cMZ2dvuHoEwNUziFAOgRvxK2OSnTxD4eAWBEf3QDgRvDYOXipbrEcc3iMWb98zwC0CVEqRzQgxBycX2Lt6w1725RcKr6AY+ITEq+movAJiCPNIAjuY+/GBqaUTDAl9hcn7esSwdJqWkmXimCCWLOztm7dU3CHg7twhoK/iNh/flJss3lx9yuc1/Gpl1waGJirrrDUNuz7m2dDQUuFZj9dPmoUJkrVy7E8+lX3qHstSW9dCg+69q3HKqtEX1x/c02WepWxb4VmyzleZbi10eDbDA0G7nqG6bjd5fO3cFd7ls/Lz3bsnpeD3oHf/AfdjAntHOwQE+iMxMQm5hE9JYQ2qyttQV92LpvphtLaMobF1DDWNIwrP6flNqqN5GPEcFp6MkJA4BAVEw88zEJ5Onqo7u6sFfycsrK7wbE48G8PL1AjupoZwNDKAjb4ezO7dhRExb8zPaXLnAcx5PrZ6D+Bioo8gW1PEu1gi19cB9XG+GMhLxnid4LkfG09msLewg72Nc+zvfYG9499i//wPOHj5Vxy8+jv2Xv0Nuy+khPuvOHypaxgmUBYYH778u1qXUNjmtl+GbJc4eP0P7Mv+pMHYy39g5zkBTUxvnXN58XfsXP4b499VbJ79HWvHf8Hq0R+xevITlo5+h/n93+DZ3ne62P0NZre+wdTqF5halumx3uDx7EuMTj7HKG90H8+8wvDES/TzZrJ7+BRt/QcK0NVyY103j+KKaeQWPUFCai8CiV9XDwLViZBzJP5cCSfPbHgE6BqGybzSgmeZnio0plOVbQui1XRVkS3wDamFs3eBbvomGePskqKywlYyLRWBZxtMWEYRxLHpBDAfp6TDjqh1yGRkE8sEnlUeoVegC2tZFhKeMm1SSREcCgrhQEg7ZDCSC7ifXFiHZ8M6kKjz0TXSspKO0H5ELY+lSrYle53EZUYGHPMJRYJRxvPalKYrNNtXZ8O2hkHQ2jTyc7cQl605cOV3rUdXCTx5H+PVVAKPmkK4luXBrYCoTCG4CWRLvwQ1LZOpawxvnmNhTbjb+XK/BL3KnsdnwDqVr8tJgxXBrisHz4Azke7UwHX+2+LYTsB2E9XduYRzNpyJZ/dO4rW9AB7N+XCvzYM7r4NrcgZcYvg5wgj0YMI4kMfx57Xk8aSJmENELuzlPxT4Gou4ZFgk8RoIfDN5rlzapPLapKXCWkrJea1tpRy7mMepLIZvVSkCassQ2lCJ0LpyhNRUILS6Gv4lZfDMLoKzlIyH8z08jo00SnNOJZITdXM8G0epMDLSLQ3NuG4VzZvbGN6sc+kcAxP3GF6rRLhE5sA7oRhB6VWIyG5AYnEnChrGUN37DM0ja2h7tIHOx1voGF5Ba+8smtvH0dQ8jJrKTuRmlCAqOBqeji6wNTbi3zW/cz75UGVw3/+AQCWK/0/w/Ot331GA1vDs5mGLhIQQlPJn1NJapeZ5lszz5PhjzEw8xdPRx+jt7EJxcTG/n8JhbWvztmmYhmdtXeCsm9+ZqH+f5/XeB/8Zz+/+mt+hn8CE31+u7p4ICo9DbGoRUnKbkVX2EPk1E8irFTw/UyDWGoJJdlnGOguYpWRb1gXO2phnheeKeSRVzSGjYRHF3ZuoHTlE6+QFOolUAXTnHNcl+FhKoiXz3EEAS9m2jCHWcKuFoFcywb2Ln6umYR2zr4hogbSMgdaNg5Yu3VqHbg3Puve9UvvQpqzSSru18u56QfH4MWrGDlEtmWVGrZRhc1uD4JnPSzQSyPJYok3OkecgzcvUeS0R7JLJXv4S/YuM+a/RNf05GkdfoKL3BHkN24gveIaApCdwDhuFhfeArmRb8Cwl2k7dsHHugZVjFyyJXHOCV0Kyz6rL9TU8a1C+DmZZ/quMtMooO0ip9vXMs65cW41rljJrQlg373MD/16I3KswIHgN7LmNz5nIHNEqiEenBn7fNMHSs5XfdW2w9m6Hjc/PYSvBbVYekoVu4H7r1P4MuS9DyT5f4VmXGRc060LGTmuI/T+J/w678pzpVdn29dDeq73m+r4kfrmfX4aG5+uAfkeQLBlnDdESGqBlKdB9Q/A+Xydcl2cJY20+6J/LtbXQyrYF1bKUTLVkrHVNySRr/ZSInsIF9/NqYwlf7esQ/fuLAzX2WfD8OynjvuC2yz38+JyIfqmLH7guwP56f4WInsVzIvpkchh70p17pBMHo+04HG7ljXst5upyMZgdjfY4bzQG26E1xBa90S54GOeOoXh3jCa44TFjOs0bzzJ8sUhErxC369nEMHG1QYxuE7bS1VmWGqIFzxK/xLPATov1DC9spntim8gTQO+q8MMen9PAK9lmCcGzZJ+lGZhsl7JuwfMvAS3NtWSbNBrbk31xn3s8x12nqMMvAAD/9ElEQVQee5/Y1/B8oTAsmeRwXaMugk/mef4nPDPeEM+CapkP+oXg+QrOnxOFX1RJd+xQfFYZquD8bX20wvPnVdxHZTC3RSs8S5m2VpYt7xWEyzFlu4ZqCXn+TTnPhcsXMua5KFQ3Fpz4PSRGJcOsAE2075fK1FNEM7cfSfA1+9zvrkA0PxCr/JzqPzly+fPh9n0eXzC7R8huloViMd8P0xnuGE9yxliSCyYy/TCbF4y5nECsFEdguZCwzeV6QQhW84OxJmOoCemd4nA1R/NxRSwBH626be9KZpn7VvuX8dRE/bacLz+jrAuopRO3wFniuCkROwT0WnUkFkuCiXmeL89fxjtLxvmkVjp2C54TVFOxLZ67zAF90Z5BQGfgRVcOXvTk4oI3MmdtWarT9gVB+9lgFb4da8LnBPRlTxkBXaXw/EIwPVyLN4/qVdb5pKsYl/3lhHQpDlqyFaD3mzNxyX18McL3PCzFSauUbSfxPFMVnvf4eK81i+tZKuu8L12323KJ5wys1Weosm3Bs4x7lrLt/e4S1SxMxjxvdxRhr7uUz1WqzLPg+ZCIloZhEm+nqpIx0IJnxg4BvcVtm4ytwWZsj7Tx77cLJxP9/FsewNZwG2ZaK/G0qRTTreXY7Caau2qx1lmNlc4arHQ3YH2wHVtj/Vga7cNYVwvaaspQJA1eQoLg4mgPa0uBoBkBJt2czaBvaKpKgA0IZkNiTZ9oM9QzgQnDgjizNjQmoI3hwJsjmdZKxkt72kvm2RaudrZwsrGFAwFtY22n8Ozi4gM3wsrDJ1TNuexN9PoGx8M7UDLPYWouZwcXX1hYu0CPMLxDKErGWcqPZd5jAaCg1YwYs3JwhY1Mi+QZQAAEM0Lh6BGs5oR2YNg5+cHCxg3G5nbQN5ZMrBERfl+VLss0TRLX8XzrCpS6LtuEJkEnZX43GdIs7CZfd0Oy09fwrGsapgOzoZFu3LOEDs5yveTamaqprW7fuYbXa1nm6+taqGMwBMz3CEpdNlzX7EvmbNbn9Zdu29IYTAf2n/Es/1FgwHPRMzLFPX1+ZikZlzHXd7lPolRKxe9IVv3+PTx4wM/BMNA3gClvCh0creHn54W42BhkZ+ShuKASFSWNqK5oV6XbjQ0jqGdU1Q8qPEt385jkEoRFpiM8PAXhockIC45DgE8YvPmzdrd1UXOCu1laEdAW8DQ3gyeRLllnNxMD2Bvpw+otnu/CkJ/RkJ/ZhD8na253MdZHoI0x4lwskO1ti7poD/TlxmOsthqznb1YezyJrbl1bK0eY2f7DXYOv8X28e+xc/En7D7/C3YI553nf8b+i78oPGtgFhjLuoZkQbUGZS1ku5aJ1jLYgug97mf3hTQj+ysBzWPImOjLf/B4/4a9F//B5X8Q1P9QsF4/+yNWTn7AIgG9ePg7Qvr3WDr4EYv7v8fsxreYXf8OM2vfYXLpa4zPfY4nc5/hybMvMP7sa0L6M/SOXqC9nzetb/G8gJLKGeQVP0VyxkMEE8ZunkWEMxFrnwbrq3mStYZh/uF1jEYERbapsu3opAFGv8pEh0S3qjHPDh65Cs5WMqWRC0Oag/kkE7hELeFnIw2tiFlBs5RQy5hg+8IsOJQSaBW5sKnM00VVPqyrZJlH5ObDuboYLhXFcCZeXPIZmSWwJ6DtYvh8SB4c/fMI1xyVGbX3T3/bKEzwbJ+URkQSrAVZcCzNhkMlkVyVBbtrcLauJ56buE4427XnwKW7CB69ZfDqKod3O5cNRXCtIJyLcuGSRmATxxb+CTD1iONNLfHsEANrl0TYekpTLX6+YCI1imhOSIVlOtGay8cFqbArSYVTZSaceUwZZyyAdmjLhEtnLsGeB1d+97u1ErXNBfBsYNRI0zKCOjUbLvF8D/82HMOI5SApoU6HjXcaPzcRHpoDxyieVyzBHpsKq3ieR1IqHPjZ7eJ57RP4M0hOJqT5/izuJy8P3mWlCK+vR2xzK5LbO5De1Y3Utk4kNXcguakbCbWdiCxthn9GFVyiCmHnnwMr9wxCIAlGFrH8HoyEvlGkQrPxFaINTbhuEQNj61iY2DOcYmHmHq8anXlFFMI/vhyhKbWISm9EcmEPSuqeorZjHg19K2gb3FBzoXc93EBL1wIamyfU90NleSfysyoQG8bvdkc32PJ70pTfrfdvfIKPruH5esiY519u+zn+Gc/GJncJWBvExQURx+n/hOfpiSd4Nj2F6SdP8bC3D+Xl5Yjm95mDk6PCs2SbZXyzLOX7/TqgJeus4oOPCOlPiOaP8Kt33iegf4V3f/0rfk9/zGMbwtnVDQFh0YhJKUBidj1Si3qQWTaC9PJxJJXrpqSS0m3Bs4Ssa+ObBcwSgmt5LJBOKCeuKwXPC2qeZ8FzG/EsWWZpGta7+FKFZKGlbFvGFvcvfoH+q27bWpm1IFhXai3b+BritJevk07X7TOvVNa5eUIy0TJ3s65EW0IyyoJlbdy0hmYpA5dpq6SZWA2j9vE+aq7AXPVoH9VSji3TZ0nmWcZeS0ZaGoHJPNNcl21NU+fo4HnLefQvf6U6bQ+uf43Bja/xcJWPl75C79yXaJ94jfrhS5T1HCk8JxTOIzB5HG6Rj2HlOwhjwlnGM8vYZiuGrUsf8dyt8Kyyz4JnyQwTzoLn62D+ZfwrOCs8y3OCbjXmWRAtmJbya4JVlVo3KjSbODUy6hV2TV24vApjF+KXSxMJVz7n1sC/pUbY+LbCMagLTsHdcIvoh2f0Q3jHDKrwiOyHW2g/HAN7YE1cm7lKxlmyz1LCzeOpOaYJVRmTLc3HtLjC7L+K68D9Zfx32NXed/01sq7F9ddor7u+/V+H7Ief4xeAfkcyywJjKdfWdcvWoVkQLeXcko3WMtFaSbdkpLVstGShtycfqZB1KfUWIEumWS2JaHnd3qyu/PtodgKnc1M4n5/B8+U5vNlcwjdSzn28i9+dEs1nu/j+XDf+WTLQf3h1hD++PlbLn14e4qcX+/g9n/9ufxWfrU7jfHYURxMPsf+4G7vD7bxJb8MOb8xXebM9W5ePoawIdMZ7oCncAU0hduiIdMJAnBuGGU+SvTCZ6o25dG8sy3ha4nmD0NrMCVBovh4aoAXMWmiZaA3U8rodaWRF3G5lemODiJZMsYxPlrJrNS0V44j7UYgm5I55LMGzlGar7LOElHZf4fk6otU4aFnKWOB8ng+BLiXc0ihMyrY1PGtTVQmeX0sZtoJziCrZllB4LgrEJVH6nCB8Rdy+IRA/r47CFzVR+KyKmK4KwzcNMfi2MRZfN0TiyzrCuD4S39THXDUMi9IB/SrbrBqUcX/Xs9ha9vlzvlbwfF5EIPNcZTz4XkGgyi4LlncI/G2ez2aBP7aIeslEaxnobSJ0g6/d4r4FzdMprphMcsICES3ZYMkA7xPpMq2UdMmeTnXF00RHPCGep/jznMkNxkx2IOHM54nnef58VwtDscFzkdginHev8HxSKXiO4XbCWo5bHKyQLMcQMK8T+bJde062yXMK2LUx2GqIw2Z9HLZkDHR1DPaqYxWWz2Qsc40O0Ed8LE3EpLz7SODdQeQ2JOK0LR3Pu3NwKXgmag9Vs7BMnLbnE9DVjBqFZ+mm/YowPe8txzExeyHdsLk87MjHWS8B3VeC4/Y8VZp9QBQLnj8bKuf7CnHQmIqNqri33bZlrucj3jxtNqRhg6DeIbq3VORg76rb9tYVoE8GKlTJ9gHPQUKahR31V6p5ng+IZ13DsHqcP27F2aMW1ThMlWwPNmB7oJ5/m83qP7j2R9uwPdSCraFW7I52YH+sGwdPerAz0oWlngZMtJThaXMZptsqsdxGNLdUYok3Fkud9VjpbcFSXzue9Xdgpr8bA031KM/LQXxEJNyc3WBmJggzU9CT+YSl0ZWUOd/XN1FTOQnIHhCzkv00IMhMHujBXE8PVgYPYMOwJ4ZcLEzgZmOlQhrFOFrbwNHWHnY2DoSZKzw8/OETEA7/4BgE8sYqMCKZN/GpCAhPhLd/FFw9Q2Dv7KOmkrpPeN68o6fgp5vq6T5hSezyhucBj21obgUTWydY2LvDxtmb/5j6wdbZFzYO3iqs7DxgZukEYzMBpQXuE/p3+T6B8b3bt4hTyTTfVHGbN1C3pDSb229cxaeyvEswM24RdzeIbckKC24Fz1K2/V/h+Xrm2dBIrikRe4VuietQ/iWeNWCrBmFSXi5jsG/oyskF0/fvaqXbZjyONCzj8fkZjc1sfw5zfmb+PPWMzXDfwFgh+o6ePh4YGBLzxtDjuoGBAd9vxPM0JLpNYGkpHbct4OPlhpjIcGSmZKIwpxgleVUoK2xAVVkHaqp6UUU0l3JZWNmNTOI5PrUUkZEZiAxPRURYMkKD+XP1DYOPqx887FzhamUHdytreFhawoN49jAzgYepIVwJYztD/v7oP4AZIW9M3BvwZyyh4dnZWO8Kz6bI8rYknt3Qmx2LR1UVmCIaloafYG1qGeuL+9jafIXtg2+wefC9rkv25Z+J3L8Qu3/F8Zu/E8I6DEuptoBYK9WWpTaFlRYCZ+15VcItJd98/8FryTwLyP+CzfM/YuPsD1g//Ynrf1KZaNXd+/k/eOy/E9B/w+bFX7DCc1k8JpgPf8TS4U9YPPgJC/s/YHbrezzb+h2ebXyvxkePz3+FsbkvMDb7FZ4ufIfRmS/R9+g52vqPUNexjUppKFS9gPzyGeQUPUVS+kMEEcYunsX8fc+GhS1xaJcMc0JJGoZ5B1cgMLJBITkivhsxyQOITxtmDBLQfZD5n31CavjaXCKSWHRNhLVbIqS82NqfEZoMmyjiOTFNdVu2zc2Ajcw5XJIO6wqCt5bwa8yHbSMB3UAEM+wacmFfTxzXEpX1pfCoLYN7eRk8i8vhkVsG59QiOMQVEMr5xHM+7H34Ph+i0o9gDkrXlU/z+0BKwu0zCUwi3amMyKzisQTOBLRNNeFcm6nDc3MWbNukfDoHDvyede0pgVePdL+ugHdLKVyJeIeCbDim8/3RGbAISIQJ8WzsEM3vjmjefCfB1pVo9eDxCXi7CEY80ZxGIOdy37l8Li+Z55AFlxoCvS4bzo0EPY/r0kY8E80uBLwrP7cH75fcVcOyHHjk56pu364J2cQzr1UI0czPKF3LzV2lczk/o79sz4Idn7eN4fMx/OwyDVdUHK97LKyj42CfmAoXnrtnbhH8isoRUdWAlJYe5PQMo+ThOKpGplExOIninjEUdjxGQesYchpGkVTah5AU/m4E83fD42qOaesEGJkTx+Yxatoq1aHdPB7GprG6sdA28WoqLVOnOJ5jAuz80uEdWYzAuEqEJ9UhNrUVabm9/NufQG3zAuo7ltHSs46O/k10cNnUMk84T6KmZgRlxR3ITitHZHAc8ewOO2NTmPF798FNIvUKz9exrDUM+2cwX4+f8fzpjff4b9FtOLlYIjraH0VFaWhrq1ENw6Rse2ZiHAszM5ibmMLIw0HU1NYiMTkJLm6uqmmYwFnGNQuYpWmYVrqtlW3rOm4T0h98eg3PPP6v5dgf8tj6aniLd2AoQmMzEZVSjtisZiTkdSE+fxBxxVOIJogFx9IwTBv7LFDWwCwhqJbHgmoZ85xc9QyZjUso7t5C3egROqafE8lvVMOwh6ufqZAx0APLum7XgyvStOtrgvnzt6XXP5dcS7MvXaZXMr7S5bplUrpuX6pxz9I4TEqnBcwyBZU0GdM6bF/vtC3ZZgG0hJZ9FixrIWgWJHcK8HmePTwXWRcstxPngmh5jWSeexZ5nktf/tNUVdIUrWv2NVrHX6Bu+AzlPYcobN1FVs26yjwHJT+FO/Fs4zcIU9cumLl0wtJF8NzFf+97YS3jnolbFQSzdN02J6AltO7b/yo0LGtNwrTQze0sYOZSNQST7QJXAtBeSrQJZKLZnMC18mwmdlth493CaOb3Rxu/wzr43dkCK78mLrktuB1OYV3wiOmDd8JD+CQOISj9ESJzJxFbOIPogmmEZ03yc47DN24UzsH8TN5txHcDDAhoA8lqS3m4I6HMczHiOWmhunX/S6z+13CWkOc1GP9XIWOdDawaVfyrsc/X96XtT1v/zyHva1RxHdDvXB/HrLLCq88UkLWO2dcz0tez0m92VvBycxHnq3Nqzuf9uXHszYwRyQTygjQWk6Zh0lyMiF6cxOH8UxzNTSg0S5wR0Kdzk1yfxsuVebxZXySi1/GbI2kWtq2yz2r8M8EseFZwJqD/JJjmukxx9RuZ3mprHq9XeLypIWwNd2JjsPVtZ+49Ynq1owwTlUnoTQtAc5QzWojnrlhXAtqdgHbHmExpleKN+QwfrGRJJjmAITD+GclbBJ+GZwkN09cz0bJtl+jdJ3ClXFsyz5vpXthK9cQOl9JVW5p97XL9gOuScRY4K0AzBNQyhllNW0VYHxLCgmbJOquybeJYxv8eCaYlayuwy5MycB2cFZ55fG3M83MZe0zsvSklnvla1W270J8RgNdFAXwuEM+LQ/CCAHxNIH5GBH5OBAqev6yNwld1Ufi6PloB+pvGKBVfN0gZt645mKBYg7NknQXO0qhMOn1fEPaCaa0k/DO+9iUxLf8pIOXnct77PD9pDnZQFopdnuMGz21dul0T0Go7AS1jn+WxQFViOd8fc+n8eRHIcxnuWMrhNS4JVvMtS1Z4OdcXM6luCtfT6Z5YKArHs4IwhedFLpcYz7IDiGfp0B2DndIohedtInpXYC9l26URulJwXh9BsuxfkCxLwbMgXQsN1ke1sditi8FiRTjWaqOx3RCPXenOLc3BCOfzxmSc1iXiqCYOh7W67dJY7Kg5GWfE80FjEtdTcNqahrO2TBy3cFtzBveRiv0mAXQBXvQQwASzzON80VWB864ygrkQh7zhOmonjAXM7bk4asvBoURrFva5j9OOHGK7GM9781VJ+A7PY7WSwG9MUVNVyXjn7aYMrNUlq6mqVusJbC73uc/9riKsE9IrDRnY4HKnQ8q3edyraaqOB6pU2fZWRwnW2vh6YlrQLNNUCaAlDocasdVfh/2RVpyO9+D0aQ+x3IlDgvl0cgDn04M4etqHjaE2LPbUY7arGrMd1Zhrr8E84bxMOK93N2JvqJvY7sdSfyfGWxvQUV6CwpRkRPgHwsXeGaYyHvieAW4TZrcFqbzRucHlDWLtxp0HuCndmiWDKc2niDoZJ2tIUJrevwvz+3dgqXebCLqrA7SVBVytLeFMQLvY2cHVyQVuLp7w8vZHcEgkImNTEB2XjijepEYmZCIiLgPBkcnwDYyGh08YnNwkY+wMfSMLdUyt5PgW8XpTjT2+hdu86bklGVRDUzwwtYaRpSPM7Nxgae9BNHvx/e6qXFsHZyLWhPA3NMJ9Yv/uPWmWdZN41sFZ4pbgmUvJQnzMm6mPGB/e4lKCyP7k3h18eocheCZiBfKSwZX/aBAcS7ftX+JZAdqIx+Y5Xh/zfB3MEtdLta8jWmWar/Cslnws/3Gh/8AIRtyniXTZNrOCmYUNzKzsGbwG1rqwsJWlHYwtrGFoaqE+v56xCa+FzE0t52pEdJvAzMxMwdnc3BzW1uZwsDODt4cjIsOCkZaYjBzeuOdlFCI/swzFuXUoKWpBUXErCkrakF/WjsyiJiSmlyE2NhfRRIDCc1AC8RwOHxd/uNu7XeHZhni2gruFOdyJZ8k6S1bZnni2NngA8wf3YHL/PozuPeDv1QOY8PfL4sF9OBo+gL+VAWKcjJDlZYZa/hvUmxWF0YpSTLS0Y3HoEVYnl7CxdKAyz7uH32Hr+HeE6x+wL2XaxO7hm3/g7It/w8WX//G2QZh03RYUa921f5lxFjhrGeqj1//gPv7OfUnG+c/YuvwDNs5/xNrJD1iRkuzdb7G4/1uu/0hI87mzP6rl2ilxff4XrPLxkirf/gnLR38goP9APBPRe1zf+wnzWz8Sz7/F+LNvCOcvGV/j0RxvjCd4IzxygeZe3ry2b6G8fhnFlXPILp4gYh4hNqkHfsG1cHQvhLV9Fizt0mBunwxTuwRVhi0NwwTP4XGdaqoqyTrLdFVxqQ8RldjH7R3wD69XZdu2rkSyW8LVFE6JsAtKJiS5LS6FkCT0cmW8bTasyzNhUZEOyxqCt4lQbsuHHb8vbVsI2FYitS0PTq35cGrMg2dTKXwaiNjqcviUVsKbeHZNKYRjNEEblAcHnzzYeRHChKSVN6HuT8DzuDYRjPgU2KWlwSGfwJSxvjyubWWmgrNNTTasBM6NObCRrHNHLhz4XezYVQiX7mJ49lbAt6cSPq3lcKsm1IuI7wyea2w2LEJSYOZFQDsSiTaxvGb8rM48jkcmMU8Uh2WpTLBDCh9ncz07DY55aXCvzINvYwl8W0vh21kK7+4yAr0Unvzu9mothFdTEbzri+BZTUCXEM4F+fDKKoBrYrZuvuVAfkYvHts5UYWle4r63NbSCTsoTWX4rSKSuIyDNb8jrUMjYRMeDce4ZLin58I/rwyhJbWIr2lHdvsQSgcmCKxFtI+vo21sHY2DS6jpmUdl5xwq2uZQ1DCF5IJB+EfXwcm3CHZuOaoqwVx1206EtW0S7OyS1TzhJmZEtExdRVwb85pI9tnMMR7WHqlwD85HQHQ5whPqEZ/ShsycAZRVTqGxeQVtXZvo6ttFb/8+unt30N6+gpbmZ2hqmEBlaS+yUsoQERALbwd3OPA7x4J/3/qC1A/fxwcfEqhXYL4e/xrOEr9W450Fzx99/Gs80PsU9o5miIryQ2Fh2tvMs+B5dnICy/PPsDT7DOOPHqO5pRkZWRnw9PZSTcMEywJlLQMtcL4OaC3z/P6HN/Duux/j18TzO+/8ioB+B598+gH0De7D0sYarvz3zC8sCcGx+YhIrUVMdhticvoQWzSBqELdfM4CZ5muSsY+68q351TZtjQLk/HOsk2Ney6ZRlLlrCrbLupaR83wAdqmLlWDMOm4PbgmeP785+7bBLRknnsXPkOXIPmZjGHWlW8LiAXDjU9PVbMwCRlrLCGdtiWkeVgTn5fXyeu192iZZwG1Nq+ztk8tIy1jmyWjrGWaBcqC5j6emwBa8CxwFjALnBWy+Z62a1NVSbRx//IZpbN4w6MzVA0cqYZheU1byKxeRRzxHJo6CQ/i2dp3AGZuxLHM7ezSBSsi2ZphRehaEpKytCaeLblNpq4ylyzytWzyz6Er5RYgS7dsXQiQtddKRlr3Gl3ZdzvMZb5ol1aYuxDF7i2w9emAU2A33MMI4qhB+MUOwTd2EIFJIwhKfQT/lBEVgamjCM54jDD52edPqCnMogsnkVT+DFn1q8ht2kBmwxrSKleRWLSMiMwZAnoEjty3uTsB60g829fD0IGAlSZjRLyhfRujXYUx180YUmb9r+I6mK+HgFaD8L8KDc76lg0qrgNaA/H1ff1P+zOykfc2cKkDtJGGZy2DrJVYS3ZYw7RkpQXSUrYt5duCZ8lES0b6q+NNfHW0gS8J2M/3CemtBZytCJSJ5AW+f/7nkG0ny5M4WyacZTqrZ1OM6asg2AnoC25/SYh/trGAr/fW8NvjLXx/sXMFaCnb3scPl3uMXfzE9T9wmyx/PN/Ft/vL+GJzDi/lOES0lHLvCJ5Hu3jT3oLtgRostxVgvDQBvakBaOUNTHOIHXq4HIl3w9MkL8ym+WIp0w8rjFXGmpRxq1JuwbGg+ecstCBZYlsATfBKyPNS5r1HxAqed3OkQ7QvdjK9FZ4VoCUDTTgfcL+HEpKFJtKPCGDZLl20VXaa+5VO24JnKdc+Kw1XoRpoEaUSgk+Z9uqIxzsXuHLbGd9zLpDm8Y+zfXBZQCgTfa8IQemu/ZJAfVnop1vKNoLzJQEoWWcNz59LN22iWeD8ebUuA/1FTTi+qCWyK0O4LQJfEYsCYin3lnhFIEv5ty77LE3Lfg55LOOwL3iOp0T9yRX+pSxbssv7XO4R0NslQVgv4LUmlqVpmAB6gxBfz/PDRmkIFgjj2SwvzBPM89nemExxxRQRvUrgylhkmXJqjddkMUv+I4Sv43Wczw/BTE4gxqW7ek4QFvJCFJ5XCkL52nCs5kk2OxCrvN7reUHYLgzFVlEo1nmeGzy+ZLbXeP6C6C3uXzLcAmUJGQutlXUf1cVjv15KtonxxngctCQTxIlv8XzZlIpLYvWommCu5TbVXTsJBw2JOJExz13ZRLOMd07FiYx9JnilbPu4LRsHTVnYa8jk9gICuBxnnSV8T5FC9OVAJfFbjDPeBJ31FGG3ORPb9TwO4XxOFB+p8u8cvq8QF915OJJS7cY07DalY4Ov220h1Pk6Gess8zxvMFbrUrFOLB90FuF8sJpArsB2ez7WGjOJ6Cw1XZVMUyV4PnlYTUxXYKUpD7O1fC8BvSVjnnuI6qEGXMjY5tEWNd756HEnzolkwfP+WCeOCOmzqUG8XHiMIyJ6jXheHmjGUl8TFrrqMSPZ5o5arLTXYrWrEdsPu7A12oeF/i6MtTahIDEBQe4esDMl8vSMcf+eIUEq82Dq4TbxIiXLN+/cxSe3buPDm7fw4Y3b+Ihxg3CU7s93ud3gzm0YE6KmhKX5/Vuw0LsDOzMDuNtawcvBDh6O9vB2cYGflzeCg0J5oxOvujhnZhchPbsUyRlFSEwrQFxSLqJiCOiwBPgERMHNKwg2RJcRUSzjlCXzLGOEP/74U9y4ceOqedcNfEpg3pCMtGTGjYlUc8GiI0wsiGZzB6JRyrWtiHBi0dgMegZGBK/M4czzv4Zn3TRUMnWJlPFx33eJZOL8E27/SELwfPcuPuXnFjzrgPtz0zCZT1lK2wXNkgW+PgbZ2IR4Ja5v37mvxjXLeyWrrAFZW79DLKpsM/epxT3Gg9sPdHFHD/p39WHIY8lYdDMew8LCDpZWDrC2cYKNrQus7Vxh7eAGGxUusLJz5M2yHUwteR7m/DmbWfDaWBLcljAimE1MTVXnWFOC2pLbbYlnR1vi2c0BkcEBSI2NQ3ZyBiObkY/c9HLkZ9cgN7ceeQVNyCtpRUZhI5IzK5CYWIh44kSyzyHEc4BvBHzdAuApU4tZ2xPPtvBUpdtmcDMz+hnPxnqwIZAt9O/DVI94JpiN7uupLLQJf7/s9G7Dx+IBohwMkOFhgpoIB+I5AqOVxHMr8Tz8GOtTS9haOVJjng/PfocD4vbw1V9x/Nm/qYzxCePiy38nmv+XgvPLb/+//xLP18u0VbaZjyULLSXfB68lgy3Z5Z+wfvZ7rB5/TwT/VsF5kje20xtfqvWlg99i+fB3V/F7LBPNi0c/YOHgBywe/KjwvHxETB/+EQu7f8D89k+YXv89xue/xejUFxiZ1MXA09fofsQb2odHaOjeQVXzKoqr55FXOoVUwjk+bQBh0a3w8C2HjWM2f87pjFSYE0RGNjEws0u6Kt2uQUhMGyITe3QdtxN6EJXUy6U0EOtAUGST6rZt75YKWxn/S1ja+SXCISQZDpJ1TkhV3ZsVQKtyiVceq4Z4liZdbURrdy7xmk3EZsKe35XOXflw7cyHS0s+PFuI5yZCtqYSvmXEc04ZXJII5wiC1z8bDp65PGYGLFyTYO5BUHoTdjy2TWgybGMZKamwz0mHXWEGbEszYF2WDlse366Ox5Qpo5qJb363OvA72Inf0S79JXDrK1PTRnl3Ec8t5fCoLYZ7eZFqXuaYnAfbSKI7IJM3wTItF5HukApH12w4e+XC2Z/nHyKl1ERzggA6HU6ZGXAvzENADSHYUYeY/hbE8rs27nE7onlvFD7QiPC+BkR0NyC8vQ6hjVUIqCqHbyFhnVGgOl7bhBPH/mkKz+YuSbz5J5plui73ZFh6MXwZAbwGgfGwlA7XgdHEdhRsgmN4LsnwTMlFUHY5wgrrkFDZgdzWUVT0TqNpdBXd48Tr+B66Hu2gZYDo6lxEVdsCKlsWkVvxFBFJbfAMLIeTVwFsnbNgYZsMC6sERjysGBYWcTCzIJ6tiGc+NrKMgYF1FG9woyEduB28M+ETWoKI2AYkpBDuuUOoqJxGa/sGBodPMDR6hmHGw6ET9Pfvoq93A73dy2ioHeX3RRXxHAdvJy84W1jDSk8Pevz+/vgDaRrGEDC/p0OzjIOWbf8azpKZli7duuyzzPV89/5HsHMwVXguKkxFU1M5Hj7swPiTYcxNPcX68iLWl5YxNTGJjs4u5OUXwD8wgJ/V4u0UVbLUEC3DcqSEW5Yf87kPP/qUxxE8yzzPOjy/8847+PiTD6En31WWFnB094a3DFGJykZ4ShXiczt0medf4DmIgIrImySa55FRt6EirWaNiFokonWQji+dZUwjpWaOP98VVA3uoWXiXJVpP1Rjg18zZI7lq+7bMh2UTFM1qUOthJY9luywdLSuHN5B5dAeqob3UTOq63YtcJbMszQPa54U0F6ga/6FylZLXO+sLWOhH64R6wzZJuOh5fXts0Qw8StwlhAkd/I8uxbfqKVsk2ZiUq4tDcOkvFuah9U/OVHnoE1V1SCoHifGpZHZ2Dlq+DtU2r2P/OYdZNWuI75oHmEZU3ALH4WVd98Vnrtg6SodttthQSBKKDw7tcOa4LV24WtkDmhHAs+RwHMkIhlq/maGmUBYGn45yXZ5XoKvVV2viVGGlXsXrD37YOPVA1vvHtj59MHerxf2vt1wCxUsP0Zw8hNEZvJnmj+HpOJ5JJcsIJE/ywT+LGWe6vSaZWTUrjBkerJFpNcu8ee+jKy6JRS2bqK8+wAVPQcobt9GAT9vbt0u97OCkNQJuIYOwNKTSHYkXtU46kZGiwoZd22gxl9fNQy7ius4/p/if8YuAU3wKjQztG3a+/4rPGvA/s8h+CaerwFa4fnLoy28OVjHq+1lXKw9w8nSNA7mdZlkwbRAWjLSUqr9eotI3VvHV4T0lweEM+Pbkx389ky6dW/hs91VlZF+QQCfr0gTsUkccj8Hs0+IcSnnnsQxUX46P4mLxRlc8FiXBPUlAX8umeqFCZwtTuI5Ef1maxFf7q/iuxPpwi3zQRPRUsrNdQHzjxe7+MPlPv704hB/lLHR3PZbyURvL+DF0gSOp0aw+7gPWw/befMu46E7sNPbhLnaPDxMD0NLuAs6Il3QG+WCwRhXjCd7YibNG7NE7gLBK+OglwjcFcJ5leBay5IsdABxTNgVhmCPeN6TDDSRLPNBb+f5Y5dYPCC2JEu8l09Ay9jcHAJass58jRr7TGirddl2tV3GMcsczoLrQ8E09ytdts8I5/OScNVgSzpUnxJwav7jYh6bx9rlMQ4JxlPC9ELmTmacE38K03zNJV/7gjB9Tnw+5/IFIX1REkDI6uIlH39WSQzXyLjmGHxJCH4ppdtVMv45HG/KQ1XnbYk3hPOrsmAuI/AZ8SiZ5OfE78vySG6L5n5i+J5ovicSL4vD1XjqU16/Y36mE37OfaJ2l/A94vU5LQ/HMUOAvEkcKzALTrnPA6L8oCKKqA7HFq/BBlG+ytfNEMyz2T6qY/Y8r+tEmgeeJLsQxHxvjXTDjiKQ/TCTyZ9frj+3B2KO13qax53hOSzzZ7ZRGol1Xs8VInk5PwhLfI1MWyVTVkmsS8jrCPw1nv9yXgCWBdZ8rLpl18Tj8Kpb9r40/aqKUWXZxwSxlGJLqfZubTyOG5NwJnM5C5j5ngNeG4HzaS23E6dHNUl8bzzRTVi3Z+NlbwGOWyXTnIRDAve8Ox/P+4rxgnHRU4yD1hzVQVvKs487ihjEcG+ZmpbqhMg94bZLKeHuLMZxUw4Oie2z1nyc8H1n7Xl40VOC54xTmXaqOYtwTsN6XRq2uX7YUYDDzgLs8yZuV0q0GesE+2Yr8d5PrA8RwgPl2OsuxlpzLnZ4DBnvvNlWgD3JPg/WqZLtZ3WZmKvPwnpHKfZluqohiQacPm7F0UgzjsfacT7Ri7OJPhyO9+LgSR8OnvZjf3IQ2+P9WB5sxzPCeflhG1b4N7vAm7ml7nosS/Dvdm2oC0tDPRhrb0JHZSXSo2MIXBeYPDCCHtF8n3H7BuF8U6ZuIuJu31Fxm0iWbO+nn97CDQJWxgXLNhkrfJ/b9W7dJKLvwPjBXZgb3COeDeFmbwkfZwf4uzkhxMcT0SFBSI5PQG5WHsqLpQFVCyoq2lFW1oGiohbk5tQhPaUMsTE5CAlOgqdXGPHsAQPCV5qFSYb5U8L9k0+IZ8Yd3oDd4Q3PzZsCUMkkG/OGRsYWS+k0kag6TkvjLIGrTNtkAQNpfMZ96cn46Tv8jNyfGufMfQmcbxPON299QsBy3/du4wbR/KkaCycZCWnmpWWKeT1u3+ZNFq+P4FbPQE1XZWhkyuPp5nyWMm7pvG1sIucimWeZc9lA4fh6dlkr/dYB3ECFZLJ1YQR9faL8gQkMH5jCQM8MxgbSXVs6a1sTu/awtXGGna0bHOw94WjvBXsHT9jxujk4unObG+ztnIlqRwLbnjeNtjCVMneBvZwfz9OciLbgNks+tjKzgh0B7WZtDT8nJ0T7+SMtMgY5cSnIiktDRlwGMuJzkJlchKyMSuTkNiArvxmpOQ2EXBmiY7MQEZmG0LAkhMr0Y0SAj1cQPJy94GLtCBfpxm5uAS9zM3iZGMLTSB+uRg9ga3QHloZ3Yap/Bwb3buH+3VvQv3eP63dhfOcmbB7cgJfZXUTY6SPNzRgVIXboSAvBcHkhnra0YoF43phexs7aCQ4PvsLJxU84IXhPJHv8ua579uln/47zN39n/AOXX/5/FJwlA617TgdnKduWztrXy7f3LmVu5z+qEvCt0x+xefID1o8J54Pvsbz3PRb3foOFnW8xt/kVZta/xAyXz/h4SZ6X8c2y5OvXTgnu0z9i7eSP2Dj9M5d/xfIBAb3/Rzzb/AkTy9/j0ew3GBj/HD2jvAkd4U3pw0M09m4TQ+uoaFlCcc0MckrGkZ43ioS0PkTEtSMguA4uHsWwdcyBpeDZMhmmBJCJdRysHFIIpjx4BVfAL7IOgTHNCI5vR1hSF0ITOvm4BYHRLQiKaiaOauDqXwB773TYeCareYEdQwjHmAw4pxKUmdlwKiQwK3PgUJsDm4YMWDXxtW2ZxDOx2SUl0zlw6sklYvPh3EM0dhXBs6cCnu0VcCc83cvK4FEgZdsFsIvOUg2zbD0zYenCc3aIhZlTLDFJOPvIHNJEO3+PbOJSVfZZVy5OsBdxezlRW5cHp6Z8OBLP9vx+duou4rGL4cJw7SqGR7tkg8vg18SoZVSUwju/DG4pxcQoAR2YBWuvTN5sE+T2xLkjP4cLP6c3zz+Qnycsi589E67J2fDkd5Z/cRmi6hqQ2tODnOFh5D9+hKKJceSNPUL2yAiyhkaQ0TeI1O5+JLf3IrahDaGljQjg95pHchnsI3Jh7ZeuOoubOROqTomwlBBIu0n3beLZm6iV/zzwSoS5RxxM3WJg5ZsEl4hs+CaWIDSzFjF5TUgt70FJ6wTq+5bQOryJrsf76B7dR+fQLtoHNlHfQTw3z6G8cQ75lU8Rm9bFn2+F+l2wduI52BDplgkwM4vjdwjxzN8XM4sYmFpEw8Q8EsYWDMtI/g4Rz7axsHdLg19wMaITGpGSSYQWjqKqdgYtXesYGDvF2MwrjM+9waOnl4T0MQaJvoG+dbQ3T6IsvxUJERnwdfGHPb8Pzfk9py9VNh99go/e+xDvv/sBPnyP8cFHhPSHeO/d99/Gu7+I9xSypbmY4PlX/O79GFY2hggJ8+R3UTzq6oswwH/7nk6MYHZmAsuL89hYW8fS0gp6ewZQWlKJ6Jg42Nk5qlkLVP+KGzd1cVMXMiRIqpo++fQTfPDRR3jvw4/wq3ffwzu/ZvxK4l1Vbn5b/r3j95idqxu8QqIQkpCL2Mx6pBT0IaXkMVIrZpFQNkdATyIkexwhOROIJa7SajaQWbfD2EYG11PLVpBY+AzxeTOIzZ9S5d5JlTPIbJRxz+sE9A4axg6J6FN0zJ6jc+5MNQ3rmL1AG6HcPH6inm+UDtuEaDOB2iSNuqR51+ND1PL3opI/j6qhfTWXchOR2jIhU1zJHMzSvfulKguXbLbMH/1QstoE8yDXh9YlZA7nr9VjKRfvXXyt3tNJLOs6eWvl3lcdvxmtBHPLFOEsWW+en0xHVfNIyr6l5FuHZ926dAWXzPc5OmaI8qkX/CwXqHp4gpLuI+Q27yKxfBlhOdPwinkCe58hyNzO5i49/Jvpg7mMSbYjhKVRmKOUarczJONKzEnDLqdGNQWUdLY2cZayZ6KNGDV1aeLfYYsqjbb1bed3XTts/Vr5vdMC+4A2OAd3wiW0D24RD9U0WZ7RI3CPGoJHlKwPwy/xMUE/gTjCPrNmndDfRlHbLko69lTWvKRrDxV9h6jsO0JZzz5K+bisU57fQWHbJgqb11DCZWUPfy69+yhr5/bmLWTzdyK5bBVhmdPwiBiClVc7DBwaoW8rTcmIU+nibd+mmoRJxlmW8ljXefs/hwZqU9v/HLLdSMB7Bd+3YcPrxaWZNCLj0kQeWxPLKngNryAsmWSt9Fq3LqDWrf/XQTDzvcZcmlwt3/nN80N8e3mAb4jSr0628dn+Ol4S0pcEsMznLHCWLLTECdfPl2fxnJB+ubGo4vPdNXx7tINvpJxbstNc/3J/Q0H7cnUep5LZnnuK/ZlxxhMcEdEnCsmyr2lcrBDPq7OMGb52Uj0nS3nuxbp0517m/tbw/dn2WyxLyLr2+C+vjgnoQwXrH852VDn3m/U5nM2O4XBsCIejAzgY6cPRcA/2+tuw1FCMp4WJ6E3wQ2uYI9pD7fAw1pkYc8fTZDdMprljNsNHZSmXcoisLCIqww8bXO7lEVJ5UpodhD3JNhOGMr55O5cILgxUeBY47xCFMl3VJtG3RcDJuoL0FajlsRY7DJVxFmwS6Kfct0xfdUHoPS+L/BnPZeFvu1RLo61tonOHeJRSaJkn+m0Q1qd8zTlxK3FB/D4nhi+5PCuXUvAA4joAr0qD8UVFOL6sisQXfF46bX9GZMtY6ZfFQXhdKvM1h+Fzvkae/4Jwfl0Zyf1E4qwkTHUHvyRyX1YQzZWxeF0RQ2DLlFV8TUEIznj9TjJ8ccqllKRv5/pgt9AfR2U8B+5HpqfayvfHGlEt8yzvl0cpZB5UxWKP67v87Fv83EvE6zNeU1mu8njzBYFEsQ+eSgk3r90Kty3yM09keKptU7zez3hNVvj6RWJ7pZAo5vnKfMurPM4yYbzGc5dYL9GF7nEI1otlCqsI4jkEK/w5yHKbn+mgKo7oTcBJXSKxnIg9ftZ9fuazhhScNwqIiWSetwbls3pCuT4Zh3zfDq/HdnEkjqoScVLDbZWJ/KwJfJyMcwL2sisPh8TzHrG9z5u64/ZcnHbl40y6Y/cW67phS4aZYD4mYiXO+rhOOB+05OKAYD5rL8KLrjKctxDDtZk4acjBSVMuEV2Ai45inAusCerdpmzsNOcQzjnY4vpmY5Za7hLnhzzGHve53pyNNQJ6t6sQB32lOOwvU4De5/Gly7YAepWQXm8vwG5vhcKzZJ0XeLyN7nJiuRG7AzXY7KnEwXADDhlHo804He/C2aQ0B3uIo6lhHE6PYHtiGFtPB7E83I2ZniYF6KWHHVjsb8XKYBtWh9uxNtqN9bEBzDzsQVtlOXISkxDuHwxHosbwPvF8h4C7RTh/eg93bxDOMr6WsLz7i7jDGw1Bs4Q8vkXI3v70Bh7cIXT09WBprA8HKxN4Olkh0MMRYb5uiAsNREZsNIqzslBfVo32+i60Nz1EW9Momhseoa5qGBWFnSjkzUd6QgliIjIR4BcDBwcfBeA7941VKfmtm/fUjc5NwfOnn/I8Cd4bxPNN4vmOIR7cN4GBdAMnMI2IaJm6ydTURk3fJI8NDcz5vBkBTcjeM+Tnu4dbn97R7VMgLnOQ3viYy494E/UJ1z/BpzzOjU9uMPhZP5VjSXMZQpqolqyFYFjgq28gpdtSDi1zPVvCjCA1IxZNCFJtLLSMMxZAS8Zay1o/0DPkeyVrzXNnyPhpHcJ1EFeZbEMi3NBGhYmRLcxM7GFuag9LcydYW7rAzsYdjnZecHb0gbOTL4NLR0+42EnndBfYWjnCypLvMeP1MOM5EfQCaFOGOc/Pktus+ZytmS0cuO5hYQM/WydEePggOSgcmRFxyIiKR2pEAhLDE5EYnYGUpAKkpVchOaMW8anViE4sRmRsOkIikhAcTjyHJyM4NA6+PiFwd/aGC5HvxOMJnn0szOFjbAhfIz14GD+ADfFsYXQbJvq3oHf3Ju7fuQE9wtnwPkF97zZs9W7B2/QeIm31kepqjPJAG7QmBmCwNBdPmhuxQLhI5nln9RiH+1/imHg+fflvOH397zj77H/hQsX/g4tX/4ZzIvmM26+XZGtIltg5/5MKmZpKloLmjeMfsX5ENO9/j7X932GVy9Xd77EisfdbIvq3WNz5Ds+2vlZ4nt/9DqvHPxDIP6rlKvG8dfFH7F5rLiZjoVeP/qzKtmc3fsDY/LcYmPgMnURzY+8hqqREu2URpU1zKKybRl7VU2TJTXneIBIyehGV0IbgiHp4+VbAxa0QDo65REEWMZEGS9tkYjoNTu7ZcPcvhjfh5BtdC7+YegQmEnWpnQhJIrzjWhAQ04oghpRue4aUw8E3FzZe0hE6E47BBGSUADIHLulZcMljlBPQdYRyozTpImjbMnTdpolnp+5cOPbmMfLh0FcAx/5iuPVXwLWDYK4rgUtFCdwKy+CYUQCbWOI5OFM1zrKQeZ7tCTU7YtElAbZeBLMfwRycQmQTtskZsOd3hzQpsy5Ig01xmprn2KmBx5Hx1fz+duoshDO/d534ferSWgi3xiJ4NRbDr74M/lWl8Cvhdcjm+SQVE7J5sPTNINQJSYc0mFunwoJh45AOB/csOPgQ0oHpcI3KgndyAQJzyxFZVq+acRX0PUbloxnUPp1Hw9Qy6icXUfd0CbXjSygfnkXxw0nk94wjtWUIsVW9iCzuRnBGMzxiK7jPXFi5p8Kcn9fMIQ7m9nGwcEzgZ06GtSvxzLAgps1dU2Hmksob/iTY+WbDK7KUP7dqhKc1ICarBanFPShrmkBj9zJaB7bQMbSH9od7aO3fRmvfBurbF1DWOIXiuknklD9GTHo7fMMrVRWCteM1PJvEwIKAtjCPgbFpKIxUhMHYLJyIjoAJAW1GQDvwfPyJ59ikRqTn9KCgbBQ1Tc/Q0ruO7ieHePSMeF74DI+nX2CYOHo4vIu+vjV0ts6guqwHqfEF8PcIgb25HUz1jKDP78zbH93Ex+8RzL/+AB+/+yE+ef9jfEBMv0ugvvdrQpnxSzxL/JqI/fWvBM/S9fojov8+/AOdkZ4Zjdr6QgwMtmJyagQzs0+xuPgMmxub2FjfwtDgY9TWNCEtLQuuLp6q4aJUT934VCqY7qiZB6Si6ZYAmv8efPKx4PkDvPsRwfzer/DOu+8S0JJ95nnwPOU/co3MzGDr4gKf0AhEpRQgOa8FmSVDyKqYQEb1PJJVx+1phOU+RUjuJGKKF5BSvYnU6m2kV+8go4J4Ll5GYu4s4jOn+LMdR0zeU8SVTvJ1s8hulrHPa6h4uInq4W00PNkjkvfQPLGPlskj4pcYfnqsoCy4bpVxxYRo+7TA+pxAPuP2M6L5SAfnJ3z89BJtk4SqiufoXXijsDyy8Q1GN7/FsABaxldfC4XmBaJZSq1npMz6nEg/VdH45FjhvU5wLHM3E+uyXY6rPd/I3wldyPnyvRO66a0EzQLwznlpWibjtD9Hx+wbAv8Vavg9WNJzjLT6DUQTqQGJM3D2f8S/jx7+/fTwb2WAy15+b3TB1KELZk7d0DUAIyodmxWQLQlkK882lcGVLtcWHs0qbHxb4BjUQSB3EcS98I0fQEDSQxXBaYMIzRxBaBaBnPMUUfkziGSEZU8iJFPGqE8hPJc/q6I5Nd1YQfsuKvoPVca8dkQ3V3XD6Lmacqt+5BzVg8dq7uragSOF5ZK2DUJ5HcWt66gktKsE1S2byK1bQ1rVGuKKl3gOk3BXeO7Q4VnmeBYsM9Q0XIJigllwLN23VSn3VWjTbUnIlFv/LZ5lXuvrcL7CsjxvzuOYyWvlsQZoKyKZeDa21WWNtQyyZJS1kmwN1P8yrtB8Pd75zYsjXA+B9Ldne/jmRDe+WUq2z7Q5n6WkWwGYkCaKBdZS2v16e0U1FJOu3denu5LH8n5t3mh5z+nSFE6Xfw4p9b5YI56JXVmeE9Gy7fpzz9ef4YudRYViyTBLplng/NP5HuPnDLQg+m9vTtX670628PX2El7zmCfjo9ge7MIOb8oPh7twMNCKrY4qzJanYTA1CB0RLugIdUBfpBOGYl0wlkSApflgNtMPCwTtUra/bjx0pj8hTEDnBuEoL1iVV0smWfC7m+eLA2l2RdSqrDNRK0jeJORk3mcJDc8K1dyuheBass+qkVheoBobfFFEmAqeSyPwnJC8rIjCuaC1PIL4DMMekb5NeMo+JaMtZeJaqfgej3FIWAugL8qJZsL3eVWEWl5UhBLUQUR5CN5cNfWSBl/auGVtKfM1aw3ApPnXl5VRanqqN1VRhLOuI7iMx77k+UkI9BX2uf6C+HxexOfyQ1S8LOI58LUHRYFEf4DKOMvczpd1cTjk8bcI300eb5dQFnzuE+MC520+FvQu8Lk5XtNFgS+PLcslnucKz01QLYCe4XWQEDhP8fEcr4FkoK9DWQtBtISsrwrIGbKuAXuDn0Fii9d9h+ezRwzvC45rieeGZBwQ0Zs8P3nNPp+TbRJSon19LmdZP6yOx155DNYLw7FJQO+W87lqvq4mhdhOwh7jqCmNeE7HEW/oJPMs452l4ZeMW5ZxzNIMTKahkjLt095SnPSU4FyywlwetxXgqCVPAfllN1/TVoSTRr6nLkstT1skA52vXnNA8O63yjjnYhzyZm2HN24bDZkqtgXh3CbzOe8T5xLHBLOg+fhhBS5Ga3E52oCThzWqUZhAeqOjEKvc9zrhvt0r3bFLsfdQpqdqxsFQPXb6+dqRJhUnj9twPiGl2gM4nxnC2dxjnC88xeHcE+xOjWL1UR/x3IyZribCuY1w7sDmo15sEs3rY4NYHH2IodZm5KekwN/Nk3C2J1osoH/PCPeI5zu37uMmMSkgvU083+ZNhNxIaFM4aSFzA0t36ptE8ycffYxPeaNxV+FZHzamRnC1teD+HQhnd8QG+SIzNgol6eloLC1HX2M7hjuHMNI1hocdE+hueYrWOt6MlXShJLceOSnlSIzNQ0hwIpxd/Ak8W9wjim9L0zBi96aUTPO4t4hayTzfunmX2/jcLZ4/AX2fr9VNp0U8871mZnaqdFpr3iXP6RHPeg+Mec56uMnP+qlMGcX9fXpTxr5JCZ90YZXQjYO7IaXWNwjem/d5HF2ptVZuffeeVrKtaxpmbmELSys7WFk7wIpotbR0gIWFPSFN+PJ5yUA/4A3kfWm6JjeSBqYK1qrhlwrJWl9lhgW4RK2ZCW86je0UmnVwdlBw/ic82+vw7EI8uzgzHL3+Gc8WdgrP2r5lnLQJj2fGsCCmrUytFZ6dBM/Ev6+lLUIcXRDr5YukwBAkBYchPjgSMUFRiAlLQBwBnZBYhLjkMkKuFJG8QY6Oz0R4dCpCI1MQSkQHhcQqPHu4EvO2xDP37W5GOJubEc8GCs9easzzfVW2bal3D8b37sDgLn+X7skYaD1YyZhn/TvwNb2PaBsDpDsTz342aInzw8OiTDypr8F8fz/WJuawtbSHvZ3XODz5LQ4v/4RDYvX4pQ7L5wzB8ykfH1z+VWWYtRAoa9llDc8Ssm3z5CcF57XD32ODcF5nCKDXD36vQrZLCJ7nt7/FM8JZxj4LmqWJmBbSXEzXoftvXEpX7n9g/eSveLb9AyZXvsPw9BvC+Qx1XTsorl9EdvkEMsvGkFE6gpSiQd6YDyAhqxfRKR0Ij2tGUEQdfAIJUw/C2TlHddqWkPme7Z2z4OhK6HrlwUPDc5QOzwF8r8A5lPsJFoDHtys8+4bVwiOoFE6CZ28dnh2CiFaZczmGEE9Jh3OuzCssDbPy4MzvRcdWAraDaCaeJST77Nijw7NTHzHbXwLXvnLimdFYCrfqMniU6PBsLfM4h/I8/bNgI/M8O8bDjJi0dI6HtXsy0ZgK+2CeRzQ/j8xXnJENuxx+vvwsWOcT1iUZcKzm5yai7euJ51Ziva0QTvyudmosgGtdPjxqCuBTWQTvkkJ45RfAI43nFFcI27AcWPAzmjun8AYxGSYWiTBlWNgQsY6psHZLga1PClzDs+CXUoKIonok1XUit3MEVaOzaJpc4U3/JroWdtG9uM8b/yP0LByhdXqbuFlD5fAC8jonkFI3goSKIUQX9iEolYCOLIe9b45uKjCHRFjZJ/J4RLNTMqwYFs7JRECSgrOZcxojRf1nhldEKfxjKhCaUIPotCak5HcTxuOo7VhAS/8mOof30TG4j7aBHbT1b6GhcxnlTYR83TSyyh4jPKUNXmEVcPbhdXfMgLl1MkzNE2BsFAMTQ4ZxJAwMgvkdGQpj43ACOoKAjlRhYh4FG4dkeAUU8m+8HilZXcgrGUZV4wyaelfRNXaAASJoZOYFRqYuMDJ+ioGhXfT0LKOjdQq1FX1q3HNYQIya893KyAzGdx/g7qe38SnB/CHx/NH/EZ7fVeOO33v/V1Adt03vwMfPASlpEaipK0D/wxZMTI5glvfaS0vz2Nrawvb2Hp6Oz6K9jfDPL4G3lz8e3DfU/Vsi/6bJ9zn/PdP10bitqqrk34MPPyaeP34Pv3r/11d4/kDh+ddyvkS3gYkJrJ2cFJ6jUwv4c2lGVumgwnN61TOF57jSWYTnTSCYMA7LnSYEFwmkFSSUrCGZy8T8ecRlEWNpTxGZLhnNUUTkjyGhfEplnws6V1Dat46KwQ1Uj2yiZpQ/3ye7BOgh2qZPVfZZMCuwlfJuQa5kknulBFsyxFJePfVztE3K8hU6pl8zdF27tTHVknkWKMv7JdTc0lKOLRlmBWZdlrt2dE8huWZkj6gnAId21Hr940MFZIHzL6ONvxvt05dqTmdtqippcqY1DlPLla/Qu/gVX/cF9/MalQ8vkN28g/gygjJ1Gm7Bj2Dl3gsL127iuZd/K4SzUyfMZfyzezdsvCQ6YevdAQe/TjgH9sA5iBHcC7ewAYJ0gH+DA/CJJZQTh4nlYYSmPUJcwSTS+LPKrF1EFiOjZgGZ9UvIblrl8df5c1hFWu0KUmuk/HqVyxWk160gl+gt7eF1GD5B4xg/p/zHwPglmp+8YLxEw6NLovqMeD5SmWjJQpd0bKOkfUdloiu7DlDRsYei5k3k1K4jpXyFWJ+DX+IYnEP6Cf52GDk2w8CuGYYKulIifa1MmqG2/1/As2Sef4lnI8GzTTO/p/lYsvsEsaDZwKoe+pZ1avlPWP5lCK5/Ee989/wQEhqevyM8f3NxoOL7y0OFYcGxwu/8JI4lrrLRUtItqJYprC6uGo1Jx24ZHy141sZHy1hp2SbPvdhcUFDWgKxihVBencbzjWcqBMzyvApi+mJ1Fi/XZvD55jy+PVhVMJYMs0D6p19koAXPf+ZStv3+bJuAXsYLOd8ng9gZ7sbeEPE81IH9gRacDDZhs6UE43kx6In1RluwAxHtiKE4KQn2xNMUT8xkeGORgF4lmtcYG0T0AfF8nB+sa+xFwO7lEs75xC9xKI28ZGyyjElWGeirTLMgWZYSv8TzZqbg2fctnmUaK8k8qxLsYiKUUHteGY3n1TEqzgnYYwL6kICUztuqmZiUihOLAuh9wv2YuD4rDVV4Fji/qI68CmK3gqCtkPmcdVNNaWOWBcuqARhxqxuvrHss45rldV/y2FKirWXCBfSSdZYQOMv5Sqn5JeF8Uch1XqPzAu6Lj88Fz8VB2GPIOOeTqkicVUfjhPuUUm0p0z4kVA+vss4y//KG4JYhmeYZXsdZhmBZ8LxbR6Q2JilEC5g1QD9JdcPTDE/12lleU4HxBs91jceXDLQsZf7lzSuYy/NqO48jcJbt1+G8zdiRcyKSD+sScdZM6HK5zesgr5OlwFo910hE1yeqjtoKztIgjHiWDLXgeTmPSC8Mw15lAk7r03Fcl6rwvF+frOB80papMs+7DSmq2dexTB8l0041Z+OASJW5nC8GKlTWWRB9wZu7s24pxy7CZWcJXnZx2xWeD2ozccylZJ5PeFN20JyDgzYimuBVmWYi+oDre9ymMtHE8257gSrVlqmpBNGC54N+Lonny0d1OB+u0411HqjCxaMG7PH4a8S7NAtb7yzGhkxdRTSfjUmptmSfa4lpXfn2yVgbLqf78fzZCC6fPcL5szGczj/BwexjbD0dwdJwD6a7mzFNPC8TzttPHhLOg9h4MoKVxyMY62pHVV4eURsAW3NrYtcEhgz9Bya68c6S2f3ktu5/46/gfD1+iWhBrMBZyqgF1IZ6D2At0w8Rz4Huzojy80ZyaBCKkhJRz5vXvtomjHU+xOTAOKYGpvGkZxpDbRPoIp7rS7tQnlePgrRypMTmIjQoXmHQxNiGQJUpnh6omxy52dHwfFtlCu4Stw+4/YEC9L17RgrHAmVBs8o8X8Oznp6pAvb9+9L5Wo83SXfw0cc38bF8Fsk+35aMshZSmi1IfoA7d6VDt+zfgJjXhQBY5m+WDLFg1MJSh2YZf2xr68pwg42NK6ytedNo5cTn7QlXKSO3IKIlEy2ZZQGzLhOshWSHdSHnL5lmDc66peDZwozHsXSGva0HHOw84eTgfRVeuhJuO3eC1Q0ORKvg2fKXeJbjGBPqhLsZz8faxBqO5na6+ZhVdtgSAba2CHdxQYyXF2J9fBHN35so/1BEBkYhKiwRMbFZiE0oQFR8ISLichFBZIVFpSAkIgXB4QkICIqGj3cw3F284WjtBAcTC7iYmKppqryM9OFzhWcngwdwMNSHnb4+LO8/gOm9+zAnnm0f6BPOenAnrIPM9REreHYyRpmvNZpivNGbl4LRqlLMdnVieWwC6zJd1fo5dva/wPb+N2q6ql0C+ODiLzh6/jfGX4lqIvb8z/+Uaf65LPsPb7dfB7UAeuPoR4XnjSs0bxz+gE1uk+ckJPu8JHFVri1ZZ+nCLd24ty//jP1XMkc00Uw87774O7Yu/oaVoz9gdvM3GF/iTesEb7oGdlHWzBu30idIyBlAfE4v4rK7EJ3Zjqi0dkQktSIklgCOqIZ/aBW8/Uvh7J4HeydBc4YKyZ7aOhCXTmk6QHsTkQElxFMlfAho/9gmheewlE6EJrYjOK4NAZFN8AyqhBNxZeOeDku3VN6Ach/+abAJTIJtRCLs44nojHQ4FWbBuSoHzvVEM7/znNoI5/ZsOHdcZZ+JZ6e+fLgQzy59xHNPGdzby+HRXA6vukp4lpbDKSsftrGEeEQeXIPz1Jhayb4KKC2dpdu34DlNTRulOl8nEPGpWbCT7HNuFiyzU2FTQHyXZcO2LBN2lYR7fT4cJRNdR0jX5MGlMhdu5fzsJQXwzM+He2Yu3FN4TrFFsA/NhbVPBixcCGi7FJhaJhGK8UR0PMxtElSjLCvPRLgRz8HpZQRQMzIa+1Dc+5R4WELH7DZxQjSunODh6hnjAg9XLtE7f0KQ7PM16yjpmUV6wxiSKkcJpSFE8ecYEFcP14Ai2LpkELEpsHHidSbWZSlotySkLRwIeoaRHc/JNgFWbulw8c+HT3gJQuKrEZvRgoyifpQ2TKChe5lw3kP/k3P0j52jZ+QYXUMHaHu4jbquNVS0LiK7Yhyh/L1xDSqFvWcezO3TYGqVBBN+XiPDaBgbSETBQD+E34/h/K6MhJlZFNHM7VxKWNkmwt03D6HR1YhLaUF6Xh+KKsdQ3f4MrcPb6CSoesePMcB4+ITrg1to75pHa8sEaqv7kZdVhZjwJHjJbAgm/F6+z+/RG3dw44NP3uJZstBSwv2/k3nW8PzpjfdhZHIbXj52SEoJQ3VtPvoGmjExNYI53luvrCxiZ2cH+3uHmJ1ZRG/PQ1SU1yA4KJyf3Uz9e6KDsy7zfPOm9L4QROvw/JHquv0+3hE8v8/j8jzfeecD/ErO+eNP8YDfWZb2dvzbCUVEYjYSsuoI6B6kFI0gsfgp4kskQzmlOmoHZDxGUOZThOZMIzhzGuHZs4jJmUNM9jSi0scRkTKGcNVcaoTYfox44lmmrCroWEZZ/wYqeU1rH+2gfmyHcObPmHDunNXmfH6uACxZYtVYjKFDsIyLJqTnP0P33Bv+bkq2WQD98i2epVmXZJMF2oJl2ZeWudZCMtoCZ8lw1z8+IJR3/wnPsmwYO+Lrzvn+FwS3Du0dM7Iv2b/uHHXPvUbPgoylJtY3vsHw5rdqObgucJbM82fE9ivu/znK+k4J103ElswjNH0KnhGjavyxpXsHAd1BNLdz2Qlrotnej0gO7INrSB88wgd0TbziR4jkRwhKHlNl1hFZU4jKmURswQwSiucYswTrPHIbVhVmqwnc6j6CtleyyXvE+x7KuSzp2UZhxyby2zaQ1yqxqZYFHVs8xz3Ujhyh6ckpWifOCWiZAuwVMf0SdSNSgn5KYB+giPsvbNtBfsu2iqKWHRS37iK/aRvZNbqsc1LZCiL4e+EVOwr7gB6YuxO4xLOh/f+7eH4LaHntNTyrIJ5NiXljyYYTv1rmWeAsy3+J5qtQmemr92jLd75TYNbFb18e47eyfgXq759z28Whwq9klrW5ngXPMt+zNBmTEEBrkJZS70tCWpV0y/hoIvp6l+4v9tfw2d4KET3/FskC6JOlyf+UfZaQx5dr3M7XvCCwX6/P4vOteTXf8/enW/iDTGfFkOZhKqSpmHTqPt9RSwH0b4828M3OEl4sTuD46UPVSOxgtAPnYz04G2nHTmcVnlVmYTAlBB2RHuiOkvmg3fAowQVPkz0wly7zQEtzsEBsZgdgN9Mf+zlEtEA1x4fwFfx6YT/Xh2jWdZLWss/X8Xy9VFuDs6zv8Pl97kt1274CtNZ1W8Y+S5MtyfSel0fgguCVkAz0MdF7TDweE9paR25pVqbGQWtZ5wrCmVB9WROFV7XRDC5rIhSeXxLgLwjZS4L/gth+zvfItFWvKsLVdnmsolS6chPRsp3QleMLnCVeEI+XxOgZ4azOlSHwl+y5fBbpKi4dxWWarX35j4Vyop/H3S0Jxg4fH3FfR1W6TLPAWWK3PFqVTm8yVovDdOOc+ZkEylrmeY2ff53nomDN6yeAfpTkjN4ISwzG2mEy0wtL0viL57bFc1zmNZzjNX6W66+2rxHKK7ymsl0ey/qqYPoq1gXXDPWYr5V97NcTvS1pOG5KxmED0UvAb/N8t6ti1LhraRAmjcAkZF2mqtqVz8PYLI3CckEolvJDCPQYHNam4qSBYGactmbiokM3RZXAeaM6ATtS8t2axcjGVl0a1mrTFH5lTmdBs5Rsy/qlZKR5k/eccH1BQJ+3FvL4OTiqz8Zpcx73XaDKurfrM7Ap0ZCJhYpErNSkYp2PtRA8S9m2ZJylQZjETmcBtjrysddTrAAtcN66ahh2Rkjv9VdghTBfbMzBIo8hgJaMs2SepWx7taMUSzyfZS63B+pw8rQbl7PDuJh7hNO5xzicfYS96UdYfTSAmd42jLfXM+rwrK8FG4/6sT3xBFuTU5gbHkFzeQVig8PhRMhIxlGfkDQk4ARzAsHbt3UNrVRTLmJSkCohOJalgFkyzjf4vKBZgZqvl5Dt9+/chqWhATztbBDh7Ymk4GBkR0WhKiMT3eWVeNTcidm+MSyNzmJpZB5zD+fxpGsa/Q2P0FbZjbriJpRkViA9LgfhQbFwdfS9wrOMFdbhWWUI1HEF0ASu3IQJ+qUE+7ZMASVjhqX0WWCqzX9sqdZlm76BCZ83Vq+7wdd//OltFTe43zv37uLeg/sq7uvpxiKrcch8/QMDGVMt79W9X5Za1lhKs80JT0tLR0LZRaHZ3t6DIWOQvWBn50VEuylAm5vbKxAbG1ureNtU7BePJRScFZ65LtvkeYasy3YL7svWxgV2hLqDvTucHIlmB2Ka4cjHzrbucOD52Fg5KDybqTHYBDPDVJZGZjA1NIUFl7Z87EiwuxHNkhn2NTeFv7UFgu0JaFcnRLi5IszNDSEeXgjy9EeQXxhCQ+OJ5TSEREmn9DTV7C2Q2wJCCefgGPj4hcPTMxBuzl5wJODtjM3gaGQEN2MjeBjqwdvoAbyNDeBmYABXQyO48Brb6xvC9r4e7HiD7cRr72FkAB9jPYRbGCDR1gCZzoYo97VEc7QnujJjMVRegKn2JiwMD2N1cgEbywfY2n6J7b0vsXX4W2wTtrsEsmSbD4jifUJacKxlnTUoa9lmKeGWuP68CnnN8U8qtk8IbS4lNDwrfF9hWdC8dcH9Pee+X/xVYfng9b8Tz//G7X9RY5+XCPDZrW8xvvwZhuXmUm5Gu5ZQUPtUZZpjMrsQkdyM8KQGFRHJTepxWHwjgmNrec3rCOhKoqYQTu45sHfOJJzTYGGr66RsaZOkGmHZu2XB1a8Q3uFVhHMD4dyGyIwexGT0ITKlG+EJnQiKbIZXYCVs3bMJR8LKMQEW7smq+7W1L/cTkgibKCI6KQUO2QR0SQYcKjNhX5sFB34XurTmwIXfvTLnsUsX4dpFPPcUEM5FcOsshUdbGbxaKuBTVwWvsjI45xTCMYm4jSmEeyjP3zcbNgS7ZGAtnZNg7cJjqWmcpHSbwIxiJKTDJiUN1ukZsExPgXV2GuwLsmCTz+2F6bAvz4ZdGYHNcCglpot5PoV5cMsjnLO4TCH443PhEKkb72zplQ4L52t4No8jnmPVeHFT21hYucerzHNweiUSS9uQ1TCI0u5JNI2tomdmDwMLJxheucDQ0gUGF2VJwDw7Q9fUIZoeb/EGfB6ZdU+QWDKChKJhROf0Er9N8AgshYMbPy9/Vtb2/Bw8vvysLG2SCfdERhJvWpNgZJ0AQ56PmX0i7D0y4RVaRGA1qKxzbsUwqlpn0TqwiQHCeWzucxXDRNHA+AX6xs7QMXyIhr5tFNTNICylA04BpbB2y+FnI54t+ZnN+ZmN+ZkN42BqzM9tFMXvmRh+p8SpcdCWMm2VHJ/XQzqRe/kXKjxHJTUiIbMDmcUPUdjwFLV9K2gc2kTL8BY6RnfQxegYWEVTxzQaWwjs6j4U5FYjITodfm7+sDPld5dU3dy6h5sf3VBw/ujX/3t4fu89aSbG17z7a7x/hWdD41vw9LZFQlIIyiuz0dvfhKmpR1hYnMHGxir29/dxeHiMhflV9PcNob62CfFx/N22tMN9mfde/YesNvaZ/97J2GcuP/74Y3wgHcE/Jtg/eA/vvv8Bfv3uRzo8/4rbP/wI9/Tvw8zGCs4+/gjg30d4Ugmi0xr5t9tDpPFnnicdlscRkj2GgDTpuD2OYJmSKP0pwiTbnDuHuDxG9hRiMycQK9np7MeIyH+i8CyZ58KuVVQNbauS6OYJAnXqRI197n72XIFXQrLDguXrpdaCaclCdz+TLLOuRFvKtusfnTBOiTvJkp4r9MpYaa3kW0OyVgp+HdEapHUl4jJ2WleaLSFIlmP1L+mm0ZKllIT/EtKtKvvM8+ZzWuZZ5qKWTHTHrG4qrbrH56gcPEFx9yGvwQbiy+YRmTuDgKTHaiyydKK28++CrW+nauLlHNwP9/BB+BCdgUmPEJL2BJFZvJ7504gvmuPf7yJSKpYJ1FWk16xcdbleJ2a3UdK5ozLC1dKUcfQMjTx202O5Prr/KKge3iGgtwjoLRR1EcztG4T0li46t1BKaNcO872PdaXpDU8uUfdEV3ZeMXjG54+I7H3ktGwho24NKVUrSK1myLKSYC5dUk3R4ooWEFMwjyBpFhYxCGufTpi4EM0OTcQzYWvfDhOGqYqrTtqyXTpwE8n/N/Cswfk6oNW45yv4/qv4V2jWwpDPq7DVLQ24fOc3AuZXJ/jt61P8/s0ZfselFt+/ONbFJUF9tofP9zfeAloy0cdSEr0k+CWopYx7cUo9J2Xe5wT0cxkXvbWMN7trfK+urPub4y18fUJEy7hkIvrV9uLbbPN1OP9T2TafP1uawDnjbJFAXxjH5coUPpdS7pNN/F6wLM3EGLL+/dkWfkc0q20CauJalt8drOHl8gROJodxPN6P/ZFOHAx34ny0BydDHVhpKsWj3ET0J4fgYaI3RhJd8SjRDRMpXlgkmNU80DKNVToBnO6F3SxPFdvpbiq2Mt2xTUQLlgXNGpwFyFK2/UtAy3MC7H3i8FDQS2hqgJaS8ENBNAEtcyNLVvmIaJSmYTL2+ZjYU123+b4Dvk7LPOvCj4+JVuJUl30O+6fss+D5slTXoVvmepZO2OeFunmfX3D/rwnTlzyGTGWlPX8pmWk+95zPnQuWCUvVBZzLUwJXzlPO94QQVdgnoOU/AVTncJ6jNDiTLtrHlUQy9yHzOa/Lfy4Qp7ulhDLxLYDelaxzKcFLOG9x+1qJjHEOwgLfL1jeILZlXZVnMwTPgmkB9FCcPXrCLTAYY4vxVDeVeRYcC5RlOS8I57kscn8yflqWAnMJWVfbiX7ZpyB9mZ9X9i3HW+FjOfYmoS+xQyxv18RiVYDN121W8LwJ7F0Bc3UMtvhYMt6bVxnsrQoCujyG26KwXhKNrXIpBU/BcWMGztqyFJ5PudyrT8F6ZTzWq+KI5mTsNqYTvunYJKD3CFyBs5RwSwb5cqBCAfrVwyq8ZrzqrcBlRwnOCFrJOh835eKIsduYhXVieYloni+LV3heqkpWy9mSWDwrT8BWM4/Pfe/J9FRXY5632vOwTUALnqV8e7erBBut+dhoycMmEb1JwK9wfV4ahRHOew+rcfK4BacMKd9e6yzDQnMB5lu4z55q9R9WJxMPcTI9jKOZUZV1lmEgS8O9GO9oxFhrrcLzTHcTFoe6sTM9g5XxaTxs6UJWQpqaNsjEUNd0SjXXMrWCgbE57tw3xC3pBs0bCflfdTXWV7KxhLPKLl/hWbpUf/rJJ/iENxc3JSPNbSozzffdvXWLeNaHr6MDEgIDkRMdjdLEZDTlFWC4pgmTbf1YHpjAztgitsdWsDa6jGe9c3jcNoa+un40l7WgPKscGbHpiAiIgruTF8xNrHFPps4i7LUswW0eS455k3i+IfC9IU24pDu1NN7SZYMFtdcBrWV1jYhE2faAr7lNQN+8J1Nw6Skoy7hlA+LfgGAzIvB0445NYXA1zZM+r5O+gczXbAp9hoGaY5kQ5Q2hhQWBaulEPLsRy54Kzg4OvkStD9d9CGoPBWsLC0eYmdkTsLZvw9hYMuOCZ0G0wPnn50wlrtBsbGSl4jqiBdBWRLsgWgdoD4VoJwE08Wyv8OwIS3OBuA7PhjKWmmg2NjKFGZdWvE52JoQtP6e7mcDZCH5mhvC3MEaQjTkBbcWwRoC9Dbzt7eBh7wgPFw94ewXCNzAKvsFx8A2KhV9gNPyCYuDPdd+ASHj6hMLDIwBuV5lnW15DB2NjuJkYw91YH14m+vAzNYIvr7WviSm8eQ6exiZwMzRU4SGl3XxNoJkeoqz1keJggBw3Q1QFWKIt1hPd6VEYKsvBdFsDFgcHiedZbC3tYHf7BQ6Ov8G+6rpNEL/4G45e/gPHL/9NLTUgS5MwWWqNwiS0qapkm4TWgVuajx0JwAXf539+C2gZDy2hQK6g/FcFZy3jrJsLWpZ/U3CWqawW9r7HzObXeLL0CkMzvBEe2yd0llHeOo3c6sdIKxlAIpEUnd6C6NRmxKW3ITG7C8m5vUjK6SFeuhCX2oHIhGbCtwY+QWVwk07KToQl8SWdlBWg7ZJVllPw7BNRjSDiLTylkzf3fYjPesgb/V5EJnUjLK4d/mF1sPMgruwJN5nn11kAnQArn0RYBxG04QmwITrs09PgqKaOErByWUU8N+bAtSUbLi0EalsOnFqljDoXzmr+Y934Y4+6MnhWlcGjqAQuWQVwSSmEa3QRXIMJaZ9sWBHP0vnawoGQJOAF0NaegneCOjgJVpEETwyBnZAK83ieUzJBnZEOq7QUWKTzOWLaMitVLW0IfDvpDp6ZpeZHdk3JI5xzYB9BbAdl8TMRztLp2intWtl2goKiZJ4t7OLUXNfuYTkITa1CUkkncupHUdk1g9bHG+ibPsTw/AUeL7/EI8boEpeLhKughhBpISCru5eRVTuB5JJRJBWO8pr3IjimBR7+pbB3yYGVdEXncc3MeWzzeH43xeuy3+YJvElN4E1qAgykC7ZdEuzcM+AVXKR+F9IL+5BXOYLKljnieRtDE88xufQNJhhj819g9NlnGJwiqIik5sF9lLXy5jx3EJ4RtbDxzIeFo0xnJr8nGTwuwW7Ca2vG3xNi2obnYmOZyO8ThhUhL/NAE/LOHtnwDS1FSFwNIpIb+FlakVrUh+zaUeJjFjWDK2gYWkPj4CqPuYLm/nk0dk2irnUUVXU9KCioQWJsBgI8A+HA70lzfm8a3NXDrSs8a9nn/x08v//+h1yXKat+hU8+fZffx5/CzcMKMXEBKClLR09fI6b5b+LyyjNsb2/g4OAAR0cnWF7exODgKFpbO5GdnQ8XF09+hxvy3w3peSHjnW8S45/yMf9duUk8f0I8f/QBPvyEYCei33v/Y7z73sd4R3Xd5jl++AHu6d2FiSW/Nz284B0ag+C4PESk1PHvthNR2YOIzn+sAB2S9ZhwJp4zniAsdwqRBHNs0SKSywgo4imFcErKn0FC3hQicp4Qz+Nq3HNa3TPCa5WA21PAlWxz+6yuYVgX8Sxolqzx9cyxFtpzgtyGx0eoHTlE9dA+qvg7UTV4gBqCT+aRrn90qNs3YSwZZw3HEpItvr5fwbgsdWD/GcUS8lhXAv4znlU3cL5GzkFDdsMYkTnOY0xeok1AzWO08rgyBrqdj2V7LX93KwePUNYn8NxVgE6pXEZs3jRCUscI5FGVVfaOHYJf3CMEJD5GcMo4rzmxXDiHFGI7o3oZOXWryGvaRH7rLgpUXGV927evwHyMmiEGj1U/coIWwrf16SVaeH7NvCZ1j6XZmgB5nZAntrt02ef8Nlnqss8C6IoBInvoCJVclg8eM85R1HeMvK595LbtIqNxC4kEc1wZgUwoyxjuyII5RObO8ec9i3BGSMYk/JOfwCN6BPZBPbDwbIexk3TXlsyzQFimpdIA/X8fzwrQ/yKkbFuQrI1x1sD8P8FZpqbSJ5YFzNdDZZ4F0N8Lnj87xw+fX+CnLy5VqG2MH14R00T0d+f7+OpoS2WUPz/YwOvdVdVg7Kvj7bch46W/PtkhjjfVc692VtTr5PXS2fvbsx3uZxffMr45lfds8rk1BekXWwt4LhnpdeL7Ki7Wn6ntr7bm8WqT6+sE9rI0FJtSj7/cX8FvTrfwe0L5p6s5oaUzt8SPfPyDwPmlxCEBvUdsr+GzjVlczj/B6dQQDh714nC4B+dPeFP/qAcrbbWYKs/GcAYBneSOoSQ3jCV7YDbdV9eBO8Mb6xm+2M7yxR7Btp/jjb0MIjqDcM7ywI7gWbLJBKzAWAst+yyIvg5nKfE+IkylyZdkm7WM83GeDqMqY0vwScjUVdq0VZJpFiir6bAY8rw81o179lGdrffzZOxzABEdRPAS0RVhuKxkVBDFxPNzAvwl9yUh69rjV0TrC6L2gsc45/Fl+Zy4FVC/IJxl7PVJma7ztzQwU5AnQCXU3NTcpoLbJWMuccz3HlVGMCKxT1RKgzAZ57zGzypdrrcI8G0pgyacN4pk2qlgBVnJ/C7z/YLjOV4vgayUbstjKdWWx6vctzweSXDEcLwDRhOd+DNzVXgWEK/w+kp2WeA8m+WDOW6XDPQvQ8ZJy34mZb98zwqRv8iljLd+xnOd5zmrpWCaz63xOiyUhGCZxxdQr/Ezr3F9ma+bl3Pl+wTuUvq9XRmHA2J4vzYZa8TzYr6UjAu4EwjxBF3pdlMajojlvboUbFYnYK0qHmuViThozcZJB0Hcnq+6a0vXbcHzNm/4pEu2lG4/J3wvu0tVifZhQzb26zK5H0aDzPecg50mgrg2lWBOUFlnGecszcKWq1OwQEhvcF0yzzsdBVgk1Be4fZ03lVud+djtLlKNw/Z4HOmyvVibjrnqVKy38bnecmx08H19FTga1mWdj0ebsD9Yp8Y8b/ZUXU1V1Y7j8R4cPe3HIQF9MDWKw5kxVa0yP9iNsbZ6THQ149nDTqzy73HzyTCWn05itHsIpdklCPQKhoWpLfQeyLhbQpBgMyD87hmY4lM1l/N9QvIubxiIYxkDzPiE6/K/8LIuY8Lu3ZOmXUT1L56Xbtz3CGvJPPs7OiIlLAyFCYmoTE1Ha0EpRmvbMN06gJX+p9gfW8LBk1Vsj64Q088w1T6GobpetJU0oCytEGkRiQjzCYarnQvMidN7d/Rw+9Y9hee3ZXa84fn0Y97wfCx45rbbD3DvvqFCsWSEJWR8sQBaSqBlLLKUVctSHhur/zSw4DUwY5gQlWbEqClRSjQTz6amxsSmvJf4NrMkOHWvNTQkPg0tVRm4ZIolOywgltJsCUtLV9jYeKhss70d4XwVgmcrK1e+1ol4diCM7fh+W+5HwCxQlrHZdtyfZKbt1Wt0wXUe43rmWYOzLvvsAGsrwlRloAl3KReXdRsp2eZjwTNRb6Hh2ZSfhZ/DwMAQpobGsCJWbfnZHUwFz+ZwJ2x9TfTgb6yHAFN9BFuZqPC3NIE3w4M3izKHt4udPdxcvQjkQHj5hzMi4O0XTjRHwS8gFj7+P+PZ3c0HTvxZ2ptbwsnMFO7mpvA0N4S3hRECuO8gcxOEWBDpluYIsDRVePfl837mesT1XQSb30G0zV0kOz1Atps+KgPN0Rrnjq7MKIwQzzPtDVgeGcT61Cx2lrexv3uJ07NvcXz5A8H8Zxy/+juOVXOw/1ChAVlQLKE91lCtwVlCntemszp7RUQLvgnh3bM/KTzLeOfVg9/pxktfoVnGO2vl2ytHv+dSmob9pOA8t/0d4fwNnq68wcjcOfonjtA+soXa7nmUNk+gsH6MgB5BTuUw8omk/IoRFFQ8RkGlxCPklT9CVvEwUnL7kJjZjdjkdoTHNMA3pBxOHrmwsidCiWeBj4XM5euYBmfvPHiHVSIwtgHB8a0IT+5EZGo3wpM6EZEo01V1IjCiEc4+RbB0TueNGVHnxH24EuFeibANSIFtaDLsiFfH1Aw45WQR0OlwKCZQy7PgVpcL1wbCmeFUnw3HumxdVromC07VuXCpytdNFVVcCJfsAjhl5MM1tQhOEflw9M+DrUcGLJySVcbVTGVfiXYi2sqVkPZIgoUvIygRluFEcnQKzPj9YMmlTUIazGP5nph4mBHUpvFxME/g+xJ102vZx2fCKYHnFScZ51zYh2TDzj8L1t4ZsOIxbVwyeX2kgRavmWR/eXwrYtXaIQH27snwCs3jtaohbgjAxieo6VlA55NdPJw9xaOFF3jCn+Hk+peY2vwaT6UMlWDpJRBaR3hj3sUb99pZpJU+RUrhY8Rk9CMwshluPmWwdcjmzyeVf9u8zqbEsgnhLCHrFsQ84SpZZ0NLXebZ1jUdrn65CI2rRlIO8Vc2iLKGSTT2rGNg/BxPl77Gk8WvMbb4FcaWv8bA9EueA0EwwJv/rg1kVU0iJKUTjn7l/FyFsHfNh51jHiytMmFlngY7y3Q4WmfC0Sqd3xWSleX15TlYEPCWPL6DZyY8Q4sREFfJ/dQiIrMB8UWdSK9+iPyOCVQNL6OW3+XVQwuEyBzqh2ZR3z+B6vZhVDby2hXXIjGBeOZ3upONM79z+P153wC3P7n1T3hWYP4fyral4/avfvUrNV3VRx//iv+OfQxnV3NERvuisDhV4Xn22ROsrS9id3eLcD7C8fEpNrcOMDI6jq7ufhSXVMDbJ4D/PhirSittBgVpAinTVGnTWH348Udq3PP7H7zP+JjH/hi/UvM9v0tMv89/a+7D1Irfne7u8JaO2/w9i83gtcntZYwirmAcsYyw7DE1VVVw5jhhPIPEslWkVm0gs2YTmdUbBPQiEgtmEJc3qV4bljtGXD1BYuUMclqW1ZRVAs+WyWOVeVaIntGwq8sAC3olNABrGWRp5FUzzN9HBec9hefqoUPCWTLQ0p37VCH7Oo61dclma2Xg18vBJastWWYN0Nczy7KU5yQ0ODepjuBHKupVhvZMNQ5rmZJO3bLUTa8lkG6ZukANUV/Jc9QAXUSE5rduIatmCcmlc0gsnuW1vSrBzp9WqI7jdU2rWEJ27SoKmjZQ2r6DCpkKqvdYRXnPEUo691DcuYvS7j1UDxwRz4eo4t9I9cMDNIzw73Zc4HyORplK6xGfG9pBCf/GCjrWVMY5j3DOaebfEzGfUbeuxkFn81jFnQco6TogpreJ5R1kd+whrXkTSfWrSOJrYssXEcafbwB//n7Ev0/yGLwSHsEzblSFT+IYPGKG4RjSB7vAblh4E8euhKqTZJ6vcEzwaqGDLhFLkBracXkF5/838GzK16iy7SsUC6L/d8q2jex0eNa3++d45+vnB/jmxSG+k+zzmytAX4Vkon9g/Mj1H9+c46fXXL7mY2JalXRfHipUy7Y/fHah4k9fPFch64Ju7XXaOOrf8Vi/f3nE5+R9J2op277nefzmYk/h+sujDcJ7VYH6s/01hetvTjbwHZH8m/NtfH+xi99dSuzh90SyhOD4T5+d4q9fXuDPX5xx/QR/IKR/fHOEn94cq/gjQyAt5d7fEt2fS0Z7+pEaC70z2KU6cu/xRn67pwWLDXmYKIzCcJovBhM88DjJC9OphFeKF5ZTBdCEMGNL4JzlhT2GZJ43MwloAkyywoJiwbFWwn0dzxICbCnxFoAeEZ0qg0zgHRKh0jX7mOATJAugBaaS3T2+2q6WjENu0+AqgNY1DiPMieedbN30UAcF/jgpCcJZWQgE0ZflwXhZEY43BN9rAvAlMfucSL0kUmWpMswMXUaa8ObxJPMs215URuFlTRxe1MTiku+XLLjCP0MQLaXkJ7KNsJZrIB3I5TMeyGMeZ5/olmmpdojKLb5+jee9mkdAF3K9gMjNJU6zAzCXKdNO+WGBzy1z3zKGWTLNAmfJCguaBbqylHJugfV4mrsa8zzBazxNIM/LewnxlZJw4jkUz3h9Z7K53ywZD+2PeV67RR5TQtYX8oMxQ0Q/4c90hvsTFC/xXGd5zDl+hkWuL/LYgmjB9QLX5fmN6hjs1MVjg6AWqAuaJZZ4boL/jbJIojnpCs9JfByLpQIpG4/EZnkc3xdN8KYSzqmEdCK2a5KwW5+CLUJ7s1rGQ+cqPB9wedCah0OiVbLQO8TzAfF82F6g2y6l140ENdG8W5POfaVhjyiWqa2kzHu7OZtYTlZjno8I5RNiWJqGrdTJHM9EtoCc+5Npqpa5baGWiG/PU1ln1XG7v0p1215vzsUMwT1Xm0Y4F6lu25J53iKkJeMscJal4FnibKwTp0+7cTLRi+PJARwQz/sTIziYlfnkJ7E+PozZgU7MPezC6uOH2BwfwtrYECYejqCmpBaxIXFwc/QiuuyIPxs8MJT5k61wnzi9TXDKXMk37j0gomUu56vMM5GsQfk6mFUQzVLiJqDWXifzJVsZGcHfyQkJwSHIj0tAVVoWOooqMdbQSTwPYqnnCbaH5rA1PIeNh7NY7pnEVMsIBqvb0V5YhfLkXKSExCDIzRdOVsSuoSnuE88ydZaGZxW3JLhNMs5Srn1XHw8eGKnpqIwFzMSxGZFsYW5D0NoRrpKhtSNeiUhuV8HXqNeZWsDSzBzWZmawMTfj0gRWpiawJKYtuN2c6JPu2dJgy8RUV059vczanIC1siJSbdyJZKLZ3lt1Cnew94W9rcDZC7bEtC77rAO0AFkDtIbm68ufQ44lGWfecBLuWkjncFNp9GUpeHYgmAXQzipsrJ1gQ1ALmmVpzaW5GY8j/wHAn7VM1aX/QB9GDDM9fVgR0raGRnAipD2NDeFveA+BRncRaPIAgaYP4G8qY5MfwI3haqIPR3Nj3mhbwcnRGW4ePvD0DSacw+DlG6ayz/6BcQR0lHrs5R0ELw9/ONsT8ryGDsSzK7HsSTj7WRPmdmYItzVFpIM5IuzNEGwroNZDkLUBQmwNEGanhxhHPaR6GCE/0AJVkXZoSXJFd3YQhsvSMNFYgUX+3m88eYyduXkcbRzg9OgVLi6+w9mLH3H25q84/1y6bhPNbxiv//3t9FRat+3rkNYArSFaltrz0mxMxk7vEM4y3lk1DCOcBdDSVGzj5Ec11lnQLE3DJATRUqItgJaQ9Wc7v8Hk2hd4NP8cA7wh7h7bQ+vQGhr6llDXM4/qzjnCYxpNXYto7lpGS/cqY43rq6hrk2mInqG4ZhK5pY+RmjOA2NROhMY0wiuwjIDOg41dyltAW9knw8kzFz4hFQgksv2jGxWgIwjn8IQOhMW2IyS6VZVuewdXwdGrgICWDtjEpBsx6UlMeifDJpB4jkiBU2K6rvN2LmFcQCgXSgduArUyG85V2XCpziGWr9YruV0ajJXkwq2oAK55BXAhnB2Tc+CYQNCGEbR+ObBxI57tiWBizdQiToXKANsnEPGEsTs/iw8xF0TYhSXDPISYDuX5yXoosR3K14XzdeFxsIhIgHVkMmyj0uAQLd3Cc+EYkQeHYB4zkLgn1h38eA4+DA8e34WYtk9T5dMSNrxeds7JcHBNhkdADsLjq5Fa1IviRpkaaoU/qwOMzr/A1MbXeLb9PX+W32Nh9wfMbf8OT5YIjOkX6CIQmgZ44920iMyKGaSXPEV81jB/Ru3w9KuCg3MBvwf4mc1T+XeZAjOTJBgZJ8LIhGFKOJvFQc80Cg/MomBkHQtr1xS4BeQiKLZSlQWnFHajqO4Jf1dW0DG6j/6JCzyceoHB2dd4uPAGHeOnqB3YJh7WUdKxgqxaKRF+CO+oejh4l8DWOZd4zoW1DfFskcrvu1TYEtHWPBdLM15b83j+7vCayvhvhwRYeaTCJTgPfgnlCM6oRWReE6JLWpFY04usricoGpxB+aNnKB+dRcXwFCqHJwmPMR5fSrvbkFFUhtjEVAQGhsDF0RU2/O41vKePW9Jr4r2PVGiZZ2kaJksJrUz7lyGZ53ff+xU++Ogd3Ln3AewdjREa7omcvHh0dtdhdu4JtralZHtHlW2fnp5j/+AUE5PP0Nc/hLr6ZoRHxCg8q2kH+W+JjHlWeCacJfssU1V9+PGH+PhTAvqjj/D++x8R9h/h1+9Idlw3N/Xte7f4szKCnasL/3ai+PeUi8SsBqQVDfDnPoX0ijlibxrR+U/VuGfp3hyRN4OkylU1ZVVG7aaariqlbBHxecRg9hOEy+uIZ61pWBZ/h6RkuHpIxhbvEsN7qB/bV9li1YxLEKqacumyxRICZx2eJQSCWpb5WDW2ah5/rhpbSRl3x7R03H6tYCzdtrWQ7tsSMk2VNBK7DmcJQbLWBEyWEhrktRCYy/EF8DJGWpZ1/NuoH5N5ps/RKuOt53TzS/csShOxV+qxdOOWeagbxi6J7ec87+cE7gnKundQ0ErANq4is3YZ6dVSir3IWOZ1XEFOw4YaV1zWvU8wH6Cy74A4PlJTX1WoaaMOVMa5op9wHjrh9iM1trmin4Am1BseSdm2rrS9duRYZZKLu3aQ27KBzHrB8ipSqtcQX0oQFy0hrmQZSeVSgi0d1DeQXLGKBJ5LTOU8IktnEVIwiUD+zH3TH8MrZRSusQ/hEN4Lu5AeWAV0wdKvg9EJ64BuWPt3Es2ErQdB60IQy1hnwlk3r7PM5/xzCHxNiFEFaHn+v8Cz4FgD8T/BmY9luyHfb6gyyT+HbkoqGdt8DczXQsY8vwXxVeZZA7SEtu2XIVlmQwG0fRP0bBtUKDx/Rbh+Tcx+S2j+hpiVbLMq42YInlUptyD6Cs0Kz1fxE0GtgfkvX73EX79+hb998xr/9pvPVfzju8/w92/fqO3y/J+/fMHlcz5+oeJv37xU8ecvL7kPopfLP34uQOd5ENO/vdxXS8H1717u8xwIZML4b19fcr/P+d5L7ueC+7zg8pLHe4F//+0rHvuVWpfn/8TnJf5y9bo/fX6Kn14d4ifZ78kWvtpewsXcUxzwZn1vZAD7ow9xzBv408ft2Okpw3RZAgaTfdEf647ReE9MJRPQyV5YSHLHcrIH1lI9sE2sydjn3RzBsaeCsYZnBUhCSgtBtIRWzi1LweUhgaohWMCsdbOWpQZorZz7iMCUscXSoEtKpiXbq4151rLR28S84Fmame0XSDOzgGuADiaCI/BGIEzwvSASFZaJQZkjWtZfVUaqpcwVLSHrEi8J5jf1iXjTkIhXBKNkoSUDfcr9HPJ56QIuY5sVlktCsMf13YIA1STsuDIaB3yd4Hm7JAIbPP8Vfp6lHH8GwcnlXJav6nIuMZ3hp+Zq1kqnBdCyLuXbAmitgZiUWcu6TFM1luKqxjvP5PC9Ct4RWCuLIqAjsURILxLRCwWC71CscvtmVZwuKmOxxeV6eZTCsoRAWTp6C5aXuC6ZZinlXuVnWL8q4d5gyLrEFkNlnxmyvkNUSzm34HmPKN6pisdudYLKNq+XSgm3lHgnqe0nMkUVAb1dlcDzSMSelGzXpWC/MRMnbXkqVNMvhmSStwXF3cWq67ZkogXPe9IIrD6Tx00jnNOxTQDLa1W2uqdUZak3GjJUxlnwfDFQiRNul2mqJLRu21rH7Z3Owrcl26rj9kg9zoZqcdBTjpWmHMzVpWGZkN7h49X2QqwR0jJV1XZfFdFcrWKLeD4Z68DJuOC5X1V77I0PYP1RHzaI5P25CWxOPsIs4TzV24bF4V61feXRIHobW5AUkwpPZ19iyplw5o2LsR0MjO1x18AStw3MFJ5v6RkSz/fxCW8epHGWrsu0bgyYAFmWkmX+iDcSkmmWkOelwYr2nEzzYWliAl8XJ8QGhSAnPhmVGXnoJN6fNPYQyYOY73yE9d4JrPZNENLjeNYxivH6Xjwsb0B7XjHKE9KRGhiGYFcPOFvZwtLIFIaE/YN7erhH3L8N2SaZZoYe0azPMCScpQmWgNmGWLazcSRendTSVkKaeRHQlgLqq7A2tyaYLWFvbgEnCwu4Wsk8x5Zw5roDIW3Ppb2VDeys7dR7zVUGV4fnn7PPgnJdybauXJtwvsKzrY03ceuhYG1n9894/mXmWZbaNglDQytC2ZJwljJ7KbU2U2EoZY/6plw3V9lkaQQmY5oF0VpYWdjDnPCWsm7p9i2ZannfPd603pUpsu7eg4F0SL97B2b37sFGXw9OhobwNNQjnO8h2OgOgowJaON78ONjb8O7cDW4DUeDO7A30ocdEWxvYwtnZze4efvBwycInj4hRPN/xrOnJ/Hs5K6uo4OFGVwtTOFhaQw/G1OEOJohzMkEcR6WSJLGP372SA5wREaoC/IiPVEc64XKJG80ZQWhtzgSozUJmGxOxTT/Vue767E+1IPdycc4eDaLo9V1nO+d4fLsc1xcfoeLlz/i4rO/4uKLf8c5sXxIPB9cTVOlofl6llni+lhnGQutjYeWcdPHhPPB+Z9V8zAFZ+m6TRBL2bZqLsZYP/vD2w7b2lRVm3zvBsEtISXcayd/wMLebzG98aUq3R6ZE/wco+/pgYJ0x+g22gbX0T20g4HRAww+PsbQ2CmXJ+gdOUDHw120yPzPLUsoqppERsEIAd2NwKgGePmXwdE5E7a2yap0W8Y9S9dthefoegRc4TmSeI5MFHQTz4RzaFQLAiLqCcYy2Llnw9olDbYeaWreZzvvVNj4EZXBKXCMToNzUiac0zPhmJEBu4x02Ocy8jPgUJBOTGfASaIgA84MlwLiOi8b7tl5cJOMcwoxG58F+6hsgpaI880hDjNgbifzUwueiWAtZPyxDTHtyHDlY29C2Y9o9udnC2CoJbEXEP82LAMTYBOSDPtQnk9YNpxCeLwgQp34dPDjum8+nHwL1LRNTu48Pq+V1dW4Y1XuTjBaE/I2jglw9UpHSFQFknO7UFA3jvpeHZ4f8yb/2c5vsbT/Ixb3fsLK4Z+4/gdMrf0Gj559joGJ5+jgzXdV5ybxuIRc6bxMDIUndMPTvwZ2Tvn82WTCgmg1N03hd0EyjE2SCWdpXMalRQIMLWOgb0E820SrBmqeofkITqhERFodEvI7kVMzgqqueTQNbaHt8QG6CJXuSWJmgjAhVMp6VwnnJRS0zPPmfhxRuX3wjW2AvVchrBwz+RmzYGWdxu+OJJgT7uZGiUS8LhNuRjzLtTex5fV3ltL9VDiG5cI7uRRBOdUIL2lEZGUTYus7kdI5jMz+x8gfeYrCR4yRxygaeYTioUEU9XQhq6EOiQUFiEpOQWBICFzd+F1oye+i+waqbFvgLJ22Bc8fEMwfEqn/HZ7ff1+Wkvklnj98B7fuvAcbO0MEBrsiMzsG7Z01mJ55jN29DRwd7Ss8n59f4uT0OeYXVvBQSrfbupCUnK6qimTWBBmq9KmUbcu/eYSzLD9SZds6PH/Ef+ve53m++86HDB7/18Tzu+/x37+PoW/0AHYujvANieDfUx5ScprUePDc6mlkVc0hrWwW8YWTiMgloHMnEJ47iTjJNFcsI6WKGKtcQWLpM8Tw+YjMRzo8q9JtGffMfTQuorBzTddx++Emqgb5d3/V2Voyus1SYvxUl3GW0Mq4tQZdEm1TMq/zJaHN10xJs7A3XL5W01bJ89JZW4AsaH68/Ru1vA5meV5KtWWf2v41HMs5qPPguuD5OqBlXbZLxll14eZ6M8+hWeaZnnqBrmev1XjnhzzW0MbXXH6pxkHL+Of2GZ7f5Cu+VhdNhHTd0BHKe/dQ1LmlxitLNjq3afNt5DVvoah9F+VEsnS3riCeK2WKqIFj/j0cqs7YEmWEdYXaTjwzymSuZUZ5P9/Tf8Cl7jUlXYc8xh4y6jaQULaCmMJFRBcsISRzDkFp0wjNfIaw7DnGM4RmzTFmEJA1Du/0YXikDsEloZ/flz2wj+yCXUQ3rILaYeZDgHoRru7EpCsB6kaMehC07gxXYpZw1ndsUnBWILaXuZzbf8bzVTbZRLK/Dny/vXTj1iFbB+1rIdlkYvc6nhWcGQLl/3/x/K9w/D+FGuNMLOtJXOFZ4p1viGaJ7wjW37w51S0JZ20stFoyVDdu6cp9lUX+HSEtsP7xqsz7j1+9wJ+/IZK/fY1///1X+I8fvv45fv81/p8fvmF8zee+4OMvdfHDl+rxP77/DP/47Ru1/Ptv3uBv373GX799ib98w31+/VzFH7885/KCaH7B17zk61+ppcS/f/+G+/uM+/9cxf/68YurIOB/x30z/oP7lvi37/g+7u9vX3B/kv2WbPfeKl4sTOJAOnJL9nm0F2dP+3E23oHt3kpMlSehP8kPPdFuGGY8iXXDVII7FpI9sZqmy0BvZ0mZdICadkoyzALk61iWdYG0ZKJlKdveNgwj/DRsS0g295x4vSC8pERbxg8LllU5N0O6cUtDLtWYi3jWkC2IPuBzUra9mSEl5N6qdPvgCs/HxUQ3AX1aGohz1QQsgngWQOtCppm64H5eEHtvqmLxisd/WR6pHkuo9YpovKiOfZt5PqmIwHE5z5FLwfIWj7dNLB9IR22Zy5mxS0DvCZ75Pq2TtpRpb/D8l3MDsZjtjwXJBHN9gSHza89m+WMq3Q9TMt82r53gWeAsaBY8S2gZZ62MWzLP0jRMAP003ROTWcQ1r9MijzXPY83myZRXQXjG9SWew5qUU9cSs3WELWO3jpDlDa4cQ0q8n3HfMk2WHFuy31Ievs5rsM3PcdCQyJDXE9y8jpJh3uRz0q17m9ftQLpt1yWo8c4bpbI9mtv5vtok7NckY7s8no8TcFibgj2CepeAlsz0YUOaAvVmJZ+vTsRxczYuidrzTiJWppsiWncaMrFem4Y9gvqU0D1nCJAPeVO+QzyvVyQT9ZK5TlfjnQXWR11FOOktwRFRLA3CJON8THQLngXSAmcp25Zu27tEswD6bLBKjXleacpUpdsyRZU0DZOxzzLmeY3glm7bMlXVJrettBXiWVMeFlu4rauMiCagB2px/LgdJ0+6cT49hItnxMLUMFZGe1S59tqTYSw9GsBUXzuedjVjtr8TC0TFZF8HSrJy4O3mCyszwoxYfqBnyn/wraAvjbgMJOtsirsy/pc3MzeJqhvEsIz90m4kJKSMTbupkHI2raRNbjBk/eNPP1Fxi+81NTGGq5MjIojnTOK5LKMArcV1GKrtxJOGfsy0DmOx6zEWiOi59mFMNvVhpKoF/cWVaMvKRUl0PJJ9AxDi5Ap3a1sizQzmhoSxvoEaoyaha9hlrLLMRgYmMDY0gZmRGSxMLWBjYUPU2cPJzgnO9s5wdnCGi4OLWspjB1tHONg4wIGQdiSIBeguVtZwt7KCF8PXxhq+BLQ30Szjf13NzeFsaQVH3vDZWVjDUjpgM7QmZBLSQVvKq3UNw1yvMtAeDE8+dud2aRYmHbedVZZasskCbwNefz0pn9eXUnBdN3AJA/6cdKHLMBvK+Gr+jCT09Yz/KXSINlNZZcmkS5irrLqUd+vGTEuZt5Ehj/XAGHekczhvGO/fuQN9/ryMGOYEtK3ePTgb6MHb4AGCCOVQ4jmUeA5RgL4DP8M78CCcHfRuEdr3YE1A28h/MDg4wcXdEx5e/vAllgMCY3gjG4//H3N/HV7nmaaJvqmQk5hlMTMzMzMzMzNatmTZsi3LkmWLLEYzU+w4jhOHqVKpSlUqxdBF3VVdXd3T3TMNM2f2vs51n/t5l5ajuFM1s2effeb88VwfrG99tKSl76fnfZ/XPyhaNeP29AmGl5f0e/biZ+IAFxsruNtawsvWDP4Olgh3s0acrx2yCOWKtDA0FiSgoyID++vzcai1GEc7SjHCvx+TBxuweKwNaye7cHa8h9GPM2NHcXHqFC7PzeDS/CIuLvJBef0yLp2/jcuX7+Pilddx4fo7OH9Dml9/k3j+hHjWgFlwrK20vTk2o1mWtQXBJFSf543+zqrSNmOR6x+/jyH9nKXptrZw2Dxfk4JhEtLvWY3xzP1I0bDpM48wviKIfkU14x4cv4aBsSuE9EXs4wPpwNAlHOGD5rETtzA8dhtDY9zmuIylewW9hy6gfd8qalpnUVw9hvSCQwRxF/xD6+DqngcnJ8LWIQ0OzhlwJRS9gsvhF16DgMgGBMdI4bE2lXkOj21HaGQLQiKa4BtaA1ffYti4ZMGS6FaAdiOc3YlJ7yTYEqv2YclwIKDt4/hafCqs4pJhm8plItqBmNYEMZ2eCvvUFDilpcElNYtozoarNKGOzeXDZDbsQhkErY234JmQtCckrZNhoZoNa8JC+t1KNtqOmJMMtFsCzD0SYeWdAmuC3sqL23kR054JsPCMY8TC0ise1j48V6nW7ZcJe4LZzicH9t48rmcOHDwIaE/eH8JZZZ15nRY2RKMUyDKP5TQGFtbcj00snFzTEBhaivj0NmRXHkJN95TC85HJmwrPk6tvKjzLeN0C6LGFNzA09QoG+ODffeQiGvgQXtEhgJ5EeukxRKfshU9wLY+bx2tLJ1KT+V2S9DjMLFN4LmmwIOYl42vqwGsiXu15rZ7hxHNSBSKy6hBb0Irk8h5iYQjV+6fRPLiM1qF1tDDqD6+i6sACivdOEV3jyG05SagN8sG+E56R1bDxyoWFUxqsbAlnSx7TlNdtHAdTI5kmqL7XprwX5raJMHXkvLv8QyKFD/8ZcEvOg2dWMfyKKhBcWYOw+iZEE6IJPfuQ0teHtAOM/r3I6Cea+zuQ1dOI5IYyxBZlIyI1Ef4RwXD19ICdrR2MdQ2x88XtCs5aPCs0C5L/bLPtr+L5ueef4t+lp2Flo/d4rOfW9iocHz2E1bUFXLhwVjXbvnLlOq5eu42p2UX0HzqCju59yM4rhI2DI//m6eBF4vnF7dtVi6sXBc6cPq/FM6fyD2PJPD/7NOMbmublzz37NF97DroGOrB1doBvcASiknKJ53pkFPYireQIUkuOI7lYmhYTxkRxaLZkoIcRljeCyIITiC4cQ3TRCUTmEdVZhxGaNoAQ1bz7sMo+x5eNIlPheUbhuXITnAWjAlMtngXB0txassKCXom+04Lfl7F3nCA9eQudJwTONziVytu3oIatGr2i+kcLkAXKm7Gs6dus7Tstx9E0BZfhqrRolvPQnotkn7XNtqW/8+aCYRKa5ty30T3+sqq43TvNc9yA88CCVN7WVN0WQMtwVq1Ef9Oxq2g4yumRy2jgd17V/jMK0GXd6yjtWkNJ5xnVnzm3aRE5jYuqT7M0zy7vkaGhCOFegnvfORRzuaBjGfntS8gjvPM4LexcQVHXqlqnjZzWed7zGWQ2SLZ5CSmVc6p/uiA5MG0Efkmj8Iw9CreoQXjESHPrQbhHH4J7zEG4RffDMaoHtpGtsA5vgWVIE8HMCGxhtMLCrxmmngLmRug710HPQaIB+k6EpVOTCn1HvqayzgJnGaqqk0juJJw7YGzXvgFnDZ5NHIhSe2kOTXBzWcKA89oQHD+ZeVZ4Jo7/d+BZ34Zgtq7/Sjz12p2LeMh4nZh8/c4lzTwRLRlobRb6dclEE9BqSKsr66rvs4wHLcuyXl7XQvotQlohWgD84BY+fngHn7whSL63gWoNmr/91j0V33n7lcex+bXvvHP/8ToB9kcPb+Lj128SwjfxyaNbKr4py4xPCWZtfIuIlul33r6Lz97hMd6W47yC7zI+e/MePiPav/OQ0CaiPyGiP7x9Ae9cWcWDtdO4KVW/Rw9i7cherB7uxlkZl/Z4txpu50RVOvpTAtEd5ox9oY44FOmE0Xh3TKV643S6NxHtiflMwbAGxJJR3pxdFiwLkrV9oWWq3UZlngXVDBl+SvCsqmpv4PnCpkrWElo4KzwzzksGmniTEEDLUFVLWZ5fZp5lDOrH2edA7l+GsQpRYy8Lmm8SeBIyrx1bWuYFzGqcaYasl7jM85FK35JplubZZ4hiCYGzgHlVqmgXBqpK2usVYVgrC8Usjz+Tz2vmfqQwmPRxFjhLzOQTtzkBGM8hVPMI5LxgnMoJxIlMfxxL8cbRZA8MZ3gpIAueJQTNAlnJCm/OSg9neKpm24LoIcFzth9O8hjjPOZIbgCGCPFjmb4YJaInpZK3wLY6XsVcVayKBVlHAEtfaQG0thL3NKcC5FWiWKprSyEwySirQmFcXmYs8n3a4a6WK6NVzPGeTfMapdK2AFrwrIaoqkxUcZbzAue5ksiNDHSGwvNMaTTmK+JwviVH4fki8XymOVf1YV6oScN0ZZLKIq91FCgYS/NtQbLgepGvz1Umq+0W69KxQFBLk+11QvhcT4kankqabmvHeJb5Jckgy/v5umSdZbrC/U4TzlMN6arq9lIHkUwsSywTy6uEtjTZlszzSm8FplrzMVKTgRN1WTgtYz8Lnvm7M9dbh/m+JpwZ2ovL44dxduwwZo/sx3hfF04Qy6eI5fGBXpwa2IuT+7twuKUOraX5iA8Lha0lsUZ4SabSQDBmbAU9I2voEG27FJ6NvhbP2tDCeXMInAXQgmaZl6lUqzY2NYK9ox2CA4OQwgfrovR81BdUobO8GQdqujDU1IeR1gMYbtlHTHfjUE0Lekv4ek4eGpNSUBgahgQPLwTzwcbT2kZlgK2MTQlkI0LZmLiUMZWlPzPRaCTDLJnB0tgcViYWavgtGbvahXB2I5jdHQlwhoeTmwqZl/WuRLQrEe1hYwcvAtqbx/EnoIOsrRBCPIdYWSCQx/U1N4O3uQU8LS3hznCysIK1maY5uOBZ+lNLSBEyKUYmlbSlora1tTMBLcNUuW1kmjWFwiwtHbiNZJitN+BsBl1dUzV8lp6+mVrWhKyTwmTyuhH26BioomnakPGpJWReZd2JaAG0ZKcF0abSvFyaehvyPKUQmUBd9rXHkHDeo4YV0yWeDXbugMmuHbDU2UkU74GrgT58DfcghFAOZ0QY6SCMeJYstD+XvYhnJ92dsNXdBUt9XViamsDW1h7OLh7EcwACAyIRHBKP4FAZ4zkOfoFRBHQovH2D4eHuAxdC29nOGu72VvBxskSElxNSw71RnBaJxpJ0HGitwEhfCyaP9mB+bAArk4dxZmYIFxZO4MaZady5MIe7lxfw8sU53D6/iBvrK7h99gxunTuPq2vncH75LM4sX8D62lU+ON/F2YsPiN03sHblXaxd/4AhYywTsBto1g5PpYWzgFnb9/nrgK0tGLZM+AqgZaqy0nzfk3gWOEv2WaZqXOcNPGshvXhZA+jTZ99WzX5PzD8goCUT/TIGT93CwZEbODJyE8MnbuPE+H2cmnyAExP3ufwyDg/zQXfwCjr3n0U9HwjLG6eRW3Yccen9CI5qhYd3EdxcsuHknAknAtGNePYMLIVPaCUBXYfAqEaExLYgPI6AjmlDaEQzgsIa4RNUBWevQsKZsCOeLOwSOc+po6aAlo3q/5wIe+n/HJ4Cm0giNjIJdrGpsEsgVhOJZpnGpxDXXB+TCMfYNDjHEV6xBHR0NpwjcuAYRswGZ8PeP4ewzVVVvq0cM2Bll87fGaLfmgC3yYI9523siHiHFE0lbtckWLgRzG48tmsKrFy5zoVwdo6DuVMMgR3DaRwsJVvK12zcuD/3LLV/O7cc2LrymLwfDpxKqAJrdsmaDLc0F38Cz44uqQgMKUVsagsyyg6gihj9j3h+U8F55ux7OLX0CMOnX1XZ594hPuzvX0Fp+xzyCaD08uOIz+pHUHQLPPzKYeeUw+MIYFN4bJ4Dp2bWhDzvgYUj553jYeESDyv3JNj7Ec9ReQhOrUBkbi2iChoQU9KK1No+FPWcQM2hWdQfWUTd4DyqDs6hvH+GeJ5AYfcEctpOIKFyAEEZbXCLqOBnmE088zi2hLsFr9sklt8VsfyOiOF3WhxMzHkfrLmeeDdxjYeJVwLMghJgGZEE6/g02KdnwiWfiC4rgk91OfwaaxHc1ojw7hZE9DQjYm89ovbWIm5vFeI6yxFdn4vw4lQEZ8TCNzoILr5usLO3hQn/5uzeugtbn39Jxf8cnjV9njXNtmW4qqfw0rZv8B7q8DvGHqnpkWhoKsWx4QGsrS8SzRf5PXABV67ewI2bdzG/vI6DR46hZ/8BlFXVws3LBzt09hDMOwjmbdgif8vkH8OcPse/bc9uIZ5fJJ63SOb5xa/g+dlnvoEtLzyDPfLPRAcbeAUGIywuHXFpFUjMbkdCTh8SZMip/KOIyTmicBxCFIdkHUVg5hGEbEBaMtLhOUcRmnkQQcSzwPlLPI8gq3FKVXku610knGUYtLOPodo+Kk2nGccFrJrxmrUZZE32+BUF6N6JlxWeZZznVsn6Dl9Dy7HrhPdlTUZ4WNPvWaD8ZIZZG5srbQuitc20FeA3zkegLGCW4w7MSZPv+xq8c53EvkmZv0s4S9xRQ1NJ5lmw3Dst01uq+XYnz6GNx2wavsSf6wuqgFjdIKcHZLzkNdVnuaRT4LyO4o4zBPMqshsWkVW3yOmCpihYG2HcsQqp2F3UfZYwXkN28xLS6+f4ezOD5OpppNScVtOkqqnHyzIfXz6B6MKT/GzG+JmNwj9lCB6xh+AScQAOIX2wDeyFTcBeNbUN7IFdcA/sQyQ6YRfaCtvwJn4/NsGegHYIb2N0wDG8G07he/n+Xlj7d8HMowWGztKMmaC0IyQF0Y6CZ8ZGxlkTHSr+b+F5A85aPBsRx4bWTf8/xbOEgTWv0YrXalUHPUuG4PkRASnx5v1reOv+dbz1yjW8eY/r7l5REJYCYhLSF1pV4N6AtBbPmwGtrdKt7TMtmH7n7lW898p1BWqJD4lWiY9eE/jeVjAWLH8mWJYpwfy9dx/g+x88VPG99x7gu+++im8LhN8hrBnfeZe4Zmxelumnb7+Mb71FRHMq67773n18923GW68qPKsQQL/xMr77xh18Tmh/9+F1fPuVy/jWvYv46PZZvHF+Brdnj+PsiX6sj+7HxbEDuDSyD2cONGOqLhdHsyKwP9INe4MdFKBPJnlhItUL40TeDBEtWNaGZJbnCDptP2dtplmLZm2oDDUBvSzAlCbOhKf0g75IIKqCWwSxDAWlxn3eCC2eVUaaUy2eNYCWJtxSPEzb75mIzvPBmULp+xwIabYtmefL3PZaWRRuEIwSMl7zVYJQxmy+ImDWhiCaIfMyxrOc19myMIVmNWWsEc9nuX69PAwLhQGYzffDPLE+x5jK8WL4KDTPEK7SVFsyzhIT0v+Y9+14uo/KNo/nEq25IQR0ME5k+GMoxROHk1wf93eWTLNAWVsRWyAtgJbXpICYAPoY8TzMe36qUPokR6kYIciPpBHjPI7MTxRH4HR5DGYqYjFN1MryeKEUJ5MMMmHMaxX4LvC6Zczn07zn0zz/Jd4jBWLOS8i8jAO9XpuA9epYLPH+LPC+LgqiOVX/HMj2x2ROEBaKI3G2JgkX6tOwXpWE1YoEnKslpKsTeLwoNb3QnIkzfH2xQpCuyTxf7ihU4zWvEc5LtekKxtPlfE9jJlba87BKOC9Jk22G4Hq5LkNNVxiL9RmYqUlRfZ1P16ZgTsDdXqDGedYCWjLR0zWpmKxKVlnnywM1KvM8TTRPNxLz3UWqz/Nqd6kC9JIMVyXjPQ/U4sLBBpw7UIf1vmrMEMyjtZkKz9NtX+L5dHc1pntqsTLYxd+nQwrPc0f7MdHfg5HeTowN7MP4oQOM/TixvxMHGirRkJ+FUF8vmBoJsAxgYmLGsORDohQKs8IeYlqHsYew3q1HWO3WxQ7CajsfJATI2iyzNrZtwFmKqmhf18JastO6xJcp4Wnv6ozA4FAkJKQgLzMf1flVaCppQk9lGw7UEcz13YR0K/ZVNqC7pAIt2XmoT0pGZUQkcnz9EOvsgmB7Qa0V3KwsYW1iDBPiWTLMRkZSSdsMqmI0oWjOsGHI+KH2RK2zlT3cbJ3g6eAKL0e3x+Hj5A5vRwk3eNq7wMvOET62tvC3sUEgjxNqaYUIHiuS5x9jY4UYW2u1HEpUy+u+1tbw4DZ2BLSZmSXBLOM0axBvwPORsZ7NpCm49K2W5uHS79jGRUFaqnALnGWcZ7n3ct5SzEyy57qErxQ604wdLVNDVTF8jy7nOZVxpQXK0q9bQvp4a0PWa5utS5P1zXiW/tAm0iSceJam34Jn2W6Pjj727NoN/d27YcjP0XT3Lljr7oaTvg48jPURYKSLcIPdiCCUIw11EGGsgxDiOcBot2q67azFs64OLIyNeY12Cs/uXv7w9wtHYFAs8Zz4GM++AeHw8QuBp4cvnB0d4WjLz9TOEgFudkgK80VJRjyaa4rR392MieGDWD49hvNLp3H17BJuXl7HvRuX8Oqd63jj/l08eu0+Xn9wH6+9chf379zBKzduM+7g7rVbuH7hOi6sX8b6ymWsrFzF2pk7WD13H6vnX8PKpTcJW2L3KuHL0KJZFfkifgW+gmVB85NNuh9normd4PnMRrVtKRi2dunLYa8UuBlSbVsAra24LXjWjO38oTq2dpznpcsfYe78Bwpdkr2UrOXo7EMcP/0ahibv48gYIT3yMkZO3iOcH2Ji+g2cnODrY6/gyPE76Dt8HV19F9DQsYKyxllklY0iJp0P39Ft8PIpgbtrjso+OzJcPHPVWM/ewZUaOMcQzvFtiErsRHRCFyI3ss9+wbXEczGs7Iln60SY2xKmdgkwt48l6GIJUiLaK56AJoyDCOhQIjk8FTZhRHRY8pchQ1sFxcEmMIZQToGrZC0jiPjwXLiG5qv+s9L/2ME/n3jOh71HPmxdCGkHotouG442OXCxzYOTLZdtM2Brp+mTLOMgmzsTz46pPEfimWFJ4FvYxvJco2BmEwVzG+LXNl6ttyK6BeXWToSy9PN15v4478CphB3vjdVjPMcQjtyHeTQsOG9pSTwTsf68bzFJTUgv2Y/KjjHVpP7QqWuq6Jv0XT+59BomVh5hiogeW3iI4en7xDMhcOwy6onnovZp5NSfRFr5EBLyBxCW1AHfkGo4uufx/NJhKUNHybjLEjY8FxmH2TERJi68Dg/eb58E2AcmwT0mEwHppYgsrENsaTNiyluQ1LAX+T3HUHFoEjVH5lA1OIuyg9MoPTCFwt5TKOg5iZyOESRU9SMwvRmu4aWwlcrmrqmwtCeeLQll02gG8Uw4G0vVb0ui2T4Bpi5EswfDj59/GH8WYpJgmZQEq4wU2OVlwKk0G66V/Cyri+DeWAqv1nJ4t5cyiuDLv7VBnQUIbctDSF0qAovj4Z8VBa/YADj5u8LW0UYVK9wjY/Rv2foVPEufZ21IZe0n45lnntXg+Zmn8DQBveWlp/hdvENV3JbhqqprCzB4ZL/C840bV3H58mXi+Tpu3LqHtbOXMDQyhv0Dg2hoaUdgaBh09A0e41myzQJnLZ6fe2ELXpAWVsTzludewvPPvIjnv/ECQ3D/FJ5/4Wl+X2+DpY0FXL194R8eT0DnIyqlDjFp3YjNGkBc7mFEE89hWYMIzjikqm6H5hLNBfx9LRlDXOlJxJaMIqpgSCFaNe/OkcJiR1XmOatxmgBcRGXfioKugFWT3b2JHv6cdY3dVtlkyfRKxlg71rNMZZxnVbjrxA0F7EZCtEENwyQVuC+i7tA51RdZMsmCYmn2rWnurcGzFtOS0ZZ9C85lKn2kBcPaatpyPlo4C5YPLTzA4KI0/37Ac7mnzkNlonm+HWNE/AmJ64xrCslSbbt1lDAfOUcwn1XFwxqGzqKO51VzaB3VBzmVbhD9Z1BCOBd2LCFfsscty8htIpwbV5BBOKfXLCC9dh5ZhHRO0xJjGVmcZjQsEczzqq95bMkEogTG+WMIk+rd2cfV+NuaOI7AjGH4pR2FV8IA3KL3wzVqP9HbC3sC2TqgCxa+HbBkWPl1cLmD33MdRHMHt+mCS1QXPOK64J28l/vYx33JP0P4uWceQVD6UQSkHIVPwmG4Rw6ocZwtPTpg6twKY4LZyEkw3QoDR4l2orgdBsSyng2XbaXJ9n/Es7E9UepAANt/fZ/nrysY9r8bz4bEswHhrILzTwmaFZxfvY53CNp3HjBevaHiXaJX4p171/A2ESwQlpBm2lpUP44NLH8luJ1sK6F97zv3COp7XGa8d/8qPnhwHR89lEzyHXxLMs8bWefvEs3fe/+1L+ODV1V8/iHXb0y//9FrKrSvffd9vo/x+PWP+fp7r+HzdxhvcxtC+nMJIvr7PM4P33kFPyC2v3h0Cz9867aKz+5fwPvXZUzqKVydH8HFySO4cvIgrhPTlw+1Yb2jkihLwKE4bxyMcMFwvAdOJnpiLMENU2k+CtCz6Rowz2d6ct5DAVrgLNlmgbJkmmUqcBZMq4rZROFCnh8WcglqaWpNEEpfYlW9WrDMuEzYSVyRqawj3iQLvTnzLHGeoDxXJIXEZNgqX6zk+jC+CugLJcHcJwFdHK6wLHGJ+5VQUJfjEJCC5mvEo8BammxfrYzGFcbm5toSCtAE+VKxVM/2x2yBH+Z4rFnG6XxvTPOaZvKDcDovQMWUAJZwHiGOjyW6YSjZAyPE7ViWNN0OVYAeJ6BHM31xJNkNx3kvT/J6tEiWZtoCaG3mebwgQKFaXpNthzO9ub0GzwLjYxl+GOBxDvE4Qxm+GCXSTxaE8rOUgmAhOJ4dwPfwfKSiOsE7x/syx3swQ4DP8n5IdnwswweTgn65Dt53Wb/Ae7RQGomVyhhclPGdq+OI4mhGFJbLIzVF0LjvqexAzBfyPgmIidmV8ngsl8ZirTJRZZ6XK2XoqkScJZzPEbhn+Id7jbA+25RFOOepYaeWCWfJKi9Up2KW0F3cyCavdxQoPC81MghhyTifaclT/Z0XBcd1aTjNY05UJuAUUS5oFkBLc+0znUWqCbcMXXWiOBbT9emP+zxP8hwm61NVxW3p+/yVzHNnCVZlaKveShXr/TVYIqinWosw1VKAmY4S4rkSK8Tz+mA7lg/yd+foPlw+dQQXxo9heWQQs0MDBHOfitG+vTja1YLBtnqF547yIsSFBsHaQqor68LYmAA1NuVDImFFxOkbWUCP4NIjAGUsY+lHvIuw2ilFVHYSxQLjHRoky3Q7sSVw3rVHBzuJrh0MmZfQ0dOFoRTZcrKHo48H/MJCEUs8ZxPPZfmVqCuqR3NxIyQD3V3RhI7iKjQXFKMuOwcVfCgrCw9Dob8f0tzcEONgh2Aba3gTr66WlrAxMYG5kRExaKLOX6Aq2V7J/loaWcLOkGA3toSjqTW3t4eHjRO87d3g7eAGX0cPTTh5wo/hw3kfrvd3cEIggR5MPIcSxwLlaMI5ztIcCdaWiGdEcT7U3AxBFubwZbibmcKWy2bmPL6pKfQJej0DY+hLE3LCXs5HAdrSVlOgjIC2tHJUaDa3kObeVtxG4Mz7rdBMGBPHu3brYecugljGspZm1bv5OXDdbumfzNicbdYiWuJJPGvhrAqhmVg/gWdTtZ0uj6lLOEvW2WjXDpjt3gGbPTvhbLAHnsbS31mPcNZBNCPKcA8ijfYgjIAOIqR9iWpX/d2wI57NdXbDzMAQ1pY2cHImnj0D4Oujabat8CzjPQfLsFWRjHD4+UnzbU94uzvD39MZUQEeyE2OQn15Pro7WnB08CDmpydx4cw6bl69glfuvIyHrz7A24/exDtvvY/33v0m3nvvW3jr7U/wxqOP8eC19/DqK2/g/t3XcO/2q7h14x6uXrmDC+dv48yZW1hZv42Vs/exduEh1i+/hXXJPl8jXgnYxyBmaOG7uWiYNvu8uf/zGuMC0XuOIdW2NeNGa16XEHSf5XvXbmgArZC+aciqpSvvqeUl7meRMXf+PUyvv6tifPltnJh/RDy/iZGZN3Fs6nUMnXrAB/17ODF2H+OTr2Ni6hHx/AaOjbyCQ0O3sX+QD677L6G2dRlF1aeRJv0qk/fzAb4ZHl5FcHHKJDpTVPEwR9csePqXEG2VCI0jnBPaEZnYgdiUHiSk7kNc0l5ExXXAJ1BQV0h8psLYgoASXFkRVpZEqR1B6UxAu8XC2jsBNv5JsA0iooMJZ0LaOoiIDk7jOqKaYR9A9PknwInbuASlwS2EeA7JhVtwPlwD8+Hsl088F8LetwAOngWwc82FvSNRSzA7WjMss2BvyWuwSIOVhaYJtyooRtDLWMhSSVxVhJYmxpYxDJ6jRbRmXsYp5muWxKi1HfHtSDg78XhORDsR7aBCIC19fzXNtk35PmOzSP6Ocj8EtLlZDBx47/x9ixGd2Ii0kn0oax1Bc/8s9h8/j6PTtzA88zKOESkjc/eJ6de4/AoOT9xRRcM6BwmTfYsobJ9CZt0JJJcdQULBAYQmt8MzqAJ27jmwlErfdrzXvBYJE1tprp0KMxder0c8rH15n3kf7YIS4RyVDp/UQoQV1SCushlxNW1Iau5FVtcgCvpGUTY4gfJDUyjpn0DhfqK5exTZHcNIbz6C6NIePszXwzWymJ9JFmw902HjlAxz61j1jwJz9c8D3l8C3tSW5+HE++HO8GYEJcAiOplwZqQzsnlPC1JhV5YBu8ps2FXxs6ovgHNzAVzachnZ8OjIhk9nFgLaM+BfnwT/slj45UTAM8EfjkEusHOxh4WJGbRjPQugteM8bwb0n8Pz009/Q2WepeK29HvWN9yqKm5Hx/qjtDwbBw72KDzfun0DV65cweUr13CdeL549SZOTExh4PAQOnr2ITpBirOZ4aWdu/DC9u14fusGnrcRypwqTCs8E/fPbyXwtyo8P/fUs3juG09x/dP8fn6RPzvGcODfLS9+14VEZyMisQqx6d1IyDmIJEEwIyLnMPEsWeVBRBeNIb5iSmVAMyQTWjOFxPIxxBaNIKZoFJH5xxGWexQxxfz86iZU5lkqZUvWWfoSa/GsaYotGWVCVFW61oBXG5qM8WXV11mN6SyVro9cRNPRywrQUhhL0+RaMsmXFJq1WNZW3NaCXAqHbS4iJhlt7VjO2ura2qbaAmZt1luWtcCWZuNtPNdW6W99XAqDXVJQbuTxG4bOMNZQf3SNy2cVnuuPnkXtYQE0p4cuoKrvHIq7VpDXuoCsxgVk1guWF5BSOcv7N42E0tNIKJMiXjNIqphW62KKZViocYTnnURIzgkEpB+DLxHrnUQgJx6Be9xBorcfThFEckQfHMP7GfvhENYNx9AuorgbzhE9jH2MXi7LdB9cIvcR1/uI5X3wSdrP/R4gxA8S5YOI5eeWXHmSoOfvfv0sUT+L1IrTiOV5hKYfR0A8jxvWDwffHli5t8PCtV0h2pBwNnQinJ06CeouwrgT+rZENOP/G3gWEAuMDa0I5/8NeDaWgmIE8+Z46tG9jazzBp7fVXFLTd+7f+Mroc0ea5pl38L7r95UsRnYElp0b14vkH5LXuOx3iWa3yai37p7SU1l+T0i+n3GB6/dwIev38THxPQnb76MT6XZNZGrhfFjIH/4Kr4gjr/4+KEGydogpmXdD775On74zTfwgw8Y7zHefV3FD99/yHiAH3/wGn7C6U+4r5++9wp+/M7L+NE7BPTbNwnqG/jOG7zmuxfw8NICHqxP4+HKBB7OjuDBqUO43t+M6bIUDMZ7YzDaHUeiXRnOGE30wCkCbTLRBbNpRDMRrYGztjBYgGqefUaaOBcHq0zzEnG7TFiuEIWLxN8skT0vza25fI4IvkgMC2QlS6yywCUMwu4SUSd9nxV8iTTVvFuy1AxNATEpPKaJ9XyiPUcy0F7EtDfW8n1wjudyoVDTj1o7RJY21BjTDMlqy7EF0CqI6KtVxDNDDT1FMGsRLZln6es8X8jrKA3CUmkw5gnpGUJ6mmifzGFkEaY5gulABWkB6UiaF4YJ6BME7YksAjU7mBGkED2a6Y9RAXamj8o8T6q+x5phq0aIYxm3WZpvyzo1bjOvRyAt2emRbEI6L/gxngXMgufDqV4KyhKC5pPEsyBastHHs/1xnECWSt9zRK9kjQX4kjkeJ6pPpns/zpifzuO1CbL5OSzw81gpj8bFeoFxHM7XxnM+ifPxWCri+XHf07ym+QLiuSIBZ6uSsFQSg8UiBqezJZFqKKvF8lgs8I/1GaJZxn9eqU3GmaZMXJAq2g2EMdG8RBiv1GVisTYNM0TxqgxhRehKNe2zUnWb20pTbSkWtsBtFojpVanS3VGI5dYczDakq0zzkuxT+jkzZH5GqmsT0Md5PgJoaba9xH2P8VxHqxJwmlCfrMvAdEMW5lrzCepiLPeUqqJ6S4z1fqmyLRW2qzHXU4G57jIs9FRiiXg+P9SD1cFOLB/qwbnRQzh/aghrY0NYHj2K6SMDOHVwP4Z62rGvoQrdVcXoKM1HU2E2SrLSEOTjCStLydrKOMh60CdADU0JKoLTQKo4E9BShVlXV5oHb4ynvGsXthHHUn17q/R5FjjrEMq6utAxIOb09aCjr899EWRGhmpqQoBauTjBjsfzDA5GeEw8klOykZdVhrK8alTlV6OhsBaNfACszSlGZTrPLzkFuZGRyAnwQ6anGxKdHBFpJ9leTb9jF0LVzsRUVb42MzGHiWoirRm3WYacsjK2gq2RBRxMrOBkZgt3Swd42TjD196VQHZHgJM7Aom7QGdPFQEy7+SGECdnhBHpkcRzpGSarS2QQDwnE8ypnE9mxFmYIcLCFKGcBpibwouIl2rRFgxjEwGzPvT0DQhoA+gbGPFecj3PzdTCGmZEpXZoLAG1Bs5mCtm6epJlJoTlXu+SMap5r7fLcCm7VeyQyuKC6d0bmFYZ5y+zzju2S/Cz4Dpp0v0Yz7wPm/FsRDgbSt9pfXNuw+Pu0WSedXftxp4d26DPMN25Dda7t8NJbzc8iOVAQ11E6e9BrL4uog31iGddhBPQwcS1L8NVfxdsdXbxfbthrKsPS3MrODq6KTwH+EchJDQB4ZFpiIhKRWhkMkIjEhAWmYDI6HhEREQiNiocidFhyEiIQGVBOjoba7B/by+OD49icXEZly9exe1bd/Hg1Ud49MZ7ePvtb+Ldd76Nd9/7Lt5+9/t49NbnePDGZ7j/8BPcf/UtvHL/Ddx9+XXcufMQN28+wNVr93H+4itYXb+D9fMPcP7Km7hw4z2cv0Ek3yB6r3/4FSCrjLOAmPMSCtE3vnx9c1yQoark9WvfxFl5D9+rxbPs8wxfU83CN8FZMs8yXJXE7Pm3iWYZyupdla08Mf8QJxfewom5N3H89BsYnn6EY4yhScaphzgyfBfHieWT46/j1OQbOD72AAeP3sG+gesKzg0dayitnUV2yUkk5hxFWGIv/MKa4eZZCEf7NFgSltKX1945A55+xfAPqyaemxEW10pAtyEmuRuJafsRl9iDiNh2TebZU5N5NrUUTCUqWJlYxRB5scQew4XhTkR7xcHSJw5WBJ6lD6HqQ1T5psCOYe+XAgc/AprrnBguvsSzfybcAyQDngd3f0LLpwCOhLNknu02Ms+29sSYVTbBzKk50WueBhtVAZrnYk7gKczLVIpaEXUqCGULnosKntvGvBUxaGlN2NtlqmGZpMK1I8PJOR+OLkS0iwCax3KQ/r9JhKQm+2zOsLDk9XEfTryHgf6lvE+NSCndi8KmITVcVfvgEvrHLuHg+HUMnLqGwcmbGJq5i8PSbJZo2SvFlA5K4aIZ5DSfQErVUSSUDCAufz9CklvhEVIOG9dsmNkl82GUgON1Gcnx7SWzzvPxJE4DkuEQyvsZmgSbkAQ4RKXAIykbgXmlCC+rQVQ1Ad3YhcTWvUjtGkD2/iEU9I8S0ieQvfcYUtoOIamJx6zfj+CCFnilVME1phiOwTn8XHhvXXlfbXmfpIm6HT9nG4LdJgXmjkkwcyWavQhpvwSYhsTDPDYRFim8RxlJsMjhvS9MgHkxIV2RBru6bDg25cG5LR9OHTlwJprduzPhzfDvSod/YxIC+Hc5gH+3vZL94RzqCjt3O1ia8jtJxu5/aYemcJjqUyyFuP5ys+2nFZ6fVnD+xtOaptu6+i/BwcmE3zk+KCpJw/7+dv7+LxDP1wnnK7h46Rqu3byL63deweTsIgaPjaD3wCGkZGbzum35d04HL+7ciecFzdsJ5e3bsGX7ViJa0+95y5YX8cJzXCaetzz9osLzs09p8Lxz94swMjOAnbMzvAKI55gcRKfUIiGrF8kFMmb7caSUjBJOmubZIdlHiWfphz6NzIYF5LQsKWAlV5wkuo4jjr/LgueQ7MMq+5xSfQqFnfOo7FtFrTTbJii12eeOUU0zbBn6SfoiS0gVbsGwZJK1hbukT7TgWRUMk37OI5KJvoGWIQG3ZI35M7sBZW2/ZwnJNMtUsKxtCi54lqbhX8HzRr9mbeXtro3+zZKNlnVyvq2EctsIXx+9ofDcSkQ3H79MPPPch88pMDdx2jJyAa2jEjKEFXHNc284eknhWapk57ct8r4Ro9UC5NOIL51GRC5hnDmK0KwxhGWfYMj8sMr2+qUOEreH4Z04CM/4g3CPPQDnyP1wDNunkGwfshdWAR2w8GuDdUAn7EJ6Cef9BDVhHLuP7+uDf+ohyDBjss+wHBlOTKb8PPOOEebHEFsyjKTKUaTVnkJG/QRyG2dV0/Kavguo7buE8u7zKGpZR1b1AhILpxCZOQbfmEE4+++FtXsrzJyJWIdG6EvxL+LZyLmTmO6GiVMXo4cQJqS/gmci1r5JNdvWDAHF93Hd47DVhFTblvGgzeza/v8CzyY2PGcrItqqQYXMP/WGNMe+cwmPXr6MN+9dIWaJXcY7mwAscBYsf/jabXwk8fCOmlfLnNeGbCOx+fXNyNYg/Np/iHelINgrkom+xu0I6M3NugloyUjL9NO3NKH6MTM+I6o/e5eQJoI//+ABvv/hQ3zxEZH8scD5EX70zTfxw48e4YcfPsIPPnwDP+L8jzmV+MlHb+BnnzzCz7/F4PRnxPZPie+fffMhl7kNAf4FYf3Zm7fw6YOr+Oa9C/jw1ho+vLaAd89N4PbYPsw15eNIVhh64zywN9IFB2LcMBLnjvFoF0xxuphGFGcGYJlwWiUW14m7NeJZoLlOXK4xVkoDsVQcgNUCIpdwXc0O5Hv4vgw/nCHwLhB4KjtcGqmaTEt164sSUoyrKgIXOJVM8LXqGE6jFKIF3Fe4rWD3Ct93qZCYJlTPZvkz/HBO5gXKBLJMZUxpLZzXiVsJwbPAWmW8CXTp93ytQoPnS1VRX2m2LbFeGoZlXtsisb5YRDzLPwcIb01RsAAF59ME7Bz3vUDoLnL7Gd6PMUL4aKo7BpNdcTTdA8OCXp7fCSkYJv2Teb4n+J4RAlYV/OK5jnJZioFJ8a/ZCml6HY3TvNZpXuskr328iCAmikeJ4jHOj/AeHuG+BM7SbFvBmTgWVE8TrhOF4TiVLxW4w3Ga2J3l+2Y3cHxasMzzkamMP73AmOC+Jnl8hWfuZ5nHlYzz+do4XGqIx6X6OFzg/PkaQrgsmvckDHN5obwn0VivTMRSaRwm88JwOj8a8+XxmCySMaOJ5+pkzBPXMwT0AqerdUR0SzYuSmGwljycbczGmfpMTrNwRoaWas7Bhe4iXNpbgvOdBThDJJ/ltjIe9Dz3NVUeh9naFKy15apYasliZGOZ71ttzdM03ZbsNGOJ+5/jdKwiUcUCHyjO9lVhprUAwxVJOF6ZjFM1qZggoBcI8TP91VjfX4VVGb7qQD3WGEsyrnNvNRb212G5vxFLjPm+BiwOdGC2vxMzB7oxN7gfs4N9mD7Uh9NHDuLUwD6c6N+Lo90t6K2vQFdlAdqKs1Cfm0yoZiMxLBD2VjLmMbFnbAw9MwvoE3OGpjYwMpEKz5KhFEQTd0Ym0DM0hg6Rt8uAoWeMndKkW0L6qRkYYw+30TEkxLidvqkZ9IhKCVOC0cbJBc5efvDyD0NgaAwiY9KQnFyAzPRS5GdVoCS7CmVZ5ShJK0RBYiayohKQHByOBG9fxLm6IpqoDbW3h7+1NbwtLeFGQNubmcHa2AwWhLMZwW9KMEv1aCmGZcFrsJQhm4wJaGLaw9oB/vbOCHLgfhxdECZItndAuKMTIgn7SBdHhDvZI8rRFjEO1oizs0K8jTmSrE2RZmWKLN6nDEtTpFgYI9HcCDFmhgg3NUKQiQF8jQ3gyrAzNoK1kSFMiEy9PbuhQ3juMSBk+Zouka9HJMt9MSKkJRstw2EJ+tX95T3VlSbZROwuAlk1k9+xEzJ2tcxL0bWdnGpDWgLIdjsJ6h0C6+0yrArfw5Dl3QT2nj360OdnY8x7ZGJizuPJPeKxDTXDW0nRMX3JPOvJsY2gw/fs3rGDD6/bVZ9nG52dcNbVgRdxHCQZZ4PdiCWiYwhnwXMY54N4fd68Xmfd3bDmNZvt0eX1G8KceLZ3doOnbxACg2MRFpGC8CjiOToDMQk5SEotQEp6EdKyipCemYfMjGwU5OahprICHc312NfZhsMHB3Dq5Cmsra7h6tXrePnl+3iVeH74xgdE83fw3nuf4b13Psd7b3+Bt9/8Ao9e/x4eEs+vcJu7d1/DnduvEtySfX6A69cf4Mrl13Du/Ks4f/l1XLz2Ni7d/AAXb8lYz0TvTSL4zrc4L0CWptYfPo4zhO+F21++JstnZIzomwQz18n0PPehio8R09pMtsQSsaxpFv4h0fwegSxDVj3C9PqbGF99hFOrnK68hVPLb2Fs8U0Mz7yGoelXcWzyNRwZ54PpyVcwOMaH1NG7GDh+F31Dt9E3fIvzt3Bw9DYOnXgZ/cN8IB28jDY+lDXy4ays4TSySkaQkncEcVkDCI7vgEdgNZzciFEpwLWBZ1unNH4+RfAPrUJgRA2CIxsQHtuCqIRORCd2c74DIZGtmn7PAdVw8SiErWMmUZUGCzX2MoFqT6g6MpziYeVEXDoTqYS0hSsB5pLISOE6YtU5GTYSTkmwJsTsXVLh6JYGJ/dMOHtkc9/ZnOZwmSFDRXnmavojO2fBhmi3Jngl02xpngQrotnKjDg3J+4kM0o0qyJXfM2Ur5mrIOhMCWUTbmdC6BnHwdyU52jF/djy/O01zbbteE8c3IhnlwK4uhXC1b2IUy7zNXvV1zqZkEyEtW0Cwc2pQyIc3Ym/8FKEpTYQNl3IbjzCh+KTqDswg/bhNfSMnse+kxfRP3EFB6avo3/yBvae5OdDCNQfWkLxvklktB5DYg0RW9qHmIL9CE1pg1twJfGcBzPbdBhZSdaZIHUgXnn/LD3SYOOfCtvQBNhFJMA2IhE2UfGwj0+Ga2omPHLz4VtcTJBWI7iuHsENDQhtaUZkZwfi9u5F/N59iO7qQVhLO4LqWuBf0Qiv/Gp4ZlTALbEETuH5cAzi/fDKgCU/Iwsbfo4yxrVNqsrUm8nwYM78ufFk+McSzzEwjWIkcz6DkRsH04I4mJUQ1OX8nKvTYVubAbumTDi0ZcKpKxMuXRnwZATszUJAayoCquIRUBgJ3/RAuIa7wdbNhp+RGXR362GrwPn5F7FFMs0bWWdtBvrZ/xDE8zdknGcC+hvP4Jmnn8Hzzz+D3Xu28ufdEJHR3sgtjMPevkYsr83gzl3p63ybeNY02773ykPMLqzh6PFTOHh0BNmFZfwZdcNWHV1s4XfwFqL5ua0v4kUieusO6fv8LLa8xHjxOTy/5QWeG+Gs+j0T8k99A88T7tt3vsC/o/ybwL97PkFRiEosQHJOC9JLDiKzfBg5VSeRUXEKicUnEJU7QkCPILZoAoll00irnkNW3Twyqk8jUZpu8/c4inAOzz1GPA8iLPcwf26OI1P1e15QgK47tK4y0Kpg19GNkMJdQ2cYBDSnzcMyFvRFdJ68gq5xAnZM0EpsC2olOzwpTbolK/yyArAWydLce3OVbVm/+TVtc3BZ7jpFLHN/qtm1IJdYF9jXHV7nORDv0j9a+kQL3vmabNMxJsiWTPTtjanAW5p/3+L5CMSlebc0Nb+5Ae9rxP9VXt9lVA+cQ3nvGRR2rBCps4gpGidixxCcMQa/5BF4xQ/BM+4wp4eJ5UF4JxyAW8xeOEd0wCG0nVhu57QN9sHtBHMbHEM7H4dTWJfKLrtHE8vxA/BNPIigjENE+RHEFh5DQpn8A2wc6bXTyG6YQ2b9aaTWTCC9jr/f9VPIajmN/I45FPUsorhrScFZhsdqOHQFjYPXUNN/GWU951HQvIL0qhnEFY4jKPUI3CJ6YeNL0LrVwNC5liGFwzTNt02IaBOnDhg5ENP27TAmgo0JZxmeytiW+LSr24gGNQSUoS2DOJWQ8Z8ljKVftACaYaLeJ/Dla9aNxLM0o9aEzEuo1zbCWILby/tMN96r9qHe3/Bnw5hI/h8Gj6WC80+9JpW0JW6cw8ObG8NTqT7LmmbXEpI9FkQLgLWI1sbHr7+Mb75x93HI8ieP7v2HddqQStofb1TW/uQNKSZ2Ry0LluU1mcryJ3z9043+0BKqSrc061ahWactNCZ9oqVv9Ofvv6b6SX/xIfH88ZvE81ucEs8SG5iW+DHXS/z007fxs2+/+zh+vhEy/4tvv63iZ5++iZ98IiB/gC8+uIsfvH8bP2J8/volvHNhAldHujDbXoTjpYk4kh2OsbRgjMf74FScN2ZSAjCfEYS59AAs5BDGhNdqMbFVRCCXBGKtnHiuCMRyiWYYqzO5wTibTVhn8PUUX6yl++E8110k7M4XEKl8r0JrRTjWayKxWhtBtBHPRNrNRu3QUQQ1YXq1PBrXK2JxrTQal/nlfyE3DBe474sSOaE4RwyezfVXQNYWIpN5NRQWkapdloJk2ibcWjwL2LUZZ4mzKvNMPBPDi/lEJt+/wPcuFYYSjqGY4bFmJJvLWMzz57WH8rqJ1LIQnCoIwNFMDwykuuBwtheOS59mvvcE9yHjMQughzk9xvdK9lhC5oeJ6+NErTS7PsX7KlNtM2yVbWYM89yHeR1D3Ndh7udQmhcOJntgkIhW2zLGeW9P5ck4z6GYJmKl7/ECAS2ZZYGyDKklTa9nCWU1vBavRzLQpxgC6sd4rorB+bpYXGqMxXl+Jmv8DGRc67NE/Tr3uVoSjZWyOFUkbK40FqdyI3Ayj9iXeX5G42UxmKtLwXJDBmYqCWipxl2TQkCnEcqZuEDYnm/KxjkZoqohU80Lqi93FuIS4SxDWi0SyquNGTjfQRhzOludhNm6ZGI5E/P1qThdk4S5eu6vo0CN8azNOkuhsNWNvswzTTk4QSiPE+kreytUU+zJlnyMc/0U8T5WlYIpafZNOEtT7ZX91Th7sAnrA01YIZaX+zkdaMXqoU6sHOrA4sEOzBPNMwd6MT/Yj4WhQUwd7MNwVwcOtTdjsLNFZZ0PtTdgX10ZeqoL0F2RjdbCVHSV5aGEDz7+7s6wtDKHkaUVvzDtYGBpDwMzBxibOcKMU3MzO5iaE9PEkIG5JRFoCR0jK4YlwWxOSJsyzFToEIE7CeddBPYeYk3H2JRTUxhLRWpHd3h6BcPfPxoBQXHEVCriEvKQkFSE1JRiZKQWIzulCJmEVVpUKuIDoxHlHYwwNy9C1xXBDk4IsLWDn5U1vCw2CnWZarLP1gSyNNM2Y5hIMSxDAlqNu8x1hKOtmQXxbIsAYjnMwQHRjo6IdSCUba0Qa2+FBGdrJLhw3smCaDZHnK0p4q1NkGhlSCwbEc2GyLYyRqa5IVJN9ZBkpo8YE12EG+9BsNEe+BvpwYOIdDLQgz3DfM8u6O3ehp2MXfo7sZvQ3EVk75ZsvPyTYqOJuQyfJVlhzRBTkgEmnncbQIp3qXFGtxPMgmeF6B1fCQG0DC21k4hWwN4UGlzrEM96xLGhpkk+4a6CxzUhnI153Md9rPkZ7pHm4tKPmhjX5/ulz7MtMeystxtehsSzoQ6ijQTPOsSzNNvWRSinQbxeH31dhWxrhpl0AzDU588P77urKzwDQhAYEo+IqHRExGQgMi4bieklyC6oQ35pM8qq21Fe3YrSinpUVzehp2sfDh44iEMDBzAydARTk+NYX13FlSvXcOfOK7h7/3W8+vBdvPnuJ3j73U+J58/w7lvfxdtvfBdvvfYdvPHqh0Q20Xz7Zdy88TJu3bzLeBU3iOdrV17DpUuMK2/g8vV3iOcPieKPcf42UUz8nr9DCHOqzUQLgiVkXnAt61evvo+VK++pqXr9+gdYvcb5G+9j9QaxfFUqar/zOGRs51lVIOw9VQRMCkqNLb6KE4uvcfoIo4tv4fg80Tz7OtH8Gg5PEMyn7mHw5D0cGOED6vBN9B27gb4j19HLh67OgYtoG7yAlkPn0XrwnIqm/nXU7l1CRfssihsnkFnGB7ucA4jO6EVYcid8Iurg6FUIayJUkGliSuxYxKmCW64y1nNAMQLDqxESVY/I2GbiuR0R8Z0Ii+1EaBQBHd6CgOA6ePmUw9E1n+/L2IRngpbAs3Qgah0ITAcC1YH7to9TYyOrwl4StkQrEWZpTZAxBPH2julwcMqEI4Hs6JJFwGbDyTUbDpyXAl52LpkEPuEsfZgl281zNjeP1YRZrCbrbE7UWQicCTyLFBXm5imwYFia8ZimxK9pEswF0IS2wNmKx7VyyYCVezZsvfIIdRmeqgBunsVw9yyBh1sxXJ3z4GzPc7BJgQ3P12oDzlbOibDzToNnVAkC0msRXtKO9OZDKNw7ioqDU2gcXkLbyDqBcg49ExfRM3kJ3ROX0DZ2DnVDy6g4NIuCvpNI6zqMhHrCuXwvYdSDgMRmOAeUc/+5fIBMhQHP1diGEFUF0ZJh7cnzCEqCdQTva1QsrGPiYROfoKlcnpUF5zxGQTbcywrhUcXrqGHUlcC7uQI+7TXw7qiFZ2sNPBqr4FZVAdeSMrjmlcItswTOCQWwk2JtAZmw9sqEiWMi/x7EwoT311zurWT0baXCNz9b73hYB3Mayc8gNgrmKdEwy+TPUx63LUqARRnPlX/HrCt57/m3zpp/I+2a0+DUmQ6XzjS4dabCl4D2b0mBXyX//hREICAzGB5RHrD3kCH/zKGno48Xt7yE5zaaaW+G89fF889swRbBq4y1/NQWVbxry3PPY8fOl/izpouwSDdk5Iajc18l5pdPKTzffvkeLlzm9NYreO3BW1hYOks8T2BoZBJlta1w9grES/wufm7bTrwogH7pJby09QW1zxdefAYvbH2a657Gcy88C1Xp++ktePop4p14fvbZb2Drti0wMNKHraMzfIOjEce/cen5bfzdHER25XFkE8/pgueiMeJ5FBHZMu7zBFE2jgQCMLlkAknFJxGfP4TIrEMIzRpEaPZRhBHSknmOLTlOqI0jp3UG5fuWUTMgFdUFyfw+YLQeP4/2E4TpycsbcQmdp67wZ/Eq9k7dxL7TmmJcUoirZ/KWWpYK132z97F/5h4hLID+EsmCY5nfXGl7c/9nCVluJo4biWIVx86jnnCvJZyrD62qZckaC6wl2seuEvE3eB4C5LvoHZciZvewb/IV9J9+gINzD3Fo/g0MzLyGvulX1fpuArvt+HXVvLyO34Hl+1Y3mmwvIalChos6Dp/4o/CKHYJr5BE4hx0kgvvhEtkPj9g+1ZzaPa6br7XBNbwVbpy6RUi0wyO6E77xvfBP3E/EHkBY5iA/myHEF44iqeQkksrGkF7Ne04YFzSfRmHrHArb51HSxd/r3nUifg0lPSuMZTUt5bmV9a2jksCvOiB9s8+h+sAF1PN7vIF4rjt4GZX7z6OocwVZjbM8/3FE5h+Df5oAvwt2Ic2w9m+BlW87zDwIZDdi15modmxTmWRDe847CJ43sr629YxaLtfCxL6eQP7quMvacZhVUbGN0K7TbiNjMkufY4k/N0bz5n1sfv9/wPD/jXjq1atnoA0tpLXjPEu1bRnjWWH6zmVNv2fJSjO02eTNoQW1ZJ43g1lCC+nNCNbCWFtRezOota9LIbGvCwHzk7EZ0D/46A0VCsufEMuMn3zrbRU//fQdFT//znv4xWfvf2386rsf4DeMX3/vfca7+Kvvv4dfff8d/Obzt/Drz17Hr7/9AL/66C5+TER/8/Jp3J8awNXDrbjQVYYz9VlYqkjGQmk8ZoujCTEpHEVIEmVLkr0k6JaKghSk10okE815rlvN4XJ2EFYy/LGY4oPlVF+sE4lnsgKwnq0ZA1pV5S4NxVpFGFYqQ3BO8FwfjxtNSbjekICLkhXm6+eI2QsE78WSSFwkCi8Q3+fyiW8F9CCcJeZl7Gg1fjTRqx1LWh2DU2n6rV0+y6k0B78kme+NKtvnBOlEtDoelwXO88S4xCKhucBjzROgswSuwnO2P6bTvTCb5UtQE9ZlYZgrD8VkcTBG83xxNMsLw7k+GMkjmAl4yUAPE7vHiFSBsqBZW/BL8CzNrKXfskyHeX9kGwlZp8XzMaL5GO+rAPoYz+UIEX4oxROHuR9p0n0s019TQIxTAbSMBS1NqE8TyPPFvL8VMVivjsNiWRRm5Z8AhLL0dZ7i9YzzOmR4Len3vEg8LwuUa3kvajlfGkxs8z7wvq2WhONMeTTOVyVinSherZJxnZN4rFiczI/EifwIjBD8x3h8QfRSg4zNnIVlInee2y0yBNDr0g+6PgPrdekqZF5Qfa4lB2cZS7WpmCPMF2qSsdLE11oIXMYS5wXOCw1pmKlNxiTPYY1Yvri3TA1TJXCWzPMy4bzSWaz6M4/XphPP2VjsLsMK/5gvEtErxPJCZwlO8bVTdcQ455d7K7DQU64yzmvE8/kjnbhwbC/Wj3Rh+WA7lhhrR7l8bAALhwnnwQNYPn4Es0cP4RjxvK+hFv3NdTjY1ogDTdXYy4ep7so8dJVnoa0oDfuqi9Belo+0mAg4O9nzgc2aX7hEs60zH5yc+RDqAitOrSydOG8HIzOBsxn2GJljj4GlCh194lnfFDoCZwlCTDLQErpGpir0JONJlNs7e8LTO1TBOTgsCeHR6YiOz0FMXD7i4nKREJeDhJgsxIUnIzogCiEeQQh09oa/gyv87RzhR/z6EPheFoQwH7DcLczhQqA58pzsCEIrnpeZATGqbwkjfeLQUHBqygdoM9ibmcON8PfnPsLsHBDr6IB4B1vE21kiwd4CSY5WSHayRJLg2dYYMRYGiDXXQ7zZHqSY6iLdTBdZFvrEsx7nuc5kD+II53Dp80tQ+hvpwN1AB456e2DHMNPZofC8a/dW7NAldA12YyeBrWNiBH1TaRrP8xPE8pylGrYU7ZLK2NLUWvorSxZ527YdKgTQ27drxtPeHAJqAbJqSv8f8CyZ5z3Q1dWHgYERpJiaAFohWtAu/2SQDDTxLFXBdYlnnT+DZxd9KQimi2CF5l28bh3E8vqj5Pq1eGa48LqtuL2J7m5ezx4YmRrB1tkR3gFBCA1PQFRsuso4x6cUIYtwLqpqR0XDXrR0DaK9exAt7X1obe3Fvt4BDB05jtHjYzgxMoqpiUksLy3j3LmLuHztFm4Sxi/ff4RXX38fDx99hDff/BbeevNTPHr4CV6//zFevfsWoXwL169eZ9zEjWu3GXdx7fIruHzxFVw4fx8XLj7Exatv4cL193H+5kcKxusMLZAFy4LjzSFgXr5MGF/gg/ZGLF58G4uXBMZvYuEy1zHmLrypmmLPnJN4k3h+XWWbBc8z595WQ1CNzN3DsdP3MDzzAEdPv4rDU6/g4Kk7OHDiFvaP3MC+4WvoOXIZnQfPo6P/LNr7zqBt3xqa+VBWJ001O/jA3H4aZa1TKG2eQFHjKeTWjCCj7AgS8/sRm9mDqJQOhMY3wy+yFq4BJbBzy4albSoRmkxAJ6isojTb9vDJh19QKYIjaojnOoTGNCJcmm/HdRDPXQjnQ1x4VBuCQhvg5VsGR7e8DTwTqaryNjHMqSYSiFPCitCyJqytCV4rS01YMsxVSJaY2xHSNnZpxEU6z4OAJpqd3HJU2LtmwsY5XYUMGWWpmk8LkolnhgXj8ZjPUhma+zMhNs0JXemXbUl8SlhJ82wVBDRfU4XEHFNh45YJe59c2PkXwJbhwHvg7E08exfB1asQrm5cdsqCgz3PgfdL+k9b8Hokwy5VvG28U+EeWQCftAoEFzchqakPOd1DKDlwErXHZtF0YgnNYytoObmGllPraDq5ipqRRZQdOY2CgVPI3j+MlK6DiGvoRWR5F0Lz2uGTUAcH/2KYu2TBiPdU3yqOU94rqSTuoWn6bsPvTetYojmB55CUBNuUZNhnpCk4O+bznuXwXhZmwqE0B44VuXCoyoNLXSGcG0pgX1cMh1pGdTEcyzgtLIZzTjGc0ngPYrNhFZzBY6TBwj2Nx40n3mNgbEFA815Ls3hzu1hYuBHufgmwDUuETXQCrBPjYJXOyOV9KeB5FjFKU2FdkQrbSt7/yiRYVSfCtpHA7xA4Z8C9nfeuORE+9QnwK49RzbaDskLgE+sNFx9nflbWMNAzxNYXt30Fztqm218Xss2LzxLb35Dsr6b69XPPPMfvzy0wMdsF/yAHpGQEooV/g6fnjuPm7au4fe8VXLp6W+H59YfvYHn1IoaI55GTc2jbexAB4fHYqmOIZ7dq8PzSjm3Ytv3Fx3jeQjw//9IzeP4FnsMTeH766ac2hqvidyL/3ngHRCAqIR/J2fxZyd+HlKLDSCs7juTSUcQXjCIyZwRhWQxpWsxpRNYworOHEZs7jLjco5yXitzEsxQOKziG6KLjSKwYU9nNvLY5lPVq8CxNsNuJUk0f5SvomeD3yOR1YlmAKmC+RRzL+MkvM+6q4Z9kuk9gLJnjGc5P3+X2kl0W0BLWxO1mHEuzb8G5tjm4LEu1be2QVU0Sss0GnjX9ls+pfsoCZhmrWbC8+Zj90ld6mmif+jIEzwOzDwno13FgA88Ca+nLLX2zawZkLOZVFHTMIZuQTa2ZRFThCPxSDsEt6gCcwwdUBWyHkH2c71PDRXnF9/P1AQRnDSoYR2QeRGT24OOIzj2CON7fpJIRpJafREbVBKFMJLcsoKR9GaUdK6iQZtf8Lq7rP4P6A2dRw2ktcSzDZTUcuojagwTywBlU9K+hvG9NTSv611Vhs/pBwnlQ+phL3/IrxP8lVPdfUONIF3YsI7PhNBLKT/DzlbG/BxGUeQh+yQPwjDkI57D9sPHvgpVnJ8xcZaiqFhg5aPBsIv2Ybb8EtGSdTewaN7LK/2t41sL56wCtfc/m9wp4TTj/5+JJHP+P4qkH185CG5vhrMXzZkBrM9FaRD/uy7wpQ636Rm9gWtuMWwtqCS2OBctfzSZ/Gdqs8mYUb0byk7EZ01pAS/ZZQvC8Gc0qw0w0a+H8SwJZG3/1vQ8fx6+++yF+8xmD87/5nPHFR/jdDz/E3/zwffzu+2/jd5+/id9/9038zaev4dfv38FPH17ED+6u49tXTuP99WN4Y6Yfr5zowM0jDbiyvwwXuwpwtokwqknEKr+QV4m0tZIIrBPUq4TZGoG7ylgi6haJwfk0X8yn+mCR0FshHAXPZ/M1qJWhrM5XRuBcFRFbRSDXxuBaYwKuCZ5rYlQmWA0hRUCfJd7Ol3I7Ts8ShOsE4Crxt0ZYfh2etXAWLMu8jF0tcZZoPM/9yTBV5zcyzo+LhUmT7Q08z+X4EY2C52ANmKV5M483y/kp4vl0lg/m8gOwUEJcl4XiNBF9siAAQ5nEc44Pjuf6EsT+kGGmpP/xiGSfCWItoLVwVhnnjWyz9F0WNKtsdHaAZh3jKOF+lBCXzPNxns8Ir13QLHGc+xCMSwGxY+m+GFd4JpIlA0wsL1VGY7UmXsWiNAuXomG8HzO8h1KNe7owBJP8PGSoKhnLeYGfyarAuToCM4X+xLUnTuf5Y5n3fb0iFuel/zJhKwXB1uvTMVuRgPHiGJwsJPJzgnA0K5DnF6ayxWtNWSqDvEwQr3FbqbgtQ1ZJ1lngvFqTipWaFJwhqAXPZ/j6CrdbqJLhqZIJ8DSVeT4rlbhbsxWcBdGzdSkYk2vk+89I/+iOQlVte1b6R0szbsFzaz6mGrJwuiUfK72VWOuvVnhe6K7AqvxXvKMIcx3FWCKaF7rKcLq9BNMdRHhfA9YPt+HM0S6FZ8k6S3Xt9WO9OH/iKJaOHsT0wD6cPtSvMs8n+3oxyjja3YbDHU042FKDXj44dVXkob0kHa2FyejhfFdFIbITouHkaAdjKytYOLnA3NGVD6pufPh0h62NG+xsXfnA7Ug8Wyk86xJcMpyVrqEVAW2h0CzVuTUhw1sRz/rS35lwNiYMCUVzGwc4ufrAxz8CweGEc1QaIuMyEZ2QR1TlIjI6E1GR6YgIS0aojAdMOHs7ecHDxgWeVg7wtLSBF/HraWYBT8JZQgDtRhg7E6P2RKG1gQnM9cxgwjDWIxT5AGZqaAhrUxPYM1y4nS/hHWFri1j7DTjbmiPZzgwp9uYMM6Q5mCPR2kgDZ9M9SDDZRSjvRoaZDvFMRJvuRrLxTiQa7kC0wQ6EMPz1t8FbbztcdXfBQVcHNnsEnts1eN61Fdt1tmGHHqHLB6ndxoaP8ayKmxGtRrx/aqiwjcyz4HmnFMwhmLWA3rZtO4MPb5tCXtfCWQPsjSbem/CszTwLnrVhbGT2tXiWyuqqUBnxbLBrt8KzHSHsoq+j8BxCKMcZ70a8BPEsgJaK28FGuvDl6656u1WBMVOdnTDk+4yMDGDjYA9v/0DVvzlKhmtJykNqVhmKKtpQ3bwf9W0DaO0+gq7eY+jsOYz2tn70EBVHDo3i5Ogkxk5MYGL8NGZnFrGwvI6185dx+cZdXH/5Ndx+5RHuvvoOXn34AR5IvPo+7t19B3duPcDVy1dw7dJFXLlwCVfOX8Glc1dxfuUq1pevYH31Js6s38P6+Yc4c+ktrF99V+F4mSGZZDVPJG8OLZyXJJu8Cc9aQM9f+iqeBc6z59/kPNepwmDSbFszDNXps9I8+1UME8+HJ1/GwCk+zI7yAZcPvh2DZ9HKh+CW/lU09i6hrmsO1a3TqCSQyxpOoqh6FHkVx5BVfhTppYeRWnyID+IHkVxwAIm5+xWaI5LaGNJ3uQVBkfXwDCyDk2RXiTJbotfOgXB0zIC9Uwahmg0vv0L4B5epzHMQAR1IQAdHNyEkupWQJsBjJPvcioDQenj4lnI/ObC0S1fFucyl8raKBFhYacLSSppGS3CZsJW+x9pQ0JUhjxgK8LZEoT2hxXORbLMD4eyoho4iBF2IOQG0Y5qqfC3Fu6S5uaU6hhxLe2wpGJYIU3ndgXh2SlNAlrByIpSdiE6GrWsarN2IZ3cu+xCYIflwCC+EbQjvTWAenAIK4OzL8M6Howxh5cRjSyVvHsvcMpbHiCGeCXc3wlX6a0fkwCNFxjauQXRDJ5I7+4niIyg5MoaK45OoHJlG1egMp6dRNjKFoqFx5PLnOqN/CCn7DiKhcz+iGrsRxt+FoLwWeCXWwDG4CNbeOTB3S+fDMa/JJRGWXkS/nxRd432KToZNItGcmgy79FTYEc4OORlwKcqBE8O2gJ9vEaM0C/aVubCvyYVTfQEcGDY1+bCtLoBdBbFckg+7Al5nTj6c0rkuLod4Tt/AcwqM7RNgRLwbM0z52ZrbxMHMIZbnFQdLn1hYBTEiYwn4RFhnMHKI5AJ+RoUC6BRYE9A2ZfwsSuNhXh4H69pE2LekwrUjHW5tKXBtjIdPHfFcocFzYGawwrOrnwts+f0sQw9u37oDW56TJtH/E3h+hnjeqHj9JZ6fV9lfI5Od8PKxQkKKH+pb8nBy8jBu3LqCew9eU8XCbt28hzdefxcXLt3EyNhpvr6IvsFRRCVmYrueMfG8Q/V73rpzO7bveAk7dhHP0mxb4flZPL+F5/Asj7sJz9+QomEvPgsdfu+bW1vDxSuQv1vpiEquQFRGG+Jy9iO58DASC4cQk3cM4YRyaCaDcJbMqSxH5xHWhaPc5jji8qXiNiNX+tIOI6Z4BMlVJ5HTPIvi7mVUEWdS9Ev6OktfY+mj3CvZ5WnCdwPQgue+2TuEqgbOfUSrZJ73cltpsi2olQx098RtdEqhL6J5c4ZZQoqHCZClCreE4FnQLK/JtoJ2bVZZUyn7sso0a+e1WWbB8sDCq2oqeJaQYbP2yjjPp+6okPneCb429YqayrqusVuQ4bQEoQLn4m7pGz6FjIZTSKocI56Pqarl3okH4RHLIDq94w/DP3WI64+q4cCii0aQUj2umljnEqt5jTNqml0/pSKnYRoFzXMoblsklpdR2UP47juHuj7Ct/8iwczrJ9ybiGUJDZo5f/gSGhlSbE0KmVXxe7zywNrjqD2kKcomr8v5S+ZcVTcnpmsPyvWcQUG79NueQlrtOM/xJJKqTiGxbAKxBZMIThshog/BOaQPNt57YebWAROnNuK5fQPPhLQKDWi/DsabX/tzeJZ4Es5PhvY9T77369Csja8D8l+KpwTFm2NzBe3NMNYWAtM24dZmoGW9Np7sH62NzRloLZ61sRnLX5dZ1mJYu/yXQrbdnH3W4lmbdd6MZy2cvwLmzz/Cr7//sYrfff4J/prxu+8zvvgEv/0Bpz/kegL6jz/5Jv7uZ4wff4Q//uA9/O3nb+EPn72B33/7IX79ycv42UfX8eN3L+Pz19bwnTtz+PjSGN5fOYJHE3vx4FgL7hEktwiXa42ZuETwnCmJwwpRs0BoSRPhGcJuRtCZ7oPTKd4EtA9Wic+zRN8FgvEit7tUGqEywWcJV2nGfbEmGpel2TDxfL4yUgFaMtQy/rKCNJEq8ytFQViUYawIWMkoa8G8OQTP2syzFs9qffEG3GXf3JcMqfV4fGdie4nbzOd+DZ7zgojqAJzO5PVkSXNnP8zxPOb5vlme/zSnkyWhmOD+x4uCMcF7MM73n+L7TnJ6gtetyTBrcCzL40XhKlTRL0JZQrvNMLcRHB8j2lVz7XRvlXUe5v5OcPsT+TLuM8HK+yv9oAXk0oRb8DxXHkOYJqhYqoojpKMxUyLjPkvz7iBuE8H18UQ2AV0k2fNozKttQrFYE4n5yjBu64exTC9M5wdiRZptcz9rfM+Z+hScb85STaxnKhMxVZ6A05VJRLRkyqMxWRqDqbJYzFYlqkzycl2aijPEtMIzkSyYXqlOwTJ/bla5zTr3Jftb4XYL1cRzbYoK2ceqHKtN+jfzfZzO1adipDACE2XxWCTEpcr2TG0aTkthMf7RlqGoJOYI59Ncluzy4t4yzBDLky0FmGsvUk25zw7UMeqxvLcKc13lmOupxHJ/A5YONGLxQDPh3I71oz04d2w/zg33Y+3YQcwN9mGyfy9O7e/GSE8nRnu7VJXt41xWVbZba3GgoQy9VfnoLstEd2kG9lcWoKeyEHlJMXB1toOZjRUsBc8OrnxQdYO1rSfs7Dxgb+emqkMbmxPMJubEnxUMjG2gT0DrGVoyiGmGPkGmJ9lnyWASz3rEsz7xbGxuxYdfJ7h4+sE/JAbhMWmIiM9CZEIOH1DyEMEHt7CYTIQR1KGhifD3i4CXux9cHdzhwuM6W9jC1dQSroSym6kZPIhPDzNTAlqmJnA1MYGTkTFseUwLXUOY7TGGyR4jGKu+tzqwNtKDnbEenI304WNqhHBrC8RYm6tm2UnWxkgmllMtDZFmaYB0a0POGyCZUE4hmFP54JVGQGeZ7UKOhQ4yzXYS09uRaEQ8E9ChBtvhr7sVPnu2Es87Yb9nN6yJR8Gz4a7t2ENA79hNQO/ZgV08lz1SQE3wLP2ciWcp5iVNtqUJtcxLgS+poC3NtgXB/yM8b4bzk3je3GxbxsDW4tmEeDYzttb0fTbRjEmtZ2im8LxHmo3v2qPwbKYj1bN14Er0exPIIURzHO9FgvFOJJjsRqyprso+S9NtP77uxuuTatsWvAfGErzvtnY28PT1RXBYDCKiUxCbmI20nAqU13ahof0QmjqPoKVrCF17R9Cz9zi6Og+jp2MQgwNjGCM8Tp5kjM9gfGoOU7OLmFs9j/VLN3Dhxj1cvHkfl2+9imu35SH4Aa7feBVXrtzD5YvXVWXu86uLOLO4gNW5RSzPLGN+YhEz40tYOH0Bi/PXsbhyF8tnX8Py+UdYuvgOYaxBtEBZkKwNLaC1Tbi122yO5Wt87w3i++YHWLmmqaAtGF+RJt83v7kR3+Lyx2oMZxnKaHjmZRwYu4Z9xy+j8zAfxvqWUNNNbLVPorzlFMobT6K4bgT5lUeRXXoI6QX9SM7ei/iMLkSndiI8uQ2hBHJIfLPKMIfENSE4phGBEbVEcx0xXAufwHL+3hFKzpkqwyt9h23tBdAyT+A4pBLQmXD3zkNAWCWCI/ne6HqExHCfMW0Ij+tS2efgqBb4htbA2Ye4c8okJGUMYulrnEQQc/oVJBNYKjhvRmwyzCW0eCaAJcwEpdKnlkC1Jp7tXQk+9xxNX2fPHNh5ZcGOiJX10jfbRoag4vbWEsS0tcBbDTlF4DqlwtwlhbhLgZkH0bYRll7cxpPbEKA2AlB/gpphE0ysR+XCMY73JiYPdpF5cAjNI1459SOcPTOI9mSVSTe3JiAtomFsHaWaLVt6JcDaLwkOERlwTsmDR1EpgusbEdHajvieXmQcHETOkSHkDg0jh5F9dAjph48g9dAgEvsPIG5/H2L27kVEeztCGloRWNlEQDbCK7UKLlFFsA/Kg5V3OkzdeF89E2HBY1kEEtGSdY5Phi3RbJtFOOekwy6X960gC04lRHIZ71tJFtGaCesKft5VvHe1vJ6GAjg2FsKhsYjz3H9NIezLC2BfxNdy+VrGBp6D0mHlI/cwmXiOJ55jFaANpaq6XTRMZbxs9xiY+0bDPDAK5hHRsIyPh3VaAqyyea9yiOfcJJjn8d4XcrmI+C+MgWlxNCz4N9quMRnOrYRzSxI8mvg935iEwIpYBOYTz2nB8IvxhZufKxzsHWBiaIod0lx6y0uPAf2X8cyQYaKeYhDQzwmk+Z6t216AobEMV2WOuERfVNVnYfhEP67fvITXHj3Cy/dfw43rL6vM8+2XX8PU6RWcmlrCoeFxJGUWYg+/H6XZ9gs7+B28i0E8b9/54gaeCeeXpM8zz+Fr8LzlhaexS2c7jMzNYOvsBa+AOARF5fP3thHRmT1qeLLEgiOIzj2KsMwhhGRI4akRNYZwfPE40ipnkFl1GukVE0gqPYG44jFEF44QiIR10bDCc37bgmoKLMNLacZ01g4bxSCee6duaLLPDJnfK1noyWuqX7IUBPtyjGa+f+SyWicAlwJeMi9DVMk22qGqtJiWddoq3JKdlj7P2orbgmMNwjXjMncIqjmVEDzL+M2a5uH31LayTrZpO05wD19RxcskZF6uqWP0uprKsoRk1+sHz6khukr3LqCg4zQBPUFATyClhtgsP4XY4lOIKjiJqHzOF00gvnQSCWWTqlm0Jls/i4reVVT3Seb4HKoI1zJpbt29hJKuJVTuW+P6s6jla3WEbT1DssoS9YRzff86Gg+eVVFPKDfwfJoOSz/ziwQxt1dBZB8lkoekbzeviSHF0Zq5LNcn1yR9t6Uiesuxq7ymiwT0uhp+rKBjnp/tHHJb59SwWzn1K0gsPc2fk1H4xh+BS3A/bH0IaNdO/q5KsbA2Fca2GkSrwmH/D+J58742b/91fZ218XVA/kvxlID3z4WmwJcmNmeSnwwtkh9nlx/d+7MhUJbYnGXWwvfPQfjrYvP2T76mhbOEtvm29HsWRGsBLbEZz5vh/Jsvvom//v638Dff/5R4lvgEv/n+Nxny+gf47ReSgSacieg//ewT/P3PvoU/Cah/8hF+96O38ZsfP8JvGb/+4gF++937+O2nL+NX713Bz187g5/eXsAXF8bx6fwRfHByL94YbMYr+6pxuY144Zf1YjVhRhirIY4IvvEUIozAW8jwU8XEzuXJ2M5huEDMSTNsVYRM9YWWTHCkakp9oYpREUHUapqFy1Q7vywFvQr8NQXKBMcE3ipxLCHzEmckC70RZ6XYmIQCdSjOEokC5lXid4X7EkALztdLwwlzqbit6e88R5zOScZZ/hEgeCaC53MDMJPji2nGTIGMAR2EWaJ7lu+d47lPE9JSUfsk33OC8NYUCyOW+d5R7muE8zIVPEvWeYzrNZlozXpt3+hjnI5weZSIH8zwxkCKOwYJ6CHuc5jbDnMqr2vnpe+0HEMAPVUcoT4DiRkCeaKQsJc+1YJ4bjfOz+V0aaR6baqYgOe9OcXrPSXDZpWFYLqMsBc85/gQ1yFYrozFKuG8yD/CS9UJWCVglxhTlfGYKOcxqpNUH+fFulQs1KTgdHkcpqXQV0XC45C+z9JsW2JFUE0kL1UlqaJiUmRska9LCJ7nazQh+5gnopdbsrDenqsALc22JfM8SbQvNGRigYAWPM9yfrEtHytdJTjbW4ElYnmqKRfTRPRcVzFmieip1kKM1WVgnq+dG2jAhcEmnDnQgJX+OqweaFIFwhb7GjC/vxHz/QLoTpwd3o8LowexOLgP0wf2YpJxal8XjrY3YaCxFgdbGnC4sxmHWuow0FDJdeXorylAX1UOBmoLcKi2GP21JajOS0dYsC8fFgloWzuY27nwgdadD6eEM0Oyz5bWjjCxtIGB9Hs2sYYB4axvaEUsE84GxJcUnlLzxLMAUM+QIDMhss0gw1/ZOrjwAT0QfqGxfBhPR3h8JiKI58ikXM4Tz7GZCCGeA0Li4eUdClcXbzjYusDe2gH2ZlZwMDGDg7GxQrKrkRHciFBPE2N4GhvBg/POBvqw19OHNbFooWMAMwLUjIAz190OK90dsNffBVdDIs9EH+EWxoi1MESChaDZCGkWBkgz10PGRtPsLCsDZFjqIsNcMs47kUksZ5nuQLbZbmTLOnMCmpiOM9mBcCI6UH87/PS2wU3vSzybEc/GnOrx4Uma+e3U2YHdRKiOoQH0eA1qPGqGyjwTrqr/MaeCZ03TbV0CWAPjP4dnWadFs2yzGc9aVEv2WU/PQOF5c7NtM1VYTYqVWRLx8s8PM032WQqWEc+Gu3W+gmcf6d9sooN4011INN2JRN6LONM9iGaEGesiwFAXHnq74ai3CzZEtLn+HuKceLa14ufuhcCQKIRGJiI6PoN4LkdFXRcaOw6jueso2ntG0N17Avv3n8S+vSewt/MYBvaPYfjYaRwfmcIxxhDj6OgUhidnMT6/ipm1C5g/exnzZy5hfv0iFlbPYW75DObm1zA3u4DZU6OYGR3C1PBRTB0bZpzAxLFTGB+extzEOmZnLmFh6TaWzjzAyoU31VjNakznTf2cBckylXUS0i9aQvpEawuMaafrtz7E2TtcfvmbOHNboPwxzshr3P7MLRmm6psq87xw6X1Mn3kTo/Ov4MjkTcL5ArqO8EFs3xzK206ioG4IWRWHkFF2ACkFvUjM7kJMeisik5sQnkDUxtYgILIK/hHV8A6pgHtACcFRDA//Yrj7FcHNtwgevlwmct288lX/YUGzFYFqJdi0JULtBNBpCqKSzbV1TIWrZzaxXYVQwjksrhmRCe2ISuxm9HJ+LzHdqvDs5F2oxkdW4w9bSDNq4s6CADb/MjTFvBjmibDmNpKJtrTcyEpba44pzb0tpQm1EyHrkgFbj2w4EPCOvvlw9CPo/DjPcPDOhQMhrZpxE/tyDXLecj0CZxspROaWCmsF5VRY+BLRAcRbIOcDuW0QXw/m+0KkyXMabCN57TEZsIsn1JNzYU/8OqTyPiXzuPGMaB4vhFj3TYO1K6/HQZN1lSG5jGwiCct4WPnyugKTCG4CNoWALsqHd10lAprqEMLv3qh9nYgb6EXswF5EH+hBVH8XIvraEd7bhpDeFoTsbUNwTzMC2urhW18L74pqeOZVwjWlFE4x+bANzoKpdzKMPOJg4h0Ps0De59B4WETx/iUlwSaL15KXBrsCArkoE3bFWXAo5z2qyoNtZTasytJhUZ4B62p+9vW5sG3Ig30Tr7G1GE7NRXCs4/2tZJTwevPy4ZxVAAd+B1sFp0Eqo5vxuo3tYojmaBUG1lEwdCCeXYlm7zje11hY8nvcIpLLMZxPSYB1Jj8TAtqCYZ6TCrM8Ijo/Hqb5sTArjoVVVQLs+fzl3JwMV8LZqykZQc2pCOb6oIJIBKYHwz/WFx4B7nB0cISp1M7YvgsvvbBVAfqF5zUYfhLNm+P5p5/FMwT0c89o8Pzc08/jpZde4N+kHXByMeF3jzfKqjMwONSNK9fP4+Gbj3D/tUcq8/yqdAN57W0srlxQmWf5rskrrYWJjSO2bN+NF7bvUCNLvESMb9v+Al7c+twmPPO8HuP5ua/geSe//w3NTGHj5AVP/xgEReQiMqURcdl7kVJ8CGklw0gsOk5AS7ZZqjWPKvDJcErZ9UvIbVhEZvUUUsoI6pKTmuGqCiT7PKSa9+a1SrVt4o14Flh2jWmGhpKiWl2niN1TVxSYBc/d41fRKUXrRqXa9nmVQVbNrKUK99B5IlqQTDRv4FmqZAuOtVllQbK2D7TMa5elkNjg4gMcWX6oQptNFiQrFG9koiUkCy39nLWQlmy0tnl3A7EpKBZ8SghEtcjcDGkJWZZtag+eQfXACir6FlBCSBd1LUDGei5oX0Eu0ZndtKQip1nGdl4gRucJU4K7cx41B9bRzH00yxBdPHYdIVzdLwW9VtVrddy3rKs/dI541iC5ltMGrm/hebbyvS0yxNfhcwrPzdyHwLhJgVkTUjW87YT8s4KfifwDgfdU/ikhU21T+E5+ZnJt0hRdxteW4m+VfeuE9JrqQ13afQaFrevIqFlAXNEkQtNG4RV1GI7+/bB07yGeO2DC0FTc3hwC6f81PEtsxrLE5n7Qf27br0OzNr4OyH8pnnoSwtom11+H5c3ZZO2yYHlzYbCvw/Pm17Vo1jbb1uJZ0PsknDfjWQCsBbGEAPlJLMt0M5yfXCeA3tyMWzLQWkA/iefffaHB819/oY1vaRDN1377A8lAf4zf//gT/PGnDOL5jz/7FH/782/hD7/6Fv7ur7+NP/6W87/8AH/65Uf4p199jH/48bv4+89fx58+vY+//eA2/ubRZfzqlTP4ydV5fP/cBD5ZGcI7M724P9KMawfKcK6NuCG4piXLKhnodF8sE5Vn88NwroBQziVYs4Jwhpg+Q9SuE3iqiXZZBC6Uh6sM8TnJOJdwG8Z6MaFbRCAXEsqFGjxLBfBlgnYpx1+FzMs6iTXCU/Z7npCX0Db7lmrhS5K53oCzFDCTJtyCZ8k+LxOTc9yPhGSfF4jNWe5vntNFYnIm1w9T2YSljPtMQEvF7SnGBNF+KpdgzvTG8TRNSJ9nQfQEjzvO954SqG7EOM/tFN8nTbwljmX64Gi6J0OGovIlholnxlHu7wjXH+e+x7j9CV73cA6BTcCfKAhS62S7YZ6XrB/leU/yWqfLI9VxT/I+TPC6xrjtiOyD1yLrpsuIfYbm2N58zQ/H87hP3t/RAn8C3x/Tko0mnpf5B3iRQD5dGk10x2CWyxMVcaqP88niKB5Tmq9/CeYFwlimk8XRqh+zZJ8lu7xan06AJ2OO6J7l9jOMeennvBnQBPNCXQrmqhIxXRGvmmwLnmU6KWDncaXZtuBZhqyark7BLKfzzbmYbcrZGMe5UCFZmm2fGajFyr5qhefjVcmY5DbLPZoK2+cOaQqFCZzn99ZhgXCe3d+Eye46jHfWYX6gHedHB7A63E88d2Ostx2jPW043FqP3ppydFUUY6C5BvvryrG/pgQH6ojlyjz0VWRjsK4QByrycLC2FN2MrPR4Pmg7wcjSElZObrBx8OBDtjvsbIhoaxc++DrC2MqOX4K2xJ8l9PUsiTIL6OoSXbqm0N0jFZulYrQZAUYA7jEkpiXTaQZzc2s4OLrxYT4APsHRCI5O4cN4GkIJ6PBEwpmIDo3LRFBUCryDYuDsEQAHBzce1xFWMi6yiTmsCU4bwtPOwABO+npw0deFO8PbUA9eqsmwDpz26MBORwfWBKMVpxZ7dsBy9wuw3PkCUbsVnkY6CDTVRZjZHsSY6SGFcM6yMkaWpSFxrIccE13km+sjz0of2RY6yNqAc6bJVk2YEtGEc4b5LiQTkHEmOxFmuAMBhLOP7lbieRcBr8NjE8/EsuBTf4+A9iXs4vIenqsM5bXHQHNvDAw1cJYm29qCYdo+z6rZtmQ7NlAsWeYn+zxLfJmZ/nJbyTrL9KWXtql56fcseJZiYaamhLMqovZVPOtvNN2Witt7dus+xrNcjzbzLHhOMCOeGQnmOogz01V4jiCeA/m64NlZn+8x0IWVkT7MTfRhY2MOd093BIVGIiQiXuE5I68CVQ09aOoSPA+hrfs4Ohi9+zR47mw9gu72oziw/wQODo7hwMFR7OsfRlffEXQNHMX+I8dxYGQMA4z+Y6NcPoZ9hw6jt/8g9vYNoL9vP47t68BQTwuOdrVieC9/N/ja+OAwJo9NYH5iDfPE8/LSHaydfx1nrr6H89elWva3VLXtzUCWeVkncenut1VcvvcdFRdf/lSz/R0C+fZHCs7n735CRAuY+X55H7c/d+dTNcazwHn2/DuYWH0dx2fv4tApPkANraNlYAFVXaeQXyfNsHsRl9uB6MwWRKQ28vejDqGx1URzlYqg6ArCuRw+oeVEMyHkoYGlhJ0g1Ckdjm6EoTPxZKeBpmRoFThtiBsrmScmOa8qbhO2gmeVeQ6tRHBUHcLjWxCd1ImY5L3E815ExPcgJK4dvuF1cCLKLR0zFZ4l6yzFpKytiDlLCULYkjjn1FoFwW4t/aDjeS4JBC+RZc9lB6LUiQh0I2a9MuHgk0Mo58IxsABOwYVwlgjifIBkgQk/r2zY8fqspEm2aqZNiNsyCFtLZ049kmHpzdd8GUSyRQSXI4hphhW/U6xiJHjNcamwTcqAfTqhnsX7lpUN+5xcOOUXwDm3CM4ZgmiCOpr3MojXIc2lXXmf7CT7GgEj2ygei9dCOFuHJsOG32PWqSmwL8qCe20JPBvK4N1ahcCeBoT0Ecf7GuDTXQOvLuK4qwKenYyucnh2V8Gb67zaq+DRUAHXcqI2pxC2CdmwiSB8CX9Dn3gYeEXBOCAW5hG8xtgE2CTzfDIEqLx/hTy/Yn7GJZmwLiOi+Z0uWWb7+nxYVmXBvJr3S+DcTIy3SPA1Th2apAk356vyYV/K+5ufD5fcQrikFMAuPBM2/gQ076epQxwfYGNhakcAu8TD3J3nQMhb+hPxwQR0WAxMwyNhGhVN0PPcCHrrHJ57dhoscjnN5X3L489XQRwsyxJgx7+ZTs1pcCWY3ZqS4NWQhOAm/g2o5rQwCkGZIQiMD+T3v7fKPJsam2HXjt2q37OEIFoA/XVolnj+2efxIkNloDcqXz9DyG7Z8hx0+N1v52CEiBhPFJYlo+9gGy5eWSeeX8errz/CXamh8PIDvPb6u1g9exVj4/MYGZ9DTXM3f9bdsGWnDp7ftg0vbt+GF17SNAV/8XHmmcfbwuPxmFKk7DGenxI8fwO79myHsYU5HNy84Rscj7DYAsRntiK1sA/ZFUPIrjqBtPIxJBSPIaZAhlMaIZ5PEsbTyKhdQFb9AjKqplShquiCEUTmDyNCCogRz6radsM0iruXVP9fabatsppqGCqpYn0B7ScuomNM+kFfVGjWRvuoVLjWwFiyyoJmDeiI75M3OX9dZa8FyAI8mWrHdN5cdVvWybJknOU1VXl7A8+CY8GywFj6O2vGZiZKpbm3oJ3nKH2hZV3tEWl2Lhl0adqsgbMAuX2EgD9BeI7dVM22901KM+57qom3rFNDXPEYzcPnUDe4hpqD3NfAeQL4AuF5FmV7z6C0Zx3FXVLIixjdt64KjAmyq/avoHHwrIJz0xGinfN1fL9Ew6EzaJLWQAJiYrhF7isxLNF+7BK6jl9R0cH5ZnnvYW5/5CyxL/+YuKiKpkm0nbiMTn7PSyZeNY+Xfxqc1Iy1Lf+YkHvfzPdIoTf1j4ADAucV1Qy/moCvIqJLu9eQ37yCzNpFlX2OzDoJ39ij/L7U4NnEgXC274QMWWViuxF2nWooKk0F7v81PEs8CeevA7R6fWO7r2uurY2vA/JfiqcEu5tDC2Dt/ObQIlgLYZl+HZQ/fev+V+Jbb77yOKRStjbjLKFtrr0ZzVoUa2H8JIi12WRtaNdtfl1bZVu7jXZ5c+GwzXjWAlpwrDLPP/gUf/jhZ/jDjzTxtz/+LoPTnzJ+pok/SPz82/jDL76N3/+S87/8Dv702+/iP/3N5/jHv+b0N9/BP/32M/wL5//lt9/BP//ym/inn32Ef/7Je/jHH7yDf/jeI/zdt17DHz68h9+9dw1/9XANX9yaxrfOHcd7c/14dbgZ1/eVYr0+FfNFkZjNJUyzArGcTTDnEKy5BHM+kVwYjjME9bmiCFwsjYIUCpNM8ZlCwplxluA9XxLC9SE4VyxNswllQlGwvJKnQfSTsU6gSgicL1VE43JlDC6WRRHfBHGur4pl4lc1CWdI1llCAL2QpykUJgXDpNr2YnE4lgjSRWJyvkiGgArANLEpfYLnieAZYnSM+B3N8MII8SvjPg8le2Akw0c1lZbsrgItsTrF85F5CUH0cJamj7RMhzK8FaK1wBUwj+QRs8TxKZ7XlICYyNeCWV4XQMv0UKq7CilUNs7zPV0erabSFFxlqYn4ozwfmUoT8RmiWEIqfcuwVyd5bSO8tjHe51ECXTAt6JZs85pkm2uS1LBY8t6p0hicrk7EKUJ6KCcIQ+kC7RjNMFWEsYBZioXJvEylP/N6k6a5t2ShZyVjTTgLogXa0sRbtpFQGWwBNGOS+58klqVgmIT0eV5oTMd8HUPALNnnpmxVMGyhNR/zjInadEzWZ6ohqha6SlVRsOV9VVjoqcBsezFOtxVhvrsMa/31ODvYjPWDzVg50IT5ffWY69vAMx/OJnq4fKAda8N9OHtyEAtH9hPPhHNLLfrrK9HH6G+swoHGanRXFKKrLAd91QUYqCrAgfIcHKzMxQCng/Ul6K0rQ056HFzdnWBuY8OHcOLZ3g1WVkSzOdeZOcDMwp6wtoW+yjxbqazzHj1z6BDOe4hmXX0JWTZWzbYl6yyhSyTK2MaOLh5w9wlSeA6ITFIRxAfaEKI5IDoDgdFpXJcMz6BogsCfD9sufJ8tjAhnE0MjmOrpwVyPKNPbo/oVuxB1Hgxvhpe+DjwJNw/d3QT0Ltjt3gHrXdthtftF2Ox6Dna7tsBJ50Vutx0BRjsRLs2PiedUQjnT3ADZnOab6aOQ60osDVBkoY8Ciz3Is9iNHII5w+hFpBm8gFTDLUgz3YoU0x2IN96OaKPtCDXYqTLPvno7iHkdOBCONvp7YKG7S2W+DXk+u3dtgw5BrcvXdPVl7GdDDZyNN8am5v2UzLO+3pd4loJhW1W2WduvWRD+1WrbEk9mm7UZZ+36/5B5NjHlg+nXZ543N9sWPFvyfjsZ6sPDWB++hHCoyR7E854kWRDRvD/x5nqI4/2KMjdEMF+Xz0Gg7WxsAAczY9hYmPBB2AZeXp4ICg5HUFg0ImNTkZJVgtLqdtR3DKCl+xhaCee2Tkb7EFqbB9HSyPX1B9DWdADt7QfR1LwPNfUdqKhtQ1l9Cyoa21DR1IrSunoUVlUjp7QUWURAVm4ecjgtK8xFK1HRUZyJ3qoSHGqux/HuHkwMHMHs8CQWJ1axunAN5868inOX3sSF6x/i0m3C+GUNiCW0SJapdvnKK589hrP2NVl35f5nuHCPUH6FkCaez9z5JtaJ5bUbH6mQzLOM8SzNtafWH6ms8+GJG+jnA2z7oSXU906jtGWED9MHkJzXhbisNsRktCAmrVlFbHoL4jNaEc9pbGoTYdtI5NaooaV8g8vh7JGrimpJRlcKa2kztJYCV4Y0c7bhsoQFwSuAlv7CUm1b8Gxtn6yabvuFVKiCYWFxTYjYqLYdEdeNsPhuBMS0wDeqAe7BlbB1y4WpNYFlkaiGfbKzTlNhb5sOOxsGp6ppOJFt7USsOxHNzjwPCRfCz53n4J4Me79MPgASzcG5cAkthGsEERdRBKcwYlYimNjzJwAJbBuXNHWeaugkVaSMqLOPg7lbAsy8CWo/XhPhLEi2TiSSU9LhkMb9ZxCVmVmwy8qCTWYGbHOy4FBAPBflwq6QKC/KhqMgspCgzOb6NC4nZsM5JgcOQdzek/fSmRB05LGc4mDFY9kGp8AmPAW20amwSeP1F2XAqToPrvWFcGsugXu7ALkCHnsr4dJTBvt2wrSNx+DUubMIrl1FcOsqg0dHOSFZBueqYpUBtk3i/YoiPIOTYewXA0PfKJiExBLOvG+Es0NeFmwLM2FeyM+6NB3W5dI8OwtWlZwSzNa1ObBt4M9CQw6sGrJh3cT5Vl5nB4/fwf235sCuhdEofaF5b8vz4MjfFRce2yOzGC6xXJasu89G33DHJF5zAu8x77cn77EP5/35MxMYA7NQ4jkiCmYxMTBPIpDT+bOWlQar3AxY5RPuBUR0AX8+ihNhU8nPmn8fnZoz4NqaDveWVPi0pCCwMRWhVYkILY5FSCa/HxLk74Ovyjybm1qo7yGBszbzLM23tVjWjvesjecYLz5LLBPQKgss/Z6J2eefew7btj8Pc0sdhES4IrcoDt37GrB+bgGvPXoNDx+9pfB8+9Z9PHrrQ1y4fAenJhdxcnoZ7b2H4OTljxcUnrdj6w5+H+94SRUCe+ElgfMzeE4NVfUSwf4Sz+FFPPON5xlP4+lvPIVnnn2K79kCQzMj2Lt68vcrHpGJxUjMbkVmSR/yKoeQU30CmVWnkFx6ing+gfBcAjnvBGKKpPnxFJIrp5FcPo74khMIyxlSIZlnabYdXzaiqm3nts6q/r9SMEwAKplklU0mKAXKHScko3yRcYFgu4ye8WuE8U0i9DYxSiCPE6YnbxCkt7juZa6Tvse31GvaTLOEFsoSm7PPqn/1pujhui6GZJ0FyNpK21o4C6IFzdqiYoJMVYGbEG4f0TQbF7xrh6naJ+fE6Dstxxakv6qm+6WwmRrCisc7pUF0E3HbQHxLE+jagxdR3X8OlfvPMs4QpWcUSqv6NUCtGVgj1DfAy5Dsu9y3FsK+TcbLHpVMPuF76obmPvGaurnce/Im+sZ5XicJYsK+nYgWXNcT3PUEeKMaIkyuibiWIbj4ftV8nViWpvFqbGvVVF6D5qoDy/z8lon6ZZV1rupfI5x5zpJ93reG4s4V5DYtIr16DvHFUwjLGIV39GF+N/bB3LVLNduW7LMA2lTQrA3VnPurzbc3x1/CsxbNXxebt9u87f8ou/wkojdnpDcjWxv/Ac+bgawNLYw3I/jbb7/6Z+M77zz42vjs3a/2XdZi+f8qmDdDWEK7LFllbR/nJ0Pb53lzs+3NBcOezD5Ltvn3P/zOBpo18UfGn372Pfwd429/xuVffI6//cX38MdfcfnXn+OPv/kc//Dr7+GfJX7zPfyX336fcP4C/0JM/+vfcJ6hpn/9PfxnYvqffvUp/uEX38Q/ENT/6Ydv4h++cw9/+PgmIX0Vv3nzHH56bwHfu3QKH80fwsPj7bjZU4KzkoUsTcBSQTQhHUoAC5wjsZYneI7E5fI4XKmMxyUiWvWNLonAZYJTxny+xrhE6J4lXpcJziUCV5thlqyyTGVZQotnWX+R6BRAX+T7z5aEqSbbkn0WPGv7PUvBMOnzrGm6HaLJOjOWiEsZymmJ5yAVtlcqIrBcHo4Fgn6BsF/m+kVuI8M/HY13xtFEFwwluauQ7PMYsXqCAB7neQieBc2arHMI1wcqMI/k+KkCYwJoCS2epWr3SZ6XwHmc5z1dIX2LiW4uS2jxPMr9H0hywb54RxzJ9OaxIjBdLsW8wjCU6c/wU9Mj6YLnAEwQwbPS75kh20ll71M8rzFe33glgcxzHeV+5VwXqxKwTDjPE7EzpdGYKCL8i6NUn+cJ4vZ4TjBOZAerTPIc41Q+z68g4nEmWiAtGWWBsWSgVdNsglliWdZvwFlek+1OV8g5xWGpPg2nKxMUnmdrk1XmeV4bxPMcY5FwXuUD0xIfYGSM58W2Asw25yo8n6zNwMm6DExKRrqzBEu9VSrjPN9ZhoW9FVgfaMSZQ81YI57XB1uxdKBZNdee62vBbF8r4dyGpcM9WB3ej/XRg1gZGcDMYC9GuptwsKlaVdc+1FqHg8016ODDYVNOMjr5QNNXloVDhPPR2gIMVuZgoDof7UR0bmoM/AM8YWVvCwMzS1hYO8FSKm6b2MPMlLGBZz1zSxiYWqv+zjqCZ4GzNNs2tODUAruJ5916RqrP8y5dAzU1IZ5tHV3hygcRz4AI+IbEwTcsHgFRKQR0OnwjU+EbkQzf8AS4B0TCzs0XFrZORLolsWkEPV09GOrugSnRbEksOxLJbgxvvV3wJVL99HbCX38XfPR3EtQ74KyzDfY7X4TdzufguPt5uOx+AW46W+Cx5wX46W9FhMluxJvpEsF6SDfVRY7AmYAusTBAuaURSgnCEis9FFvposB8J7KMX0KqwRYk6T+HJM4nmW5DLPEcTjyHGBLPBLS/AfFONAuebTm1Ejzr7IIRIa9LPO+RKc9Zn3g2IGSlybYx4Wws4y7LWM/GvK/EqxQME0Dv2qX7GMDSd1kzprP0ZZbMsiYkGy24lm0E2NqM89atGnRrC4Zp8fy4zzPxbGFiw8/VWh1b+j1vzjzr7daHqZ4+bI0M4WZqDB9zYwRaGCOcWE6w1EWyjT6SrPXVMF6JNiaIsTFFqLmRGuvajeFCODtamMHW0oJ4toWnpycCgkIREBqJsOhExKXkIruwFpWN+9DUeRTNjLbOITQ1HUR97X401O5DXXUPqsvbUFnWjML8SqRnFCAxORuxiemIjE8h8BIIyCgEhIXCJ8gfXr5e8PXzRnBwKIfAJAAA//RJREFUIOLDA1EQ7Y+KuCC0ZCdif0URjjQ34dT+A5gfHsfq1CourN3GlYuv49KVd3D55jdx9S4RfO+7CsUC4muvfg9X739XzWsBLa/JVNt8W+bVtve/h0v3v60ALdnn9VsfEcsfqn7Pi2qM5/fVdObc2zi59ABD07cxMHYF+/hw29I/h9ruCZQ0DSO38iAyi/cjvXAv0ot6kVHYiywu55T2I1eC81l8LSN3L5LSOxGfIrhtUoB2IaBtHdMUnjXFtDQh81aWmqrX1hvNpi2tUxSeZZxnyeIKSu2d0+DH/ahq27GNvL9SLKwNYTGdCs/+0c3wj23itBGufqWwkmrb1qmwFyTbcGpHrHLe3oFwdiSgXTLh4JEDa69UWBJeVl5JmvAmgH01YRfEbcKI1PBcOEcXwDW2iGgthH0EQR2eB6dQgjOA1+WdAWtX7sdB0+Tbyp6os4uDiSNhyX2a+yfANIjXy+8T6yTCOYPnQ8Q5EcnOxdxPCfdTmgubEsKQ4SBVqPndJ2FfQSxX8XhlBCUxbZ+dBef0PLgl83yipOk44e1BqLrynF14r3j+tlK4KzwVdrFpmv7HxKwDEetcnw/npkI4thbBoaMIjt0lcOgpgk0HEdvOfXfmwbmH+93L6CkmokuIyVI41xbDuagADunZsI3LhA2/Dy1CEwhnIjUyDhYJ/NzSeL8KeH/5XS1QtpEm2bWEMcOmjvuvI5jrCGmi2YZ/U6ybs2HZzOUWbteep45t0873tWbCln+X7Ot4bfw74MBrdsrOgWt6PlzjeX7yefhnqmu2ckyGmYNknhNg5s577BUHUx+imXi2iIiHVWw8LBOJ6mT+HKXx/mcR3LkENPFsyb81lkUpsCpNgU1VGuz499OxOR3OLRlwb82Ab1sGAhpTEFwteI4jniMREE88h/jCyckZluZWqgXMtpe2P26yvbnZthbNz3xDmmo/Syg/jReeeZp4JqQVngltKRr23PMqSywVtwNDXJCZG43Wzkosrpwmnh/gzXffxb27D/DynQd4692PcfXGK5icWcXE7Cp6Dw7zb1UkXuJ5PLd1G17avg07d23HiwSzarb9Is/lBZ6X4Pm5bXiOYBc8S+ZZqm1/g7GFwNYzMoC1kyu8gqIRkSCZ5wakFexFZulBZJQeRVrZKBKKRhGRcwyhUjiMIYiOKhREjyGWr0UXDCs4h2TJMFVDiC0ZUXhOqT6FnBYZqmqFWFxXTYa1/ZFlmCpppt07cZ0YFgRexT75p93p2zgg9RZO31XRN3UHvYJlQnS/YHXiDjEtmd4bj4EsFbc3Y1kyp5K13hySVZXtVEZbMqtclqbakmWWECRLM21tE27tNpKhllDjTBPwEoJzGSqrf0ay3Jphs/rkfGcl8y0Zbs06DdblvdIUWtOHWzK5ch+kGXTtwfOqynXdIWnifVb9g6GOyG2UjDK3E8hqm6Zr+3d38LtZm22X7Lpk1A8tvKqy61KBvG+K5zH1CvpO3UXv2G10jd4kni+jbuCsyhZLk28pGCb9nVukyfnINV477wOXBddyfAnJNMvnVtQ1h8LOedWCoKx3heskQy4Z81XCeRkFbcvIaVxCauUMovNPIShlGO7hA7Dz2QczZ8k4fx2eOxSeTe1bGRpAP4no/xU8y2tPbv/4NYYWxl8XWhRrl7V4/nPve0rbDFuL5yczzZuzypvx/HU41oYg+c/Fk1jWQnlzfB2aN6NYmznWYngzirWVtLWhhbLMC5YltJnmzXB+MvMsBcL+5sffJpq/gz/+5DPC+Tv4O07/nnD+Tz//HH//i+/j7//qC/zpV1/g73/N6W9/iL9n/PNvvo9/+xWD6/79Nz/Av/3uh/jXv/4B0cz5v/0x/v3vfoJ/Y/zLH3+E//zHH+If//CFylT/l99+in/9qw/xX372Hv7lp+/hv/z0bfzj91/Hn751F79/9xp++WAdX1wcxwczB/HwGCHdW4nzjblYr0zFWgmxlE+g5kcQszE4VxrHiMV5Yu1iiUQE0RyJq2XRDM6XhBLKIRtVvsOxTixKrBGLy3nBWCkI5bKsZ/D1NeJ2vSgC58qicIEAPV/B9QSzNN3WhsB5gQhdzA8kpEOxymNKLHMfC1yWDPOC4LmK0K+KwlqFDOnEZb4u20xm+mIw2g4HI20xnOSBURlCSppvczqWq+njPMFz1PR11lTXljiRpwnp93yM+5CK3FI0TDLG0jdaU3k7RGWIp3n9Al9BsQD5JNdNlAt8I9QY0L0JThhI8VRFxU5tFCOTwmLa/ajgtch5zFTEYo54Ps2pFC4bIdiP856OV0RjsjIGk+XR3CYGc+WxmC4m+qWSdmmMquZ9mjFbSUxXxmOK5zRZGImZkhiME83DGf44nhmo5gXQguc5QllCjf/MmKuWvvEEscCa66WvtBbVgmeJJT4MzBDukuEWOEvMEPGn+d7NeJaiYXMNmZisScU00bzWU4Z5IvpkbSZO1KRhvDEbsx0aPM93l2Ouq4zz1aq59tpAsxrXefVgK5YH2rDIWBhox8LBDiwNEs5D+7B2vA+TfW04ta8VY/vbMNLTgmOdTSqOd7fiEBHdUZyDhox4NGXEois3EQdKM3CsNh/DBPThmjy0l6YjJykcPt4ufCC2gCHxbG7lqPBsYcapBSFNTJvaOPCLjrg2labb1mqoKj0jK4VpBWpjK+gThDpE4DY+cGzX0cMeQxMYE89Sbdve2YOADoaXXyS8+ADmG5ZIQKfCLyIFXnxY9ODDhZNPKKycPGFiaQddQ1Po6OoTgHsIaB0YE86SeXbk1J049dlDtOruQLDedgQZ7CBidxDHO+Gpu41Yfgnue14kmF+Ep84L8Ni9BV7Ec6DhdkSZ7UGChT6SGRmMPKK5yNKQaDYmnk1QaW2ESlsjVNgIonWRa7odqYYvIpGRQDzHmWxDpBGPK022eTxfwt2beHaVglk8N2si2VIVDdsJo53bob+TeOZ0D5f1iFIFWQJWG4aGXw5VJaEQrWuo0PwljDVwFkBrQ7LRWihrs80yr10n79PR0VV4Vmg2kWbbZjA3s4KVuT0/VztYWNjCzNwGxmbWMCSi5VyMDUxgZWwCJzNTeFmaI8DaHKGMSGtjJPC+pDiYINFe5k2QYGeOaFsLhFqawd/cFO6mpnBWQ4OZwZLHsra0grOzG3z8g+AfEoEQYiA8Lh2JGcUoqGhBddN+1Db3obF1APUN+1BT3YmqilaUFTeiMLcSeemFSIlPR0RoNPx9g+Du5gVHPoja2tsTUlaw4PmZW5jAgsC3szGDm5Mdgt3skepjh9wAR1Tzgbw7Px2DdZUY69mL+aExnJtZx9Uzt3H98uu4eu1dXCOEbxDO1175nkKzxPUHn6sQQG/OPkszbW2Tbgltk25ptn2GaJaCYavXpbK2pmjY4uV3MXfhbTVk1eTaG6rKthbP+4+fR+uBedT3TqG6bQylDcdQXHcUJYyy+mOobjmB2tYx1LedVFHTPIqqhmGU1xxDQflhpOT0Iiqhife0hvdWCoPl8J4QOlaxKsxlakmAMSysiTCBtM2XzbalCbSlncA5Ha58r09QGQLCqxG8UTBMVduO7iCmuxAQ24rA+DYExrTAM6gKDq5ELQEtVbulIrUtAW7nSEi6pMKG0LX15GuEp3UA0RtENAfzuAzrUAIrlBANIUIjiOxIbhedCcfYHLgk5ME5npCNIWojiLgwzgdx3pcAdE+HJTEn2De3iedDXyxMXHhNUkyL+zMP5zSO+8wg3gk424J02BcR52XZhC2jmtCUAlo1OXBqKGDkq3Csz4VLI+HIdc5VXFdIyGfnwjVF8MzlgBzY8dgWhLtAUrLm1oGpvA5eYwyvNTUN1vkpsCvjsWoJUu7LvrUQdp2C5nxYEc42XcRrN4/Vw+vbmw+3fUVw3VcCJ+LaqY1RX0TgF2iy5AmZsI9NJ6BTYE6gmscQpUkMqWhdkAr7Kp5PfR7sGhg8loRtE4/RmKPCmn9zbFo4JZoFzlYtxHJ7Dmw7ua4jA1at3HdTBvfBe1LJ48mwVllZcEjJglNsNvHM9cSzjVuqGsPbyIZYdiLkXXnPPQTP/LkKjIN1VCLskni/03j9Gfw8s/jzJE21eS/M8lNVdtyqlIAu5+vV/Dzq+Xk0p8GBcHZrS4c38ezflIagmmSElCQgOIu/34nB8A71hYuLK6z4N0Nvj/5jPG+uuv0/h2cZ61nwvAUvEbrmlrrwD3JBamYEGlpKMLt4Cg8e3cd7H36A1x48wiv3Xsdbb3+MG7cf8LVzmJxfx8DQSYTxZ2qHniHxvBVbtr6oMs+yv207XsALLxHOL76ELS9se4xnabb9jaeeVn2eBc8vEM+6hnqwtHeEq18YgiIzEZ1ShYTsNiTn70VSfj8SCqVomBQMO4zgzCEVITnDiCzQ4FmqQ0cRz1JpW8Z5FjzHFB9XzbYFz7mtM6jYv0KQnYUU3ZKm1wq5qtq2FPO6jb5pySrfVNMDMwShZJCJ0X4CdP/kbZV57j55XUXXietol/7FUjxMoEtQaoeiUignMrXL2thcUExALM2UpRiYhPR9Vs2WJVvNkHXaYaoktAXGpFnz5gy2hCBamo8LZrU412Be05xcNX2WzLo0TxeQbyBYUNx8TKpZSx/kL0OhWYbzkj7dPNeucSmgJseWauOCcFmW+3YH++UfDPOvYHD5NRxdfQOHVx/i0OID3jMimnDuGbmFjmOE8ZErqCfSq/fLOM+rKN27jFJBcN8aEX0edYcvqqgh3qu4TpqNC5JlLOiC9nlkNZ5GdtNp5LbMMeZV5DTPcd2sJhoXVX/nhJJJhGePwj/hKFxC+mHl2Q0TJ8JZ+jcrKD8ZGjj/JTxvXpb4n8WzdrvN2/8/gufNmefNeP46OD/ZJPvr4kkwf/e9h1/GX8g6PwlmbUZZm2V+Es2bM8jaeBLEfwnIMq/NNmvBrKmq/S389Y8+xe9/8inhTDz/VOD8Hfzpp5/hHwjnfySc//GXX+Af/+oH+Idf/QD/6Tc/xH/63Y/xj7/7Ef7lN1/gv/76B5ogpv/9r3+E//o3P8a//f5H+Nc//Bj/SjhL/Mvf/xT/hfHPf/oJ/onx74T0f//D9/Hf/uZ7+G9//V1Ov4N///UnxPQH+OefvIt/+uJN/OmTu/jd21fx85fX8L2L0/h4cRhvjvbg5X01uNxagHViZ6UyGSvlCVgi1JaKCNSCcA2GC8NxSbLPlbG4Wh2HS1WxhLAmzpcT3EScAFoDZxmO6st1y0SkrFd4JgqlOJk2+7yY58eQsZ0DVWiyz2FfwbPAeZawnCW4F0pDVQZ6SfoDF4dgkbAVQC9y/yeS3HAszgmjKV6YyArAWJYfRjMYhLDAVZCqMMzz2RxfjvesqcYt81/iWlOpW6YK34Ji7kMQPc4Q6I7zuo5m+2OAgD5MfMu2Y3mafcvx5H0C79MCXc7LeUxJ9pkAlpBlKT4mw2KdKI3ABNE8vYHrOU4nCOdRongiNxRThURxSRShG4f5aunjHIuZUkaJbBeB0Syec3YwJouiNOM2Sx/nDRRPlAj+iXKiWIqCSfNtaeqt3U7wLLCW1wTZ4zzOBPE+J821N7LO0mx7UZprE8oC59W2fNV0e7ouA9MNWara9nJXiRqq6mRdJk5J3+jOUpwZaMD6gXoF6Nmuciztr8PKgUYsEc8LDM24zh1YPNSJ5SN7sXpsP9aP92OVeD7Z24xjHTUYaK5Af0M5DjXXENGtmDjQg33VJWjjg2RzdiJaMuLQkZWA3rwkDBSnYqg6B2NtFTjSXonSnATCxA4m5iawcXSGDE0lzbUtzZ2gxnq2IaztnWHGhwAjGbbKUsIJZray3lUVGTO1IbBtHWDAB59dBOIOfUPsIdiMCW4LeyfYOrrDxc0fHl5h8PCJ0AA6NBFewQLnGLj6R8LeI5D7ciXgraEj40Xv0cMuHakavRtGRKng2YlA9dhDPO/ejkCdrQjW3YoQvW1E9DYE6m9T2WVv3RdVEa8AwlqqYfvqvMh4AcEG2xFjrodEKwOkWBog09IIuVaGKLIyRqm1GcqtTVFFFNbam6CaUUZA55vvRrrxNiQZvYRYw5cQYcjjEeEB+jvgQzh7qSbju+DM6ZN4Ntm1A4Y7d0Bvx3bocmqgq68gK1lngbM03zYwMIUh8SxolorbWjxrM8kCaIHy5qzzrl2y/usLhWnBLXDWjvMscDY3t4SlpTWsrexgy8/P1toR1tb8jK3sCSw71UzelLCWJpO2ZuZwtjCHt5UFAm3MEW5riWgbU8Tz3iQ5mCHB3hRxtmaItbNEJPEcRMTKMGDuRLMT32trZgFzE3Mez4bAcoWblx98AsKIvCj4hcQgNCYNydmlyC9vQllNB6rqulFZ3Y6y0gYUF9YgL7sEGUmZSAqPR5R/CPxdveBi58DztiLKZbgtA+jzXuvzvhvs4X2Wnw2pqG5ljkAZbszFCNme5qiK9EZXdgIGq0sx3t2DhaOjODu9giurN3H9wmu4cuVtXLn5Ma69/B1cufuZwrKEAFrbTFv1a97INGvxLEXCHsetj1WlbYmV6+89rra9Gc+z599ShcK0YzxLsbCDJ6+i5+gaOg4toXXfLBp7ptDQPYmmnmm09s6ge2AJew8uo5exl/NdffNo7zmN5o4pVDXxoblsEImZ3YhJksrYtfDwL1AVotV4xAxLmQqabeIgYy9bS5NuO6LPPkMVDJOQvtFuXnn8bIrhHVCistgBUnE7SpqGtxDQgudu+BHSvgS1b0Qj3PwrYOssY0anaAp42RJ2DgmwcSbOiUsrr2TYBBBpYZmwiiSeozXNqW3iuI5hy7CWZcncbiw7JWTBJYmAZjhLMa8owi6CGJUK2IEEo2cWrJwIMxtCTgp42RF1BJ1VEPcTRVjHEeUpBHweMVhMkJcSiAStPcHsUEeENxbAgVh2aCaI2wrh3E6wthXApZWY5bJbC9fV8vVibp+VCadEIjuc8z5ZvFbimffOxDZOjbls5StFyFLUca2TicRszpdkwo7fp9Ln2LaZnwP3admWB4sOIndvERwIZkcBdDdhvpfH7eW6nmI4tZfAuaEYzqU8fnY2nJJ5/vzdsApPhHkYP7tYfoapibDMToK9ZM0J9MdwJpq1cLbm3xbrpiwFZ5tWaa6tgbN1axbsOojnLi53Ec8dvN8tGXBo5P3l+TqUMHI4n5IJx5gsOIbwvkmzbedEmFrHwtAyCgY2sTByjIWpOzHvw/MJ4n2PTIBtYjLsM7ktr98qNwUWxL0MU2VWlAbzEoEzP5eKDFjWpMOqnp91c7rCs0t7OjwJaN+GVPjzb2lwSSKCsvm9kBQM3zA/uLm5w5bfUfq6Bmq4qs0Vt/8SnrcQz88/8wye5evPPKXB87N8z4tEronZHvj4OyIpPQx1TUWYnBnBKw9fxvsff4A3H72rCoa98eYHuH33DSytXcbU/BkcGZ1CfHoO9Ph9KAXDXtgmlba3Es/PY6sUDdtG1L+0FS+8uJ143k48byWet3yJZyka9uIz0NHX4d9GW9UdySckkSAvRkxKPeIz2xGXsw8J+YcQmzeE0MwjDE4l85x/AnElE0iqmEJy1SSSKscJ6RNE9HFi+jhiSkYQW6KpuC1jHEsGU4ZAkibP2sytFs8C5n2TRKc01564rhC9X3CqmmsLlglQKWw1TCQfk769l1QzZJXBHTr3lWGppMCYFstarEoIYh/jVtArTbyl+jaxKSHz0hdaphIyTJV2qCrZVgGb75WQ/SiEb8oIa89De3xBvAb1jJHzCs+bz0H6b0s/bk2F6y+reAucW4eJ/LGbPKbgXjD/1dh3WsB/i6Dn/eO8APrQEq9jiecs2eeJu+gavoWWwauo6zuPit4zKO1eQXGnFCpbUONu5zLyOuZR1LOC0n1rKNt3hmCWbPIaijqXkd+2qJAs4zonV00gpXoSabXTnJ/iZz6JxPIJFUmV/PwrThPOU4jIOYGA5KPwjDwIe/9emLt1wNixDara9lfQ3Mb4Es5/Ds9/KZ7E8f90fA2EtWj+S3j+unjcbHtztvnPNdfeDOSva66tjSfR/L33X8fnH7yhia/JOGvRvBnLEpubYX9dtnkznrVIfhLKWhxvBrLgeHMIlCXL/HsC+fc/+Qx/IJL/5qfEsxQC+znRzPj7n34b//Cz7+Cffv49/OdffI5/lvjl9/HPv/oC//SbHzB+iH8mlv/1dz8kmgnn3/2AcOY84fzffv8T/Lc//BT/zum//UGg/FP817/7Of7rn37B+CX+ndP//ve/wP/773+O/5OQ/j+J6v+D8f/604/w739LUP/xB/g//u4H+O9//Rn+7RffxD99/238/qN7+OWja/jFq+fw4xvz+GT1OB5N7sf94Xa8PFiPm30VuMw/jOeIpXPE01lC7Xx1PC4wzhPQ5wk8AfKFjakWy2dLo9RUlmVe0LxAfM5nB6pM9RmCeL04VOFZmm1rmm/zNa5bkybdnAqelzeF9Hle4GszxPPp4kBNpW2+R5ptL0n2myBdL43GArE6keGDsTRvjGf6Y1zQzOOeyJFm2Bo8S2zOQguQBcwSMi/gFSCfFFQT4BIyjrNkpEfzpIm2ZpxnwbNknE+VRuJESTiOEf3DBXyNxxklXo9nEOGZgRjL5TkRtdPF0apptcRUcRSmiFtVtIvwHcsJweFUXwwSyMdyiXVi+RS3UcW/CNsZvvdkZjBOEsYnuc+JPKkwTowX8xyI9KmCSBXThdxvYaQ63mm+R/ozq6ba/AMueD5FDJ/kZ6L6MXPdWkOGKiImzbUFznK8GQnCeZ6YniiVfwzEqGbbMs7zCh9Y1vkzsdKcg6VGQplwPtNZhLWOQizyIU2abUu/5+WuUix1l2G8IRsj1amYkn/MEM5nBxoxzYepscY8zHZXappsH2rD8kArlg+1MzqxcrgH64TzmZEDWDt+AEtD+7Ew1IvJgTYiuBp90oe5pgh9dWU40FCFloIM1WS7KTMejanRaCeg+wqSMViWjkOlqRhpLsF4XzO6+AAXEe4LMwsZg9gcRibSnNhW4VkKhlnLWM9EkKULoezgxnCHtYs37D394ewTCEcvf9i6ecPSma8R30Z8WNA1t8AeQsrQ2kYNgWXn7AlXV394eoYS0OHw8ouCZ0As3Hyj+UAeDVffCNjxdVOC3MD0/0PcX8ZLUl3v4zZBB8Znjku7HXd3d3d39zPu7u4zZ3xwTYhAICFACAHi7kCIkIQkaLCx+7nX7lNDM4F8f/9Xz4v1qerq6rKeqa7rrL3XljGkfbGAD1CC5/kLBEnzoHObCzuxFLZwDmLmz0LCgjuQSBQnLZS4nYjma487iOYZahipVM95XCbI5jJGsuccZPq7qSbHRQRzmdEXVSZf1BPNTWY9WhkdRGG31Y949kOrxZt4XogSn9kq65xBPCcR59rYzoJmaUIe7LYAAR4LYfNwg5moM8qxEvy+AmiGpwCa6BU8O/seE88MD+9Pqm07h61y4lmabmuZZCeIBciSTdbwLNlnJ5C1kCbaEgJmyTYLmrVCYQJno9EMKwFqtThgMwXCZgmExRoIsyWA0HIQWnaVidb7G67h2Zl59kcKr0s6r1Om2Ru5Nn9k8fqkc3m62YAUkx6xMu42/90E8NzsfNg08fvTMfR8CLY6QuAICodUWw+PTUZodBIi4tORREDlltWhvK4dNY2dqKlrQ2VlPcrLqlFUUILc1HSkR0YhMTAQ4SYTt+sLkxQic18IX15fn/lz4DNvDrznzoIvH2pN/LcR6OuJeBO/20B3VIV5ozM1BJPlWVjdVo9dY6M4vGYDprYdwvnDd+Ou04/i/PkncOHeZ3HXgy/izoecONaaaGvNtDUsy7wGaNeiYq54PvmAE88n7nVmn53hnJeCYQfPPaUKhkkGWoqGbeCD3pod92A5Hw4Xrz2FxWtOYsna01i2/ixW80F2DWMtH2pXb7yAFWvPYMnKKUwsO4b+iYPoGN6N+s5NKKldhsyiYcSmtSM0hnAjMk12QtlOxNoYnFq5TDLMQSHEWyjxxqkjmFhiBIZW8rup5nfT4MRzWtc1PMsYzyk5ixCbOYrIzCGEJ/ciILJJVdz2Nzmz3DpzFvT2bBiCib0IAjM2D4aUQgKZaMonBIsI3BKirIzAZFhKCbjiEliLS2ErJOAZAUVEfEklgksrEFxMuKoMdB0C06WAWA1sUZXEeQn01gL4W/NUQStdWD4sySUK5IJYMyFnb5DK00RzmxPOtt5q2AdqiLZ6VTDLNlyDgHFukxEwVktE1yCE9+dQRjBBam8mmKsqnHhOIYYjCVLuV6qDy7BN/o581VTcEMfzS5X+1UR7Ka9xHc+tjUjtqoGZSDcS0Abe643jdbAtaVR4tk8QvGOVcIzz3BZJJtqJ56C+JgTz32dIDSFfUoXgfK4jf1RQYzozynluNSVwtFYR2tzeIM9Din/xd8POfViJZZVtHhQ8E/sjlSrMhLNlhMdFONsW89iWENKTFbCN8XsfkvGfaxDIYw6s43ypXG9eswRiONzZT11nyYWXLgMLfdPgZeH3HELERxfAGC+wz4UhJ4/HxvMn7I21hTA0Es8KzOXX+mEbOsqh7+ayPv47GOR3PlLGcy5FqGSfB4oRw9/ZhJZ8xFdnIbowBdGpcfx9iIDNbIeXh7carkqKhf0/4fnGG4jnLzjx/IXbFKCl8vaM22+Fu8dshEaYkVeUhK6+euzcswEPf/kBPP3cs/jWU99WeH7868/g0a89hdPnH1CZ5827DqGstpnwtWEWf4Pu4D1cNdu+Q5pt34o7iOkZvD/PuH0ObruVeL7xEzxLs+0biOdbpOI2fyO8DUb+tkUhPD6H/69qkVHQhbxyyT4vRXHjehQSw5m1W5BSsQkpVVuQUb8T+e0HUNJzGGV9h1Hae1ChKrtphxrjWZptZzZsQl7rNr6/F82Lj6tmycPEosBR4XOnZFfvxiSnk9vuwviWCypkflIyxYTnyEZilDEkfaWlOTNjcO05DEmTY+kLvNkZAlXBqcBUYP5ZoRUQk2JhgmLB8Zrjj6kQQMvQVLLcdarGd57OPAuUtSy37FOgLGAXNEsxMAmZl/dkXTlHJ5Y/KWgm/bGlmbU08ZYm1lrlcSk6JhWtZUiokS2SYSeQ935R7VeajGvNx2V4LQlpUi5VwWUqr+UYlwiq9z6Mie0PY2T9A+hdcRfaJonh0eOolWxxv2SJDyoQl/UfQMXgQdSMHkP9xAk0TJwkmk8R1ydRNXAMZfxeS7qc32lWw05k8fuWfu7ptdK3fSuSpfJ61TakVu1gbEdi6RZE5a1DSPpKBCQsgyliEr6BI/C2D8PHPkI8C5i1+ATN///As8Tnwfn/E54/D8qfFa5wFhB/XnwWnH/y3JMqPg/HEtpr12UamjUouzbJ1rLNGpZd0ewK5uvRLFD+BMvOEDCrfszE8d8Zr//ue/jb77+HN17+Af71hx/g37//AbH8A7z7hx8xfqLivT/8FO++/DO8Szi/I1lnYvm9P/8C//nzzwllwpfxIbH84euE8Ou/UXHxb7/F5b//Hlf+8TKx/Oq1uPz3lwnn3+PyP3+PS//6Ay6++TI+fvsPLvE7XHrzt0S1QPyneO+V7+Od376Id379HN76yRP463cewR+evIBff+Ukfv7QIfzo7l14YWo9ntm/BN/cPoKvrevCF5c14IHxCtzVX4i7uvJwd0euijuJsQutzgz0eWJLy0hL1vk4oSlwPkyEHiVQJQt9Wpp9y/BXxLD0eT7ZkIgzMuZ0azqnqZhqJJilujbjOIHr7O+chsMtKdjfEI8D9dwWPzPF7QicT9ZL0/B0bi8DMsTV7pJohec9glzicletE84CZoVnmRf4ctuSbRYYS0gT62uwJoK3chtbSmOwvjAc64vCnZlpyVDzPCT7LFDeUpuITbXTcCbwd/Gz26uSsakkBpuKY7CtnOBm7JBsMIEr/ZL3E86CXJkKdLeUxmFNfgRWFsmY0rFYR0RvrUwiuLNwpCUXhxuzcaI1H8eac3CgNhX7GYeI6/31adgpfxjguru5T8HzIWJcbX8a56qCNn/AJaMsw1sJnA9I5llAzPek+bZknq8VGuMy6e98mg8qh/m5/Z1c1luME4OSaa7AqdFqnOIDmgD6JLF8ZqIRpwnok5yqJtsueN7TX6XwvHugWjXblubau/nQtb2vCgcn23BqzRBOrxvDKcbU2nHieYJ4Xowzm1fg7LZVmNq4HAdXTxC/Q9i6uFfhedVAKxZ11GGQaO4sK0BnaQ76KvLRX5aN3oJUjJRmYnUT0dxdg+09NdjIWNPXgKH2auRkJsBg0mGBhxc8CDp/4tlsCoHNFgabI4w4Doc1IhKW8Bg+VMYjOD4VUWnZfLDO5TQLoYkpXB4Nc1g4H6SDeVO3w9NihrfNCl0AscZthAbFISIsmQ9IKYiITkdEbBaCozII53QERqTwQTUGvsZA1QTcTWVgPTGXIJxLPLvxwcWXYLbOm4WwBQTxwllImn87kuffilSJhbcihWhO8bodKd4zke41Fxme85HmTkAvnE1oS4Z6DtJ85iNX74lC4rmEeK4gnGt53g0EYrNFjzajHzpMPugy+xLT3qjRL1RjO+f6zESKx+2IdZuBSLeZBPwsBC2YgwAeWwAfrgLc3YjnhQrPKvtMUPvPnwc/Qteb4TVfsuee8CWYfX2kv7M0kZ/u96yKhjnHfXZtti0ZZJnO52clFnA/0oxdws3NOYazFhqWVWZbhqQimlV1bZ1eZZzNZivs9gDYbfwuzEGwW4NgtTnDREQbiWij0ab6GwqeHTo/hOv9EGvwRTKhnMrrlC59nInndLMfUo1ENeGcoNcjys8fIdyfjedm5rkZpvtT6yW7bQ8m4oIQEBKJ4Ig4BIbHI4AREst/P8mShS5EJpGVmctpVi4yMzORmpyE5JhIpIeGINFmIeL9CGMvWL3cYPKQ5vvzYfRg8MHUQEQb+G/CunAuQn08kGjwRHHAQlSFeqE9OQDjxWlY0VSJLf292L9sJY5u3I0z+87g3ImHcOb0Yzh399O464EXceFBZ39mwbE00RY8a021JTRQXx93fuklnP3i82qoqrOPfAeniWkZqsq1YNjpB6Vo2As4fs9zquK2FA6TsZ53HP4Ktuz/Itbx4W311ruxmg+0azhdt/0+bNpxP+MBbGZs2nY/1m++B6v5ULt8LR+SlxxF36QT0DXt65FXMYnk3F4F6OCoatWEW5piB0dUIzSqFmHRtYiIaUBcQjviE7vUNCK6UfWVlmJhASFlCIupR3RSG+LTe1Sz7ZRsKRq2COn5S5GcvwRxuROITO2DI6IRRns50UzEmrLgb8mAf2AWdOGMuGz4E1bG7CJYCGIjQWuoInBrK2Gtq4KdYa2WAl5ElGR4y8vgIKaDyrj/ikqEV1YhvKIaIcW1CM5rRHAWjzGZ0Izh53icZgcRFlAEXZATsebUEljyS2EuJcyqy+FoJgzbid9OAlQyzgrOxOZ00S7rKLc1QThPNiCQmA1ihEzUIXyyEaHDDQjq4LI6Xq8SYpZwD4jiZwIIQFMBfPQ5fADNhV8IzzuSkJSm6NmEdBGBW1UOSxMB20Ywd9VCT4jriVsDUW7i/d82SbwLpPn7YB8hyrlf+6KmaTw3I7S9EWH19Tz3WkSW1iOihMdRwHMpKYON18pSUwZrK89JMujD9XBI9nysAQFjdSocPC8rt2vk75BlhNd3VABNDAvWF9UgYGkNbEu5fHE5EV+JgJFqBPbXIIj3/eCGGgSXcz6H309imaoybuL1NVjz4aPLhrtPBh92iWkuM0Y68WxIzYMhNw/G0gLoK/JUcTB9czEM7aUwdUnxskpVwEzfVQn/Hv5b6eO/BeLZPFwG+1g5gkf5fRPP0fydjSeeY6fxHJUejwj+hjisAfDx8rs2XNX/C55vVXi+US2/8QZn9lmGrLrttttUxe2AIH9k5sSgtbMKm/n7ef8j9+Dp7zyLZ595Ho8TzY89/jQe/8ZzuOveRxWet+87hsaOXpgDQjCH99pZ8+ZiHu81Cs933KoyzzNmziae5/L45nHfs3HzDVLlm8dzkxPPN936Bczib5anTgfLNJ6TMmuQU9yN4ppJlDWtRkX7VpS27UR2w3YkE8+SeU6v24Hclr0o6jqE4u7DnO5XmUiVfa7n+/UyXNV6QnoT39+J+vHDquiU9KkdEAwLeqVbyNbzGN96J8Y2nyeUz2J00zknojdzGXE8Oh0jvK8MymeJZxmCaZQIn+A9SHAqzZilirbW91eGpXKtui1o1fAsoTXFltAgLVDWmm9rQNX6OmtoHRU8TzcDdwW0hMxrGW85JtmfdkyreA9dfeSrWHf8cWyY+roaLmvNUTlGKSr2RZWJlyG8hjfJ8FZ3YWCDZKLvxwjvqVKoTIqXSRGzARm+i9dGK2Sm9dUe4vWTvtoSg1JJm58fWH0fOhafQ+PICVT3H0Z5zwGUdO5BYftO5LftQH77Ln5nMva0IPoQKgYOobz3CNc5jLzWffwedyO9Zge/782IL9mAmML1iC5Yh0gCOTxnDcKyVyM0axWnjKw1vBetgj1pMcwxEwrO+tBx4nn0OjwLlAfhZ++fjoH/iWfBrutrif8L2fIZrfm2a1x7TypxM1zx7MftSfwvPGvLXOOGz4KxFtfD2fU9DcefFdfjWdD80+98Az97/pv42Xc+XQH7f4HZNdP8ec2yJTQof1YTbC0+yTJ/gmZXRGt4fv03P1KA/ptUzn6FcH71R3jzlR/hrZd/iHcI5/df+Qk+eOWn+ODl6ebZ002z/6OaZv8K7/71l3jndWcT7fdf/yU++BvhzPj49d/i0t9/hyuEMzfMeBV444+cMji9KoD+1yu48uYfieRX8eFbr+CDt1/Gh++9ig/e5fy7f8BHnCpIv0Vkv/UH4B2u/y+B+Q/x/qsv4N3ffxvv/uZpvPmzJ/DG97+Ev33nfvzt6Qv44+NT+N3DB/CzO7fi+1Or8fz+xfj21iE8va4X31jZga8ubsTD/LG6r68Ed/PH4m6i6wKBdprAmyJsT9SmMJJxrDqREa+wfLbFWWXbmYGOV4XCZLgqwfPJJn6mgWiuT3YWDCN0jxLQB5oScYB4lvGdp7juaYJ6ihAWoAugTzdn4CixfICgPEwEH2pMJVJTVFNpaSYtU0GxNKmWzPJ2Ho+M67yhJBLriyOxhTh2NuVOVu9tr4jHlrIYrC0IY4RiMzEtTbilANgGGROa57KxKg7rKvm6Jg4bpdAY9yH9j7eXx2MrUbyDcN5aEovNxdx2eSJ2Ebm7Kon56hSVLd5bm4YdFYk8hhgsLxBAR2FNEbddloDdtUSwZJVreE3aCnGqvRBHpOl1FSFenYSDDek4SITvlu0xDhLbR4nsQ03ZCs+S1ZZs8hHCWfo1y7jNR3oY/J6OS/Nraao9Def90vRbAN1RoPo7T/WX4VAH3+sqwDFZl3FIqm7zs2f4oDY1VI2pYWez7RPE9Ak+RJ0mno/zgefYaAMO8eFn32A19vHB7uiiVpxa0YMD4y3YN9qIgxMtOLqkC0eWduPQ0h4ck8wz8Xxcw/OWVcTzGhzbsFT1d94w0oE1Qy2Ec7PKPE8Sz/21JWgpzERrfjoGKgswXluEkfIcjJdnY3ltAVY3FGNjWxk28EFidW89+pvKkJoYDl9/byx094KXjw46nQ02azgCA6MRGBJF8HAaE4eQhFSEp2YjPqcYGaXVyOIDX3ppFRIJoPDUDDhi42EKJ6DDwqanofAnnqWCd3BgrBPPhHIU4SzDd4THZiMkKg2OsESY7ZHw5X7diPcF7jwWhWc34nkuFsyZCa85t8M09w6EEs8JHnOQQsSmLpiBdAmiNo1wTvedhUy/ucjynodMT4bHPKRK32hiN9FtFpKJ6iziOZ94LiKeS4nCSrM/aonnRosBTcRis84LbSZfNHEdGbaqUFXX5uc9ZiBq4e0IXXgH4TwTDuLZRjxbiVkZE9kizYcXEnQ8Xj3B7McHLp+5kiGdB1+ehy+vrTwUCp6libSvzqT6HEvxLsk+O4eucoanh7fKIjuzyVL4S7AsfaalAJgXkeyEspeXhI+aCpj9pc+6zsBt6q/Na3i22RwKzzKGtt0aooYEs9kEtwxi2my2q/6GVr1B4TmUEWPwR6JRhxReozSrHpl2I9J4nZKJ5yRO4wwGRBDbIdyfnf9uTL566OWPAb48BoMNRsJcMtsWRwiRxn9HYbGwh8TAEhLNiEJgRAwiYhMQyX9bkVFRiI6KQGR4MKID7EhyWBHL/YT5eiLY2x2BPm4I8F4Ihw/DW6qbz1dotvGhVprNRxLYqQYvlNgXojrYAx1JDowXJmNFfRk293Zh75LlOLxhF07tPY2zx4nnM1/DhXufwd0Pv4S7HpHMshPNWtNt18JhWpNu6Qv9wGM/uRb3f/XHuOsrhPaX+XnGeWJahqmSMZ4lZKiqc498j4h+CVP3PY8jdz5zrQn3rqOPY9vBr2ADH/DWbb8f6wTJguXdD2Pb3i9hx75HsXPvo9ix50vYuvNhbNr+INZtvQ8Tq09hcNkx9IzvR1PfNpQ3rUJO2RhSc/sRn9FJAHciIb2D0cmH9W6kZPUgLasX6ZkDyMgeRlbOMFIz+hCX1I7I2EaEx9QhIq4JsXydmNmnhquSatsZRHN28Qpklq1EcuESRKX1Kzwb7KVEMxFpJp7tjJBs6KMZMh5xVh5MRcWwVlbAIMMW1RG3jcSvFOUiMK0NFcRgKRw15QgkeAOryhBcVYHwmmpE1tUgqqYGERWEZHELQnKJy1QCMZYQlvGegwhAQt8o4zpHFcCUVqzwbCLSnX2cGVK8i4AL7CcQeX+VKtcWwtkyRkQTzoGLic7FAug6BDJCF9UjbLIJoSMNCO6uR2hTAxFL0GZyvehq4rkCUqHcxz9HZZ99HLnwlSbMcURkBkEpfX8rynle1TC3EM+dtdD11kA/REAP1UA3WAWDVLoer0UAoe4goG2ctxHwAbzfh/Q3IbyjGRGNjYiqIpxLCfqCSthzSmCVjHpZCYzVPM+WCti4XfMAj4m/LXb5Q4CEAjTPb5jHOcBrMcxjGZUgnCeI4yUNCFpGXC/hskW8PuPEM48noK8Kge2VCKqvRHAF18snoNO43TgCnNdXZ+V5GhimAj78FvIeXgD/MJ5zXAGsWcWqxYCppBCGynzo6gqgay6Evr2YYObxEsxSyMzQU6Xw7N/LfwdDxTCNlMHGYwvkNLS/BJH83Y3jb3JMTSaiilMQncn7QHQ0Anif8uW9TRuuSisa9n/h+ZabvsDXTjxL3HzTDNw2Q/A8CzaHL5LTw1HXVIy1/O287+E78ex3v43nnnsBTzzxNL7+5DP41rMv4YFHHsc+4nn3oZPoHpzgvSocs3nvnjFrprPZ9ixns+0Zd9yB224nnmfM4fHNw203zyGgeZw8vltvcTbdvvHmL2Dm3Nvh4e8Ha7BzuKq0nAYUVgyiqmmp+sNXbdcOhees2i1Iq2bUyFjOO5Ddsgd5bfsYe5DdvBOZ9duQUrWBuF6L5Kp1jDWE9EYibSeqh/erwlNty0+ge40zQzuw+ZzC88R2QlgATRjKdBFfL5KiWNvuwVKpJC2FuqSf86a7COfzRLW8L828nc2/BajaOM7rjj92Dc+CV8Gy9E0W0GohGJasrVYUTOvvrLLLfK2N96wVENP6SE8KpPm+Fq7blFD9uLme7FPgvpo4lmNxxmNYTzwLoGVe4LziwJexZM/D3NaDhPe96FlzHm3SL3mpDAF1Br3rzqN77Rm0rjiOluXH0L7qJDp4X5VpJ6cdq09em+9acxqda/neyil+9izhfAGNwydR1Scg3of8ll3IbtjK72c9kir43VRvRHr9FvW95fC9LNViYBcy63YSzFsQSyxH5hLFmSsQmLYU9uRFsCUtgjVxEczxkzDGjsMQParCHDcBc+wE9BEEcsiwaq7tHzwOv6Bx+EifZ4VnDc7Eqr1vOghoWfY/8KzBV0Jb5/8Fz66Avva+vPcpPDux7G/lsUnVb4sAmtvmcglvkwCa6zF8Zd3r4hqePwvI8vr697V1rmGZUP7RNJKvxfRrLeP80+mss0y1JtoS1/dr/l+Q1rLOroD+rGbZrplmiT9JpvkXL+Ivv3xJxV9/9T28/uvvX4u//eYHKv7+2x9ei3/8jvH7H+GNV36IfwucX/0J3iaa33v1p/jPHwnl6Xj/NeL4Twyi+f2//hr/+etv8O5ffo13pG8zwfyfv/9GNc3+6B+/x8U3iF7GxTdexpV/voKr/3qVQTQz8O/XcJVx+a0/4crbf8blt/+Ei++8hovvMf7zZ1x6/y+49CHjAwm+//6fcPX9P4M7xuX/vIqP3vsNPn7nV4T1Lwjrn+Pjf/6UYP8hPvjzi/jg1e/g/d8/i3d+8Q38+0dfw99feAR/+fb9ePXrZ/H7Lx3Fbx44gJ9e2I4XTqzDM/skSz2Gx9b345GlLbiXP2AXCLHzRNqZlmwcIxSlafVUI4OAFjQfr43DVJ2MI004E8inpWo3AXqmMR1nGWfqCWTi+xCBvI/r769PwCGptM31jkuGmnG0gTCXKt1NhDZRfYTzB7nOkRa+356BI62SkSW+CfE9NURpZTwBG4+d5XHYVhqDLcXR2FzEIGC3Esw7CNztxOlWriO4Xkdcb5ACZNN9nzdzGwJnCenrvKaM4C2LxFpOpUn34eZM7CXQdxPxe4hwme6ocGaft0pzbsY27nsn97FbAE0Ab69JwWoey4qiCKwoCMf6slhs5/XaSThvI6538/0DklluyFSYlmbce3icB+oycJhoPihYbszk9Ukn0BOxk/s60CiAzsJ+gvt4lzTTJop7ijElU2L41ECFykLvIsL3yOeJ5wPTkFbjREsRMi7f28rX3YT2NJ5P8ns9NlCG44MVOMmHmyk+uB0noqfGG1Wf50NDddjdW0k8E9aLO3B+zSDuXE8gL+/FUYL5xMo+nFw9iKPL+nBgSY8ankqaa59cvxgniOdjjCNrFhHOo9g20Ye1Q+3Ecys2jndh03gPlnbWo6cyD21FGegsysRkYylWd9RiRUslljeVYkVjCZbU5mFJXR6WNhdhVV8DlvY3oyQvFQZ/L2JtAVGmg9EUgICgKASFxiE0MhHR8emIS8tFQnYR0gprkF/dipL6bhTXdaKgWoqgtCM1v5oP2PkIjE2GIzoeATHxKhttCAqB0REOG/HsCI5HIKEcSjCHx2YgLCZdZSKtQZEwWALhQ0x6+Pip8ZDnEY0LiMaFbguxUPoNz74dPrPvgHX+LIQRxDJEVBwBncBI9iCkvWYTz8Sx3zxke81BtjvRS2SncZrkPhNxHncg1vMOJPnPR4bRE9kmb+Rb/FBq06HCpkeV1YAayUQbfFBj9EY5kV3k74Zsv/lI9V+AGG4/eOFM2BfMgol4NsyfrYalMnjMVxlRE+EseJapgZDW8T2/hfPhw2vq6+4BX4LYz0sHPx9p1myF3l8yvXYY9Dbo/M0q9DoLpyauoyeIpU+0llF2YllNfZxDT0nlbEG3j1Tv5nemUE64+slYzjJlyLjOel5To/R1NgfAJnC2hMBhDSOgw2C1hsLM1yYzAW0OhNlI6OotsOmMCDQYEWYyIIoRa9Qj0aRHsoVTojnerEes2YBo4jlMp0Ognz+sPv4w8Vj0PBYdj032K/2qzYJnC/dNQNsDw2ALCIVFxhKXzLedx0PEB9gDEGi1IcTGsFrUfiP1/ojy90eoj5eKMD9PhgdCiOgwRqjXAoQxIrwIZ0Yc35PvtDrAG02hfuhOcGAsPx4rG4qxeaALe5Ytx6FNe3DywDmcO/1lXLj7Cdz1wNO498svEMLfJ4x/pED84OM/vRYakjVMS2iAlvcf+vrPcP/jP8E9X/0hAf1DNbbz+S++pDLOknk+/eB3cfL+53Hi3ucI56dx4Ow3iOcnsffk17HzyFex9cCXsJF4Xs8H2fU7H1DzW/Y9Qlh/DXuPPIZ9xx7H/mNfx+7DXyWov6jWWbX1Hixefw4jy4+rDHTb4E5Uta5FQdUipBcOqsgsHkFO6RjyKyZRVL0EJTVLkV82ifzSCeSXTCC3eAyZBcOEdS/iUtsQldSK2BSCO6MXKTncRt4YMgomVWSVLEUSMR2V1IOgyCaYHGXQmfP5UEQsB+XBEJEHYzwjg6AlJq3lZSrLbG6sgKmJ4G0lfFWF60rYWom4ZiKK9yV7fSkCGEF1FQitr0ZEQw0BTdASkcElxGUekZlCeEYTY6GlMAYSbMEEWnA+/KNyYUwr5P4I6XJinduztRDR7UVw9JQhcIB45L1Ysr3W0RpYCUwb8RpALAcvIVqXNiGE0+BFDQid4OsRzvfUI6iZiK5sQGA29x3Hcwgth95WBD+er06GbwriNJTnHC2Z7yJYcrnPMp5bLffRWA1TG7HcXQl9fxXhXAndAD8/WA7TKI9lnOcyRhgTtUHcbzB/E8IGGxHOe3Z4Yy3CpPJ1Ma9dHs8nrxDmoiKYK0phrpPMMz/bK020K2FWzbKriNEqWMZ4fpNSTZv7HSrja9kPEUygOyZqEbyY57akHoFcx8H9B/AzQYPcfx+jjXBu4D6rCOcivp9F2Cdzu9FlfDgvhA/P14/ha89zVt0OdzZZV0Xe8nlOcu1LCOoqRkMBjK0EdFs+jB08bslAMwzdZdDzd9EwSDwP8zsnnIMZ4YR+bG8REtrzEMvf+aiiBERnxCA6lr85AQG8P/qritvOzLMUDbudYJbhqmYoFN980224kVC98cabcSPxfAvjZsH0jdJsW4BNVN8sQ0ndjPm8V5utvkhICUMVob9s1Sgu3HsSz3znaXznhZcUnB9/8lk889z38aWvPIUjxy9gx57jGBpdiojoRMyZ747bZt2hIHzHnFswa+5txPMM3H77HcTzTMy4bRZuu1WqbvP4uM+bbrrRmXm+6QbcPnMGPLy9eN8LRnRCBrJy6lFU1ofyuklUN61GZcsmlDRvQR6xJRW3Uyo3IZWITq/biszG7Yxtqq9zWuV6JJetRVLpGiTJlIjOaNiMgvZdKO3bh5rRw2hZdhydq6bQt+4MwXgei3bdgyX7HiA678eS3Yw9krV9AMv3EaF7H8YKVT1aKmwTt7yvSP/n8W0E8I77IQXDBK2CVcGy61jOgmrBrCBXa24tWWEJGdt4eBshLmNJ833pOywhSNaaQ48S705cc3+C4z0PqCGuJMut+kxL1lqagDNWHPoSlkuGW02/qOZXHH6Uyx/FSk5XMVYelsrczmbjqsAYwTy27UGMbn0QgxvuR9eqC2rM54bxKdSPnVDRImM+E9GNi6bQMHkCDYtOqPlGTtX84ik0LT6J5iWnVMjr+onj/Owp1A2fQmXvcRS1HySadyO1aisSyzYgKn81wnNWIjJvNaIL1yG2eL2K6MK1XCZZ5OUISV+KwNRFCBAwJ47DFDMMQ9QA9JFD0EUMqtAz/MMJ4eA++IdyWRiBHDgIbzvx6Rh2hn2Yr4fgTSD7cOoXQChLOIhThzPz7C/Lp/H8f+FX1lGZapla+PnPCF/5jElwzJApQ16rZbJNhq+R65m4DRO3ZeZ5cOprGub8MKdD8DHyPK4FX3OZN9e/Pm64vq+z1nxbQipnu0Jam5flgmYtBMs/FixPh/b6J8SzE8wMgbR6/emiYNcD+npIa4jW+ji7Avqzmmm7Ilrw/JdfvIC//vIFvP6rF6dDioA54x+//QH+SSirIJYl/vUHiR/jXy//hPFjvMnpW0Tz23/8Od597Rd470+/wrsEs8R7f/6Viv8QzO8Tzu+//lsF6Pde/w3h/Fu8TzR/QDB/+M+X8TGx/PG/JSSz/EcF5ctvvYYr7xDC7/6FaOZriXf+zGWM9/5KIL+uAh/+Hfjo77jKuPLR33D1w7/hiorXcfHjP+PDS6/gI4mLBPpHEi8T24z//B6X3v0tt/sbXPzXL/Hx336K9//8Q7ynxpx+Dv/+zVP496+exBs/eQx/fekRvPrMPfgDUf3bLx3Dz+7Zg5emNuDZfUvx1NZRPL6mF48sasF9w5W4s78QZ7uyFXSP1hG5tQk4RnSeqEvByekQNJ8n/i4QhOfqM3GU0NxbHUckJuOINOMmiI+3ZWCKcbI9E1Pt6WoYK6nEfbRZMrORhCZhzuXH+f6RllR+Ngn7awhwInh/ZQL2EbS7CdldpURxSTwBHUtASz/nJGwjQNeXRasq2quLpRBYFDZWxmGzjNksfZ8J8a11SdhQRTyXRmI115OpVOyWQmW7uXwfz+tgfQqPl4BvycIh6XMsGW2iXIUgtzZVwXU3z3VTbSJWE+srud/1BPe2eqnYnULIJ2MX8byHmJbssjTj3lPNz1Uk83y4jGA+QABLSDP1rUT4jop49VqqdO/mtTvOH/ATHfnqOKY6C4joIpVN3tOWM70fKWImlbxznGNAE88HiGg5vp38Lg51Fahm2xJTDK0C9wk+4BwXTA9XE88NODHehP391djWUYqdfMA6Mt6Ks6sHcPfGcZxbO6IqbJ9eO4SzG8YxtXoER5bL8FSDOL5mHMfXTuLI6kXYv2JUZZz3LB3BjsVDWDXQgomOaqwkgHcuG8bmsW4M1xWhJS8J7fnJmGgowerOWqyUoakYUmF7NR9il7WVYpx4XtxRiTWjnehqqEBYgIVo81YZSwthExgag6CwBETGpiOJD6pp2eVIL6hBAaFc1TyMmpYxlNcPorR2AGV1Qyio6EJafj1i0ooRkZiD8MQMhMYnI4CQthPIFsLZEhwHe2gCHOHTERZHOEfAxP1J4SpvfxlL2h9uXjLcFeE8jef5c+dgHh9g3GbNhD/RaiVMA93nIpQRSSDHec5Bkozj7DsPGYxsz9nIcbsDGURzqvsdSCCcoz1vR7jnDET5zkacjP1pdkeG1Uf14y2061BCQJcR02UmHxTqvdR40Om+C9UYx/F+BJv3fNgJceMCaUI+E95EtDcB70u4Gb0WwiLjPLsvgNmT8z7uMPm6Q+ftDj9PBs9HQGn0M8Hk74BZFwyLLgRmQxCB6YDJaJ8OB4wGGSJMstG66T7Rfs6+0ip84eXtTURznnD29TYQzc6m337SV30azVr4S/9joly2KYiVrHOAOQwBlkhCOhxWhtkcymMgoI08HlMQjIJ6fsZqsMBhMiOIiA7V6wllf8QY/Rj+iDTouMwPQX6+sPv6wMpjMhP3RoaBx2n047nyuzQR0GbCXcIiiCbgBdJqKsFzt/DYbHozHFw/wF+PYGI8xF+HMEa00YQo7jtS549Y7lOqekf5eiLG1wMxPguQwO8oSeeGJN/5ajitQos36gP80BaqR0+8HSO50VjOB/tNQx3YuXwZDm7Zi6lDd+H8+cdw1/1P4e6HnyGIn8cj3/ghHnnyZ3j4iZ+rEBS7AlqDs2ShtUy0IFrev++xnyo4n//i91Sm+ezDLxLM38Hxe5x9no/c+a3pituPY8/Jr2H3lDN28GF0Ox8Ct/GBcAsfGLfy4U/mZfnB09/A4TPfxJFz38LR80/jEOf3HHtMrbNh90NOQK87q7LQQ0uPKkBXt61DQc1iFSX1y1HRvBo17RvQ0L0Zjd1b0NC5ATWta1DRuJz/X5ejmKDOLRtHWl4/0dyN+HQJabbd78w+5xHXOZzmjyMxcxhxyb2Iju9EUGgt/78SsXZiOawY5pgSmJOLYMpiFBXDVklcNRBwCs2cdhCXUqCqqxLWznJY2om81hJYiV07IR3YTMQ1ViGUnwlvqENQdQ3spcRiHgGWXMaHy2kwOwSwRHtgNnzDs6CX5sP5hJtUo64n6og2B0EWQLAG8D5sE0zK8EyjEjJsk8CyBoEEtBPPTar/c/BYA0KGGxHUW4fAFgKbeHfkE8Mp1bDEVsAYVgoD0W4K5XmGchpWBGtMGaFZCmtWKRwl1fwMcV5HeDaXE4885j4ZKop4JBQNo2XEM49hnHCeJF4X1SJkUR3CxhmDRDPv38H15QiqkP7fRbAXFsIqcC4hzisJ50b5o0MtrD28JiMV6nxMI+Uw8NyMYxUwLyKeCXKTwHmijjivh32M01Hp183ryd+eEJ6jFEgLHOC+BmoQ3MNoq0YIwR9cU4MAnoMtl+ebVg1DfCX8IsrgG1oE78BceAdkqebqhsgi6GOkYBq/uwyiPrsIxjximdffUsfrTzxb2gpgbiuEqb0Epk6ed1cpTL0MYtksRcOGShHMiOgvQXxvIZI68hDP39Co4mhEZUYgJj4SQUEyyoMO7m4eKvN860134LabZ6oiYNIU+2bGTYT0jQT0F4jkL0j2WTLNN9ym8CxZ6Vtuvol4/gJuvuUGzJ4zA3qjJ+ISw1BRnafGep46dwhPffsbeP6l7ys4f/0b38bTz34fX/nas5g6dR+2bj+C0YlVSErNVq2g7pg7C3fMm4EZc29UgL5jJiF9x+0EtDQNdw6LJVi/6aabeDxfUHHjjV9Qzcbd3NxgtVoRGRWPjIwq5Oa3o7h8GKXVS/h/cBUKa9chr45oVjheS4itQzKxnFa3EZlcnlXLadUGZEm1bSksVsr3K9YjvX4rclt3oah3P6rHj6F9pWRUZYzn84TvvVh58CHC8hFiU/oDO2PFIb6eRqggWLApGVqtgrUUHRveejekYJigWJZpzaS1bLNabxrNrk2qVdaY70kVawGxVoBLpqqa9f8IrUCXVLlexuMULMu8LFPbOOAs6KUV85LPTMgQXHvuZdzD/TqLl0nFcWma3bvmbvSsvhddK+9G86LzaBw/g/rR06gdOYnqoROoGZlCHSFcO3pSzVcPn0DV0HEVFQNHUTl4TC2TqBw6hvL+IyjucTajL2w/jNymA0ir3oWE0i2Izl9HNK9GUPpyOFKI47TlKgJSlsGevATWpEWwxI3CEjMIa9ww7PEjcCSMwZHISBiFjcssMUMqbHEjfH9UrWOOHoIxfJj3vjH4OobgJQiexrKEwNnLSvwS1b6BRCrDh4D2svep9aRwmGsmWdDsaexV8ams8XTIuv6c+hPDnxV+DN/p8DH2qPAydMPL2E0I87WJ4CeKBc7+AmYi2M/I7XKZv3mE8zw+g6BZi2FCeYTHM/hf8T/7PGvZZa0AmGtzbFc8fxagXeH8s+98w2X+v9H8edlmrcm2K5w1PLvCWZt+Vib6Tz//Lv7MEERr8ddfvqjib7/+ngK0xBsEtKD538Tym6/89Fq89erPnHCexrJAWaaurwXOHxDOHzI++DvBLPEPopnx0Rsvq/j4n68QsK/iEvF8+U3JMhPOBPTVt/8MEMsCaBDMKv5DMH/wN2dMw9k1BNEapC9ffh2X8RdcuvoXXLz6Z1y+wrhMfF/idiUucrsfMz76E7f7R+7nZVx96w88hl8xfq7i0j9/iot/+yE+/NML+PDl5/Dh757Ff37+Dbz5vS/jH9++D3958jxeJqh/de9e/PD0Rnz3yDI8u2cMj23oxkNLGnAnHwDO9BTiVGceTrfn4mRzFk40puMkQXm6KROnCehjBN6h+iQcI5yn2rIIZukHzOUq+5yMEy1pzqGrmpJxtD4eB6uiCPMYrpOCo23S11j6CUumNgmHCPZDtZwSmvsJyz0MwebGklisL4nBhtI4RgxWF4VhZUEIVuaHcD5cjdO8gTjeTHzvaiQqCWjJNEsf6I3SjLtS+ipLhe8o7K1xQl+y3QcaZN8EKPG8l+chQ0/ta0jDrmkY76yTsaPTCfJUbOXyrZzfwdgp2OaProzbLM2wpc+09Gs+UEsUVyZjX2UK9nN+TxXPoUb6PHM92RZRroqK8drJa4ljMgQVMS2QPtqSjePE8F4Z6oo/7HvasrGd62zjdmQ/2hBWUol7D6+9wP5wd6EqGCZ9nk8zpA/0UT4cHJLxoHuKcWSwEmcWNxPPzTjAB5ftfKjY2l6K3X01ODrZjjOrBnBypXN4qvMbx3Bu4wSOrRzEwSV9OLhsAIdWDDNGcGDFOA6uGsehNROMxWps53UjHRhpKcdYSwXWc37DSBdG6ovQmBWL1pwEjBPSAufFDcVYxPllTaVY3lyKlXyQXcSH2MV8sF0/0YvhjgYkRIUSTTpCyqIKPQUERyM4PBExCdlIzShReM4ubkBJbQ/q2ifR1L0EDe2LUd08gcrGcUJ6hIDuRlpBPZJyKhilSMwpRnxWASKSpDBYuioMFhSViqDIZMI5HubASJgdYTAQVL6ElpefHu7e/ljo6Y357h6Yt3AB5s6ToZhmYvas27Fw9h3wmUfAEs82wjnQY54CdJQMV+U1B8k+85Hmu4BonoPMBTOR5iZ9ne9ALBEdSUCHeTKI50jdPMQaFyLJ5IU06ctLNOdZ/JFv9kMB8Zxr8EaGzgspfu5IIIJjGKHSZNiLOOY+/d3mws99PuG8AP58z+znRUR6w+7tCasv5/0JSp0PEekJA5cb/f1hFEga7LAYg2E1hcNmjICVkLWYg4jWABUWc6BCtIBXMsnOjPJ0+PqrEEALnr29JPPszDg7kWxS2V6ZymstVObZ4MSr4DnIQjxbIxSebZYI4jmM33kojDwuvd7B87GozLXg16I3wi6ZZX8/hOt8EaH3Yfhy3g/BPMcAwlnGhDZ4usPoxfP0cQ5TJZkjf85L6Alivc7EB2KLQryEDJVl0ElwmUCd8LfxHO08v0A/bpsRSTTHEu8xRiNiDHokmo38vjjl/uN5veN93ZBMPKf6uyGF33k6EV3M77PO7o2WYH90xVoxlB2BZXU52DTQih1Llyg8nzh0N86fexx33fct3P3QM7j/q9/Bw0/+AF/8xs8J6F+o0PCsZZ615tvSrFvrE60h+s5Hf6DQLFlmiVMPPI+p+55T4zsfvYvwVdW2n1Bg3nn8K9h25EvYygfa3ceIaJfYe+Jx7Jv6uopjF57Bibu+jam7n8PJe76jpofPPqXW2bzvi1i7436s3HI3lm28gEVrz2BwyRF0juxBS/92Fa0DO9A1uldlpvsXHVLTocWH0Te+H+18r7lnG+o7NqOyaS0f4Jcjs3AUydmDxHMf4tJ6ieUBvh4iokdU/2cZuipFhq9KH0BUbAvsQYShg4gksuwJFWrYKasUuioqvYZnR1sNHJ21COgizroJ4m7ir4ug7SyBjfdAO5EZ0F6BICI7pLkaoU01jHoEEHOSzbUUVMKcWgpjDPEcWgBdYAH0DH+CTvBsSM5VfW91JTkw1ORxe0UI7CtBIO+/gcMVsAucZbgmglMqTxsGiTkppEVES/VrabYthcMCiMqA/lo4uojgZi6v4TEU8b0MAjSpBpboShhDSmAMJhaDCUOiUoZ0shH2loxi2HmcjnLp112p8GzgeZn6ZVxlvhboErjWiSoEEM1qnGf+rgcL4InboF5imvfvgBrCuUzwLNsjmgu4HwLayGWmWh4zkWuVoar6y2Hlech5GdX58PU43xuXgmS1sI8T/oSzdYjL+LtjG6giWHn9eY4OwtnRx+PorUYQvwu57irzXF2NwBKul8P1U6thjquCnt+rX0gh4SzVtjMh1c31YfnwD8+DfxTBnFwIs1RSzyuAqZRwllYEbaVwdPC7ZZj4+2bslD7Q0oybcO7jv42BEtgHihHQV4gwPtPEdOUjkb+zCfxtjuEzRUxWpBPPwTJUog4evP8LngXOM2Q4qBtvV6Eqad94G26UcZUl8yzNuKWPswxRNY3nm6X/8zSe75h5M3z8pOJ2EErKszAy0YVjp/fiG3yufv6l7+HJp57DE4xvEc9fe/w5nD77IHbuOo7FSzcgk79fXr46zJo/m3i+DTPm3IjbJfssmeiZM6fxzH3f4oTzjTdKwTBptu0EtCyXehVGowGhoVFITi5BRlYTCop6UVQ+zt/LJcipWImMyrVIKV2NxJI1Cs+p1dx34xbkNm5FHqf5DduQX7cVWVWbkVohzbc3IL1uC7JbdqCk7yDqFk2he61A9l5C8l4i90GsJpzXHPsyVh99FKt4z5EM7fJDD2OZgJQgFgQ7q1rLGMl3E8J3YmDjnejfcB49a0+rgl2CYq1QmGR2JZwVre9VaBY8C6IFzqpZNd8X9Ap+pVL16mNSWVuqbT/6KfxqIa+1ZRq2FZanwT2+S7LV90xnq51ZbemH7OybLE3TGdvOYnCzsxq4DE/VvfoC2pedJ5rPokGh+SzqRs6gdvg0qgamUN57DKU9R1DiEtK/vKDjwHRT+b3T033Ibd2LrKZdSK/fjpSaLUiq3Ewwb0J0wXqEZa8kkhcTyBOwEsJmotcYK9Px6RiFgSDWRQ3AGD1AEA8iMGkUQSljCOJnwjIWIyZ3JWLzViE6Z4WKmFyJlZxfhrD0JXDETcIQSjwHDMHT2kcs98HbTuw6iE9OvWzymhBWGecBNa+WWf8bx67xWc2zFahV9rjnM0Ow7CtZ5+nwNvV8Osz87HQzbD+Gar7N7UkzbT+LZJ4lqyyI14KvzUPwtgzByzwML5lOxw2u2eTrx2iWpteugNbmZbng2DU0JEu4Lvv5899Uob3nml2+Hs7XY9kVzK5w1jLPGpY1SLsiWgP0az97Hn+aDkG0K6QF0CoTPY1oAbRkn10B7YpngbKG5/+C899+h49dsHx9CJ5d5wXSrpiW5trXAE08q4zz/8Azd4arHxPQlwjoK6/j0nRcvvRX4vmvXP5XXGXgIrdzSYLbusj4mMs+4uuPXmO8ytcMmX7wB+73t8C7vwHe/CWu/uOnuPL6D3D5Ty/h4qvP44PfPI13fvZ1vP3Dr+DNFx7GG8/ci9e+fhq/eeggfnRhG146KcXJluHxzUP48tpePLS0BfeM1uBcbxmmOvJxoj2HkY1jLek4SogeJV6lCrfCM5Eq/aNlfOjjtQk4WhWLI0Tsidp4YjrFCecWGSdZ+kE74whRe5Cxvy5ZZWd3EMHSl3lNqRTtisZamRLMqwtCsbowjKiOxKaKWOcY0NUJ2CtVq2W4Kh6LVPKWsZ1lDOddxPkuIno/gX6A2N9FaO/gZ3bzM/uJYxlmSsZulvGadxGsWyoSCO5E7OC8gFkywQc68xVsZagogbOM2SyFxaSftGD5UF0mDlSnqThS72yyLXCW2EuQyx8CtMyzZJwFzie7CnGQCBY8q4w0kb6dIfs5QEjvacriNUhRTcgPt04PYcWphueDPKbjfGATQJ9kOPFcioOE897OAhzsK8OpySacXdqBoyON2NVTiW18eNzZU4U9A7XYO1SPI4s61fBU5zaM4cz6MRxe1oe9k104QEAfXunE86FVEziylmhePYG9y8ewm7F1yQA2TnRjw1gX1gy1YaypHJ0lGWjNT0J7QQrG64uxvLUCI5U5GODysapcTNblYykfdMaaizDWWoo1owR3ZxMSo8Lg40UIGUyw2oNhJ2wFz/HJecjMrUBmXhUKyiXrPIKW3mXoGFiDtr7VaOpajvr2JahpmURp7SDyytqRVdyIzOI6Ro2KpOxSPpTzgSklH1FJOYiIz0RwVDJsITEwOUKhNweo8YY9CGd3wlDDswxXNZcPH7Nnz8asmbdj7sw74D5nJnwJaMPCObAtnI1ARqgbQew5GzHec5FAQCcTz6lcnizFwtxmqaGrwj1nIcRrNkJ8CG7/hQjXuyOa2Eow+amK0hkWPXJsRhTYjci1yvBMOlUYK5EIjiYaw/y9EODjSeR5wuTlASOhbPDzhknGGSYmpSK03Zfh7wuHwR92hlkATXgapOI1oWgyEslEqoV4thgjiWcBbIgCtITVEkxEBxKbVpU5lqyy4PhaTAPajw902jLJOGtQFjj/X3gOMIfCQUDbGLJ/Dc8GQzD8dXbVrNzPW0/062Emgm2ErPxhINjXE6ESOm+VdQ5hBOr9YeF7MlyUr7s7fD2kX7e3Cm9PH059nYj2M0wfm7N5ugo/vmZIH2kTz8PC797m40eQ+yLIV8OzUTUZj5d+1xYj0i0Gfie+SNJ5IdnPHWnEcwbxnO69AFl+bigRPNu80BzsQzybMZgVjmU1WdjY14TtiydxYNNunNh/Jy6ceQx33/MU7n6AeH70eTz89R/g4SecmWeBs2u2WYAsYHYtICbFxbSQTLMGZsk4a1lnwbOEa+Z514mvYjsfZgXQe048hv1TTzizzISxlmWWEDBrcepebtsFz9sOfhkb9zysAC0ZaAG0ZKClGffwsmMqEy3zk2tOYykfhCUWrz2rYmz5CfSNHUDn4F7+392Fho4tqG7ewIf4pcgoGFNojknpVoCWwmGC56SsYSSkDyJZAJ0xROC0wRFSBWNAMaxhpbDGMFIY/D9udcFzQLvAuU4NAxXYQ7z1VBPQxCxB5eiqIKgrEUiwBrUTz63EM+EawgioJfIqCMVC4jODSIwrgSG8yJn91ZptRxLMvJdI1Wd9US5M1fkwNeXBwnu6nffdgIEyOAhMuyB6TIZvcvYJVv2CuVwy0AETPC5p3jxCdAqeO6/DcybxnMjPEpL+AQXwsxPttmzO58IcQeQm8nwziMV87ot4ttcSny3O5sqmfh47fwvMknEmnm3EcyDhLE2oQ5dJ1ruZeK7ndSFmm3ktasoQWEb0FxOghURmQQnMRURoKYFcVQVzPTFM7Dp4/Rx9PC/iXMI6WKH6PkuWWfp2y9Q+XAPrQCUsfN/G47DJEFYSA3zdx/X7iGXuV5ptBxHPQRX8Hgq5vUxuN7mS3yeveVgJ/AML+bCewQfbNPg6sqELziOic+Abng1DQj7MGcRzNq97SQGstbweLWWwtRXDwjC1l8PQXgZjhwC6DOZuXisZ77mnCPaOPATzdzeav6OJLTlI5O93XFkC4nJiEJsQheCQAGJTDy/eS2SsZw3PkoFWcGaoitrEs7PP8824la9vmUa1E9A3EbNfwE0334DbZtwId885CI2woaAkHf3DrThwbAce57P5d7/3PTz17PMK0E9/m5D+5ou4656vYM++U1i6fBPyiyrgZzArPN8+R/B8M26fe4v6Y+6smbM+hWcNzTffLKD/ZF5GSNDJHyADwxAXm4fUtBrkFnShsGwMhTJcVdVqZFWvR3rFOqSUr0cKYSxjO+cSxkXSLLtjN0rb9qCEiMut24a0KhnSagPSaqVf7XaU9B9SeJbxhEel0Jc00d4rw1I9gJWSaWYsP/iwasK9aI/zfcGuNgRU7zpnCJh71sj0zLW+01r2WTLOknmW/sbO5tEPXWu2LZDWKl5LRlvwLFiWIZ7Wn/w61k09ruZluQZlyU4LjGUqoQFZljmzys5lTiifvxb9m859KqQw2tCWs9OVuXk+vAadK86jafI0aoanUNF3FKXdBHLXYRR3Esht+5HbvEeB2DXSeF2Tqjbx3+E6xJauVVMtYkrWILJwJSIKViA0ZykC051gNsePEMcD0Mf0qTDGDcCSMAxb8igC0sYRlDGJoPQJrj+hpuFZk4TyMsTmL0cMp0ncbg73W9i8G/mNO5HXsEOFLEuv3IjE4jWIyFgBe8xiAloKhBHPhLErmGXqGtr7CtnSzNolwyxg1sK1ObcGZwnVpFtllqebY18/JZA/K5x4JrAF1hYimuFtkQw3g1NfYt7bwu3ztRe345z2wZPLnDEwHc7XN7hiWYOxa/wvPGvZZFc4C5Rdl2l4/iQ+u2+zhAbm6+H8O2LZdV5rsv3/Fc8aoDU8a/Maov/+GxmWypmJds1Ca4CWitqfBeeP/i59ml9W8THDFc2uYL7+9acz0c5m29Jk+xNEO5tua1loaa59DdEKz/8glv/OEDQT0Vpc/huuEMpXL3O9y/8ArjCuvsH457Xp1atE+FVu78p0XOZ+iG5c/DOufPgqrn7wMvA+4z+/55Tx7m9xVUP1X3+Iy6+9pLLU7/3qKbz548fwr+89itefewCvPXkef/jKFH5+3168dGojntq3BI9u6seDK4hpPiCc7inEYcL1MOF6QobG6szFWcL6TEsGzsgyIvZYZTxOVMXhZE0CjhGwguaDxLMg+oj0iWYcbpJssBTtSiQYpYBYAjYT3NJveU15FNYy1hHPawlnmW6WatwynBVju0CYxyDjNh9ozsQ+oleKkR2QZQT9nup453brEohYaUJNTAvaub5kndXYzAzJOG8qiyPa47hvrisAJmZlGKkDfECS/sbSbHq3NJ2uEpQnKzhPtRCyTbk4SjgfbczG0eZsyPjPkm0WHEuxMsk+C5alqfZhGbOb2zvamsNzJ9ybMrGNuN4iVcgJeSkKJtW4pcn2Puk3zRA4y1BXMnTVfn7ucHeRwrM0277WZJuvj/SXYR+Pd193MY7xwebMkg4cG2vC3v4a7CeYD402Y+9gHbZ2lePQRDumVjjxLM22Bc/7FnWrPs+C54PLhnF49STxvAi7lgxiXX8bVva0YPNkL3auGMaeVWPYMtmHRW3V6CnPQnthClpyEzFUmYvx2gL0FaehrygN49V5WNJYhNG6PPRVZWGgoRBL+pox0FKHhMgQgsdTZQkttmDYAiIQHEE8pxUgq5A/+JJ1ru7hw/Y4WnqW8wF8DQG9lvOr+BC+HLWti1HVNK6acRdUdiGvoo3RwmhCKuGdmFnmBDQxHpWQg9CYVNXf2RIYcQ3PknV2I7gkpPL3Ag9PzHNzw5x589Rf+2fNnIF5d9wGt5m3wWfuHTDMvwPm+TNhl+rXBHIYH5KiPOcTzAT0gnlIZMS6z0OkZKg95yHIaz6C/BYiWO+BEIM3wgixGIs/EmwmJNktSA+wIivQhowAC9IcXEZEx5pkzGMdgohiq7cXzAyTZFt9CGNCT3Bs48ORw98JTZvOn3jWTePZDyZ/nSrEZZKm0yZBcigslghOiWdOBbEWUwghG6rCiWcbUWxmmAhkg2qirZppT2PZFczaa3nv+nUkBK2S9ZVm2zZzIBymYNjNzv1ZTJ/A2WAI4kOeE8++3jroiV45PwvP0+7jpYaCCvLz4HXwRICfF2x8bfbyhMHDDd4L58F9wXwskCG05s9XTe3d+f1Jf20/bsfPR6eOVdAsTdK10PH8PgvPwYxIXu9YXvdYgx8SGGkW+QOHAekGX2TovZHOY8ny90A2EZ1JPOf4EM9GT9TZiecgH3TGGDGUFYql1RnY2NOAHZNj2L9uG47vOoPzU1/Bnee/gbvufhr3Pfw8HvrK93E/kSxQ1rLMGphd0azB2XW8Z+nffPI6PEtzbYGzLNOy0ILoA2efxJ6Tj6ks9P6TT+DAqScVirVMswbmsw+8iDP3v3ANzgJqWX/nka8oPG/a+wjWTfd/1rLP46tOqalAWqaSmZZ1tCz18vV3YWLFaQxOHkXPyEH+392Dpq7tqGnZjKKqlcgqmlQZ5tiUPsSl9iM5awSpOWPE8wjvAQOIl+VJPQiLbILFUQa9vRA6GdYolICNy1d9kM15xGQ5gUfsBbYRop1OPAcRzzI8kq27gnguJXAJxR4p7lWJYKI1uL0aIbx3BbfyM42ErGSfSwnGnAqYk8thji6FJZzbDifEwomz6EJYUothziXgigpgruK0LhfGphxYuwi5PkKO918LEW2WLC1D4CzZZxnGySHVthdLBrhBNWsOHCSYu2sQ2ML9V9cTsEQokWONr4SBkPSx5fKBL5ORAV97NnFZCHtSGcHJc8kjeHnOAXLO0kydMJVsr2OMmB0neCeI8slaBBPO4UsbELasGaFLieexRnVdAlv4fh0hW0HIlhDThKyjkOgu4LEWl8NUTvhWV8PWWIkAojRQ/uigMsiMfn5WhuEaqlY4tg5WXYOzlRHA5fbRGhhHKlSfaDOvh136gwvaOwj6Bm6rvAwBBfzOMqQVAa9ZFK9TaBH8bXnw0KfCQ5fKh+IM+DtyVJN5//BcmOL5XacVQ59VAEMBAV1eCBN/Zwz1/LfQWAhjG7chQ1e1lsAoTbg7iOpOwrm9AI7mXIQ05iCav89JDYzqdMSXJCIhOw5x8VEIDQ7kvdEIby/ncFUC59sZM6T5tmSfJct8w60qbv3CLdOhZZ4/G88L3WYiOMyCvKJUNVzVrgMb8ZUnHsF3v/8inn3+JXzz6edVwbBvPfMDPPjwk9h34CyWEM9FpbX8bbJh5lwifvatCs53zLv1c/EsIfMaoGVehhn042+EwxGM6OhMJKdWIq+wEyVV4yirX4HSpg2Q4aqyazYjo3oz0jnNkkxz2y6iby8quvehvH0vSomsa3iuWI9UWa9pG4r7DqJm/Bg6V58lJO8iaGXIKk638b6w+15i2RkydJWMiTwifZK33EkwE8trTykoC5771ku17jsxJMXDuB0t6ywolkrbUjBs/YnHVchrAbWgWdbRinlpeNYALdlnyUILml1BLPDt3UC0M/o2nr02FSBLdtk1y6yF1pda3lPY3nmvAryM6TzAe6BU0+5bdw/al51D7ahkmI+gsH2/Gg4qtVqGgJJq5puQVLERcQLkkrWIJVBjilYjIm85gjMXwZE6piIgfdyJXgGwSwSmT/L9cdhTxhSSrUkjDAHzCD8zhtDsRYgsWIqE8lX8ftYjo34DshqlgvpGZNRuQk7jNmTLWN31m5HfsgMVvQfRwGNtHDuJuuHjqB44grLuAwT+dqRVb0BC0XpEZaxBYPxSmMJH4B9E+Ab2wzegn1Pi1yExnXG2DnwSAlWB8HV4Vv2aP6OImIZnbX1fs7zHdT41lfU+KySDLBDu5n4ZVkKa4WXVXnfz/tkLT1sPPPj6k+iBp7UXHp8RN1yfcdaArCFZin5p8zKV12q5S1wPaVc4/+K7T10L5+v/RrNrUbDr8fw7YlnCdf76YmHavOsyCWm2/b8yz9prbZmWhXbNRLs25xZEu0Jay0a7Zp4/lCbbnJep1mxbQH1RsMy4JGBmXCaarxDNV6ebbksT7ktvvaZCQ/QVIvrye3/BFcZlQvrK+8T0B69/CtFXLzoBfYVIdsYbuHqFQL5CIF96g+85l13hsitcdoWQvsT1Ll1l4A1clCmXXSS0L14hxAnvy5xeIaivXOG+LkkW+8+4fJG4/+g1wvo1YvoV4v4PuPL2b3kuv8RFgvriX3+Ej//0PXz8yvN4/7ffwts/fQz/ePFhvPLUefzyy8fwk3t34cWptfjGjlE8tLIVd/PB4AIfEM71l+BURy5OELFTxPMRgvkwIXpK+k0TtMckw9wo4yJL3+NUQtOJZ8lcH5Jm1fWJ2M/pbk63VMVgfXkE1lUQz6URWJMXgrWMdQWh2FQSia3lMSq2V8QR3ClEplTWFjCnX5s/QsQfbeVxMA42OQuU7SKm99QnY18DYS3NtonofVxvF+e3SKXtslgVW6UJOeF6UJpYE7J7iec9gueaFGwrjceO4jjsr5JsOxFMOEvmeT9jH9+X8ax3VSVgL0HsbMKdqgqXSZNt6Qd9oEH6S6fjWFuOChn7WsaT3inrEOxSWVuKhB1oylJDXUnmeaqHQO4twbGeYlWdW7LOgmcpHibglszzUQL6INcRPB8e5PvjzTg62ojDo004NtmGE4s7cXi8BXsI6cOLOnFsWS9Orx3GmXWjqtn2oaX9OLJiCIcYe5f0Y//yURxaPYGtEz1Y0dWIpR0NWEYULOmux/LeRlU8bHV/C4ZqC9GQFYvuknSM1RVipCoXXfnJ6ClIwWhlDsZqctFfkYneqmz01eZjqKUKLZVFiA0PJvL0xJQNdoI2KCweYdGpSEgvRE5xHQorWlFW24fKxhFieRHRvAKtvav4AL4CdW1LGYsJ6EXE9RjK64dQXNNLRHciv7JN4Tk+vURlniPisxEek6mqbAcS5/agaJiIdV+9Fe5eOrh5+k3j2duZgfbwwJwFCzFrzmzMnElAE89zbr8VHnPugP+CWdDPnw3zwtmwSzNuz7kKyTHuC5Gw0B1xbu6I8nBHmJcbgr09VObYofNCgMEHAUZ/BJl1CCPIou1WxAUGICHAgcQAG8OKeIcF0VaTKl4l/XBtPt4wekoTZS/oPX2h4zHqCT49YWjxM8CuNxDOek71cHDebiQIdQYC2gizwUoUO1Rm2WqNgNkayYhSU6uZkCZgr+HZGKSKiQmefX3MBLEBXp4ylJVzTGjBsQZnyeg6C4dJlW4ZK9pXTX2ml8nUz1dPFJucRcOMdlj10s9YmocH8fuWptqC5gD4+9sZ3J8XEc7t+PHa6729YSKQLV7Oaxfg4w6790KieSF07vPUWMte8+fAc8FcLJw3F3NlTGoZi5qQXihjTksm2ttXHaMT89f1yWbofAwwEetScExrth3iRzzrvBFHNMfrfVVT7TSTPzLNDH53WcRzphQIY+T4uqnK6rleC1Cqc0e11R0NgZ5oi/ZHf3ogllSkYH1HNbaODGLv8o04uvUEzhz6IgH9BM6f+ybuuvc53Pvwi6ri9vVIdn0t4zxrmHYd81n6Okv2WWu27dp0W6YSGqilGfdBol0QLRln6cssGWcNz4Ll0/d9F+cefEnhWeB8/M5nFbD38OFV+kg7i4xJ5vk+ovguhWdnhvmcCukLLVNBswyFtXnfI2p+9eb7sHTtnRhdehIDE0fRObgfjZ07+P9ZMs8rkFW4SIFZxnhWzbSzx1TV7RQCOjFjEPHTfZ6Dw+phtJaoits+lmzVJ9Y3Mht+iYRTJhElYzhXE2jNRDBBHMBrL5lnwbOdYLb1lsNKPNt7yuAgpgO7iMZOCeK5owaBrXUIaOBnK7l+ASGaXgl7PEEZzYgiCiNLYY0tIW5LiedihWdTBfdbR8Q158PeScz2lsHKMPI+reM9WsffQoGzIFqyzqpomCBWppNNCB5u5DFKn2ceZ3Ud7KrPcxUscRXQhzrx7M1z9bFmwY+IlPGQnXguJvCL4SgtQyDxHNwh58nzHeY++DscMMnzmW6uHbq0HhHEc+iSJgRNyD6biOB6BLZxv3XEPM83oIQh55xXAXMe0c+psbASxpJKAprXrLkcQe28Zt1EuSCd+7IP1MIyUA1jH6FNQJuIY5lKk23p82xfxO+Lx2Eg5E2jlc5q3QPEfRePs5mIriayi5yZZyvPyRxVAn1wIfytOfDWp8HTLwVenPpaMvngnanG2DbGEchJBdCl5cM/Ow+GonwYKjjP3xp//qbom3ndmxiNRdA3FcHEsDYVwtFUgOD6XITXZiO2RuCcjeTyNCIhCQmZTjxHhEhRQxN8vX0wb/a8aTzPxu03z3TB8y24jXieQTjfTizfRjTfeg3Ozqbbglcp2nXbjJswb/4dcAQZkZWXiGZev807V+KLX7sfL3z/JdXvWbLPTz3zIr79nZ/gS19+GoeOXMDylVtRUd0Miz0IM3lvu22W4PlW1Xz785ptS9x6661qKplnmc6aNQs+vj6w2QIVnlNSq5Bf3I3y2klUNK5CecsmFLdsJ4y3IJMgTq/ZpIqE5XBZQdtOFDNKWnahqGEHgb0VqeXrkVi+DinVm5DZuBUFxHXF8CG0LJtS2dcRQnOUcB7Zck4hWtAsMSaglhB8SnGvrYQoQ6AsIc23pTr1ot0PEcPO4ack0yxQFjBvPPkENp168hqeJROtVdsWxEoGeon0o94v1bW1fsn3K/BqWO5edwqda6bQvuq4io7VJ9C19uR/4VlwLAXF5POyHQltm1pzb9UMnPuXsa0HNtxJON+FrpV3oXHiJEq6DhCquxSaY4vXIjJ/BcJzlyEsZymBu2Qawk4cy1TALAAWCFsSh66BWJbL+wLrkKzFahtRBSsJ7jXE9xrEE+EJZWuI5dWqAroMIZbTvBmFndtQ3r8bVcP7UTNyAFWDB1DZL3EQFX37ieb9qB48pMaJbl96Dp0rLnB6Fs2Tp1A7fATFnbuQWU/sS/Y7Zx1CU5bDFjMGY/gg9CHEbUCfwrMueHga0USsjYhVMUS8Cmg/P/OsLbs+vFU4m1K7hs90OKHsDHntOx3yOXci2YNA9lJBLBPQzugm7p2vP43nLkKZUwGz5dNxgwZjLQTHWsjwUhJSKVtey1RVzZbl00i+HssS18P5ly98y2X+v9Hs2lz785ptu8JZyzxrSHYFs4ZmrWDYZ/V5lpBss+u8FgJoLQTRWjbatUm3a0Zay0ZriHZtxi0ZaQG1ZKQvC5oF0JyXqby+QkBflZDM83QIolVoGeh3/4rL7/4ZF98jYAXSgmgXQF/9kOD9iED+mFBmXLlIIEtc/ifh/E9CmXHlX4Txv/Ax8fwRMf3Bxb/jQ4L7I4L6Q0Jaln1MYF/k+xev/ouo/reayuuP+f6Hl/7Gdf7O7XC7XC4Qv0xsX7r4V1z6mMf14R8J6ledqP7P73FF+lH/nZj+y0t4/4/P473fP413f/F1/Pt7j+AvT13Abx89gh/fsxPPHVuFx7YO4f7lLbhzvBbnCbvjbdk4RDgeIxSPSjPpWqm8nYzD0sSbuHYuJ6Trk3C4Lkk13z4sGejGJGyrjsb6slCsKwnD2uJQrMkNwlrGBuJ5C/G8XeAsgC6NIlbjFIz3SbNv7kOm+wnqg0T0IclqS3a7JRUHmwlcyUZLc+66RDWGtGSppcn3HmJbCoJtrIhXfa03lxPIhLBkfg/JmM6E7D4Zqqo2TfVzVgXCiOejDdkqDtbwvepUZ8VwHp+May1Z+UPctnYs0lxclstrmZf+18fbCXNeI1UoTJqGt2Rhp1TprpPhwLJU1lmGuTrBhzKpyH2irxQnVHXt6abahPP+jjwclKGvZEgrvr+fgD7IdY+ONODkojacWtql8CyZ50PjrTi2qF1lng9MtOHwki4cXzmAoysGcHBpn8o8H1k1in1LBxSepdn2nmVD2DTWgy2TA6pg2GhLBXqq8tBfU6CabQ9W56OtIBlDXDZWV4SBskx05CaqzLM02x6uzMJIfR5Gm4uJ5wK0VuShMCMBQTYzQWVCQGAIwqISEBmXgciELCSkFSG3uB6lNZ0oJZ7L6mSojRHUty1CY8fS6SbbE6rvc23rJEP6QI+gpKYfeWUdyC5pRUZBHZKzK4jnQoTHZSM0OkPhWZpuB4TGweIIg6/BBnfCUOGZeBM8z2fMdffErAULcAdRdgcfRATQM2feDnei2cdtLnQL58HoMY/AWwC7zwIE+SxEBMEX4+GDKE8fhHv5IMTHB0FEmWSH7Tp/2PT+sBK3VqMBAVYzQh0ORAaFICowEFGcjwkIQBQhHWqzIpDXRFBs9vWDyUdCMrJ6mAg/k5+Jy2V4JwtsRimyxXWNRjhMvI4mM2wyTBTxbPQnXvVW1WxbinMZiGW9UbK+4ar/s9koaHZmoE2SAfaTDLCF6DQRwwZ4uOvg6eHs5yx4llBFw1QRMS5Xlbinq3Ffm3e+lmbe/v4y3rP0ubYR9HaYCWijwQED0azTORSc/fys3JZR7cfTzRs+vO5+Hu7Quy9U1cMtHgvUNZYwEc96zwXw5zJvt3n8LuZgoRqLeiEWLGRIkTc3d7hxG95SLVzBX6sO/kn4MqQCuZHf+fWZ5xhBM8GcaPRDMhGdLnA2+6mssxPP7sjydUe2D/HsMRc5HvNVdfQy0wJU2ReiMdwb3clWTJTEY01zKTb392D3orU4suEITu99AGeOfBVnp57EhQvP4q77CVYiVzLJklXWmmRrcBYwS0ZaioRJaM25VQGxr/4Yd37p+9PDUjkLhrkCWstIa9nowxeeUv2gBcSCZwkt+yxZZ8GzTAXTknGW9yTrvIsPrFIwbBMfGDfslozyvVjFh9+VW+7Eaj4Mr+MD7Co+OC/beA4rNl8gmh9WfaklWy2Z6o07H8GqTfdh0aqzGJw8QTwf4P/VrSiuXoWc4qXIyJ9U/ZuTs0aRmjNBOE8yJpBeMIGU3GEkZQwgIaUHIeENMJiL+P+VmDQzpKBURC784vMUpox5xbCUEZb1xF0LkddOoHUThb0EcW+lajps7uY6KgjhLqJQhpcSRHfVILCDmGwmoGuI52LiO4ufT6pCcDy3EV0JS2SJaipuSymFJYt4znf2uzVWEs8NxLP0pe7lvvu4LqFuIir1vA/reH+WStVScTuUv4thK1oJWiJ2Yjrz3MN9S+a5RgqG1ar+v6aYMvgG5vPhkJAknqXZ9id45v7Tpe9vPiyFxQioq0BwJ49Rxpge5DGPVamxlm1jxOl4JYJU8HpI5W/pZ819BvY2EMPcdz33XcHzLeRncitg5b3SmFkKQ1YZ9Nk8fkLaUMrjr+O589+yjQC0dvD8uhhEtLmfxzpIQMvQWESzvp/XWIA8Wg/bkkaYVvA7W1oH46IaWGSoLO7fxs8FthH5jXUI4r4dhLo1hfjmtdWFEMb2XOhMmfDyJ54ZPgS0jykduqA8mKKKYIgllhP5ncuQXYW8DhX8Lqq4vLYYhvpS6OuJ8FrCuaYQVoajthDBhHUEf4OiK7IJjmyklmUhtTgVyfmJSM6IR2JcFKKCgxBoMUPH+9f8WfNwx62E8zSeZxDPtyo834wZBPQdEl8goglmGSbq5ps+GcbKiecbcettBOycGbA6dEjPilXDVa3ZvAgPPnoXXvzhSwT0D/CtbxPPz76I7774M3z1sW/j8LG7sG7DLjS2dKuhGmfNW4BbZ3I/c4jnuTP4+yPVtm/HjBkzFJa1bLMG6BtuuEGFAFqQ7e3tDas1ADExmUhNr0RBSSfxPE48r0RxwzrkN2wijDcivXIDkghjGfIotUaab3N53Ua+vxV5tVtUc16ptp3ASKneqPCc17kHJfy/3LDoOHrXncXodumDfDcmCOXJXfeorLM01168934s3f8AUeyEsbNgmOBXhomSIaEewJI9Ml6zFAb7olpHss5qaCjeQ9byXiKhNd3W+k1L023p+yzNwIekH7RLtlhCQNyz/rRCsyucBc2q6TXXkWyyYFlDswBZ+j5r2WsJmZcstmS1Bc4Kz3sewsjWe9C79jw6VpxFy+LTKO87yOsmaJaM8gqid4kCsDSltqeMKhybEz4fyFoIsgXbEXnLEV20Wm0vmddf/WGjaScK2veiuGsvSrplTO7d3O8eVA8fQN34QTQuOoTmJYfRslT+qMHp4qNoGj+G+tGjqBs5goaxY2iaOE4sT6Fj2Rl0r+TxLzuL1sUn0cj1ynp2cx+bVZX1RBkHWsZ9TiX6EyZhj52ENWocxrAR4nkI/kGErfR5ni4k5usYhY9t+FNw/hSQufyzs9JEMace5oH/Cq2f8qfgbB5SfZkl5HNu1j642foJ6AF4MjysnFfRBy97P/FMQEu22axFF7y4zJvr+gjoGQr9jBs0EH8KxtMh4zJf/1ri59MQdg0Bshauy3714tPXxafBfH2m+frQ3nNF82dlmF3BLKGN6+yaXb4+w+yKZNfX1y93bc4tgNYg7ZqRvj4brTXr1gCtwVnD9PWIliy0hAZoacYtGWkB9OV3/oSLb7+Gi5xeIqQvCaT/w+XvE9bvS9XtfxDRhPM0nq9e+heuXv43kftvXJbAmwTxmwTxv/GxhII0cXzp37gkwXUvcr1LV7je1beuxUUwrr6JjxgfyzK8w2Xv4EMu/5Db+4jb+ujqGypzLRltaQqumn9/TEx/8DKu/ud3xP+vgbd/iav/+jEu//UFXPrjc3j/d9/CWz97DK+/8CBe+eZZ/PKRw/jehW14+sgqfHFjP+5a0oSpwUrsb83GXmJRmngfJhQP1RHNBOJxolKy1CclW01sHuF7+2tlOKh4bKskRKWydkkE1ueHYF1esMKzgFngLGiWfswyFTQLSgXOAlRnJGB7ZTR2VMVgnwyX1SZNoLNU5nkLty19pqWP9G7Bc2MGdjakY3N1EtYTwJsrErCzWjLUGc4xmltycLRV+izn40RbAY4zTnD+aCNhTUwfIJ7316byuJzHpB2P4FngrIFZjkuOUcKJe4FyIrbwtWSepen27iZOCWjZrxQMk6kUDTvRW4rjkn2Wptp8MJMhqqS5tuBZ+ksfUdnnChzqL8dBxuGhWkxNtuLsil6cJKD38eFpz0Adji3uwL7RFmzhQ9e2/lrsI6T3L+pSfZ73LepR1bb3LRngg/8g9i0fwc7FA9ixZAiHNy7HDkJ67Ug7IVyOFuK4KS8ZncXp6CGYB6XJdn0xsZxDPCcoPC9pkD7QZVjaVo7FfFgdbatEU1kukqJCYNT5wkgoBgaHIzwmCdFJWYhJzkV8WiEyC6pRWNGmssnSLLuktp/TfpQ3DKGiYRildQNquaC5qmlUzRdW9iC3tAMZhS1Iz6tHCh+CY1OKEBGfi7DoTARFpCAgLHEazxHwNzn4kGaGJ5Hl7uWHhcTvQuJ3Pqdz3DwI6IWYTaDNmz8P8xkeboQb8abzdIPR2x0WHw9YfT0JaE+EEI0RBFuYlz/nCTKizEb0WqQJtZ9OFbEy6olfAa/FDoctEIGOYIQEBiM0IJCYDlARaLPDLtWi/Y0w+PKzRLPB18CphIl4NquwGqxEM4NAtXObAfJHCAmDEVZ/WZefU82nbURsIHTSv9joRLRqxi3T6eyzZJ4NBK1knr0kC+xtIGj94e7mQ0QTxKoCt7/CsXOM50/ALPMyvJU70frJMFfaGNB6njcB7S9FuqzQMfx9bXxP0GzheiZ4cn8eHr7wdPeC90I3+PAa+y2cB93CuTBKuDM85qnq4noVXMd9ARbMm4UF/E4W8juaL3BeuABz+Pn5C9x4zAS0p2Sfp4fSupZ1NsHfxwB/AtpAPBv5PVt4vHY+aAb5eCNa541Egw+SGClGX4XnDOI50+iDTJ0XMqS5NuGcweNIJ54ziOcc3wUoNixEpcMDjRG+6Ey2YKQwBqubSrClvxu7J1fh0JoDOMmHyrOHv4JzJ7+BuwTP9z2P8w8Ryy5g1jLNUhxM5iUEy1qVbekXLfMKz2qYKq736A/UVOsHrWWdBdDSD1orICZ9oKXJthZaBlqyzJJtFkgLmiU7LSHrCISlKregWAC9ng+ugmYBtMBZlslUUC3vCbQlWy2f23rgUWzY+bDC8+LV5zC8+AQ6Bvbx/+oG5JUtQUrOCP9/OouDpeaM8//rJDG9SEVa3hhS80adgE7rQ3hUM6z2Mvib89RwVX4OgjKUiIrLhz6lgOArhqmIKK4uh7WRwXuNo0MA7SxYZSdmbQPOsPSVwdpTRshVENbEXN90H2kpNlbP9cv4uRwCOpnTmEoERhOXkeUwRxLeiSUwp5fAmFMESwlfVxbC0kCkqabNXF+ystyftb8SxoEKopKQHq5wZp6l2vZ05jlonIgdnN4v8eyocmaeHem1sMRWEpJFPMd8PtzlKDzrAvMI+GLYEhkZhcRuERyEbWA9cdxezXOQptQMqe6tKn3zWowQvSOlBHUl8VwNm/SzFrD3ct/Es6Oer8u4XOG5kiAnmFOK4ZdcDP80QpSvDcVlsNTzWrVWwk6kW3hNDTxX/05+Fz2VMBDPhqEaGAljE7dvGanjuTbAvLgOumW10C9lLKqCUQqMjRDw/TzHDmK/kccqWe8iXq+saliSua1oXleet9leAL0pC36GTN6fs6Hn920IkCrrRHEMjy2W33tynmquL0OUmcqLoSstgH95IfTEtKWqBPbKEgRVFiGkrAARpXmIL8tHcmku0ktzkF2Uhaz8dGTmpCAzLREpMVGIDQpGsJn3KN6v3ee5YfYMZ9PtWwXOX5iB226QIGQZCs+ShSaWb7lRhqpyjv3sxLMU8JKiXTdijnTxMfNekhqB6voCLFs7jLseOIXnXnwO3/vRj/Ds8y/gyW89h+e++yM8/sR3cGKK/4c27kVLez/CouJV/Y1bZ97mbLo9+zbccccMxkyGDFc14xqitebarniW92ScfrPFgdi4TKRlVSC/uB3FFUMoqlmE/NqVhPNaZFYRzIRzfMkaxBWvUtnMlMp1yKhajyxCOatqI9IqnLh2Zp6J7YYtCs+SeW5eOqXwPL7zHsKWSJY48CDjIdXvWQqGrTryRUL4y6oJtoQMP7V0nzS/fkjFot0E8c4HuA3nWMvSJFuaZmvQvj7TLM2/tb7T/dJ/miFQlkyywFjgPLjlgpp3zT7LOrJc6+PsWjhMyywLkjU0a3B2bQI+vutejPD+17/+AtqXn0I90VnRL02ed6jrE5q9GEEZnwZxUIZkmZ19kgPTxzkVOI8jjOvGFq3itV2P1OkhwwTKMp9RuxVZ9dvVWNu5RHNx517u5xBqR46hbvQYGgTBvJ+2Lz+JzpWMVSfQtUaLo+hcfZSIPoymRUfQvIhoniSkJ4+p+RZ+ro3fW+eK0+haeRYdPI/WJSfQMH6Y+yDO23chv2EnMiu2IImIjstbjZjs1YjKXIOQpOVE9AQRPUZADxPNEiPwtQueJSP86WyzFlpG+no8+0rlbk49rUPwsHDqEtfQPB2+5mH4E83+VgKe4WMdhhsx7c6pB+HuKVMC21Oy0tymVP/2Jqx9VCEzZ0hTb5k6x38m/GW7nJfhsm5wzTRfH66odoWzTF3hfH24QlrA/OuXnnGJz0ezBuTf/eCTPs7yvqyvwdk1rkf09Vln18yz1nRbw7OA2BXHrqFB+f8KrVm3BmkJDdKufaS1bLQGZ228Zw3PKvPMqcSn+kELpLUhrIjpj6cBrSFastGXVHPuvzsB/dEbuPqxM/MsgL7CuHxZyzozBM7TkL5CDF+99BbAuHqRry+9icuMSzK9/BbffweXGRqYJT5mfMB4D+/iP5y+j7eJ6LfxEbf3MbgvSGb677h65W/c9l+43T/ymF7B1Q/+wPg9QU1Mv/8bXH3nF7jyzx/jo9e/pyp8v/+HZ/Hvnz6G1567H7967BS+f/9+fPPEejy0YxT3rurA3eN1OM+HmRMteTjakIUjtQRkdQoO16TiGMF4qIbgrCWsBdlNGQqZguNtBPPGwjBsLgrH1pJIld2V/suCVAnJ4iqkCoaJ1F38jPRx3lwWji3lEQRqLBEqBbiysLcxhXiOVWNGS3GxXfysVNiWitqSAd5UHs/PxKshqQTPWgb4OAF7srsYU13FanqivQCHGolxHrsUENvLqTTHPiL9qYllgbIck2SgXfEsx3qsLVtlneU9yTxrzbaln/VBATP3J0NUHeO8APpEVxGO95RM45lIJpS1gmHS1Fsy1oe5XIaqOiyA5sPb4cFaHBlpUJnnU0v5IN9Xo/o775ciYgP12NhRjo1dFdg13IR9k53YO9GFPYyDy4ewc7xbDbezY6JPDVW1f9UE9q6axPalg9i8uA9Lu+vRUZ6NloJU9FXkYLS+CKO1harZtuC5Kz8JXYT1otoCbOQD27qBRqweaMKy/ma0VxcjLpxg8/dReA4gnkOjkhCZmIVo4lmaWidmlhLQ9cgr71AolmlWSTNySltRUNGB3LI2FSXEdRkhLevkl3cSz53IKmrjA3gDkonnuNRSRCcWIiIuB8GRabCHJMAWGMOHtHA+nAXCRy/DVZngRWx6ENEeBKsbH6IWevkS0V6EmQfc+CDj6ekJLw8Posyd+PLig5Y3TL4+MPsxfL3hIJgDvXQIIDTthKaV25IxiA0+OqJNmj0boNObYDTZYLEGwmoNYgTCIVXGHUGw2xywW4lqhpXrCHz9BX/cjj+36ww9dISt3scIs46A1ksYnU23CVWHBOetkrHm8Rj9iESdhXgOgN4cDIMlBEaF5WCFZqs5hIAOVtlpQbavygJLc2xpsu0Ht4XexKkXcStg9uXUC25yPaR5NIEqsXChOxYQrBIy7+bmqdbTEC3jRwv69ao/tRm+3oJmQTr35cnr7elP7HrDg5/1XLAAXgvmwY+hWzAHRrc5MEgQ0Hr3+fB3n8fgOsS1x/w5cCOeF/AzCwhnwfM84nkBtyN49vHyg59qZv5Jf2cZ01pdD84b+T2ZCGzBs8PHB6H8LmVIqjh/TyTqvZBMMEuhsDRBtEz13kjleyne7kghniVSvd2Q7rMAecRzeYAX6iP90ZZowWBeJFY2FGBLXyf2TK7AwdV7MLXjAs4Rz3edfgr33PVt3H3/d3H3FwllySS79HfWqmprTbQ1QLsOXSVgPk8wS/NtgbOEZJ5dM86quTbBLFW3953+ugopGCaVtV3xLGiW0ACtLRNUC6Il+yzDWUnzbUG0YHnN9nuwYfeDCsvbDj6KHTwvGe5KQsOzoHvd9vuxYsPdmFx5BoOTR9DauxOltauQUTDK/+NdqlBYPHGclDmkEC1NtlU2OlfgTFgzEtP7ER3XjsDQGpgdBJa9CP52AjqEqJKmvASfPoOoLSCKKytgqSP4mqSQVIUaqkqywTbpi0tYBozy9RCD90f7IFFJ+AUOE5P9dQgg6uwNxF15FRzEpD2J24oshT2yEpYwYjIkH6ZYoln6PWcXw1pUAhuhZqsvhqO5DAGdlc4McD9BOkAsErMW6Rc8ws9z33ZpUr2IYJ6sRdBYHYKHGxDM+2JQK+FcWQtbAUGZUQdHIpEaVaGqbeuIRn8HoRjGfUi1beLZmlGgCnwF8lwDGqRPMoPnGDRajaAJHv9EJazjpbCMEZdjZdwflxOzAROE82gDAgcaENTZyM/Ww1bO9SXTXlgLa2YV9Mml0CWWwJBC9GcS1EUVMNdxv60Efkc9TLxG/q1l8GkvhQ9/R3REu36A3wt/Y6xj3B7hbBtrgJFY95usgH5xJfTjRLhU6B7htRkg2GXsbW7TUcn9FnP/MrZ2Zg1MCdxfBL+7gGKYrPmEJ79fSx6MtgJ+5wUwBHEaVgCfsCz4xmTBkEZQ5xZBn50Ln6xM+OblQl9QAFtxEYJKShBWVITI3FzEZufwtyAf2Xl5yC/IRVFeDgqyM5CXnoKcxASkh0cgISAIoUYzLLzXes/zwNwZ81R/ZykUJkXBbmPMuOE23K7iFs7fjFtvkHGeb7oGZyeeZRgrqbp9I+bOnwl/A+8nSaGorM3F4lV9OHv3UXzz29/E93/yIzz3wkt44pvP4tnv/EAVDTt7/hFs3Lwf7V3DiE1IhYePH26fQyzPvR2z5s2cbv00SzXJFkBLFlrLQGtNtiUE0rJ83rx50BvMCI9IRFJ6MbLzG5FdxN/H8hHkVC0ljvn/UCpul6/9BM9la1W/1+zaLcip3awyz9k1zvGgUwXS0sy7cSvyu/aqPs8yVFXfhvOE7b1YTjCvlFBg/pKquK3GQyaiVx15VGWQpfm1ZJSlibZzqKoHMMZ7xPAW51BV2hBUgmTBsmSYXUPek4yzFOsSQMv6kkG+1id5OovsOi9ZZkG0wFnLMGuhNfO+PgTYrsXF5HOyD9lWz7rTaFt2gnA+jPL+Pchv287rsgHxpZJ1Xorw3KWIIYqlebWAOqmCU0ZKlSB5PRJ5jRPL1hDL65HTuJ1Y3Yey7oMo7dqP4o59nB7g60MoZ5R0HkBpzwFUDx0hfqfQImNALz7J/Z9URdYkulYTwquPE83H0b1W4ig6Vkn2WTLRRxWw25fzs0uPo5XRsULAfQo9a3gNN0if7fNqvpvRtmwKTWME+sARlHfsRwERnV29DenlW5FasgVxuesVoG3Ri3g/HIFfANGs4DyqmloLRAXFn9fP+bNCml97ErqucNbwLM2zFZgZOoZeC+LZ1zwCD6NUzOa+rQzzKKSCtg/Dz8Jj42f9uB0/bl8Nh8XQTU/9iHgZ0srP5JyXZarZ9ufFZ0H6WiZa5j8nXPGsAVpD9Gc11b4e0VoIorW4Hs4SGrY1RH9WNlrD82dlnl3hrGFYa5otUy3LfH18HqIlFKR/T0gz/v2Hn+Ctl3+Kd179Od794y/wwV9+gw9f/x0+kv7Rf/s9Lv7jZVwmoKXptkwv/vPT2WgtC31V9X/+sxoDWkJln6fj4rt/YfwVl957HZfe/xsuE9IXP3TGpY/fIIb/iYsSkmmeRvQlIvrqlTcBolnFpX874/KbCtRXieerV9/GlStOQGtx6ep7xPJ7Cs/vq3DiWTLRgnLJbF+eRvTlq8S89Ju+/Lqz8vflPwNX/sLgVOYlO/2hsyDZ1Xd+w3P+GT5+/Yf44I8v4q3fPoM//+Ar+NVTd+NHDx/G905twrP7V+CrGwZx32QzTnaV4EBdOvZUJmO/VLDm9EBNGo4SrNIf+EhLNvZLNWpieHNpNLaUOfs6bymLVv2dd9cQz8TnPsaeWkJbxmQuj8U2vretIhqbSsMUnndURasM776mVOxvTsOexlQF5x1E7TaCezuRK1lfAfTWqkRslcxzbarq6yyFu/ZOh4y7fIJwlnGXpRr2wWlYC7DltYzdfJTbUVW0a6W5doYqEiaolr7Q0g9a5qVQmAyXJe/vZ0i1bcHzHn52H/dxoJnnTjQf7yxUcYxxtIvTnmIcJaCP9DlDioXJZwTPB3uKVOb5MOF8aKASx0YbVZ/nE4vaGR0Kz1s6y7CbDzF7COZdgw3YPlCHHZzunejAgSW92L+4F7vGu7BpoAUr+MC0kYA+tmEpjq5fjtV9bVjcWYulvQ2YaK/GYF0RBmuLMM6H1SWtFVjcXI7+skx0F6ZcKxg2UZOPrcMt2Lm0DxvGO7GsrwltVYVIjgmFxaCH2WxDcFg0wmNSIRWxIxJzGLmISi1AQmYZUvPqkFHYiNT8OiTlVPKBugrphXWMWhW55a0oquoinLuQV9bJ6EJOiWSfm/kwXofEjArEpZQQ0PkIi3Fmn60BMQqSOmMg/IhGZ1hVATEZ99mL0PUget0IMHfC0YPI8iYeFQi9vFTfOD2BKkMkSfEuCQvBLWC2EJ7Sn9ZA6OoZkuWUglj+3LbeYIVRmlFbgmC2BsNsC4HVRsjaAlWWwGoJUGEy2lTF6mvjLhOyEr6c9xVES+bU1wATcWzx0yks2xgOH184fKXImDfMMowTlxkJSEGjzmRXRdIMJul7rEUAjHqHel/6M0sfZy3b7O7mhQXzPYlTJ4jdpRL5/AWqkqvEvHnzVcyePYevJTMv781TD20CWjc3YpjXShDr7ylNpQ28blLNm9eYUy++liy3hyCd218wbwEWzp2jUOy7gFheSDwvnA0Tpya3uQT0fNXnWee2QFXaFkC7C5yl2bZM3aT5trPZtpenD/fD68Rzkoyz1mRb5iUTLgXDjN7+vEbSOsBP9XkO8/NFlI8H4gjoBMlA632QrPdVkSRTg1Tc9kaCnyfifdxVJHDdJB83pPrNR67FHeWhPqiLNaA7KxRLanKwoasVeyaW4cCq3cTzOZwnLu868yTuvftZ3PvAd3Ev0XvPdMGw64ekknmBs5aRlhBMnyWSz3KqNdO+vn+zVmlbsKwNVbXr+FdV1W2BszTHFhRLllmaaGuZZ9diYTKVEEQfOPUEMcxtHBUgf4lgfpgwfoho/iJ2Hvkyt/k4t/cEtytDXj3O6ePYe+Jr6v31O4nnjXdinA9sPaP70dCxmf9PFyMhowfh8S2ISGhFVFI7YgXRRHJi5iCSs4dV1jk5Z1hV35am2/FJ3apomD2QoA0ogT6gUA0lJVWxjQSfKZ14ztfwXA5LAxHWwtcdRHQvocx7oY2As41WwCHNqAXSYzUMQna8DkHDRG0PIddUDXsF183ldhJLYQwvhjHIiXXfgGwYIgtgTiqCKYOAziuBpbQI5soCWAhoO7GuCpUNEsa85wYRk6oiNfelxnuecIaVgA/g8pCRJgT3EbLS33q6YJhU23Yk1cAaXQlTKMEeyPMM5PbDSxAQTxQnF8GQngtrfiGPsxQ2nqc0p5ZzlOxy4GIidzH3Q7haJ8oJ9nIuq0bw0kZnte3JJu63GaF9zdxvIxzV3HcpQVtAsBPPBhnjOoHXMomfT6+EMbcU/mXcZw0x3VAFXWMl/JsroGsjtLsI594qmPr5WZ6zdagGdhmeaogQH5Y/GPB6j0t/Zx5jPxHfT+D38BhbKhBUW4nAiioEEu4OGes5nfuOc1bclj+O6E358DNkE585vEfnwt+Uy4dgzjs4H5wNXUQO9HE5zqHDUjmflgV9Rg7Bnwc7I5gRmZGL+NRcpKRkI5tRkJaDMi4rT89BaUoGCuOSkBcVg+zgMCRbAxDB+7NNuqnMccOc2+aovs43EcsSaliqG26dzj5L823B8xeI5y8QzRqgb1VDWX2Br2+++SbMnjsTvjoPxCQEo7w6C+PLOjB1fh+e+NbjeOlH38fzL0nRsO/gue/+UBUNu/d+/p/ZeQQ9/RNITMmEj86I2fPnYfYC3l95H5SCYdIcW8s8S79n1xBAC5ydTcdvUkXDpPWP3R6GqNgspGZWIj2vFdmlg8TzEmRWr0R6xWqF54RSGa5qrcp8ZtVvRUHTDpS07kZZy24UNu5CTv02ZMqwVcSeDFUlmeeqMcKMeO7feAHaUFXL9z1ALD+s0CwhGWipuL1Usrr7H7mWSRY4S39n6fcsxcKGNslwVecUimX4Jw3REoJmwbQrqLXl8nox70XS3FqyxjL9JEvsxK/AVyv8JfOyTNAs7wuwZbnAWjLWEgJt6QvtmsXWmoMLoKXIWfuKE2hadBS1o4dQ0b8PBe1EZtNWpNVuQmrNJmQ2bEVuy3YUduxSTazLpc9x30GU9wiQ96KofTdhvFcV76odOqaKdzWOn0T9yBSDMJ8Oea9m+AgaJ46jbelple0W4AqGu1efVoXXOlbKHzGOqGyzZJ271h7h68NoWyHTE1x+ksul3/dJwvo0+nidB2RM7W0yVvUDGNvB6yBDh/F69vG77FlFTC89h7bxU2gYOIoqqRrevB95dbsJ6K2qmJgjdgnxLHAegbc011aZYILW6kSza/xfgHbiWYqPOUMqZDuHvSJwrQMwcBsGQthgHuB9QaKf94QB+Br4ORnDmVj2JagFzT6mQd4riGSuqzP18TO9KkzmHj5n9sBi6eWzVj8cjkFnBDgjIHDo/w3P/wXn/wPP12egP2my/TRff9LX+XpEXw9pVzS7AlnCFdHasuvh/Hl4/qy+zdfj+frQMssSGqy1cMXzG7Kd33w6/vU7bpOYFkS/99ovVfznT79SmBZEXyKiJRPtmo0WPEtGWsOzNN/W4lN4fm86A/0eAf0fxvuC6Ndx8QNOP/o7Ll/8BxH9D3zM6cVLb6gQUF+9/AbB/M9PB/HMHXL6tgL0Fc5f5rwWl4jpj6864fwB40PGR0S2xMeqibezmbfgXBCt+kdLCKivEPNE9CVVGVxALZlpYvqiQPpPuPL+K7j6H+kzzek7v8OH//gp3nz1Rfzrl9/Cv7//Zbz+zH343Ven8MO7duGZg6vxtc0jeGBZO07xIeBIcz4RLOMpE8TE5QHBM1Epzau3EsRbZHiq6akU2tpdl8J1iWZCeJsU3uJyaY69XYp2SYGwWk7r4rGzxjnu89aqWOyoTcCephQcaCM6m9Kwma8l87ub+xI8b6omnquSVNPpfYJionlXPQFfk8LPCr6zCG+iu5rrEL4H2/NUyLp7uM7u6mRVYXtnpRQNk6bbRLc0C+dreV8bxkrWkYrccg6CZzWedHMGjy2L+8hWKJess8Qh6fvclqMqcUu17UOE8sHuQhzmVGu2LXg+zAcVabItfZ6PjzWpatvHVbGwDtXneR8fdA6ONeP4sl5GH/ZPtGHbQD12jrRg/6Ie7FvUi90T3VhP5C5prsKa3mbsXzmGAysnFZ4H6oox1Fiq+j2P8UFqtLEcY40lGKsvwiQRPVCerfDcX5KO0co8rGgpx/aRNuK5H6uH2zDcWoX64iwkRYfCbjHDZg8inmMREp2CsLhMPlRnIywhB+EC6JQCxGWUIDG7XE2jUvIQnZrP1yVqTOfk3DJkldSjoKpNFQorqupBcXU/CiqczbczC5qQkl2tss9RCfkIjsyAPSQRFkcUb8hhvBEH8UYcwHAw7AQ0EUngytSPD1M+BKq39PUlxDTIqibJ3n6qorO/rw464tVAbMswS5Jl1vsYoCPUJGT4JV8C0U+aCgva9HYnnmVsZWsII5SQDlTZaC3MRK4M8yTwk31KBtib4eVBwAuiBdCEn477l+yyhWAWLEvT4wCiPoDTQALaIVW4GSYen47I9uExyh8FZGxrA7cv4x4rVEvBLh6nFP5yd/fCwgUexKibwrAG5PnznUAVGH+CZwHzfM4Lnp2v5YFNhviS1wsXLlTZehk6ys9D0C/9pqXYGK/rtSCieS4K6vz8wrmz4Dl/NvwWEssM0wInns3Es4lg1rvNYyyA3wLimch2l8zzXB7jHO145DjdVBNwaWburAj+Saiq3vJ9ePF74rV0bbYdzIjy8USstwdi/bwQ6+/N8EIMp1pIZjrc2x1h3m7OIKAjOY3zXoA0ozsKgrxQGaVDa1oQxsozsaatEbvGlmD/ih04sf00zh1+BHeefhz33PUt3H3/t3HnIy/gLmJZg7PW5/kTKD+PMw9851qV7VP3PovjBLL0Y9agLFPttda3WbLNUmFb4KzwTDjLa62vs6BZYKxV2xYoawXDtAJiMtUKhwmMNRQLpCX2EOTy+sCpr3Odb+DIuW8qRB86I4XJvk5sfxmb+KC6avOdmOBDXM/oXtS2bUBO6Rhi09r5f72J/9ebEZnYipiUDuK5h3juU2M/q4wz4Ryf3qcyz0kpfYiKaYUjmBANICodBXx4I2RjiS3JlKYSubwfKDzXlsFcXwpLs4ZnInKImJPsp+B5wonMoCUE82LCeVE9gsc4L9nnVuKZ27DnEd/crlS41tnz4G1yFu6ScYdNCcUwpUnRLu6vmNAsL4S5RopTlamhp4IGGhDC+2vQOLE/WncNz1aBJMMsx0A8S8EwLfOsmm0TsJ+VedYF5Dszz8SlhXAXJJoLCnmuJbAKnjuIZ8LUMc7zWkqAL62GbWkV7Iu5bAnBuqwOoSsaEbqceF7chFD+HoQNtCCkvRmBdQR+CdeXCuOpZdDHF8MQWwRzXIn644Ehowh+hQR8Oa9xZRl0laXQ1RLSzQRvRw3MnTwvItouzeOl/3ZPFYIJ5OCecoTxdyiCv0FhvWUI6yxDVGc5ItsqENHAqKpEWFklggsI6GxiP6VS9Xs2hnL/9kL4E8ze/gSkXxZ8/LN438qEty4TOmsujNL/OTwfRhk6LDqL3wevBxFtTsmBNSmL1y8bofFZiOXvSGp8LrJjs5EfnYny+BzUJuWhjlEVn4myiCQUh8SgIDAMaeYARPua4HD3g+8cd5V5vu2mO67hWQVhrKptT2edb/nCDdN4Jla/cIsLniUTfDNmzrodXlILI9qOorJkDEw04uDUVjz2ja/gez/6AV76IdH87efx7ee/j6e//X089MiT2Ln7OPoGFxHP2Tx/A2bxnnYH74kybJXcW10LhmmhNd8WNGuZZ8Gz3Ie9+FtlsgQgPCoVyRkV/D1sRV7FEArqliGvfi2ya9Yjvco5VJVEWs1m5DRtRzHhXN6xDxVtewmnPcht2K769GY0bENW83bktO9CxchhtBJzUjBMCoItlj7Ou+/Boj33qr7OElrFbclMLyLUNABLxtlZsZpg3XABw5sJ2M1EKkODs4ZjabKtNeOWkHmtebdAXIOzhmfJKGsZZy0DLfOCYAkN0hqUpVl3z3pCdN2p/wpZLpDWtjW+W5qO3wcZo1qabnevJqSXn0bj5AmF3LLeAwxCuf8gqocOo2FcmklPoWP5GU5PEcnHVXGu6oGDqOI6NYOHUTd8FM0TU2hZxPfHiXLON0+eVIW8mvi6YZx4nuS1Xnpcobl9+Qmi+Di6iOIeGeprLY9z3RR6159E/8bThPEpNS9NuDtWTxHTci5cb/0ZnrOcv/T1vg9LpH/5oUd5zaQ/t3Os68ndD2J0M89vHb+bVXeie8lZtIyeQnX3URQ17UNW5U7E521EcOJy6IPHrsHZ2zoGH5uGZwLWPqzCFc+fFz42AtreBx8HsWx3hj+Bq7MTypwazH18TiOETb18diKEGUYjlxn4GYa/uR96AlzH9XTGHj5DEcqWHthsvbAzAuzdCGIEO3oY3QgL6kVU2BAiwwYY/YgM7efrgf/dbPtTWGZozbZVyPznhIbnzwK0a8Gw64uGuc5rgNaaa2swdg0Nza5YlvisPs+CZi20YmHXY9o1Ay1g1sZ6/ry4HtgS/xRAE8z/+DW3NR3y+p+//SHenM5ES7z9ys9UNvo9Ivr9P/8aH73+e1z8+yfNuT+FZ+n7LBW5JQPtEioLrfo+u8ZfcflDxgfOuMT5Sx8JpInWj/+GSxcZnF6VMZ8v/d0Zl//hjCv/Yvyb8SbxrPWZJqBd4uKVtwnkz45L8h4BrmI6w+0al7lMQqp+X2XgsoTsW46DxyPHJONSq7GoeY7vv0bH/xaX3vgxLv71e/jg5e/grZ9/A6+/8Aj++M278LOHjuJbh9bgK1vGcOeSVhznA8/+rgLsEKg2pmFnQ6pC8YayaGwojVJjPW+ujFOodgYBSkBvr5FxmpNVEbCD0se5I4tTKQwm78UTvHFcLx67ZZzpzjzsaknHZiJ7Ez+3Tfo81yZjHXG+tYbblCGnCN9dhO9WYnczsbuJsaPeOQ70DoJXmnlLCLr3CPIJeOn3LCFYFiBLlW0tEy1TwbRMZbnKTEvmWD7LkOk+Il412e4oUCF4PtJGQBPoUon7iGSYpX8z40hvsQqFaYYUDDvQV4b9jMNDdarZ9tHxFhwjko8ypFjY1LJunFjeq4aqOsbp/ol2hefN/Q1YywfA9b0NWNlejVVdDdg21oMdi/qxfYKxeAgriOpFXbWY5PujTeUYqivBaEMxFhPJo1Jpuzof/aUZ6ClKxaK6IqzvrsOGvnpsmehSGeuu2iKUZicjOsw5PIjFHoig8FhVyCs0NgPhCdmISMpFZFIBopILEJNWiPjMIqI5DyFx6XwwSueyHMRn5RPQxcRzDQqrW1Fc06X6RJfVDaOkZoDRh8KKLj4wNCIhvULhOTA8FeaAWJiJZ5M1nDfmYN6YAxlOQEv1bR2Ba1DZWJtq6uuauZTmzM7+v05M+xLMfoSpM8NJoGlBcH96uCdpPmxR25SiWVJ12mQKhpn7N3G/AlktBM6SdVYFurgvT+kPrIVLn2Id0Wwils0MGc7K4eWNIEGglxch6IVAH4KaYeZ6el8f+BDUnr7ENx/KpBK2GpuZ81IZW5pkS2Z5ofQZVmgWIAuK56h5Z2hYduJZ5jVQu74nD3nyWvDspbL0/vD3JGR5HVS/Y14Hv2thVn+Y8PDwhhu35TaPD3wL5kDvMR9G93kKzxa+NhPSZuLZuHAazwvnw2fBPHjKfuZw/4JnxoJ5xDPDfaGH+mOAz/T34Nyvs+n29Xg285raeJxBXp6EsIeKaB8vFVG+XggnmMOI6SCpnO7lBpsUMePxSZg958PO1xFcnmTwRE6AD0ojdWhKDcJwWQZWttVh2+gE9izfjKNbj+P0gftxburLOH/+6zh/z1PE6rcVigXKUjRMoKxh+dR9hC2xPHXPM9emx4nuoxe+qSpnC5AlBMuCaFdQyzLXdQ6ce1ItEwwLmCW0DLNAWdAseJbhqjQ4S8h6gmwniGWYK2ny7QzBtMTB00/i2HkZL/pb19bZe+Ix7DjyJWzcdS9W8gF1fMVRdI/sQk3rGmQVDyEmtQURiY2MJv4fb0Fsajuh3EU89yApqx/JuYNIyOpTYz8npBHQyb2IjG6BPYjIshWrIY2kH7Ahshj6OEZSIQxShbqcwCSeJfNs5f3IRrCpcYeHCVji2TJWDsciApegDF5OuC5jLGmAjL0c2E+8tlXCTtjZ8gntZG4ngpgjXn0tOdN4LoApvpTQJJxzuA+F5yJYqp1Z4MB24pH30KDRRtVE2josTZolC+vMOtsnCU0ZRmpM8Mz1pP+x6vPszP46MmphS6iCKbIc+qAi+Npy+QBKJAYXqD7X5kRCNotQLCLWZZ/NhHM3j5nn55jk54lnx/Ia2FdwX8u4fFkVglbWIWQFQb+MsbieeOZ0sAkhHY0Iqq+Ho5SfyyXs08thTCx2Nk2PKYaFgDan8nU+91tSClNJCfTFxHsZ36upgF2GsZLxohlBjNAWgri1ClG8BrHt5UjmtU/vrEBKWymSm4qR2sxlvEYJPO4Efk+xRZWIyq1CeAaPMYn7jyKeQ/hdWgl2Qx68iGZPHyecvXzSOZ/O+3M2DLwexqBcXp9M+AenwRCeCUtsDq9bLuyxWQgklCMjM5EcmYWcqBwUhWehPDQDdZHZaInNQ2tcLhq5Tk1YMiqCYlHiCEeOOQjxvBcFu/tDP9cTC29fgNtvnoUbieYbv6CFjPEsgL6ZcP48PMt6gudbcPsdt8HNYy5Cws3ILYpD52AVdh5ch68++Si+9+Mf4Ac//Qme+c4LhPNLeOqZl/DFR5/CvoOnMTy2HCnpebxPGzFz7jzMmC1Nt2eq++qsz8CzhFYw7LPwbJasemwK0rIrkFvSgeLacZQ2r0ZxyybIcFU59c6hqlKrN6lxnHMad6hxgItbdqGY8/n1O5BZs0W9n1rLdRu2IKtlO8oGD6Bx8XF0rjpJ9J4nKu/C+PY7Mbz1HEa2XVBVtmWYKolxwlOwKxh29mmWMZulufZd/OzdGN16D9d3ZpclNDArHBPMWhExCS2DrbZD7C3ZN10Fm1PJKGtw1jLHrtlkwbDWN1p7fT2W5X3XzLNsS7LUgvIlB3gsgnQekxz/yNZ7if+70bXqPFqWnEaToJcIlmhdegrtK04RuTKW9Vl0rTiNTq7Ttog4JqqbRo+icZQwHjmCZinmNXZURcvEcXQs4eeWnkHn0tPc7nGGZJE1MDvHw5YsvfyhQf7IIBXM1XBhPHe51qPE/cAmKZom/b3lnJxVxeUPAM7M+4NYdvBLWHH4y2oqgJbpYjmv7fdhfOO9BDS3sfICOhedQW3fMRQ370N21Q4k5m9GSNIKGELGp/EszbbHea8aJYaHrsH5/xnQNiLY1s1pD+Hcw3t7L/T2XhiIaD0RrDN0wmDsIpi7YCaMbWai2NIPG9+zcj1bYD8CggbgCOyDgzgODCCUg7oQHtyDsOBuRAZ1Iiaog9GO2OAORhtiQ1oRHdw8HY0q/qtgmGu4ovlTcHbB8WfF5wFaQhuqynW4Kg3N178WPLsiWgst26wh2hXNWnwWnrWK2hqcXcd9ds1GSyZaMspapllQrIFZ+jRfH659nN+S9YhkyTRLxvlfv3XGvzn/5u+5Hb6nxVt/IKJf/hneeeXn+M9rzky0Vqlb9Y8motXQVoS0xMW3OH1bQOmsxi14vkI8X/3gL7hyXVz+8C+49AFx/f6fiGiuK8FlV6bj8kd8/yKXXeLry68Ty68TtTL28xtqqKtLlyWmq3UT0p/Em1z/7f8KyUxfvExcX2LIVCFamxd4vw1cfYcwf9vZNFyFE+oK7JcJ90tvEM/E9EXBtGBekC3o/wPP6be4+t5vcOWtX9DYP8AHrzyPt3/xDfyVkH71mxfws4cP4dtnNuOLu8ZxekUrDvaXKahuKI/G6sIwrCoMxZricGypTlDFvnYR13s4lfndTZxvycDBzhwc68nD0e5cojMD+1tSsbc5FXsaU7g+YUxM72gU+CZjU3U8NlTFE9FJWF8Zj9Wl0VyWgG2E9DYCV8Zg3kgUryeqNwiOeSx72nNVtncr5+UzG/nZnQS1aj5OeAuUJcMsQHad1yCtEN2YqZqlH5VtteWoZuN7OD3UWYDj0rda+lV3EcQtOQrTMs6zwHqvZOM7iWnJNDOOD5Th2ECpwvP+bkZvCfZ2lxDQVQR0vRqq6uBwIw4wjky2Ec89ODDehn1jLara9olVg9g73o7VbRWYrM3HeA2D8F3d04Sdk/3YMtaN9QMd2Do5gC2L+rB6pA2THdXokyrbRRnor8rF8q4aVWlbYqgiW+F5srYQ67h8bXc1No62Y0lPPTqqC1CUmYiIYDtvhkbYHEEIjUpAWGw6Igjn6JR8xKYXIzathEguns425yE8MRP2yDhYw2MQEp+EqNQMxGXmIKO4AgVVzSiqaUdpnbO4WFGVTPtRUt2L7MIWJKZXIiIuD47QFD58RcNglXGeQ1Xm2YnnQJWB9iduDYJnnV0N3aQT4BG+Pl4GeHsKnBlqCCc/YlYqUTv7BwvSFAJVELwEoyffk2bQsp583s/HDH9fAtqfSPYPgFEXCKNe+hpzXzoppmV2NikmaqWfsOzD3Y2odPOC20JPZ6ihmJx9in1lfGxPD5g9PGBlBDCCPN0R4uWBQHcib+ECWDk18bWBCPTz84GfPxHrL+jn1M8ZPsS1IFcKzAh4588XAMvD2kxieBbmzZ/FqbyW6Vz1UKYBWcB8PZ41WLu5ufEaeBLPMsSW3lmoSwHWrNAs4StNxfm+6kvNfXssmAtvQlmaZxvd5sEyfzasxLOVy6wEs4l4NnAqTbd17gsJaH5mrjT3JqLnzYf7AncVC+dz34Sx+gOHC5513KeE3tcEM6+xVNuWzLOV5x/A6ykV0yN4TSO8iWZvT4Ty2gV5uRPNcp0Xqqbj/jwWXx6T98I58BHM83iCPN0Qq/NEusMHheE61KUEYqA0Fcuaq7F5cAQ7l6zDgY2HcWzPnThx9AFMnfoSps59jZj9pkLx6fufUyFg1kKWn7j7aQVmmZ/i/LE7n8KR6WGntH7M0kRbyz67hhQL06YS0qxbYKzh2HVeQgAtIcu0ytsSzr7PTxLFj6tQ2WU17NUT2Df1mMo6n7hLYP+0en/38a9g++EvYcuBB7Fu511YvvEUxlYcRs/oLtR1rEFe+TASs9r5/7yZiG7m//NWxKUTzxkdXN6JhOweJOcNIlEic0BlnuMTuxAW0Qh7QCUMFqJSCoc58qCPKIQuthg6os+YWQpLmWSeCeamqunhqqSfLWE2UgGzFNKaIPoW871lxDLxHEg8By6tRwDxHDAwXaW7jijkPSWA9wxHLHEaVgqDo5APdQSbNBWPJSqTS2DPqVD9ns1lTsjaVf/jGgT21nFbDQRt/TSeq2EdI5gXc58q212LoIl6hIw0IqSvAcFt3P90s+3AzHrYE2pgiiiDLrBQVduWcZ797DnQhfB84xnEs5GItdRI03Qiv5cwH62GbRH3s7QKVsLZtlKmlbAtr0LgSm53Bfe7hPslsENGCeihJgR3E89N3H8lj6WY7+dyG6llsMWXwspramNYiXWLFCiT4lwFPNe8QmI6H9aSYgRWliOY1zqkpgThtaWIqitDLK9BYlMlMprKUdhSgRKCurCxDPm1JSioK0VudTkyy0uRXlyOlLxKJGRV8d8A0R3H6x1GqAcVQWcrgrcpF57+RLMvz983B96+mfBh6Aw5xGAuLI5cmAOyuX4GLKHZsBHJ9pgcBERlIZSYjgvNREZINgpCCOegbNQGZqGZr9sjctEVmYc2groxOBW1AfGosIYj3xiIZN6bQ911MM7lvfD2hbjjltkE8QzceJMzbrqRSFVDU92CWwnUz8ezrHcrbr3tFsxdMBOOYD0ycqPQzN/jTbuW4YtfexAv/vBF/OjnP8Wzz7+Ip559QeFZKm6fOHkPFi9bj6zcEv4m2TB7Po9jzmzGTHXf/bxm2wJm14JhUrhM1vXkfdVstiM8JhnpxLOMRKHhuah5I2Mr8hq3KjxL5jmZIfM5ddtUn+dcGZqqchNSKtarcZ6lYFha3WZkEs8l/ftQN3EELUuPopfwlKGqRreex+CmMxja4gS0wFkQvYhg0zLHAuHlBwi2fY9w+YNE6IMEn1Te/iRcM86ugNYqbgucNWgLlrXm1wJEga8AWAsNwtpymdey0BqutdAy01olbkGzVlxMMrMSq458GasOP6qOX2XQt8qwVQLoc+hceQ7dhHT36gsEM/G6lvtc5+yb3LOKQF9+mig+SRyfQNvkMUL5KCF9BK2ctk4eJayPEcxT6Oe2htbeicH1d6KPn+0lmPs38rryGBWUpzPzco20P0po8zId23avGn+7byOPRfa/XvAs2XNpys5rzvUW8boukXOQ1zwPlXXezmu55W5MbLobI2svoH/FOXRMniaej6C4aQ+yKrcjPncDghOdeJZm2z62Mfg6JniPGiOUPw1nJ56dgP688CWWvS0d8LF28nUXdNZuwrkHRsLYTFCbzd2wEsp2ax8C7AMIcQwiNGAYIcRySEg3wsL7EBHZj/DwHkSGdSMqvAsx4cRySBujlVBuQnxwvYqEIEZwDRJCKhEXXI7YIN6zgkoYpbjh002uP51p1jLQCtIMGYJKQt67Psusvb4+rsfzz5+Xzz7BkObdn0b0Z6H61y85QwO1YFprzu0K6M+CtEyl2fYnOHbi2RXOGp4/wfUnkNb6RLs253YFtCuapcr2u3/+lbNZ9qt8TRC/Qxi/LUCejndf/mTZW4S0hMzLMrVcstH8rDTp/o8UGbs23JUUGXsFHxPSFwXS2ljQ7xK+xPMVwvi/g2h+/zVc+g/XlSCiZZnEVb5/6cPX8PHHr+Lji68RvH/CJSL60pW/4dLVv6uQMZ8vqvGf32A4+0tLSPVuXJJ+0tPFxghjZ0xDmjhWzbwvvU1oC6jfxsfyWta59A6uXiSkP34LVz529q/GZS7julc/+id4goQzwfyxFD5jyLwcA/6Ei1df47Zf4/qvAh/JGNO/oq1/gkuv/wAfvvIdvP2rJ/G3738Rv/3WBXz/kYN45tQGfGnzAM5O1mFvRw42ErtryqII2TjiN0XFzmbpM8wgiHcS03tbM3GwIwuH2zOxr4mYJZj3taQR1ynYWhOHtSURWM3YWB2nYn0lYUwwryOEV5VGYW1ZjMKyxLryWO4vBmvKY9T7W7g/wfP+rnzsbMtSr7eo7HM69tZJoTDp15yBY2250/2dZbxpqdadg4MNGep9aa4tqJbYTZzvasrk5zMJfx6z9HMmnI93FKqm20cYx4noowzJhEsWXIa1EkALtqXfs+B5H1/vJbz395RgH+NgfzWmJlpxYrId+6Rvc3cl9g7W4diSDhxd0o2tvdWqz/PR5f2qz/N6QndDTy1WtlViBWNlZx3W9rVg+0QPow/rBgjsoTasHm7Hyv5mjDSWoqUgTVXbXsyHpZWdtVjMh6Ux4nusOg8TxPPK1gpsHWlVeJaMdVdNEcpyUxEbEYxAhwMRUfGISUxHVFIOkSzNtMuQkMkHK+mrTECHSTNuwjk4NgmGoDDoAoII6EgExyUgOi0dqQXFyC1vQH5Fi2q6XVDRjZySNhRIH+jSdqTk1CI6qQTBkZl84IqHr1GGqJIxnoPgp5fm2kSsFNKyBMNAQCvMEs56P4JWClx5GQlmPTzdCWUppsUQEHtM9w0WIHt76+FOLM8nxBZ4Mjy8scDdGwu5juBXPiuA9vchHvmQpvOTgmBEOvdjFLBLJWqBHVGnIyh9iT4p1rWACJSmyPPmSYZ3gZp3FudaCK+FbkSkG4xEp4VQthNxAQRnEIEXyKmDsLNy3kjY6b09CHKC29dbZaB9fJyZaF/JRE/j2cND+jbLPuYQx3fwYe12zJ03k3gmnOferjAtGejZhPOcuXO4nvRtlibd0xlnaa49jWpnn2fCliD34rWQYmcq8+zjzNBrzeG9eJ7ufN9d+lRP49mL4btgthpL+/PwrOf56rm+j4B5Nvc3e64CtPs82YYHvxvp9+zMPGstBmQqzed1RLSe11j6pZu8fGHiA6bRzV39oSGcgFZBRKs/QsgfJTzdYeF56Hg+UgXcm8fjPm823HiMboJoHq9koyP93JFs80ZuiD+qE+3oKU7CEv5f2DgwgG2TK7F33V4c2nEKh/bficNH78OhqYcJz6/jGHGsgfnkfc+qLLPMSwb6lLzWMs+MYxe+icPE8xF+RjLJAufrM8/HBNzEsvSDdh0D+uR9zn7NKu4jku/9rso+a0h2DTVc1ZmnVJNtZ7Ptx7F36qvYd/JrOHTmCRw+RzyfkQJkX8H+U4+p4xLY7+f7u45JAbFHsPWADG91N1ZtOYNFa45heMl+tA9uQUXTUmSXDCAltwvJORKdjG6+7nFGXh/SCoaRVjiG9PwxpGQNISa+A8GhddN4LoSf9IG1E5ERRTDFlcIoQzhlEcelBCVBF9BSjZDuOoTw3hY4RFQOE9VjxO6iSoVn+9LpLO1SQpch/YUd0vS5o9I5dnIZkZldh+DkWt53amENIWbt0lS8EMZI7jOhBLbMcpjyiqAvzoe5kphu5Gd5/wuScZT7ud+RBqK2jvutUdW2Bc5BhLrgOWRRI8LHWxE+2ILQzmYE1xGyJYRsbhMc3Kcpqnwaz1nwNKWrrLd/YA78Y3nemTnQFxXAXEXMNpfA0l3uzKxPVMK8pBIW4tlKPFuWVypIBwiel9UQ71JQrBphY3WIGG5CRG8Twls5rW5EWGkDQvK4Tlo58U4oxxTAGs3ziiFSE3NhTy+EI4ugziyENSsfDiI6pKQU4WWliCwrRkx5MRIqSpFKHGfXVqKkrgL1DVVoYtTVlKOqqgzVVeUor6hAcTExnc/1iLn09CokJVUiKqoMIcFFsAQU8Hstgqc5Bx76LHj5Z8PHPwe+fjx3vyzo/LNgMBDN5mxY7DlcPwsWwthGJNvDMhHEiAjJRCJRnRmQgQJ7OipsGWhwZKI1MBMdXK+T0R6cgabAVNTz96DcHIY8HfHsZULYAn8YZ3lg4W3zVeb5pptux003344bb3HGzTfPwC233IZbbr6ZcP7feL75lpsxe97tsAXqkJYVgYb2fKzdOo77HrkTz3/veeL5J/j2d1/AN5/5rmq27Swa9hCWr9qCvIIK/h45iOcFmDGLWJ51u6q0LSB2BbRWbVuruC3hLBx2g0K1/FboDGaERCYgObMUWUXNyK8cRn7dUgJ5JfLqNyCrdiNhvE71e5aCYcmV0pR7EzK4LLN8HdLKCecyKXy1HqmEdWbjNuS270KpDDs3fhhNiw+je80UUXdBZZ5HCGiVbZbm2rukX+09BPCDaoxmGatZqm07s8hf5rIv871HMEE8Sx9oLYsqGVXXfs8SWkZaoKitJ+EKZ1cwC4Q1KDsLijmLfo0Sxa4Fw6QptgZwCZmX7Ky874pmyW7L+isOSRZc8P8wFu8i/Lc/gOHN9xK4F9TwVf0E78BGZ1/uwU3OyuC9xGuPZKClUBejW4p2LZtCx9LjaFt8TE07l55A17KT6Ft1FsPr78L4Jh7TZh6TGg+bIZn9XXe7gFmuhTPk2o1Lxnj7/QrzQxunm5WvOYM2aea9YgrdhPwgj2l4i8Ca2+a6YzseUPP9PN6BzXejZ9159K3hNVt7Dn0rz6BzyUk0jRxDRed+5NfvRGrZFkRnrUZQwjKFZ78Agplw9g+YhM7BeQGzY5jPaCMqnIAWJDuHpboW1gEVUm3bn0jWO7oI5i6YOLUG9PD/TK/KJAcG9SM4mGAOGkQ4IzJ4GFEhw0TxKOd7Efb/I+2vw+O6zu8PNImZZTHzaGbEzIyjGcGImZklS7bMzMxsx+GkDTZpw9ykYSgzJ4UkhbRpYjv2uuvdo2Mrbvr93fvcP9azD9PM7LM/81JoI6IimxET3YKYiAaqHvFUYmQt4kMrCcgVBGNCcjD7KGMR4vVmJBhMSGRfmsh+I479Qpw+i20m4fnVZ/A+IVf0HsH2XYFm6r2p1qan1Lr31DY2K7QGzZqmA/J1F23b9PR1Nsk+cgyB5OvTNrC+Lm29TdOB+rpbtxYbrVmlp7tyC0D/nvoD9ccfEIx/+LpqRX/4gUCyWJrfwJ9+/OY1afPTrdAaQIvEEq3BtEwLTF8DaIFnKVXF6X+JSzaXfyrJwgS0f0VIVnDMbdn+U/YT920C+d+VOzdBWpZp4j6fynF4vP988BOC9M/w+Z9/rjJ1f/nJb3Dlb78F/vE7XP2UQPwvguU0Xf0XAfnff7BJTU/Nf0ao5vSXlED1JQL0pS8IptSXFz/AlUsfEHL/RP2F8Ptntn9VLtZXplytvxR9qWnKBVtZoqd0xSYbTE8tI2jbRLAmPF+5JK3IBty4Qnhme+XiJzZrNPe5qraX+b/xHH8lzH9IeP4QX179E66yxZUPCO5/AD4nSP/7V+Tvn+GLj3+Ef/3pHXzy29fwp5++gD+++x385rm78N43j+Cp42txz6ZuHB+uxN6OQsJrngLJbdXJyv16J7WDcL2L7T6pId2UiaNNktGagF2VrFy3N1tjscoUjklTGNYQoNeVE4wJz2sJyqI1nF5VEouVxTGqXV0aizVl8VhbHo/1XLee0L6dx97bQhBuyVau33ska3ZjNg7WZ6oEZ0cIzScI2MeaczkttaKzeR225GcHajNwSFmpCftiySaQ7xTLNQF8r6yX7QneR3hvhwjTJwjEp7oJ010W7G/OwU7JDt6UjUOE94OdhTjQaWYrssU8H+ux4lCXZN6uwamRehwbrMX+viocGKzGoeE6HOay48vbCc7V2NpVjj2D9dghycMG6nFksgcHxjtV3PMOgvLGnnpsG27DvuW92D3eg1WE6eWdDVjd04JVXfUYrilGV0mOinVeSzhe2VSOZTUWTNQVY0WjFavbqrF5oAnrePyJzkp01xbBmpeG5NgoxMbEITk9D8kZ7NTSiwjOViRnVVLVSMooR3wqB2ccvIUnpHFwFMcOOgTugYRNArQ+KhbRKRlIzbcQlmsIyhwYlLTBVNqOXHML8izNyDY1IJkDtKgEDvjCU+Gri4YbB0ruXgaCs5HSK4uzr38IwTkEPgLTXOYllmDvQJXky53A5UowdnL2IJRRhGKJ0VUWYZVIy40wLbDsiiUEUKkRreTorGTn4AxHZ3dljXbzIMwRkD3E8uplkxfP4+0tllhCs4AlQU9KNzlyvyVL7AmtdgRTgdMlhNMlsJPkXAKKlAflQ4gNIlAanASclyDUaRFCHRch2GkxgihxLfZzlQzhLgRISXhGYCY4XpfAv4dK7uXkLKWeeD7C8aLFi7CYkLhEYFpayp7rBJodli6BE6cdCY7SOnDd0sULsdROg2p7OBBIxUruIsm7eB4PF96bi8AswZmSeGcF0C5efK6uKtO2C4/nrhKGEZ4JpoHyB4DjUvUngM7JnpBrA2dvQrsX5U6YdxJ3bUK7EiHegQDtItm23QjtHoR2PnNxHVcJxDjtLVnPPX3g4+4JHz4PbxdXePE6/Z0cEOrsgHCeJ5xtKIHYyFbP+UBHnput1PeW63Pm/TrzXp0I9e68ZoH7KHd7pOpcURDmjYp4HToKYqcyzbdi59g4Dq7fgaM7j+PYgdtw/Ph9OH76YRw9+wSOX3gGp++UesuE5rsJzYRelRTsfkIuW01nCNOnlDWZcHzPy2xfxNHbBaIJuGw1HRcrMI9z+l6BZ0ks9j3CM/e/7xUeh9NsT3P/U9zm1F0v4eSdL+L4Hc/jyK3PXNPBc09i3+nvYD+h+RCn95/9Ng6Izn0bhwj8h8Qd/Nzj3IZAffZxHBG3cEpte+Y7XE6IPvmYSjC2hYPQtRzkjq/jwHDsAGo7NqG4ehI5xUPItgwRpIeRWzLKdkxl4U7PH0BO4RjyLcuRaxlHWt4w4tN6EB7bwEFVBbz9C+EdQHA2SuyrGQHxhfBPkdrHhL5iQm1lCYLZB4V1ViFUXLEFnofLEES41I8TkicIsgTm0EnC6gRhdhmhdoiA2c3lLQTb2lpElBIocxsQllwHYzThOaRMuRN7GwrgHU6oTCiCnn1VQF7xFMhaYSCwB3fWXrM6By8jCE/UI4jn0C2vRhBhXSeaIFiPE5jHWhE62ILQ7haENDYiuLweoUW8x8wq+MWVwCvMAvegfGV9Fvdt72ATvGIL4JVZAD8zQbOMMFtXAmOblNzi+QeshOMKhC7nfYtbutwjYT1sBQF5eR1iCO1xo9VIHKpFYi8HmO31SG5gW1GHWEsVInPKEJxSBF0M7y+S54gwwScyD94xufBLLEAgn7Eu3UKQLkJIbjEi8ooQk09oNhUhy1KMwuJSWEtLUVNRhtZyK3oJ033WEnSXFKG9yILWQgsaCN01uRZU5FhRnGlFfmoZMhLLkRBTouBZH2zm51rMQXUhPOQPEj+p+8xn7mdiv8xpH14PWx8/XhMBW1mhqaCgXIQY8hBJJVBphhzkcFBsCspAMVUdkoP68Bw0ReWhOToPjWzro3JQFZ4Bsy4WWV6hSHAOIDz7IGgR++q5SzF/xgKC8nzMmD0fN8+Zh5tnSVzxTFtpKkKq0owZbAnOhGXNMm2D51nK8rxoyVwEBHkgPYvw3GTGmk0juP3es3jxe8/jrfffwSuvv4lnXxDL8xsqadjtdxIwN+6BpaRKhTMtZh83Z+Ecpfnz56lM25oEoDV4lozb18FZLM83K3i2Y5/q5s17CuO7NoXPJbcCWUXtyC4bQk7lBLIqViOtbC3BeY3Kth1fzOmp0kkZAs8EZrE8Z1EZlWxrtiO3fhcKWwjP3QdQNSz1hE+qDNQCuCq2ea8t5lkShalkYZJI7NADCjjXHX9UZd5eTQAVCF158GFlWZY4Yol31mo3i1tyN48prsmyTEsiJtAs0oBaWV8FdAm10orrt3L/FvfwfWJJle0lzlossoTlvZKw7EGsJLSvPPwIr+1BXuv9XC77f1Wyv6zT1ktCrX5ewzLC6goea5zAP7adQE4g7dvIayacSjKxPgL74HaxugvYE6J3CMALzPMetoqbug2qezcRtgmrnYTVjrUEVUJz+5oLnJdnQLjd8QDv4yFeN6+BgK9iylVcucDzvbwnube7IPHXEi/ey+fWu4nwK9eygcdccw4tBPJmwnnz8pNonTyLDgKxWMi75BybJOb8Hm5PaF5/h1rWtvoCJfWrb0e9uGsPnUR5zzEUNu1HZsVOJJg3IzJrDQwJy+EdKu7ag5BEYV4C0Cp5mLhg9xCip6sb3mJJNnTzt92FAGM3AoO7rsnAZWEhXYgkDEeFSzxyj1IcFcv5uIguxIV3IEEU1q5crxOpuNB6xBCM40JLCcyl3KYYsaFmxAUXEpoJyFR8SC7BOQux+jTEBKUgRpeMaF0iFY/owAREBsQh3C8Gob6RhGeC6Xsiguq71DuvPGUTgVnmvyqCNCWWZw2Ep8OzgPL0slTTIVrb9uvWacf4b8u1LJf11+Ohp0sD6ukJxjS3brFCK/ft9wnP7xOWv2/TH78vAG3Tn378Fv78k7e/or/89B2lP//kf5et0qBapqfHRyuI/q1A7/fxr99JcrDr+lSW37BO5v/5G4mBlmRi76tl//yNgPS7U8ve4za25f/+g2Tr/jE+//AnuESI/vKjX+LKR78C/kaQ/rvAtJS8YvuP3yqgxr/+aNO/r+vqZzZ9ScD+cqpW9GXOS9y0tCpm+vMPceVzqR1NiQu1xCVLfLJA9OW/QNy5L179K2H2I1wk2F6akiwXqL5y+a+EXnG/vkECxMoC/VVpbt//SypO+ksB+T9z/qu6StC/cplALcB/6UNc/PwP+Pe/fo1/fvJz/OvPP8Tnv38T//zJC/jg9W/hx0/ejlfv3o/Hj63FA9uHcW68HocIkXsJsHsItTsrE7CDgLy7IhFHCKknmgmhAqoCqZXJ2FaRjA2lhGGC8RoC8hpC8VpC7CoroVkAujIFq7ntSms8VnJ+nVika1KwoZotj7nOGqOs1TvrU7C3SdzEbToo7uKE2yOS+VoAWKzIhOdDhHvJCK4szITkAwRkWX+gPkMtk4Rhu3ld0u6dSn62v4GAzWMdbOZx2vJtas3DgZYc7KcOtuXhSHchDvcVY3+3GXsJ2AcIzxLzfKSbEnjur8TR/nKut+Igp09ONOIEtZ8QvY8DvN0DNdjeU47N7aXY0FqCbT0E7HGC8rI27F/Wzul27GW7c6SNbQcOrOzHxqEurOhswnhLLZa31WBFUwUGKwpUkrBRwsIE4Xis2oIxQvWKlkqsJmhPttdgsrMC4x1WtFfmw5yZiOS4aCQmpCI1oxDpfKmn5lQjJaeGbS3Ssuu5vApJKVZCdSHC41Lgb4zggMoAZx/CZ0AQBwQxiEokPOcUIcdchbyiepiKWmAq7kCOqRXZ+Q3I4LGS0ssQEZeHoNAkeAeGEZz1cPMMhIe3Lcu2F+XtTWgWoKbcvXQccBCavQh5hCxxw3Z0ESuyC+wJtJLRWWKDvyJHR0KyAxYTskSLCHgLOfARLVi6lMucsJSQJlZpRzdPOPGYToQ5katYYT0EJDlNyBNIt59K2iXgvEjAeSFBdkp2ixbDgcAo0OhGYPTh8QUsjc52CHVZjDDnBdR8GJ0WEqoXIlBih8V1290DngKR4kLuQlBXMCsu6OJe7km4d4cTr3Ep72exZNEWaJdkXBIDPRUH7SDgSFh0JthKwi4XkYDkkoVwslsIhyW8PgFpXpMt87UbodyT55Vz8T5Frvz83ALg5SlJ0QI4TaB28YArn6Ern5cHAdWL8qHE0hzAexOXaX/CrCQMkzJWHiKHpcrqKxDrKNcm1nBO23Pamc/b3dWVkOyl5OUhrTd8vX3h4+XNz5rykKRvHjy/O6/PHX4uTnyGSxDmtAThLvZ8lkthpILEfVwAntfgx8/WcymfO+/TlfcpcdfeVBCfR6SrHdIDXWEJ90NFLOE5OxLjldnYRKDaNdqPwxs24viuIzh58DacOfkAzpz7Dk6cfxonb3sOZwiw5+56Gefufhm3EnRvu/81nH/gNdz6wOu48ODruJU6e/+rOE2wPnkvgZfbnSD4Hr1dylE9i4M8jqajUm7qDnHdJhzfI1m4r+v0fbKfLS5a6U4C9x3P4vBttuzcB87btO/sd1SmbkkydvDWJ3kOwvHtT9p0m23+EJfb1j3N/QndCuKlpvRzXCdJy57G/tNPY/fRx7F5HwfK4gooVpCB/ahp24bimnWwVK6hVlNrUVi+hhC9ApmmZcgtGEdB4QrksE3JITxn9iMiqQ26sEqCM2E1yMTfcyGCJIFXbC7hmSCdXQgdIU1faUFwA0GyvZxAXKHctvUjtphjkSQMCyHQRixvQATfG2EjhGgpG6VcqOsQUVOPyNImhGU3IiSuFvrQSgQaypS7uGdgPryCcxEQUwh9erGCZ9+iIgRIDHAzQb2rFoZ+wvJwDQzL62FcRRheXQ/d6loErqJW1yFoJaF6RQsBuh0hw60I6WuGoaUB+iqCd0kNdDnl8EsqgU+0BV4hUqqK4Ggogm8wQT3GAr8MC3QFxdAXFSO0yorIlnKEse8O7yhBzEAFYoerETNWS9UharQB0aNNSOA9pnJ5+lANMnurkdVBNdYgu7oWmaXsc/PFfdqKsDgCcjifZWg+/EMIz2GE9Yg8eEURWOP43BOLoE8pRkhaMSLTLEjMtCAz24LCnEJU5JrRmG9Gl7kYw2a+A/ILMJaXj1FqMCsffRl56ErPR1sGt8soQVUaATq5HLkJFUiJLUd0GO8ntBiGsDL29bxXArRvoIkqhI/In9OUt5/AdD58KX9OB3BZkG8BQrxzEcVlSToTsoyFMPH7UczvR3l0IeriLWhMLkIr77EtsxwtGVY0ppeiissKw9OR7heNGOcgwrMfgu284bnACYtnLcItM+fi5tlzCM9zcBMB9eYpeJ5FOJ45Bcs36hauk3JVc+bMZB86h5DvipS0SNTUW7Bq7RAu3HUCz3M8/OZ7b+G1t99RMc9idX7hxXdxz33fwdbth1BR3QRjaDjs2HfP4zGkzvPChTZ4FvdtkcCzALKAs0igWXPblvOLZVrK97l4e8HXEIKw+DR+XsVINdUju6QXeZXjyK5YiQz+7lKsa5FIcI4vWY8kgnJ69Q7kEpQLarfDVLML+ZzPqd6GHC6TzNv5DTthadurkmK1rJAYXMKiZG8mtE4QZAWepwO0Ni8gbZPAqQ0ABTIHCZZapm3RdHgWaBaAFivzdOuzWF8FvCUGWqzaYs1eJUB84EGlyYMPYfm+BzG+5wHqIepBLN/7MFbs/xYm98t2D/FabbHX4uYsAC8S2JZ7EWnTAr19BFOpaT20+U4s28rr2MZ92KcNcnk/oblfrN1beb3bL2B49+0Y3XsHRvdTB2zt2D6xaH8DIyrLt1h/70LP5jvQvfEOdPL5tW+gCLHtG+5Ez5b7MLjrYYztfwzj+3kf3M8GzfcR3sVCz750h806L89GrO3t606jedVJNK0kLE+yHZf4aU4vO8VpkSQlO6MSl7VNSgz2bWhfzXOybVt5Gz/H82icOI/6iQuoHLsVxX0nYWo/gvzmg8iq3oPEoq2IFKtz6iR0MaPwMkq27G5IbWdfwxD7pwEu62Ff1QNfArK/gHJIp5I+tAPB4Z0IIQBHRHQgMrIDUWxFMSFtSAhuRXJoO1LC25EaIWrjdAuSwxoJwXWE4WokhFRyu3LEGwnMBspo5nQul2UrQI4PzkSsMRXRQcmI0SdxfRJiDLGI1kchSheBSF04ooJsbbi/KILQHAajVzCCPINw03tiVRa9bJPmqv3OlLv2/5Lmwj1dGkTfCMPavLZeA2dNNwL110nLxv110sB5ugVac+v+3Xuv4vcEaNE1gJ6C5w9++AY+/NGbShpI/+Wn7+Kjn7/HlvM3wLPMCzRr0tZrluiPxBI9BcIaLP/79z/EZ3/4kQJfabVpbV7WKzhmq03L/po0wL7xWF98KJm6f4ZLf/kFLhOkFUx//GsF0fjn7wjOf7BJg+fPPgD+Y5MNoG3Zuqdn7b5I6L6opgWkP8BlgvSXFwmphOirBGCBabFGq3JUhOfLBGpbbLSAM3X5L4RaGzz/tyQB2VeTj/1/I2XJ5nkkDvvrxXW8nqtXP6HEQs7rucRrJkiDIH31k5/iyz+9h//8+nv45Pu2GOlfPHkB37tjF548NIlvburC7RN1ON5jwQFC5z5C6h7C6a6qZOwmtO6idkgmbULqNkpcsQWe15XFYz2hWKzLqwnS67j92vIkQnMyNlanYSshd1t9OjYTajeUJ2BDWRy2VSVhL5cfaMrEgUYBZ2kzsbeOkFybps5tyxYumbOz1PxOQvh27i+SbOGbCe/bOK22FxduAewq2/Xu5fkEng9w3wNN2dhP7aMOtObicEeB0qFOE/ZRBwnQhwjNu1vysV2yejfl4XAnl1FHestwmOB8eKASx8fqCc8NOMSB1b6hWuzorcSWTis2tZdgfUsxNknN5+FGBc97RluU9k90UF3YPtCINR1VWNfXhlXdrRhpqMRANQdJdSVYRmDuKc5Ucc791hwMV5gwUmXBBOF5TVcjVnc1YKi+CO1l2agoSEVeegIyUpORmVWA3MJK5FgIupIZu6AR6XkNSM8hPGfWKPCNT+XAKDoR3roQOBG27CWm2McfgSGRiJABAeE7I68MWQXVyC6oJzg3IZPHSM0ifHP/WA6QwqKzoAuOh6dfMGHYD86EOVcBVrEAE6IFnn18guHtGww3r0C4EGhdPGzxyw4EXqn1bLfUAUslC7Vym5YSSdPEQcripXZYSLBaQICbT7iat3ghBz0LMYfAO4+gu1CA1N4JdgLhzoRxAqOjxDWLVVuszZLt2tkd9o6uBFBHLCG4/i94FjdlF673JKQKPAtkBjmItXmhAmcBaKPTAugdFxL6liLAzQX+kjiM9+NFgPV09lXw7OZsg2dJRubs4sbzE555f1JyarHEL0tCLoKzg70DnHgeFZNMWBRo9eC9ioXYbelCuC5ZwOtZAMfFCyAWaGUd5z4OfG4uvK+vZL12Izy7S7IwnS32mcs0eHbjsxR49ias+k4lCJNEYQLQfoRXX7ZehGaBZ5UwjPAuLtQCzho8L1WQz0Gjk7MCYy9CskigWaTNizxF8qcC5e8mMeP2iHCl3B0R5uaEUDdHArQjdC4OCKTk/ALPrjyPnFtczL04L/AcQdBO9XOFKcQb5TGBaM+KxLLybGxsr8HOkT4cXL8Bx3YetsHziQdwlrB65o7ncY5Qe9s3vqd04T5J3vWKAugL93/PZn2mzn5TwPllHL/7BRwl8Aoca5C6/6xk1payVI8rHTgnicLEndu2nabjBHRx7T5GWBZXb9H07NwqsditAsXX46ll2RGC9Ym7nsOJu5/FyXueI7iLi/jzPJ4c37a/zW38OtTL+QTqD5x+BnuPPYntBx/Fxl0PYOXmuzC88iy6R4+iqWsfalp3oKJhC0prN6Koaj0KylYjt4jQnEuAzh1HRu4oEjIHEZvRR3jugDGqhiBbAj1B0hheBGM0YS/BBF26GUF5RQgsKkRgRSGCG6fguacCRkmmNValwDlQMl6PlKnM1KHLahG+rB7ho3UIk8zXPbUq/ji0mvNFDQjJJPzG1kAfVgUd4dkn0KysoR6GHPhGENqSCuGXY4avhect5zU1lMPI/tGgyjZVwjBei+DJOhhW1UFPcDYQnIPXNCJ0TTPCJlsQPtaKiBGqn/Ot9QiurkFwSRWCCbKGdF5nfCnPY1HlqnwJk37BJfCLKVZ1pvW5JTAWsl+zliKmgX1ccyliW4sRz748saccCezX43urENdTg4S+WiR3VyKNcJ3dWYaCriqYW2tgrquCqbIaeUWVyCCwJ6WWIpJwbggzITCYAE35hRbAN9yk6iv7EUL9Y8wwxJoRHGNCdEIh0pItyE4qgDkhBxUJ2WhOyUV/lhnLcoswQWCeyMjBsrRcjKTmYEjWpZjQnUqITS1BbXIprInlKIyvRFZsFZKjyjmY5mcTZoW/oQjeBGdldZ6Sp28e++pceHjlwMMzR7lxe3nlwpvy9ciFzi0L4dwmyWBBboQVJQmVqE6vQUtOHbpMjeg1N2GwpA0DJe3osbSincua8utQkVqM3JBUxHuEIsLBH4al7CcWsx+ca6dgWaD5JokrnjMXs2bPxdwZczD3lnn/T3ieOetmzF8wE94+TkhICkFFVQGWr+zHuduP4pmXnsAb776O1995By9+9008/ezreP7Fd3D/g09j994TBO12hEREwp59ygI7qfMsYTQLFTRPr/OsxTz/NzyL5Xk2lrDPdpK+z2BEWEIKErOKkc73bK61DwVVEyisX08Y3ojMyg2qJnGSdRNSqrYju2EPilv2o6Rln4p1LajdiezKrUq5sr5mK0xNO1XG6OaJ08pdWSyqyo1arMI7bYnCRIPbuW7bBQWWyvV4912qlZhoWd672ZYtWrMya+7YMq3N26zaAubXs24LNK8mLK8+KjWlv4X1Jx/D+hOPEqK/pWKqFTwToif2PUDwfJDQSVDeRe0UV2tbnLVYbQe23kFgl3MJiIqbtcD7rbyeC2paltkSm3G7zbweAu8I+7GxbXcrjfC+xbV6lEArLuqj1DIB5QN3Y/wQr/kor/m4uH+Lq/h96g+AQd6THFvcuQXIu9ZPWZ/XXVDq3ihu1GLtfkC5Vo/uIOBvv5f73Y0BArvU1u7aIFZqqfN8Dm2rzxKYT6F+2XFUjxxG5eBB6hCqh45Sx5Rqho9P6SRqRySL92nVynz10AlU9B9DWe8RFHcdhqn1AHLqdiO9cjvSy7ciuWgTYnJXISx1HMa4YQRFDrB/6IGfQSzJfdCHDMAYMYDgyD5+b3sRyjaMbXhUDyKjuhAV1YlYgnJcZDsSIlsRH9mChIgmJIQ3IT60ngBcMxWXzDakmq3N3TqOfV5cSDFiQ8yIMbLPMeYjypBLZSMyKAMRBOUoXRKhmNIlIiIwDmH+0QglGIf4hVHBCPYzINjXAKN/EEL8Oe1nhN5bjyCvIAR6BCLQPYBjI7//ThimwbPoxnXTpcVJvyfbURpACyxry7RttOXTQVqDaIHmn77xotLP3nzpmrRlGliLdfl/aTo0a9Jg+jfvfBe/ffcVJQHpG2F6OkRPh+e//szmpj1dAsv/L31EmP7452/hk1+8fc2iLNCrAfPnH/xESeBXk7ZMJNtoEC3S4Pkfv37vGkSLNOD+zwc85p94DOriX36uQFoA+so/bRZoZYW+AZ5FEiv9pUDylDR4/oLgLbrI+S+4zUVue4kQffmLPymQFssyCKk2oP1IwbKmr4NnbV7cvCXZ2P/S14GzyOYGzvOJrny1vSLu43IeicO++jebMNVK9u7Pfst7t7l2458/Bz7+IS7/8W188atXbcnGvvsN/PhbJ/HaHTsVSN+/uQ+3TzbhSJcZOxvSsaM+DTsJpFuqEhU476zPVDHMYn2WhF+SZXsTYVkybW8oS8R6qyQRI2zXZakSVuKWLQnFNnCfTYRnyewtScrE2izwrGnXVMZvkWQB3yfWZQK1KrVFQBdYlqzhki18jSkM6y2RytVc3L3FQr2P1ybwLPsdbsnFQQK0nEeyje9uyFBWZwXO7fnY25KNHfInQVfhNXjeSgDfLtfcXIB9rYWq3vPx4RocpY5xoHhieSOOTjRhV18VNneUEpotWCsuZY1mbJKY6LEWHFnZrQB6x2AD1YhtBOf1nVVY3kRQbq7CWEsNeiss6LDkYKSmCJNNZQqaVX1nQnRPcTYGKk1Y3VmHLUNdWD/QjoG6UtRbMlGclYrC7AwUmiywlFSjpKoN+eVtyCxq5ou9Can5DcoCnZhRgTgOtKITc2CIiINXYDCcvPyx1M0Tjp4+8A4yIjgqEbEclCVnFRGWS5GWXYn07GqkZHLwmFKKuBQL95cSVRnQGWPg4aOHA0HVyc2H8Oz/X/As8vDSwVXVerZZnafDs1hiRVpirGsisC0ivC1QyV0IywLNC+ZjNgc5s+ZJzNoilTl1McFU4NnB1Z3XQGh1t8VKK4gmOIul1t7BRcGzcteeBs+LFixUWsLppQsJbwLPhHYvDpB8CXGBDgthcFyEUAJ0KOFZQFrPeYFnnbsrXxQeHGR6w5v37yHJz5y1hGaSyVtqWdvgWSzeqm4z5chjuzgI1DoSlqVEFMGW8OrLVs7pS2D3tl8IL8qTEpdmF8KkMyFYrL8uLq620l4877UM5ARpKVPlIfHk/AwkFtlV3NodnOBmZ8uiLYDs62gD50BCs44AG+jqDH8XJ/g4Oaj17kuvw7MjYVasz/Y8t8CzPY8zHZ7F+uzr7QM/H5vlebpkuSjI0wPhbi6IcndGpIeryrAd5uECo7sLggjW/q6O6txSg1qdl5I/E2ReYrPFUp0kGbcNXrBG+qM1IwKj1iysb6vBtuE+HFi3AUd3iuX5Dpw5+TDOnn8KtxI2b/vma7jrwTdx5wNvKIA+d6+UjnrZ1lLTazgrC/Gt4kZ9HZh3n5Raztcly2SdBtBiDdYAWo5zkgCuJRiT2GiZFgDW4qcFqJU1mZJpWww1txVwVuK8sl6LpfkZtb+4iZ8h+J/l9YuFW84p5z90hgB96hnsOfaEDaB3C0Bz0LmGg8bR42jtO4j6jt2obNqGkpqNKLCuQnbhOLJzxxRACzwnZQ8hIXsAcRkciCU2E67KYQghPBKeDYQ5fWIhglTpqCL4Wwh+hGdDQymCOysQTIgMHq6EcVm1LaGWADThOWi0QpWoCh+vR8RYA0IHaxHSVaPKRgVX1hBMqwmwVFwV4bkcAfoSZfF288uFe1AOfMQ6G1+IgGwz/ItsCcOMjeUIZR8ZIq7i/Tz+KKfHq1WiLikhFbKCx5eyUQTq8LEaRPKcsexXY3sbEdfWgJh6zlfUI6qwFmGZPEZCGQJ4j6qmtb6YAF2KgEhCenIxjJnFCM6xINJcjMQqK1LYt6bUFyGtqRgZraVIp9JaSpHaUsb5SmQTrvMa2d+2WFHWWoWKxiqUVVWhtLQS5oIK5GSUIS2R/WVUEUI5UNVxoOpvoKRMVrDNCq0LK4Q+nOBMkA6PKOBAOA9p0XnIi8pDaVQOaqmOuDyMpJixnIA/SVBekZyHZQTrEWownvCcWICepCK0JRKe40pRGmNFQXQZsqMqkBpRgaiwMuhDS1WtZ4lrl+zaInfvHCUvnzwbPFOentlKXl7Z8PXMgt43F5F6M1IIzrnxvLeMejQUEJRLezFWO4LxhlGsaBrHROM4RjjfV9GPrrIeNFkaUZxciLSgeES7G9iH+sBzsQuWzl9MWBZotlmeZ3B61gwpVWUrWfX/hOeZN2PuvFvg7mmPmDg9SqzZGJ3oxImz+/HEc4+qpGFvvPOuqvP8zHNvKHh+5NEXcPDweTS19iIyJg6Obo5YuHS+gmdJ2CjgrJWrEsuyphtLVUkrQC3vJGfp+4zBiEhMRUpuCbKLGmGq7IelfpJwvAlm/vZya7YgrXwjkss32azOjXtRQoASeJY6zwLMGWWbkFm+GVni0l2xEXn121DauV+VUmpdeQadawnBkthq03n0bTmvYFmTlFDq2XRWwbLA9HT1b7VtP7BNrNc2SBbrskglBBPXbE5rVmZJGqa1YmmePPQAVh15EOtOPIK1xx5RywWy1f7KSivx0YRkQme/xPZuEkC2gblAs0CstALIsp20Mq8tk/2vW6UJy2Jh33EPJnbyGiXRGZdrlvCJqVjqsf0EXmqc17biGK/zJIH+KGGe8LxsJ0FckphJiSnJni11mFedRuuKE2iZPEmdQhufZ9cacQW/nSB/J2H6LkL2nQTmOwjLt6Fl9Xk0S4msCULw2HHUjwkMCwifQGX/EZT1HCQE74elax8s/IyKRJwXSd3pos59KG7fh6LWvShs3oWCxl38PHcgp3Ybsio3I710HVLMq5FUsAKJeZOIz55AdOoIwuMHEBZDOI4WQO5BaEQ3IbmH/UEvothGR3YiRqzJhOR4tvGRbYTkZgXKieENSA6rQ1JYLZJDqpAUUolEYznB2YqEsGLEhVkIyYWICTYhysjfsiFLKcqYiQhDGsL1KQgjJIfq4qk4hATEEohjCMMxMPpFw+gbxT4gHHqfUOg4nvP30FEB8ON4w49jDxn7+HlIOVFfeHP84+HoATcHN45t3ODq4Prf8Dw9YZiWZfvrpAGy6N0Xn7gGySKZ16RBtLZOkwbSGkCLpsPzdIAWaTD8dRIrs6Yb4flXb7+MX09JQPpGmNYgWgNosUCL2/Y1a/K0rNsaRE+3RIu+Yo3+yev4C/XXn75BkH4Tf/vlOwp6BXY1q7EGz2I5Fn0dSE+HaA2gv07acT8jRP/nQx73zz/DJQL0pb/9CpfFnfsfvyVIT1miNSs0dZW68tmHuDpNGkR/IRAtVmgBapn/7DpEK0v0NDi+UdNhWqQs0tRlwu7XQbOmrwNnkVirVRz01+oTwvwnX7Nc4PkvwBcfULzfS2ylBNYXvwc+/SXw958Bn/wIVz58C//5+Uv42/uP43cE6R88egrfu2s3njgyibs2tOEEB077uguxoSYZqwm/GyuTlASWJZu2lIiSjN7bK1OUW/fWckJwdQYhVlynJct1vqrtvJnbbyFY75KM2oRaZRmmDhLMDwrcEoL3SPIwwvKe2rRr8CzTsr22j0C2VnJLXMnFyiywLOtlW9lGc9c+1JqnYp0lCdoBme/k9bTnYVdTJjbXp2FHay72dZixn9pDgN7VkKu0t9Wk3LZPEpoFno+O1uL4RAPhuRE7eiuwobUIq+rzsbw6BxNVOVjbXITdQw04tKILe8dasbmnGmtarVjdWoZNvXXYMdqGlZ0NWNZSiy5rAepzkjk4ycVkcxkm6otVlm0pU9VWmIZuay7WdTdh98QQNg33YHl3CzpqylFlsaCiuAzWsloUlTXCUtEGc1UP8sq7CNCtSC1oQFJOFeLTrYhJ4UAtLp0D5hj4BRFsfQOvuTvLtCyPjk9HQmo+ZUJSajGS0tgZpxQjJtGsMmxHxeawo0/lADhauWo7SoytG+FRykt5SlxzEKVXbttenga4scN1Zier3LVdPRTsLiY4ixvzAoLsQkpzndO0UERoFngWcJ67cMFX4HkOoXc+YXTR0il4JpA73wDPmuXZwVGsv06Q5GBifb4RnhdTdgsWwZnX42FPgLazgw9BTko6CSyHOC9CGCXwbHBahCAXexgEAD09EehJYJQ4Zz4DqRct7toiObcGzw6E2KWET0ce15Xw7El49iEI+xGgA3m+IEd7nmcpZUctVhZvAXd/Tvtw2tNhMTy5jYeTk8oIrtyi3T0Jyra4YwXPlNy7K+XG61HwzvO48Bm5EYAF0iWLtc1t24EA7YQAgrMNnh3hJcfnejdxS+Q1OvO6RI72DtfkJrHMYnWZAmQB5wA/f/j7+inJ9HQZuU2EuzuiPdwQ7eWJKIFpT3cEc5kq+UWw9nF25DntFDjbE5gdCM5ifQ6gJFFborcLsoM8let2Y1qEKle1lvC8dagf+9duJDwfxXHC86kTD9ng+a6XcDuh8677X8cdhOhb730FZ7lM3LhP3/UiTlHTAVeswbb6zd/GrhOPXZPM7zklrtY2cBbrs1h+BWLF4iwWYZFKHEYYP33vy9dagWgNmDUrssyL5LynCdyn7uG13Pu8TfcQpFVyMtnuGbX/KcK+wLNILM8CznIth88+h4Onn8Xe409ix6HHsGnPg1i15R4sW3sBvcuk9jMH3gqg9xLotsFUthqZBWPIzB5Gds4I0nOHCM8DhOd+xGdygJbUQrgqR5ChCEECdJEF0CUIPFsQmGtBQBGBtpLw3GS1wXNfFQwjBFFCrHF5DYImqhRAS1mn4IlahE7UI2wZ4XmgBqFdBFzCs5HwHGQiNKcRuhNqCI3l7HuK4OVvgps/wU2foyyxusQiBBJgAwjPQRUlCGkoQ0R7FSIJz2F9ZYjieWMI6FEE9yiCe+SyCkQsY0uoFvfqhL4KpPTVIrW7Hmlt9Uiuq0FieQ3iCqoRkV6O4HjCcqgF3jozvAMt8NEVIYADTEN8EYKTLQhLMyE214yM4hJklRUhu8KMgpoimGqLVZtfLZIs11aU1BSjosaC2jorGuuq0FhdiTqCc1VhBUqzy1CYSoAlrCdHlSAyxAKjgfcXRHAOKmC/maeyW+s5qA0JNSOcEB0TZkJyaAFywwpQEm5CLWG6LTIfffw8xmJMWB5HcI4rwERsPpbF5GI0Jg+D0fno5bquOAtaE6yoibUSugnPEWXIIjQnGks4SC4muNuszm6EYan17EowdnbPgKtHloJmdwKzSINnka9PNkL0hYglOKclVCMvpR5luW1oKu1DX90EJjrXY2X3Rqzq3YwVPZsw2rYW/fUr0F07ivbqHlQXVqMgIReJeg7GPQLhudQFduxz5xJSb5kzCzfNmombZ87CrJvnYI6q9fx/u21LtutZs27BnLm3sI+zQ2S0DkUlmRjiO/Xw8Z149MkH8b23XsGb772HV1579xo8P/adl3HsxB3o6h1GbEIynNjnzF8yDwuW/P8Gz2KBnjljBt9XC+Hi5QX/kFBEJacjLb8UOSXNsFQPoaRpNUoFnhu3EJ43X4fnKkJU3W7k1+5Ubtt5BOfMss0qaVhayQakq5jojQStLbC07kblAH+/y46pckrNk8fQKbkNCMo2F2YbIGuWZ5nWyliJBVrqQIv7tkhAWYNQsSxr5ag0V20NnrXlClb3fQNje+7i/ndj+QGba7jEXQ9tt1m1Jf5YYqjFqi3WZM2iLLJZm20SKNas2nJ8mZZWs3BLqwG57bzcdp/EIn9TAbq6dqljLXHXvIcBzvcLtHN6VID6kMRWsxX43nIb+tYRnFedQMeK4+hYfgKty46gcfQQdQRNY0fRzOfZtlySiEld5wtoXn0nmlfZ1Dh5OxqWX0DD+K2oGjqF8r5jqBo4ier+k6jsPQZrxyEUt+5HbsNOZNRtRmadlBejpCQZlSVtzRZkVmxSce2pJWuRXLQaieaVSDRNIil/AsnZY0jMkFwTg4hP7UdcSh/iEnsQG9+NuPguxMV1IT6mE3Ex7YiLbkNcVKsC5DiCcTyVEF5DSGZ/FlaJpNAKwjL7luBSpASXIJm/7xT+ViW8IiEwF3EE5NiwDESHpiLSmERIjickxyI0KJqKoiIRogtHsC4UhgAj9P566PyCoPM1INA3FAHeofD3NsKPYzeVgNVTp6ppeLn5cPwhCV7d4OLoDCeOa5wdZGxgrypzLJFx1YLFWLrIZij4/xueNUj+v+B5um5croG06EfTXLpt1ubr1ujpVuUbJe7Z0wF6un71FtdTGkDfCNHTAfq6S7eAsA2MBZKnA7QG1DeCtAbTfyUw//WnNoDWIHq6FVqzGk8HaQ2mpwO1SINoBcfUdJjWgFo73qfUv7j+33/kcRVEE8T/+nN88dEvcPETG0h/OQXStiRjkkCMQPmfPwGf/1npKqcvi7v2VBy0skZTn08B9CVZ9x8CNHWFuir7XRSXbuoGeLYB81d16TIB+mv0paop/bevEQH6SwL0taRjX5UkJpPSVyJbkjJNnOf+uPoRp3ltV6irf+V2vFepIf2f3wKf/dpmkf7HT3H1Yyl/9S7+QZD+8O1H8ZuX7sJbDx3E4ydX4fbNndg/ZMXGxgysrkzAqtJYTJojVWbtXbUE5YZswqvEImdjdxWht4pgXJuLg435ONiQhz2E6R3lydhSmkDgTVFgLLAr7YG6NAXQAsACvhokS8zyIYFesVArK3WWAmWJad5WHq8AeltFAg42ZXNfgrq4aDdKjepcHO8sxLEOE473mHGM4H+E0HyYOtQlmb7zsZ8AvY0AvZ37Sczzoe5irivC/rZC7OE172/nfv0VODZYjYNsDw5W4vBIDQ6O1GLfMGF4ym17XbMFq+pMCp6399UoeD4w0YHtA/VY2VyMZbWFWNNWjh0jbdgy3Ik1PS0Y4sCsqSAF7eZ05ba9uqUCYzVmDFcWoKs4C92leVjT1YSdy4ewkfA83NqMxvIKVJWUoa6qCbX1Xaio60V54xCsTaMorB1AjrUDaZYmJOVVIS6zhPBcgNCYFA6Yo+GvD+EANogDKW8VN+zqRRgyhCI0Kh5RcWlUJqLjchETL8Cci7CoLIREpiM4PJmDvxiVGMzZ3RdLHd3g4ExQFXiUElRu/lQA3N0CqQA4ufjAnjAprtUCugvtHDB/4RIOpBYozZtvc5v7LxGW54oIzho8z+VAZy5hV+DZZn22x2IBYydCqlzDNbdtAr0CWA9lfXZwcIHNAvxVeF44f4HN+kzZL1oM5yWLIUmzvAjOAY5LoHdajGCXJQh1Zstpg9MSGF0cOCB0hdHLAwYOpPzcJe6ZMEt4d5uSK5+niysBVuBZSj3ZEUr5QvEihPrzxaPjczCyDSPIRjiL7BFBWIxwtkM4zyNJyoxTEO3HVuKVpR6zN6HX29WVLzMPFWMsscae/Nw8PMUtXqz/Piojts3y7EwQdoD7Unue1x4+hGFfgrQ/ITlASm7xWH6EV8l6LWWqfDjv5eysIN2d0x4uzgqYNQk4CzDbYFkAOQC6AB2CAoMonZq+rkCEcLsIXmcUFc3nFOnthTA+sxDOB3m4w9/NFd6EdzdHgXQbPNuzdZZr5GcQzOXxni7IDHRHYYgv6lMiMFCcjVXNVdjU34u9q9fj4NZDOLznAo4deQAnTj6OU7c+i7N3vKAs0OcEmAm7pzTdSShVJaAIqgTaIxds7tUCzwLKmv4XOIulWYD5NIH8HMFcdOsD0k5l356CZ4FlzVVbjq9ZnQWkBZ4FnE/f+xJO3/eC0ql7baWwNHiW/WU7gXSBdXEll+vZefxRHJyyPEvcs2Z5XrHxToysOoe+ZSfRPXIc7QOH0dS9H9UtO2GpXIcc8wTSMweRmTWItOxBJGRy4EZwjk7rRGhsPX/zJfCTWNigXPiF5iJQMkOnEyxzKYJsYDXhr6UMwd2E375K6EeoccmuXQO9iABtkKRdE3UIWUaN1sJI4A0RqzHh2VBRCZ2pDPp0wncyt4+qRADBzjfIDK/AfHgTJAMji2BMLoUum/BsLoDBSpittSKKfWBMRzmiu6xIHK5CylgNkkerkcRrSByuRMIQNViFNPbFOex783qqkd9Rg+ymagJJOZLNVsRlWxHJYxulrrPRBC8py+XH1t/MPrAQxggTwmLNiE4gwKYVIje/GPmmQpgtJpSWmlFWUghrsQklRaJCVBQXo7bEjIYSE1pKi9BeakVHcTlaeI+NOeWo5n1ak8thiq9ARmSZKtsSpi+CIYjPkgDtp8slSOdznn0xzx9pJKTyulIlrjiE5wspRH2ICW3GAvQG52E4mMAcXoDx6ELCswUTCUUYTyzFsqRSDCWVYSCtBr2ZjWhOa0RVcj0scXXIDK9EXFAJB8nFhPUiZXV28cpS4Cxy8ZA6zwRo98xrcqc8CNSeXO/jm4NgQn9MXAXSUhuQl9UKq7kHzTXj6G9fj7HerVg+uBOTw7uxYnA3Rrq3oad5PToal6OjeRgNlW0ozStFVkI6og1h8Gc/5cx+bt6iebiZAHzTzJtwy4yZmDtjHhbexL7+prkKpP8XPM/gtgLPs2bfBCfnhQgN90NBYQp6Bxux99BmPPTte/HKGy/hrfffxWtvvo9nn5eEYW/j8SdfxZlz92FoZBIp6dl8x7kreJ63eC7fA7ZyVV/nti3wLMnLBJw1eJZ2Ht9BTuy/fAwGhCekIDmnGFmWBhRU9MFStxzmujXIr1mPrArJpr0ByQTkZCtBumIb0ss2Epo3IIvgrDJul6xHSvE61Qo8ZxO4Tc07Ye3Zi+rhQyrrtsCzxCsLuIrL9pi4MBOQpdWAWaYFliUWevLQ/Vh5+AElAWEBUwFUgVORwLTE9YrrtgbRsky5hm+XhGHi/i3nusBjS5IuDZrPK2t3/xZbAi8tlnq6hVlimTVgFziWLOCSDXztMXH9fkTNa5KYatlGuz7VUgLdkqyrhzDew+P38vi9m+9A56bb0LHxduoOdG25G71b77Fl397A9WvOoX1SSlUdRdPIYTQMH0ZNP/u/3n2o6TuI2oFDqB9knzhyDE1SD3rZOdQsux3Vy25D1dgFVIycR9ngWVT0n0ZJ53EUtR0mLB9GUfNBfp57kFe5XX1mKaXrkFCyCoklBGMqoZjTRauQVLQSSYWTSMxfjoTccfato4glKMcQlGNSBxGX3IvExC4kxHcQktsQG9NCUG5CfGwTEqik2AYkxVBRdSqrdUJENRIjBJatSAgpQiJ/h0nBFiQGE5DZJyjpc5CoyyIwZ1IZSA5IQ6JfKuJ9ExEtSbv0BOSgcBgCgxHkb7DBsVIAAdmf4nvcx5tw7M5xhBs83cWrzIPjNVseFVdnbwIyx1BOHnChnJ2kyomLKlkp1T8WLxYDx0IsWjifv5/5WDB/LubydzN/3hwstVsEJyd73PTOC49/BWgFgr/OUnyjNPidLlkuECz7T1+uHV/09vPf+Yq080urnVeOIQCtWZ0Fnn/17tfDsUjLsC2SRGFaK7rR2jwdmG9cNl22bNyvKWuygPHXWaK1eU2yzSe/fIewzO0JzRpAiwVaAFoklmhxwdagV4BYwFgDaIHmyxLHTGkAPd0qrcG07PuvKYj+iiQh2R94zA8I3B/+GP/6E/f5y89sEP23XyuItoG0QLS4cws8/4VQSbj8gpBJoLaBMUGaAK0sz1OW6EsaUBPAL336B2W5JqUrgAbBWZKLfR04q6RiMn3pI3z5NbpCgBYr8n/LBsmXL37ytZKM3ZKtW8vYrUktu/pPXMHfcfHKR/jiyz/x/JJ07C88358I+7xuLlOu3Z//njD9O2Wh/vKfP8e/P3gTn/76BXz8kyfwy1fvwVuPHcMLd23H/fvHcHqyEXs6zdhUlapinzeXJSqL827O76vJxJ6KDOwqS1faXWHTrvI0bC9NwraSeOyuTCUwE4brCM+S6Kua+9WmE5AJ3Q2pqpb0vsZ0HGzJUiWzRPu5Tpbb1qVhR3UitlTEYntVPAGc8N3M4zVnqu2OcPtjXRLbnIejbI91m3CY0Ly/jXDdmo2D7TkEZRP2EKL3dJqwX+o7E5wl47bEO6uY5y6JebbiQLcVuzm/t8eKvf1l2NVXhv2E533D9dg/0oA9g7WE6HJsbLdiW2+1guadQ42qXdtWpuB5pCof4w3FmGyrxsrOeqzqqMOyhlL0W/MwUJqL8WozxuuKsKZd3LvL0V9hwYr2emwfH8TG0QE0l1eiKMeMogIramrbUd88iOrmEdR2TaKsTeKvhtnpd3AAWY/4nDIOljlQS8xGSHQKgkKi4BNogKu3v0q6tZRgK/DsE6gnWLPjjYxDcEQCQiJSERaZgZDwVOhDEgjN0fDVRSh3bbE22zm6YuESByyi7OwIsYRUKSfl7ESAdPaBi7MvHNkRa/C8hEAnwDtvwWIOUjhYmTtfafq//prmzOUghpozj9NTmiuDHAXbC7FgoZR4kjrKknTMhZDszoGVLe5ZgTQBUoEzr9HB3uWa5Vm5bi9g509w1rSYWkIwdyCkuxKgvR3tlHu2wVWSXC1BiIsdQpyXKHgOdrFHmLsrwjw9EEwYDHQnyIo7syTLEosw5U65cV4yYzvyhePE87ouWUJ4dUCQo5MC50hCahwHlPE8niiB54vnueIJ6rHOixAlWb4J0kaHxSrJlpRv0rk6QUdwD+S5A8UC4usDX0Kqt48/3Pj5uXv5EabFdZvndyL08nl7OjgRvJ0J7U4IcHDgfTlBT3AN4jXr3GwWYD9XF/gT9n1d3RScy/148/pVHLOnxDN7E5wFlvkCnlKQfFd0hmuSeVke6K8jWAfC6OOHcD6HSJGnNyIEnnmsYB4zyN0dAe5u8OH9KHheKlnFJTHaIsLzIvgRno0OdojzcEaGvxsKgn1QlxyG/qIsrKivxIaeLuxYvgZ71u/D3u1nsH/v3TjIAdnhk9/BsbNP4jiB95oInycIv6cJv6enLNCik3c8j6MEWltc8lRCLu4r0Dxdsk7ctQVmxRIs0HzhwTeV7njkLZWATCSx1ALQAr8CzbtOfIvQ+5iC8/1nJXbaVkNa3LPFdVtinkXH77S5a0vSsAPnHlfb7j9rg3bNlVys4QLP+04+dc3qvHX/I1i/85uE5ztscc8cHLb1H0Jj117Utu1EWf0WWCrWqZjnTEJzdu4QMvNHOOAnQGcNIDq1E8HRtQTIIvgQrrwDcuBLWAuIMyMovcQGz6XFCKwrgbFVkoVVwtAvmbYroBslQBOcgyap5WKFlpJRtTCMVENHkNV3lSt4Dm3hukqBZysMWRUIyyBcx3Of8AoEBhOgCY9+BEd9VDFCkq0IyjDxvLkwElwjKosRW2dFfFMpEpqLkdJZhvTecqT3SGtFRk85MjgvbV6nFeb2UpS0V3DgW4nCukrkEmoz8kuQyHuJjufxIyy8V0mOVQAvyTbtb4FfgAlGQwEiI82Iiy1EepIFpswiWDLyYc3OR3VBIWrz81GTm4fK7FxUZeehPs+MprwCNPM629h25lvQnVuCzuwydGRWoimtGlVJVSiOq0ZOlFiKyhBpIMjqSxAUZCY85yNAV4AgyhBoQmhAPiL98hHvl4tMyuSfgzL/LDSw7dbnYzjUjGVRJZggjE+m1mJtThPWF7ZjnaUTKy3dmCjpw1jpIHqKBtFU2IeyrE5kx9UjLrgCwQRof0K7J8/h5pOjLM+ay7abJ2FSA2exOHvlwNs715Y4jNcWynPGpdQgLbsF2XkdsBT3o75hJbq7tmCwfyfGhvdhYuwwxkcOYbBvDzpaN6OlZTXaOsa5XTfKSmuQn5WH5Ph4RIQbeR3eWMR+bcaiGVPwPAPzCM+Lb16ABf8PeBa3bcl4fcuMm/iOmQdDsBdy8hLQ1VuL3fs34P5v3YXvvv4C3v7+e3j9rfdUnednX3gLTz3zOm6742GMLye05hbCk9CwwE7+jJ2rBv0Czpq3kwC0Fu/8dfCs4p75DrJzcoRHQACCo+IRm5aP5LxKZBa1I7dsCNll4wTklUi3rkXytIzbiVOgnGndMJVte7OyOMsyUXq5DZ4LmnagtHsPakePoGXlSeW2LbArkKwBskhZlqcszWId1pYLPGtJxKSclYCpco2ekhxLSx4mFmSxEmtJsga3Eqp3iASeJZ5a4FncwM8RoDUr95R7OPfRJOAsicCuWZAJxQLL6098W2ntFDxf13VwVjC/neen+rffju7N59G29jSaee9NBOL2tefRse4C2tbcipbVF9C08lY0r7qAFknKJQm6Vl5A6/LzaFx2GnVDxwnNR1DVdwil7Xtgad6BkrbdKBMvHPkzsecQqnqPoqLvFEr7z6Co9xQKu44jr+UQsuv3IrN6JzIrdvCz2Y5s61ZklvIzsvBzy1+DpJxJxOdOICZ3GWJFOWOIzR5DfNYo4jOHkZA2hASCcnxSH+ISehAb18X+pAvx0sY0Iz6ilqpBXHglYkLLqTIksA9MCJfayEWIJxwnhJinREgOK2QrVuR0JcluHRuUSiUjPigJMf4EZK8IRHpHIso7AjFUtFc4IjxCEeJjRBDfw/IHt4+XD7w5TvDme9fbi+9xTzd4eLhwjML3rqsjx2l2cHJcwvHRIjg4LFVjqcVLHPl7sMfCBUs5xhLPQDvlHTifv5V58zlmmzebY7NZbKm5nOb87DkzMHP2LdxmDpxclsLHzwM33Qiy0zUdgjX41eY1yNbmtWUa/EqrrZ9+zLee+/ZXNH2ddkzNCq1Zn20Afd1NW7M4a/AskHyjJNO2KlU1Fd/8dRJo1uBa9FXr9Ev47Xsvq3rQWt1nzU1bwFmya2vS6j6LJGGYQLIAsyYtBno6QIslWiBaA2iBYg2SJZv2jZpukZZtFERTsq+SHEeAWvR7igCt9Mcf4VNC9Gd/5j4C0R//EpeUJfq312tF/+sDXP03gZm68m9JKGaDZ4Ho6RZo0SVC9OV/2iRu3hpo2yzQBOfLtrhnAWgFzFPwfJlw/SUBXUmD5ild1eBZ2qlpiK7Y3LK/vPS3/ykNpLV5rQTWFQL0ZfwTX1z9G7648jH1iQLpi7y+y4ToK1d5bl6XZOu+IkAt1unLH+LLz37B5/IDfPm39/DZh6/xc3oef/7+t/ELZY0+imdO8UW2bRBnltXiUGcRdhKENxTHY505DltLkrHJkoANhXFs47G5mKBLbS5O4HwsNhfFYZs1EXuq0xRASwZtSfy1lxC8qy4ZO2uSVE3p6fAs07JM4FlagWsB5YMCzI0ZSvuaCODc7gih+UhnPg615xKUc3GE4HyoMw97WzOxi9vsacnAgc5c7O8qVDHP4ra9r51tm5Svsqhs2wc6ilS9572dJdjZbsHODgu2cpsNLQXY3F6Mbd1SpqqWAC1u3NUKnte3lWJlgxlrWkuxpbcGq1pKMVpdgLEaE4E4Fx3FWRioshCea7Chq17Vsu0ryUYfl/eXZquM2+u6GrFzWT+2jfVj00gfNo2NoLW6HoUc4BYWlKO6thu1zcMoaxhCeesErG3LFTxnEJ6TCmsRl2NFZGo+QuPSERaTCkNoNAePQcpaKVC71MkFTgJ+7HB9CUKBhnDojJEICo5FkDEOgfpY+AVGwCdAajnrIQm5ltgThBfbKyvywsVLscROaiYTnh2k9JQnXJzEAurLzlTgmUArkE6gE1frBeyQBYI167MMXASY5d9/ZXWeN58d8nV4nstOWzSPgCvQPJ/wK1pMELdbKtm6CciEdgXMUwCtuW3b4p5t2bY1y/OiG9y2l/BaFvO8S/mCEMiVGGA/p6XKRdtIgA4mPEvm6GC+GMLcHPiSckGElzuBkADNF1MAX0wBfEn5ygtK4pE9veBOSHQR122e19XO5g7uv5THI8SGE5zjnR2R5uKIDDdHZLo7IpvKcF+KTFc7pLouQZLLYiQQpmOc7QjadipjdThfemGergj1JYj6+8Lo7weduEn7B8CHn52ntz+8fMR1nkDt7kU49SIYE7QJ03rCcLDIwwMhvE4jr1dk8PaGntJ5eBFoPeHH6/aZkpZV24dg7u9rg2cNlg1BRhj1wQg2hKhW5qdDtNEvgM/Ihy91yscXUT4+fOHznB7uhGc3wroLvKfctp0Jz9fqPHPanzLaL0Esn0m6nysKjN6oTQhBrykV49WlWNfZjq1jk9i5Zhf2bD2F/RxI7j/wIA4efRRHTn0Hx88+hROET5V9m+B8ivAr7tuSffus6J6XbQAtFt7bbYnCRNOBVbNET7c8i9VZ4pBvfeCNa/B8+8MC0jZ41izPAs+7Tz5K4H1ESaYl2/Z1iOYxb2MruiDJxcTKLfHV4jL+qALv6e7jGjzvPcHjTlmdxWV7zbZ7MbH+NgXPncNHFThXNW8jOG9SCcPEbTu/ZCXyCkaRmz+MbNMoMqiU/CHEpHXBEFmt4NnbNxcefpnw4YAtMM4CfYYVuvxS6EpLEVRbguDWCoT2VCN4kDA8Wg3DRDX0hGZVMmq8Cvpxzi8jFA9VIqC3DEFdVgR3VCCkpRLG6goEFZVDT7gMSSdQJ3P/SIHnYvgbCJPi0hxahODYUhhTTTAQUsNNBarWcc+edUkAAP/0SURBVHJVKdIJ7xl1xchqKEFOUxFym4uQR5guYD9qai2Dpa0cpc2lqGgoQlWDFRV1ZSir5PIiK0z5VqSnEQJjLAgPM0MXVKCyTHv6FcLDxwxf3wIYCbNRMmCNLER2fBGKU4pg5XVUpZtQn2lCQ3o+6tMIzQSlhrQCNKYVopnTrVzWwbYr3YxuAnp3KuE5pQLNBOfahFqUxlQjP6oaqWEcMBv4PAJ5v4GF8ArMgzclpaH8CPKBfPZGgmskATaBSvfKRIFPFir9c9EebMZQdBlGE2swmtaAybxOrLcOYUvdBLY2r8Km1rV8r6zBeNMqDDasRkftStSVTaAofwDJcc0ICS5DgKEYvnpxVbclDPMiHKtkYT55KuZZkoZJ6+NLaOaz8Q8wsc83IyKhArHpdUgmPKfltSO/eIDPdiVaOregb2gvBkcPYnjsCAaHD6K7by86u3ejs3cLWntWoK6VEF9RD5PJhIzMZCSlRvN4RnjonbHQdT5umU8Qnnkz5hGOF9/EPv1m9ve3zCOwzsUtN18vUzVr5jxKAFrqLt+EGYRuO7s5CAxyI9DHo627Ctt2r8Z9D9+GF199Bm+//w7efPd9PPfiG3jm+Tfx7PNv4+57CXDrd6KQ30HfQB0Wsl+RWs9anefprtsCzRo8S8kqDaAFnkUzZs3EYr4bXL29+P0NR3h8GuIzSpBmakJWSR8yS0YJXSuQzt9dcskqxFlWIb5orar3LLCcW7UFBTU7kV+zXcU7p4nrNpVevgEZlRuQW7cFJV17lNt25zob4IpVWCBZg+Mb4VlazQqtSc1LjWUCs1iZNdDVMm+LtGzcsly2G5NYY3U8gfXbeY67eC72L/vvVeexWbzFWm1zCVfWakqLa7aBs2Tlvp6tW2SzMttctZfvt7lrCzSLpVqurYfX0bH+DAH5JBonj6N+4ihq+b2qHj2CholTaFpxFo3LqYlzSg3jtizW4mbdMH4BdWPnUTtyFhUDJ1HadQRFrfuRX78TWVUE4KrNyKrmM6/dDnPjbhQ17YOp8QByqaz6fcio3o20sm1ILt6IBPNaJBSsRkLeSgXLiTnLkZg5gYT0ZUhMIyin2tyuE9IGlOt1YkofEpJ6kJjQjYTYDiTEtCMpqg2Jkc1IimhCckQzJW0t5yuQRFBOCC1GHEFZPE3iqThjnqqJHKsnIAsc61MQa0hFvCEZ0fo4hAVGItQ/XCk8IBJhAWEI8wtBsBffwR46GD0pj0AY3QNgcPeD3s0XARKHzHeuJO0UjzFXF2e4ODtxTOYAR75rHR0ElhdzPLQIdksWYPGiuRwPzeG4iuOr+RJasZDjLhl/iWwGjtkcm82aw9/GnJmEZAHlGWpaNJsgPXvuLZg192bMXzQb7l5OMIYG4iYNijXr79tTIKvBtLQCuW8++5iSWj5tHw2aNXCWVmKZpwP09HNMB/Ub99eOocGz5sItklrPWnZtSRImGbb/l9u2zF+r80xI1lyyp4OzZmHWLM8aNGtu3r96+0X8+p0X8Zt3X8Lv3v+ugug//pDH+sGryhKtAbQAs1bnWaTBswCy1moSYNamtXVa3LJIc8/WQFqzQmvwfCNQfyEgLZZp6nPuI7rm5v37Hyk3bgHoT0UfcH4KosWd++Inv8alv/3Wpk9+g8tsBaYl8/Z0gL4G0Z99oOBZyltdJWx/KVm5CdAC1gLYypVbrNUXpWzUn1XG68sKVG0gLYm9rlwksIqmQ/OUZF6D66uXPp6CZ1v8sgDx10lg+eLnH+HSFx9fg2gNpC9d5jr8HV/gH2xtsoG0WKL/qkD60peUgP2U5DqVa/eV3wEXf4mr//4pIfoH+M8Hb+Ifv3wJH//oSfzxtQfx86cu4K17D+C54+tx/5YBnBmpwf4WE7aUp2NNYSyWZYZgLN2IlbkR2Fgkyb5SsKk0ERsscZyPxfbyZOyvzVQJv8R9e3dtKrZVErbLYrC9KkFZocWarERQFovz7roUpelwfbDVBtb7KIFnsTiLFDx35OJwd76yPO9ry8SOxlTsbCKEt2WrOO49HQXY1ZKvEobtayvg9jZ4Pkh43t9ZRHguxo42MzY35WFNbQYma3hvDflY12xWmba3dVdga1cF1reWYA0He5ONFozXFnCgU4KJejMGynMwXmfGaE0h2i3paDdnYKDChBXNZVjVXM5tizBWVYjB8jy0F6ZitN6KoxsmcXb3FuycXIYVfT1orW2COb8MpoJK1NT3ccCyDGWNBGgFzysIz0PILGtHalE9ErldFAd+oXFpMIbHISAoDO6e/lPWYEcstndQ2avtnV3gTIByJ4R5+wVxoGngwMoAj6mSU+5eAaoUlD2BdP5iOwLtIg48pIaxnUoA5kiIdSQ8O9gTWu3F5ccbDk6esOP2As7KbfsaPC9QHbNAsAxgBJ4FnDU3ujlifZ4CZ3GXm7+Qgx0VD73kGnjLv6JL7BxhLy5FPIeyPgs4S9yvq7hO2xKHOch6BydldV4oFmtqyaIpEaQl5lksz/Y8vrOd1EaWOOElKsmWALTeWWKSFyNY3KpdHRFBiI0mQEd7uSHc2x1GH8IpATSQ8iUgisXWQ1zh5eXl6AgPPl9xmw6yt0cYgTHOzRlpbk7IdnVAAWHczBeOyORhjwJ3O+S6L0a2mx2yCNNpbksJ0ksJ0vZIdHdGgo87EgN9kajXIVan4ws2EMF6PYJ0evj6BRKEAuFDgPbzDiDQE649ffmi9SXk+yDM2wehXt4I5XUaqRACbQjhO9iXL14uD+RL119gmYAtlmdPArhI4NlPMrL76/4LnEOMoUoyPx2igwN0iPD2RYyIx4/y9eX5p+DZzRWSsMzH2QGefKG7ORCa+XzdnZao2s+BdosRYm+HOPlDwc8FhXpPVMfq0ZWTgPFKC9Z3tGL76ArsXL0D+7edwpF99+DQoQdxiIB5/MyTOHvheZwj7J6hpBUXbgHna5KYYqndLHHQd9oybQsgizQLtECrBq8yL3At1mdJ4KUl87r1gdeuWZwlllrimsWSLZAsALz96EPYevgB7Dj2MI/zmALoPacexcFbp8D5Gjw/wX2+MwXQkqjsUXVugfjp1meBZy1Z2IZd96ts22NrzmNg+Sk09+xHRSMH3zXrCc5rFTjnFq8gPE8i3zRGeB5EFgE6s3AUqQVDiE7vvJZt21sSd/lmwCc4D4GxRdClEZrzyqAXeK4phpH9UnBXJYL7qxAyJvWO65XbtiQNUxm3RwnII5UIGqyArq+c8FwKQ5sVBu6nryZMFxPGs3ms5BKVuEsXWQIfvQm+OhN8AgltQYRmKa2UWIiwjDzE5JqQYrEgy1qCgspSmKtLYKkqRnF1EUqri2HlNZXXlKK8lrBcW4Y6TjdzfRO3bSi3opbgXE74L862IjelFMnRFkQLoBMiA3QW9mtm9nEERcJrmK6AA1YzIdeC3GgziuLNKE+yoC7FjMaUQjQmF6A51YK2DCs6MsvRnk5IzihFF6GpJ7UEvWlW9KZXoielGm0JlWiMr0ZNfC1KomuRF1mF1NAKRBpKofMzE9rz4EIodqXcCc0Csb4+uQjwzOHvM4f9SS4SvbOR5ZeDEkMhGiKt6CI496Y3oT+3E2PFQ1hVN4mNHRuxZWAbNo3uxpqhnRjr2YKBri1ob9+E5pbNqKxZi6zcfoTH1CIojM8+pBQBkmFc4r2nAFqVp5JSVYRmkS+fhYJnrg/k8wiL5zsjpQbxmZJ0sgN5pSOwEtAbu7ejl3DTP34cA1TvyBH0DB5E//ARzu9D59h6NPePoKqpGcVlxcgrTEdGQTyS8iJgSPCFi84es+05CJ9DeCYYLyI8i+v2nBmEZ7E0T8HzTIL07FlcPnveFMjepNy2Fy+ZBb8AJ2TmxKKlvQwbt03g7gfO4zmOj9989y0C9A/wwnffwtPPiuv2u3jgoWewbccRlFXW876CCb/2fHfZ/rAVTY951ly2NQu0nFfgWazOSjNu4btyMZzc3eEbFIzQ6BTEp5cg09SM3JIB5JaNI69yFSGZsFy2TpWrSirZSDjejGyCc2H9LhQ37Ye5YY/KtK0lDBO37fSK9ciu2YSijl0EwqNoX3NGQe6gJP7aeec192yRTIsbt0CyuFWLS7W4Vmsx0LJsaPsdCm6nW5414NWgWiTTmsV4xQGpwywW7nux8vA3sfb4w1jPvmi1JOc68E3KFrdsA+D7FAAPbrtLuW+P7JREX98ghItF+T624hJuk2TilvXDO+7BkGy/WRJ3XUC3ZMVecxZNy4+jZlTLan2AIHwI5b0HUTUo2a2Po3rwhFLt4CnUEJJr2FYMnEZZ32mU9pxESfcJWNqPIq9hH5/jdqRZtyCpeANiTauUki3y58Vmjoe2ILVkE5I4n1S4DgkmgeVJxOVMIDZrGWIzRhCXPkQ4Fg0iPrlfWZMTknoJyV1ITuxESkIHkuPbkRzXisSYJiRFSvmnWiSEVCMpuArJwRVIMVYg1VCOFIMVyfztJYdakBhSgHj2r3HGHMToMxQsx4gVOSgB0UGxiAqMRiQBOSIgAhGS2drfyD5DB3+fAKUAvtcDfdnyfe7Ld7KfeINxrObryne1ixu8OXbzlrArCbfitMQk29vZq2SfdlKdRLz1+D1fyO/8In7nRQs5tlrAMdb8eQTgObNU9vv/kvwWCM4zZ/P3QGnQrCB6jkD0DAXPs+fdjAWLZ8HTxxmRMcG46fsvPYUfUN8X6/ELBOjnCLfPfhtvPPUtfO/xB/G97zyIV6nvPf4QXn/iYbzJ5W898+hXLMcaBN9odRbJck0yr22rzWv7aPuJtGzcGkDbrNBf1fRs2wLS06UBtbJAf41btgbU0yFak7b9b959WYGzAPR0iBaJFVoAWnPhljrPmuX5n0q2ZF5iWRYJNGuW5ukALdKWa9JgWnPl1izNGkwLNGtu3RpYX5LlajtC9JRr93/+MJVwbMoC/ekfCOh//CH+TYD+t7hyc7/P//JLgvSv8MVHFGH68t9/h8sE6C/FGj0F0BITrQB6CqLFVfuaNVqSik3JBtGEam7z5TSIFkv09IRi03VFlb+y6cuLBO0vCNyii9xPxVELYIv12RbffKM0l+4vL9l0+aJAtA2kL3L+c8Lyxat/xyWRALSa5jJlhZZWm7bpEoH9S4mNxp+Bq38kwP+eEP07PodfEaJ/zOf9Hi7+8U189svv4u/vP4UPv/cQfvL4Obx25148dWQt7lnbg2N9lVhfkYbxvEhMEJ7XCDBbkwjWKdhRJUnBMrGrOh27qqQ+c7qC512E503lcVhTFIG1xZHYXBGPXfVc35iJPY2E6wZuL5m/ud2O2hS2olRCs7h0p3M7yaidTWi2JQY7SICW5GC26Xzsac7Cdu6/nZC9s5Xw3GOD553NeQRqSRJWMFXjuQLHesuU5XmXgHNjHjbUZ2NNXSZWs13XZMLapkJKWjNBukjFPK8jMK/jQHK0KhcD1gxCcyFGqgswUJaNlc1WjDeUoq8sD/3WXCyrtWCygYDNdlm1GSsaSzFcY0Z3WT5WdjbizK7NOLlzM8a6OlBdUoW87GIU5FegsrYHNc2jsNZJ4pJRvpyH+QLvQXpJM1LMNUjMLUVUci4MUYnwDQyBu4cf7Am6CxYtJZgumool5mCC8Cg1iZc6OBNCPeBM+HR28YaTkxccnMUd2h1LxVWbnfJcgd9rrtTskBdKVmYngrMrWwK0HaF1qTvs7N04YHFRLtvKbftazLPNZVtAWAYwMniRQcxXEriwlWltoDOf65TVWe3Da11kj6U8p0C7k7I8eyh4vtHy/HUxz5oUPKt2IewWLYDjkoVwIbxJ7WEvsYISoAMJdHrHJQqewwi8kYS6WIJsrKcLosQSTIgO9iJAU/7iIkV4Ftdpd77U3J2cVJIwXw7ajE72iCY0J3O/bA8bLBd5OqDUxxGl3qKlKPFcgmJPOxR7cR2XWQjV+dw228MZud5uyPX3Rq4+ELnBeqQHByHBqEdMcDDCgkMI0Ab48YXr66sj7AYSngOg8wggPAdwcO5P0CfAEphFIYTZUEJtKOFZANrAdTpvP+7DlzNfzKoMF1uRt6cffAnjugA94VgAWRRCSBZgFnAOVdOioEC+9AMI2AT5UC8vRIgI6uFUKJ9PsIcbjO6uhGhX6PgsApzt4eu8BL4EZz8+3wA+72CCcySfeYKHA0HCCWa9G2piAtGVFYuJCjPhoQU7R5djD+H58PbTOHnwPhw7+jCOE3RPnX8G5+94Ebfe+RLOUxL/rETolQRi5ylppaSVWKEFom8sCaXBswDrjmM2K7AArJZxW0saJpZmLXO3gLNYnAV+BZwFmrcdeVCBs1ifZZlAscCzWJ6P3fm0TXdIRm5xDZfY6OtlreQa5HzTYX7v8Sew68h3lMv22u33YXzdBfQRYFr79/O3vxH5pSuQUzROaF6OLPM40gvGkGEaIUgNIDunH5kE6DQqiWAVm941lW27An6BBfD0z4JvcD4CYooQkFKCgJxS6K1Wwm8x9PUl0LdwvotATECWzNrGiWpbuaqRMorAPFwBPdcF9ZZD303Y7iyHsYXThFtdSSkCc4qhSylCUHwJ/AmqXkGEOP88glyuchsPMloQGlWAyIRsDlzzCUdmmEzFKCkqQVlxEWqsNjBuJNA3lBajsbgE9UXFqCdktxYVoaukBF2E9A6LFc35ZajJIlwTbC1J5ciJLUNShBWRwYR3QwkCdcU8pwX6wCJEGYqRwOUpIYT1MBNMEfkEXxOq40xoSLSgJbUUndlV6Dc1YcjSjpHiLgwXtWOosBlDphYMFbRiML8VfTmt6EhrRnNKE6oTGlEUU4esiCoOqssQElREUDfB1ScHDj7ZcPDNgRPh2Z3g7OmdBx+vPAQSnI0E6AhukxiYh3zCfkVCFZqzmtBe0IUuyzAGqiYx0bYJawZ2Yd34AaydPIQVyw9gaHQvegZ2o5lgW9+xHVXNW5BfshxxaR0IjamBMaJcwbNPoEmBs9IUNIvVWVmeKV8F0fn8PvDzCDcjPLESCdnNyDD3wFQ5gfLmjQTjvehbfhLDq89hbN2tGFt9BsMrTmKEy0ZWH8HQ+h3onlzF7XpQ1VKJoupc5JcnIaM0CtF5QfCJcsEiT0LqwlswZ9ZszL+JffxNczFzCprF2izgbLM6CzhL8q4ZhFeb5XnBohm8bnukpkeivrkYG7aO4c5vnsYzLz2ON955E2+99wO8+MrbePb5N/H8i+/i0cdewv6DZ1Hb0AFDSATsHB2xgH27vGemS94zWszz/4TnWwgIi+bD0dUFfvpghMemIzmrDNmWNuSVDcFcswpF9RthrtuKnMrNSLWuR4pKCLYZudVbYWncfQ2ec6q2XYPntDKJe7ZZns1t2wmG+9G0wpYsrG+q3rEAsXKZpmRaND3z9nR4llagWCy84rqtxT2Lq7QmWafFPWvJvK7poMROP4S17PtEWsbt8b3iCv4N7vcNQvDdvLY70LPhdlUaStrejf+3ejbcRmC+lcB8Dq0rT6N5xWk0jp9E7fAxVPQdhLVnH6zdVNd+lLbtRVkXQbr7EMo6xBXblq28uGkPn+MeFPA55jVICah9yK7di8yqnUgt3Yx401rE5ROaCcXRmROIzhpHvFiRcyeVEmQ+UyB5hH3gIGJT+xGd3IuYpG7EEIxjEtoQG9+C2LgWxMU2KcXHEpCj65AcVYuUqBqkRBKUwyuRFFZOYCYcG9l/SB9isCBZX4gUXQGS+RtOkgRegZmE4mQqiUokHMcjPCCWbSzC/SP5Hg6xlX7y4bvVOxBBfNcGefjCz9MHXp4eKmzKw90dbm42K7KrC8HYSQwVS5UcltpxvLVYaSm/11LWUhkJFizGAjFuzON4SazJs+fzO83v9mz5nsv4SsIUOE1Anj17DmbytziT6/9LEsLAdbfMnDUl/iaUZkzpZtwy6ybMmnsTFi+dw77DA3GJEYTnFwm9hOZ3Cc1vPPkIXn3sfrz0yH14/sG78fQ3bscz37wDzz1wF17gvCx/5dFvqm1efeIhpdef/tY1i7QGxpq1WtP0ddJq0zfCs+jGMlaa5VmA+cevSXZum370PdlWQPtpNT1dsq1AtHLxfvNF/JLSkoaJe7YG0F+na1bq7xOmCcoCzb96+wUlzY1brM9fFw8tIP2PqSRe/0s3grWm6dZoAWrZRra/0a1bg+cv//pLpStT+lJgegqkZbuvxEcLPP9erOM8P9t/EKQ/5bp/ffBTwvTP8JmI+3/+8a9w8ZPf4JJA9Kd/UG7ZCqAlrnlKmiVa1YGeguiviMvESq1Zoq8ShFVMNAH5q+D8l69ISmGJJKP39NJYXwpci2VaQbQtDvq6bMtsrt0CzR9Rf8WlLz7CF5y+yGUXud3lK3//L13i8usAfV2XrnysYqOvSky0SCUak3sgSP/718A/foarH/8IX/75XXz++zfwtx8/j9+/8Qh++dw9+Ml3zuP1u/bh0f0rcOvKNhzsKcO2xlxsqEpVZay2VIp7djb2NuRgL4F0T41YndOxsy4NmyoSsKY4CqvM4VhXEk2AlozehGSu21kn8GzbbodYqauTVc3o3bVikU4nYGdiX3M2DrbmKVgWHWgT67MtQZhk2N5Wl4qt9YTvliwFz3s7TdjdasIegrO4bR/qKMLR7lIcJkTv67BgV6sZW5sLsKU5H5u5zcbWQuW2LaWqbDWeCc0E51WNBOC6AgXPYn3uL0kjROepeOdOcwom6i1Y3V6pAHqirpjbsK01Y9CajR5LOgYJ1eMNVgzXWjFYX4HNywaxd91qTPb3ocxsRWZaAXKyilBS1oLSmh4UlHWoLNtZkiisuAlJplok5pUjLsOsXLYDjJIhW0ew9FQxygsW2ikQVcm5plyjxcIrlmRVf1mgk2AqWmTnqKzT8xcvwRwONubME7fqWZg9bxYBeB5BVlxvneDiJMmqCN72XnCy94S9o8c1y7NIEnwtJMQuILBqCcNk8HIjPE+HZm1+HoF7HvcRcBYIXrL4Ojyr5BaS+Zv3psU8/1/wrLlta/C8mPe9mPC8dLGtvrITp10XL5wC6CXK+hzqYo8IAp/E4iYQmpMIzfFso7xcCYkeCg51fOH5Ep493bwoD3i5usKXL71AKpT7ShKsdF83mPzcUO7vgkp/Z9ToXFAb6Iq6QGc0BDij1t8J1VRtgAtbbsftrT4esPp7ojTAByVBOhQTmvMMOqQb9HyBByPKGEKINUCnMyKQ8BrgF4RAHx1fxoGE58Br8Bwu7tNiBSYwh/kFINQ/ACGU0ScAQVSgtz9f3ALQPoRmvsAJz55SmoLwHOgvcc7Xwfn/Bc/yh4I8k3BvysemMC93yo1A7cbWGSHujjC62cPgagejxJa7LEW0iyPiXDlA9nZEXqAL79UdddH+6MqMxPKyfGxsa8Cu0WXYv3obju84jTOH7sMpAuqp00/izK3PKXC+cNfLSrcSci8QlDUJOGs6LwB9z8s4SRgWcBYwFgvzdHjefvSRawAtyzQ3bknmpWXRlmRgWpIwW/buRxU8CzTLvEigWiRWZolz1mKeVakqKV1FSSy0HMuWZMxmCVcwf27KEj7lsi1WZ4l17p84gYaunSitW4e8kgmC8RBSCMpp+cNsh5CY1Y/k7H6kZfYgI6sH6YTmlNw+DiB7EZvRhfj0TmWd1Okt8BVX4pACBMQKPBN2s60IIpDqq4oUPBsEntm/GfqsMBKUDWOV0I0SygZLlXSDZdD32cA5pL8K4b3VCO+sRmhTJYIruLyQ+2aVQJdQAt9QEzx1uQqcPQmT3oTIwAATwkLzEBuVjZT4fOSmmlGSXYyq3BLU5RWjjf1ddxFlKkVXfjG6uKwjpwgdWWb05BZhIL8E/XlW9OaWozOrHE1pBOjEcljjK2CKrUA6ATI+tAzhwbwWvRX+AbyvAAsig4oRZyhCIge9qfo85AbnwRJegIpYCxqSrWjPqkWfpQOj5YOYqB7HioZVFCG2dhnGq6nKcYyVj2KoeAjd+X1oyepGDZ9rcVILMgnQcREVBPZi+AYUwpXA7EA4dmTrIiWjfAp4/ybevwn+nNYRXkP88xFjMCMjmuCfVocqgnmDuR8t1gl08XMe7tqBiZEDmJg4jPHJIxil+icOom14L+q6d6KW34fKth0oqFyDxOxeRCY0ICSyUtV6Fsu3xDtLuSqRm0fWNdmShUmpqhxeU5ZKIBcaY0VSVityigdhqV2NyvZtaB48gEGC8/imO7Bq+z1YvfVOTG64FZPrz2PFllNYvmM/RjZtRM+KETQPNHCfQhQ1pKCgPhap5SEwpLN/1rG/X3qLipWce4tk256DW26adQ2exeKsQfSMGRJ/bHPbnslB+nxCt4eXHRKTQ1FVZ8LqTYO49Z5jeOK5b+F7b31PuW2/9Mo7eO6FtwjQ7+DxJ1/DyTN3o61zEKGRsXwHSd4NgsUUNGuS94tmff6f8EzJe8/e2QkBeiOiEtORxu9bXnEbCiuGUMxnVNywCZb6rYTlTUgrldjndUgt26hg2lS7A4V1u5XrtoCzShpGSeKptPJ1BMEtMLVsQ2nPbtSPH0HH2tPKdVvAWJMG0ho8a9MCzZort0hLGCbSknJp0jJgT5/Xlqnl3HdinywTd+sHFTAP87PWSlP1bLhD1aLuWHMebavOo3VSYFimb50mzsuya8u5HadbJsUFW0pCnUDN6HFUDRxFGQG5tINg3LoHRS27UdS8C5YGPqv67TDXbkNhzXYUVPGZlm1CTulGZJWuV0m8Msu3Ib10C9JK+Kwt65FcsApxWRPs25ZxzDOmADle4pHThpEo1uTkASQk9iAhqQPxie2EvDbEE5Tj4poRH9eI2JgaxERWIDayXCkuskwpNrIU8WHFSAwtQpKyIpuRaCxAgoFwrMtCQlA2+49MJOjSER+Qgji/RMT4xCHam4DsEwWjb4SSwScMem++I70NlB46Lyn/5Ac/d2/4uHmqfCOeU0k7XRwdOXaxh7OzIxwc7bHYjiC8aD4WEZAXLeGYidPiar1gAcdJC+YqzZs/R42R5syx/X5mzbL9lrTfk3h13MLfm/yutD+otOkZXH7LDEnOR0C+oRXJn1iiGTe0t8zk72PGTfxd3IylDgugN/ohNT0ON71PcH77mcfw2uMPKTgWWH787vN47I4z+NZtp1Qr80/ee+EaSAtYv/ToN/DSY9/Ed7/zAF4RC/WTD+O1px5RMC2tNv3GlJVaLNQaMN8IzQLLmjRo1mKdZdoG0dfhWQD5B69IbPRX9f3vivX7STV9DaS/9yx+Sv2M+//iDUIwIVpLIDbd4jwdnFXtZ8KxuGkLQAs0a5ZnAWeRrNMAWsvKLfqYID3doqwBsEDstfjkadJctr/OUi2SY8m66Zbo6QB95aNfAX+l/vJLXP3zdYBWED0F0JKB+ysArZKKybIf45/Up3/8iQLpz7jvf3jMLz6ecumeimtWAE0QVvBMKSv0lASSBZZVMrEpmFZu3FymxUOLriUW+xrJMUXKaj1NcnyxYF++bINo5fp9+SNIfedr9Z6pK5y21XwmPAuIE6A1iL4kFmmC8o0lsGTZpS8Fom/UJ9xHIFygntcsrtyEaVyU6/kD74MQ/dlvcPVTPv+//wRf/PV9Prs3+Tm/ik9/9jw+ef9x/F7KXn37LF6+bSe+tX85bl/XQVi1YHt9NjZWpmBzeQq2VxGGqW2c31KZiE3l8QqaV5sjFECvLAzDWsL09poUBc5Sr1kk0wLQslwgWoBa4Hmv1G5uzcF+QrNoT0u2Aud9nN5JeN5CcN4qlmeJoe4yYV+3WSUMk1JVAs97Wwqwp0ms1OLObcKuNouKed7eRmgmPK8nRIvb9uYOm8v2ls4yQrQVqwnPoxVZGKvOw/oOcccuwFBFDoYr8zgQTFOtxDSLVnCAKhqtzMdweS7GqgrQX8q2rgQTzTUYbqzCcHMtlnW0YbSjHSUmC9JTspGRUQBTYRXyLQ3IyK9FishUR2iuRlw2XwAqy3Y+giOT4S/JvqR0lMDzUmcsXGSD2PkExfkLBaBnYx47YSnJsXjJEgK2g4opFomLtIC1ALZYnGUQIQkj5s6diQXstO0WL4aTg7gMecDd0RNuDt5wdfQmeN8Az9xm0RJ75T6tkoVNxTzLgEUGLzKtrM5TMD1dc+fa/jEV4FcQPM3yLPWVXV29/wueRZrbtp2d/dfCs9R5XiL3TGheytaeL6alfDE5c95LZahegiAnOwQToCNdHRHv7owkT2cke7lQrkj0dkecj5eK6w3x9uZL0UfVQ/QlfPpJTLS7Gwwerojk9ol+7sgMcIdF54HqIDfUBbmiUe+GFr072ti2U62E6WZCdWsgl1ONfh6o9/VEXYA3gdqXsK1DtTEYxQYDcjmISw8JRRzhOZTTBn0Iggi3uoBgDsYJu15BMHgGEZ4DCat+fJn7IcI3AOEEZwXPfjoE+wby5U7Q9gmcgmd/wrOfsjh78T483Phy95IM25IozHhN0+FZA2oNnvWSNIzQHELoD/f1QISfJyKpaCV3xPhSPvLHgxOiPR0Q5W6PKNeliCFIJ3nyuRKqs30c+ZzcUB7igUbCc096OCZK2U+01GLP0AgOrtqC49tP4MyBe3D66MM4LfB8nvB8+4u4IFZnTVKuirArkmzcZyX5FyVJxCRx2OFzNguvSIt7VrB68noJK82NWnPhtoH2U0paRm1tXizQGjhrmba1dnqdZylVdfo+W/ZtVb6KEiu2xE0LzIsE0uWa5PzbDz2KjbuktvNdGCXAdI8eQXXrVg7cJ5FROIKk7D7EZ3QTmnttWbXTOVDM6EFqRifSszqRltODZCo+u4v9Qie36UJ0fIOq8+ynK4A/oTYgxgL/5BIEEJ4DzRboywsR0mBFWFs5QrvKYey1Qt9PDZVBN8Rt+rltXwmCCNWG3jIYCM9hfVWI6KtGRFcNwporEVpVjmCCbwjhVp9UDL8wE3x0efAJyIPEW/t45yHQrwCRxnwkh+UiK7oAlkQLKlOK0ZBWgtb0IvSwHxvILMZQOpVWhKHUYgymFGEw2YLB1CIMc7shAvNAegV6UsrRlmBFXVw5ymIqYeKAOJ3gHB9sRbiRoK8jwPuZEeBdgGCeNyrQhFhdPhIDs5FlJDxHmlGRUIaGjFp0FnZiqGoMywjNy1s3YrJzB1b27MKqXrbdW7GyYxsmWzdjrHYdektXoNU8hrqCIZRm9yAnpRUJcfUIEcuvQRJ3FcCV53P3tcVde/la4ONbBD+2AWIJ14lrOYE+pBhJsZXISW+EpaADZeYBVJcuR3PdenR37MTA8AEMjB9EH9VLcO4iSDcP7UVtzw5U8/rKWrYjr2wVP99ehPP8xvByPu9CuHnbSlVdy7rtlgFn13QlV05rGbc9PDL42WQjJMoGz7klwyiqW4OKtq1oGjiAIULTcn4H1+66D+t33oO1W2/H2i0XCNOE5137sGzbRgyuHUPneDMa+i0o70yHpS0eWQ3hCCvwhlPoQsxxvgW3zL0JswjGs2/+3/AsA/RZYhWbeTPEbXsB4dnNYzHiEowoq8rFirU9OHPHQXz76QfxyhvfVfD83e+9i+dffBtPPfMmnnjqddx624PoH1rB73oK7F1c+b6zwbOECGkxz9p75/8Fz/KHsR2hxj/IgKiEdKTmlF2DZ1PFBEzVq1FQvYFgtw7JxasQb1mt3LfTStYS+DbaEoZJqSqBZvNqxBVMIs48ieTS1cpt29SyFdbePQTMo9cShgkYaxJ3bU3itq25c0viMEkUpmXcvrEklFiZNQkwT18mVmjNEi3Jv8Qde3j7vRjZcZ9qB7fepYC5fbUA8NkpCD6H5hVneJ3U+Fk0TZy7JpkXNSw78xXVj51G7chJVA0eQ0X/EZT3SmbrfTDV70Z+zU7kVUspr63Iq9iMbOtGZBSvQwafXwafU7rINIm0ghVILViuWjWdu5waZ9+2DMmZhOSUXiQms5+jUlOo5G6kJHQiObZNuVknRjeorNaJkVVUJVVOlSEhohRx4RbEsg+MU8rndC6VY1NwFmINGVQ6YvRpyuU6KjAekf4EZL8Yvt8iEeYTjhCvEL5r9TC4ByLI1R86vnflPRzgrYOfVwB8+F71kj/WXTlOctZikiV5lz3HMVPxyEvFgizjkYWqXcTxyBzlVj2D46A5/K7eMC6abwtxU+J3WFmS1e9GwhDkOy3x/LbfkuQPmDmD62+EZy6TdTNulu/89JagLL9L2X5q26+2M7jvTfztzOAYazGMxkCkpyfipjcJuK9++wEFxALJj95+Go9cOKkk0wLPT9xzq7JCP3v/nWo7sUK/SHj+XxKg1qBaIFos0wLPAs3TLcyalfk6IGtWZtu8wLO2bDo4i8TiPB2cRQLO778sVm0BdZt+yGU/+u5T+PErT+Mnrz6jQFogWgNpzRqtwbRAtMDzhz+6DtBibZ5ucZZlGjyLC7cAtEhN//i1ayWqJFHYdIDWgFlAWLlWT0kDa9lGs05rEK3Bs6yXbacDtOgKIVrAWYNnsUBfs0JTYoWW0lWfEaA1iP43NR2eNQlA/4vH/jf3+5xQ/vknv8bFf/xOQfTlKSiWUlWXxEp8kRAtIC3QOwXR0+H5CqFbJRT7FyFa9O8PuK8NqJVFegqYbbJBtAbjX4FnsUZ/QTgnvF6+xPUC0tQVSfp1TYRqSlzENSmL9kVC9sVPcPXS35SU5ZqtcvMWi/Tlr4NnAWtqarsr3A4C5zyeZOpWVujLH/K4v8el//walz77Je9L4qN/hqt//wE/j7fwxe++i7//+Gl88PqD+MUzt+H9h47iiSMrcfvqNuwlqG6qSMGmsmRspjaVJ2JLVZIC4a3VSVwXj/WlMVhTHIl1pdHYUZdqg2cCstI0gN7K/QSe9zYRiJuzsJuQvEekprmMML231QbPAs7bmwjgAtYdBQToQhzoKsIBArTEPO9syMG2mkxsr8vGjqY87Gw1q5hnsTyvrc/Ciup0jJWlYnWDSdV6Fgk8S8zzMr7g+0rSsKLBjJWNFgJzLvqt2egtyVAaqsjHaFUhxmsI2gTn3qJ0QnOmskBPNpVhWb0VI3VlGGupwWhrPXpqq9FQUoL8jCykJqQiOTED6RlmpGaVIC6tGNGpJYjPqkBsZhmiOdCMTi5EVHw2gsOS4B8QygGSP4HSQ8UKS/ywwPM8guJcArAMDCSLonTGkpxrPtdJxkWbbOA8m8As281dMIfbEHjnzWQHPltZbu0J2072UiKJMLvUAy72XsptexGXicVZWZ2nYp4FgP8veNbmp+tGy/PihfZYstiBLxxnvnzcCc9ecKE0t21NTs5ucHKyZdwWlyZJGHYt0zan7RcvgZ24rE/BswbQrnaLVIkofyrQfgmMBOhIF3vEuTkhyUPcrx2RQQDM9PdGqr8vEgMCEK0suXxxEkZ1BMggfz8YfH0QSoiM9nFDSqAHsgnORQTnqiAX1Omc0US1EJjbgpzRrXdBF6c7A1zQE+SBbp0nOgI80e7vhVaepzXQH+0GI1pCw1BNaC4KDkVeWARSQyMQHRyOUGMEjIZwQixh1p+QK+5gXnoFz6Gevgj3/io8hwg4ewfAQHDWTcVJCzj7uPsqcBaJ5dmby8T6HOAbBJ2/JAazwbNBF6KkgDrAiECuC/DT8/4DeFwPBPOeQwjLEX68f95HXKAX4tkm+Lsjyc8Nib7OSPJ2RKKHPRIJzomE6DRvZ6S5OyDX2wElfBbVIe5ojvFDb1oIxvn72NhYhd39A9i/fD2Obj6M03tuwykOHE+c+DZOnX0G5259HuduIyhfeA5nRLc+i2ME4uMEXy2R2LEpHRVgPi0WY5urtICqtCJZNh2otW0EnsUiLJAs+jqAFnAWS7QAs1inpRyVuHmfuU9cvW11nm3lqgSabfBss0BLa3MLFwlAHzgn2bsfw4bd92Ny050KnMXq3Dl8CDVt22CuXInUPCmN0oHIpFZEJbdTnewLuhQ8p2V0KXhOye5GEuE5IadbwXNsahsi4wjPhEqJPfY2FsCX4OiTSJhmf+KfV4igknyE1JUgnPAc1lUBY08p9IRlw6AVuoFS+PcWIaCnCEHdXNZDOJZkYd1SF5qw3F6GkEaq0goj4TmY8Gxg/6SLJiwGF6jSTQEBhfDzMfG7akacwYzM4HwUEK5Lo8yoiS1Cc5wFnfFm9FNDcSYMxxRglHA9FiUyYTSqEMPRXMdth2IJ1HFW9MZY0RZVijoOiK1hVhSEWJFuYP9IOA2V+s4BZnh55cHLPRuBnoREnxz+JrIR45uFdH0+imJKUJVSg6bcNvRWjGJZy3pMdG3Hiv59WDlyBGvGT2DtxHGsWXYUa0ePYPXAIYy3E2rrN6GtfDXqisdRXjgMU24vUjPaERFfi8DwUvgFWeDL+/TzJzBT/n58xn7FSoEBJfwNFUOvJ0ATnqNjK5CSWoesvBaYCvtRWrIctTUb0d61B32jh9G//Ah6VxxBzyQha/IY2sYOoXFgHxp696GyZSdyi1ey7+8gAFdBF1qqSnRdK1NFuUo7HZ4pNw2gPQnP/tkIjSwlkLQhxzIMc9VKWJs2oa5nD3qWn8TougtYSahaTXBeufk8Vm08y/ljGN+xG2PbNmBk4zL0r25H2zIr6gezUN6fhIKOKMSU+sEtejHmuBFG59/EAf0tHIBzUD+VbVsG9F+RAgCBWbFU34T5C27hdS9AZEwgisrSsGxlG05e2ItvPXk/Xn7tJbzxrtR6fg8vvPQunnz6DaW77nkUyyc3IS0zn/fuhXmEZw2cNU3/0/Z/w/NNvIaZWELI8WI/HxqViMT0ImQVNPJ59yKzaBDZpeME5DVIJwwnEopjC1cqgE4pWk2AXofM0k3IsG5S8JxkWaPgOcGyUsFzVvVGFPL3LG7bzZMnVMyzxCiP7baVqNJinm3Ju2zLrkPzNzExVZtZzU/VcBYolmNoNZhFEg89sPU25RJuSxwm5ads9Zv7Nk13tb6Dugtd68TKfCualhOCx08pCQjXjZ5CzfAJFZdcNXgClYPHUTlwnGB8DOV9R6kjKOs9AmvPIZR0H0Rx1wEUde7nPe5BfjNhuVEyXG9FWtFGpJg3qDjkFNNaZUFOyFmB+OwJJGQuQ3zmGBKVRpCYMYIkUVo/klPYnyV2KiUndiApvhUJCo7rkBxdj9SYBqSIq3UYQTm4HEkh5UgNK0NaWAnfl8Uqz0FKqFnVWE8KzUOCAmSCsT4V0QLHQYRjXSwiAwnIATEICYhCqD/lF8H3ZijfmXzneeuh9wlSfz7rxXPLywcBnl7w93CHr7srQdkdHvzOubmJZ5yEl0l1EHvY29vBzm4xFtsRju0WYNGS+Vi4eB41FwsWz+F3ki1BecFcjoNmz8LsWTMwe+YMNT2PIDx3DsdDU+0c/j5UclUFyvLnj5b4juM5Ts+VdQLf6jttg2qlqd+XwPSMW7iOwDzzZmmni9vzdzl7Bsd+N+qW+Ww5Hpx5M6/rFixdsoD9mDc/jxjc9OJD9+KZb9yhQPn+M0fxzdOH8QDbh84fxxP3XlDQLNbmlx6+Dy9/65v47mP8AT/6TbxM4H6J0wLLL3zrPjz38D149qG78Qz19IN3qfb5R+5V1mnl3i0W6Gvu20/gXeq9l6/HSWtAPd0CLfoBgddmnf5vKbftadMCz+8SmN95UZKSiSv5Y/j+i4/jBzyX6Ic8348J0gLRol8Q0H9JQP/VmzaI1gBaWaB/YANkGyRrek21f9SmCcoCzDbJPq8SvF/Fhz98FX/mNgLRH0/Lti1A/K/fff8rIHwNoKfAejpEa+1067W2nyaxMH9JXSE4X50CZ82VW4uJVnHTci6B6A94vj+xJVQLPIs+/f2P8A8Rp//B4/9T3Ll5vM8++iUB+jf44m+/xcW//w5f/P23trJVhOCLU67VV8S1WlysCbtSH1qAWUGzuH2L5VokicjYyr4XBcCnu3UTnsWlG5c+mgLoaZZtAWee5/PP5JzU538gSHP/S9z/soC0iMeRjNlfClDbJLWdcflj2zEl+ZiSJCkjZH9OEP5CMnvbEpF9eaNUpu5/Eaw/pWxZu6XslUpcRkCXrNxXCNBfXuG1Xf4DLl76Ha/nd/jy4m9w9T8/B/71Y+Bv38eXf30HX/xerNHP4eN3H8Mvn74Nb9+zD4/tHcPZ0RrsasxRsdDrSuKwuTKZ0JpKgE3HtlqCdWUiNhOMtxOQBYh3NxKYqR0St8ztZJutynU7WbltCzzvoWR/2UbanRIr3ZpNWM7BjmZCMcF5l8Q7d+Zjl7hyt+VzfYFNEvtMeN5em4Ut1RnYWs/pZhO2tRYSnguwviEbK2sJu5UZhOcCrKzLw0RVNtY0mrGpowxrW4qV5VkAerw2X8U8d1lS0VaQiJbceBs8VxZiWbWJAF2IwdIsdJqS0W1Ow5q2Kky2VGGwugRDDZVY0d2KoZZGVJpNSImJQ1RYFCLCYhEVnYqouCyEx+YiODYPEckWhCcWIkTmozNVySmdPgZe7Ojd3PymwbOdDZ4XiDVZoFiyJ85U08qyLPX7BHDnLuA2BNx5czFDOvHZNmCeP5/bzZ2BeQTqRYRnu8VLFUA7LCHM2hFmHX2wVOB5KeF5KuZ5sVixldv2/7Y8z+ELwdb585qmErho8CzgLBLL9cKFdli8aCmW8l6U9ZnQLPAsdZ61hGEyLwAtybvEdXuxJM8Qa4PAM88t8LxU4Hkx4XnJIiyhlhKkHRcvhLv9Uvi7OkNHGZwdEOrqiBgPwp6XG9J83ZDp64pcf0/kBfkjOygAaUE6xAfp+cI1IJQwGcI2RBeE0AB/wqMPYgmQqQTnnCBPFOvF8uyKerEyE6JbOd1hcEWv0R19BOheLh8weGLQ4I2+IG/0EDq7+WLq1gWgxxiCjrBw1IeEoZwQbY6IRAYBOpbwHBESiRACtEEfBn1AMPR+Br7k9TASno1uUmvZB+E+/ggnNIcqcPYnXPtBL27ZXv586fsqcPZ2k4ydPgQMTnv4s/VTra8Xt+Mx9YRzgy5UTYsCfPXw5yDC3zuI20i8tcRQu8Hg7UKAduH5XAnP7ogP9EQilezvhhR/F6T5OSOVkJziaY8U96VIpdI9HZDquhjZXktQHOiImhBXtET7oDfZgHFzCjY0lGFHbw/2LFuNw+v34sSOszi29y4cOfYwjhGET519WunEGYKyZN6mNHA+ef4ZVb5K07Fbn8YRArIGxNOTh8kyzZ1bIHrfmSexlwB9YGp7gWMNoEWSKExz0ZZpaTXrswCxJBYTeJ5e5/n0vTZYFov0Man1fMezlNR8Fhfu53ncZwjO38aWQw9h3Y77rsU5tw8dQGP3Lljr1yGneAzxBOTQuEYYOFgM5qAxLL5FQXRSZh8yc/oUPCcTmMXynJTbh9iMDoQnNBIAagixRfDwzYG7LhueofnwiiVAp1ngl0PANefCUGFGcEMJgttKESzJwPpKYRwsQ1A/4a+bINxpQVBnMYzdZTCKdbqT27WXIqSV4NxQjpBqtiVlCDNVICSzHIa4UgSFWwjthG6eW0egDA4sQkJQIbIN+TARrK1hhagNN6M5vJDf9QL0E6iHOcgd4SB3NDgXo4YcjOqzMRyUi0Ej+9dQE7exoDesCJ2Ez0ajBZV6C0qMJcg3liIlqBgxPEdwAO/Lt4CQmA13lwx+37P4Hc1BiDf7T68MJAbloCDWioq0ejSZe9DfsBoTvbsxOXIYqyZOYe3qC1i37nasWXMBa1bdirUrz2P1+BlM9B/GYNtutFVvQK11EhWly2GxjCIzrxfRqU3QR5bDnwCvCyhGUIAkECvlb6aUvxk+Qx/CtA/B2rcQ/v6F0BmK+blYEZtcjZTsJmTld8NctBxVdZvR0XcAwytOY9n68xjbeCuG151H/5qz6F91Bj0TJ9E1cgz1HfuQV7QKUQltMITa4p2l1rOUqrJZnbNVqSpVrkrctgnM7l9x3c5GQGAuwiPLkJLeiizTIArKlqO4bj2q2rejZfggepefwMgaXseakxhffQzLVx/FxMaDhOddGNu+Hsu2LidA96BvdTXalhegbjwNJYNxSKwOhFeiHeZ53IKbCM+3zJRYZg7SZ9qsX+I+KrJZxjg4JxDYBv02y/PceTfB0XkuQsN9YSpKwuiKFhw/vwsPfec+vPS9F/DGO+/h1dffx4svv6fAWcpV3fuNx7Fu4y7kF5bCk4AjoUfy3rsRnm3eTf83PM8kxC9cspDP0AuBxkhExOXwN1aJ9PxWpBb0IL1oFFnWlQTlVYTjFQTjSVW2Smo8Z4r7dsUW5FZtQ07VVmSU2SA6jevEbTuT8Gxp34kaftdaV51C57qzBN87sWzPPQThbygoXnGAkExAlszXI7vuwvheWwmrZWwlsZiUmxphK8AsVmsB8K51Z1T8tKhrwzll0W5fe5rnOIm21SeVe3jH2jOcPoU2fo9aV4pVWSzM5zh/AS2T59E0cYawfJKwfJKwfEIBsrXnMEo6D/Ca98HStp/tfpjb9qGwdS9MLXtgat6NgqZdyKnbjqyarcis2YKMqk281/VItq5FUvEaAjPbvDWE5dXUSiRmTxKYJxCTOorolGH+BqiUQcQm9VO9iEnoQVxCFxLiWpFEQJaayImR1UiOrEFyBCE5tEzFIaeGlCI91IpU9jHJOhOSdPlI1ZuQZsxHiiEbyfosJAVlIlGXjrjAVMTqklWN5Ej/aIT7RSLUJxTB3kYYPAnHHjroPCUMSo9AjqEC5P3mGcD3pLwfpaTjVL1kTxf2K45wdbXnuGMJxx1L4OCwhIAskMzxiqqPLEYJfs+oOQv4PZtHqF1g0+wFM9lyDEaJC/YCjoPm3sJlN9+CufyNzCckL5g9D/P425jN34gS4XWWSKBYgHaWjJdm8Pt7C7+/t/D3YxuvyfSMGTJ/fVxl8+iQ7/gM3HIz95Hj3UxQvkFSRm6WlJP7L83nOp5vxs1Kizge9JFEqhHBuOk750/gwVOHcc+h3bhj33bcc3gPHjx9BI/dforQfCdeIgC/QgD+3hPimv0QXnv6YSWZfvXxBwnT38RLhOfnHyY03387nrzvAh6/5zwev/c8nvzGBTzzwB144ZF78N1vfxOvEaLfePpRm56R7N0SE03QndK7L9hiod976Sm8T33/5adVqyzWhN4fvvIUfizgK5m3qR8LOIsFWty1X36C2z6O917gcZ7ncZ99FG9T773wbbxPgH6fQC3t9wnRmtSxXnsWP339Ofz8TYlrFvfsV/Db91/F778vbtxihRZLM0H5h69T16el/fBHYm22SZap2tBquU1ihf6zWKGlZJVy534XfxfX7N8QiH8nFuAf4bM/EmrFZXoKoqdLA2lNMq8BtLQiFQf9p1/gskjctv8i4PwrXP341wS4X6l5LbnYRa6/JNNcfpHtZwRqsUB/yuP+c0r/+ANbHv9TQvanAtl//hn+89df4IuPf4VLKkP3bwjSv1UwLBZlUrgtqRh1ZarUlUiycou1WupBXyQ8Kws297v4D9mXsMl1V7nNVUK0uIRfJSiLIEAuMP75B7j8+R9x8T9/JDjzOGwvqWUfKEu0reX5LnH7SwTmywTwy4TmK+JmLW7dHxF+PybYavoIlyQOWly5qStTWbmvTOkqwVnpEgH64t9hy9xN0JZ4akkkJi7hPL7EQ0uJq6siVTtawP1DHuuPvObf4Mp/BKJ/zXuj/vlzXP3oR7j4wdv45IfP4Q+vPIj3Hz6Jp09swG1ru1RG6w2E1bVlyVhfnkSITiHAEpIJqjtFNWnYIzHN9Zm25GECx3UE55okbK1KxO6aVByoz8JBSfrVlI3t9enYLts0ZyntbM0hJOeqJGE7W7Kxt13KVJmwuyNfWZ73dRQSqPOxnSCvRIDeUJOO9dSGuiwO4HOwiWAtbtub2szY2GrGlk4rVtXnY9iahhUE5XUE58l6k4p3HrRmqKRhy2pNCp6bc+NQmx6B1vxE9JdkYVlVAZbXmrGsogB95gy0ZiWi15KN8fpy5ba9rK0eKwe6MNzTgjJLASJDw6HXGaETV9mgcA64IqEzxsIQloKQyHQEh6dxOhlBUp85KBo+PkYFzi4u3iortbhiL1psjwWLFrOj5iBF/rFUCcBEtmmRlCmYPVfgep7KvCiJJWbNmcVBDIGWmj1nNveXupkET4HnpQRZexc4O7rDxZkg6+QBB0c3LHV0wRKeUyzFiwi8CxdpScNsAxYbJMu/pALs8k/pVy3PMrCRAY6UGFFx2qoV1ztxc3Liedzg7OymgNlZ4Jmg6Eq5uIr12Z3rpJyVuKDb8b7lJbaQ4L1IuZsvtbNTiTaWSLI0e7FkO8DJwQHuTi7w58tR7+GBULaRbOO9PQnOXsjx90ZBIBXkh3x9IPIMQcg2GpAWbESiIRgxQUZEEqQjCM8RAYGI8vNHvL8fkgL8kB7oi0KdD6oIxbU6T9TrPdFMtRGWOwnV3Xo39Ord0W8kPAd7sfXivFih3bneF+2hBrSGh6A+LJjwbEBhaDBywkKREhqKuJBwRBKig/Uh0AXyRe8bhAAfHfSe/gjx8EIoB31hkjiMCvb2U4nC9ATqIE4HUipRiZs33PnsPNwl27bEPEviMImB9oUvYdtfMn/6S01nGyiLfHh8b9EUaPtwe38vDwR5uhLc3Xg+N0T7eSDR35PQ7I5UP3ekE6AzqQw/V6R5OSHZw57wbIdMt0XIclmAPPfFKPa153NyRVO4NzoTDRgzJWJNtQXbutqwe2wSB9fswpEtJ3F41+04yMHloeOP4DiB9SQBV3SccGyzMgssS9kq6s4XcPauF3HurpeUC7eUrDpBSD7B5ccJrcdufw7HCMxHua20h3mMg+eexAEC+EGxPCs3b1tW7X2SJZvaQ1DefUpcvL91zWVbMmzvOfkoDpx5nMfheQnJp+95me0LOHXP85xme5ecl+e7/RkcvfAMz/MUxeOffZb7PasybG858AjW7vwG1mzjoJnw1jV8FE09e1DVsgUm63ICVg/C4xqgD69EYEgZ9GGVCIupQ3RSC5IJ1Zm5A0jP7iM89yI1dxBpecNI5HR0UjuCI6rhF2hRdYBd/QlQhFLviHz4JxLksvIQWJgNg9UEY3URDPVFMLaUIrSrAsE9FTB0EqA7CMIEZX07wbmjnNBcgdD2SoS3VSGitQYRDTUIr65CeCllrkZYdiWCkwjQ0dwnVCythEkCdDDhNj7QjIzAAuQFmVBsKESV0YwmYyHaDSb06PPRr8vDQGAO+gOybfLPRm9ADtq5rFmfi5bgQjSHmNFIeK7ioLk0WMC5BBn6EsTrShCuI+ATXv0k87V3Hr/TOfAlMAYSnvW8/xC/bMQEm5CdVIXS/A7Ul4+gq20DRob2YTlhceUqgvL6O7Bm451Yu+lOrNlwJ1atvQ0rCBcjw8fR07kP9bWbUFa6CtbSlbCUTCCnUGIu22GMqIQfr8OX4OzrXwIfwrM34dnD00KZqUJ4eIsrdyF8dWb1bCLjq5CS1Ywc8wAsFWtQ2bQN7YNHMLz6VqzYdi/W7H4Qq3bcj2Wb78bYhrswvOYODE7ehraBEzCXb0J8Si9Cw2qg43klw7inbwE8fPLh7isqgLtM+0yVrZJkYT4F8BOA9yuAPqgQUZGVSE5pQUZON/IswyiumuQ1bEB913Z0DO1G39h+9I/uxeDYbiyb2Eeg34uxXdswvm8TxnetxPDmXvSvryW8FaNlbR4qlyUho9kI/3R7zPciPBOEb+bAXSxf0v/PlIREMpCnJNZ59iy+d+aIa6kM8G2gPWvOTezDZ0HPvjHXFI+BsTocObUVj3z7Xrzw8nN47Y238Opr7+Ll776L559/E8889xruf+hxbN2xDyVlNXz+RoLLUpVESdy1pcbz/y9u2+KiKnGm8j7x5/s3LCqZz7kQKTnVyDR3ILt0GLnlK5BVToDm9yCleDW1BtkVG5FXvQXmhp2wNO1WbU6V1Hteh4yK9ciqkoRhmwihO1E1eBDNy0+iffUZBcCjO+/ChCT2kljk3d/gvGStvhMDW25X7fD2uzGw9U70bmTfsP48OtefU+pYe1bVi25cfhx1E8dQL+Jx65ef4jwlFmS2DQTlhhXnULf8LKqWnUbl6GlUj52ZEpeNnEGFZLjuP4GynuME5iMwtxxEQf1e5NbsRHbVjiltR3YlQbmcoFy2BVnWzSo+ObNoLTIta5BhXoW0guVIzlmGpKwRJKQPITV9FOnpy5CaMoJUgnJK8gCSk/pUduuEuA7Ex7YhLrYFcdGNiI2qR3RkLWIEksNLkRJejJQIwnE4n3+oCclUSmg+ko05SDJmsc1Coj4NCYH8jAKS2CYhloAc5R+JSN8oRPiGI9w3DKHeoQjxtpWAkvJPkmBT5+4PHcdLAS4+8HP2hLfL1LvQzRNurm5wc3LlmENCxqREJ8cNSxfze7mQYwhxt57H75VYj23eebaxlIyhOM3vmFiJZ7GdOZffL8LtjDlsKWlncJlksRYPP7Esz+Z3fxZ/D3NmiMWZx5vFY/G3MVOgmpLfxnXZfkOzZtvAeQaBVnl2zJTfk62dNYv7UfLdFkk5Nlk3Q451C4H4Fpsl+istNYMAPZP6SkuAVn903cLfxc03Yc6sGXB1dkBwsA433btnK27fvhHnNq/BrdvW4d6DO/Ho+WN4lhD8yrfuxetPPIC3n/kW3iaEvv3iY3jrxW/jnZfEsvso3nr6Ebz2+AN4lWD8Mrd9lvD8xN1n8Z27zig9zumn7rsVzxOgXyZAy3YqNvrJbym9/tSjSmr+Cc4/aZt/4+nHKJ7v2ccJ1bZyWQLFYkX+EUFac8EWK/KPXn4S73OdSNaL1DwB+t3nxF1c4q2/Xu+9/Lhy9xartbiES+ZuSTIm5a4EojU3bi0eWsVC/+CNa+0HPyQ4/+hNm374pgJoBdNTLtyaW7fEQktCsY9+8e71DN2/fl+VuBLL778Jz58TgrWM2prEsqy5dE+3OmvwbFsuFmixLFMf/pyALInECG4f/w5XPvqNmr4uwp1a9hsC9C/x+Z8J7YRklZH797wWkXLpFpD+Pv5B2bJ089x/IqQTomW/L/9MOOcx8MnvgX/8EfgXAfjfBN/PpvQfmzu25oZ96T+E3U8J23/n+f/G65A602yvEKSvcPnVf0t5LMI0AZk3YYsvVoBsg2ZxC9cs0dKK+7ctMdmH6jxXJXZarNcEXCWxMhOmPyc8f0741fSFiCAticRUVu4vCMeEZJG4c0MgWtZ9QUgWizqPK63K/j2t1ZKe8UES1nk+zW38isRXC6j/WVnML/9LLO+/JUT/Gpf+/CN88rNX8PvXHsOPn7obL999CA8cWIVTKzuwvcWM9ZUZWFOSiI3lqQRngm5dDvZWZ2IfdaA+G4eac3FQ4pqVJToNu+oJzgTcQwTcg42E54Yswm8mdogFmsC8Q6zLhORdnQXYzendbXnY116A/ZIojPMS97y324Rd7fnYQYDe1pKHrTzHeoL6mto0TFYlUylYTZjfyOWbCc/rm83Y3GFV1ufRsnRM1OSphGEj5Zkqy/YIwXmkKge9JekqWZhI3LYbc2PRYUkhQHO7IgJ2aR4mygsxUpyPtuxUDJZbMNnWgA0jvdixfgLLhjuRl5fOQSfBxVcHX78g+Pnr4UNI8vE1QBcUwcFohGp1QVEIlPrMPsFwdw8kOPvYQJZwK5ZnBc8L7QixiwjF7JTFEkwgVVB7DZ45sJHOXqzBYgWQDl1eAOIuNAXV0krpKQFiiSu2d+BLhbAsEqh1IqyLZVggd8kiB75U7JT1eJ7sPzVYsYlQzpfGfMK7xPXYYPm6tBif6ctk8OPoKP/2iuXZlS1fbgQ/N77obPIkRHsQot3hxPUOfOHZ8WVnZ78E9o5LVVIOR3b49g62BGlOAtqUi7M73PnC9HUnWHr4Ejp9CM/eSPDyRrqPN/L9fGEJDIA5KBAmvR6m4BCYQkOQS4DNCAnhi9uAhKAgxBCcY/wDEUvQjOdnleCnR4qvHrlcVhrgj4pAP1Tp/AjRvqgnTDcGuqOFkNxhICgb3dEdLHJDt8EVnUEuaCFEN4YFoDHSiLpIA8rCgmDmy8pEiM4JD0Uqzx1vDEE4wT2I5/b1CYC3F8GYgBzGa5day6GengihjARpPRUkZarYBnhLZm0vuPNZSY1qeWZulKuzCzwk+Rnh24fHEWnJxKQVqJ7u4u3pxmm2fp5yXA8YeK5wKtbbE8k+8ueDOzJ83JDt74HsQE9kEKZTvF2QSIBOITxnuy5AvtsCFLovRZGHIyoI2PUhPmiNC8JgXiyWV+Rhc2cT4XkC+1fvxKHNx3Fo523Yf+BuHDz2TRw79yhO3/40Tkt8scQQE4YP30o4JQhLjPPZu1/CBULs7feJvqtKV0niMMm8LWAt2xwXcBZoJvjuPyllor6FfWwPnv6OksDxzpPfwg7RiUew/fjDNh19SElAWpWnOvEo9p/6Ng4TvtW5CezHbyPI8/gn73gOxwnMR7juoLiIn3mS53hCAfPe408p7Tz8HWzc/TBWbb4PkxvuxtDyc2jrO4SG9l2oqOOA3DyKxNQOBAs4G0qUa3AAYTQ0vAKxCQ1IJril5xCYczg4zRlGet4YMvI5WM0e5uCVcMVBqZ+hGO5+eXDzz4VnUA78QvKhjytEYHoOdKZsBFvNCK4sgr7SAkNtCUJbCMAthOcWQnAzpbVUcHMFwpoJzk01iGqsQ2RtLSIqqZIahBVSudUITa+GMdYKXbCFAGJGAOE9SJJ3+RUikRCX7m9Cvn8BigNMqA4oQIN/Hpp9c9Dik4VWpWy0+majhcuaeM3VflmwBmSi3JCPcgJ0WYgFRaElKAiz8rdoRSKfiyQGk1rLegJ0QKDAZBH7TxP8vPL4vc/h+fMRTGCPjipFRkYzikoGUFW3Ai1dmwiI+zG28hSWr7vAz4DwvOUubNx5LzbsuBcrN96BccLs8PhZdPQeQnXDNkLaeoLzKpgsy5GTz+ecTHgOK4cPz+/qZ4Gzj5ktp32K4OhugqNbAVwIz25cLknEPKSEVWABQqPKkJrVApN1DCUNG1BJsGodOopBnm9y6zewYe9j2LDv21iz62Es3/xNwvNdGJi8Ex0jZ1HWuBuZBeOIJXgYjBV8zqU8fwk8+ZzdA8xwY+vK5+wRUAhvytef3xsu0/EadWwN/B5FEvgT1HeoFVn5PTBbR1DRsBJNXVvQNbST4LoXAyO7MEgtW74f4xsJz/u2YfnRrZjYtxqDhOfejY3o2VSBjk2FqFqRjOyOEOhznbDQ1wbPt3DAPnvGAsIzB++zbAN+NZhXg3uxjnGgzgG+1Fm+mQA9a/bNfG/N4mfojsycaHT1WbH/8Bo88ug9eO65Z/DKK6/jte+9i1e++zZeevF1vPDSq3jose9gz/7DqK5r4W8kEvMWOvI9YwPm6ZZnDZ6vW+YkWZJk+r75Wq1nAQUp7+Pi6Mx3qx5RMYlISs9XicNMZV0wV4/CXDeJghoB5rUE6HWEZ4l33oD8mq0oatqFkpY9hGdCZuUGpJQQsq2rCNIbUNCwhfC8A+W9+1E/ehxtk2fRt/5WDGy8DcObCcnUkCTs4rLONWfRuZqQvIawvJbza6Xs03nC8lk0rjiF5pVnqNNoICjXLjuBiuFjKB88Cmv/UZQOHIN1kCA8dAbllHWY35fhcygdPANz7wkU9h5Hcf9JpaKeE7B0Hoe5/SgKmw8hv2E/cqr3INO6HWlFW5BSuJHagDTzRqRKa9qA1IJ1SM1bg5ScSfY7y5Hx/yHuL+PkOM7vD9Qsi5Z5eGZnmZmZGbS7YmaWVrRa0ApXzMzMLJNky8xO7CROnMRxYschJ47tkGP2ueepnpbWipPf/d8398X5VE9PT3d1T89Uffuhglbk581BXu4s5GRNQw7hOCttIrJSxiI3ZRzyk9kmjkFO/ChkxQ1DVvwQZMZJVusmpMc1EpT5G46uRmp0JZKjypEUUYLUyAKCcj6yoguQEZmL5NB0JDqTkRKWimRV+ikecVL2yR5NQI5ENOdAkWbCsTlYuVeHmu0c96SUI8dGjlvB8rCX8wYLx30zwdjsFwgL5y4myuDtBz8vHwKyF+UJd3c3Ne+Q+0YevPTvr7cyJ3HFIat7ifeRuFC75k235lBsH3igL5cJoGL9dUmyWuvL8t4DvP/0hzgCx/cLGHNZrWcrus8Fw5q4rfqM/HZ0ML73Fijf2tf3isd1xTL/fy3+dhVgS5/ZP/nN+Ph4IyQ0GHft6VqIvdT+pYtxdPVSXNy5CdeP78dzl07iBzcu40eE0LcImD8jXP705Sfwkxdv4MeiZx9VFt4fEqBfvX4JLz1yHs+I9fns4f+E54vHFVxr8Mxtr19Relm1l/HCIxdVjLS4eIsruLiEv/Cotp2eeOx1grDAsEj6JICsu2MLMOvLvdfJNm98DzTreuMZQjnPQ+KkdYgWF/C3XrmpsnTrMdHfced2QbQCaBc8/+mtH2j6GfVzgvQtV25NvZOK6Zm5RVInWtWIfp8g3AuOdYi+5XLtAmv9ve8CtFioNekg/YVYof/8awXK3/6VgOqCaFkn+pKA/eWf38EXf34bnxGKdXdu5dJNSWy0nljs7+/9WLWSbEz6+Nnvf46v/vgrfP2nd1wA/Vt8+wkh+u9S/1ms0B8An2kxzHpMswJfiYMWWCZACzhrYr8+eU8B5lf/IOwrgP4DP68BNE+EYKy5dveG8d4Jyr4mQPd2AVcgLdBLuP3iG4JyL31JsBUpi7TKzC21pSkC8zeUgLNWNkuD5O+TclX/8j/Lb4ll+utvPlax1Frmb3FB/wO+/VQSrv2O10cA+qf4529ew19/9hTeffEyXr92EDcPrcWJZdOxZVozOptysagyFV11GVhDaN5IgFYiPG8aXoCNw/OxUWKah+coK7RA9abBhVg3pABrubx6hFiQC7BSrNCE5TXjywnJFVg/TjJrl2IdIVmya68ZXYQV3M/y4blYxWXZTrRqTAmWEMI7h+ShrSUbi5qzFDx3cZ9dI0owvykP85sLMK8pH3Ma89DaXKQybc8fXILJ1YTg+jzMaizAxKosjC5JVdZnybo9qT4fEwWoyzMxoTQDM6ryCQeVWNBYg1l1lZjTXI/5o4ZiWet0rF/ejjkzxiMrOxVmgo5YWQMCCTBWQpLNCZOZoKTkpAjTFkK1JQxGYwih0k6INROegwjPfgqe3dwJslKuqt9A9acu8NxHgbNAsQ7OHACo78CzJKCQMgeyPSUF9cX9Wlyx3dw5uBCgpe6zSOKRfQnsEpMsSb28BdzdCe2EZ0kAJi7at+FZi8+RpBi6xVmkQ7MOzjJw6fLw8FBPgAMDAxEUZEAQgc7AAdFosvN62GEWeLRIa+d6C6+XJBEj2EuSjgA/+EsJiKAAAnMA17OPyuXbhAB/IwxsNXi2ETatiOfn08wW5FqtKCX4VjqDUUNwriU410RHozo2GuVsC6MikBMRiiwCdDrfTw12IsWuKc0eimx7BOHZiQqbDTUOK+qDrWgkQDeHWAnRZgx1GjHcGYiRIZJELAhjCdLjQiWZWABGhRkxJNKOITEhaKYaIkNQFRGC8kgCeUwE8mMI7pERSAgLRaTDAafVTkCwcJJgQjRBNsYQhGhDIKKCAhHB5TBeMydbG6+BhesMvB7+vn7qgYQPr6sfl329ea18JJO6HwL9/QnXsp3xDnjWkot9B575vsNgJKAbCO4ueDYbkG0hPJsCkG8NRD7BOccWxPX+SKcyjd7INwxUta5LDV6oMPmj3mHCkCg7RiWHYkphPOY2FGDJuCFYPWsWNrStwNalO7B97RFs2XoKW3efx66DD2HPscex5wRhWU/ARSjeJUnCTjxDUH4WB08TnE8/qwD68JkXceispgOnn1fbCNxuO3hDAfOa7ZexcvN5rNh0TrWrtlxQ2bSXbT2P7i3nsNQlWV625TyWU6sJ1GKFXrfzKjYRtmVfkqDsoMQxE5h3HL6J7YduqmRlm/Y+SmB+mMd5iPu+wmNcwYqNV7Fy01UsW38JHavOYuHSk5i96CAmztyOoWNXo0FK4tQvRE7RFCSkDkcY4cxO4JHawWaCcFhENRJTWpCRMwbZBVORSVjOIkALPIsy8mciJVuyMY+Bk6BtcpbDKEm8QosQHF2OiFRCVA6XSwoRXlOBcP4XhdYTchurETakDqFDGhDC1jmYcrUhVNjgBoS31COqhRDd3IToQQTphhbE1BCgy5oRV8xlFzw7wl11h6Vck7GI90khYkyFvE8KkWEpRJ65AKXmPFQZc1FnykGjUi4azZrqqFpLHioJ1KXWfJSz/2WhpSgNq0BReBVyw6uRGVmLFCqWAB0RWoPQkBo4CNICz3ZbBX8f5SpZmVhaIyKqkJBQj5y8kSgnPDcSnkdOXIZp87agtWM/2ggvnStPY+nac7wXLmL5xgvoXHUGC7qPY07bEUyasQtDx6xHHSGpsq4dRWWt6tonpBJgoxoIqRXwNxfBz1iMQHOZkm9QMfyCihBoFLfqYuVS7W/IhWS8joipQiZBvrRmBqoGtxOeV2DMjC2Y0XaAsHwS7at4/NXizn8J87tPY+p8gtSs3RhNOGoZsxbldYuRmj2eED4EwXL88DoE8R4J4HcdEMK+OMvYliNISljZy2FxlMHG1mZjG1xO4K9HfOoQJOcQakonoaR+DmqHL8aIaT2YtGAz5nTtwtzOnTz3bWht34H5yzdj0dZ16Ny1Bh2bl6J11SzMWD4aU5Y1YeyScjTOS0Ph+EhElPjDM4Sw4EZQvo9jyr39OHkXYL5tKZMJvZ7lV6y/Aq733Csxx3dzzJJazwHIzInByLFlWLNhHi5cOoKbN2/gxRdew6uv/gQvvvg6nnzqBTz59PO4+shj2LpzL0aPm4qouEy4eQapMU+AZ8AA0Xfdtv8XPN9LgO/fj/Ds54eQkDD+xjL5HVciv6IZ5Y0TUNUyG5VDF6GspROFDZ3IqSNUSq1ntgWDlhOge1A6ZDUKW5Yjq74T6dVtyKxtR+6gLhQOXobSEStRPW4dBk3dptykR7buwej5ezGWID1u0QHVjiIQD5+7E8Pm7Ga7ByPm7cXI+fuVhrfuxZC5uzF4tmSz3oHmmTsxSKB5ihZ3XDFuE7UR5WPZjt1KbUH5mG0oH70FpaM2o2DYeuQPW4vC4etROIIaug4FzT3Il9Ja9cuRU7uU0NyFjJLFmou10gJksM0omI+MvHlIz5uL9JxZKsN1euY0pBOU0wnKoozkUchMGonMxBEUQTlBg+SM2EFIj2kgKNcgJboCKYTkVP4PpUSXUkVIIiwnEpITInIQH56FxNAMAnMakqROsjMJUZKsS7cgmyMogrJKlhnM8dsOZ5AVTo5LAshmjnmWgCAYZRzz9UegD8c1b18EiMcZ5y4+bh7wcee8gnMZH8prIGFZ7g8xErjuEVHvBy13SoBSicvfWwLq/5CaZxGgNddq+R0IFGv7lPX/SwqEuf29BFpR78/ry/8pfu77APn/kMRN93lAEvzxNfchFVBMnG/ctatjPvZ1t+EYwfn8jg24cWwfXrxyRgNngqrECat6yq89jZ8RKhU8v3BdAaqCU26jW6BvWZ9PHbglgWmB5+evnVGArZe4EklCsecevh03LTHTIomflnXynmwj277GY7zGPgmoi+SYr9+8pvqgw7QAsw7SOjz/iG3vBGK9pcOzSAC6d7ZucQnXs3RLqaveEN3bEv0deKY+IDwLKH+fBJ519S5vpazQ796OaxY41uFZMmrrEK1LB2jNGi3Lv1TgLAD9z9/+TOkf7/2U28nnb0PzdyQx0R9y33/5lYJo0ecfcN/ipk2Y7p2d+28E6E/elVrWP8I/2M9Pf0vIfp8g/3vp4zv4+sPf4JuPf0sQfh/fEKJVgjAX1OqwK27a3/ydgEyA/poA/SXh+YuPpDSW1JiW5GSEea7/mhAt7tykeJcVWly5/xOev+D+VPy1S5ol+nYstdSJ/pqgLPpGSlpRUtpKK28lcKtl5BZ9/R3pVufvl8CzDtDf1V/Ufr/+UmBcEpURqtlndQ6f81z+LQAtDzTe4nV7HR/94ln85qUrePP6Ubx0agsubViA7bOGEHzLsIJA3NNSqCzQa5rzsaaFwDwkHxuGFVD5BOUcVaZqA6F5XUs+eppzsZrLUrN5JbdZSvjtHpaHFaMIxmNKsXZM2a2aztJuGF+GVaMKCM85WE7QXj6yUEm2F8tzx5BcLJbazgTnTtnfqGIsHV1OeM7F9Op0zKjJxOyGHMyoy8HM+lzltj1vSBlmEpyn1Ur5qXzMaCzGlNo8jC1Lx9TGQkwlDEyqzMakimzMqC7AnLoyzKqtwHRqwfDBWDJtIrrmTMP86RMxpLkWqakJCgIFfkUSwxxEcBGQFqAW92zJqm3kwGHiAGIwOLnO4bI86/AsnxX3aQ81kRC3bbEoaxZnWeaf9IP8w+1zn0syEHw/PEu5Kam/LCWuBJilzJUuKROlw7PIxytAxSgPlOP2HcBB6PYTfx2U+0nCsl6wrE1yNAuBm5ubAmZ5AiwSyBNwlnqI8kBBINnSyyKvSZZDuC6YUG25ZY2WNoifC5KEHkGatTrIYFEKJDgbAsywBv4nPOcQnouD7crqXBceikFRUWggONfHxqA6JgqlUWHIDw/h5D0UOWwzQ5xItduRRpBNtzqQxb7kEZyLLEaUWU2otJtRQ4Cud1rQGGzGoGADmhyBGBwciGHBQRjpDMKoEANGE6RHhJkwONyKlggHmiOD0UjVRTpRFRWKsuhwFFE5EWFI4TFjeIwwXpNggwFhvEYxgf6UH6IDfVXZrIgAf673h5Ot1d+XEwo/GNj6e3vB21OTgLOPuLK7XsuyQHRQgFii/zc8S71oO48dQniOohIJzgLPWeYgZJsDkGsTt20XPFsCkWYJIED7ItPgjlyDBwoNPighUFcHm9AcHYwRSWGYmB+P2fV56BrThJUzpmH9wiXY3r0VuwjP27adxrbdF7DzwDXsOXKDAH0Tu45K/LCWvXonJdbfveK2ffIZHDr5NA6deuYWPB8+95JqBZ4FcLfsf0zBc8/Wi+hed4qgQniilqw9iY61J7B47XG0UdJ2rD+JJZvPKniW+s5ieV5PidVZ9iP7k+MeIDzvEVfxY3IMyfT9BLe5rsB55ebL3PdZdPScIhidxOIVJ7Fo+QnMX3IEc9oFnLdi+Pg1qB/ShfL6Bcgrm04AHoOohCYEh9cQfkoJzwUEw0KERVZxYt+srIYZuZy85k0lMM9QAC0gnZYrn52C5KyJiEwcAlsEPx9WBmt4KWG6EpFpNQjJLkFwUSFCKsoRUknQrCqHvYYiRAc3EkIpW0MVrPVVsFEOLjsbaxHSUIuw+jpE1NUjsq4RUdWDEFU+CNHFzYjJb0ZURiNC46thCy1TsG8wFMIQmA9rUD6chjz+1vIQT3BOIRhnEZDzTNn8reSgjCqlipVyUUjlWylbAQrsxSgIKUNBaAUKIqqRFylJgcRiVc9Jdz1iCI6RVCgVHCZWWMIzYdZp0+G5DOFhlYiLr0VW7nCUVU1BQ8s8jJqwDDPnb8PC7iPo6jmDFesvYeUW8TC4ghVsuwjSbctPYm7HEUyeTYiZsBlNw9egpmkJSqoWIKdoOhLTRiFU4JWQGmSS0lB5/F8uooq12Guev5GvDcZC9X6QKRcWG68D4Tk7ZziKKyajrGEuGkZ0YtTUtZg6byePd4j3xVGVQE40p/0QJszajpGTNmLYhLVoGbUKFU1tSCmciIjUobDFNsDIa+IXUgpvRzF8gkVF8OGyH++XQFV3ugAGKojXPsheAntULSJShiAhfwyyqqcT/BagenQXWgjPE9q2Y+6Kg5i/8hDmLt2Hud37sGDVdizZvhkrdm/E8q2r0L52PlpXjMf0pS0Y11GGxjnJKB4fhZgKA/wi++MBr3txDyf74gKq6jjfezcn+JprqcCzZPu9++7b8Cpxz30evIdjzQMwWfyQkh6OYRx/V62Zg3MXDuCJm9cJz68qeH7ppTcI08/jiSefw7XHbmDvgaOYNnMhklIL4OFt5LgiOTPEWqhJxhkdoG8D0H/Cs/RTcnz4+vjC4QxFfEo6f1OE58ohKK4bj5JBM1HK61Q0iEBc24mMyi6kVxA2qwjRBM+cOqnrvAJZdUuRVt2FlMoOpFa1I4Pb5jR0Ia95GYqG9ajYYUm01UTwbZmxA0Nm7cJQwrQA9WACcTPXN03bxu9iOwZP34mhM/jedALz1B1omuIq/zR+E6rGrEf5KIk97kHJ8B4UD+1B0ZBVKB5MtaxCUTM1aKXKAp5XvwyZNZ1UO4Ff2g5kVS1GZjnBuGwBMsXluqQV6QWzkZo7A6lZ0wnILgkkuzJdp2SMR3LqGKRICSiCcmL8ECTGNSOJkCyl21KUGqg6JBOUVWbryGL+TosIx/mIC89GbFgmlY6YsFREh6YgKiQRkc44hAfHIsIRg3BLNOE4CuEE5jBzOMeYUP53hLINQXCQA/YAgrK/FTbxHvM3uizKhGXxhuOY5isP9j0IxpyzuBOOpeqGu1TgEA86zm36cy4ygHMTUT95wM/79PZD/tuSOYvcJ3KPfK+lV+4hwux/053QrEuDZ9k3X8t2lJ7oS9b/L+nb31lmqve+/lN873vgWJck8/s+yXuSm+C+e/uqpH99H3RX8727Dvd04+SGVbi8ezMeP74fL106hdevX8FPCJ4/JYRKXLDUTP7Fa08py7OA84+efwxvSrIvAVOCq0CswKxufX7i3JFbevLCMbXuhYfOKsAWS7PoTniW5GI6OOuJxnrD8ysEZt1FXPYl7SuPXVTHvdMaLcAvGbZFKqnYf5Geofv79CZhWt+PuIi//cpT36kX3dsa3dt9+4Nf3Ibj3lZmkb7uPwGaYPqbH6ms2pIcTNyxxbIsoNw76dedAK1ZqsUq/baCZx2a//7um/jbbwTGb8O1WKMV6BKmlSX6QwI04fnrv2qtLh2mdYu0WKEFogWgP/oNoe+d1/Hx22/gk18RpH8jcdiEwT+9jS8J0F/+9V188VdC8SdamSupFa0ydCtxmWD8NQH6q79L7PO7+PyT3+Dzv76Dzz78FT798y9V+wVfC1wLaJPgAQKxKnMlAC0WbAFyrpN9SmbvLwSeua1IlmW9vP+1JB5TScIIsoRaEQjOIlkWUO4N0LdBmiBMSNat3XdKfyAgy2LhFqn1Cq41AFf7cSU++/Yz6b+4owtAvw/869f49hO5tm/w+38Ov3/jMbzzzDm8dmE3Ht3B3+LyGdg7dzg2jKvGysH5WNqQpZW2as7B+uGF2DiySNV0Xkc4Xk+gXk1wXtmUg1Vc7uH7Kwi7SwbnoK0pA0uG5BDGJWFYMXoIzmvYrh1Vyn1XYPVoDsgE5mWE8fbmTHS0ZBOgi1yWZ8Izwbmthfvhvjq4786hRVjUUoBZBOcZNRmYWZuFyeWphOE0ZYFeNKwSswnJU2qzMbOhUGXSbh1crkpVTRtUhEkE6YkVOZhcSQCvKcbcQVVY0NLAdSVoHdaCFXNnYtn8OZg6diRKi3IQGRkKXwJMX04A7n9A6v0JtPoSVrW6zALRgUFWTszsSgEcSPz8rMryLO8L1Ip1WOB5oLuUoBpwC5q1xGH3uyTQfA/FCc3/Ac+61Vn2LW7bIln28QlQ8c8+3oHwJjh7efqp8lKeHn4KoLX45dtu2DKR0a3KAsru7u5KOix7eRHgCMxibfbz81Pu2kFBQZyIcpC02jRQtoX3UpgCabMlWEG1WKMFkiUeWoPl28BsIASK1GteQyPB2SZPrAmGYVwXazQjhTCabbOiSIfnsBAMigwnQEegMToKddGRygpcHBaMgjAn8tlmOwnN/Ey6xUz4NiHDakYWwTnHFIQ8sxGFViNKbGaU2wnSNiOqCJO1VgPq2Q6yG9BCwBwSbMQwAvSQEIJkiBlNoVYMCrOjMSJYWZ9reEx13AhCe2gw0hx2xPFYkWJdDghEJKE4PsAb8f7eiKVi/LwQ5e9DgPZFKOXw8+FEwxdGvhfg7cHJBeVF+WjA7CUTDUoAWuD5/xvLszXIpGLGxbIt8JxgMhCQCc8WAjNhOc9mIEAbkcVzTTMHEpZEAUgMckdKkCfSDX68RgEodZhQF2nH4KQQjMuNxaxa/u5GN2L51IlY07oI2yRp2Jr92Lb1FLbsPIdtey9jx4FHsOPgdWXx3SqSJGAqOdgN5Y696whh9ugT2Hf8pgJasTgfPPOCagWwt7tctsVqvHrbJSxdf1qBc0fPMaW2nqOEhcNY0HMEbWuOoXPDKWWJFmuzniRsGyX7EXAWiFfQfuJ57Dv5InYffQ7bDz6NzXufwLqdj94C54XLjmJu50HMWrwH0xfuVJoybxsmzRVw7kHjsCUE5/nIL5M6zuMQlzoE4ZyEOkLLVa1mS3Ahl4sRFVuDJMJzauYwTnI5kc3RAZoT3dxpCpyTMjnRzZZyRiPgiKwjOHMfhGexPIenVCM4sxT2vAI4C0vgLOZyKeG6rBQWykaYtlZVwFROAC4vgZnrrBVlsFdWErKrEFotGbbrEVHZgIhSLhdSufUIy6hDSFINj1EBG0HOZCtR4GgyFvE+KoTFxONZChFlK0I8gTiFcJfhKER2cAGVr5QZnIc0tqlUCtencrt0RxkyQiqREVqFzPBapIu7dnQDkqi4qHpERfDYETw2QdoRVsPrxOM7ymG38rwI8ME8TnBwCSKiOJnPaEZx+UTUN7cqeJ5BeG5bdgzL1l/E6q0PYfWOa1i96xpWse3edBHtq89i3tITyvI7espWDB6zFo3DV6KqsROFlXNVPe0wqbXs5PUj8FvMubDbCtVx1TmbtXJdZl4HG6+Hg30JCS0hyNchi/CcXzIOBZVTUNU0D0PGLsX4GRswff5OzG7bi1ltezBzwR5Ma92FcdM2qYcrg0evVA9YiutakVQ4Ac7UFhhiCM78fj0JzG7WPHjYcuFuzYGHOQde5mz4GrPhZ8iEf1AmfA1Z8CVAG3k9QxObCc9jkVMzC2XDFhPGutA4eSXGLdqBOSuPYP6a45i/6ggWcHnx2j1YtmUzr88G9GzpQfeaNrStnIrZ3UMwbnEpBs1JQenEKMRX8783biD6+N6Lux4QQBb4EHjmWEPY0CxkWlkdXTo8P8DxqG+/+/jf7YWEJCeGcAxfsXoWzpw/gBuPP4IXnn8Zr77yYxc8v4DHbz6Dhx57HIePnca8hd3IyCmDF8dBqSChP5DtDc+i/wXPqh8P3As3jkVGqx0R8cn8DZUiq3gQ8ipHI792GgobFiCvjuBJOE4r60JqWTdSypcipWIJUiu5TCVXdCOpohOJ5e1KKVXctmYJMgmwuU0E2qFrUTF6IwF6m8pa3Th1u6bJ2zFo0lY0Eo5FgyYQsCduRdOErRg0djMa+JmakRtQMZzAPKQH+Y1Lleu4lMrKq+tCoZTLYltQ26GUX72Y/W5DDgFZSkBlFM9FetEcpbRCKX/H/4u8afzPmIrU7ElIzZAayWP43zISSUnDkZw4nIA8HGkpI5CRMgzpyUORmtSClPhBhGOpk1yHJPkviq1GYmwFEqPLkEBYjiMox0UWIDackByeqhQTpkFyBAE5zE4wdkQizBGOUKnuYHPCKbk2LHbYzYRig51jsx3WQNstWTjPsQRw7PYOQgDnGf6cE/kTkv041xErssiL8x2ZV0iiUPX9S+4UqeIhD+4f7KuyV4tbtMBvH96HKpM1X4txQUBZV++H+73huTc46xbo74NmXd8HzqL772c/CKVi2dUBVpZ16ev+Q+LJ4fr9/L/B83+X7KP3b/E7kthn8Ry5pz9hmtfkQclBE4C7ruzegocP7sSTpw7hpctn8MPHLuPHTz6s4PmXL91UibQkDlgszzo8ixSYEi57W3klNlqAVizQz145dUtiddZhV4dnHaB1d22xPD/D7QSk9frR8r5sp1y3ZZlwLuAs+xfJfuW1WKR1K7T0SS9JJVZjSQiml7m6U9/J2u2CaR2oVZKxO2C8935714zWy1tJcrE/vfXqLTBWVuVf/+iW5LWoN1AreOZ7H/eq7SxZue8sT6W7bPeGZw2gxQKtuW3rVmeRrNNAWmBcIFo+LzCuAbSCZwFVwvM3HxGoqd4grUP054RocecWC7RYnj+W/v6C50Z99DZBmuD/9/cI0dIP7v9TQvpn/PznYl1WWbZ/h6//QaAl6H4tMcAuCUgLQIsFWofnf/+F0E59wc9L/779SIPobwnD335GYFUwehug9aRkX3Cbz/72HgGaUM79yjpVZ/pf3P5TQu8tV/K/qNhozTVbB90/48vPRR8oSbxzb1juLYFhsW5/I8nRpC+91itrt8RKU7KPr7iNsoL/+/fU7/DNp2JRf4/9of7Fa/03XqsPxR2e98pPn8JvX7qKnz52DC+e2YZHti/B0c7J2DqlESuGFGLpoBx0E6AFktcMzcdaAq60q1rysFKyYxNyVwzJw3JqKcF3yeBsLCY8dxGeVwwvUPC8ZlSJKpO1fmw5eri8jJ8X0F42PB9tgzII0FlYKYnBOFCL2/ai5my01qdjTm0KZlUlUymY15iHOfVSsiqbk/tsBc8Ty/h+fS4WDa1AGwG6taUEU6pzMKE8EzMbi9A+tgELR9dh1uAyTKkpwPiyLIwvzcH02jICdwum1FVhyqA6tE0aj6Xz52LGpHHIz04n2PlzAPAguPIP6z7+uffpr0C6/wBPAqzAKyFVYNXboMnLQOg0ED4DuZ7wegueOZB4cBLhNsBVhkqHZpEOzvdwsiAtJzX/BZ7FZVus12LFlv3K/j29BJ4FcCXTtYkQpgG0xD6L5Omkpyf7wfOQc5Es2Booe8BDQI2Q7O3trbkP+/gqWJYHBgLMWuuPwMAg5aptMBgUPNtsHFg50No58IoEnq3WcOW+bhJXdgK0uLYHEuxuw7NYorX4aAPh7z/gmeucVChfRxtMSOJxsqwWFAbbUE54rg1zoJFqDg9BE+G1ISIMNQTYCq4rDbWjONSGAqcVuXaBbiMyCYmqNrTBXynDFIhMQnQWlWumjIEo4LpiLpeyraCqzAGoJXA2EKYbCNO19kDUCGATKusJ0XXhdlSHO1Ae6kBxiAP57Fsm+5hsDEJckD9i/P0QTzhO9vdCkr8nEvy1klsKoAnU4QRmJ5ftft4w+3px8uEBP083TjzYihX6DsuzxEAbCcYaOP93eLZwG1tQIJw8J4mxFnhO5XllUFmEaIl9ziQwJxv9kWDwRRyvR6zRj0DvyX55IS5Qamr7I4dwXRZuQX28HSOyIjGtOhOLhtega8JILJ8xExsXLce2lbuweeNRbNxyEhu3n8PmnZexafc1ZTleLxLX6D0Pq9ebJAZ5v8D1Y4ToGwqWlUX6hObWLcsCvALaIolbFlftZRvO3LJAL159TFmcdatz9+azKuZZB2ep1ywSaFb75/Le488oeN57/CWC8zPYuPsJrN3+mHLP7lh1BvO7D2MmYWjKvK0YO2MtRhBShk1cjiHjl2HwuG7UDVlMcJ6H/HJOZgk08RlDEZnQgDCCkT2M8OosJJAWISSiHDGSrTm1iSA4BMmZIwlwExQ8p3MinJozFclZk5VSOCGOTh6OYMKmLbzKZX0mwMUSKlOKYc3Ihz2LQJ5XAnsBwbmAoJxPFZfBVFQKQ0ERgvILYcgjABdw+6IyBJcQoEtqEFpcgzCp7VxQg5Acvs6ohTOpCsFxVXBEVcIeqgGs1UbotpXDQpC12AjvBOHw4DJEh5QhnkoKKUFyaBHbQiSEFiIulJNunms0X0c5ixFFeI7mZ2Pt5YglFMeF1CAurBaxBOVognNkZK0C51Ceo8CznfBs4nZyLKuC1gL+R+Tz+Plw8PrFJtUjr3gsapvmYtj4pQTVbVi8/DhWbLiE1duk9vcjWLv3IazhvbR821V0bZDEXWcxq+Moxs7aye9rA5pG9aB28BKU1i1ARuFkXuOhCI3gudvzEUx4DXEUwWkv4fH5nVlLVAZwaYPZr+DQMm5bqb7DtKwhyC4cjZyyCShrmIlBozoweuoaTG7dgpkLd2PGoj2YvmAXprbuxISZvG+mbcSIieKd0In8qlmIzxsHR3IzgqKr4cvv1stWAHfCu0CzpzELPpQvoTmA0BwUmAlDYDr/V/namAcLv4Pw2EYk54whZM1AectC1IzqxOApqzBx4Xa0Lj+MhauOYuHKo2jvOYEl6/Zj+YYNWLtlHdZt7kHP2k5098zCvGXDMam9HEPmZaJqahxSGvk/keSBBwMJxX0J0PcSoCXWWRIPKeud5rItk3NJHCbLd90l73Esul8A+m74+bshNt6GQRzPlyyfihOn9+DRx67iuWdfxMsv/0i5bT/19Au48cTTCp5PnrmkMm7nl9TDL9ChxqqBA2/HO/e2QP9PeCbk380+9OWY6WM0wR4Zi5iUPCTl1iKzdASyKycjt2Y+cqo7kFkh8NyN1NJliC/pRnzpEiTwdWIZ29IuvqZKOpBAJXFdatVSpNcuQ1bDSuS3rEPJcMlgvQWV4zahSjRmE6pHbUDViPWoGr6OWovqYWtRIxrC5eYeVDSuRCkBvLBuKfvQiYyyhUgtakVqYSuBuBVZJfOQXdyKHEJyDgE5l4CcnT8DmbnTkJE9GRlZE5EuJaAyxyMtYyxS00cjNXUk0lJHID1tJNJThiItqZlwzPsivh4phONU3qepBOT02EqkxVQglYCcLJbkiAJlSU6MzEd8VD7iIrIJyBmIDE1FuDMFYcGJhORoAnIEf++RSiH2UAJyMGwmGxwWG+wWK2HZBCvHRyvHEQvHCBPnP+ZAjvsSXiWJQn384S/zCjEguHNeI9U4CMS6+hOK+4kIxgp6+8sDf4IypYeo9XmQcKxaAuj9hEKJIZbM1FwvFma5H+60OuuS+6Q3NOvgrEpGiWeFAOh/0feBs+j/P/As236fNPfv/5T8RuW3yd/vXQ8oSZI/Nzcv3PX02aN49uIJvPLwebxB+H3zaUnKRVikBBDfITiL5VlgU6DyjecIlWKdJVzq0KwviwVYQFYgWVmZxU1b4pzZymtxt375xiW88ji3kazdXH7xMakJLVZmqQ8t0HwOLzwq7t1ipZY60dr2L7n2J7AsQC7W7KcvnVCt7hIux5Y+CPDeSir2PbCs6+evSI1pKYulvScArVue5bx0a7YO0SKBaB2kBaJ7W6Lfe+NFlYVbYpwFoAWUJa75TvWGaWnVekKzlLP669v8nKu0lQ7Svd25ewN0bwu0SGC7d3IxKYul15nWQPz2PsSiLS7h3xBSQUgVSYZueS3rRbrVWz4jfVC1p8VK/iv2neD8F7Gy//w11cpDAOV+TmiXetGfEr4/Fys09/vFx4RkAu7X/yI4f0qQFKAUS7SAtGTfFhdugvyXH2ru41/wmHJs6cs30i/C8Defuly5XdJiibkf7k9AXKzYn338a3z+t9/wWBJHLS7i4ipO/VO2J3xLVvDe0Otyw/7yiz/hi8//qCQ1rPX375QAsu4ergOzgmYR903qV4Cu1hGclRu59I/n/cU/eA3++Rsuv0uxj/9kX//+Nj7/+Oc8X17bd17CH964jneeu4A3rh3EM4fX49qmdhxqG48thOjlgwuwpD4TywZlYxWBWcB5OWF6xWCB5nx0S4bspmx0S4Ivwm9nU5bKnL2UkLycWjmsUNVvXjdG4LkYXYRl0TLCtVidxfq8bGQhugnUHYPzsZDAPqcmDTMqEjG1NA6Ti6nSJMyuzcLC5kLMbyrErLocTKvKwIzqLMwfUo62EdXKAj2rQSA5QwH0jIYizB9Rg9bhVZg7uBLT6oowujgT48rzMWdwI+YMbcH4+hqMa2zAlJEj0FIvE8IIAudAldRLkk5I4q4H+w5gK+Lg31/KcHhxcuCFgW7ehFGx8hKavYIUUCuLMIHInWCka4CblKISV20dnMXSrIHzvX3uwr33S6IWgWf+mVNyHFGfB6VWM8G770B1XElAJi7h3j5a/LCPDGwueA4MIKgSQIMIpOISLfHPAtHeBGwpISXyZt9EAswCx5LRVBJXSXun/P21+olGo0CvifBsgcPGQZfAbLFEso2mBKBlWRRBkA5T8eC6i7u0Ig2mtf4ZuCzS4dlu5CDObZx+RkQGGAh5kvTKTEC1ooRwXEM4HkQ1E5ZbokLQTIBujAxBLWG2kmBbHmJBWaiFUGsmcBuQY/ZDutELqUHeBEM/pHAykGLwQ7K0QQFIDvBHamAAMgyByOIkISfAF3mBvigK9EMptykjaJYafVFi8EGZyQ9VDiOque9yyfztkAzgNhTZrcixmHicQB5H9ifyQZqfB1L93AnQbkj0d0e8QDQhNZJAHeztDruvJ8wE5yCCs6/7AAXQYoEW9zYdnCX2OdA/QMHz/2V5thgMGjzzXMIF5AnNqcp1OwhpRnHRDlTnLpbwCF8PhBPgQwn1dvbToZZ9EBPgh1ROnApCTKiMsaAlPQSTKlIwf3AZ2ka3oGv8BKyZ04ZNSzZi49pDWLvhKNZuOol1W85izdYL6NlyET1bCT07r6FnxxXqMtbuvIKNhJ9tYp0+pLlUiyTOWYddSRwmEsuxWJ/X8rMC0BL3LAAtbtsS47xEYp3FXXvreZU4TDJwCzxLbecdlL4/FWt98lkcOPkC9hx7ifD+DNbtuI5Vmx/G0nWXsGjZCQVCYmEePW0Nmsd0oXboAlS1tKKieQ7KB81GSe1M5BGc0wvGIiGT4JzUiFBOWkOiK+CMLIMjrAQWZwFbAmVcNRJSOMHNaCE8j0Bq7nhkFk6lxIo0RVmexQKdmDEeEQlD4IiohTWsCmZxpXYShMMJdfGFsCTlwZbCfWaWwpFLyKUs2TxOXilMuSUIIlgHZhQgiDJnFcGeI9uUU+xTbiVC8wjQOdUIz6pBuFidE6sRzEl2cBRBkseTMlnBwVVwBlfCwdbh1LJvhzorOcEWiC5BhIOgzD5FE6DDCbehhGYnX9tFwcX83ZfAaS1DiK0CoZLsylmF8PBaREQ2IFyyj4vFmecXEsWWskvpJoKh2VoMi7hLS4yxMQdGAqXFkY9IXrvswlGo5jUfOnYJps3fikXLj2EZIXn1tkcIzw+jZ/c1rKKWbbuCro2X0Lb6HGZ3HcP4ObsxdPImDBq9ClWDO1FUP5/AMhWJ2aO433qeaxEcdoJzsPaQwGwhvFsI8TZeM/bdzutg5nor+xdK4E1MG0z4HoPcyqkobZyLxlFdGDVtPaYs2ElYP4C5XYeVZrbtx5T5uzFl3m72YTuax65CYe08xGePgzNhMCyRtTCGViDQVowAC78zUwECDTk892yYKVtQNv/nchDM5RBTHsJ5TaP4PSTHD0Je3mhUEp7rB81D8/DFGDNpJabN3Yx57XuwsGMPFnXuJZgexLKVu7Fq7Tps2LgGmzauwsYNXVizrhXtK0dj+pJqjGrLQ/2sZKQPdsCc6ol+Jk6+3QinD9yLewjP9xCeNUiVzNZSPkcm9BzjCBJ33y1Zr7WkYffddxfHFjdEx1pQWZeIts4xOHR0C65du4hnn3kBL7/yBl56SYPn648Tnh99HGcv8PtavRWVNcP4vUcpeNYtzzo8i7eTvP7/Bp4fHNgPXgEBMIcQ/OIzEZNejsRcQmXROGSUzkJ62QKklrTzdReSiroRW9iF2GKB5W6CM8U2jq9jC9sRk7cIcQWLkVjSieRyAneluHf3oLB5LUqGbUDx0LUoHrIaRS38TgetQEGjBsd5hON8QnpRdReKRVWdKCxvR2FZG++ZeUgjMCvlzVGZrVOzpiIpYyKBeALSMyYgk7/9zPSxyEgbTSjmf0SSgLGmlMTBBOQmgrFmQU6Vmt+JDUhPqENanMQklxKQi5ASWYjUqEIkh0vSrkwkhWQgMSQV8c5UxAYnI9qRgOjgeEQ5ExDpjEW4IxqhHI+d1nDYrSGwmh2wCSRb7UqybOIYG8QxMIhjVyDHvsAAH84XPOHHMcLXx43zBjfOGzzhIZ5zA8T9fiDcJC6Z319feaCvwPV+PEhJK8nolCQkgK/vI9QqEYx13U89QHgWCTjfJRmqZc6jr+f2+n3RWzos99Z33qe+D47/L/0veH7gfs7BqO9//f8rPMt2Yjm/U1oOAq3ElTwc+K7U7+MeCbXQIFseGEhCtbteeeQCfnBdszYLMP9CoPClm8rCKq7KUsZJwFKB8zOP4PVnXIm2CJa93aVF8loswGKBFndqPT5ZYPoWUCsgFgv0bQkoi3RQfvWJK3jt5tXvivuTfejwLHHU4hKuS0BaIFq2kT4IzIvF+KeEaIFiOQeBZB2WRSqWm5J18r5YnSX2WaSfn35OvZflXGXfAuj/GRP9PN5/84XvZNnWAfmTd8V6e1u9gVrg+eN3uG0vgP5QSlxRAtF6rWcdjnWIFrjV3bplnYCuvC/byfZ6nWhdsk4k28nnBFIFmntLB2i9le1kn/L5v/+GQP7rn7Cfb+ADySwupbmkfNfPXsYH8sBAHgzIuf72p/gHIfrff34Hn39IOJYSV4TaLwWYJbu2tIReFQctpa90yzehW/qk4F5a6YMAtmzHz0CHaAKqSixGmJWM3V9xmy8I0KIvKdnflx8SVP9KaP1IAF1cxuW4YgkWK7bmei0ArSCaAP0V9/mVyyVbh+XesC3S3bZ1cNYt4dr7mtVavefaTofnrz8Vl3Lq09/iC0K06LN/CED/ipD/K3wmAP3rV/Hnt57Be68+hLceP4kfXtyHpw+txcV187F77nCsG12JlUMKsYzQ3D2IcExAXtoidZkLsIwQ3cV1XbJOknwRpJWatXZJM0GbYLxmdKmyPAtYLxFX7RECzPlYzM+1c7tOgvPi5jzMb8jC3NoMzK5Oo1IxszIVUwjP4rY9f1A+VYDWxgLMbcxX8Zmz6vIxq74A02tzMY2aM6iUEF2E8aXpmNFYhHkE63nDqjFzUBkm1RRiYk0pZg8ehLbxYzB/wjhMGDIENYVFSIyKgTEgCAP6E1qV9VezAov1936C9H1S2oMwq1mhpSQT4dlDyjNJjeNAFe/sLUX6CacehCEPT89blmd5GivgLPHNYnXWdC/69L1HtZq1WYPlPg8KvIukzBUHr4GSJEyszf6c1ATdsuoqa26QDUYBK6NkfQ6mHGqdwKnEQIsF2lfikFRmbg2YBZwDAgJvgbOs199TWaCpAMkEHWjgAGu8Bc92u9MFyBEKnu32GDg4WGtW6EiVPM1kcrJfNgXMuhRAsz8C9dIvadWyxDzzfSuXHf4GRPB48UYj0gimOXbCsNNKcLWgifDcQngeQmgeGhVKiHaiKTIY9eE21BKcq8IItyFGlNgDkW/2QbZB4NkTCQGeiA/0pnwQx0lCLEFRrMSx/v5ICAxCIidnyX6ER67LJETn8P1cTiTyA71QQPguMvmjxBqIcrvs24gyhwllwQR19q3A5RaeTUjNDPJFBiE5w88NGf4DkUYlU4mE6DgCdBQVwkmJw8cDZi83BHkQnN36w4etDwdCcXXT4VnixQJ5/XvDs5SxUtBMGXj9DAFS//I2PAcHBSBMLODsSyL7lMxWHhZIzew4nk8kJ0ahhHYHj21ha/DxhMnXG1Yq1NcX8YYAZDuMKI00oS7JhlEFMZhRx9/h0Fp0jh2D1TPnY8PitVizfDd61h6kjmLVuhNYteksejZdwMrNF1SMqoLnnYRnQu4msTwTnPcce0LBrUCuwLJk3O6deVugWty3BZ7FfVsShokFumv9KazYfhHLtxGo2YrVWeB5/b6HseWQuIkToF1ZtW8BNPe399iz2HXkRWzZ+yzWbHsUy9ZfVgnB5nYcJvjsUDGtg8ctVeBc2jAD+VWTCU4TlXLKJiKreCLS8kcjPmMIwhPq4YwmiEaUUITWUMIg4dlGOcNLEB1P+ElvQlrOKE6gOVkumqpKVWXkE8CVFXo6kjInaDHPhE1jcDkMhFUDAc/AfZij8mGNzYMlPh+25GLY08tgSyuFJa0E1oxSmNNLYEwtQlBSAYyUNYUwK9tQjgzCXxYBOKcOkaLMekSmN2olqmIJyFE17GMN4blGQXOwQyCayw6uI0SG2Anfdp4XQS/Ykkcwzuc6QjxbK2W05sNgK6SKCEOET8Kz1VoBGz8nAO4MreP+JaO3tLUIjuR+I7h/ie0mRBqdJQqeTcZCgnMeW0nSlQurowDhMZXIyh+BqibC8/huTGndrLwClqyTZHHXsHzLZSzbegHLt1/GEt4Pi9eew7zlJzB98QGMnb0TgyeuR+3wZSgbtIiQ04rMsmlIyhmNiPgG9k0gmddIAJnAbJLs2mYpIVUGE/tvpFQZKUKuLawCsamDkVk8XpVAKm9ZhMYxSzFy+kbM4LEWrJDY+/NoX3Mec7uPY0b7IczsOIQpC/dh2OSNqrxVes4kRMUNQUhYLZySadzG78ZUAqepCKEE6HAq2lyIWHMR4nmtEy1Fyg0+K6QMeRFVKEkchOqcEWgqn4ghtdMxomkuJo/pxNzpPWhr3Yh20dxN6Jq3Fcs61qNn5Qps2rAC2zatxNaNnVi3fg66esZg9tI6jOsoQOPcVGQPD4Ujxwf9LQLPBOUH78a9BBuZiGs1Z8UllJNxAYZ7Oa4RCDRL1z1cL+7dd8HLeyBCI4JQXBGNOfOHYP+hDbj20AU8/fSzePGlH+Dll9/g8ot49PqThOcncOHyo9i4eR+aWibC7oyDm7uXAuX+BGeB595uuDoUaRY36ZNWrkrA+S4e/+7770IfgWd5iOgIhTMmDVH8fcRm1CMpdyTSiqYhrXgeUgoXITm/HYn5HYjN70RsUSfii5cQkim2cYUdiMlfhIisuYjMmoOYnHmIy1uA5KI2lcE6r2Y5CqTsE2E5t34Jcms6kV3VjqyKRcguXYCskvnILpmHvCJRK/KpvII5yMmbibTs6UjNFi8T9oXQnJoxCclpY5Gk4pCHI5W/+XQCcnpCM9IJyKkE5LTYOqS72lRJ3BVVhdTICqqUKlagnByRh+SwbAJyBuKCUxCnaiMnIs4WR8Ug1hqlMltHUSpplzmE95kTTkKywyzJK22wGq2wGM2cF3DsDhQZOHYYVCuVHuThrDyk9fbygKfHQELyACU3XnO3gX0JzA/yexKjAeFYcrMQ2DTLMaFTPeTn3EXmMUq9XnNOcw+X7yb0ie7htqJ7e4G0LPd+X60XeBaIdgFxb+nA/N+kknhx7qR77YkUHPda/g4069txLqfufSWXVZm6HWf8nxDd5/7+fN0XUjddfi9a2TfNQixwLH0RsNZbWadbkOU+V6Wt7td0731amITUi5bSV6pedJ978SDniH37uSqi9O/DeeaDnPv15fxyAOeWbvAP4Pht9MVdPySoCihKfPPPBQZdbskiSZol4Klg8tlHb2Wp/uFT34Vm3fKsv1alrVwSa7CyOBOcBXyff+T8LQuzqDc0vybgzX0LnOsQ+zr3pzJjP6nFVYslW6zNkphMkpFJNm+RxFcLQOtu3AK6qj88LwF/OQ+BZB2YRWJRV/HcXBaYvnWuz2mZxHVY1h8G6Oci6/TzF2u0HhMtVuhf//AZvPvGs/jdmy9+p1TVfwNokWTc/tu7P9YsuwRlkYC0gPOff/6KAml53dsirQOwboHuDdE6QIv1WYG0gGwvgNZdwmW73hAusKzDs6i3NVq20azbP2M/b8PzH6S2NfX7n76kzlVPjCYPDT4Rd+4/sn9/ISQSjD/9iJD4Mff1CaGWEihWGbgJ1uI2/i1BVwG8ADPB+Us5N7FEuxKLiYX6279L3LAANMFZ9M/faa+lJUTrluwveTyJ8Zba1p9Tn/2Z++D+v/pEg2iJx5akZiqe+su/4FuRgK/sU9a5ljXQ1iBZX68D853vKVdx1/qvCfhabPb7+PKfPCYh+st//ZbL7+Hzf7xHcP4N/v13AvTf3sGXH/8KX3wo1+nnPKU3+V2/jN+9fgPvPH8Jbz52HK+c24kbu5fh3KrZ2EOIXjOyHB2NWWhrzMDiQRLbnKtBsEDzoEx0E5QFpsUivYxwLUDdLuv5/orhhVg5oki1Eu8slmeBZwHnBXXpCpzbKLE8LxyUiwWNuQTpHLTWZVLZBOosBdCzarIwWyCZ4CyZt2dU52CWimtOx7iSVFXTeeHQKpUkbHZzKdrGNmAOX89sqcS8kY2YOaRBuWvPGz8aXbNmYsqo0chNSYedg46vpx/6Kssv/0DlT59/uPfIn9998pRT/qTFJUkHWnGd9ick+ylJmSpvQqq3ct32VS7WA93d0Z/wrMU9i/X5PhX3LLWexRrdf+CDlJSh8rhlzdYk2bpF2jFk35K4TDJVC5CqjNccMC2WEFgtoS6FwMJ1JqNdAbVugZaYaCVCs5Sb6g3HOkTfWsdBVlp9vSyL9dlikXhnJ2yEZ7E8a+CswbOAs7hvq+RphHiJB9eSq0lmbYF8zRouGbalP7oCKANlIuTb/AIRRqCNMxmQZNZid3PtJlQEm9AYYkUzAXpwRDCGRjowONKOlgg7mgnPg8KsqCU4V9gDUGLxRaHJEwVGL6QHuiPWbwBB2YPA7IlIfy9E+PkgnKAc5hfAVuKUAxHN6xEnMO3niySCZAqBMp3b5xh8CeIC44EotHISSXAuZV9K7QYUWw0oZB9FBYTVHIJ5Fo+TxeNl+Q0kQLsRyAciiTAd6+eOaMJruK8HggmuZk83BPB+8BO3RE5YvNwHKngWcNZdtwWeBZx1gDYEyoOGXvLX1pmDgmAJ9Fex1E5/OTdvRAcQhtkfkYCzuI2H+Xnx2J6weLghkLDu5+UOf7GAe3nB5sVtAv2QYTOiKMyIqjgTBmeGYlJFBuYNrsaS8WOwlvC8buEqrOjahp6eA+hZcwQr1hzDqo1nsGbrJQIP4ZbwLHGq4m67QQHudeyWeOczz6hYZwFmaQ+fe0lJXgv0Cjzrcc9idV6+8ayKf15CeNazbK/ccelWuSqp8SzW580Hr2Mrj6FirHXLtpTLOkAY33sT67ZfV+AstZtbO49g6rxdGD9rM4ZNXImm0V2oGTIfxXXTkFM+gRqP3Aq2pZOUMovGI5lAE5U8CM6oStgIzfbQIuWyLbKHFMLqzEcoJ73J6c3IyBuDjIKJyn04q3gasotmILNAg+iULHHbHkF4rkOgrYQiDDuKCdCE57B8WCKpaAJ5XDFsCYTmRMJzUilhuhzWpDKYuc4UR4CN5TG5jYOvbQnsD98LTa1ERHotobkOESl1CEusRRjBOSy6FiGRhLmwGmVpFeC12yrhsFTBbiJcEiYdRu6DYGsn2IocEidMmU1iLc1VSbcCzQUU+yrwaS6DwSQJyCT2m/sJqeW1qFYu2sECzwLO4dUu63oFTCGEZ8K5ZPo2cz8WK8+XUG7n9YuKr+G1GYHyxpkYMm4Jv5d1mNG2BwsJq12E1c71Z9C1+TS6t55Hx4bTWNBzErOXHMVkKRE0YzMBtwcVLR0oqp9H6J2LrLKpiM8cjpCYOticlbAQmg2E5iD2WRRgLIWfK+t2gGTitpYgwFIAY3AxIgmvGcUTUNQwF1XDOjBo3HKMmrkJs7uOEJwJ8IT5ZZsfwqJVZ9G69AQh+qQqZTVGsrKPWIXq0lZkJ48iCDUhJbwBSbwuibYKJBPWUwnpGbZSZNtFJcgmsOcT6oudxajg/VMTUYzGhCr+3hoxvHAoRpeOwdiaiZgxZDYWjW9H94wVWDZzJZaxXT6Lv78FS7F6RQe2bFyKXVuWY9vGdqxfNwvdq0dj7vJ6jOsswKDWFOSNjkBoYQAG2O7HXW4EUvFuUhYumeRzTLtXAwQBh3vveZAAoFnNJO5UATQn9m7ufWF1eCO/OBRTZjZgz/41eOiRC3jyqafw3POvKNdtKVX1yKM38TAB+vLVx7F951GMHDMHoWHJHA8J7+Km7XLX1t1vJZ5VoEiHZmkFor8D0AIV/frCw9cfBpsTwZFJCI8vQBzv9eTcEcgomsLf6Fyk5s9HYs58xGfNR1zOQoJxG+IL2pFQKOIyQTk2pxUxBOfojJmITp9JAJ/J33Yr0qXMU8liZJYuRHrZfKSXzuN9MI/r53C/M5CeOw2ZefwN505VrtaZmROQlck2fTzSUkcjLW2cguXk1FFIShqBxMShSE4agjQCs1iTBZbF1To1hoAcJYDM+4H/F2lRAsolBOUiQnIBkkPzkBiapWA53klYdiYRmBMQQ1CO4jiraiMbQhBpdCLSYEcEx9ZQjqdOKphjgIOy+gfBxHHMwHEsgOObP8cyf45jfr5e8JIEo+7e8HDjfIVzDLcB7koD+7uhf19+P8rlWuKRKXG7FldpBaSEQXmor8LLxKJMCJT6xoS83tKSnQo4y/b8XgnEd8KzDtDSynpZ7i2BZ7Eg3wnGuv4XREs1EQlrEwOHHu7WG5xl3ibzN30OpwO0lA6VJF6aJVmDY5XRWgE0+yW/CXlPrZPfC68JQVoZVXge+oMfsRqLhVi5kMs58z6Wfmn3tF67XMBZst1rpeAkr0AfXtsH+97HOd+DnOv1Va27R3/4cJ7gH+iNIIMfjKYAmK2BCAk1IjzCgpjYYMQnhiAhKQx3SUbtHxNWVVyvuDkTmKUV6THAAs4CtAK2unRQ1sFZh2eBSoFLXQKcAs4CvWIZfuaaZNI+hWcfOo3nHj5DeD6vLNGvPnGZ+71KUL7GYz3MY3Jf1OtPP4QfPEl4JeQLuOrwLLAspbAeOrYHDx/fqzJ7C1CLVVp34Rbofb0XjOsWaN36rEO0LOuWZwFtOd8fEdjlXHSA1s9FIFqX7F/el3PXXbnffvVJ/Ob1Z/DbHz+P93/ywi2IFqi8Mw5ah+ne8KxLh+W//OLVWxZoWRbJetlGQPhfv/spPhV37D++RRAmDP+JMPzBL7SWkvWfSQkqbvPp73/K7d9U9Zz/1cuKLVCsQJwgLcD6FUFatzwLyPaGWUlQJvHVAtAf/vKH+NPPpOa1xHy/iN/9mOfLc5bXfyJIf8jz/eRdHkcygXPf//yAUP+XX6okYQK4Urbq20/eUyJpAx9z2QXsym1cHgZ8wGP+mZ/5y9v4/MNfqTjtbz4hRBOSv/37bxUw8wCaRVpB9PvqPVVPmvuRrOJa/LamL/n68w8J1YT1r3jMbwS6/01gFiv25wLB4n7951uQrKs3LCs4Vi7ZmtR6iYP+F5f5WlzEZVlisiXW+yv28UuXJD5bXNi/IECLJV701d8E6tlfeaAgrucfvIW/v/c6PvzFc8oK/atnL+Cnjx7By2e24pGtXTjUNhHrJ9WjY0geFhCKFzdnY4nELw8RC3Q+VgwtxKqhRVg9vBirRhSr9Z1NOVhM4BZIVuA8NB9Lub6b6iJot/G9+bXpWNgo8dK5aB9cxP0XY3FLoYLnOWJxZju/IRet9dl8nYUZVZmYVp6GqdTMmlzMrsvHTLE8E6SnSU1nanJVjoLn+SNrMGdYNRaNbcbS6WOxcPxwTB/ajClDB2N0YyMq84sQHx4Do78J7v298MB9/flnxz9ccauRJ4j88xZJfI388eou1ALMUrtYYqB1uBVXan2duFhLdmw3Dw5aBKT+AzlgCSgTnAa4DSRYD+R7bnD3dFeTDdmfgLIucc/W4qsDlMXZj/Cpu0NLqSgpE2W1hsJmCVdQa+OyALRYnwWgxYVbXLpvAau/uHgbCLKEWLZSa1lqNhuUBVsswgK3UoNY21Ztz3VGg4VQbucE3Kkg3WyWRGES9xxBCThHEKi53qKV8xKwF+u49NdP9sN9+HG/YgXvDc/+vuyLdyCCeL3MPv4EwABOEAIQY/BHkslfZYgutAUSjF3xxyEWDAo1E6QtaFJJvSiCc0OwAbU2f1RYxNXaA8UGD+QEuSMpwA3x/u6I8vNAmK87nD5ecBCQ7ZyUKfGYwb5+yvoa7uONSF9PRPsQun08+FlCNPuRaQpUpZ/y7WYUOcwoJtAXW40othgJ6wRpcxAKuV1egCeyBZ4JzZk8bhoBWuA5jvAsxxd4dhBYjQqeB8Kf8nFzgzfvDQFmsThr8OzpqvusWQ00iBa5rM4uy7OB11TFphGWLX7ePB8vhEqMtXLF9laKVg8MvNV5W714bHdCM+85b95vPl48Do9nJrSHcx+pVp5jKK91rFHB82SB55ZqdI0dhdXT5mLtvGVYSXhe3XMQa9cdx5oNp7BuywWs3XYZPQTftbsfxjpC8PoDj2DDgUex5fB17CQ87zv99K0s29IeOf+yansnDpM4abE4i7t215oTSh1rjhOcTqHdFe8sbtsC0ss2n1MALTWeN+x9WFmtpcazaNt+tvtuYM22h7F8wxV0rT6n3LUlc/K0+bsxYfYWjJ62FkMnrEDjyA5UtcxH+SBx2Z6LiqZWlNXPQUn1HOSXE34J0PGZwxARX48QiR8OI9g6C2Eh9IrrsZUKjShDUhrhOX8swZkT68JJyBZ4Lp6uADqrYIayPMckjSLYNcMcUokgAWip9xws8dME2HACMSfUzugyBMeVwxFP0HXJxtfWmFKYCVmWcII7t7Vz2cqJtzW6CI64UoQkVCI0vkpl8A6OKkdIdDVCowjP4YRZZxWs9nLltmwiRFoMBO+gEtgDua9AAjtlDcyFJTAHVkMO38/mfZar4DnIkI9AE0GfsClWW11mgqFdrNkC5qHVyuocGinXqA5OArtAtD28CjYCtDVYK8tkJTRKsjVbcBFBu1TFPKflD0dx7VQ0jWrnd9KDSfO2Y+4SifE9hQ7eB0u38jvfRpDecAYLe05gTvdRTFlIeJ6+mZ9Zxe+uHSX181FUN5cQNBVxGUN5/jXKJdtIOJa+S3mqABHBOUCVqyrk+RTCSJg3mHN4LnmqXFV63kiU1c5C3ZA2DBm7TCUMm9dxAJ2rTmMZAVoygHf1nMXi5aewoOuYKmk2dc4uTJ6wHmMbFqE+ZwJKE4egOKYRhRG1KAytRFFIGYqCS1AaXIoywnIp75sSRx7KgvNR7cxFY2g6BkdmYXhiIcZmVWJSUQOmVgzBjJoRmDd4ArrGzcHqGYTjOUuUNsztxvrFHdi4ZjF2bluKfTsJ0FsXYfPmWVi5fgwWrG7AxGVFaF6Yivxx4YgoDYCb8wHc5aHBs7hj65aye+7m2HZ3n1sSgFaxnApq71Ylqwa6PQiLzROZ+TaMn1qJbTuX4fLlM3jiiZt49rmXVczzc8++hus3nsX1m8/h2iNPY+/+s5g4ZTFi4rI5ZknCytsu29IKOOutDhg6BAlg3HLf5vHF7XeAhxe/PxvvsziExWYjMb0aqTlD2afxyMibipSsmYhPm4GYlBmITpuOmMxZiMuegwTCcULOHCRlz0ICt0nMpDKmI4lKplIzZ6gyTxnZM7k/7id3MtJyNKVmTUBK5jikZoxBcgqhmECcmNiM5MQWpCUNJhw3a67WCc1ISmhCYnwDEmLrkMD7KCG2CsnRlUiSh2qRxUiKIBxH5CEpLIeQLOWfMpHgTEd8cBoBOQWx9mRCcgKirLGItERTYk0Oh5SACpUSUATlYP7XOziGBwcYEOwfCIdfAKx+fjD7+sDo7Q0D5c//c1/OI3w8BsLTQ6zI/Tnf6Ac3N63Odr++bgTkgQTjAXhQwsEeIGiKF90D8lCDQMhlFaImLaFSgFG5USt4FkCWELP7ekGzLGtSuVoUaAtw87N9CZouC7NIB2Zx09Yh+vuk1U/+fgk83xkHrUse+NwJzLp6A7QO0fqyPEQSq/B9XCdWYvXwiNur+tB8LfM/bR335dpe9qcdU4BZwFke/rjyBPC6yG9H7t97dYsytxGLvJQGlQz2GiD3429jIOeKnggM8uF/cyBsdiMcwWZCsh2RUaGIT4jivReP1LREZGQlIjc/CQVFKSgpy0B5ZTYqq3Nxl26ZFXAUuNQBUuKadWjWrc0i3fqsA7MeC9wbnnUJXOrAKwm+xDJ8U2rVUU9ePkaIPkl4PodXHr9IQL7iAueHeFyBZznONbX+1Scu4VWxTrvctmU/Ym0WcL58aAeuHN6pAPr66YPKhVuOJQAt27/qcgP/wZMEYPZbIFp/KCDALPrOebssz/rDAf1cekO0Llkn78n5iwu3SiamakTfVAAtFmiRgPT3WWb1mGgF0Gx7w7NYl3UXbh2ae0u3Rv/tXUnY9SP883c/UXCsIPpPP8eXApxs//0HwjF1G5x/gn/89seQeGgF0NSnEg8tEE19RpD+XFy6XRD9jUC0S8qNWtyw//i2AuhPfv1jFfMsbtu//8mLeP9Hz+O913m+bzynQFrWSzz0x7/iOcnDAUL7P6Q/7JtA8Lcfv6tB898IwboEprleXLgFoLUSWr+4pS/4WYmN/pog/c1Hv+Zn+HkBaEKrksCwQDVBVPalQfSvXfshiLuyiP/7z9wfgfwr7kOs3wLdCsD/LSDtctO+A5x7A/PtLOKu7N6ifwosSzw3IVrg2fX6y3/8Dl/y3L7+m1jGNX3Va1niwr/ULfHsu4C0WKI//eOb/J55HX/yBH7z4hX87MYJvCxW6D0rcG7tfGydOxTLx5YTcAm7zZIoTOKbi9AzvAQ9BN+eYcVYSYBeNqQQ3S1iXeZ2hGhlcRZXb1k/uAAd/GxbYw4W1GWh1QXQ7YOL0Tm0RAF0W3MBFg7K43GKlBbx9YLGfG6bi5kC0BXpmF6VhWn8U5lFiJ5Zm6/ctccWp2IK/2Sm1Rdg3ohazB8l9ZwHYdG44Vg8eTSWt87EhMHNKM7MRJQjDCZ/M7wG+uLB+wZyABmg/bnyT1+epvYRFyaV/EJL4CVWZ8m+LXArsNwbbMXaKhDt62ektLhkDYIFqEW+8BKXKQKbN8HNRxJ0cUCU93qDs0gHZx3M9WMInKqa04RVK8HZbo0k2GoAbbWEEXSdBGjN+iwA3dtVWrlL87Uqa8V9C8CKRVikr9NcvTXJukAO3kYO5BZCuexbXLcl9lmDZx7XHsqJlmTc1rJtS0IwAWbt3P0hGcG9vPxUJvDeAK2Owevo5+6NIC8fWH184CTsiQU1JtAbSUZfZJl9UGjxQ6k1AFUOQnKwCQ1OIxodRq3kVLBkzA5EA+G5xuKNKpMnyg3uKCA8Z7AV1+loDlZOrwGwebnDQlg08TswcHJn9PFTyxaCs5XAbPd2h8NrIEIJuFHsR1yQn3KBTick59gtKg67wGZW2buLCM+lNspqQAkBu4D9zeGxcgjOAs/pXE4muMcRyKOoUB9P7t+T8OxBcHbnOWs1Ln08KJe7tsCzZNzW6j3LdQ9yWZ/FZVuLdxZ4DhJ4DjQRdgJhDfKHjfDrIDSHiqU50FdduyiCc6RYoznJCub5WXhsA0Fd4qzFXc+HkO7PyamJbRi3S5bs3M4glEUFojk9GJPL0jGvqQodo0Zg5aSZ6JndjZ7ObVi3+jA2bTqFjQTZTTuuYMPOa1iz8+pteN6vaeNBQu3R69h98slbNZ57l6sSt22xPAs8S8IwcdWWLNvtq44qScIwKVMlmba7Np5WAL1k0xl0bzyjlarafQ3rCN1SqkoAWspVbd0nuoF1Ox7Bqi1Sw/kiOnvOEKCPY07HfkxbsBMT52zB2BnrMXzSSrSMXao0eJwkDFuO5lHLVLbtmubFKK1tRU6pxC6PRFxyM2GxHEYboctKuLRq4OUMK0Vc0iCk5Y5Gev44ZX3OLJyCrKJpyCqczkm+5rYttZ6jkobBEdmgYoGlTJHZWQqbkyAbQggOLVFQ6RDX8EgCpxKhk6+t4ioeItBO2LYTeB0C3RRh2hFZAmdUGVWu3ModYVwOr4QzQtyqqwnPYoUlTJpL+JsshjmQABtAcA4oJDQTnIPyFDibg7KVTIRnk4pPztfcrU3F/Czh3SrJv0TlypItFm0V50xwDouqJ4A2IjxaEqs1KIhWVuiwatidBG27uFAT2nmuVif7HFaC6MQ6AstQFFRPRsOIRRgxZaWC59alR7B4zVl08V5Ysf288jjo3nwO7WtOY96yY5jetg/jZ25TpaIahnejqqkN5Q3zkSuW5/ShylXdSlg12YrY90JIuSozz0HORbKM28x5sFNOSShmy0J4SDaS4kqRnzsYVZWT0Syls0Z3YsrUHixctB1dXQexfPlRrFp1AitWHMcSwn1b2x7MmbsNM2ZsxqyJPZjaOBdD80ahNqkBVbEVqCA0VYUVoTq8ELXh+WiIpKLyUB+Rg/robDTEZKM5Ng3D45IwNjkNk7JzMaO0FHNra7GguRltw4YSnMdi9cwZ2LqoDbs7u7C7awn2LOnGzpUd2LF1MfbtX4KD1L7dbdixczbWbB2Hjo3NmNZTgiHt6SiaHIWYKgO8Ih/EPT6E0b694PkOcL4Fz+KqKqChXLfvVu6iRtNAAqoBI8cVYsPmdpy7cJywfANPP/Minn/+B3j22Vfx+BPP4/EnX8Qjjz2HI8euYE7rCqSklagxT8BNXLV1eNbdtkUKQghFum5bn9lXEWH6wX4D4MXxx2yLQEhkKuKTy5Cc3kjoHYmMnPEE3IlISJ6ImKQJiE2ZiLi0SbwPphCUpyAhYxJhexKS0iYiOW0CQWQ80tlmpE9kOx5pKQTk5LEqWVdq+gik3dJwpKcORWrKYCQnNCIxrhaJBONEAeO4aiTHEo5VRutSxEcVIzayEDH8nmPD8qhcxIdmIzYknSIgO5MRG5xIUI5HjD2WiiEgS/mnSAJyBEJNYQgxOlXpJ0egja2drQV2/sfbOH5a/AJh4vhp4tzAwDEiiGNHACHZz10evPaH58B+cO//INw4PxnQrw/6i6tvv/t5ne9XVs0+4gLMOUu/fhKrPFCBs4JnAvMDAs7/VXxf3LX/Jzzfr6RD6wOyT+r+B3kv9YJnkQ7Qsv7+vt99X94TV29JIvZ94Cz6n/AscMv79vukYFeF3H0fWFPqmLclFmXZpyzL70BfL9ZlkViXJS75vvvvUtKsyFp5twd5nfry2vcf0KcXIHOsD/DifI3zDBckO0OsCI8IRnRMGBISo3hfJiAzKwXZOWnIy89EcUkeKiqLUVNbjrr6SjQOoprK0NRSgcFDqzFsRB2Gj6zHXVJ2SrJnv/kSAZKS5R8RIO+EZh2cZb1Ih+beuhM2xTorACsWZwXO54/i+tmDuH7uIJ64eARPXTmO5x85cwueBZx16eAs7710/TxekiRiLuu1xDsLKF87uvsWPAtI6/CsZ/hW4md6JyDTQVrORz8XkbI2uyQA/ZNe56U/KNAfEOgPDXpn4dYzcL9NeH6b8PzrHz59SwLS7/3oOQXRvd25BaR1iFYloCjdbVt33dZdtaW9U7L+43eoX/+QcPqGgmgBZAFosT5LqwO1SIdoAeh/EWR1YO4tgWcdoMUSLQCtLNEEZ00SA/0OpASWlMSSxGG69VmAWcD5/dc1/f5HL+BPb76MP78llnP2mX0ViBZLubiJC9T+N4BWVli+r2X/fhtfShZugrOCZy6LvhYAF4AWUBaAFnDW4Vkk67g/OYbsR69hLdnDFUC73Nb1uG98Ip/5Hb4VACYMQ5KASZIx3ZLsgmGRKsPl0i1IFisz1Ruev5VM45JxnPv+5hO+9wn37RKobz8hPH/4G3z1Mc9ZAfZ7+ILA/7m4uP+VsP+Xt3gaP8Sff/4M3v/hY8oK/ZNHjuDl8ztxZXsH9rSPwfIxZVjcnINFjRLznIMVBOg1w0uxaijBmXDc3ZyHJVRnS54C5aVcp0uAu52fbW8S63Mu5lRxwl6XjUVN+YTmQkos0CXoGlaGTradgwnULcVY3FREyC7CgoYCzK3Pw/TKLEwpz1Cu23MbijC1IhsTS9Ixq74Q0xuKMXd4DVoJ0K0jGjB3VAtmjxqM9hlTMLyuDsmR0RyQfOHR1wP9HnDDA/e6caDxVK5A4lrdb4BYisVK7IaBhJ4BA90hJaMEggWOBRJV7WexDppsym1ZakAHBQVTdgQGai7MIt0yLfLlwCjy8xdxokNo9fQUSZbs70oyevv6muDnx/0EWNX+JbbYbBaXbRc8UzZLhLIMW7jexEFZ4NlA6BKAloRiOiTr7twCr1pSMX8lWRZYvh0rrUm2FeA2Gaw8JgHa6lTAbHeEKVltTq4LJjw7eA0kOZg8PBDw91HJ0yQ7uIeHuI8REF3H0Y/rRXD2HuipYFLgzkq4C/ZyI/S5ITbAEylGT2QToAus/ih1BKEq2Ig6ceUWeLYHoZnrWmyBaCJcN1p8UGvyQhWhudTghly2qQEDEeszACGeA9S+TeIWzf74s28BPr6UD4J8vWD0dedExQ1mz4Hczh0hBMqooADEm4xIIihnEJ5zCM+5DgvyCM2FAs0E6VKqxCLWZx/kBrhTbsgKdEc6W4HneIKzWLSdhHMrr4XBBa0+PG+RuNXplmcBZ093DriE5wDeGyKTxJsTns3ywMSVMExZnsVdzxh0C57t7G8I4TnSBdCiSK4Pk/f8fGAmQMsEzN+LxyZI+3p5IpB9sfD44Xw/xRygwXMkr2mKExOK0zCHg3fb0GFYNnY6VkzvxKqOrYTnQ9i80QXPhOZNhGYpHyUJw1YTZlfvYbuHML33GgH6YWw/ekO5aOsS122xOuvxznq2bR2edbWv0TJtL153QoGzxD2L9Xn5lvPK8ixZtzftd0HzgetayaqDj2P7gRtcd4NQLXHUYtEmgK07pxJSze08gBmLJOnTdkL0ZmWJnjhnK9uthLItqhTRqEnrMGTMKgXRFQ0LUVAmrptjEU4wtDnLCGaEMkKs1VFEgKxEfEozAWMEknNGIzV3HCF6IiF6CluJeZas2xMJ0OMRmzoKobFNsIRWwugsJxRTApXcn91OqA3WANMSTMh1SGy1JCejuGwmtFssAn+aLLZ8ZQFXLuQEb4HmYMoRUk5orkII4dYZetvybBQXZsKzhbK7ZDMWwSpZsE3cF4HSZMrlbztPuVibrFqcs9kqSb8IzPYKBDsq4HCUq2Rj4RG1iCAkhxOgI6IaEBndqFoBaMm4rWKtCc+24HJ+voT957F4vcwOHs9ZgNCYCsRnNCGnfBxqhs7H0EnLMWn+dixYye960yUs33qR37F4M1zDqu2XeG+c5z1xCvM6D2P6vN0YO20zWkatQP3gDlQ3LuB3NJXANBQRYnUPKYZk3HbwfIJ5PmHWAoRb8xFpz0OMLQextkwkObOQGp6FrJgslKaXoK5wEJqrxmBU8zRMHNFKKG5H+9weLF24iff8Dqxbug9rluzBisXbuX495k1bhbmTl2P++A7MapqEMSVNGJJZyd9NMZoS8jCYGpqYg2GJGRiVmoXRGVRmFsbkZmNcQS4mFWVhamEqZpVzvKvnGDisEt0TBmH59OFYOWc0Vi+YiE1dM7F71SIcWNeJwxu7cWTTMhzY2klwbseRE0twjDp8pA17Ds7B5r0TsXTXUMzcWIHhSzNRPiMWifVW+McPxP3+d+OufmINIwD0ctfW1N8lcVXlemWN0yxo/fo9AP/Afry/fdAyIhOr1rTi9JnDeOz6Y4TnFzR4fkbg+TlcJ0A//OizOHHqYbR3bkZ+Yb0a08TyrFubBZz1EkQC07r79p3wfO/dhHdJaHYX4eU+sdT5crwLhj04DpFROYhPKCfgNiMzU0BXrMPjkEglp41DUvpYLe44dTQSk0do7tQJw1Qd5NSEoUhPHIaMpOHISOSyrIttIQw3ICVOK/mUTFBOja/h6yokxVawLWNbgoToQoJyARKj8pEQwXsoLINwnKoUHZyMKAJypCOBikeUIxaRtihEWCMQbgmjQhFqdlIOhJjsCOZ/uI3/5zaOpxb+h5s5dzByHiEK8glAIOcVARyf/Pi/7CueSJIPg/LktfTgXMS9f18MJCz36ys1fwmVhDmBOl3iPq1bgyXsTK6tZlm9Ld19Xx6WiBvyf4rfzS14lv0QIhU8i/hZ2cctCBU4FXCWULcBXOZ9Jdvw2Kr8puoTIZeSrNv6sv6ebHvv/wHP/1u3+3KnNKhnf/5jvdaHByXvjJzbA2JJvofLWsyxxCCL94Wsl3ViVe4jFmTOBwcM7MO54APw8OwLb84r/DjGBwYJIPvAZPbjXCgQwSEmhIXbEBXtRGx8GJKSo3ivxhOQUwjIGSjk77+kNBflFQWE5FI0NAokV6GpuQZDhjZgxMhmjBo9GKPHDMHYccMwYeJITJo8ClOmjsH0GeMxY+YE3PUG4VkHaAXOXP7hMxo0C2Tq0mFT4PIn4gItybh6qbflWayyutVZLMACswK1EqP86On9ePTMftw4f0hZn597+DRevnEBr928rIBZh2fd4iyWadnm2aunbgM4IfnhE/sUPOvgLC7cT5w9gme4jV7KSmXlls9dO42npaWefYhA7Yq11pKXXcIrvSzTOjz/lFAsYCwWZT3Dti49k7cuPbmawPOvXnsK7/zgKQXMAs6yrL/ubYnWIVoyc3+g9Ao+dFmUNSjWYPr7gFre14H6o19R79zWJ+++rizL//rdTwiHGjgLSIsl+iuBTgFQseKKW7cAsksCyzo4f9Ybon//XXfurz7Q6kVL7WgpiSXWZ3HfVhZoF0C//8bztwD6d1z+w49fxJ9+8iI++NlL+OsvX8PfeB4q5lr2KxBNsBXAVbHPYi0mQCp4Fol7t1iHxdX7Q3G71sBZk4D0L11W6HcIowRgsSL/XeSCZ4mRln1KAjFx3yZA906sJlb3z373Fr7kOhCiv5Fa1ezHFwKyAr+SpbsXPOvALO+LbtWzlnX/4GseU4dpHZ4l4/e3BGeIPiY099ZHfP+j929lBv+CkP0Zz1nLHE59IqW/3sKnfxQ3/Vfxl589hV+/eBlv3jiGVy/vxLVdBOjFo7B6QhXhOBftDZlY0pSLtYTnniFFWNqSr153idV5EKGYgN3ZKEnEchVQd7BdzPVile5ozlfw3FqTyQlFtopxnlefo6zNS4aXo4Pg3E6YXtxUyP0UEJ7ZDipCGzVXEobV5BKcuW5wBeY3laGV0Dy/pQLzhlapeOdZVNvEIVjEP6JRdWWoKchBUUY6J1VOwpsX+vdxR98HPNj6YmB/Sso7eQxQCb/cPT3gIdknCR4eBBCBQUkMpkOzWFoFnDWA1NyaTaYwGI2hHPidCqJFPj5GeEktZoLjbUu0Jm8fgjXfF90qgUVJFm9pZb0Oz7Ivo5HHcsGzQLOmcAXPZoK1ie9L4jANmgWWNcuyrt7WXx2eZX1vK/TtbSU7p4X7tKnzNJo1l3E5X4uVIM/XRpOUoeKxggSceU4+cq0k27g73ChVIkuyhXMyJBZoVY/a3VdbR3j2HchByI1w694fNsrp1R+Rfu5IDPJEGoE42+KLInsgKgjNYn0WeG6yEfSsgWihBqvWDw1mb9QHeaAiyA0FhgHIJDwncpAL9xoAO/th4HfpL5ZeT19CpA/Pn+BKsPUnrAcSngMloRe3sxIoQ4K0ElCxZiNSrBZkEpyz7GbkWE3IlxhhmwklXC42B/JYkmjMA3k8dhbbdIJ/sp+nBs8EVyfB2SrWAw+piymgLJZmXge5HgLTfE+r9azBc2/LsyQNs4ibvgugdbdtM+HeSFg2+0nyL3FJ90Iojxfh56UgOoIK9feDw+XmF+TjC3/2w4/3sj/BOYjHsvCYYp0WeM4PDkR5RCAGJTswtiAJ06pKsKB5CJaMmoZlU9qxbOFGrFq+lwB9FGvWS8btC1i/46pKErZyG7XjClbKMsFn9e4rWLf/GjYdelSVlNIzbIvFWaS7bOtu23qWbV2SMExKVInrtiQNWyNQvvuqAvVbGbd7JQzbSe06zGVKgHzL/uvcr2TxvqYSmnWuPoWFywSgD2J2+37MatuvkohJPPSc9oOYsWAvps7dhQkzthKg1xOge9AwdAnKa+cjv2QaEtNGKDi0E37tIRVwhlUgMqYOSWmDCcfDkZgl5arGqsRh6fmT2Eq27SlIzZ6srM8S9xwS0wQrodLkrICZAG0hpKpSSha2XJbXRkKygQBrtBDSRdZCgnOhAl27kcBMmQmGRotm/bY6CgnJpZywlSsJPIcSnlUCKwK0PbhKWY2NJikbVQqHhbBtJqjzWDZCrc3OfVMC6GZZJqxbHaVaiSu7WK6r4FDJxYrhtBUjhEAcHlaFyIgaqlqVqYogMEvWbVWuSuKfeY4O9sNilzjpQnU+JmW1z4PRlgt7RImK0U4rGonSptlomtCN8fO2Yv6K4+jerN1La3ddwgZ5CCP31OaL6F57HouXncTstgOYOGM7ho3tQeOQTtQ2LURx1Uyk544iKDUQcMoRF1qEGEc+4p2FqgRXWlgRMiMKkRuRh/zwbJTG5qIqMQ+NaXkYXlCKsZWDMKlxDGYOnYrWUbM4TszH8tndWLtgNdYvWoeNbRuwbsFarJqzEt3TutExqRNt49uweOxszB82CtPrGjCpvAITS0oIxgWYXlJEMC7EnMpCzKstxoJG+R0VY+HQMiweWYHOMeVYMrYYyyaUYdX0aqyd14yNHSOwaek4bFo5EVtXT8O2DTOxa8s8HNzZhiN7OnFsbzcOHejA4ZPtOHWhW+n46cU4eHwufweT0XNgBFq3VWPUylxUz4lHSosdhmQP9AkkiPaXBEX/FzzLexo8i+VZwMLb7wFExrujrjkJ3cun4zjnvY8++ojKsv3cc6/dgudHbzyLqw8/hdNnb2DFqr2oqBrOscAKD3eOqS5rsw7MojvhWSBIHffuu3HfPYR3gvM9As/sr9sALwT4WdSY6iSoRkbm8XuuQmpKM9JShyE1eThSRKn8/fE3mpI8DEmJgwnMTUiKG4TE2EYk8v5MjqpHWnQdMmLqkR5djwzet+m8f1MiCMmRZSq7dUqUxCIXKnfrxPBcJIRnITY0HdFOAnJIEiKdCQgnHIdaIwnIlDUckSppFwHZFIwws6ZgzgckFtkeaIAtIAgWf38lM2Xw80Ug/28DOSbIf7Ev5xTeHJOk4oLURh7YX6uNfCvRmtRGlutG8JSEXVoCLwIeIU8LJ+OyWEsFSJUe5GvN0irrb8GhSwKC+rI8sNDVG0jV96Jcsf8veBZ3aYFnqUQykBrAdWLh5WdUvzRwFmjWPPcEZtlHFzj3Bujex/9/03fhWbcy65Zm3V37dsyzXJe+7NcDymIs1uP7H7iL/RILsmY97tf//lsxyGJB9vZx55zGAwGBPvwf9eX/oj//c4P4f2dBTFywikFOTI7g/ReF9Mw4ZOcmIr8wDUUlmSiryEFlTQHqGsowqKkazS21GDykXkHysOGDFCSPGz+ccDwak6eMwdRp4wjHEzFz1iSl2XOmYf78OdRcLFw4D22LF2Bx+0Lc9QOJK5YEWZSA8+t8/dpT1/CqxBn3gmdldSZYCii/RYD86fOEZkpgUta92Quef+BKrKUnCRPolRhlBb2n9uKR0/uU9fnmpaOE2VPKsvzqExcVPIsk9llg+qUb5/HcIwK+/Pz5I7hx+hAecUHzVUKzgLPosVMH1f7FIv2sgLPEVhOcn758Ek/x2E9eOo6bfO8JAvzNi8fwlJS5Ikg/Q6iWElkvPsrjP35FxUfrbuw/dyVOEzC+U7dA2aV3XiUou2o+S8Kw37z+tILk3gCtL99piVZx0T99CX/4KQHzZy/iL7/QEoTpAC3ALAm+/v7ubXdusTbLNsp9m/D813cEul/Gh2+/RL1MiH6VHPkDQvQb+Pfvf0JQ/inB+RcEQ7HWCmxqCcK++sMvbulLgWRCpOjz9wnPvyVUirgsr78gSH8poE2I/vxPb+PfhM1P39dqSQtASwKxP0sCMYLy76Vs1w+ewbuvPY33qN9y+f0fPI3f8dz/xPP98Oev4BOe2z/eI+RL4rM//lyzMBOSBZgVPLukXKoFij8SsGWfeR66vvyzxHizf9QXH7yl1uHjXxGguf0/pEb0e4RXQrTA9N/eJaATxAnhXxO8vxDLs8SL87p+yuv6GfvxlZwjz+1TQvS/BbYJxgLN34olmSAsknVSv1rBM0FXB2iJY/787+8Snn+LbwjMAs0Q/V30B+pPPI8/asD8V+pDgrTS++wX4ZrbfMNtP//4PfyL1+HfPAcpb/XZ336FTz9iX//yM/z7A3G5fw0f/Iz31yvX8NbN43jl4jY8tm8pji+bgg2T67CEsCxwvLQpT9WHXkooFuuzxDeL1XlRfQbmV6eirT6ToE2YZruwPosAnUv4LtDguU6Lb5Y455mVaQqixQrdNaRUWZ0XNeZjQX2esjq3NRWjfXAZFjaXEpYLqSK0D6lC9+hGdAyvxdxBZapElbhtLxjThO4ZYzFvwjBU5WUgKTyE4GyHw2AmzPjDY4Av3Af4E+SC4DFQgFbcqzUA1MHZy5uA4yPg7Atffyn1oFmbBR4thEmxxlptEv8bycE+goAbToANIfDa4e9vIwT3BmNxaZb4aA2mfQjPYl0W3QnROkDLe/7+FgQG2pT12UhItnDgtnIA12Uxhbqszg5CsIUgZiIA87NyPGX11S2/YlUWCzMBWURI1l/Le94C+Z68DpQsyz4UiAeYOIjcfmgQxOsXGCTu5OJWHqjc0OW6SSz3QPcBLg1UdaY9BnrB3SU3EcHZXWLHB3LywImD/8ABCBrYD+aBfeHw7KdZnwmiCQYBaF/k2QJQSmiW8lH1dgMarUFosgQRnIMwlCA9xBqAJpMPGg1ifXZDUWA/5AYNUNbnaF9xyRZ4JqiLhVcs4fxOPfn9ehGavb0H8JpThGxfTzdOcnxgC/SHk4AabghErMmAZMJyFgE622pErsWEArYqaZjBz5Wh24vwTNCn0gOk5rMXYgmyEncczGsi8cUBYlFwgbO3ZGkXrwc39kH6JBYGyt83AFpmVMmSqlmeBZ5FOjwH8TswGgNhCvQlPHvBIm7hlMBzOF9LkrBQwrSTEzUbJ2omsbSLRYP3spyfH7+fADc3mPm9hPE6JAf5Isfuh8pIA5oSHRiVk4DJZYWY29CErpFT0T2pHZ1zVmNJx3Ys796L5csOYtXaU+ghmIo1eBlBevnWS1i+/SJW7LiIVbsJQAqeH8E2Qq5YmQVypaRU70zbAs+SMGzN9suqVJXEPouWbj6LToJz16YzKlGYuIFvEHdwgrPsb9eJp7HnpFY3WiR1nndz/3uOPKks0eLKLfsVMBcAW7HpvALoBUuPYN6SI1jQfRztq86gs+csFi49gZmLDmHWwoME6D0YN00AeiMBejXqWzpRVt2KtKyxiIprugWGIYToCE7CE1OGICmDE/bs2/CcUTAJGS7LswB0fNpYhMYMVknDLCFVynXbQBCVbNQ2AVkCrdQglrJKAptBBGSJOTYaCJ3icmwk5FKOIMpA0DXmcdtcfqYQwY4ShIZWIDxcA9kw9i80lOKxRM6wOtid1QTZCgJ6GYGZYGwnSPNz1mBxpWYfQgjMTsK7LDu5TYjENROcHZXsYyWs7J/dnE/oziNAFyEspAwRoYRownq4XAceW0pXaRZvzV3cHlyhrM7qXPhZgecgczYCzZkwhxQgIpnwUjQKZYNmYdDYLoybsxnzlx/H0o2XsHLLRazdfgGbdl/FesnCvvkSVqy/gCUrTmFhx2HMmLMTo8evxtDh3Rg8tBMNTQtQXjUNJXnDUZJWh8LECuTFlaI4vhwVSRWoTq5AQ1olmjPK0JJagBFZhRiXV4TJRUWYXVWOBU3NWDx8ArrGTMPScTOwclIrNs3txM62Fdi1eBV2LFqJLfOXcd0SbJi9BOtndmHtjA70TJ+L7smj0D62Ge0cczpHN6BrVC1WjKnH6okNWDulERtmNGHjnCasbx2EjQuasGlxC7Z2Dca27hZsWzoE21aMwPY1o7Bj41hs2zwR27dNwe69s7BjD+F57xzsPbQQB4+24/DxThw6uRjHLizG2Ye6cfZqN05w+dCZVuw8NQ1rj43Gwl11GLc6H7Xzk5A+LATmNC/0NRBEB4gb9D0qCZJAsliZNQlA96P6ElwFnAUwNHju0+deePrch5Cofqisi8Xizkk4dGQnHnroGm4++axy2X7hhR/iCXHZvv40Ll97Eucu3MS6DUfROGgC77EQ+PC/R8obufF/RtSvr2aBVvAsgOcCILGEKpftu+7GA3dz3V0EO6oP4XlgP0/4cewzBgbDbolBqLhER5cgOb4WSQmNSIonIBOSkxMkLpmgHF+HhFhxta5BUnQ1kqnUKCqyCmkE5bSIcqSGlSI1hKDMez7JmY/kkFwqB4kh2Yh3ZiDWkYIYRyKibLEIs0QRjMMRagkjNItCEWxycJ0doUYzQvj/HMz/YgchOThQKh8EwcT5gUG8jLw9EcjxxZ/jjq/nQCVv9/7wcO/HMVDLat2/v1jmH1BW5AclkSgBWYGyPFwQ0JSHC4TLe9jeEoHzXr53L6+h6D4C9m3x+3TpAbH2KxfueyhJUNVbYnUVi6sG1OKOLGWnVAkqAUuBZwLz7VJU8pBDxD6pRFqSYIvHUBmoB6LPA24UW3ENZ9//071aPqt93wrOe0nuhd7v3yl5T9uHth9dUjJLYrNVn1zArFdI0dUbrOV1nwelbKh4E/I78OgLN3dxs+7DOVZ/ArKbsiIbTX6wOwxwhpiVBTkiKhgxsaHKzTo5NRqpGdHIzI5DXkEySsoyUV6Zg4qqXFTX5hOSi5WbdcuQSgweprlZjxozCGPHD8X4CSMwcZJA8lhMmToW06aPx6zZk9E6bzoWLJyFhYtmE45b0dE5H51dC5S6lrRj2bIV1CqsWNGDlStXo6dnLe56XdyWBaBFXP4BAfLVm1fw8uOXVImo3lZnFS8s1tcXHsebL95Q+skLrvJOsh+xOnP7l6UElQuc9czYEqP82OkDeIjwfI3w/OjZA3j84hE8reKez+OVJ+R4knFbJO7al/DiI+dUcrGnLx/D9VP78Qih+dqhHbi8fysuUeKyfZV/Jo+fO0RAP47nHjqN57mvFwjjzz5CaFefPY6nLhwlXEtm7oNKT5w9xD4dwZNc/ww/9zxB+mUC9A8ev0z4fwg/5fm8xfN6S9yxCcpS6/odwrGu37z+HOGYgPijF/EeYfHdH8nyC/jtT14iEL+ooPi3P5Z1z3Nb+QyhmfuQZGISEy3tO4RKWfebH4o1miDNbX/3k+fxR0L0B5JsS9ycf/W6KmH1CeFOxUQriP6Jaj96541elufX8NEvX8FffkmA/rlYd1/Bx2+/So58jZ/7IQH1R/j8j4TLDwipf/4Fvv6A8EkIVgDtklhelfWZ8Kwsz2zFjVsss58SomX5c7FGyzYET13/JnSLBVoSiP1VLNDsu1igxfr8rgugf0O9+9pTBOqn8Ls3nuX7L+IvP5f+ycOBH+GfygrN/hBav/orAVcShxFKv6EkKdi3BElJEvb1R1ILWqzPsq1uQSfs89w+/yMB+k8/Jxj/kqAt20sSrl8rgNYs0IRorvtWxVLzOB/w8+y7QPO/eT0/43X9nOf5+ftv4dM/SJIyHucjAXn5LGFYrMeUWIe//oSw/Ml7+JL9/IKtSGKaVT1rcb+Wslj8nLhka+Jn/0Zg/ptANAFaWnHb/ivf+wu3/5DH+Ug+9x4+Z98/Izx/zr5/SeD/8u9S5utX+PzDX7BP4m7+Jq/3G/jo7Zfw9ktX8dOnz+K1awdw/dBqHFk+A6sn1RNoCba1mVhUm44ugvHy5jyskGRiLVLOSrJqZ2BeLSG6LguLCNAKnhtz0MnPza9Ow3wCtsQ9t/L92dXpmC2WaMJ0ezPBvLlAteLWvbCpEG0E544RNVg0tBrzmiswp7EErYPK0TasDp2jBqFtRCMWjG7C7FEtmDmyBTNGDcOwumqkJ8QjxGpHkCTEIjT6eBFQPQionoRWTwM83QiYykJMePTyg6enr5LUTPZW8OkHP79A5f4srtGSoEsSdznsBGdrBCe2EQRqgrMxDAFBwQqc/fysvcBYajDzuIRniZdWIrCqdZS3S1L+yoNg7+UqheXrK4m+CK1SnspIeJbyVOZgwrq4cGsysS/ae+IybuZx5VgCwnIOPpQ3B2+Co1g/1TkR4iQeWc6T6wRm3QZ6ctLjwcFdk7yW92Q7X4Kdv56hmxMGWZZkYHI9JLZZLPLeBDUp0zVQJUbTEqS5c/KkZfsUuXO/Ik6q+rur97wob8lAPbC/KuNkEDdrAm9ogDeiCHYJpkCkWw3IIcCKxbeMqiK81hCcG2wEPjtB2haIRrMv6g0eqKSKCN45ge5I8ZcYZg8CrLhme8DXi31xpwiQHlz25KTGSyY2hEppPQUuCZxB/gRTArTDEIRwkxGxNgvSgh1It1uQyePnWIzIE6uz0R/5Bl/kyvE4+GZIjWnCc7xYgH2lTJUHbJxIGV3w7K2+B1emdsKzXAvJhurpLpJazwEI5L0prtmSLKw3PIv1WepjGzhpM5qC+DoAVoM/7AF+cLK/EQH+iA4IQISvH8J8fQnPvoRnLbmMv6fEOkuSMm0iJ7FzBnd3hHCilxDkh2y7P8oiTahPDMbI7ARMKs7HnNpGdA2bhO6JC9Exaxk6F60nQG/Bkq5dWN5zFCs3ncMySfZFiF629TJW7JSs2ASePVex4cBDKu55x1HC7rGbBFyxPAs8P6PgedfRmwqexfV6g7h/S8bubVr27hUEaYl9Xbr5HHp2XcWmA49hy4Eb2HboCeyUslSnntN0QizZ0j7D/T2FnYduYpty3RaAfkzFRK8V6/hW9m/jGbStPIKFyw9j8apjWLL2NJauF4A+oUolzZeavm37Ma11JybP2oIxU9Zj8Khu1BDOxHU7Kq4R9lCBy1IEEx5DOSGP5rqkjBFIzRnjsjpL3PNUZBfPZDsDqQLPqYTn2MGwEixNBNcgK0HSRAAmKNtNBGOzWKAJr3xtljhdLhsIzyItXpfbmAiwlMNM+LUUEoIJsnapyUyQjahEdFQNYmMaEBlVi/BIcaeuV9Zgqb+sxx8LNNtsBHW7S+IeHkxwJkRblFs1+0CoFpm5rbhuS7y0if0xK0t4AdeJpboYwcGlcASLG3clQsPE2i1x1lJXulK5a0upKLN8VmKtCf5ybhZjNizmLH42D3HxFcjNH4qGxlkYNW4Jps3ehEVdh7BizVms2XABGzdfxBbeT5s2XcKG9eewtuckVkmt4/a96Gjdotymp49ejCkjFmDS0LkYP2gaxlYMw+iCaozMKScgF2NMTjEm5BcTkkswrbQY08sKMLMsD3MrOH7UFGBxfSGWtJRiOceKnsljsG7GJMLxFGxuJbi2L8SBZV04smoFjqxehQNs969Ygb0rVmLv8pXYs3wFti9rw/olk7GmYyzWdozGhs4x2Nw1hmA8FjuXUyvGYveqcdi1djx2rRuLPeupTeOxb+tEHNgxGft3TqGmYe/uqdi7dyp27ZuK3Qdn4MCJudiv1Mp7uxUHTs/HobMLceTCQhy7uhAnH27DiUfacPjaPOy+OB0bzk7E8uMj0bq7HqN7ilDVmoL0oRGwZfujv/U+3D1QknBJnWex7uoJw0QC0w8Qnvuw1QBWl8R/unveD0dIfxSVR6J1wUjsO7ABVx8+h8effBxPPvs8nn3uNdy4+RIefuw5XLn6DC5d4m9v2zGMHDUVYRHRhG8f9CM8S8WJgW5S47k/YVEsqgIxOjARbHj8u9mfuwSales2YZ8gff99D2BAPzeOxf78P7TAHBSKEHsiYsJzEB9ZhMToUuVpkBBZTlAuRVKMrCvk63yqAIkRBONIKf2Uq5J2JYZkIcGZiXhHBuJt6YizpSDanqAgWRRhFVCOgJPjttPohNMUDAfHUQfHW5u4WxtFZliCjDD5BcDo58/WHwb+1wbxXAP5HxvA/3kZyzw5jklMsgdbDykBNYCgRvUjIIskLlkSSUlcsgaobAVaZZ3u3ixgKFZZXqf7uI2u+7mdJgIjt9Usz9JSt1rXNZZ9i+sxQbi39OPeFiGWx+zL/UmZqr78jh6UXC8KwjUovc8VXyw1ku8Tyy4h+l4p5SR6QCC6P/erWcp1YNa+Yw2CdQu3Al8XVPcGbYFj2bd6iKNKPN22iMv10T4nQC8w77Kg64m5CPgC/SJxae/fvy/vN/F44HWX74BjvaenO+coXpy7eCsLssMRAGewZLM2INKVzTopKRwpKZFIS49GNsfAgoJUFBdnoqwsGxX836iqFlfrItQ3lKC5pRLDhtdhxMgG3vONGDWakDyuBRMmDiUgjyAcj8aMmWMxe84EzJ03Fa3zZ2DeglkE5TkE5blY1DZPWZG7lizG0uVLsHxFN1asWo4e/t+sXtODNWtXY+3a9diwcbvSxk07+H+4E5u27MJdepyvwLGAssQE67WX9ZrLujuzWGR/8gIl0Ez9WMTXbzz3CH749EMKtuUzEmP83ENnFDiLu7YC51MH8AgB+OrJvbhyah8eOsMJP+H1KYLrC9d5LAKzHFN3p36R8P38VS2+Wbl7H92Fhw9uw+U9G3Fh9wZc2LsJVw9txyMnd+NJQvizAuHXz+HlJy/hpacu4fmbBOjHzqr1z1w8iptnCc487nUe/8bJfXj89H48wT48df4wniVAv0jQfoXA/Tqh/c1nJIP2I+p8fyFu2ITl3xCORe8SkN8lIL/H9v2fvYLfvfUafvvmy5p+ytdvvoLfU7/7yct4/8cvqdrPv37tWWWhFhdv5fL9gubqLZbtt18R67UAulirtSzd4tKtSly9/UN8SEjW4qJ/pBKL/Z2A9/f3f6aWPyZ4igX3E0L0x2KF/vnL+OtbFNuPpMQV9RHX/+OdH+LT936sLMhfEoC/IgCrOGZJBPahVpZKEoJJ7K+4NOvlq3TXZr1m9Kf8vGT3FndwLSmZltFbsnVLAjKxjIu1XJKE/VGuhTxAeP1ZvCvlu+RBgZwjW4mLlgRjUurqL78QC/uPVPz0Z78XoH9Hg8m/isVZc7uWetBfS1Zqwu+XH0sZKsmgrfVXgb88CGCfNdfyX+JbrhdXcMnOLdurWtIC4YRbOVe9hvTXf9Ks78ra/tuf4fP3xNr+M/z7fUK1rP8Tt/kLP/9Xfo5A/O3H7M/fxAWbfRJAJuwKYCtxWWpK99bXvST7gID4PwjO/yRAS8v9yXtaXLfEd1NiGRf4p6QVfSWx31wvLud6zPbf338Tv/8578kfP4mfPHuRv5WDeOjQWuztno7lE+oItUUE6CzMr0xGe00alhOGVzXlYrm4aRN+ZxOepY5z2yCJd85Bh9SNltjnhgwsbshUmbkXsBWAbq3PUfA8vyYFbfXpKjlZ++ACHqNExYrJ0/4FQ2vROrgas5sqMa2OE6VaQnRTNRYTmheMH4nJQ5vRUlGOkuxspCWkINwZSbC0EwQt8PQ2E/SM/GM1EA4JtgRpH4K0QLSPgmkjfAmyfiJlpRXI9ee6AIK3EYYAKyeHTtjNEXBYoznBjIDBEgYjZTCHIsBAeA6wEy7Nt+FZway/sjzqLtOa5PVtyTYeUqrKQwBXEnnddqEWaJeM2iaxRprtMJhskCzcujVYXKilFcBVdae9xIpOEWol+7c7JzRuMqkZ6KasAwMGiAZwsJEMqZLgRZO8lvfc3LTP+IrLGYHS318eIIirN+GZ8B8gbuEuq7X009vbV7lqS9zbQBm8CGoeYn2m3HlMkeamNlAtS7kmD7We8MrWh32VeGQzjyHu01GE13iLCUlms6oDnW01ocBmRLHdgAqqzmFEnT0ANWZvVAV5oIQQmxvog3QCbKKfOyL83eFga/AbyH33Z984sfFgvwjpnhxYJQO1L/sg2a9lkPXiJMjXzwdBPLbFZILTYkWk1Y4ERzBSHHakCUCbDciWZGGSqdrkr5KEpRGgUwN5TH8vRBOcQ73d4CCwmgmuQWL19iIge8r34M3JqVwjH/WAwsNN3LZ92Q9fdW9JIjeJbzbJwxkCs9XsULJZglVrNlv5nQeqRCRW9sNhCERoYCCiObGLM5gQG2hAVGAQwgICYed3ZfLlpMFbsmwPhDxlFwu7WJ8lzjzY1xuxBPAMTiYKw42oSQjGsJx4TCwhaNTWoXPIWCwdPxdLZndhyaLVWNqxEUuW7MDy1UeUlXgFIWf5NnHZfgg9ex7BWrH4Ktfq69h1/AnsPfkk9p16CvtPP4MDZwi7p5/FnhNPUU8qt+ttBx/Hpr2PKRfr1dzPqi0C0GKBvITV269i3S5JCiZxzeKi/TR2HxNr83PYc0zcvwXExZL9LHYcforQ/Di2HnjCFff8GNZJn7ZyX1IGaxNBec0x6ii61x/n61NYuZXachLLNp1A1+pjaF96CPM79mD2wm0E6PUYMa4bjUMXILtwDCLj625ZaSXWODi8jHBahYTU4UjPHa/AOS1vEjKLpyO3fA6yS2YiJWcyEjPHITZ5GEIItRL/G2TK4eQtW7lfW4z5SmaRKV9BtG6FFpC2sLVKnWVbGez2SmXVdRBeHYTnEEchwkJLERlZgehognxMDWG+jqpHZGwdwqJr4CRY28LKYCHwm/k55Spu5T4tsu/bUKwk7tXsg9FMsT9Gk1i+xY28EEHsRxD7I+WrDPI5gruF0C2u4iFhFQgJ1+QME/fxUjidfI99DjFXINRchjDuI9ycixhHHhLD8pEZV4Ly3CYMb5yK6eM7MW/mWrQv2IlVS49iw6rT2EyI3rr2HLatO4sda05i24pD2Nq9Bxvbt2Btaw9WTuvAknFz0TFqGhYPn4iOoePQ3tiMxZVlWFxRgkWc6C6uzENnXT66B1Ece7qbsrByeB5Wjy7GurEl2DSxElum1WD7nMHYvXg89i6dhkOrZuHw6nk4tqENp7ctwbk9q3Bu3zqc2bceJ/eux/E963Fs9zocZXtg9zLs2t6K7VtnYtuW6dixbSb27JpNGJ6DfXtmY/++OTi4fzYOHJiNQ4fm4NDhuThyZA6OHG3FkeOE4ROLcPTkIhw5uQCHT1Gn5+HgacLymbk4fIHAfLEV+8/Pxr6zM3HgAvdxhfu7MhP7rkzDnmvTsO0awf3iGHSeHIJ5hxsxeXsVBi/NR9G0BCQNCoU12w99rffirv5ieRZ41uFYrMt36h4t0zV1990S49mHwPsAbHZ3ZOdJuapB2L53GS49fBzXn7qGG8/cJEC/guuPv4KHH30Z164+j6uX+DvffRRTpsxCbFIqBnp54wGOH/0Jk31V7hCOJwTJvv1dbrx9tPJA90risrse5LEJ0Hq5Kkqs4OK6LF5CMrYY/G0IsUQjypmCWGcagTgLyeJeLZmsw9OoFCSEJSMuJFEp1ilKICBLHHK0kgByuCUSYZKwyxyOECsh2epAsMUOu8kKK8dMa5BJA2T+h5o4fhr9AxHoyzHPWzx3vDknEI8peejrrjyF1FjqNpBjZX9lWdck8d231c8lPTZZQFXAUd/2QYFdF0RqIPld8BSw1izT/ykdvr9fsh95UPHfpEGrJq0fkmSsb1/CMMf/+9nez9f38bu6h+/fIw87uM0DrnX3uiSWbnGHVvWgeV7fheLb5yKtrNO3Ecl6LbHZAL7Xn5DNY6i4bIF6Aep7eS9Ici7Nat63H0GZ6iPLD96DAf3u5byhD8fPfmps9/MZiKAAL46dPvxv9eN/pQFhTgsiwmyIiXIiIS4MKUkRyEiPQG52DArzE1FclIqy0kxUV+WirqYADXVFaGkqx7Ch1Rg1vAGjRw7C6BGDMGpkE0aPbsG4cQTkSaMwfdo4zJwxAbNmTsTsWRMxd+4UzJs3DQsXzEB7+1x0ds7jWLkA3UsXoXt5J5auICSvWoqVq1egZw0hed0arN1AQN60BRs3b6W2Y/OWHdiydSe2bt2Nrdv3YfvOg9QhbKO27zyM7bsO4S6BZj0xmA6/Aq96PLDA83csz5KVWodmV7y0xEiLq7fEDstnJK746SsaOAv4KnA+QWA+vucWPF8jzD524QievHoSzz16Di/euKigW6lXYjABb+WqfWArruzZhAs71+P8znW4SHh++OhO3Dh7AM9I4rGHTys371cEnikFzzfOEuJP4bnLxwnQx/DkuUOE6EMKmh8/fUAtP02Af5bvv8B+vPTQabxGeH+D5yEu6Cr22VXeSkpa/UqsxGJpdul9AqLov8Hzb3/E7V5/Hu+89oyCZwHm3nHSOkBrEC1ZurUyV+LSLdm5JR5aMnNLiSsB6N7lraT9iNAp1tuPJQZako9J3LRYrQnQor8KUFMfE67/Jm7ShNt/qxhfsdL+4jvwrOorU6pEFMFSuWeLa3YveFYZun9HiP79mwqgv5PJm9tI6SxxK/8r+ytgLIAsoCwA/evXeP14ju+8+qRaFqDWs3JLwjFx+xYX8E9/J0m8CMSE6G8I0d9Koi2Cr+7GLW7dUuZKZeMW2HT1V6zoelz215RaJxZmQqfApxY7rZ2j/rBAZQ/nZ77QLe4KnDV4/jf7IUnR9L589aEc0wXDykosCcA0iBZwFoC+9f73SCzL33JbgW8dwGWdJq1vAtGqz2y/YZ9F6vwUXOslt97GZ4Tof/3p5/gbv4cP3nkV7/zwBl5/kvf6pX24yonG4ZWzsWnmUCwZWoK55UmYT3XXc9JCSO4mRM+ry8SMylTMqkrDQhcod3JSs7QlhwCdha7mbE6CsrGgXgNscdtewNcLa7l9bQrXp6sa0G1DCM/Dq9A+olbVo503pAbzh9RzuRZzGssxpbIAY0tyMLGuHKOqy1CamoxomxVOo4WDpObS7OdngY+vjaBEgCYwe0hyLi8BZBMBhrDrZaXYisu0wDOBRkBRLLACwJKF2mSwc8IbBps5khPSKJitveE5hPDsIMBaCb1meHMCoGKeCcUCxBL/q0tigHWI1pNp6dtoAK1tI+9JrLKeNVvVUKakNJSevMw/wKCg2YcDvsRniwv17fJYbpzMDOQApFkA9MFeJil6bJqKteq1XtaJ251MErwJlX5+nMxILUl/TijYFy0JmWTwFiu3lmTsP+HZ7ZZbsg7ROkj3XtZfexMu/bgPo68f7AEBCDEYEEGIjaESzCakWIzIlvJRwRaUBZtQSXiutAWh0uSH8iBvFPh7IsPXEymExgQuR1A234EExj7cP+UCZ5GXWGMVPHsS4tkPD4K+F0Ha1wcBPLbJYITdbCEIWBFlsyGBSrGakW4yIMtEcLYakGcmPAd4EJ69kBLkgwSxmPsTnn3cYfMipHL/AWL55X4FnlUSNVUPXIt7FmCWBzP+vL8CeT0FnAWaBZbtnOAF20O/I6vNznuNEz2bCXZei2DCcwjhOTLIgBjCswB0DCeAEQRoZ4A/LATkIG8PTv7ceF0Jzp4DEeg+EEZ+Lw5+pzHsb6rFFwWhgaiOs2FIZjTGF2Vhdk0NOoaMxrLxs9E9dwmWta/Fqu4tWLFiL1atO4aeLYRniVElqK4/8DjWE4Q3iOX34A3sPPYEAfmmguf9p5/GwbPPUM8RDp4nTBOATz59C54FdHvDs8S5isV43c5rfO8RZZ0WK/XOI08qC/OOwzdvqfc6gebN+24oGJeYZ/m8gmeBfCl5tfE02zOE8vPYsOcyNu2/wvYS1uw4rwC7e/UJtBGg57bvxpQ5mzF8wnI0DF2EnOJxiE5sJDyXweQoUhILtDO8CvFJg5GRPQZZuRORlT+J205DbqmUu5qCVMJ0avY4xBOwI2Lq4eDnbbYCQkm+aq1iySW4iqQWspZArATWXrJJDHJwqZa92ikZr4thdxQQpIvhDC1DaKS4kFcjnAAdEVOnJOAcHFUFW3i5qrlsCC6CkeBsNhcTkNl/sXIbCc6EY6OycGuyGPIUyFvENdyUp1pJKibLZqNWB9pqzYNDSnU5CzkhLUFURCmiI0sQG112S/FiFQwvRQr7Ky6yaaEFyAjNRV5kDori8lCdUYZhZS2YPHgi5k1cgMUzl2HZgg1Y370Pm1ccweaVR7Fj7Qns3XASBzYex761h7B31W7s6NqITQuWYf3sNqyeOgerp0zH6klTsWYiQXLscKwZUY/VHBN6RlQRkquwfkIVNk2pxpbphOTZNdg9vwEH2lpwsHMYji0djVOrJuLM+hk4s2Ue53aLcWlvFy7u68blgyvx0LG1nDNuwKUT63HhxCacP7kJ505sxpmTW5ROnVyHEyeW4ejRTkJxO44e78Txk104cWoJTpzuwIkzHTh5th0nzy3GqXMSq9yOM9Spi+04donS20sE6Mtt1CIcvDwf+wjM+y/PoWZjz8UZ2EXtvjwDe67MwI6LU7Dt4kRsvjwBay+PQfe5YZh/tAHT9tZgzMZSNHbkIG9CHOJrg2FM9UYfM6GY8KxZnm9blntLA2ZXmSjXsgBN//73w2QeiPSsYIybUoNN2ztw9upBPHzzEgH6cdx87hXcuPkaHn3sNTx07QVcu/IUDu4/jlmz5yEtOw8+hM9+/D/vz//UBwnP/VzgrOBZAaO4/RK8lNu4qA/uuscFz5Id/F7JYvwgIVX+N8XCa0Kw1D22xSDCFo/oYMJxcApixBodHEtFIdoh8cgRVDhBWRSGUJPEJDtVZmunJB8L5P9qgA2WAP7HKu8egjn/O4P4Xx/g58f/YF/+R/ooSJbSgRKP7CljlIxPrrhkqV+tj5M6KIqbtYJDef1fpEOrPDjQQVXa29CqSV+nJfAS2CQo/xdp8CzW2P+UButyvP+u3gAtr+X4Yu2+R5K48T64l8tSv1mSgImUOzjPXyzSytJNYJZWxTezr5oEmG9D/O1s1t9dr0tiu8Wt/8EH+qGPXB/2RR4wiBVcsoj37/8A5xHauO3t7ca5hwcCOdYaOdbbOOYHc+wPc5oQEcoxOtyOuOgQJMVHID05BtnpCcjPTkFhbhpKCrNQUZqL6opc1NfmYVCDQHIZhg6uxIhhtRgzqhHjxjRjwtjBmDxhGKZNHomZBOQ5hOPWWZPROmcqWltnYMHC2Vi8eB46uxZiSXcb4Xgxli4TF+sOLF/RiZWrlqBn9VKsWbsca9etwNr1q7Fm43qs37wBG7duxpYd27Ft927s3LMXO/bsx/bd+9geoA5x3WHs3HsYu/YcZXsMu/adoE5i937RKdXeJdZmgWaB5N7g/N/gWbM+31Ax0j+k9Bjpl5+4jBf5GYHfpwjOElssCbwkzlmSeUkpqWsn9v4HPN8kuD4tNZ8J0JLIS2KQ9bJWAt7yOYlrvriL0Lx9Lc5sW42zO9bi0r7NeIz7E6vzCwRnSSz20uMX8DL/VF68eRHPPyHwLPs7jReuSfZtioD8zCVC9PnD7NtB1T59UVy3jymAFsk2Lz1yRqvp7Ir1Fqu7PDSQ+tAC0LolWodmsUIrazSXv9fyLO7eBOjeMdQ6RIslWktAdgO/ePlxvP0qAfMHTymAFgu0DtGSmVuHaL1WtCp1JZbnXgnEVE1oAnNv/aVXMjJJ1vUPcVP+/VsKkFXCrjsgWlodSMX6LJZlgWPJ0P0vgrLAs172SmXu5rJsI5Zpic8WV2xJInZnCSuxPPeWALSsF4CWhGMC0OL+LWWwJCGZskKLtZjQLFZnkZ5ITFmRxTKrQ7SAMPurrNC6CJoisdhK+xXhUz9HEHa1cxX4fls9KJDkaKrm9e9ux3OLS7pA9Gd/klJXv1LtF3/h8QR6/x/hWW/FCn1rPT8rGcF7w7MO0Hq2cXWOrmV5T2UN/4B9/PMvCNA/xh/eeg6/fOUh/PjmWbx4cS8e278Gp3pasW3WcHQ2F2IhIbm9JgNdBOEOsThXpWJmRQpmVyZjfk0a2urS0dGQgSWDJJkYlxu5HaF6YX0mFjRkYdGgPHS0FKCN6xZUp2IOPy8ZuRdKApaWcsxvrsTCIbVYOKwei0c0oYOa31yFicVZGJwai6G5SRhakI6a1HikOAjO3lrSJn8CSwChOMDXooGtt1ifNXdpPx++Fms0gdrLQzJeSxZscW0WN25xtfVRLt0S/ytu0hJ3bOagbjKFa9DssjoHccAOIFzr8OxFsFRlqAjFHu7iIi0u1IQoSodjHaKl1d9T8cESK6wSbon7tL8CVAF5rZaySGKOCfl+QZS4g/sTAj05yA+85QbWO3GHtDow99ad8CySdXrsmqcAoI+XskD7+3Oy4QJnyeotVvHvhWc3wjc/r8Oxm1iye0kHZr0VwJYYYEmiFcBJjJHnIolXnATDUE50oowGxBNc0wmOeVI+StVfNqLIGoRCoxZ/nB3giVSxOhOeYwnRYX4esBAafd0f4CSoD8/DZXUWSyzBVpK2+HlwsuThATf3ASrRmZePN6+lH4I4sbIQoB1GC8JNFsRaLEiyWpBGaM0yE5yVC3cg0gjNohQO6PGqXJTEIOsu2xzsJVEX7z8fHz/1/ajvSr5DFzAH8X6SUlQS16xbmf8bPNvtXC8x+w4rnDYznLwmYnkOJywLNMcZzYg1mgjTQQghPNsIzwbCc6DXAAR69EOQe3+C8wBYCdAh7Jv0N93sjfxgX1TGGDE4LQxjC9Iwq7qS8DwSS8fPxLJ53ehZsgnrCTHrCDPrt5zG2u0X0bPjCjYfehJbjj5NPYXNh5/AlkM3sOPo49h9XANosTwfOPO0sjzvP/3cLXiWuOethO0Nux/Fmu3iXn1ZgfOKTRe4fFG5ca/beVXFLm+ReGdCuUC0tPqyuH/vPqZZsbfzuBLvLBKXbcnkLTHPsh/lEr71PMH5IoH5GrYdegw7jtzA1oPcdu9DWEd4X7HxIjpXncL8roOYOm8HRkzoQf2QDhSUT0dC2jA4CMtGRzEMdsmKXYqQ8GokJDYhM2MEcnPHISd/AvKKpyCvdBoy8iciI4/KnYDkjJGISRiEsIgqhDhL4AwhACuXaXGVFhXCwmVxpbapmsgEZ4lL7iUdotX23FaLVy6FlNFyRlTASYgOja5FGOFZyjYFR1arrN4m7ktirE0EZ4tJ3KilfBP3YSBABxVQhOOgHIJEDixsrUHZsBmyYTeyNeYgxJyDCEs2Iq3ZiLJlIc6ZSzAuQEpkETJiS5CVUIachFLkJpchP6UcBakVKEwrR2lSKariilGdWEjloy4pB01pORhMsBpTWoZpjc2YN2osuqbOwoq5i7GufRV2rNiG3av3Ydfag9i38QgObz2GI1sO49CGPdjXswW7V6zFzu7l2N7RgW1tC7CjbR52Lm7Frra52LFoCnYuHEONxs62UdjdPgr7l4zCweVjcGT1eJzaMBlnN0/F+W0zOJ+bjYs75+LKnoW4crAdV44swbWjy/DQcULzyR48dHotHj6/AdfOb8TFM4Tncxtwnsvnz2/CWZfOX9yIS5c5N7y4BucvrMK5S6tx/rKms5dX4PSlbmoJTl3uojqpDpymjl9ZjEPXFuDgtfk4cHUe9l2dSzCeg93UzsuzCMfTse0SdXEaNl+Ygo3nJ7s0CevOjcOac6Ox6txIdJ8dhoXHGjF9XxXGbSlDy/JcVM5LReYoQmSFDaYUXwyw9cG9Hnfj7vvuVkm5vk8Cy6LeIC0utmLhCzL0Q1KqFSPGlGP1hgU4eX4Prt64gMeevIGbz76Cx5/8Ia7f+AEeJjw/dPVpHDt8Fm2LupBfUo5AsxX9CL79OG70EXftAb3gWbkE9yU4EdTu66diryUOW8EzwVkAWuBZYFS8kySsxd8rgPemjQDN/0MCcYglkiAdrSzJoVIb2RRMQHYgmGNusMGm3K0dHJes/mZYfI0w+xhg5PgexPE80N0ffhxbffifr+eb0McgfVzSEndRhLp+7GtfguWDAnWUntBLwFm3rOrgqFtUv0+6hVeDZ/m8pjtf316vvaftW4PPO6Ud/7swqknr0/f1Q5e8r/e/9/biMi5lqcRtXKv5rElzK6cEmNkfvd7zLd0n95Tca7yHpKQT7zupgyytZLFWcdZs1TL3L7HXysVaxDnJAN4nA3mfuLvJuOzG+YQ7x18fzq/8YDYHwG4zICTEgqgoB+LiwpCUGInUpGhkEpDzCMgFtwA5D1XlBYTkQjTUlqGpoRItg6oxtKUeI4dpVmQB5QnjWhQkT500EjOmjsbsGRMwb84ULGidhoXzZqBtwWx08D9mScdCLO1sw/JlXVi1agXBeCWhuAcbNqzFxs3rsZlQvGXrJmzbvpnagm07tmI7tWPXNuzctZ1AvAs79hGQ9+7Hzn0HsGv/Ieowdh8QHcGeQ8ex5+AJ7DlwgnAsOqmAedc+geXT2LP/LN/TtPfgWdzVG5p1t2nddVp32+6daVsA+lZisWcexg+efkhzub5BYCX8itX5ycsn8MQd8KwA+iShWVy2T+/HI+cO4QbB9YkrJ5Trtp68Sz6vx0mLxfnKoR24uH8rzmxfg9NbexQ8nydIXzu0HU+cOYhnr57AywTnl2+cV/D8IvXCExfwHMH5+evn8OKjZ/DSw2fw8iNnlV4UUOcxBZh1cNaXb7JPAtRPEcifuXJSlbmSBwjycKE3RL/18k28/YNnFET/+o3nVauWCYkS8yzQrEvgWazPv/nhcyrRWG941sFZy+B9HW+9eF0B9C9feeKWFVoSj0lSsd7lrb5jjRZ4dkks0MoKLbHQLunwrAO0vK+SdRFyBYjFsizAKPCoYqAJoQLTugVa1uku3P/+vWZl/vT3As0/VqWxVM1oQrUO2ALPEp8tICzu22JVFoAWQBbplmjlyu2SrBPQFoCW0leSgEygVay+X7AfX4jLsrhqf0SAFKuzC551gP6GENy7v7fgWfouUMy+q9JbXCfbCEBDoJVS+9HBVW3PcyU8/+u3GjzrAP0vgvWnfyCwCmALQIslWrlu/7/B85cEb5FuyZb1ejZwHY6l1aFZnZ9Lsk533f7nH9/CP//EPkot6F+/it+/+TR+/Qp/n4+fwgtnd+GxPStxds087JgzAsuGlWBhdQZaS5OU5lSmqcRgc6pSMLciCfOrktFem4rO+jR01KWivV6D6UViYSY8tzXlo3NwMZYMKSJY52IBwXm+JAxrLEJrYwlm10tW7Wq0NlViVn0pplcVYkJRBlqSI1ERakJJcACGZcZgflMVpvMPNC8yBKYBBAjJ7uwpAE1wIdhKIi5fX5OCaC8vo7JEuxGm3T0C2PrDjdCq5OmtSlV5EOp8CauBUg6Kg7bB6ORyMAI5iAcpcOYyB3J/DuB+YpX108pRebigWMBZl/5ah2Vdsm7gAE8OKB63JK9lvcC2gmiCl1YD+rZ8fANU7LG4Bg/gefblgKRgWZ7+u9RfuWiz/Z4n6NJ+PzwTbAmZYn3W4Vm3gAcF/t/w3BuYe0uHapm89IZnKeEkFmhfbwIsQdMSaIA90KggOsJAgCbEphEeMwiPWVYB2SBkGPyQFuCNNA64KQG+iCM8hxManRyEzd4DEUB49PYYoJ5gS2yzctEWUOexFDzz/HTLsxfP0c9PEsMZYDWYCM9mTtAsiLHYkGSzIs1qVrHPeQ6LisVOl7hsUwCS2Yd4VS7KG2H+3gj294HN3xdmfz8YAnjNeB6SZE252EviNRcwi6VZJLHNOjA7bCFwOsKUQoLDlWQ5ODiECobT6UCI3YYQkxlhvDYRLstzLGE/hhJ4Dg3wg93PCyYfd0K8WJv7EJr7weGp1bSOFgu9wRfZFh8UOL1QFR2IwSnBGJOXhOmVpVg0eCiWjJ+OlfOWYl33Fmxasw+bNx3D5h3nsWk34ZRgu4nwvOkIwfkIW3HDlhjlg49h+2EB1OvYdUwD6b0nxV37aS4/qeKgBYAlNlmsxL2tzhpAn8PKLefQs+0C1u0ioO9/hPu7oT6386hk2tZiqQXCdRhX+zx0nUAsMdIC0Y8oy7XAtw7SAuMC19sJ7mK11uKur2PTnsexZtuj6F57USURm7FwH0ZN3oBBw5eiuKYVKTnjEB47iMBaqWKXrc4KhEfVITGxERnpg5GbMwq5eWOQV6QBdEbeeGqCgufUzNGIT2rh9tUIIdCKa7PAr0ncqQm3Zr1ElYCyDsiS/doq1mmXVMxxPoxcNtrF+s3PCGSHlMFOgLaHEaAJ9yFS55mtI7RC7ctM0JcSWxI7bTcQ0F1yGPKpPIJGLpyE5RABZWMWwk2ZiLRkKUVZs5DsyEamMwtZoVnIDs1GflQuiuMKUJZYhOrUEtRmlqI+swwNOaUYlFuGxjxpSzA0pwhjcgoxPr8AEwryMbkoB9NKczGrKh+tDbyvhtZh6fjhWDOTYLiwFTu6u3BwzTqC8jYc2rwbx7fvx6ldB6i9OLF1O45sXI/DG1bj8PqVOLi2C4fWdODo+g4cW9+O4+sX4+iGeTiyYQaObpyBY5tn4AQh+dTOmTizdxbOH5iLS4fn4/Kxhbh6YjGuHOtg24WHTi3Dw2dX4KHzq3DtHHWe4HxxNa5dWoMrl9fi8uV1uHp1PS5fW4+L1zbg0kObcOFhTZceITw/vAEXrq3Duaurce6hNRTnidSpa8tx8uoSHL/K/l1bjCNX23D4ykJqAfZf47k+PAPbHpqOrVenY/PlKdh0aTLWU2svTsTq8+Ox8uxYrDgzGstOjUH3iVHoOjESHceGof3oYLQda8HCo02Yc6gek3aXY8SGQjQtz0b5/BTkTIhBXH0w7Nn8H44YiL6B96mEYfcooPlPcBYJNOtZl2VZ1onLrMCzf0BfxCYY0TysCN0rZ+HwyW24wjnvY09dx+NPv4jHn3oNNx7/AcH5eQXPZ05eImCsRlllHQxWB/py/BGrs8Bz/4Ey9nBMEYCWuFqOLeKm+4DEzBKgJQmVZEW+m33QYV659HI8EpAVgA7k2GYKMCpJHLLD7IDDJFZkIxXE/9ggmKRKgSRd9BH5w5/jtp+7F3zdvOAz0AOe/fm/349jTt8BcHPBsQ7IIh2Qv0997idAUvrY2Bs+9XFT2v8mBc88X72m8oN9BtxalvV3qo/oFkBrluI79Z/u17f1f8Gz6E6AVusUJItrNOFZSjopEXwlflqWuV7gWV7fz9eSjVvWKzBWNZAFlLUM1gLIksFaMlnLPdW7HrK3jxvnLN5aJusgP1iMgXBwLA9zWhEd4URcdCgS4yOQoiA5ChmpMcjOiEcBx6aSwgyUFmejrCwP1VVFqKvjf09DBVqaazBsaAP+P5y9dXxXWZruSxUeYsTdiONugYQkRIDgFggOwSVADAkQCBAhSgJxdzcSCFbu0qVdXS3V3j09PdM9PnPOvc993rWzw6+YmjNz7h/PZ237bU32Wt/92u5d4mK9HQcO7ERs7G4cObIXx48fwGnJYn3mCM6ePYb4+JNIkkRdSedw6UI8Ui4n8e/3Mm6mXcOtm6lIv30DmRm3kX0nE3k52cjPK0B+YRHhuAh3793HveISgm0ZSssrUFpRibJKiq1Ml5ZrbRnbkopq3K+oxb2KOk3loloUCSxXNKCkuhnFVc24X9nC9U1c14wiQvO98laub6PaCdiiDtWOEjgUUBaLscCvtDo8CzgLOOrwrEvAWaD5fdHTHkJrp7Icv0bwVVbnzjoFz2I51uOdlet207DE6kxIHSK0PlHw3KB+JwCtfk9wlu0lq7aAc2txDhoJzQqcizLRXZ6PwfpiPGuvxhu9DXjvYRshV86Z506IFmh+/WEL3hiUTNoteI/n9v5gGz542K7ad7lMgPpN/lYkMC3ALNboIXHpbinHQ4K0ZOeWc5J7YmiF1925xRIt7ty6vvlQsmm/PpJ521A6PP+X1ue3CdCE56/f0SzQAtBihdYt0QLRYo0WkBZrtID074dBWso/6eBsCNICz7JO9Cduq01rUP13PxUrr5bBW4BXxTQTpAWSdcjU9QKgtVrRUgZLh2cdoAWcZR8aPIv79guAFhduqQMtFmgBZQFm3fqsu3ALWOsALVZrHaD/RYD19wRXQuO/ioVY4pgNoFIBJmFYNALQPFe9vJZkCFeJzuQDgVzb8EcC3QKtymNRumX33/n7f/vtTzSA/pXEcn+p6ddfEaAptv/MfaiEYvz9fxCA/11inv8beNYl0KzrxXLNsmwoHaANr1PA+l9/z/vB5/CPv/kS//DbL/BPAtC/+Qx//tkH+P2Xb+Dn7z7A548a8XZzEZ5WZqI9M0kBdArB90zkApwImYMzqxbi3LrFOLdmIc5GzMb5VXNwYe0CAvQCBdBXNi1FyuYAZX2W7NyJG5YhaWMQru4IwxWJc94SqkpUnd+4EnHrQnEqKgSn167E0YhA7A6Yh81z/LDG1xVhbrYIdrJApLsFts5wRtK6ENyNi8WN2H1Yt3Au3Ah1jqYSh2qjvmjbSjIuGw2eTQnOZhaOBGQntvaULcwIcKbiAm1BIBXrJNvJBCtrAoutWF0dPGBj76FinO2cKLE4E5ytCc5WApUESgFnU0KxWJEFgg0TcmlwbPY9GU2UDKUmmMSOfpKRNi/Tsq0AtLJSc7+G8KzVkhZ4tlauwSYEUYFlAWiRTE+Y9MLqrHf20mnKQEUGUNKZ6oMD2UbgWXfbFtjUXLetYWenJU1T7uP/jdu2fEk2BGQdkg2/+L+8fLJYBDjwEWu9WGkFOmXQ5MbW08kJfq4umEGAneXqhNnODpjrZIc5ClytMJfwOpvAOpXn6m1hCg9LU8KzGRwkYRinJUmYDs8apBOeKSkdYkHYtrC2VJnD7Tggc3R0YafuBk9CrZ+rJ2Z6eGKBlxcWe07B0inuCCTAS/1nAelF7PgXEOLnONkSXm0J+XbwcbAnoDjAg8DsQqCV2s1OBHFV9ov71V209aRgYnUWeNaB2cfLH34+00bk6z0VPt4Eap6Dt7cnfKZMga+rK3y5z2lOBGexOg/D83T50ODAc7CzxhQBeWszeFoYwY8QPY33YybvxzwbSyx1ssYKDyuE+Vhg7QzC86Ip2Bs0B8dXhyJx2zakHDiG62evID0lB9m3ipGTXYO8wnbklhBKVYzzEO5UPMYdcd0mDGcW9yG7tI8A2690V1l5BaI14BX4LazWLMg6POtu2yLJvq2sxXc7CM5dyjIs4Cyx0mXNrytQlmmB5vLmN1DZ+pZqlTWb+1X7riJEE+I1K7RAdP9wK/WhH+FuxTMUVb2Gwqrn3O4Zj/Gcxx1CalYfLlxvxenkapV5e/veW4hYn6jqN8+YGwPvqRsIvmvg4ROlahzPnbtZwfPyZbuwbPleBIYcRGDoESwmOC+kJJHYfMLzzHnb4TN1rarHrKCW4OwoLtUEZkfCsgCxk1i0Re7iYh2kJHWY3Sh3Z611dg0iQLP1IExPCVH1ob0I0BJvLGDuOyxJJubN40hGbi/Cs7dzMME4GP7UVJcVmMH9zKRmuQZi3pQgLPZagSU+QQjwDcRy/yAETV2B4KlBWDUzCOtnBWLD7CBsnBOErQtWIHpJMGKWhWBPcBj2h4bjYFg4YiPDcXh1JA5HReDImnCcWBWEuMjliF8TiIR1y/k+l5KFgUjZHowbeyOQfmQDcs7sRGHyYZRcO4vKjEuoy72JxrvZaCoqQFvJPXSW30dXJduKuxyPZaO9NAOtJTcJxNfQUnIV7eVX0VFxhe1ltFZcQEtVAloJya218WhvSEBnYxK6W5LQ1ZqEztYL6OlIQX/3NfR138CD3nQ8JAA/GszB4EAmHjzIQB/VP0A9zETXYCY6HqQrtQ2mo2VYTQ9vUeloFg3cRmP/TdT331CqfZCKqj6Cff9FVD64iLL+JJT2n0dx31kU9Z5GUc8p5PcdR9aDWKT3H8StHkJyJyG5fS+utu7BFVHLHlxsikFSvViWdyK+OpqgvA2nyjbhePFaHKMO31+D/XfDEZ21AuuuLUFE4jwsPzoTC3bwfbHSCQ6z2L+4iNV5FEaNl/hhzZr8QxJYlne/SAdqWT6B4GNlNR5Tp9lj/ebluHDlCEpr7qBzoAmDTwfx6NkbGHpKeH78AXp7XyM8P0NbSy+yMvOwftN2/o37YiL7t3FGxtQPw7NIA2gNHrXyQto56eclWZXF6mvMfsjSwhy2VnxX870uJZ+c7GzhICFE4tVD2UzWZCUhRgR3S+l3CMhmRhNhymOJTLgv0SRK9qvLEI5FL4PzBOkXh7eVPvJl6BQZ9p0/JHFTl48ECoyHoVmXlsH6xXpdCqzHiZVeB+X/ubTz/GGLtQbPsl7OnZA8LDWvAJkALMA84RXCsWgUxowjGMu0WibrX+F2BGSBYgHkSQRlThubjONYZyLHPHxmBGQr9ju2dnxmDlZwdCIkuznA08sVfv6emEZAnjXTH3Nn+RGSp2PpotlYsXwB4XgpIgjHqyOWI2rVCqxdvQLro0Ih8chbNodj2xYNlFVtZAHlfdEjoHxsOJv1yVOHESeu1udPIiHhNJKS43DxksQhJyM1NQVpAsm3buD2rTRkpN/CnaxM5BKSC/ILcLfgLooIycX3S1BaWo7y0gqUV1ShtKoOpZVUVT0qahpRVd+MmoZWVDe0oKK2CZU1TWp5RXUjyqobUF7VwG2bCMZUVQtBuZX/R20oq22nOlBe24Xyuk5Oayqt7lIqqerktjLdi7IaTeW1fVQvRgkoCxyKxVck1l+ZF3gWUNTjofVWJG7aKsZZNGx1luzWYkFW0Nxeg0dt1d+DZ2V9Fohu4TzB+VFnjQbOhGVdT/lbVceZ2/URnDvLCzRwJjA3FvClybarNBcDtfcV6Iq1WOD5fYKzSFy33yQwvzHAaxE9aMI7XCZwrW/zwVAHPnzcqaSgm+vffsBtVTmsShVDPdRagQFCtJyrXItck5S2kvuiW6HlI4K4sIslWpfERn8tIhBrccxaSStx2Rbp8KxLh2gF0u8QxgnOL0sHah2mBaTFIq3KXBGif0MoNbTaCrDqknmRJOTSJfMCpxKXLC7fugSiJWZZt0Qr9+VhkBaJZVrg+Z8N4FmgWQdoDZp1GJfkYRpA68cUgBZA1l24DQFapmWZrBMrtX498vu/fvc5/iLu4VJWiscXeJS4Xx0uRQKWOmDKvHLR5jn/7999g//1m6/xH5IQTMUya9nDJXO4ujZx5x62aItl+1//htAsWbz5O4Fs2UZdM7eX44v+idD6T7/jsj/8GP/CbQXm/52/l30YQvLL+j4sf3+5uGHLeYsVXKzQ0uqwLNcq0qdlW7kH/8Tn8Bc+B4Hnf/rdl/jrrz7F3//8A/zNV2/ilx8M4qvHLfiou5IAfQdNt+KRe2oHkreG4iQB+njYXJxfsxjnVy/AmfBZiF89l9C8WIFzctRcZX0WeL68KYCDrQAFz4kblislbwrGhc1hnF6JM4RmGZwdIzTvXbYA0fNnIMrPHSscLbHEehKW25gizGkytnpZY/d0BxxZ7IO0HatRl3Ied07GImruDHgRlASgLQmqFoRaW1tnWFu7KIuzKeHZ1IKtpR1MLGwoKxhz+0nsmI0IdZMIWqYSs2pjDwtCq6WdK6zs3WEjlmZHd83ibO8KS7E4EybF3XsSgdloGIonTjBmxyXwKklG2HmqL8sCsrq7ljYv2UglkYaxMUGarWwrrYlApjkBmvvVAFpcuDW3bQuel1idRWIlV8DMwYPusi21FaXjlM5c60C//xValutWaUkiJlZnAWeBYd3yLPBsb+8wDM7OkFrSWpkrKXf1n+HZ1NQYppJd28DS/N/BszllasZrkDhxXpe1vZTJkhg1Z5X5dIqzi4JobydH+EpGbCeJ+bXDNIFWWyv4cDDlxec1ha271WQ4yXlLfLO55qqt3LU5GBuBZwuJs6aUxVliujWrs7OzG9wJtF7uXvDngHC2jx8W+vljqa8fAny8sdzHE8u9CdJeHljk6Yb5Hq6Y7eaI6S5OKk7b15nnyFbO15Vw60wYF3h2dCQ4iwzg+WXLswC0wLMAs6F8vDR49vH2ht8UL/i6EeydXXlMF2WRn8XjzOK9meXsSJjmuTg5YCrvyzQHS8ywM8NcOwvMJ0zPJzgvYrvM0QLBbuZY5WeFDbPsEb3Ig/A8C8clM/G2zbi0/zBSTl7A9eQMpF+7i4zb5cjJb0FuMQfLhOfM4oeE5kfUQ2QICBd1445Yi4t7kFumQbRYoYtqhkbAWWBYd8EWmBWoFUm8su52LdCcUyoAPqB+J7Bc0fKmAmVdAs5VbW+rVtZrx+D+lUu2VrZK9iuArsVCDyLr3kNk3x8i/D+hHnP6MdILnyA1ZxCXbncj/lorTiTVYN/xAmzbcxvha5OxNPgE5izcB//pWwnA6+Dpsx7TZmzFvHnbCM87sGRZDBYF7MbSoIMIIDwvWnEGxBy8AAD/9ElEQVQE8wNjMW/5Icxeuh9T50Zjit/a4YzboXD0CIO9yJ3ivL1rKBxcCNCS3ZrSE4m5UR7UFCep9UyIdloGN9fl8CD0ehKgfT1XYppXOKb5RGCW/yrMmbYac6euxnyRP+UXiQU+4VjgGcy/zyAsZbvMewVW+K5AyNRghCpADsG6uaHYMC8Em+aHYOvCUGxfvBI7loRg//JQxAatxKFAtitCcDSE797wlTi9OgxxUeE4uz4c8ZsikLRtFS7GROHS7ihc2b0G13aHI233SmTsC0fWwQjciV2F3GNrkH9yLe7Fb0XZ5d2ovnEIDXfi0Hz3ItqKU9Fedgs91Tl4UF80LEnMehf9jbnoa8hCf1M6ehpvoqsxlbqKnpZr6G29iq6Wy4Tji+hsF11CZ+cFdHdfJNRdRF/fZfRSPYTavkFC8+AttrepDAw8ysHAE+77SRa6hzLQNcT9P8lA9zOC82PC8aM0NDxKRT1V++gaah5eQdVgCnUFlWwr2ZY9uIxSgnLpwEUUDyTjbu955PXGIa/vDHL6TyGr9yjSu2Nxs+sA0jr3I7VzN1I6d+BSRzSSW7chvnELztZtwunaTThVzbZ6M46Wb8Ch4nU4dH89Dhatxd6C1YjJDsO2rGBsywzGlvQgrLuxDOEXCc2nZmDhAT/M3OoJ30i+XxZZwcLbGJNsx2GM6Si8MkFLvvUyNOsSK68OzNLq1mexHJqbj4a3jy1WrV2C88kHUFR+G629deh/0k+Afk54fhcPh95HN8FZYp472vqRm1uE6F0H4O0/EybmVhg/yUTBs8Q8GxGcNYDWPsxqsb0GIMk+TyymEiMr5yPwrMXuCpSN4/kYsw9iX2IyXsnMlCAsVkzjCTDnfs24X5HJxHEwnkARHI0IhEbch65JIu5vEvtBsWob9n26dBDWJeu/B8HDsKz/VmQI0P+VJEP1D8GzISwbrhPLtGad/v8Dz3IdhGECsJQee7mdoBKOCSwTlAWElSu1WIy1Zz+efzfjCMzjCciiCRNFr3JcoMGxiSmfgZnUQzbimMOYgCxWZDP20ZPhwHGYq5udKvnk4yuQ7EFI9sKs2X6YN386liydi+WBCxFMQA4OXYowQvKqsGVYE6kB8uYNEdi2eTW2E5B3Rq/B7pj12LdnMw4d2IrYQ9E4ErsDh2N34sjRvThOQD4ddxxxBOTz8aeRkBSHC5ficfFyIi5KTPK1i0i9fhk30q7g5u1ryMhMw53sDOTkZiO/oAAFhXdRSEguuncf94vLUEzdv19KYK5EZWU9agjCNYTiGkJxdV0zKuvbUVGnqaq+EzVNXahr7kVtc4+ar6rv4DZUXQcquG2l2raTgNyFsvpulNcTlpX06R5UNPSNqLyu/yU9GFFF/YDSKD3O2LDusW5p1ctU6ZJ5kVibJcb5raFOlSlbrM4St6ysxp11eNRejYeqNNQLq7NI5gWqZb1YnZ9KHWYBZ2n5O0kw9ri5CgPD7tptxbloKsxEA8G5qTCD89noqy7EUGOZBs49DSre+b1hQH6TECwxzgLNb3D6zYEWBcc6POvg/NGTLiWZl3XvcDuBcImfFnBW8Cyu5cOW8oFmLiNEy/3RLdByHwSgxQot0kH6s9cH8flrg8Ou2BLL/CKzti4dqg0l5avE4izSofnLtwbxxZsDSjKtg7RAtKoX/cnrWokrQqlYdrXs1RL3LHD8ApoFQnUJVMt6KYWlx0mLJNGXgK+WGEyzIOvWaAXSUtaJIKnFOour9gt4/ssvPlG/fwHimvXZEKDlmOLCLeepQ7RYoV+WLNevR30Q+PZj/D33/5fveKxfvoBocV0WkNTBU2BzBJ7F9fn3P8H//i0B+tdf439R/05w/ldxwf6O+yDc/wOvTUBYYocVABOe/03cw2Vff3xhcdc+GnytQbNsL9muKUnYJQAtwC2/+w9lIdZcsw0ty7LMUJI0TFp9m3//48++90FAz7CtX4sOy4ZS1/37b/DX3/BZEJzFAv0X5QkgXge8Z1+/hd989Bg/ed6F9zsr8LAsA/W3ziPj+A4kbA7GKQL0+bVLkcDOWLJxJ6yZr+D56qalSCRIJ0fNV1bnFMnEvTlIuWmfXbMEp8LF3Xs5zkVJuZFAHApaiN18AccsnoMof0+EEVYCCMzzTcZiofFoBFkZIdLRFJtdjHFomj2Oz/NAfPAcFB7egaoLZ3CbL91Qfx84TjLCZHY0FlKOScoHEf4Eno3N7WA8mcDLzn8SIdWIEDrR3AwTzUwxQRJusTUys1BgbWZtT4gmJBMgLQWYCZOWNk4KnM0J32biqk0JOE8QaB4vHaNhZyidnGGnp0mV8RgjLmIaMMsgQ4GziYDsZA4keM6ScIrHkBhsSys7dmASV22toFnVqqYkUZjurj0C0hwAGImrmgxqhq3LuvRlMkjQ12mWZ3PC+mQV8yzZtsXybAjPWkI1kZZtW85PspCaE1ZN5Ng8niRbEVD+r9y2dXDW4dlY7r1Y/rlPK4KzDUHT3tEVjoRnZwKoWHLdCLgehEMpKTXFwV5l5/Yk/HqYm8ON5+tqKS7LFnBgay2ZtUVcLrKSZQqarWDLc7a1omxsYG+vgbMLgdTNdQo8xH3awxdTCbKzfacRSqZjka8/lvj4EqB9sJTtIi+xSE/BfE8PzCZATyfETqX8XN3g4+quko6pUidy/pIRndci0l22f8jyrMOzLg2ctWlx3fb2JDi7e3L/HvDn/uWYEpM9m9Nz2Ups9jxXAWonLnPAXBc7LHKywhJHyk6ykVthqZ0lAh0mI9TVDGv9rbF5tj12LBZ4nkl45v/gtk24uO8QLh5PwrWEW7h1JR+300qRmd2AO3e7CKJ9yCSQZkrSL0KqZMfOvNfD5d3IITznVzxAQdWAsjzr8KxLi1WWuOehYWgW2H1Rp1lctQWcCyo1q3VZ0+sKnnUJMFe3v4OajncJ0G+pjN6y38KqIfW7bO5DnV9RH9Lvitt2P24X9OFWHts8Qn4BYb9gEOn5j3At6wEu3upFfGobTl2ow+GzZdgVm4tNO28gPCoBAUHHMGfBHvhN2wJPr7XwIkBP5fScOVuxYNEOLA7Yg0XL92PxisNYEnoci0JPYEHICcwLOopZSw/CZ3Y0XLyjYOe6ErZSz9llJRx1OQfDSZWqCiEsB8PVIRBu9oHwcAiCl2MQfChfR81y7OscAF+XJZjuFoBZhOF5PiFY5B+GpVPDEDRzFUJmr8bKOVEIm7sW4VTEnDXUaqyaFYo1MwOxblYQNsxdgc3zCWILVyB68QrsCgjGvmUrcDBwBQE5GMdCg3F8ZTBOhIXg7OqViCckJ0ZFIJGgfIGgfJmgfGXHKqTuWoO0vWtx6+BaZB7ZgOxTW5AXtw35Z7fgXsJWlF7YhopLO1B9ZSdqUneh/uY+NKYfQPOdw2jJPYn2e+c53iLc1qehtzkdfc2ZeNiez/HZPTzu4HirM4/zhOn2DPS13UJ/x030d3PbrlT0dKegt4ciGHf3XiIcX0LvA84TansHuE+2fY8uU1fQN3QVvVTf0A22BPRHIoLyEKH5aRa6nmWg/clttDy9ibZnbJ/fQuOTG6gduobqxwTloRSUc19ljwjJVMnDZBQNJqJgIB55A+eQ8yAOdx6cQVbfSdzqOYIbhOXUroO42rkXF9tjkNQajfhmQnLDBsTVi9bjZM06HKtcg9jSVdh/LxJ77oYjJm8lthOQt6QTItIIyKnLEXUlAJEXFyMsaQFCk+YhOGEeVpydg6WnpmPBQR/MiHaH91pHOAdawn4++wQfvr8dCJ3mr2DMJIIwQei/gmeBZN1FWgfnkfkxo/j+HgP3KdYIDpuH42d2Iu/+dbT0VKP3UQ8GnjzB0LO3MfjoXfT0PFeW5862BygqLMP+2BOYOmsB4dlWWZ8FoDXvJ/YphFylifoHXEq5JrNvUh+ONZDVYVTgWeBOXH6NCcyTjMeyDxOQG8VlbAl5RhI7O4GQLJBN+Js4Thd/N9xOGCvTr46snyCt5P8YBmdDEDYEXn2dITzryw2XiWS7F+f9nzV2LPt9VR/5P8sQpnVonjiB943SPirIeWkf1Q2l6hz/gLT7yL8DAWMlyVgt0uY1l+phmP6epC70KxyvEJRNxsDUfDzHFBNhYTUJltbGhGNz9r9S7skKLq42cPew57vQWUHytOmemDnLF7Pn+GP+ghlYvGQOApbNR2DQIqwIXoJQcbMmIK+JWon1GyKxafMabN4She3b1mL3jvXYG7MJ+/dsxcF92xF7IBqHD+3AscMxOHlsD86cPIhzcbGIP3cMyYkncCHxFCH5PC5fvYArksk6LUVlsr5xOxW3MtKQcecWsnLTkVNwB3l3s1FQlIe79/Nxr6QQ98uKUVImrtbVKK+sQUVVHSqr61FNSK4Wy3FVA6ebUdfQgYbGLqX6xk7Usq1u6kFlI0FZqRc1zX2oa32A2tZ+TvejWtTUi+rGPtXKNlWcrmp6wFaTguR6Ua9SRUM/Kocl0xVcJyqv60NZjabyWg2mK+ofYJQAoYCzLoFnsUbr8c5iaR2BZs6LBJylnvJrOjT3Nior8lNRVz2GCLaPWgnJw/As7WPOCxwLXD/poNgKOKvjSkmrNok5lt9UaFbnsgK03stG091MpZb7fLlW5GOwoUTFJasM2Ty2wLHAr0D0633yAaBBAfRb4ppNYFbgTH3A6Q91eB62POtWZ/XbnnoCfI2yPovbtorPrteSnAlAC/TLtYl1Xj4uyH0QC7QOzyPx4M/ZPnuAz14bwOcE6S/eIAQbgLTAs8CyuHaLK7dIpr9VNaClrrRYr6WWtgbOn7/Bfb3ePyIdpJVrN/WzD5/jlx8TogmehtApsPoyOOsw/bc/0TJiCzQLQIsEegWAdQuyDtNijVYQLfApVtjffEHwFFdtzeKswPnnGjTr+/qzZAAfPpbhsQXotTJWWiIxOV9demIxHZ41CzSv5av3CdAf4k/U3/6M5/lzDaT/QSUv04BWgFKAWQfof+e0gK9Ynv/3b7juV1KKitD9HWGT16OukRIY/6tYlAnCAsEC0P+L4Pr/iku37gb+B3ED1yy+Gsh+g3+hRsCZ4P1vhFyxPgsUSzzzv/9RoFdilzWgFmCWslvSinTA1uKfXwCygLn+UUD/ICDXJfMK2oc/GugA/c9/EIj/SsGzlK76y3fyzD7CX3mf/vzNu/jdJ8/w9bNOvN9VhUeV2ai8cQ5pR7YhkQAdv345oXg5ktcHcEC2gNBMYF6/GBejFhKeF+LC+iUqvjl5UxDiVi/G0ZA5HMwt5kAuAIeDFyNm4Qys8/dQCaKCnGw48CcEWEzCXHYE89mRBpiNRojVRETaTMRWx4nY42aCo9MckLxiFjKjV6H49H5UXTqLU+sjMdWG8DRhPKxNJ7MDlg7eAhOMrTDR1IpwLK0FZU5gNsN4guB4E2OMMZqgNM7YWAG0qRXhzkqs1A4wJzyaEmRNBZjFam1uzQ6IEGlmyU6f+5moQbAq4q8AWTpV+fr7wx2jJm4/DNQCzwLOWr1mAWQNns1V3WBrBdAC0jo8i+v2JJ6zodu2lA1RJTQkxuslcBbpgwDDQYNYoPWYZ2trPdu2YcyzqwJoiXsWC7QFjyuwLfAspaAkEYjEk+kWZ2kFpEWGAK1DtJLAM+/vRN5LE3EJJ2jaOrvD3sUdtoRQ+2ELrisB193FhdDhDDfCtKu9PdwI9x6EYDfCsIuVFRwpKX0l0gDZFnaUrbUNHG1tKanb6QgHSYImtTvFRVyBs6cCZ88pEm/sj2ne0zDbbwbm+s3EfN+pWODrhyV+UwnSfphLeJ5DzfYU1253THVzhz8B1sfFDV485ymUWMxdCcrOBhLLsw7NOkBLojCxPOtu24bwrADa2x9TpnjB052QTXD25r79nN0wldA8g/dijptYwN2xkFrg7oL5hOf5bk6qVnaAsy0C+D+zlPC81NZK/f+s4GBopZs51vpZYdMsG+xY5Ib9/H85sXoFErZuxIU9B3D5eDKuJ9xGxrUCZNwqR0ZmHdJz25BV1Is7Ynm+TxGgswnBOaUEX2Ux5mC65pGSxD0LPIvbtsQ83697puozS9yxoeVZLMRZqjzVgPq9WI8FiMUlu5LAXN32trI4C0hL5u6qYcuzLCvmPgsJ4xLDLNAstaNv5UssdReuZ3fiRnY3UrM6cS2zE6mZ3bhxp4/qx/WsflxI60Ti9U6cudyAw3Gl2Hf0LrbvzcS6rVcRvvocli6PxczZ2+Hru45/E5G895Hw81mHGbO3YO6inVgaeBDLQo8hYOVJLA07haXhZ7AkPI4QfQqzA2Lhzd86e6+BvVuYsjJLOSjJZq1ZloMwxXkFvCkfznvZL4OPQwCmOwdhpksQZlFzXEOwYEooFk5ZhsWeS7HMZzmCp4cgYnYY1syLwNoFEdiwcBU2L1qFrYvXYPvSKOxYuhY7lVZjz7KV2L88CIdWBOFwiACyWJBDcDoymOK7dlUgzq8JROK6IFzcuAIpW4JxZWsIUndE4IZkr96zFhkH1yP7yGbkndiKvFNbURS/A6XJu1F2cRcqr+xB9Y19qLt1EPXpsWjIjkVj3hE05x9D693j6Cg6iY7i0+gsPcPxFKG5Khnd9QTd1jT0d2aivzcb/X25eNiXh8e9FKeH+nPwqO8OBvtuc30a+vpuoG/gOvoGr6LnYQp6Bi+h6+EFdD8SXSQMXyYUiy5xnlA9xJbLOqkO1V5lewNdj2+i8/FtdA1lovVJOhqe3kDdk+uopWqeXkf1k2sE5Uu4P5iEwv7zKOg7h7y+s8hnm9t/Ftm9p5HefRzXuw4jtScWV7oO4XLHfiS37kJiyw6C8nbENW7FiboNOFIdhdiq1ThQHoY9xcHYXRRCUA7DzpxgbM1cjs23lmH99QCsurwQ4cnzsDJhLkLOz0Ng3FwEHJuJRbHTMP+AP+btJ5Ts9cLMGE9MJTD7bnKBZ5QjXFbawGGpBSxnmsDcZxKMnAhpFq+yjyI8E5akHu7o0Roc/5AElH9Io0cTnk3GEZAssChgGvbFbkDW3RQ0dVeii+P0B48f4fHzdwjP7/C5vI4Hfc/R1f4AZaW1OH46AXMXBqp8IUbsWycYm2I8+xEj1Q+xTxELtJHApw6s0ucIOBv2ezrEsn9UoCcxuIQ+Ea9tvNGoEYmLubKqitWUgKwsqwqOx7CfE8v1i+WyTG0vQK3cll9YmvV+T+a18/phaef1YntpdYDWf/9Dmsj+X3md6bHehGmZlo/qhvAsHxIM5+XeaPfohfT7ZAjV8iFePrgLPEupSWVZJgzr8KyBMe+BEe/BcCsfJMR6PNlCEmhKBQpxtTYhJJvC0dkCLu7WmOJlD29fArKfC6ZO98CMWV6YNccHc+f7Y9GSGVi6bA6WB81DiFiRwwMRHhGEyFXBWLU6BFFrw7B2XTg2bFyFLVujsHXbOmyP3oAY3dX6YAwOH96N40f34jQB+eyZw1rSrvMCyKdx6cJZXL54HikX43HlcgJuEJZv37yCrPTryMq6hYzsDGTmZOFOXjZy7uYi924e8osKUHC/EPfK7uN+eQlKq8pQXl2BippKlCsRmGsaUFnbiKo6AnNdM2rqW1Hb0E51KNURlusUNPdoIjTXNwskD1CDqGsTPVSqb3+E+o5HaOx8jIaOIc7L8kG1bQ23rW4eIBgTnBsGCNFU43Cr9IAwLnCtqZLAXdHQQ6juRkVdN6G5BxWiul5UEqYr6/sxSuBVd5s2hGfd8iwSgBYJUMtycdNW1mZx1SY4S7mpx4TZx521ysVZWZcN3LalFXdsKT2lH+uZgGh3I6FVy6wt8DwoScVqitFVXoC2+7loKbqjALrtfg46SnPRU1OIh01lKj75dYL6m4RlAWcBYJmWms4CwTIty5TVWQCa0Pw+YfkDsTZTH0rLeXHpfovbSTmr590C9Txncd1urRiB5/7GMuW+Ldf1cvyz7r494tIu82w/edqHT58RrJ8/+D8CtO7OLZJaz2JRFngWMBYrsw7Pnz7v5X57RiTzP5Ja1IRpydL97XvP8FPu7+eE8F9+SoD+4j38/isBaAFaguvPpCb0Z4RcAtbPvyCASkt4JBzroKzDsj5vCNM6QEtcs2Tb1ty2NYn1+S8EWimZpUG4ZvU2lFi7dZDWLd8C+DpEiwT69Wl9XmpF//7Ldymxqr+LP/74PfyZ+5dz1N2oFURLySyxIAvMUuJOLZbc/02AFYD+j98SdH9D8Jfz53XI9egA/fe/4DUriCZYy34Ip/8hMC4Ay339PwTq/4cg+78IyaL/4LJ/p5SL998Qeql/+ZNMa5m4/4XHU4nFKAFoPTmYyNASrQO0gLYOxDoUG8rQdVsHbIFo+Wigw7MkDvtH+aghz0M9E/mo8TH+9PU7+O6Dx/jqWTfe66lBb9kdlF8/h5uHtiBpcwjOrF6Cc2uWICFqsSppdSZsFs5FzMM5Tp9fvVBZp8+uDcDJiEU4EjIPB5bPw54ls7Flli/C3B2w0MIEM9gxTB07GrOMxmI2O4V57BwWs1NdYTYGYRYTsMpyPHY4GGG/qwmO+Njg7HwvpK4OQOGh7ahOPo07Jw4iYtZUOLIjt1BJQ9ipGU3G6AlmGDvRnJ0ygZkaS2DVah5O5DQ7p4njuI207NAEAsXSS4A1FQuplT1MCLICzRIrbSyWa4FnU0t2VITv4QGCZm3WOuAXna227L+Stq100kaQ+sxS8siKsCxu2wLMIi3e2Va5bAs4m5lbKGAWd+2RbNtieR7u7H8InnWrsy6Z1123xfKsw7NhzLPAsw7OUk5L4F7OcRIHS8bGFFsBZQFnPbupDsv/JTxTpuaWvLfiGu8MGycPOEhNa9cpbAmdnHbhtJubB2FGa9253FUs0g6OcLNzUJJEMs52hGF7BzixdRQRjkVOEodsT+BWtT35O0478rpkuSuh193NE1Mkw7WnAOt0TPOfjVlT52DetLmYP3WWZoGeOgMLpk7FbG9vzPTywgzCs9SE9nV1hxcBXBKNuTsRxB0Jzg4vEoOpes1sJcu2bn2WViQAbZhlW7dCi1TSME9fnhehXiziBG0Fz7wf/jzmDAK7Kqcl9ainEKDdXbHQxUnFYy9VidXssNSR4Gxvg2V2NghysEawsxVWupphtbcFNswgPC9ww75hy3P8pvW4sGs/Lh9LQmoCBytXC5B1uxxZd+pxJ78TOYTdvLLHyC1/grzKp7hb9VRZfosqxS1bXLU1cNaShmngrNV5fgHPYnnWrc5igRaIFnfu/PKHBOiHnBbwforShjdQQWAuYVtcJ4nHnmtt7XOVAEx+n0dlFkkCsh6k5XYSmjsIzB24ktGOSzdbcOFGE5JSG5Cc2oSLN1qVklNbkXClGecuN+JEQgX2H8tHzIEMbN5xDavXJiBk5QksXrwHM2Zsgo/XKv6dBcNdYNcjHNOmr8fcBdFYsvwAloceRWDYcSwLO4GA4XJVS1YcxoIAqfUcDd+pa+DpFc5nGgI/tyBMc1uG6W7LMcstkM8sCPM8VmC+RxAWegRiiVcQAn1CEOQXjGDfYIT6r0TE9JVYM3MF1s9ejo3zVmDbopWICQjH3sBV2L9iNRWJgytWITZkFY6uXIUTYWtwMnwt36OrcWZVmPLciV8fjKSNobi0ZSVStkkyxpW4vjsMN/eG4/b+CGQeWoWcI6tRcDwKhafWoujsJtyLj0ZJUgzKLhOQUw8QkAnHGUfQeOcoWnJOoC3/BNqLCMYlZ9Bbfg69lQnorklAR20iOusIyVRPPeG28RJ1EX2tV9HfcQO9YkXuSycQZ6NvKA/9TwqUK/Xggyw8HMzE4GAWBh6mo//hTfQOXkf34DUCbwraCcVtjy+g9XEyWh4noPlxPJqHEtFMiG55mMw2ieJyqolq5HzT0EVOX+L0FSoVDY+uo/EhQfnhNRQ/vISigSSlwgdJKOhPQE7PWWR2nsat9hNIaz2K661HcL35GFLZXmk6hOTGvTjXEI24hm04VbcVx6s24nD5OhwsWYO99yKxIy8EW7MDsSkzABszl2Jt+mJEpS3AmmsLsCqZoHx+LoJPz0Tg8elYemSacr2eu9sbc3Z4YtZ2L0zb4gm/DR7wiiIkr3KGe7gD7AMtYbfcAjZL+R5eyHfpbGOYTp2ASZ6EJTe+0x3ZR1iOwRgTgjEBcfTYV6gXMcQ/pJeh+YVG8f09Fo6OkzFvoS927o3CzTtJqGkrQTvH6n2PBvHo6ZuE57fR30947hXLcz8qKxoQn5SKZUGrYGnjQni2UJZn6X/Ux9sReJY+SAD6hQVXLNBKhhboCWNV7K1KYGVECDYiCE56ZUQaSHM5t9GSWnG9bD/8G4Fuw+UKwtkq6yvPSSpRSCiTtOKRJSWlZF7vM39IhkCs9+E6WP+fJEArmigwrK5PlmvXOwLIAsIGcCzSgFm21ccBcmzeF4kJV2OC4fvH9do5aUnNjDg2MpI4ZEos9uJmbT5ZEnWZKNnYmsOBfYGLqx2meDrDy9sV3j6u8J86BTNmemP2HD/Mnz8NixbPwtKAuQhYNg/BIUsIyMsRGRlEOA4mGIcRjMWKvAqbt6wlIK+j1mPb9g2E5I3YsXMLQXnriPbsjca+/Ttx8NAeHDl6AMdPxOL06aM4H38KF5LPISUlEanXLiIt7QoyFCDfVJB8J0sSd2UgP/cOCvJzca/oLoruFeHu/WIUFpfiXmk57pdVoETikiurUVZFQK6tI3DWo6ahCbWNzcNqQQ1V3dDK5W2cb0ddE2G5iaDc3E31oKGlb0SNLQ+oAU0E4Yb2ITSKOh4rNYk6nyi1dD1Fs0zLOm5T3/YIDVR960NUE5SrCcrVTWKZFollmhJwJixXNXUTsns1KYs1l3F5dX0PwZ4tp2saennuvRgl1lRdhvAsMc86NOvgrCcWU8nB+pvxtK9JWZwFnCVztrhjK2gejnkWa7NIB2eBZAFnOZaa79BaZXFuIrDWCjjfVbDcfDcTzYVZarqzNB/dVXfRX39fWYafdxFkCbviai2QLK3Mi16G5/dfAmeRzIvEOi1WarFWP+NvHxOeH3H/D1XMc4WCZt3iLO7tcg9UzDfvh+62LRr5wMD2I7YfPe7Bx0+43gCixRL9MkAbxkSL2/ZP3tcsz7r1WeBZAFmAWdzMxVourua6+/mHTzq57361X7VP7k8s2ZLl+zefv0+A/gh/8w1hlQD9559+Tnj+glD1Jf763ZcE3y9HknwJTIoMwVmXIVQrV27CmV6qSqRctwmgfz9cNkskVm2BY10CywLNugXaEKLF1VzcuUUC0y/rt5+LhfoNtpJQ7G2VNVws5mKBFvBVrZwD4VEsyOJOLZJayCMJzyRm+7daGSoVvzx8zX+Rcl8EftmfWLYFzCXZ2l+5T6lp/a+/+wr/QRD/3wqcxa2aQC7WaeWmLRnANYD+578hLP/xxwTarwn0BFlJKkZ4FpAWgNYt0dLqIC3TL2Bbi+XWgdkQkg0tzfo6WS6wrOKdh/XPvyNME/51/ZX35O9/9jHv61v47sOn+OrNfrzZU4u+shxUXT+PjCPRHJCHIG7NUg7oFuJ46GwcDpqOY8EzcSJ0Dk5HSCmrxTgRuRiHQhZgb8AcbJzujVVergjkQH+uiRH8x7wCn1dGwXfUKEwfMwqzx47CQgL0cpMxCCc4R1kbYYPNJOxyMMZ+ZxMc9bLG6ZmuuBg0G9k7o1CTeAwVyXHYFRwAd/NJMBkzFpMmSMduzg55MsZMMMGY8cbsRCl2amPZQY2dMI7Lx7AdO9yyw+SgwMTMEmYEZnHPNiPAGuvwzGmTyVYw5uDBTKzYAuH6gMCg45VOUab1pC0/JH07/bcCuRYWUkpJylIRWK21uGeRALTusq3Dsx7zLNZn6fxlX1rn+l/Ds9ZZa9tplmcB9h8qVeVMuYxYnnW3bVNTc/5uEoz5vMRtWyDZEJ4FjqU1lKwT6XHIk1VcOaGc0ClZzZ0JlC4ERpGruxfcPbzgMWVYHp5wJ0S7uLopi7QzgVjk4ijZrAnGBFgXR7HyCqhKnLEmsQZrEsuwbOOoANyNQKpZnf3h5TUd3t4z4Oc7iwA9RwH0LL+ZmO0zDXP8pmOu3zTM9PHFdC9v+EsMMiHWU2KleVyRmxyX1yAyBGRp9brOMi2lqvRyVboFWi9XJZm3DSXnNkUA29WL8DxFwfNUHnc6r3+2G+HZwx2LCc+SjXyJqyOWUsvcKFd7LHWyxRIHWwTY2yKQEB3sZI1QV3NEek7GumnW2D7fDfsDZ/F/MBgJGzfgws79SDmejBuJt5GZWoicjCrk5DYhv7AHBWUPCcCvobD2DdyvJ9iKCLPFBOh7FYME6YfDLtsC0VrCMM3yTIgm+Ep9ZoFnsT4L/ErNZ0nspcUnSyKxPiUpZ5VfrmXILqx6RjCXbN2aZLlsr6A5vw/X73ThSnobYbmZsNyI5OuNKoP2+ZQaxF2swunkcpxJlnrONVQ1TidV4iSh+UR8GQ6dLMDOfbewZedVrNuYiPCIEwgKOoCF87dj5tQo+E0JwxTn5ZjiGAAft2BM9QnHrJnrOMDcgcDA/QhacRCBomDCdNBeLA/cg6Dlu7B88VYsnr0G86atxDzfICz1W04wXo5g/0AVdxw+LQiRM1ZQQYgSQJ4bjM3zV2LrwpXYJvHHS8Owa3kE9i4PxsHAIBwJDiUcR/AdGolza9fg/LrVBOPVSNywGsmbV+Py1rW4umMDUmM2UutxfU8U0vatwq0Dq5ARG4Xs4+uQe3Id8k6vIxxvRumFrSi/tA2VV6NRfT0G9Td3oeH2bjRmHkBj9mE05YkF+STai+M4VjqPnqoEdFXGo4ttd20CehqS0Nd8AQ9aL2Og7Qr6O6+hp+c6dUOpvyeNgJWG/t6b6B8gEA9moIfqluRcQ1noepqD7ue56HmSyWW30fvoNnqGqEc30UnYbR+6gtZHlxUENwwlo5bAXDN0HlVDcagcOoOqh2cJwomoHkxE1WA8dQ4Vg3FKpQPUg7Mo6T+P+33xVCLu9RKWu5OQ3xOPrO443O46hVsdJ3GTsHyDsHy1IRaXag8iqXofEir24FzZLpxVisGp4mgcLtqIPQWR2JUfjh05odiaEYSNacuwLnUpVqcsQljyPIQkzMaKszMQeHoalp2ahiXH/LDooB8W7PLF3G3emLVpCqavd4fvaoJLmCPcV9jCaZkVnJZaw2ER37HzLWA1m+/FGWYwn2qMiZ7sCzwIf26EQhdOO47GGJtX8MrkUXjF9BW8Smh+1ZhQTEB8lXClwHmMlkX7/16vwIh9np3dZMyc64nN0SuRknYGZfV30dLTwGfXj8HHr2Fw6C08IDz39z5VlufamhZcSc1E2KpNsHOcgonGFgRe+TDN/kV5Qb2A5xca/lArffAwPGvWVR2exerM1oj9LkF5LAFak8C0zGuAbAjJIi1j9Pfh+cW8TL+AZ9Uvysfl4WXS/lfS+29dev/830muUT4WCORqNZpfSOuPX2gi+2Hpi0VqW96DCbwX46kJE2X7F5o0abz2kdpY8pVMUNOSZ8Ta2hS2duawd7CAk7M13NwFkp2Ui7WvnzumTtPcrCUOWVysly1fwPfXYoSELMXK4UzWa9aEYt26cGzcuAqbNq3GVknSRTDesWMjYmI2q2Rde/Zsw15C8Z49O7B7TzR27Y4mKG9T7Z69OwjLMaqV+b37dmL/gd2IPSxJvWJx6rQk9DqNCxelZvJlpN2S2siE5Zws5BfkobCoEPfuF1ESk1yCkpJSlBGUK8qrldu1lHkqrWpAWU0jymuaUFnfQuiUBF6tqG0iGDd3oL6lEw2tXS+pW6mxrYfqQ1NbP/WAGkBz+yD1cEQtHY+UmqkmpcfUEEH5sYLllq4n2rQsbyc4G0Bzfcsg6gjedYRwTf2oJZTrqhFoVu7gXZzv/r4knrqxE/UNYgWXVrOKjxKLqkiHZ90tWc+2LfoeOHP9c7E2U4+HLc4Sv/xwGJwVNOv7bH8hAWeRWJulFJUCaQHn4QRhD+pK0FNZqEBZLM5NBRloKchE5z2+zMsK0Fd3j0BbhiEC7rNheBZQ1sF5BKi5TMpRSVmq9yTD9g+As2TmFkmMtO7q/TI8P2qrGrkv8kFBrM0CzuKerUOzPv1/C886QOux0ALRP35XLM5apm097tkQnj9+2j0Cz3rys/cetfE4Pdy/5iIu+5V9CUD/8lNC52eEzy8EogmHP/mUcEhgHIFnAUkNJg0zZb8MzyJZpolg+d2nyvJsaH1W7tuEax2+dXgWMNbjsHUZupNLK9It0Ya/eQHT7+C3n735QsMQ/XuxRH/DfYt++iH+VtzHeS5/IVT+VQCSAK0stsPQ+W+ETi0BmAbR+vWKtfxvfizHfBd/EAs39ScC+p8J03/95afKTV1++29/kLhkcacmSP8tgVzBs7hs/0TB8z/9QVyuX1idDSXLBaz1clfS/sOvBHC/wF/ECk5QN3RDF4u6LBP3dN1F3RCkdbBW5ar+C4kl/a/c99/y3oj1/rtPXuPfYC/e6KzBg+JsVKScw40D23B+QyiOhy3E4eA5HAjOpmbh2Mq52rLQBdgVMBOb5vhgtb8HlhGaF5ibYiY7Ll926n6jX8F0QuUsdipz2JksmDgaS6kg41cROXkc1tsaY7ujGXbZE56dTHHCxwHn5kzBheUzkbE5HBVnDqA0/hiOrA7BVDtLmHKfE0YTVMez8zaxYAdpyk5Rc6Uax85cvkarr72q8xpu2WGKNVmVjiI4S/KuyVaSYIzgSJmLO7dk6TYXK7AlVM1lfUAw0unKfjgo4EDnh6BZJNvpHa+08nuBWSsCqrWCZsNs2wRXZY0Wd+7hclUvxzxP4n54H7XO+ofdtg2PJa0sl2OamZnyOgWgCe7WNoRlx2E5KXjWRIC2sVPXLNubmZlAr/Osw7EhLFtbWsHGylpJ3KhF4jqt3KptHWAjcE6YdBGQ9PCB+xRfDgCoKT4aQHKZSOBZrM8uLpKISysBJTHFKimX/J5wrNyixXXawUVJoFb0AqA57czlzoRdwrO7wOkIPM+Ej88s+PvNxjRquu8MTPeZihm+UzHTdzqm+fjB39MH3mKtdnYfBmY5hhs8BISdeGyBZzvC8bCcKB2WDeFZd+XW4VkH6BGIdqNcOO3C5c5T4EX58pj+vHaJe55FgJ4v5bQ83LDYzVmBcwC13F0A2h5LnO2w2JGyE4C2QZCTFUJchuHZ3xbb5xnC80ZcjDmAqycuIC0pHdk37iEvqwYF+a0oJOQWEX5L6iVZ1zsoa3wbpXWEaAHc8kEUlPQhr7RvJGmY1FZWicIoSRomNZrFqqxBs+ayrcUn96gY5Zt53Ui904nUrHbcyOlCegEh+h7h+v5D1WYVDSDrHsU24+4D3Mrrw7WMLlxKayUsN+L85ToFx3EXqnAqsVyVnzp2/j6OnC3C4bhC1YoOnSrAvqPZ2Bubieg917FhazLWrD+HiMgTWLFiPwIIxgtmrccs33BM9wyGn8sy3u8lmOaxHPP8Q7FkzhoEL9mKyBUxiAzZjcjQPVgdyjYoGmtWbMf6kG1YH7QRUUtWY9X8UKyaE4gNcwOwde5SbJ8fgOgFyxCzeDl2Lw3EnoBA7Fu2HAeCAhEbEowjK4NxNDwEJyNDcWbNSpyNCsH5tcEqceKlrZG4smM1rsWsUfHHN/evRXrsehV/nHNiE/LObEHBuW24e3Yb7iftQOnlGJRf2YXK1N2oSduH2tv7UU84rs86iMacQ2jMi0VT4WG03DuK9pJj6Cg7js6qM+isOYeu2nPorotHNyG5uykZPS0X0U11tVLtl9HVkYKerqsE5VT0Epa7+tPQOXgTXYO3FAz3iQX5UQb6hzLR/zgLfZKYayidUHwLrY+pp7fQ/pzzbFuH0pRaHqeheeg6GgnO9UOXUPMoGVWPElH5MB6lhOLigdO4N3ACRQPHcbf/JPJ7TyO35xRyek4gu/s47nQdQRaV0RmLm22HCMWHcL05FteaDuNK4yFcriMg1x3Ehdp9SKzajfPlO3G2ZCdOF2/HsbubEZu7AQey12FvRhRibq3CjpurEX0jEluuhWHd5eWISJiP8Ph5CI2bjaAT07Es1g+L9/ti4R5fLNhNQN6uAfIMAvLUKDf4RDrBM9gBrkvs4LzABg5zLWA3azKsppnBwtcY5l6EnimUuxFMXAlDTnxH27OfsSMk2bLPsBqDMRaExskEQXNCIDXalHBMkBw1jgAtLtrspzRNIEBrbrz/GYz/ZxJ4trExh/8MN/4/BCLh8lHcq8pGI8fdXQ968WDoKQH6TQwMvI6+nifoJDw31Hfgxq18br8Dji7e7G8mY5wkxmT/J32RBs/j2B9SRuJerAO05v0lAG3EPkfvfwRkpb8dazRuWGMxZhLvg4EEnscQrkWjCZn6tP4bw+WG8+N5XAXDw7AsH5cFoP9v4FnOUe8n/zuJm7p2zZqU1V1anpNK3MXnJ624W8tyI0KxwLAeizyRyycZSyZrI/btxuzjTWBlbU5AtoCjky2cXezZTzqwn3Rmn+UGP/8pmDqdf38zvTBnrh8WLJyOJQFzsDxwPiFZEnYtRmjYUoRHLseatSFYvzEcmzavxhYVh0xAjiYcx2zDvr0E3n0xOLB/Fw7H7sMxsRgfO0gdUjp29CCOHjmAWK4TMN6zdxehmgAdIxCtw/R27IzZTrjmfg7uxZGjBOdTxxAXdxrJFxJx9Xoqbqan405uDvLvFuLuvWIUl1agtLwKJWUE5fIalFXUoryiARVVjaioJCxXN6G8thXldW1QybkIllWETA1Ee1BPKG5o7/+e6gnJDe2E5U7C8rCauwjLIyIwdxGUdXUKJA9LAHoErAcJ1BpYt3Jda+cwYHNdU9ugUmMr/x/Ecs1WoFzU2NpP8byG4V3AXkF+i0C+qF2prrkN9VRjUxuaGtk2tqKhoYUA3YJRuqVYYpAN4Vl33RYJOMu8QKRsI27aYnEeGrY6qxhnasgAxBWMDwOzod7oaVKSaYHqx61agrDe6nvoIDgrq3NhlrI8txXeQXdxPnorCvGgoVhB7RNCsoCuALTEKAs0663As1idBZylJNX7D9u/B88CzuLCLSWtDK3OzwncT/n7H4JnsZSL1Vnug0Cy7qot4CySeR2e1XqRATgLNBu6bksrkmW6vuDyz9+QxGAPRpKC/U/gWfTh466RYxkCtF4uS4doAWixQgtA/93PNPdtAUgB5x8CaF3fB+mPVHzzX7/7ZDjuWUsaplmfNYkLt8Q8CyjrMCytwLC4Yksr68Sd+2UrtMjwdwqe5TeEZQHn3/xIEopJVm5xT38dv/78Tfz+a27zY4Lvtx/gTwToP4vFVcBxGKD/VRJ+CTgPS88crlug/8prlNJdfyQ0/17qaX/2Bo/3Fs/zbd4vcRMnRH/Ha/31ZwRWSVZG/f4r/CuBWfQvfyQU//ErwrNmPdYBWqzPAsd//wveb6l7LVbun36iJPW5X4jX/BOeu8R0i8v7sGReWcN/9rGysL+cLE30D7xGXWJ5/74+xz8QxP/uuy/wtzz2H37yEX7x6Rv4/LV+vNFUie78dA7kTiN17xaciQrEkZD5OBo6D7GE6EMr5mLvMDSHejtwgG+OudYmmGNughnsfHzYoXuPGgX/MaMxgwOEOex85rNDWsgOVeA5cOIohJmMxnqriYh2MMVuar+TOU76uyJp4VRcWj4Xt9eHovhoDIrPHcb5rWuwgEBhThgfO+oVjHplNMZKgg6Cs5TP0OKP2HmpzlEgVr70SmepQa24UEupqcnmWuzxZOsX8CzTCqAnW3GdFTs9U3aK8hVZ258GzFqHadgZv6yXO2cBW3GjFsuzuGgbwrMW8ywlrOR8CPDiPk2AlUGLfPUfsULznv1X8CzLdHjW9X+GZw2cpdWm2dracxtJGmZOmfL+DNdT5jmLxKqsg7NAsr3ET1MOkoRsWOJW7WDnBHsBYAFPV8Kju7hQ+8Hbi0DLVrlUE6ZFEgMslmdXV3c4EX5VHWVKkosJPEt8sYvAs4C0vbOSDtEjID0MzwLRYqGWmOcpHlJXeZqCZ1/fOfD3n4up/nMw1XcmgXk6AVrAeSr8CPTe7jxHFzmGBs4uBGFXnr8Arpsjj2/Pa+G9EjnyXim9BM/ixi3tCOxT4uItGoFpQrO7k+yTgE1N4b69eM4q7tnZGTN4DZIobJG7s2Z1dnHAMg6slnNgtZTwLDWpFzrYYqGdDQHaBsscrBDsPBkRUywQ5WuNrbNdsWfJDBxfuYLwvInwfFCD50TC8/Ui5GXWID+vFXfv96Oo4jFKat9Ecd2buF/7Oooqn6KgbBD5Uv+5qIuQSxV3I7tEMm9rmbOlDrPobuV/LlWVltuOq5mtuJbZjivp7bh8qwWXb7bgyu02pGZqcct67LLUZBZdy9TalNvtuHC9DfEpzTidVIvj5ytwJK4EsaeLcOAEAflYHnYfycLOQ+nYcfC2UvSBm9i29wY2Radg/bYLWE1oDl11DKHhhxEScgDLAnZiyfxNmD9zDeb6h2GeXyjmeq+ggrCI4Bw0NxIRi6OwLnALNoVGY3P4TmyNiMGOyJ3YEbEdeyK348DqbTi0ahMOhUXhQHA433MhOBq4DCcCl+LkiqU4E7oMZ8MDcT4yCPEq9ngZEtYG4sLGFbi0ZQVStoXganQorseIe3Ukbu9fjcxDa5FzdAPyT23E3TObUBC3CfcTt6Lk0naUpUSjKnUHam7uQt3tPahL34PGO4fQlH8ULQXH0FJ4guOdU2gvPYOO8ji0VZxBKyG5tSYOrXXn0NZwHh1N8ehsTkBPexJ6uy4QjIfVfRndPSno6r6Crt6r6O5PReeDG+gYuEFYvoVOgnLnI0Lwo1too9qHOE9I7n6cjt4nmeh7msk2HV0E5vbHN9BCOG4euoqmx1fQ+EQg+SpqH6aihqoevIqKgRSU9ifjfl8CivrO4m7vGRT0nkIu4VgD44O43XEQN9oP4VprLK5SKS0HcKl5Hy407kZSwy4k1EfjXO12xFVvx6mKrThWvhVHSrcg9j4BuXADDuZGYf+dVdiTEU5IDsPW68HYkBKItReXYXXSUkScJ2ScWYDgU/MReHwelhyZhYX7/TB35xTMjZ6C2VvcMX29C/xXOcE7zAGeK+zhEWAH14W2cJpjDccZ1rCbagErb74Hp5jC3N0MJs583zpOxCR7vodt+Y63ZH9gzr5gMvsWc773Tfn+N+YygUP2baJxBM6xhL5xBKzxYr1UMDcRY4chWcW7jpuAMeyzRo+fqAH02HEY9eorKhHYD+llYDbUBPZzVlZm8PJzRmjkIpyK34v80nTUt1fzmXeh7+FjBc+Dg28QnocIzwSRpm5kZN3Hpm0H4DZl+rDl2UR9PDY2EYh+Ac8ChpMmibV0WMPhU9LqmbDlOpV1mICpwFeJ10u9yn2IdCA2hGQdlA1hWV+mz79saVbwTP138PxynyzSPzrr6/6z5Nm8qmKPxXVc6h2rDwiUTI8A8vByE1PJZD1JQbLEIU+2MCIom8LefjIh2RZu7g7w8OTfm4+bcrOeOYt/j/OmE5BnYcnSeVi2fKEGyKGLELJyiQLk1VHBWLchDBs3R2LL9jXYGh2FbdFrER2zHrv2bMbe/duw/+AOxB7ao2D4BMH41MkjOHvmBM6fPYnz504hIf4MkhLOKiXGxyGey+LOHFfbHT92GIePxOLAgX3YvTsGO3dEY/v2bYiO3qbaHdHbCdU71fpjx47wd6cQH38eFy5fxpW0W7idlYOcu/fYr5TiXlkVyirrNUCuakFFTRuq6tpRXdfFloBcy7ahW7k411BixRXLbn0b1UpQFbDtfoyWrsdolVZNaxDc1CmAPEA9UGrplm11CTRzOwN41qzNlAJjAWH+rl0kVuoBQvMg4fkh2ri9tDIvy/VtlVVbgJ0w39jWS3gWaO5AQ7O4i7cqd/K65mbUipoaeT0NqK6vQy3V2NBANaK+vh51tfWoranBKN01WU/gJfBsWO9Zl7I6E54l7lfgWVmbKWmVCJ9PCMyyDwFsBeIS00wJKIuVWbNAN6hpced+2FSBB3XDmbVLctFIYG4syFBqIUB3leThQcU9DNSUYLCpTIHtE4KyAl1J7tVehSeUZMkWeJZ6zVK/Weo6S03nD4c09+z3nmh693GHVgd6sAWvP+B59fFcegnOPXV40i3XwXPqkFJaFQqk9fsh1y8WeLE8CzgLMOsQLct0C/0HTyUmmSDLdT/iOgFnBc1vPSIUPyYgP+S6Bwp2xTr94RCBmFKWav7209d6FUQLQIu+77atgbOK4RY9bFPtB7zGDx7JvvoI7Q/wo+eS6VvKZYlF+zX8/KO38N0n4sZNgP3qY/zxx58SCn+Ev/1WsxL/w3dajWaByX+WOGIBymErsm5J1uFZrLSSvEtqCmsQbQDQYkEdsVxrScl0i7KAsICzngjst59LHLNAtUC0BtsC0HqMtAC0ITz/QazNP3oTvxZw/kTKWj3HL6jvPn0Nv/riTfzqK0Lv19zup8MATdAVgP6LuJUTLCUmWBJ8iSVaz6KtylVR/0LA/UfC5Z+/eg9/lGN8zP1/9AQ//3CIx3hMSH+K3375Ov74k3cIte8TRN/Hn3/xIff9Kf7xd5Ltmvfrd5/hH373BYFWsyr/lfdQYFlqcP/uy3dVObFff/62qtH9y894DE7Lclkv8PxHsXz/WOp2v6tagWkBaAFnXX/H+63is+V5SbwzIfofCMl/ISTLdYrV/e/4HP78HY8twM72rwT4v/Aa//5XX+HvqD/wXku98C+f9OKt5kp05t4kQJ9Cys4NOBq2CPuXz0LMIn9sm+uNNb7OWGpvhhkcPPgavQo/Dh5mmxpjGjso3zFj4Dt6DKZzsDCL87PYIc1lB79owlgsmzQWwZNGI9xUg+cdBO99zhbY52iB4z6uuLBoBlKC5iMtagXuHtiOioTjSNm3HQE+7pg8VizPr2LUqNEceEgij0kYN3oixo1hR6nqPo7lQILwzGNNZDuO0DuW5yHrTCaJ+7E1YdAGZhY2Kju3ZIn+vuVZai6bKniVDlageMwYScoiZUII7sMW5v9KenZU6YR1F2qJKZZEYeK2rcOzxD1ricM0eJbEYTo464nDxvG+yYDkh+BZ5mX/WryyNi+twPoLt+3vJwwTl209YZhIQNXRkdMEYNlOyZrb85yURdnaFjacFmnA7DACzBo0OwxL4pLFCkvYFYAUkHWXDNOSREtikP3h48NpH3/4Ut5eArneCqCdXNxhT2h24O8cKSfKmQAuQOoioMrzFbDVAdpFROAV6/MUlXxMm3cVYBVg95qOKYRnkQ8B2s93Nny9p6skXn6eFM/HmwAvlmFXqd8swE8JEMvx3OQa7Dgv1mbeoxHLM49vz+cm1ykSF247GwfeRy7jORnuR5ckHHMhMDvbyz65b8qd1+Pp6AJvys/RCdOoOS5OWEBwXkxoXkJYDnC2I0A7YDEBegHn59nbYT6fx0JbGwTYWyLIyUwlDYv0tMD6qQ6InueL2KAAnF+/Hhd2HkTKsURcj7+JrGt3kZNeidycJuQV9nAwPUhYfqLFPZc+Qvb9Adwp6kH2XUKz1GkuklrNnci6L/Wae7mNlkFbJBm1JbGXik/O60TqnVZcvt2ApBu1SLxWp1ytE9gmsE263oiLN5tx6VYr2xYkpzYg4WqdcsUWnbtcjTMXqnAmWaC5krBcjD1H8rHz4B3C8W1s3kVA3pmK9dGXsWZLElZvTlSK3BSPiPVxWLX+DFavO4WwyCNYEbIPoaH7qT1YsWwbgpZsxvJ5a7F8ziqEzF9DrUbogjVYHbAem4M2IDp4I3aHb8O+VdE4sGYHDq+PwbGNu3BqQwzObtqBxC3bkbRpM5LXrUNy1CpcXBuOlLUrcGVdIK5tDMKNLcG4uT0U6TtXIiMmFJl7QpF9IBx5sZEoOEodX4V7p9eg5Nw6lCRuRmlyNCou7UTN1d2ou7EHDbcoAnJT1l40Ze9FS95+tBYeQMf9Q+gsOYSO0lh0lp9EZ+VZdFadQ2dNPLrqEtBVn4jOhiR0tlxAZ9tFtLdTnZfQ0XUZ7YRkUWffRXT1X0T3g0vooroJtF0Pr6H74XWC8g1C8g20PrpJAKYe3WabjubHGWgauoXGoRto4voWbtfC7VsGRaloekBQ7r+MxoGLqB+8iNqBJFT1x6PigdREjsfd7iQUdCcir/M8sjvikNFyHLcajyCt8RBuNB/E9ab9uNqwB5fqY3ChdhsSq7cirmobjpdvJxhvJxhvxqGS9ThwP0ppd2EkonNDsS0nFJuzCMZS6unWckSlSTbrpQTk+Yg8PwdhZ2ch+OQMLDvij4UHvDB3rydm7/LE1O3u8N3iAq/1TvCIsodLpBUcQyzgvMwcLksnw2mhOeznmMB6+iRY+hlh8pRJMHOeCFMHI5jYGMHUmu9sK75PzQiFZnzvWhljgjmhl33ceFOClQnf84QmAePxhLsJyrWX72nJdSEiFE8Yy3e2fMwdzXWvcnoM381jjWE0hu91Tqt1bCUJ1atjBZonYBR/+wr7lh+C51HD7Q9Bsy7plywIb+5T+O4Ino3Dp6L5v30dNS1l6OjvRO/gEB4Snh8+elPBs7htt7f2I+9uJWL2noCP/3yYmNvx2szY94jVmYBpCM/G7M9MNDdjJaNJSj8Iz4RWkSTrHE3ofZX70qWWcxuRWN316ZHfGCw3nB8nVmZKlkk7nv2j5ATRf/dDGkfpwGw0DMzST+qSee3j9DBUD2+rxStrWcIlBtmEz96cfwPmkycSkieyz+bfjyr1pLlYu7rZKzj29HJhn+MGv6numDbDczhR1zQsXDwTi5fOVrHIgYTklWHLsGr1CkStDVWAvGETAXkbAXn7WmyPXocdMRsJyFuwj2OfAwTko8f24vjJA9R+nDh1EGfiDuNc/DHEJ55CYuJZXEg8jxSxCF9Kxo2rl3Ez9YpS2rUUJVmWmnIRl5ITkHj+DM6dOYkTJ47i8OFY7Nu3Dzt27MDmzZuxYcMGaj3Wsx+RdsvWLQToGBw6dBAnT55A3NmzOJ90AcnX0nAjI5t9xn3cLanEfYJzWQ2hWZV66kA1QblWMls39xMwHxA4qeZBgvIgGqhGsfS2C+QK7A6htesJ2nufj6it5xkhWnOxVhDd/QKe/5PlmQAsgC0A3khgfiFuSwBuae9XaqXaOh8otXYMS63rQ3NrL5paeyhpu9HY0onGpk40NHWgvrENdY0tqGsgLBOOa+rqqFoCcw2qaiWhWTnKK8tQXlGKyooyVJZzuqwUpSXFKCm+h1EDHERLWanHEoPcIxmrWwjPYpkVadAsMC0QqazOkhmbMKzimwmYYnWWRGFPe+qVO/frfWLN1fQG9bqAtEC1lKJqI/S21OFRUw0e1Fegt7oEnWVFaLmXgwYCc23OTdTl8mV/Nx2tkl27LBcPaorwsL4YQ63lCpafEpoFoGVaknsZwvObvQ14d6BFWZw/fKTFBSt4pt4VizNh8y1C5xvc5vX+JsJzI57xvJ+Iyzb3KdfzkPsT6eAs1y9u62JZVknBKLEw6xJoFqu0tB8KAD/vIwBLVmyxIkt5qSF88c4Qvnz3MX5EMP6I6z8kLL//kOf1gFBOaW0Hgb8bnz59gC9eJ3C/8YitZqn+hPv9gNcj0izOUnpruPyWHPshz48A/dFjsXiLtVss2hIH/UQB9E8/eIMALRZoAumXHxKiCWwEW1UGipAnZZv+USzPvxJ3bsmmLbHMhC+JCxYg/rnoU/ydWGkF6n76IaclcdcnBgAtiaokdloScRGguf5vv/1AWW//8JVYj8Xy/AF+86P3CMGSKIyw+IW4cutWZwFnAekXbt/KZZugKa7aEvf8S4LzLwVupc61TBOmv/sRgfrzN/GbL9/G78WCK7ApMdg8l7/KtUhSMXGHVi7P4r79Df799z/RJFZiiVEW2CTI/kHqZn/yBn7KZ/WNfMB44wG+fmsQ3743hJ9/9Ey5Pv/2i7cJuALRvHfDx/gL75VyGf8V7xPvx594j3739bv4juf1s4+f4tsPn7J9DqnRrWp1v/8Mv/zoDfzus3fxN1/xHv1YvALYSuw1JXHYf5aPELpG7r2A9CfqWfy9WPr5fOQc/o7Tf8tnoYnTfKZ/w2f7d3Jdcm6/lJrQXyug/iP3Lx8fPn/Shdeby9CSnYrMY3twIiIAm2d5Ya23M8JdbLDM0gQzx7+qYpqnEWrnsHNcaG7GdhKheZyyOM9iRzSbA4w5E8dhPsF5CTvi5aYTEGw2AZEWRthA+I52scJeF2scdLPGKX9nJM7zwcWAmUhbE4QCdh7lSWdwce8uLPH3w2R2eDJIeZVAPIaDDlWPcfQ4jB3DjpuDlnGSFZtSlmIBXQ5mROPHTcAkIym5ZK7ctyX22YSwLDITC/RkK8KzhbIAm5qbay7UArC8jrFjX+WxOEARyzOvSQ0UXvpa/TI8y7R00AK4xsYm7HytCLMS6+wEa2vCs7iOT7YhQFNsTU0tOEAx4284cJko2TfFBV07vhZnpcWbyT4luZdIMmRLcjBptURhhHTefy3TtiQKkzJOhFuCmp4xWuBW4FQkwOniPIXThGpuJ/Wg7WztCYWOBG2KYChwqEGjJByTuGnNyizTIkcHZyVxvVbwKC7VrlOG4ZnQPJx12s93Bvz9JBZ5OuF5qrJAe3h4w43bObt6EaK94eLixd978Zw8NTkRrh143iJCqAJR/dwd3SkBZ60es4J27ksShk3xngYPArOXzyxlhRZX7ilT/DW3brF+uxPuldVZg2InXoezAnNO89ocCcaOvGYHW947uXaxqvO+WFtqHxJs2FqLKz5bW2tb9VHBSZKayX54PpLUTM7LTc6L98RBXL5tNRh34b7cHaTmtTP8eN+nSZ1nZyfMdSYoOzlgkRMBmq1YoecRnGc72WGWnS1m21pjnp0VFtpPxlIHc6xwmYxwT0us87fH9jmeOLh8Ls5FrcTF6GhcOxyHtLiryLqUg+zr95F1uxKZ2S3IKpByVf2E5AFkiAo5TajOKuzGHUrAOZPgnFVMoC7tR04ZwblMq+2cU/JIuV3fzu/FjexOpKQ3IzG1CmcvV+DExQocSy7H0aRStmU4yfnTlwnHKdU4nVKF0xfLcTyxGEfPF+HIubs4HFeAg6fzsP9kHnYdycK2/TexcfcVrNt+AWs2xyNyw2lErj2ByDVHEbH6EMJX7UdY+F6ErtyF0ODtWB8Zg82RO7ExnNOhW7AxdDM2h27EpqAobA5cg83LOBgNCEd0YAR2BkVid/AqHFi5GidWRSEuaq1yb0/asgUXtm3FpR3bcWXXdlzbtQ2pu7cibc9m3Ny9Abdi1uK2yly9Grf3h+F2LGH5aDiyTkQi5/Qq5J+NQsH5NShKWofiyxtRemUTKlK3oPLGFtTc3o76zJ1ozN6HxpyDaM6LRevdI2i/dwwdJccJyEfRVnYU7eVUFefrTqCr4SS6mwjNTafQ0xKPvtZL6Gmj2i+jt+Myejovo5ug3N1zBV19V9DRR2B+kIIOwm3HwBW0UzLdqWvgKjoJvx2PKIJxq8Dx0HU0UHVDqaiTBFyPrqPqYSoqH11D5cMrKB9IIRRfVirvv4QywnhJbzLu9yao+GOxJhf0nkFu90lkdx3HzY7DuNoei5TWg7jYtA/J9bsRX7MDZyu34UzFFsSVb8UZwvHJ+xtwrGgtDhesRmwen0d2OLZlhGDL7WBsvBmE9deXYe21pYhKWYzICwsQGj8HwefmYvnpWVhydDoWxk5VWawX7vbH0uipWLSZULJuCmaucoN/mBOmrLCF2zIbwrE1HBZYwHaeGaxmmWAyAdnUj9DnOQ6mbuNg5joBJo58L9uOwQTLVzFu8isYa8bWhCA8SeJTReKaK9484hLMd/+wxog7MvuwcePHqnJSEp+sQEuSRLFvEUkfY8Q+yWgswWzsJIIy39fslyaNZ9/DbU3YF04S8RhG4hUl/cVo7o/916sEaWkFkke/OhqvvkIoHgbmMXqyMJmX5cPAPFrXK6Mxhq2J8QQ4u1hiccA07D28ETdzLqKi8R5aelrRMzCIwaE3MPDwDfT1PkVn5yDheQBFxfU4dDQeM2cHsB90wIRJ5gqeJ4h7NvdnCM9KBGqpAW0iH27Zr0lySemTVJ/Ia1MwKnDLZeMJ11I3eiznx7DflsSd4hY+Tu4t75tY3iVHiUyrBJ16zhK1XO6/LOd2XC5hVxOMjEe2G6/6SNmGx5UxAY8r4K4kz0k9y7HsN6XvHMv7LdNjee/HwljijikTuQ6TCRwTiIfYRJhSZsrNehIsLSbCyno8AdkYDo5m7Jsmw83Nin2MNXx9nTFtmjtmzvRUiboW6Im6ls7FssD5BOQFWBGyCCvDAxCxKlC5Wa9dvxLrNoZh05ZVyoK8c9dG7N6rAfL+g9E4fHQvIfmA0vETB3Hq9BHC6nGcO38CSclncVHqIVOXLifg6rULSL1+CWm3CMg3r+NW2k1k3E5HVkYmcu7cobKRm52jlJOdjezMTLU+LfU6Ll+8iKT4RJw8dRoHY49g5+492LhlI9+14VgZGYzQ8EAEhS7FCip8VTDWb1qN6BhCfOx+HCVAn4lPQtKVm0jNyGWfUYrC8nqU1raiqqkL1VI/ubEbNc29qiRUXdsA6iXDtXKNfkhYJQgTbFuG1Spu1FRb52N0EJZ1tYu6HnO5uFg/RFvXgIEGufyFWjsHKHHLpsRNW7lcP0ALwbmtg2rvHVE750Vt7T1obulCU7NAspS4aleQXF9PUK5vQl1dA9tG1NbWo7qmFpVVVQRkQnKFqAxlFVI+S+K6C1F0Lx+FRXkouJuL/IIc5Ofx3udkITs7A3fuZGBUX4MkxpI4ZcJvj8QAtxKWJR5YwLlDtc97WgjNjWqbofa6kYRgQ4RMZaEluIr7s8QQ6+7QIsN4Yg14+bumWgyS8PuqKgjO99HMk2soyEJtbjqqc9JQl3+LMJ2B9tI76KzIQV+NlKcqIiRXKPfskXJSrRWqFXCWZcplm8d8V8pSEZR1CfiOuJ8PanHb8jFAJIAvNabFPVuuR9WmbuP+OS/rZBtxWZd9KMsyAVpv9f3Kemk1uJYs2L0E335C8wC+fo8A+z7h+d1H+Oydh/j4zX58+Fzbx3sD7XiH9/udziaK962jGW/3EPof9uJTsSA/HcRnzwjRhOAfEYg/fNSFj4c6KWnbh9XB5QLPnfiQyz/ifj8h0OsWb8PkZJKUTNy4xYX7N58TXAmnAtB/IyWrJNmXADJhSyTuxuJ2/CIu9/MRKYgetkSLlVlAWQBaYp9VHPSvBaS57ucfEPbeIwy+gz/++C3NdfuLTwnPHxGA36N4Hj8Sq/Qn+CNh/vdfEnwJ0GK1FoCWOGSB5t989qKM1S8+JiwblOUS/fITgjMB+/dfvUcAFfgkhPP34g4u5y+x3XqrX5O4VUvSrn/7/bdquVyzuFCLJfj3X72PX374Jn7y9jN89dojfCmSjxjUV28M4afv8T5+JOckseQf85ifKmv+H+S337yD333DdV/zvL54HT/70VN88xGfwQeP8OMPJI5dXPcHuL9B/IT7+sXbz/Hr98VNXHNl/zvxBvip5sauspT/hM9FXNu5TIsR10t+ieu35v6tzvnr9/EHsfD/WJ4pQVw+PnBaWrGA/708O/kYwmcp1ulfffUGfvzhAD551oaBqlwUJR/H+Y3hWO/vjkBLUywcPxoLxryK2ezQZ7OzDzQ1x0ora6yw5ADf2AhzODCQGOfZ3G72+FewwGgMAswmUhMUPK8wn4gwS2OssjXDWjsz7GDndNjbBqenOSFuhjOSF/vi9roVKDgUg/sJ53AmOgaLps2BhZklBxnjOXjhgIMAPZqDD3GBMywDIeUf1HKxRHNeykbpMjaW2F4LwqvEPmvwakawFQk4i8wma1Zgsf5KgpIxAs28lglGAsqyzxduYPL1Wn3Blk58eLnhMrEGSykoS8Ky5WRHWFk4wcpS5MBl9rAwt2NrBwsBaBNLAj4HL8M1IydNMuM+Zb/s9NnR64lGRJJkRLlZTxZY1mRhwUGj1WSCs5YkzEEgzpmQSUhWllmJw9XjjgmaMu/q4kkYdSc4iwu3A2yVNVWzTGuWas1aLdIt1yJHB83F2okQK9JqIRNkpWyUu4c6hrhri9u2wLKvz3TC8yzC80xC7FQe20fJw90Prq4+HJz4KnB2cqAcPdlSjlO4TwFomeZ5DreO9lxu78bz0IBerlOg3dXNEx5TfODpTUjm8TypKT4zCNPT4cZzcCXMu4m7tqs7PARsxWJOKJbyV4429nCwsVMwLLHcAskCyFb8e5aYdStLS1VverJ8oODfxmQz3mvOS0ktRxsbONvbc3/2BGapZU1AFklCM0K0cksXa/Vw9nBZ5u3sotV7ZjtDAJrbzuFv5lOLCNMLnB0xw8EO0xxsMNXWEtNsLTDTzgJz7MyxwN4My1wsEO5tiw3TnBE9bwrheRrOrl6MC1vWIPXAUdw+eRF3km7jTkoeMq4X4+atGty804Jb4m59tw+3CM/pUvOZQJxR9AAZ93qRVdKLO6W9yC57gJzyQeRWDCG/7Cn1DPnlz5F9/zHS8x7gemYXLt5oxPlL5TgRfx8Hz93DrlP52HksGzuO3cGukznYeyoX+07nYP/pbOw/dQd7j2dg99E07Iq9jp0HrmHHgRRs2p2IDTHnsD76DKI2H8OqdQcJy3sQEbETYQTi1dS68C1Yv3Ij1gVHYW3QGmwgDO8KicC+0HDsWxmGA2FhOBgWikMrQxAbugJHQ4NwfGUgTnIQeDoiEOfEvXrNCiRQKRtCcGNbBDIJxdn71yHn4Abkxm5E3tHNuHtqGwrPUHFbUXR2C4rit/G9w+nELci/vAl5qRtRkLYZhbe34n5mNEqzY1CeuwuVd/coVRXuRfW9fagtOYj68lg0Vh5GW9UJdFSfQmfNaQLyaXQ2nEVXE9V8Fu2iVqr9HDq6zqOjJx4dvVRPArr7CM39V9FLSO7uT0EX1Ul1UALMrQ8uobnvApoHLqLtISH6EZcNXubyK2jtv6bUwt839V9BA/dRx9/UD15F7dBVVHC7Mv5OVDyQjMK+RBT0JyKvNxFZneeQ2XkWWV2a0jvjcKvrNG50nsDV1qO43BKLSy0Hkdy8DwkNe3CmYTuO1m/Eoeoo7C9fhX0lBOOicOzMD0H0nWBEZwRj+61gbLkeiE1XArDu0mKsTV6A1cnzEZ44F8FnZyLo1DQEHpuGgFh/LNrrgwUx3pgXTTje4o2Z6zwwNdINPqEu8Axygm+AK/znT4H3LDe4T3WAi68tHL0sYeNmDmsXU1hRkx2MYGZHILLl+9KGkGpBaDIbB2NCkbHZJBgRkCaq+FkBLQ2Gx6r6xJLTQnu3yztXMizLh8tXCa7qA6a836mXP5C+nPNi5GMqodmI+zA24rEnjWYfMJrv5nEKyCwtx8LaZiLf2QRRgTsC4oRxkwjC4xUcjx/Dvot96iujRimvqQnjxiuAlvlXRxGuuY1IgFm2G/vqGGo0Jo4fw3eNORYu8cX2PZFIuRmHktp81HU08G9nAH2Dr6H3AdX3GroIKM0tA7hf2oyTcSmYvzAYZuyTJhibY5KJGcHZiC37zmFo1l2WtdJJWiJM8XAy5XtQpvW+bxJhWuYnGWtSJa/kY4Sy7spHX/kobaqVm5xgzH6Skv7OoDSU3Itx4wjI4/lbqaHMbY3EIj7RVG2jlYSUvl5AWvugLM9UC9fSINnImPfdZByheCzheDRM+QykNTcdy354AmwsJ8HWyhj2tqZw5DvV0d6c/YsF3Fys4TXFHj58t/r722DmdEfMnuWKeXPdsXCBN5YumYoVgXMQGrwAESuXIDJ8GVbxPRO1Kgjr14Viw6YIAnIktm6LQvTODdi1+4WL9aHYGELybmVJPnFyP07HxeLs+aPDgHwOFy4mUALJkpBLADmFcHwVt26n4na6JOdKQ9adW8jOyUBuXiZ1B/n5BbhbUIzCuyW4R5i9f69c6d5wW8Rl+Xn3kH2nALdv3UHKpeuIP38Bx07EYc+Bw9i4PRqhkSuxcPk8zF48FTMX+mDqXDdMm+eB+cumY0XEEr6bV2PH3h04ePQwTscnIzk1g33AXWTfq0JRZTPKGzpR09qH+o4B/q0RmAmyDV0P0SSu1N1DaOkZQnvvY3T3EJI7HxFgHyp1UJ0E5M6uIXQZir+RZZ0E6A7CcVu7QG8/2jsptgLFrVzWKlA8PN3S1su/5x40tXQTiLvQTDBuaaGaO9Dc1I6mhjY0NrSiob5FqV5KXlU3orqKgFxZj6rKOlRIvHZpOcpKi1FK7iwpKeJ95P0lGOfxXmv3m3DMe5+dk47MrJt8LjfYt6biRtpV9byupl7is7uIyylJuESN6q0vw4Mmcd2WWGVxt9YAWvRGf5tqn3U3EX4bhsG5TgGmALSA85POav6mXkGyAPPbUv6JAC3SE3IJPIvL9WBLBQbqqwjOVegsLSUkF6I+/w6qs2+j6s5NBc/1BTeV1bmjLBvdHNj3193Fw6b7eNxapqzMIgHnRy3lqpV5lSiMx5d6zeLO/DI866Br6H4uYKxZ0uWDgPYxQCTgLC7sutXZEJ4Npe9P9iOtbKPD8xdv9Cp4/uq9h4Rnghf1I4L0R2/0Kfdx9bueJrzGe/5aM8G/qRavtzbgza5WvPegCx8M9hCiNX081IdPnvRTvRThWKlzRB/JuRGePyBci8QFXBKUGWb2lsRkem3p7z55iyAqbsTv4DcSSyyloAhfmguxFoergItAOQLMYsGUuF2RgPYwPCuA/vnHCqA1y7PUfv6YrQD1R1z+Af7uZ+8SaN8m3BGGP/sIv/70A3z30Tv4xYdvqfbXn75HiBaLuLhx6xZocd2WOGktYZi4bwtA68As01oyMcnGLWWs3lfWa0PgVBDO69A/Csh1CDwKPIv0BF56bLJsp+KRuZ/ff/EB4f5tfPvuc3z91mMFz58N1+/+4rVBNa+s+u8+w88+kHrdb+LnYhH/0TN89/kz/PJzAvbnvN+fPcO3nwpAP8bnb0tNcEke14vPnvXj6+eD+OkbT/CLd57hN5++paBdji3grJ+/YVK1v/yc1zAstZzXJrAsz2/EJVzczjmt3MK/ek+t1wFavw9//o6/43P5+ZfPCfSDeKu7Gs05qUg/ugsHls9HqIMl5hOK57wyCvPZqS83McVaAswaB0eEWFtgMTvdeezIZZu5Y1+hJMP2K1jKjiyAWsaOLch0HFZaTESEjTHW2ppgu5Mp9rmbqWzbZ6Y7IZkDgJtRgcjeuw2lSQk4G7MXC6fNgzkB81X5Uk84fnXMaA5iZOAyXkmvsSzTAtQC0DKtZQQVVy1xcxbQFEiWOGOprzxs/VUQbancp01MZfDATpod/pjhTKhjJUkIO2ZVdmJ4kKRZgbUYY5HMvyxZbm4+WQGy5WQnWFu4EMpcYGPtrGRtJa1kvnYkQNvC3MxaWcZNTSzYSvZvM2VNtrAU4Ce8TTbnMs0t25LLxDVbWl0CziKxOjsOuzOLG/WLOsjDcccGAC1WW0eBYwXMAqQaIL+QBtEaIL9I7CXQrFu0BV6dCYMSxyzu2Dqka8cTiNYAWspITfHw53F9FTi7ufoqK7OAs6ODB4/jbiA3no9AssA5ZT+83k4k5yPWb81i7sBpJ8nALSWw3KbA3YPXRpB2dSeY8zyceJ2OvAcuYnEmrEqNaYFee7lXBGA7uW+8lxYq5ttMgbLAsdXwPZayX7JellvIvWdrTaC25W/tuR8BZ1cHB8oRbgRgVcea0y48lpOLZCDnfeQ5Cjy7cJ0n5cN1/tx2OtvZzs6YQ81zcsQ8RwfMdrQnONvDj/DsR2j2s5uMaRzgzbQzw1wHUwS4WSLU2w5R/F/ZMtcD+5b54/SqBUjczEHzvljcOJGEjKSbyLxCeE4rRXpmA8G3g/Dcg7TCfty6/xDpxY+QwTaDEJ1R3I+s0n7cKX+AbIJzTsUjArS4dz9FbglV/BRZhQ9xK7sX1263IvlaFeIS7+FYXC72Hk7Hjn2p2LIrBZt3XsLWmEvYvvsSondfwO59l7B77wXE7ErAjp1nsW37aWzdegJbNx3B5qh92BK1C5tX7cSWiO3YFLYZm0LXY8uKKGwNjMSOFRHYE0woC4nEAQLz4ZWROBYRiaMRwTjCweoJAvGpqBCcWbcCZ9evwLn1QUjcGIRkiT/eqsUep+0Kw609EUjftwrZsWuRf2wD7hOSS8/vQHniTlReIABf3o2aGwdQe5O6dQB16ftRm8E28wBqsqi8g6gq2I+aokOoLY5FQ9lRNFceR0vVSTRVn9BUw+naU2hpOI3WpjPoaBFIPq+syD0tCehpS0RPeyK6O5LQ3ZXEQWIioTkR7T1JaO9PRseDC+ggzLaz7STgdj66wvYK2gWOOS+Q3DJ4CU0DF1A/kEQgTkDdQCKhOAn1D5M5nYQa7qeaUF3dm4yKnkSUEYhLCePFBPN7PedxtzsOOR2nkNVxQimz/RhuthxBWttxXKdSmo7gYv1BXKjbj6TqvThfuRtxFTtxqmw7jhVvw5F7WxBbvBkH723EvrvrEZMfgS3ZIdiYvhxr0wKw5tpiRFyaj5WJsxFybjZC4+Yg5NQcBB2ZiYCD07Bojw8WxngSkD0xZ7s7Zm5ywrR1DvBf7QDvMDt4BFnDbYklXBZawnm+FRxnWcB+qjlsfE1h42kGazfKnv+f1qYwJ/yIzCyNYDJ5IozNxysZsX+ZQFCaQFAaP+kVjJkwimA8mu9iQpZyMSbIyQdJAqkqK6hazWtIKzWoT2tSUDwMxvq8oXSQ1udlG9nnWPZLEwlzxsZj+P4eAxvb8XBxm8R3kgnc3I3h6UVQc7fge1pyYhAyJwg4v0I4fpUgzL7tldEYRVAeQzAWz6nRr4wZtjDzeJRMa+I8NZHbGBNqBZ7nLvDCpugQJF09jrvld1DbXo/2vgH0Dj4nPL+Bnr7XNXhuG0B5VSfOJaRh6bJIWNq4qrhnqTrxImGYBs4jybNknqAqnlAS+yxVGuTe6jlGZFrrI7WPERJCpXlNiaS/FLgWICYkD/fLIpk3EoBmO3HCi3WyTIH2MFzLOvmIoX+gluPJ/iWRl+ZaPn44BllcrCfwvU1ItpnEvs2Y/YUZ+xoLeLgJINuxL3KEv1iRp7phxjR3zJoxBXPn+GDRoqlYtpzguGIGVq6cg/CIBYhctQhRUcuwfn0wNm8Kw7atkYiOXouYnfw/ICTv2b0F+/ZtJyDvwuEje5QF+cSpQzgTJ3B8HPEJJwnIcYTjc4Tj80i5koBrqRdw/cYlVerp5q1rhOQbSE/nOzvzNrKzCce5dwht2SgoyCXA5aGwMB9F9+7i/v1CFBeL7inYqyivoWpRWVGnIFBaUXlZDUpLKgnQJcjJvoubaZm4dPEazp5NxIFDx7B5ewzCVq/BgqUL4TuT4wM/9mE+1pQlPKfbK5BevnIhojatws59O3H4xDGcv0hAvJ2LjNxi3C2tR3ltO2qbCa2EXN2VukVEAG4jNLcRmjuUCMU9g3zvDRKKBwjNA2q6q/sheqju7kGlLpG+DdsOwnJrWxfa2noI0d2c7kZLqwbHzYRjkW49biAg19U3o7ZW1EQ4JhhXyT2Re1OD8vIqlJVVKpWWVKD4fhnuFZUQkEt4j4p5n4t4v/OpHHX/0zNu8rlcR9rNVE1pqbh+/SquXUvh87uIixeTkJQUj/j4szh37gzi4k7h9OkTOHnyGI6pmPJDGNVdWwIB6IFmQinBWCBZYFkkIG0IzgLYmgSca7i8htvUjYCzALPAs2Sy1pNyCTzLdpIpW+omd1eWoKO4GE13C1Cbk4lKEn4ZCb884xqqsm8Qnm+hrSQLXRV56KstwGDjPYJzKYaGYVm3Ogs865Znw/JUhvAsbs3vDb1Iembogi4S12wBZYFnzeqswbOeYdsQng0hXN+XHgMu+5TlAs+fvtaDzw3g+SuBZ4KzwPOHBGuV5Zu/eybJ0horMFTP66qtwFMC9Gvt3Fc3YbyX969P3Lk78f5AFz55TCiXOGqBc6VuwlyP0qfPJNa5FxI7bQjPKtbaAKD1rN4C0JKN++cfvY5fSPzwp2+MQNfLIG1ojZZpWSYuxZI4TOKfVV3nn+lJxAh4v5BpSbD1Mf7p11LWSpYPW6AJhn/86hP87vMPCcDvEk7fMZBYlqW+swCxZNoWcJaY5xdJxnRYFsm8WLKVuzMl0KxDpi6xPusfA/REXQKRuuR6BKh1kB5J8EU4/dtvf0SYJ0B/8hbh+DX8WOLVXxvAp0/7eM/7VSsfMz592osvCNVf8z7/+O2H+PF7A/jmg4f49uMhQvMTBc4/+eQJvvmYv39nAJ+9JXW/+wng3I4A/rM3Cc8E9F/yWUhctH4tAsd//cXn+Edxt+b5yLSuEXjmNepW5998wXvIZyjPUpf+PA0hWt0PPqu/+fUn+M1P38Gvv3odX7/Vh9f5v1R38yKu7tqMvUvmYKWjtQLkuePGIJgAscHDA5Ec8IfYTEYAOy+xTC8c/wrmE5znjSE8jx+FpUavIICDmaXjRmEZFTLpVay2moCN9sbYbm+CPa6mOOFrh/Oz3XCB8JwauRSZu7ag/EISzu7ai/n+s2FqNBmvvkp45uDkVRm4KBdtDZ5f1stWaemYX8CzWJqlTJStSt6lw7MCZ4n5ImgLPGuWZ+5HrBMS5yYd9XDHrXXemsuaLn25Pv3C8mxPGCMoW7nC1lqDQl0CqGLVldJRUntZrNCarAnEWiyyxCXb2tpyMGBDmLNmKxmu7dQyG8LbC8m8LYHSUUGtDs0i3RqsJ/DSAVq2ERhWrtds5XfS6rBsCM8vwFmTDs8Crk7OLoRTNwXP+vF0WBeA9vKU5GHiPj1VgbOyOrt4Dx9PYFm7Dy+kuYPLcu1ctHultrMVV2o7LdM3r9uO03LNjoRSSULm7OwBF1cPAr3EVXvAnsewk2tSrtpibeZvJCZcIFjiwyW5mqWAMQfnlExbW1nwmRCQbURahnFJnGYoyTxuz3OQ2tQuhGM3grBIZQJn60w5OLnw2M6wJ0wL7DsRit3YehKS/V2cMdPNBXPcXDGP7VwXRwXO0x1t4edoB1/Cs7e9JbxtJxOgzTGN8DzL3hQLXS0Q5GWLiGlO2DDHA7uWTsWJiIU4x4FO0u4DSDkaj5sJHIyl5CPjZhkys5uQebcbGffE4vyI4DyEjBKqlABdLPD8gOA8gOyKAYIz4bn8IXLLHiOvhADNbXOKuE1eL9IyW3HlRg2SLt/H6fM5OHb8JvbtSsaurQTjDcexZe1RbF17BNvWxmL72oPYvfkIdRi7Nx5AzPq92LFuF3as3YFda6Kxd+UG7A+NwgHq0Mq1iA2LwtGw1Ti+MgInVobh9MqVOBsWinPhIUiICMGlNeG4vCESiVtWIn57KC7s5PzuSFwlGKceWIXrB1fh1uEoZByLwp2Ta5EXtwGF8ZtQnEhYvhCNkssxKEvdi+rbh1CfdRSN2cfQlHcczXdPobnoFJqKCMD3CcLFVMlxNJWeQHPpSbSWnUFbRRw6KuPQWUMoricUNyaguykRXS2EYaqzdVjtBOPOZPR2XURP54XvqbvrAgeGF9HZQ1DuSebAMgltBN7W/gtoJTSLmvuT0EiIbnyUjIZBgjLhuJaQXD2QgMoH8ahkWz5wHqX9Z4d1DsVs7/eeQVHPaRT0nEJ+90nkdZ7AnY5jyGg7ivQ2AnLTIVyp24sLNbuQXL0TSVU7kVAZjbNl23CuYgfOV8TgJAH5aOEmHC7YgAM5a7E3azV2ZURgx+1wbEsLxebUFdh4bQXWXwlE1KVlCE9YhOC4+Qg8OQcBR2dhaewMLNo3FfN3+WJOtBdmbfbCzPWemLraDb5hzvAMtseUQDu4LrGCw3wz2M2aBOvpRrDyN4KFN4HHfSxMnMfAxJFyGAtjG8pqDIwsCL/mozHJnIBkqsHcROOxmERQMjabQNAbz2kCnjFhzUhikSWZkySZ4vQECbV5dRjovg/G/xPpgKzXWjaE5ZeXj8Az+wxxyzbhOVlYjIOt3QQFzn5TzTB9lgWmzpiMmbNt2NrAy9uC7yoBaPmdwLIA8Vi8QogWadA8VrUqPGlY2vIxhG1uP4rXOpr3gABra2vKY7hhzcZliEuORc79dFS11vFvrR89A8/Q0/864fk1gspTAslDVNf24GJKFkJWboStgxcmTLLgvZxMCDVT1nnNjV1ct8VlW0sWJh5QmpVXA+aX9SI/iNx3PoPxY4e3lw/ZuveW3F8dsjXQVh84dBgelhxPrNf6Ol0mJkaQTNaSqEvLaD0JVjZmvNeT4eAoGa0tlTw9HeDr4wQ/f2dMn+6O2bO9MH++HxYSkJcsnUFIno0VwfMJyYsRHr4Uq1cHYt36EKzfEIxNm0OxdXsEoneswc6Ytdi9dwP27d+Cg4eicfjwLr779uHEyQMEpkMEUoLl+ZNITDqL5AvnlRVZrI9Xr11E6vXLhOQUZaEUC3J6RpqyWt7JJiQrK3LWMCQLIBcSju+hpEQsn8WqLSsrIfiVoqKijCIsV1SgsrKcqkRNTS3qCIqGqq1pJDg2KJAuL6vG/XtlyMstxK2bhOdLV3muCYg9fBzRMXuwZu16LFm+FDPm+MJnuiu8pjrAb4YzZi3wRkDwXKxeH4qde7bi2OkjSOQ47Mr1m7iVVYC8wjKUVDSo+suSibpV4okJvK3iWi2u1GzbCcJtBOYOwnF71wN0dPZSfVrbIa2on5AsFuU+tCv3akIyQVmAWUFySweamtuUGptaCcktqG9o1iC5jtdbT0iubUQVQbmyqhZlUhZLsn6XlqO4uIT3shhFRfdw926RstILHOfm5hGOc5CZmYX09Azcvp2OW7duE45vEoxTcfVqCu/TBYJxIsH4HME4jvdMdAanTp3AiRPHcORILA4e3I+9e3erhGsxMezTYnZix47t2Lp1MzZt2oD169dq8NzXUK7gWcBYXLMFlkUyrbtqP2wVwNQlkKkl7tLdtQWaBZhFktFaJMsEnsW9u6+hGJ3VRWgtvktwzkcNwbmMf2wlt64plaVfRU1uGhoL05XVube6AA/qC/GouRhP2soIyyINmAWedauzinXmMcTq/A5hXeBZiwvWkmq9+0iya7/IFq7HbuvgbOiyPUSI1hOn6RZl+a2AsQ7OsswQnHV41i3POjx/SVD68t1BfEF99vYgfkSY/vBZD94ZbFNx4E94Hx/xvj+q4zXVVeBxQzWetNTh9U4B6BYCNM+9vx0fPOzExwRiccf+9CnBmMf47Hmvypos+vINLZO3ALMkIhPJtLhuv2x91gFa9O37T/HtB5okFldZTg2gS6BMgEuHTmmVS/CwhfdPAtjffIA/SXKrbyUGWuoka/rLLz4mOEtJK82FWyzQsvxP33yCv/laag8T+AjKAszfffwmfiEwL9nBPyQAEqQVTBNcf/mJBtUC0Do469m7ddA0tNTqUm7PBvAs5y0AKZLrMrw2AWgB5xcA/SX+9mefqeRav+V5Ss1s+eDw47ef4MvXH+KLZw/w6eNefDjYiQ8etOPjgS78aIjPRNzlX+/G52/14CuCsnLV/mgIP/6Q9576+oMhfCVu/G9z+VuP8C2fyS/4PL57/xm+IzyLRV23oMs1/MN3X+CfxNWc56NL4Fm/vj8Nn79cmwCyWJ7l+UlCMJFMC1AbfhiR7X73DfXz9/HLn7yF337zDn7x6TN8/rQLT2rvo+IKO4WYTdg2bxqWWJhgLgcy4c4OiJ41DRu8PLDSxlxZlhdPeBVLJryCxYTmxQLLE0dhxaRRCJ30Clay1RWm2lewyXoc9rqZ4dxMV1xa7INLy6bixuplym27LDkRp6JjMNt7OgcIpgqexwgcq6/9/zN4FsmXbIFnCwsBZ5Ek65JyUfYj7tsmppPZWZsqeNZLYWhih8+BgcR16S5qumReBk4ybWh1FkksslierSwJv4RmOxuBRAKdo8Qai8VVwNVDgaHAomTFtub5CEQrV2/K2korBWVnJxmzHdS0vcTh2ou0uGTd5VptJ/G6hE6BUrEsvwzPuuXZEJ7F+qzDsA7G/xN41iWu02IBlgRkYn2WclSeni9gXQdoXZIZW9y2xTIu4C1WcnU9vC65TtXKdck18Z7ItH6dNpK13Jr3xYJwS1lbsiXECkg7OhBOncV9nNciEO3C63F2V5m8HUTK+mvPfVkrOLYkNL8MzD8ksUDrNa11STbyEYAW129ev7NYnAWcXVyVXFx479g6uPJcCMdubm685xykeBAoqJmeHpjjNQXzvadggZc75ns4Y46rI2Y428PP2RbejtbwGoZnX1sz+NtxcGzH/ztHcwS4W2OlrzPWzfJEDAeCxyICELdpDc7H7MOFw+eQei4VNy/lIj1N4LkF2YX9BOInyC5/qpRV+gSZJYRnAep7fbhT+gA5ZQ+QVzaIvNIBgvND5BdTXJ+dR/C+084BYB2uXinFhaR8xJ25hRNHLuPIthOIXXcQe1ftxq7waOwO366Scu0J24x9kZsowtiqdTi4ej0ORa1D7Np1OLYmCqciwnCGUHwuMhQJa8JwYV0ELq+PwJWN4bi6cSWubw5D2pYw3Ny6ErcJy9mE5dx9a5B5dC1un1qHrLMbkEs4LkjehsKL21B0aTtKru4gIFM3olF5ayeqM2IIynvQcGcfavIOobaQ0FxCSC47jWYCcUv1ObTXx6OVQNxcf46KQ1NDHJob2TaeZSsW5CT0N1/Eg+ZLeNBCtV3Ggw6pj3yFUHwF3Z0p6Oy8rNTedYmDxksEZC7rvYSO3gsEFwHlZLT0JKG5JxENPQlo6GXbLyIc9yWipi8B1b2E457zKBMgfhCHe/0E4r5TuNtzkkB8HHlUbtcxQvFhpLfG4nbrIdyibrYcxI3GfbjauAeXm3bhUmMMkuuikVi9jVC8FWfLNyNOYo+LN+Jo0XrC8VrE5kfhQO5q7L0TiV3pYYi+GYotqUHYcHk51l0MwJrkxYgkHIednY+Q03MRdGwWAmKnY8kBfyzY44PZOz0xW8o7bfbHtHXe8FvtAd9wd3iFuMBjuSOcF9vCfi7/J2dbwmaaOSx9+R70nERAJvC4EMAcCGO2Y2EkgMx3v7EV4cliDCaajiYYE5YnEZol0zHhd+IETo97FUYCYRMJXONHq2zIE1QWZnnvDkvqAgsoUxPGi3uxgBuXieeQ6iu+D9DKvXoYkA3XyfKX1wkgj8QaDwPzy3oB0AR9ntfkyYRZ+4lw8zDG1OnmWMB7ErDCAYGhzlge4ozFyxwwe541oXoynHhPzMxHYzxh81VCsYCzAmMdkNmKK7hI4HnMqxpQ6xo7itfP67SwMIKPvwNCVy/EiXP7kHU3DZWNVWju7EZX3xN0E5z7el9Db/czdLQPoba+D9du5GNN1A44ufphvJE575sJpOKElIeSUCUBYrEca/AsnlZiKRaw1u6xPJMXbt3aM3pZ4kotevEbEZ+tEZ/tpLE8ngC67Efbh5GI+5QkZaZmE3ldprC0NFOytpmsSj458N0oCbvcPRzg5eMM/2kemDHLC7Pn+mIuAXnegqlYunQ2ApfPQ1DQAoSGLkFExHICchCiooKpEGzYEI4tW1YjOnodAWgjYWgrDhzYTjjeQTjehZOn9uLMmQMEp0MEqcNISjxBqDqFixfPIiUlgbCVhOupF3Ez7SrSb19H1p3bhOIMwlmWcvPNy89RsbDi+lt0rwD3yTbFxUWE4nvKNVhUXl7C+RKUlgogV6KqqgrV1dVKlZVVqK2tQ319ww+oEQ2Ex4ZhV2RdOkALPJeVVil4Lsi/h8yMXFy7msZruIQzp8/j8JFj2BmzG1Hro7AyLFDFaQeFzEfwygWIWLMMG7eEY9e+LTh24iDB+TxSr19DeuYd5BbcQzH3W83jNDQSbAm5yoWaMNzWIa7UuvrQKq2CYrEadyooftF2EJA7CMjtw3DcNgzGPP+6RkJxgwbEFRWEYimFVU4oLuM9LEbhvfu8n/dxj3BcSDjOv3uX9zsf2Tk5fAbZyMzKREb6bYLxLUJxGq5fv8FndRVXrlzB5cuXkJychISEBJw/L3B8DnFxcTh9+jSOHz+Go0cPKzg+fPgQDg0DsmQe18F48+aN/LtZx7+f1YiMDEdYWChWrgzh31cwgoODsHx5AP/uFmPRogUvLM/iui1gLKCsQ7PAtA7MEhct0uH5SWctIVQstARXQqsOzobwLFZWsUgLPPfW30d7JcG5MAe1uRkoz7iB4ptXcT/tCkpvX0FF1jXU5d9Ey/0sdFfm4UFdobI6CzyL5fmR1HgetjyLBJwl1lmszjo4v0tYV0m05PgCzpx/m7BqaHE2hGaRALOAsyE8C1y/DM86OMtyQ3DW3bvfk8zZKmGYBs+fvUW4fZsQ+3Y/PnmjDx+91ov3HksMebOqc/2E93KokdfTWImnTTwuwflpa/0IPL/V0zoCzxLvLPpoSFy1uxVACzh/8foDwtiQgmIBZMNSWIYxzzo8G+qbd9m+p9WUFn3z3mMF0gLROnCJRVNA0xA8JbZWwPWPnP7j12IB1iSJwUR/+sn7CqR1922B579+pyUYE+DWaipr2bcljlmg+afvv0Y9x7fvvYZv39X00/dex8/ef4NgKa7amsu2boXW4XnEVZswaShZpgCf4CyQLOcu8CjXI5Ap16ZbZAVAxbIuEC36MwH1jz/7EX7H/fyWx/g1AVrKfcn5fc37+Tnh+ZOH3figtxXvdDXinY4GvNfVhPf6mvi314wPn7TiR6914ws+96/ef6ig+esPHuObj3i/pX1P7v0Qvn3nMX7GZ/BTzv/8w+cqjlu/Prk2gWTd+iwgLdKtztrHC82SrF+bPDOBZnl+Ih2iX4bp7z5/Az/78nV8++Vz/OrHb+O7Hz3Hj98ewEcDrRgsz0fplfNI2LYWm2b5I8TVHhuneWPPknnYMt0HYRzgB4prttGrCDIaTWB+FaFS09lsDCKMX8E6y7GIcTHHQW8bHPSxwb4pkxHjbIKtthMQ4zQJJ/zskTDPA8lLfHB9VQAKD+/CvfNncXjjFkz38MOk8SYcpGhJRcbIwEZc5IZhWUBZJNMCy/q0LrE+S8yzWJ4lSZfA82TCqSpdNQLPFuywzdXgQVmgJWbLQJIwTBKSSVyclL8yMhK3tUnDgwotu7a4WmuJvORYBDKphywu0bbiHk1gdvQmrEq8sfew5VVgWosb1gFarNAC0TpAyzJDyXYiKTelSk4NL5dp3WIrUGtoeRYZwrO+TIdnAWcdmDVp0PwyPBtuo9ZxOy1jt42CeRX37CZxz1J72dBN/PtycfYkOAvQ8nr4O82SbjdsPbdTFna5f6rUFyFVJNOTBV6lfJYArzkHU5IgTVyoeZ8deR5OI9ZngVdxJ5cs3hpAO4kl2IHwbGejrMoCz4YSgBa9vFxctaXetSX/dkRWFuLmba1ioyVOWlzIneTDAY83xd2T99kLklXc24eaNg0+06fBf8Y0TJ81E7NmzcCc2TMxn+0CLls4wx+Lp/thkb83Fvh4YL6nK2YTov1c7ODjZANvByv4DLtuTxX3bTszzJHEYa42CPV2RtQMT+xYNANHwgJwZgPhecc+JB+Kw7W4q7iRfAc3r91HRkY9cvK7cbfkMfJLH6uM2yoJ2P0HyJKkYXe7kXuvF3n3qeJ+FFBS3qqQUF1YyGXZrbiTXof0G2VISynElcRMJJ65hvNHEnBmy36cjorGMYLykXCCccRaTkdRq3CEgHyccHxqTSjOrAvDuY0RiN+yCklbI3CRUHx5WwiuRa9EWkw4bu9ZhYwDq5B1aBVyjqxC3tEoFJ5ch/tn1qPk3HpUJW5GDQG58tpOlN/charbu1GbuQ/12QdQn3sAjfkHOXY4hKaiA2i6x+nig2guPYTWcqriMBqrTqCh7owC4+YmgjHV0nqeA7x4Qm8i2gi2ohbCrai5ly0ht6v7Avo6LhGWLyv1SuIuqksAuS+FYHwZrT2X0NRzEQ3dw+J8Q38yGsS9uj8e1X3nUNl7FuU9cSjtPoNStiW9cSjuOYN7PadR2HUKBZ0nkNd+nHB8FOkdsbjVfgjX2w4gtXkvrjTtQUrjbqQ07Malul1IrIlGQtV2xFdux7mKLThTsgnHS9bhaHEUDt9fjYOFEdibx8FvVihiMkOwIz0E226uwKZrBOSUZVh/aRmikpcgMn4Bws7MRfDxmVh+eBqWHuTf4n5/LNrjh/kxPpiz3RMzNrrDL8oZ3lL7eKUd3FbYwCnAAs5LbOA83wEOs/i/RAC09J4MM4KikRPB2HECTJyMYCzlnWwIYYTj8YTJcWYEKLEeE4okKdVElcNBPjJOgglbVTeY71cjvrs1jYexWFVFfIdLBYWxYv0dTUgmsAoYSzywtLJuPFvRRILvRLF2ims296eD8csS2DW0GuseQ/LhU/cgEunbCiQbQrQ+rc9r+xKwH8V+ZQxc3Uz4P2+JgCBHRKz1xIbtfojeOx1bYqYiapM3QiJcsWgZ/8+nGhEIJaHVeIwmGL+wOr+AZ0PLs8CzocaO4nXzHMxNJ8B9ihXhfCYOnYzB7ZzrKK+rQFN7Fzp7nqCnR+D5DfT2PCc8PyY8P8DtzBJs3R4LD6+ZULWex0sIkgnhdhJBVu6F7nYtAC2u14RoYz4LBcoCv5rLtLQyr0O0vv77sPwq+9FRMOJYYJLJqzDhuMDcYjwmW05QsrCaCEtrI1jbGsPW3hT2juZwcrGEpxf//nxcVTZrKfck9ZBnz/EjJE/FoiUzsXTZLASumIfQsEUIjwzAqjWSqGsF1kkc8kuAvGfPFgXJBw/uICTtwcmTBwhPRwhSx5CYeAoXLpzB1asJuH7jAm7evEQAS+H78yru3ElDbq64VN9ETs4t5OVmEkolDvYO4TgH9+5xbFQqMFxKiYVYtxJrqqmpHlFtbY2Barmsjm096giNAsUKjAmSWktIHVZjY/P31EzglLheQ6kYX0KtWJ/FpVtctwWg8/OKCPh3kHrtJi4kp+D82QScPH5quFzVdsTs2oxdu+UDwmYcio3GiRN7VUz2hQvncD2V9yD9prLc3i8u5fXUKtBt4vGbCb4tBOBWgrBSC8+D87K8qblVbdPAc21o4rU0CnA3EpAbCMe1qKqpUQm5KiorUV5RiZIywnFJCYru3x+G4gLk5uciJy8X2XnZyMq+g4ysdNwiGN/i+dxOv4Wbt9KQmpaKK4Tjy1cu4eLli0gedqlOSDivLMdnzpwasRoLHIvVeN++Pfxb2DViOZYyXVu2bFIWY9G6dVFYs2YVwsNXKigODFyuwDggYAnBeCHmz5+L2bNnYebM6Zg+fSr8/f3g5+cDb2+Oezw94OHh/n3Lsw7PugSWZbmhNIiuGoFngUEBZgFlXT8Ezz1199BWUYCGgkwV31xy6yoKr18iPF9CeeZV5bItVuf2UkkSdheDDfepYjxqKsZQSwkeDsOzHvcs7tp6XWcdnHWrsyE8v0XY1cFZoNjQTVta3eqszwtcCxQLEBuCs6GrtuxHJPuUfct6iYMWeP7k9V786E0NnkWfEqQ/eiZx0pKwjOciCdTaa3ldFcry/KS5Gs/b6vFaB/fXyf0RnEVvdBPge5rwTj8hjXr3Aa9tsIMALRm5+5Qb8RdvDCqgE3iWmGZJCiatSKzLLwOzLgXU7wxBymF9/gYB/3WCPtsv3+L+3nmkMkL/7KPnIxCmg5eCToKawO8LV+q3OS2S2ON38MdvJMZZAFpinj9SAC1WaIFpWaYs1N9KPWdxy35bJfz6+YeSEZzn/e5zfPP2M4rn/45ANAH6A8my/aYCbd0CrVufX4boEaikFOAPW5wFlAUw5fz12GCRTBt+IBDQ/iOB9Hc8v1//5AP8+pv38Cv+Tuojf8N78tWbA4TnPnz8iH9f8oGlrUbVTH6jsQKvtVTi9a5qvNVfjw8ft+GzN/uUy75A87efPMPPP+O1fMpn9JE8q8cqg/dPdb3/FL/46DV1jSL5UCD3V65DYPllKQv7t59+D55ftjyL5PmJV4Ghh8FPePwf/+gpfvL5c3z39Vs8t6f48h3+Lb3eh3f4/9RflqsA+tLuzTgQuhQHghfjINvNs30QYW+GlebjEGI6FhEcLK2xHI8N7BC3K9fsidjlYoKjhOaE+R64FjQDmZHzkRO1BAkLvHDIyxpHPK1wdpbLCDznH9yJnJPHsXf1WsKEl4Jnyc4pHbuyOqs4NQ2UX4ZnvdWnRRL3LAnD9DhnAWgzc2slUzNLBdDSigXaxNRcuXGrljBsbGbCgZ5Iyk8JIE9WVmVpdZmbc98KzrkvzovbtVhPJX5XkmEJOLs6+xJYfUbkyuvSsl5rVl8BUg2INYC2thIo1uozW1s5EO7EMk1YtRZg1mo2a3WbBagFcmUfGugKGIv1WbdAG4KzvtwQniUJl52dxBFrQCuWWl1iVRbp8/o2IhtbsY6Luzjh1clJQatYoDUrtHZsLbu3ZPmW401R52pjw+sQK7C1wLEW1/1CBFZCq0xbCtBSety3lYUZ7Dhvw20EnqW15e8FoMUKLBZgySI+AtBs5X44cZmjkwPs7AXQJQM6QXx43yohmLJCy/6532Grsw3PzVas/9ZisZZ74sx9CZxLaS5xjfeAl5cfO01/dqDTObCbgzlz52Pe/EWYu2gx5i5dgnkBAVgYsJQD5QAsWbZUdcDLli7C0kXzELBgNpbOnYHFMwktU30pL8zzccdUwrO/sw38HCzhq8DZguA8GbPszLHQkQNkN3uEebsgaqoHoudNQ2zQIkJqBBJ27MXFA6eQeuoi0s7fxK2L+ci8UYmczGYU5PVwsNeL3LsE4rs9bAnNBR0E6zbk5beioKANdwvace9uJ0oKO1HKtpTLijJqUHCrHLnXC5F1mUCemIYrpy/i8uHTuLAzBsmbNyJ+QxTi169G4sbVnF+FCwTklOhIXN0Rgeu7IpC2dxVuEY4zDq1GxpHVyDy9Dpnn1iHn/EbkJ25B4YVtKLq8DfevbkPJ9e0ou7UTVZm7UJO9GzU5u1GXu5tjgz1ovhuL1ntH0X7/CDpKj6Oz4iQ6Kk6gs/IE2qup2mNorzuO9gYubz6Fzha2rafQ2h6Hli7Ccnc8WrrPo6nrHIE3Hq39SWh9kISWgUQ0DSaMqGEwHg0D8YToeLR1E6y7E5Sa+ftGsR4TtOv7klDTl4hqzpdzn6XDKuk5j+L+M7j/4CTu9Z1AQc8x5HYfxp3OWGSJ5bjtINJbD+J26wGkte5HatM+XGnYhcu1u3ChdicSanYgvno74iq34nTZJpwo3YjjxRuo9ThStA4HC1Zjf+4q7MtZhT1Z4dgh2atvBWLjjQCsTw1QmasjLhCME+Zi5bm5WHFyNpYdmY7FhONF+/yxYJc/5kR7Y+ZWd8zY5IZp61zgG+EAz1BbeATbwG25NeHYEk4LLWA/j/9fM01gNdUElv7GmOw9Cabu42HiMhEmjpNgbEewsiHoWhM8rfjOJRCNNyUsmRKmxJWaYDV+ksDWRErzzpHKByoZFN/nkyaYwngi36+cNpJSTipL9QRCM/f/6kSYUiavEsRlubzTCYui8a9y33zfj+f0BAKlZLqWeZHKes33/gSx1I7RwFjg92UJ7Ar0yrRso4faiMeQSM9noee0EIu0ITTr5aT0+dGE+rHjRvG3r8DeYQL8plliyXJHRBKct8T4YXfsDMSemouDJ+Zg96FZalnEWjfMWWgCF/dxKuOzDs/jRvPceV0CzwLI4r6tQHkEomU97+1oXucrvL+jx8DMZBycXcyxKMAXew5tRurtyyitKUNDWwc6uocIz8+/B8919QO4k1uJPftOw3/aQhiZWCl4Fs8r+XisuUy/gGe5P/IMzcz5DBVAj1FWY4k1FliW2si6BVmWyzYSg2xiymdoKpAsGgcrmwmwsTMiHJsSjifDxU0A2Q5ePg7w9XfG1OlumDnbE3Pn+WD+Qn8sCZhFQJ6DZYHzEBQsmayXYtXqYUDeEIr1G0OxcXMYtmyLRPTOKOzeuxH7DmxRmawPxe5WGazjzh5DQiLfVxfP4dLleBVzfOv2VWRm3UAOoTgvPwN3C+/g3v1cAmIeiksKUFZRRLC7j6rqEsJeBcGvmvesiqokPGrT1TXlXF+m1tfX1xFyBXh1vQy+L+YNt2lsalHAa5jUSiBYpC+TViTb6etaCant7Z3fUxuftaiJ+5TM0QLmlZXVKCkhQOffRUZGFtKu38K1lFSkXLiM5ARC5rnTiD93gu0xJCWcxCX5gJByHtevJeFWWgqyMtKQl52JwoJ8FBNsqyqqUCsu49y3uI7XVNdyvg51tXWqra6uQTWPWVVZpbaVTNWl5SVUKQG5hIB8n/e6AHkFeQTjHGTnZuNOjoBxBm5n3MbN22m4cfMGUm9cw1WC+5Vroku4lHKBYJyAxOR4xCeexfmEOAL+GZyOO4HjJ4/gyLFDiD1yAAcP7cX+/buwZ+9OxOzaju3Rm7F120Zs2rwOGzZGYe26Vfz7CUdEZCjCI0KwMmwFgkOWYxnheNGSxVhAOJ47fx5mzJqJqdOm8m/SDz5+vvD29eHfqDc8PKfA1Z3jCRcJy+IYSH2Qt1MSI4JUOxH9J7dtgWY9tlmHZ7FKi2RaAFtiniUuWFy2xeoskCxwKNLBWSRQrbttd9cWobU8F7X5t1F5J43wnIKiGxdQcjuF4HxdxTo338tCJ7fpry3Ew8ZiJYHnR03fh2exOKu6zsNJwl4G5xGXbZ6bxBcL5AoQCxgbWpv1JGH6tKzToVhA2dDybAjPsh+RbCfbiMu2lK0St+2PX+shMIt6NXB+LrHS7Xib5yLn+1xixVWN63IMEaCftvI6Opvwdk8r3u5rw1u9rXijq4nb1Sm91ln/PZAWgP54qAefPRPgeRHXLLAs8KzFMxOiPn5zBKZlnQC2Ds6y/ZdvaXWkf/RaHz59znOVRFYSjyvZoAnRAtaGFmkBLwHqXxE6JRZZIFZgVjJii3SI/sPXkl37XUiZKgFlzYVb4p+lpJVYogWkJRu2uB5rScF+9elbIxbob94h9L8lAC0SgH5OgCZ8DltntTrRmoVW9DJI65Js07qLtg7PuuVZWWCHQfNlkP61nM/X7+EXX7+Ln3/1Nn7Ba/spIfRr3guVKfu1B/iUz/t9Po83+f/wvL4Mz2tL8bSuBE9aSvm8qvh314RPxPr87uAIPP/yS8Lt5zwmIfrnnP/Zh094XY95zY/xk3cFpmVeu04dpOU69esSi7pAs2HSMHGnNwRo+TigX49cn8CzPDMdnkU/4XP8+uMn+EaSm331Jr799JmCfInR/+RxB57zf6y9MJ0D3ThcP8YB3/6tiNu6GjuXzMRqp8kItxiPcPOxWGs1AZtsJ2GHvQn2sYM8Rjg+4WuLuKn2SJrrirQVU3FvYwDq9q1Gxa7VuB2xCEnzPHF+jhsuL5+KjA0hKCA8ZxyJRUz4Kng5emDiOGMOdLTSFpLIa5zKijqBgxaxCozlAEYGQxJDJYlLvg/OMq3KRhGOLQmfIgslu2HpVmjbYag2gGixJJsLzFkS4AT0tHhkkQ7LAs6G8CyS9TaELkl4pSzOTgRmFw2eJWmWBtBi/dUgViSQp1uVDaFYWh2epRV41mW4nR47LBAusPoyQL8Mzjo8a+Cuw/MLgBYZQrTM64Atra2tWJ0FRqWmtI3qQMSaLKAtLtRijXV1ETjXXLy1jwTu2vVY2yqAlUzhkj1cyyCut+Kmp4GttTVBlpJtVfIuS8IyfyPQrOKWxYV72H1b4FmszwLPLi4a5IolWlnKBZ6ded6OPGc7HluBu8iGEC8x4/Kxw5b7sFXu3c6ODlrZKRd3THHXYril/Jaf3wyCMjvWqbMxbfpszJw1H3PmLcLCJcuwJDAEy0PCEBQagcCwSASGR2B5BKfZrqCCw8MQErYSISHBCFy+FIEBi7B88XwsXzgbAfNmYsmsaVg43QdzprhghrNk3LbCNHtLTJeM2zaTMcd2MpY42WCFK+HZ0wlrfd2xfbYvDi6dg5PhwUjaEYOU/Udx43g80s9exZ2kTORevU/4rUJBegPuZjahMLsVRTmtuJfbjPt5TVQj7uXUoTi3HmWcrshvRlVBC2rym1CTV4eydA56bhbhXmoOClPSkJOUwn3H4/bJ40g7tAM39m1A6p611Bqk7Y/CrUNrkX54LfLPbMTdc5tQSEC+l7gRxckbUXZxE0pTtrB/j0Fxxi6UZe5Fec4BVOYfRHUhVXQQNcWxqCmLRUPlETRWH0Vd1REO1DhffQTtNafQXXOG44Uz6KqPQ7e4VlOdTXEqUVd7axzaCMrtnefQTpDt6GXbS2juP0dIpvrPo5nTjX3n0PyA0w8T0cC2jstqBs6iWikOVaIHcagdOIc6qqY/TqmKKlc6i+I+ca2WWOPTWgmn7hPI6jyG9M6juN15EDc79+B6+25ca+UzadmBy807cKl5J5LrtyGhdgvOV29BXNUmnK7YiBNla3G0eC0OF63FobtrcSB/DfbmRmL3nQjszFiJHbdDh63HgVifsgxRFwkQSYsRfn4+QuJmI+jUbAQen4GlsdOwaL8v5sR4YeZ2D8zY7IGpBDSfVc7wCneCe7A93Jfbw2WpDRwXWcJxvjnsZ/F/aRrB2GcizKYQhlwJQA6jMcmBcGRPCLIdSzAmlBJ8Jk7m+3UYkCeacbmJJiMC1CSCkjElbrfiPi0ZoI3G8zfjxrMlYBFQjSSLMoF5wlhjTPj/GPvrsKrWve0bX8uWFFEQUbG7UUFFEAsBCwzA7u4Wxe7uDiy6G1FQ7K7Vsdfasfbe9/08z/28+fv3/J3nNRg4l3vt+3j/OI9r1Bw157zG9zO+cbE/d6pLeNboAnUI1LW5jv27NeQT90WIdjbiPgiKyu2tQ4iUp1Vt3S8Jz5JA+rN1Ui3ba1vlXRYs28BsQ7ANz/IwWzUqVBdDL+r0Yk39vfp1PgMI04JHbfs5PFdLHvE6X/IztWhcu6BXnyYIHdESYya0ReyMjoTnjpi1pBPmLe9OgO6JGfyuouPaIGiIB9p1cuazqT4BuY6BZw1jZUGzvM6CZkdw5vWxVTExvTjQC4T6tVRRuhYNeWf492uDqTPHYPvejbhMeE7JyIaqGOfnVaCwoNIoJ6ccSWmlOHMuCQuXbEBP/yA+47z5bBU4u8DZleDsonui75PfnRn2SQBthVMrtN6C59qcFyjzu+WyBh5OfI66oFFjN5OD7MP+y5f9VbMWjdGqTWO0aedFCGmCjl180bW7H3r0bo1e/m0JLV0wYFB3ArK8yL0xZFhfQnIgRkbwdz4qBJGjLVCOnhCG2MmjMG1GFGbOFiDHYO78WCxYNJUANROr1szD+o2LCVnLsW37RuzanWByjVUh+fSZozh3gQB46TSB7jzB9xIhOBEpqTeQmnYL6Rm3kZmVQghNRVZ2Ou9ZJpWFvPxsFBTmorg4H0XFhWwLUFSUz+U5vI+ZyMpKR1ZmJqFVsuD1c6WnZyItTV7a3ys1Nb3aa5ySbHmNpbQUeXEJw+k5yEjLQWZGrlFWZh6ys/KNsjK5nMCclZVTLRuidTztW3Aur7YA+vz5izhBgD5++ASO7ies7tmHfbt2WuNBE053b9+EXds3UBuxd1c89u/ZhoP7duII4fn44QM4deIozp45jUsXLuDK5cu4cukSLl+8iIsEaiMuv3DuHM6f5bPizBmcPX0aZ06fwskTxwnHh43kOd5/cB/heFcVHG/D1u0J1BbEb9mEjfEbCMZrsWbdan6XK7BsxWIsXb4Ii5cu4Hc8l9/1LH7nMzBj1lRMIRhPnhqDGMJxNMF4bNQojCYYR44KQ3jEcAPGw4YPRsjggQTj/hgwsB8C+/dB33690Nu/O5/bXdCteyc+wzvyed4OHTu1r4bjFoRjX8KxD22AJoJjBxnbgbZCQxUZlcyLf0uOfccX2dfPm7BtgbIdsm1Dsx2ubQO0vY0FzoLMZMKj8n2z8PKexkJWVepPEG1ClAmMqrSde+ss0i4fw61T+3H96G5cObQDlw5sI0hb4dqp5w4h4+IR5Fy14Ln49jkjeZ8F0SUpl6pznm2Ps8DZLhJme5oleaK1/AnXP3QAZ523Y8i2Dc9SGYHasVCYLRug7ZBt24MtaVstl9dZ4z+/uV9AWOZ0ZQ5eE55eCZzvaj8pPOfbqMgkoKddpRJRlnYN9zJuoDKH15GrKtuEfu7rCfcpUBY4y0Mt0JbKua3mBdPKh1ZF7nf3ik0VaIVoC4ztfGa7qrbCjQXRgmmBtO2NFkB/9aik2utsw7MN0G8r8vCmPNeAtWBaIC2P9DdPSwnjFQQ7Ffeyql5/qn5teZ9VHfufhGgBtDzQynW2CopZHmgLoK0hrrTukweaYPlaAE3Yf8breCrv830Lpnm+PxLi5aEVXGq4KttD+wniLa+0DdQKL3cMORdA23Bpe9IFzzZc6iWBXhZ8S5D99lU5AZPHfct1b3gOgs4XCrfmuocleK8hy/ibesjvsYLQfPf6Beoc7vE3WpF5FY/yb+FFWYZ5efL181ID0PI8C5wF0L++V2g1YfkVwfk5jymP/2N+h0/u/A6kBdF2uLquSZ7o6tB0QrOKngmgHQuH2S8HHL3PNkRLP1DKwf6hyhv+i8K4eT4mL/tZKV6VZeIO/29JJ3fj6oHNuLhzLXYumoZFI4MwtnVjhDeui5E0sKIaOyGO4DyzmRvm+XlgaRtPrO/aFFv7+GFHYCvsDWmP06P9kTh1KNKXxCB5YQxOjg3Bpn7tTMGwg3xQHp8zGbtmTkf0oMFo4dmUBgONi1p1q3KeacDV0/wnj7M9reJgynG2AVrTGiZDIb+NCMnKm/X29jNqoqrOBKsm8vgaNSdI+ZpCYpYn2sPIvWocaBueGzVS8S5LFkg3YidqSSHHVlEvHotwKc/zJ3i2qk1LVui2hpKyIFbTgl6FYMvr7AjOjl5mb6/P538vO3xbwChYtfctCZrlfbbB2YZnKwybx/sdFOtNqsKpVbDMmtf16trsdbp2K7Tag+sEup5crhBuywtthUo34/4tr7iOYx2L19XEh5/RiwYLnq0htxpUg7SmP5eBbW7n7upswraV96wcZOUfC3wF7qZ4GaHZz0+Fw9qgGVvf5oR2Vdtu3RbNWnLej+dCNWupCt2tTZ52O4Vam1ztDibsumP7TuhCWO7SqRt6dPNHr5794N87EP7+/fkAHsgHcTD6DwxB4EA+oIeGYXjEGIwcG43IqAkYFT0JoyfFYmzMZIymxkyK43QcomLjED0pBuPGR2PUqHBqpNHoyBGIIPwOI1APIUwP5cM9oI0fehL0/X290dunMXp7NUBfagBhOsS3EYb7eWF0W1/E9miLuf17YOmwQdgUMwFbZ8zAnoVLcWTlJpzcuBdnE47j/K5zOLfnMi4eSMTlwzdw+ch1KhFXj11D4vFruE7dPHENyadpSJ65idTT1KkbSDt5DUmHz+LWoRO4ue8grtHYurRtMy4krMf5+BU4vWEmTm2YwnYyTm+MxdnNsbi4dTKu7JyKxH3TcGP/NNw8NA23Dk9F8tFpSD0+HcmnZuHW+UW4eWExbl9cjFtXlhGQlyOJYJx0cwWSk1YgKYVKXYEUwnBy1kok56xEevZa5GSsQ176BuRmUJmbTAXr7KwNhOX1yMrbiIz8DUin0go2Ik0e5SolF6xGUsFy3M5fgVsE3hvUzSK2RSsJxCtwleuuUJcLluFi/lKC8TKcpy4ULcXZwgU4lTuPgDwXx/Pm4WjOPELyXOzPnIPd6bOxI20WtqbOIhjPRHzSNKy9EYv1tydi9a0oLLs2Cosvh2MRtfBSBBZcjMD8C+GYfW4Epp0YisnHQhF3NBSTDgVjwoEgRO1kP5oQTDgOsuB4TT8MW+mPoYTjIUsJyIuUf9ydgNwJ/gTk7rGt0HWCH7pEtULn0S3RPqw5WoU2ge/ARmjSzwPe/lRPD8KxOxp14v+qnQvcWzvDraUT3Pyc4N6sHtx96sLNu+6n3GPCsSpW1ycQqeqyszyPhEunOvXhUscJrvWc4WIKOhGcFLJLWHZSnnFtAnOdmmbaqV4tQnEduPFzLgRnlzrchuCqsOza3I/SbyS9CFUKjKmkrJeeSoshoNatrXBsgm2tGtQXqEs4rK/tCZd1q+DYADTntdyZ56VWEC2grvOF4FmhzxYo2+Bsw7MNv5qXR9kGZxm9juPkq23UqJFZJ++z4NmGb33+iy++MNJ0jRoqlPUF+64aaNnKFX0CmmJYRGuMi2mLmBltMHlOS0yd1xKzl7bHnGVdMHNhF0yc1hahIxujSw83HpeAzueVKm9bQ1Hx2msqb5vXWkvi+ZuiYgrrtoatqsW2No/vxPvkTpBt0qQ+evb2w+Tpkdixh/B8/QrSCM95+VXwnP8AxVV5z6kZd3D5WiZWrd2Gfv0Hw53PxnpKRVJRMIVdE47lUba8yQRk/RaMN7kur7E+n3Xsg3nO3t4N+AxVHrLGQvZB6za+JtRaYdZdurZF9x4deE7yIndCwMDOGBjcDSFDemHoCALyyAAqEJFjBmFsdCiixg/F+InDMSFmBCbFjSQcjSYoRxOUJ2HegslYtGQ6lq+cS7haRNBaTuBaSfBaSxiLJ5htx/GT+3D67GFC8nFcS7yIGzeu4tat60hJuUWITSFgphkozhcQF+SgsCjPQHFJaQFViJKSQpSV3cHdsntspbu4e7cM5eXlqKigyivMtJaXlpaguKiI+yng/gi02YRbB5DVvC0boG39DqwV6pxK4JUIzLYEzgaWMy1YdlRO9r8ez9HzLDCXt1vgnJh4A1evJuLChcs4c/Y8Th0/hWMHjxl43rtzJ7WdqgLoHZst7dyMPTsTsG/3NhzYswOH9uzCYULvsaOHceL4UaOTJ47h+LEjOHrkEI4Qig8f2o9DB/fjwP692L9vD/YRkPfyczsJyFu2bjZwvH7juiowXomVq1fwu1xGOF5COF6E+QvnYc682fyuZ2D6zGn87mMxKXY8JkyK4u9iDMaMi8SoMeEI57NyBMF4KME4dGgwQkKDMHBQIAIH9EWA4DigN/z7dEev3ooE64zOXdoTjNuifYdWaNPWjzZBUzRv4QPfZt783fK/7sO+kvJuQnuOUGzLszHtOdkngmPJwDIBmbaOvczaxoZmC5yr4flzz7Nkw7LdFiZf/R083yPACUgfFloh2wJlR6+zPNFarpBthXZrSCsVDMu8dhLJZw/g1vHdSDy6k+CscO0dSDoteNbYzqqy/Tk8n7M80J9V17bBWaBcDcuUlgus5eWVHhByBc42NAuS/0h2rrMNzwJmRznmOmt/1vV/gmfb8yx4flWZbcD5RTk/eyeNAH8b97NvojydwJx6lUqEcp4Fww9zU/C4gPew2ILnZ0XcJwG9MueWAea7enlx+xIKbpynLqDo1mV+9qapyv2yOBdvTCVua2gqgbE8zLYHWvBsA7SA2tELLc+z7XUWKDvq9b0cvOL3qVYgbUP1x0fKsb6DH80QTQ8IsZ9Cqq0QbssT/fevKIVyf+MI0S8J0arGrXBuK4Rb3mkNSfXPbwTAFohrnwLkn19YnugfnwumLaCUBNC2h9b20gqmHYHawDTPRzApaLa9zzZcCp5NCDOBWF523Qdd90t5lHnNbxQ18LgQXxEmNU739/IOE3K/f6oxnwvxgdu+4vf0KPM6ypMuoez6WZQmnkHZbUJ06mVUZt8wL3HeqCL6kyLj2ZX3WWHbf/qgnHKeM+d/eq2IAR7jcTG+eVRSLRukv39aVv2ywH5R4OhhtyuH20XRbIDWS4I/AmfzooDX/f2rcvNS4E/vBc+PeE68H+94r9+U47vnd/DyTjqKk84i/Tz/q0e348TmJdgyYxym92qHiX6NMI7QHNfMA7NbNsKCVo2wpE0jrOnojc3dm2FH35bYTXjeN6gtTkZ0x6WJQbg2LRK35k7AzZnjcIIP0R2hPbA7MgjHZsViS1wMRvT0h5dzQ+N5rldf4gOexk49Gl2CZhldZgxJhZtRbm4NaNS5mWWSHWYt0PM2hacEbq0ogXMrGkmt2FoQbcu7STMaBj6EaHmkq4a0IkybKticFoTbqp7ntlJjgrc8zlYBL4Fj6+qQ7VZ+nWFXmxZAK+dZgGuHTmt7O99ZXmXNq5W32VHG4/wHsrzRVqEtAaq8vdq3JHiW59mGZ/uY2k771DVYFb31gkAvCixp2lrWyLyAsB8OmlfoujV0lu6v5R22KoQLZFVEzAr5Vsi0KQ5WBc5W0TMZpzqe9inPvgXP7u6u/xae7W3M0Fx6UaGXGSYH2Yv7Vc51SzQnLGtM5zbK8e7QFW07UWzbd+mOzt17o1P3XujQtSc6Up269UK37v7o0aMPevcKQG8Ccu8efeHPtg/Vj8v69CIw9xqAgH6D0D8wBP1paA4cOASDQobz4R2BkaOiMXp8LKLipmPi9Nk0khdgBuF11pIVmLlYWkmDeSXmLF2FuRKXz1+8DAsWL8GCRQsxfwGNBuWeTZuCmInRmDA6EmNDgjGkRxcEtG2Fvn6+BGgv9KKR2sfbHf19GiCY/68hfg0R2dYLMT1aYl5QNywL64/1E8KxZcp47Jk/C0eWL8epdQTdLXtwecdRXNt7BokHz+PmkYu4fuQcdQY3jp7BrRNnkHLqHNLOnEPmuYvIPn8ZuTS0cs5fQu75C8g+fZo6gayTB5B2dBdSDicg6eAG3Dqwmvtawn0soObh+tG5pjDX7dPz+BxfgORz85F8fp7JPU67PA8ZV+cjK3EBMq8vRtb1lci6sQ7Zt9YgO2ktslI2IDuV8+nrkUlAzsxah4xsKmc9MvKoAi4nFGflcruceGTmSpuQzjYtbxPS8jchpWCTyTW+Td0q3oSbGsKpxGqvF6zE9fxlSCxYiquE4yvUpfwlRudyluBM9mKcylmEk1kLcSJrPo5lLMTRzAU4lDkLezKmYmfqFGxPnYxtKXFISI7D5ttxWJs4ESuvjMfyy9FWaDW16PxYzD0diQXnIjCXgDz9xGBMORKMSQeDEL2nP8bs6Iexu9juDMDILX0wdGNPDFnfA8GruyJoBcFiITWnK/rP6op+UwnIMSrM1Qbdx7cmHLdA+3CCyYimaDXUGy0G8zcf5AmfAQTk3g3QqAv/FwRk97aEWz+CTnOCZVNCT9P6cPXhMi8nODUiBHvURf0GllSp2oyJS0BydSbkOhGOBMb1BMr8TC0nuNR0hnNNtjXYt9ZkX1rTDa4EYNf6+hw/X78WnOsSbut8SXCuwc/WNPPOdbic0Gy3LgLsuoTaunVQg8tq1CbIclmtelzGeTOmPj9Xqw6hsO4XbL9AzSopl7huLUKx4FiqJRGWa7Pvr+vMc3ElrLuYaXmv6wm0uV1tfqamAzTb4Cxp2s51toYV1Mu5RtUv/9R/qdVLUPV38j4LtAXQNkQ77qsWAb9uvRrctg5at3VH30BfDI9sjajYdoid1QZT57fCzCVt2Be0w6ylHTFjQWdMmNoGwcM82Rc5s6/nM0vebYJwHQ3FWFMeaL08ICgTzGvW+IJgrfGerVYAXYfL6hGiXXnPPBvUJBDUQ88+zRAzdTgSdqzExSv8b6enIS+vFAX55SgquE94rkBebhnhuQRXr2dgw6ZdCGJf1tDLh+DM79yNvxNTzbyuCdFu6OnKZ2EDeHk3JGR4wq+lN1q18SEgNyMg+6Frtzbo0VOA3BEBgd0R2L8nBgT1RpCKdQ0JJOQMxLARAxEWPhDhowZh9LhQAnIYYiZHYsrUsZg6fSxmzIzG7LkT2R9OwZKlM7B81WxC1gKe21KC1yps27HOykPen4CDh3bi2HFC8pnDuHT5JK5eO4sbty4hKSURaemW9zgnJ914hvPzC1BYWEQoLsWdsjLcvXcP5RUVuKdWQHz/Pu4/eIAHlZVVekg9xoMHT6knlKYf4+HDp3j46CkeP36OR2wfPHjEfZWjmPstKChEbm4+lcfj/rE+B11HZWQIlD/Jzh8281yXmSHPs9WabY1sGE8nKKchNTUNKSlWaLh069ZtEz6tImSXVGiL/fjp02d4307gyMHDBOf92LODYLt1O7UVu7YmYEdCPLWJ82qt6R1brfld2zdj5/at2Lljm9EOTm/floCtCZuRsCUeWzZvQvymDdi0cT3Wq0r16pVYtWLZpwrVi+Zj3oK5BoynzZDXeDLhOA4xcZP4WxAcj8PosaMIxiMJxsP5exnK304wf0P9q8G4X6A/+shr3KcHevTqii7yGHftgI6d26F9xzZo255w3K4lWrVuAT+/ZoRkX/4fNBKHF+05/a890diLdgPVqLHsFdkU7rTtZGvQrqAN05Aw7ME+oIFemPE/705bx41grLYB7Q21n+TJZRRbjaoiW8iyhwTTDfFFHn+UjjnPkqYFzFqu1oZnKyda3tvbxgP7iABhw7MjOEvySNvwrLBtU2078RTSLhxC6pn9Bphvn9rNdg/B+YAZnsqM7XzthIHnoltnjZT7LHh2DNm2w7VteLaB2YZmwbW80wrtLnfwNAuSbS+zpGWCZnmc7TBsQbKAWKHadri25h3B2YZnbav1Bp41XBTh+dWDXLx4kF0Fzuk8N26bcwMVGYm4m6ICYcpz5nXwXj7gsR/lC/p5PAL78+J0o6eFqYRq3mflYvPe518/x3tzElkXTyHr0mkUXL9ISLthcqSf8rMaokpVtu0iYTZAC5gl2+vsGLqtfGlHeLaBWWHvdmt789VqvYFoVfiuLCXYCWQFrw8JrRbYKQT7bx8EsNJD/O3jQ0IswfrrxyacWxCtytz/i+Asr7PgWRW75X1W0TF5ruXRlhf6V4GfQsVf8lpUGZzgLIgWUNoSYDp6bG2wrs4frgrFtmWDsyBS3nR51XVNujaF+j8r0UuTdH53mfwus/G+Mg8fH8n7XoCvH7LVGN7Uhwp+39zuCX9jFYTlO/q9Jp5G6c3zKCNM30+/jsf5yXjBe/iWIG4D9A/yNr8nDBOgfyVI//iKgEx4/u6JBc1fVRZXV1GXvlJBOF6frlXXJoiWl9/2ritHW+Csomd25W07fFvXacvRC/2LkTX/qzzUhHKFpgui5YX+k7zQAuiyNFPlPvfqcSQe3ozja+cjfuxQLA7ohukdmmEmH64L2/tieQdfgrMPtvZshT0B7XEwqAMOBbfHkdCOOBXRDReiA3F+0jAkzhqH7KVTkDQ3GgcjArFjZH8cnTkJCVPiMIywI3h2dWpAMPaACnq5KZSakOwIx47zCqF2zEW2wFleYHlzCcs+bWgctSbYtaHaspPltOBVnt8mzQ08N/Zq6jCUlUBR8OxlwFYVsW1ZVbF9DLQ6yiriJQ/wv8Kz7X1W4Sx5nuURFtwKLvU5+/OmwjRBvHHjquPxfDRt8qG1/A9a+7wscLfyfQXJthdaxxI4a7lAVsfy8Ghs7pM6fY0tbRc+k2RU2sBsv2G1QNmCacHzJ6iVB9oGaI037ZgDTZDnfTYF0nwJ0U11ffLUC9Ktz2rfZmxrtpYXm2DMB5oVFu4QGq7CYITx5s253xat+cDkA7RDZ3To1B0dOvdA527+6N47AL36BaF3YDD8A0LgP2Aw+hJ6/QeEwp8Q3LtfsJF/30Hox7Z/QCgC+w3GgIDBCGIb1C8UgwKGYGDgEAwI5PzAoQgeNBzBwSP4YI/A0LAxiBgzERPjZiBmxjxMm78Ec5etxuK1m7B6yw6s27EP63YdxKbdR5Cw9xgS9h3H1n1HsW3/UWzffxg79x/C9j37aOTuwqYtCVi9di0WE6jnzpqJadFjMXbwIAzu1Q0BHVqiZ/NG6Ortih5NXNDH1xX9fV0Q7OeCEe08ML5XM8wO6YilEf5YFxOKLdMjsXdhHI6umo+zm9bg8rZtSNy9D7cOHkHS0RNIPXEKKSdPIPnUMT5rTyD93HFkXTiB7EsnkHvlFAqu8tlKg7Q4kc/X62dQfP0Uiq8dQ+HVQ8i/uge5l7cj5+IWbr8RGVdWI/3acqRdW4YUKvX6MmTcWI6M2yuo5UhP5nTKcmSlrkBW+gpkZ65ATsZq5KdtQGFaPArSNqEgncrgdOYm5GVRGuqJYJxNKNawTlkE46yCjciUNzl/IyF5I5Ko2wUbcDN/PW4Qqq9zOpG6Urgelws34CLbCwXrcC5/DbUa5/OW4XzuIpyjzmQvxGkDyQtxnIB8MGU29ifPxt6kWdh1eyZ23JyBbTemYeuNqYi/EYt1ieOx6spYrLg0FssvjcHSC2Ow+NxozDO5x+GYeWQkph8Ow9SDIxC3bygm7hqM8dsGIiohAKM39UXkBn+EremFIcu7IXhRZwQRkAfM74g+M9uix5SW6BrTAh0nNEW7cT7oEOmLTmGEkmHN0HawD1oGeaF5/0ZoFsD/SQ9XNOhUHx4dneDensDXhiDcqjacWhKQfQmR3oQer3qo35jLPeujfsO6cGpAEHanCESSk0t9KJfVKgZVH25Ozmjg7AL3+k5wq0fVoWoLmAnHhGa3mi5wJTRLBpxr0UiktI0roddNY+zWq0VwrkGQ/dK0TgJpVb3WMkkgXb8Kzl15Xq4EW8J6HaquE0GU62rU/RJfCpQJzTUkTmte01/W5nJ5oI0HlgBdm8Bbl+dfn6DH/l4vSt1cCfRsXRRybCKPeByTvqOIpH8FZxt47VxnFXhU/yZwtus3CJ4VPePrq37K2/SD2lafkRz3q2mpfv1a3NbZDEMVMKAZRkS2QVRcO8TNaovpC9tgzrL2Bp5nLOyAqfM6Yfzkdgga0gjtOjnx+Lom3o9aXxgJlmvV/ILX+wXq8j7a0v1UNXJn3nvdfw/nevBqUB/NfOoTaN143JaInTYMm7cvxqWrJ5CWkYrCojsoLb2PsjuVKCu5j6LCMmQSoG+n5mH3viME2vFo1b49vAgZTRVm7ecNv1behBFf9ql+6NK1Dbr3bG8AWV7k3n07EWa6EpJ7ISS0HwG5vwHkESMHYWSEwqyHYGzUcERPDMfE2FGEpDGEpXEEp/GYNScWCxdPx7IVc7By9YJqL/KWrauxY/dGA8iHjuzAiVP7cObcYVy4eAKXr5ytyj2+jNu3rxEYbyM7J42AnImCwhwTRl16pxh375ZQdwwcV9yvJBg/Nqo08PsMj5+8qNaTpy/x9NmrKr3G0+cUpx8/eU1IfkVIfk295Ode4NHjl2bZE7P+hdnf3XsPUFJ6F/kFRcgx8GxLwGx7neWB/hyYFWqt8GrLS6zWlkK/09MzqqXcZUGxIxjb+dIC5Bs3bpjK3KrSreGrVKRMBcuuXLlsqnifO3fWDIF18uRJHD16FAcOHsS+vXuxZ+cuwvE2bOdzZ/uWzdi2OR4JmzZSG6j12LJhHeLXr8Gm9auwcd1KbKDWrV1FKF6FVVUFuJYRipcsWYQlixdCFapVnXrO7JmmCNeUybGIrapOHR09DmPGjeZvIhJh4WH8nQxD6NBQPkP5fA0ZRDAOREB/5Rn787fVA916CIw7o1OXjgaMO3Rqi3YdWhswbt3WD63atEBzP4VT0x6Qx5jyakIo9qZNYsDYeokvu8LUUqHNIvvERLfRttA629b4VFeF29KeadiIdlDjxnBn6yZYplwJx25VcqW940JAljQtGYhuINtI9hD30VDReI3xhUK2BccCZnmWJYGywFnrHNfLK62w7vIcjessr6vg8RM82x5nTWudwrorCBif4Pk0sq4cIwgeQfrFQwTpg0in5HEWOGdzXV7iyWp4tj3QCiO9S3iW19kx19n2Njt6mh3BWdKQWo7h2Y7wbEOzQNgRnB3h2QZneaXtsG9H0P49POcRnHPwtIL7kMe5MJngfJ3Qf42wK3C+jPKUKwTn66jkfXyYJ68z9yF45r6e8VqkJ7yeB9k897RrKEm6zHtyHpkE5zQaQalnjyHjwklCzQUU3ySIp1sA/ryEoEaAtoeosr3QaiWT58zlAuyPlSXcrqganu0wbUGzY964/WJC99gG6DcaLqu8iDBZhh+eWh5ojYf820crD1rQ+meC2Z/farkgthJ/eS/oe4R/qKDYty/xP3+wioZJmv4f3xMEv39mAFt509r2L/LOvhEIq5jWfQPFAmiBpIDSgs2i34Gmltkgre0FjnaYtmDReF4J4wrPFjjLm255nPnb1W+5KoLhaQmv90463tzLMmNq29K42h8Jz5p+c5ef4b2pzEpEGX+fxfy93rl5AWXs/O8lX8ODrJsmz/1leZYJ4X//mAD+osSM+fzTu3L89PYu4ZlgrLDup/I+l/KeWvCsauoalkz6cF/gXmzW6/ptL7QJU//muQFmG6I1bXvYBdC29NJA0r3Q9/Pb+6f42zsuZ/vrO4Izl8v7bMK4vyJUf/0QP72+h48P8/hbvInC68eRfCgBZ5fS8BwzDEv7dsGCLi2xlA/dNWw392iNfYGdcDS4K06EdsOJYWxHdMVpwvPZcX1xbtJQXJoSifSFschaMhlnY4Zhz+hgHJ4+ETtmTENk30A0bUCAdREQKxe5AdzZIQr2BMwCZOUYq7ULetl5x9rGhmeFGcvjKU9z06YEZkJzs2btCGDt2Gq6DaGZMCnvL8G1EaFSudAaE1qFxP6/wLOB2CrZQy3ZBcOssO1P4KycZw1V9Uee50YNbe+1YFkebXloFS6ukHBN2+Hin8vykHs04HbmHCwPtCDaBmkbmu2q3Tpv8zlzv/TC4ffgbMOzwFnTjnk9gmc9fBp6En4bufPcPHjOjWl8evN+yvisGn/ZeJ4t77Mp3OVrhYgLigXhlsfH24Cxrlkh3TJcmzfXW+QWaNlKxcfaoG3bdjQQO6Bt+07o1Lk7H7K9jee4W8++6NE7kDAchD6E5ICgYRgYOhKDho9CcNhoBA8fi5CwKIRGjEfwyHEIGjYGAwdHIGDgCBqBw9AvYCj6sx3Qj58LGI5BgQTkASMxJCgCg4PCEdR/GAYNCkNISDhCQwnOI8Zi5KgJGDN+MiZNm4vJcxZj1pJVWLQ2Hqu37sYWAvLOExew/2wijlxKwqkraTh5NQ2nrybjbGIqzl9Pxdmrt3HqQiKOnr6AA0dPYsee/dgQvxWrVq/BkoVzMDUmGqPCQhDSrzt6d2yGbi0bokerBvBv7Y7Atm4Y1NEVw7s3RHT/Zpg5ogOWRvfGptmh2L4kAgfXxuLklrm4uGslrh9MwG15jE/sQ9oZPksvHOXz9Biyrx1F3g1C8c1jyL9BMKYKbh5G0e1jKE4+gZLUEyhNO8mW86kHUZi6HwWpu5Gfsg15qVuQl7YZ2SnrkJm6moBMiE5dhYw0ifOZa5CZtdaEWmfkULnyHHPb/LWE4g0E5HjkawxkwnJutjU+cnb2BmRR2fnxBGVriKd0ArEqX6dQyXnrcKNwHa5RVwrX4HLBGlO1+nzeKpzNX4kzudZYxydyl+NY9jIcyVpixjqW9qfOxr6U6diTNAM7bk0lHE/BlsQpiE+Mw/ork7D28iSsvjgBy89HY8mZcVh0agwWnByFeccjMPvIcEw/OART94Viyp7BiNsZiphtIZiQEIzozcEYuz4Io9YMQPjKQAxf0geh83sgZHZXhMzojEFTO2Hg5A4IjGkP//Ft0GMMYTmyBQHZF21CvdFyUGM06+8Jn34N4NXbHV7d3eDV2RVeHVzQqC0huSWBs3ltuDQlJDchnHkRmhpx2rMW6jUkTHoQAJWD7EqgVAg14fR3IizXd7LG2K1fj2CtkQIIyco9Vhi2Wz0XNHRyhUc9QjSXuVHyKrvUlgjRhGlntrbkjXat68KW+1UotqpaUxpmqXZta7gleZet8XuVWlObQFmXfbIz+yRX9hNuaOBJECfsubirkFQ91HOWB5qgLEiu8yVqstW0rS8JkjXkfeX+a9VWrQvts54JL3Yl9LqpmKMrz4lyVtVup/rW0IJ1VeviE+Ta0CzZ0Kv1CsdWX/c5PFv9j4a+U1/lY/o8eai138/3ae1PIeC12JfVp4Hvgd59fBA6vAUio1ti/JSWiJvdEjMWtcG0Ba053Zb9RnuM4m8ikL+B1u2c2JfWhjPvhbNTTR7HmnZ1rc0+tx7XacgmAbYz+1hX9o8N2J97ooVvY7Rt7o2OrZugW5em6Nu3OYaHdcGseRHYtnsZLl8/hfSsFEJeKe7dvY+K8oeouPsAd0rLkV98F+k5hThx9jzmLFiI/oMGoFO39oSXDujVpxP6KMy6f9fqatZDhgUQklWwawAhOQjhkSGEoqGIGh+GiTERmERInjx1rAmznjVnEuYvnIIly2Zhxap5pnKzCnZtil+NhG3rsWvPFhw4tBNHju7B8RP7cfbcMVy6fArXEs8RkJWLfBVp6TfZHySzH0kljGYQUrNRWJSLouI8lJWVoKLiHsH2IaH2CfUUz54+pwjEhNunT17ixYv3ePny4+/06tVXRi9ffuD6D79b9/z5ezx79gFPn743evz4HeH5TRVE2yJMP3yG+/cfo4z3saTkLuG9lBBfhLy8fCqX8JzL881mfyZIVlEvR2UQkNMJxmlIS0tFamoKwTgZyUlJBOLbpujYrVs3TSVuxwrd168nEpCvVQOypOGtLly4gPPnz+PsWQuST506ZUD5+PHjOHxYYxlrHGNryKYdO3Zgy5Yt2BK/GfEbN2H92nVYt2Yt1vJ5s2YloXjFcqxYthTLBcWLFmDRgrmYP28WoXgG5s6Zjpkzp2Gqhm2aonDqiRYYj48ycDx23BiMGTMKkaPCETZSNT1C+awcxGfmAPQfqCJc/dCnb1/CsZ7XKsTVFZ2pjp07o1379gTj9mjVWmlWqlHS3Lwcb9KUdkBT/h99vAjHtGf0ot2LkEs49qSd4UGbw8OTtt7vWtoqVVFw+j/b0XO2/WJLdo5l21jz2sZDkXQNLWCWbGD+I3B2BGg3yrY3ldZn6wvbuyxgFiDbXmdBs7zSam2vswXOyvdVNWqBpipNf6quLXC2gVqFxJTvrLGgBc9FKZe4vzN8gJ80yrt+ArmJx5Fz7ZgJ1ZbkdRY8q9q2wLkanlMuGnh2HJ7KznmWHKHZBmdtJ9gu+wNwFgDbEGyHXzvmN9vSss/BWZ//HJ5VMOzl3TyCUh6eVWTh0T1eewk/k6d7xvNWyHkKW4EzIfqBCdfm+RN6HxGeHxamE6IFzUlcpgJhPP9MnmvqFROynXftHIH5lAHnpFOHqSOcPm6W5d+4xHtzw4C4APo1z+NdBYGSgGwXE3OEZguc5XEtMNBsy4Znx4Jr9osJSWD54k4GXqna990ifPVA4xWXE1SVh6yQaYVda1zmf4Vn44UmvFkeU3mb7dzdKnj+4WX1UFcK81a492+EuL9+uM/Pq1AYoe61hrPS8e4aQLbhWXDpKEeQVh6zQrNNvjKnlbetMG27IJpyvnXdulb9juzfkO7/08JkvOL1vivPMcAsz/PXD7VvHYf37F42XpQoP1256ddwL/Uy7t66gnsat1vDj/G3pt/lk9JUPLvH+/YgG28f5eGr58X4TtBM/fBS5/iv8Cxo1pBktjSv5TZA617IOy8wlqdZ4dp2aLpdGM3W5wAt8P7bW37OjKWtsH6CM+/vT6oELm+4CokRnv/81UP8/OYefzt5eFpwA2X8b2bsXI/z86ZgW3go1gZ0x5qe7RHfuwP2BHTFwYHdcTy4G04O6Y5Tw6mw7oRnanRvA8/nYkbg1qxxyFwch+uzx+JEbASOzpiEvXNmIWbIcLQj8AqeVcRLucfKOXFzt8KzBdDqrGxYtkHScZmmBaHWOMg2PLejgdTeAZ7bstO2wrflfbYAWkXFvKvCtrnPfwPPjtO2rGWqxEhwrRqmSt5ne5gqDVkleJYn1vYEC3at/ViwLK+r9QbVegDY0Pr5w8BRui9urtyW5yqAFpDboCxpXsdRa0uh5rpHnx4qlrQ/+1gyMBW6KC+Nvc7yUrtSLvxeXAxAy1vclA++5s0Fzgp9tIqICZoFwy3soaSqxmO2llcNcdWmnVHbtu3RoUMndOyoKtZd0a1bD/To0Qs9e/qjR69+6OkfCP9+A9E3cBCNvGD4BwajT//B6D84DEPCozAscjzCxsYiPHoKIsZPRUT0VIyaOAPjYudg1IRZGDluKoZFxGDwsCgMChmNgYTkAf1HYmAggZttSP8IDBkYiWFBYwjQkVw2ohqeBw/h8pFRiBgTgzETp2HitHmYMm8pZi9fi6Xx27Fp7xHsOnkOhy/dxJmbObicVoIbWfdwI7ucbRmScu4iJe8ukrKLcSM9H1dvZ+AcQfrYmYvYc/A4EnbuxuoNqzF3EX/7ceMwMnwQBgR2gX9PP/Tr1RyD+jXH0P7NET6oOaKGtsSU0R2xILY3Vs3ujx1rRuBA/Bic3DkVFw8uxI0Ta5FyNgEZF3dT+5B99SDybx5FYdJRFKQcQVHGUZRmHUFh+n5qHwrYFmTuR1EWYTmbIJ1zGAXZB5CXvRe5OTtpFG6jEpCVG09tpNFI+M0j/Er5lrIIxwqxlpR/nM5lJge5cFO10tVyWSrXC46TCMa3ctfiZu4aM7yTIDmRcHyVcHyZUHwpZzku5C4jIC/BqfzFOJG3EMezF5jQ6sMZ83Eow6pevTdtNnalzsSOpOlIuCnP8WRsuh6HDddisO7KBKy+FE1AjsLis4TjU4TjU5GYczICs05EYPqxkYg7PAITDwxF9N5QRO0OxbitQRi7sT8i1/bFyJX+GLm8NwG5F4Yu7IXQuYTkmd0RNLULBsR0RsCEjug9rg26h/uh+7AW6Dq4OToO9EG7wCZo3dcLfr084dutAZp29YBPJ3c0busKz9YEVz8XuLcglPoSJpso/7gOXBrXIiDXQD33L1HH9QvUcf4C9V0IVq4EZGcCH+GwvoCYMKwhmYwMGBNqlUOsysiUGW6JsKf12taJ64047azta3FfhD5nwqALQdKV2yps292ZoOykzxKCq8BYodMaY9maJsRyn0qZkZQ+U5P70ggIGg+/no4vDzeB1o19hIeK/ilypIlqE3igMSG6IfuLBu6qR1GbUCzv8hemrWVAWUD6pYHmGlWtWabQbo3r7MT74ML7xX5HcnFzripyxWvmurr165jtBNo2QNuFvWpUwa6WyZsteFZ/Zr3As+DZippR/2VJ8+oH1f/Zw1fp89qXvT/tS/Ds6laLzxEnwoEngbQJhkY0QeT4JhgX54MJ05ti0oyWiJ7cCqPHt8JQ/lb8A7wIz+o767BPrcfzcOLx3Hgeruw3G8DPj3BNOG7Thr+ldr7sE1ugS5dW7A/bsU/ogL7d2qF/r3YIHtABw4d1RtSEvli4bCx27VuOxFunkZ2XStArJTjfR+X9h3hYXolygnTx3QpkEfouEcg2JsRjfGw0YT8Ig4cGYMgIQvLIQFOwa9SYEIyN4n9iwnBMmKQ8ZIVaR2HGrAmYM88q1rV46QwsXT4L6zZYxboStq3Gzt0bsP9gAo4c22nlIp85Rkg+SUg+S0i+hJu3riE55QZSUm8iIzMF2SbUOrMKknNMHvLdeyW4V37HgPKDBzz/ykoDzE+fPiPwvsbbNx+or/Du7ddGb998jdcCZMLwm9ff4s2b7/9Qr159R31brZcvvyE8f0V9jafPvuL+PxKe3/NY7wjLb3jcV0b3779AefkT3L37kOdXzvMsQ15BCftAhW4LmjMJzSoiJkhOJSCnEJCTqSRCchKSk1WR+6bJw75xU2M6a2znq0bXrl02Q11dunSBUHzO6Pz5s9QZwvEpwvFJwvFxnDhxzEieZAHyoUOHsH//fuzduxe7dinHeCe2b9+OhIQExMfHY9OmTdiwYQPWrl2LFQTk5cuWY9mSpYTjhVg4fwEBeT7mzJ6DWTNmYvpUAvLkOMQSjidNFBiPwbixkRg7NgLhkfIaK9d4CEKGhGDQYD6XgvojcGAgn8N94d+3N3r16YXuPbuhc7fO6NC5Pdp35PO8XVu0bNXG1BZR8c6menHelHaH6qtQ3k2amtowjVVThTZaQ9puHrLdDNDSxlBBUQe5e7gZuTWgLULZ89XbGLvEcppIdgSiHYVo24SfJPAlMHP5JzD+PSgbSP4MoDVtw7Nx6NA2dTzOFzY42/Bsg7MNz3ZIt1UoLJmwKSiW19ka09mGZztUW9Asj7PCtQXO0j2CrAC6JO0Sim6foU6hkH/6Iqrg5qlqkBY851/nuipwFkQX3VLOswCRgEJIsYaoulkN0NLnwCzIvptxleB89XfgLClU+995nB1DtR8Vp6OyCpzv5XzKl75jw3PhH8FzLkEpE5V3UlBeSNDOucZjXkZZijzOV1FOcL6vIY2ybhtwflJA+CI8VxKejeecsF2ZfR0VPG8VFitNvowS3v+8xHPG85x+/qQB6JTTRw08p7GjyrrMe6VKzxk3qz3Qr8sIX+UFUC60JJiW3pYX4s29fLzhub66y3Pm9yZvsi0bnOWFFUzq3lYSDq17nYRHBMrnvE9vygiQFYTQSnmBFUJ9D38yHmjLsymwkz6BsypHq6iYwrNfEZgdx2YWQBOoTUj382r95/eP8M9vH+LvX8sLbe3XBmgrZNvyPv/eW/sJON8KQCvyfldBXNK0XQTNhmfLy658eb3Q4HfDa35elMzrzOB15vA6Cc8aekp50ArDfqDc8CzeL/5uihXxwN8jf3sVSYkop+7yP6SQexMlUUSAvsPvRaHgD7Lw7pGqcBOEXxCiXxbh+xfyllth29Z1WOD8ht+P9OqOvs9sM61r/IbX+73GiH5ZbjzJxptsgzHvsSM028vt7Yz4vfzy7AF+ff4Qv75+hF85L3j+UcXR3pbjx3fl+OUj139134wB/SuXfctzfp1/Aw8vn0Dh7s24SqP/4JgR2Brkj239uuHAwJ44HNQDJwb3wJnhvXAuvDfOj/LH+TG9cGaMP85MGIwzk4bjxoyxyFgci1Tq8pyJODFnMk6vXokVcVPRr0tveLhpLGaFBRNkBZB6Q1jVWdmg3JCdoMKzFdosgNYys9wBnn18Wv4Oni1p2gJohXIrfNuGZ1sNPdixU54NLSi2pXkt92ggwPaiQdjYyJ73asyHxWfjPEvNfQnrPBcV0hI4yzNsvMAEb+VWm4eHCTeSNIa0INW1etrNTfndn0th625wcSH8uhO8CeKOoOwIz/Zytcp31n1S7o6j11mAbMO6oFnSuk9Qre15Lu7OfHCpyqoHDT8vA84tW7ZAq1YtafS1odHXjkZfR3QiCHfp0g1dunZHt6490aVzD3TqyIdtJ80Tjnv4V6kP/AnJ/r0D0Ieg3K9vf2qApcAg9BswGP0GhrINRcBAeZnDDTSHj4vDmEmE5LjZGD9tAWJmLUHs7KWYPGcZ4mYvw6SZyzBx6lJExy2k8Tob4aMI0SMI0aHRCB40BiEDx9AIHYXgwEiEUKGBow1IDxoQxvVV8Dx0FIaHRyOScD4uRiHbCzBj0UosWr8Z63bux84TZ3Hk8nWCczoup5bgdl4l0kufIUMqeYysO0+Qe+8JsksrkVFYgZTcUlxPz8X560k4dvYK9h47jg27t2BZ/ArMoUEaOysa4VEhNML7YERkT0SO64Hx43tiSqw/Zs/oi8ULBmDdysFI2DgCe7dH4sje8Th7bAaunV2M5EvrkZm4Dbk39yDv9gEUpB5GIYG5MPMgIXkfAfkAinL3ozh/D4ry9iA/l8rZbdq8gn3IK9qP7II9yCzcgYyirUgr2kLFW4W4Ctcji8opWI/swg0Uwdl4jDVeMqE4bz1SqGRCdhLh+jYh+lbeJtwgNF8rXo8rJetwqXgNLhSpavVyQvFynMxfiuO5i3EsbzEO5yzAgex52JepIZ1mYTeheGfKFGoytifHIeHWJGy+MRGbEidg47UJWHc1GmuuRGHVxTFYdm4UFp+JwMKTIzH3+AjMPRaGWcdGYNrhoZh8IBQT9wYjatdAjNk5AJHbCAkJARge3w8h6/0xcE0P9FvZFf2WdUb/+V0wcEZn9I1rh94TW6N3dGv0HNsK3SP90GV4M3QI9UH7YGqgN9r290LLvp5o3sMDzTs2gG8bd3gRihs1c0JjwpRnU2c09K5PuaBhIwKzR30af07mv+NK+HMh/Lm4WQWZXE0F49pwdrKKbzkRAt0IxQ2c+P+rxz6gNtta/N/VpGq4En4JqvIm1yNEGmm+HuqqJkSVh9iZUOyicXqdCc2Ey3rKQa79JeoRTBVuXV/H4fFcNPwQz8HZtTaBvQbBneBa/wvUoL6Q6skjLPgkRNZ1JjA7EXzrcVk91KpDkOax6zq5EJzd4cp+t6GXNxqr+JYiUNgvtPBtgubsI5o29oS36hjwuusT0GsRkk2BMOPF5f5VHMsukFWTkFqH8FuXkF2P2/A86+lFgjuvR0MnUZqu78Zr5vkrJLwOt6nL61aY9yd45rlXe4otgNZLBvVpNjzbAG3lPKt4oiJ/9GJRL2t5Xdzezn3WONNG3E8d3mcDz/zefHyc0bFzQ/ZPXhg8whsjx3lj9CRv9ktNETO9NfugdoiMbovQEa0IHs0I2vz9tG3MvtKb/WQz9pF+6Ny5Bbp1a4U+fTqiX7/OCAzsggEDuiM4uDeGDOmHESMGYGTYQISHBmDU8ABEjwlEXFwQ5swfjg1bpuLYqY1IzbqEEtqflZUVePTwEZ49eYoX1JNHT3DvwSPkFpXiVkoyDp84hCWrFiFm8jiMjwlH7NRITJ4+GjNmR3F/E7FgcRyWLJuG5StmYe36RSYXeXPCSuzYtR77DmzBwcPbCMm7cPrsQZw7fxgXLx0jIJ/GzdvnCciXkZZ+nYCcTKhMI2RmoSA/14Raq0BXaalUhLtlJSivuIuK+3dx/8E9Qut9PHnCc372lFD7nID7iqD7hnpLUP6Ijx++s/Re+gEf3n+P92+/x9vX3xGgv+P23+LFy+/w4tX3ePla+qFK3+M5lz/nerXPXnyDp4Tmx0+/wqMnH1H56D0ePHyHigdvcK/iFe6Wv0DZvecoK3+G4jsPUVhSgfyiu8jOK0Z6VgFS0nOQnKYQ62Re600kJd+oHsZKLwk0lNWVqxdw+cp53pezuHCRMEzb/PSZ4zh1+li1Tp46iuMnDuPosYM4cvQADh/Zj/0HdmPvvp3Ys3cHdu3ehh07tmDb9s3Ytm0z4jfHY+PGjVi/fr0B41WrVmH58uVYulR5xkuxZPFiLFhAOJ4/D/PmzcOsWbMwdepUTJ48GXGxsZgwYQLhOBrjxql45RiMHBmBEcNHYNiwIRg8ONh4jQcM6IeAwN7oF8Bnc+/u6NKdz+4e3QnHXdGhS2e06dAeLdu2RnMN3dTSj2qBpi1oazRryv98EzRWZerGXtUOCEXxKQXOluaNY6JKmv8kgq/sC6qB0rmMCLuUlrm6C6Ddq2Vva0UlEpBp/yhSUY4EydXBJpJjQZJDRClrHpxuwOO70H605Wq3DRtXy3G9vc5N67h/dzcdk2Kr6L8vbHAuIiBLBQ5e5zy2gmdTKIzAV5GbQuAk6BVZoc0Cx2d3NBRTjpkWPCsP+n6e5XFWoTBJ8Ky2LIswmXYRd1LPozj5nClKJIgWQAuU5XXOu3bSAHQ+/5gF15X3rGrbNjwTLLNvEpblIbxNqCMAs7WAmcdSXjG3K6PuED7LBKDKG64aikrwKwh29Dg7grOuQ9L0IwJtJbdRzrTxXnMfastU9ZrwXUlQ1RjSTwmrz3kPXt4lhPGzT0rS8KAwCfdyb6A0k/CeRnhOvYJ7gmeC833u42FOkuVp1vHZ6jgC1Mrcm7hPeL4n6E8VOF/kPeL3kHiGkHyKOm1CttMvnEDGRYLzpdPIusL7duMsj0Mo53U95Tm95Pm/4vm8plQES/MvBPk6V16rUamVy/yyjFB3VyCYaSBSywTP8jo/LuB5Odzrh3nJZv8Gzu8KoAWun8LEf36p4lZ2EbHH+JupgP0U/1D1ayNC8XcK25bn+Q3+i+D8Xz9p+pVp//fPr4yssaBVaExDXxEIPz40EC5PtoZ4+vFFGX54pmPe4bE1ZJflgRYwv+E1v+L38aIkGxob+1VpDmFU4c9F3I7n+lAeeQuiPz4krD7Ix+tyfX+8F9QrAvNL3pvXdzK4v2x+LhcflftMgBY4K/9Z8Py2QgXVdM/S+BtIMdB9P5W/T/6XBM96+VGemUiwJowXp5jCcS+4/9f3s8044F89LcJ3zwjCzwX1PDfutzok/J6gOZPnwe+D/6fnvOcqJveG1/WxnAD9QEXF7sAePszkMsvbTzi2AdqG5X/Je9YLiGfl+NkUfVMRsaqiYoTnn6g/f+R39xXv99eP8NtXj/Hb18pBr8APj3mvCpPxiP/JnH1bcGnRTBwcOxw7Q/pi98AeODLYHyeG9MbZ4f64MKovLo7th4vj+pmc51PRQTg1cSiuzRiF1CWxSFsxHdeXTsPZhdNxbctG7F2xAmMGD4EvwbKBq4pXNWHHKhgWxAo05Q22OkPL28rlCn32tJc1NuuVE2wAsmkb+BCcm0oE56bN28OXakqA9iU8N/FtzU6/OTy4vYdyngXigmd5lLV/Dz4U2AE3bkhIF0ATnj0NKDdGQzd2+upEeZ4NCPua9/KkEebVAr7eBGSfVmjWtBVBWYW6CMsEV2u4KV/jJTYdOj/v7uLBzljA6mFAWLl9yukTGFuF0OwxSJXzR+PbVbLgWcucnQm/7NB1vl6N7PzrZiZc2zFs25vLNJa09QJAsK6q1wJ0F16PKpTbhbsEyxYwNyJMqyKtGaKK98bbpzF8mtEYbu7Nh6gvWrVvxQdrB3Tu0QXdevVE9z590KtvAHoH9kffAYPQLygEgUGDETiAbSDVLwQB/YJN3rEUEBCMwAAul7Q+cDD6OyjQhGUTnKmAQUMwcEg4ho2agLGE5glT52Hi9IUE5eWYtmAtZi/ZhDlL4zFn2WbMXBiPKTPWYPK01Zg0eRmiJi7A6LGzEBFBgB42kXA8CoMGRhKUFaYdhoGBIzAwgGAeONTkOw8KHobg0DCEDgtHWOQ4jBkfi4lTZmDavEWYv3It1mzbga2HjuLQ+Ys4dzsFiRl5uJlTQtCsQM69R8iroLGq9v5jFFY+Rn7FQ2SXlSO9mICdm4crqak4k6gw7zPYdmYPNh7fhFV7l2Ph5pmYunIMYhcNpYIxefEAzFw+AAtXh2D5xqFYvy0MCXtGY/eBKBw7EoszJ6bi0vl5uHl1OVJvEp6TEpCTthP5mbtRkE1gztmPAsFxLpdRBfnbUVK0E8UF2zm9FflUHpflFm5HdtF2ZBZvQ0bxVqSWbEFKSTySijdR641SCtYhpXAdkqkkTt/OX4ebeWtwnUqkruatxuXcVbiYI63GxdzVOJe/AscLluBIwUIcyp+Pg3kE5Jx52ENQ3pk1B9vSZyKBik+bjg3JU7HudhxW3YzFyuuTsPzqOCy7MhpLL4/G4guE43PhmHeagHxqJGYfJyAfHYZpB4dg8t7BiNk1CJN2DMKErQMQvaU/xsUHYtT6fghb1RtDl/dAyOKuGLSgCwJmt4f/9LboEdcaXSa1RMfxLdBmnC/ajGqKjgTkTiHN0W5AU7Tu5wU//8aEY08069IAXu1c0LiNExq1ovyc0LAFwdhUr66HBl71aYzJM0poda1FQCb8NqjDVpWKnfhfrmfyW52dCG6q0cD/uatzAy4TAMuzXIcwS+glNGuYJycCoBuh2L0+t61LcK7jWg3PrjVdTEi18S6bXF95meuaKs0CUXmK6xBOq0Oq62m+BmoRnOsqH1nQzHNR1Wwzbq9LXQvi3evBtQGP7VbbVN+u4/IlajlZIK3RDmoSlusQ2mvVrk8QrUeAVjizgJrX4EzDln10IxVNJDQ3VYSJnx9atWqN9q3boE3LlmjZrDn7RBrX8uQoT1mgz+uso/3UkOoQnK3hmmrwOmronOsQVHnO8izXd1XoN/s99lWu7LPcKE3LC6286vrOBOn69Qj3quxdl9Bcm/CsKtuEZwPmKsj1JZy5rwbu/C49+Z0q7aRxQ/bXjdlH8rz1stFLfTwNfXca7Op7zXckLz/vi15ASJw2xdYI9A0b1kOz5u4EDC8EDPDFkJF+Jjw7Kq4Nxk9pj9gZ3TBpWneMHt8Fw8I7ICikLfr1b4OA/u3Zt3VCUHB3DOazUho6rC9GjAyk+iM8MgijxgxGVPRwTJwUboptTZsehZnTozFvTjQWL56E1WumYMu2eTh6chOu3z6OAtoWFZWleP7iCV6+ekmofI03r1+Z6crHTwjWd5GRnYmLhLvtu7di2cqFWLhkJlatW4i1G5dg0+YV2LpD1aw3EZITcNDkIh8gJB/BhUsncDXRKtaVTDZITb9FQE5CZnYKcnLTq8Osi0tUzboQd+6UosxUrr6H+/cr8KDyASofypNciUePHxOUHxOUn+HZ82c83+eE5Jd48+Ytz/cD9ZXxKr97+w3ev/uW0PwDvv76Z3z18Sd89eFPnP8T4fknwvMPhOcf8JqA/IIAbcmCZ3tarQXKH/DwsfQJlssfvCYwC5aforTsEc+9EoXFD5BfWI68wrvIzClGWmY+UtJycCs5A9dvpeDajWTeh5u4cu0KLvM+Xrp8DucvnjaAbEPxseOHcIRQLCA+eGhvNRTv3rPdQPHOXVuxY6eGbNqMLQkbCcbrjdZvWI01a1fwe12OlauWYtnyRWbopiVLF5giXPPnz8GcOXMwcxafQ9OmmZDq2NhJmDRpAsZPiMK4qHEYO3Y04TgS4eFhGD58OIZomMTBIRgYFEQ4HkA47g//Pv3Qo6dCqgnIGtu4U0e0a9cWrVvzf9q6OVq24n+1hS/tJl/aSbShqCZNm6KRF+0VvVxvpP867SPaBabgFpepqJZxAPC/Yw/96eLKfk52jaCW0nLZcr+HZguoFWHo5q5tCaYNbGl7S5rWsk/r7X1ZjhQrB5nLuF5yV8vtPLQdW0nLjANG58TlNgy78fjulJsnYV/zamlPmmmJ+xZcuxKS3Wj36fgG2HU808rzXAXOxQRkSfP58nbK+8xWMK3ld+R5FjwXEJCLFdKsfGCBZi6BM5fwnM1lynO2hnKqIHAJmDVMla2yrKuEX0HwFZSmXkRR0jkU3LLym4tvX0DutVPIvmwVNskhLOarqMkNwvZtefIIrVnygqYYD2tlbjLuE+jlcb2Tyv1/pjIzHJS83aoSrrBzgvVn4GyHaguYlbds6xnnBYk6RnnmTcIv4VtQxPugeZ3HAwKwzuNZEQGK1y5YU8Xsynx+Ri8LFHata04nxFMKO6/IUng1Yarg0zBbdmi0HXoub6U85yUpl1CYdAEFt88hJ5HgfIX35eopZLLNuHTctLmE6vyb57jdeXMMgZrA16qULYAmLBOGPxVV4zmbYysMO9WAnyUCt6CREkBXe6B5fx7np/GcU42Un/2smOv1soD36A1BTp5tO0RcAK2K3qr0/ZcPCr9+jf/4XgWt3uN/EpT/x3cv8L++f4n/+oGATGD+3wTm/+PnN5+keUrr/qfCuL97hn9+9wR///Yh/vY14dAU2qogBJYT+MoJj3cNeBoIrrS86wpbf8bv4VGOqmHzHmcTPgsy8KaUAHyvEF8/KMW3OtcnOt9SM77xh0f87MM8Qi0hmxD7jsD8riKHYquK2QTnjyoYxu10PAG3tlH7/oG8+Fk8Jr9HvWjgb+yeXuCkXjEArfD7Bzm3zIsIbaOhoLTfj5UKAy/i/gjxhOkPTwjUTwjmPI83hPaXpWkmp/qJXljw3j/P5/damIW3JbyOskJCtAq3FZlQdOVx2xAtULa9zY7gbACZ2xi9Iii/tKqNO47j/RNB2nxe0QJfCcIV8q19aR/3eX6F/D0l4+7NU8g5vBU31y7AmanjcDgiCEeGB+Dw4F44OrgnzoT542xkH5wb1QfnowJxctwAHCNAn50yHDcWTUTqmpm4sWoWzi2ficvxq3Bq01rMHz8enf1aoaEBQsJzA4Gs4Nn2Ajt6gwmCWm/Cpy2vsGSFMPsR9trCq2k7eEu+7fkg6ICmfh3g27IjmjRrg8ZN/eDZpBkNYB+4NfJmx8lOk60BcHbsXgJSTpvWwHRjNGYH2ogdqafeOvIB4UH4VavzbUywbkLQ9iGkNmnMh44BZeUZE8C9mhJELW+zBeZsCd0NnPiQcWpIQ60hjbMGNNTcCdB6e9qQhq4b6te3wFn53QolFEibkGqFVhOyG7i4w5MPhkbs6Jtw/00Jyb40BAXOzVWwi9foQ3g3xdG8mxOEJXld3Kql8Mom3jQkCcdNm3gT+n3QQmM30xD2a94KrVq0QdvW7dG+cwd06E716IBOvTuha0AP9A4KREBoMPoPCUXg0GEYMCwMQWEjETQyEgPDqBGjEDxsNB/kYzF0SBQGh4zmgzyMoDwcAweONNJ0fwLsAIKs1g0MspYPDB6BwJCh6B86DIOGC5yjETl+MsbEzKCBOgeTpi/B5LmrMWvRZsxbuh1zl+7ALLazFmzFrJkbMX3aWsTGLMP46AUYO2YmRo+ejpFhkxAcHIFBQWHUCIQED0dICPcfHEpjdjCChwzB4OHDaOyORPjoURg7YTxipk3BlDkzCeeLsDp+I7bt34t9J47ixOXzuJaWTGjOR2ZpMbLvlCDv3l0UPahA0cP7KHxUTlWg8HE5ch/cQWZ5EVLv5OFWYSauZt/GmfRL2H/7EHZe347482uw+vg8LD0Ui8V7R2PRnhFYcTAMqw+OwPojEdhyYix2npmEvRficPTSDBpwS3A9cRlu3VqF5OT1SM/YhMzMzTRoNyMnbytyCcV5hOR8gnFe0TbkSoVbUFAYT2N3A9ev53q2hVbYdRrn04s2IZVKKtqIW0UbcKNgPa4TlK8VrkViMduSdbhStBaXCgnH+SsNHJ/JX45TectwLGcRDmXOxUEpax4OsN1DMN6aGof45EmIT5pITcKmpFisv0njP3EiVlydgGVXJ2LRlfGYfzEac86Nw8wzYzD99CjEHhuGiUdCMeFwKKIPhGDcnkEYvWMgRm+lNg9A+IZADF/ZF0OWET6W9ELIwp4ImdcdoXMJJDM6I2hyB/Sb0Br+Y/zQPaIZuo1sho5DmqJdkDda9muEFn0aooV/IzTvRUDu2hC+7RqhWUsv+Po1Yl/RAI183ODh5YwGjZxoIDrRkBJgEpAFyYRMSdWrVRhLnmRnjZVLIDVeZBN2XZPLCV31CbV1vjS5yFbdBk/+v/k/ryMIrvNJhGADxbYIrBrOSKBpYLNWHSOzDUFR+cXKQTZ5yAJlE7Zsh13/qwTUBtIJkM6CPxdCP0HSemmmwn3WyzQ3ecZ5LfUI2fqMgVyeS+2adQmhBFyBrml5PI3RTHj2ZN/TzNce670VWrdsi7Zt2qND+07o0K4T2rDvaO7rx77Qm8dVH+fMc1UIeBWMf1kHNYxU2ZqwXhVmLa+vCp4px9mOkLFSSaqm3fWC0dmEjwuca9dxJuhznwT7mjW5vypvtqpW167xBVzq1WJfXY/9txO8PZ3RzMvdeMab+7RAi6bsL32ao2lj9tU0jBtx/54e7vDydEeTRu6EbA+qAZr5eLI/bIxWrZugdVtvdOjiix7+LdF/UBv2GZ0wdlJPTJzqj0lT+xCc+2DC5L7sQ/wRPqYXwiIlf4TxeRgxNhBjxwdhfMxgxPJ5OHkaIXlGJGbOicL8RbFYsnw6Vqyag9Xr5hNslxG2VmHbzjXYvX8D9h9OwJETO3D+0mEkp9M2L8nAvfslePK8Eu8+vMHHrz/i/ccPePf+Hd5SL1+/JEQ+xp2yUqRnphH8LuLYycPYf3APjp44iBOnj+D0ueO4cOUMrl6/gBu0+W8lXyM43iIoJ/EzqcjKyWC/ksU+I5d9Sj6KS0tQekdVrStQXvGAqsS98kpTXEtVrB8+ekxofYonz17g6XPq2Uu2L/H85WtC7Ru8MO1rntsbvHr9lnqPd+++x9u3P1I/4D0B+eNHgjJhWdOWfuY2PxG0fyBwE5BfKAT7ax7jAx4/e8fjvSMgv8GDR69x/+ErioB8/znulj/FnXt6gfAIRaWVKCi+b5RfeIfwX4TMrHz2n7lITctGUnI6bhKUr1y9iQsXrxGML+P0mQuE4/NGJ06ewbETx3D46AHsP7QHe/fvwu69O7CTYJywLd5AsdotWzchfssGbKBNs3b9KqPVa5fzOyUYr1iERUvnY+HiuZi/cA41G7PmTMf0mVMwbcZkM65x7OQJ/zJ8U8TokRgZMRzDw4ZiyLAQBA8eaKpUD+AzOHBAPzN0U+8+PU2F6m49uqBTF/7/BMcd2qNt+3Zo1bY1AbklWrT0Q3O/FmhWNb6xtw9/8960Sbxp3/D/oGlPU3vFy4RW29F+glBF/Gle02Zoz6rQZS3TZwTQLrRVJIGm5i0AtsH3jyQI/T1UN6CNZHmpFd4tJwoB111DigrQBd3ycHM7/k//SIqss6Lnfr9MUui1CwFfEK1juVNutOkE+64Cbx1XtWGoBgJobqeXAS6u8nbrfPVZ9T/yirt/gmcboDUvcM5VvrMDPBvPM434ysIMy/NcTMAsIWgSnp+W5hBECY4Fv88PNt7mTAucjQc6JxHlWQq9JkxmVAF08jkTml1ICMy5qjDk44Tnk4Tn0waeS29cRtntxGp4FrQacKYRIpC9m34dJclXUJx0uVqaL025aqkKnOV11nk5grMdcv07cFbYNoH6IbfT8bT/O9yP9ikY19jMBuKVs8zrfVqUYTy6gkpNP8xL4np5jwXvV6qH2LrHZQovt+A1xQCtLQG04FngbPK0CcKl8jwToIuTL6KA9yfvxhmj3OunkH3tJLLlpVdOONdre31W+xH4KhTZzmMWBGu5Deb3CXIKxVYV8GclKVwviE6vkgXP1cWzeJ+emHxs3i+C8xMaf0/4/eta9cJAoPo5PKuyt4bG+quB51f4j+/e4D9/fEd4JkT/8NJ4mW1P83/99MZqq0K3bZkCYt8qP1rw/BT/8YMA+hF++6YSf1Uu9EdLqlj93bNSA6BW8S+BcyZ/I8m4l8bvO+kGHqTexKOsZMJnBt6W5uIDofNbnq9yh38mMP7pTQV+fE2IfFWG719TL5UjXkSILTBgLEi24Vmg/e1T5UvLa23BtNq3BO3XBOgXfJipyrZV7O0qfzeXjTSt6ulP+Jt6wd/dG/7mPlRYhcC+MvAveCYUE6AF0u/uc3+KBNB3wP/TE/3W+Lt/kpOC53kZhOhsvCkR3PMzBHABtCBYMCwIFig7ep417wjP2kbArO1VPE2ftT/v6MFW/rSdR/3nrx+ZsaG/elaMt/zNPE27iLun9yBz81LcWBCLE+MG4/DwvjgU2hPHhvTE8WHdcXx4d5yM6I3jowNwbOxAnIkdjsT50UhaOQ2JK6bj9JKpSExYg8vb47GSoNKrXQd4Eh493FX51AceBGTb2/y5FJ5jQnIoK4xaQxppKCZfNGxMOPZqyQdCazTxbQcfeZ4Fz34E6RZtaST7oRHhWR5nhR3a+S/KaWmo/Gq1ChWXOO3BzlOw6u5MI9OJECuwre9sWle2ngTpxjy+N8/Lq1ETeDdWfg8h34yX7AMvb6tgl4zNRjzfhiqMVs+N+5LH2QNOTu40bFVNVmGDGm/UxXif5YW2QqnlaVY4pmVQulEeXObp0YCGaWNCcBPCLwHah+DO65JUdbxp1djHzWnUSr7Nudy3MZq38KYR6EtDtyUN3Tbo2LE9OnXqhM6dOqNzRz58O3Y1odbduvSyhnfq2w89+/mjZ/8+6BM8AAOGDkFoZARGREUhfPwkREyIQ+SkqRgTNwOjYmcifNJ0jIieirDRcRg5MgbhI+MwYvgEhA4eS3CNpCIQNDC8SgRuFeyiBg2SIgjPIzFg8AgMGhKO0LAxGDF6IiKipmDUhOkYN2muCcuOm7UGM+bHY86SbdR2zJbmb8Xs2Rsxc/paTJ68DJMmLUB09CyMi5qO0WNiaYBEYcTI0Rg2IpKGSDjCIuRhHsnzDENkVCTGTBiD6LjxNH5jMHXuNO53LhasXISl61dg0+4t2EuD8+jFkzh7/SISM24RnrORVVaEnPI7KKgsR/Hj+yh59qBaxc/LUfCkDDmPSpD5gABdnoNbpWm4Ungdp3JP42gGDbGkbdiVuAZbLy/AlovTsfliDLZfnoSd1J5rcTh4czqOJs3DqbRFuJC6DNdSVuJm6mokZa5Dao5CqOORRTjOKtqCzEJCdDGnizcbZVIZlOA4vXAd0gpWIzl/FVKplKLVuF2wBjfzVxOWCckEZRXoumAqV6/C2VwCct4KnucSHMtdhKPZi3A4az4OZMzFvvRZ2Js2EztSp2Nb8lQkJMVhy61YxN+KMZWrV18eh5WXxmD5hVFYei4SS85GYtGZSMw7EY5ZR8Iw/dAITD0Yhth9wzFx9zBE7RiCsdsGY3RCMEZsCMDQdX0xeI0/gpf3xsBF3dF/XhdraKfpneEf1xE9x7dFj7Ft0G1UK3SJaIlOYS3QKdQHnYK90G5AI7Ts2wAterrBt5srfLu4waejG7zbuKCRX314NqeaUb714eFdj4YYQVm5uQ0EagqxduL/rj5Vz5p2s6Y1/q3JRTYiHCvvt57+k078T2o7bU9Q1hBRTjUIdjWsbQmB9eoSGmu7oHYtAp+GWSII/5GsYl9W3rKg2swrNJuQrfznegrF/gycqwt3/W7+k+rXJTTXZ7/B8zT9hsKXPT3ZT7G/asy+QxEmnPb0UP9HKHWyvK46H1W+rl2zNmrVqPU7KVTchX2UJ41j9TvNBdDN/dDarzX7lLZo374D1cnUNdBY7Mp5lLdG4/PX5P6kGtxPDXmc2Roo57LaCo2urWtRhWzec56zHW0juSuMk60pGMb7o/BsA8q1CPgCZ6oWz9nkOteqyXPX+NFfwtWpFjzd6xGGCc5N3NC6mSfa+DVBm5Yt0FZpJ61aoJWfL1q28GHblPNN2S82Z1/YAl27tEL3bq3Rq2db9OunoZq6oB81cFAPhPBZNzSsJ8JH98bYiQLmfoTn/oibEYQpM0MwecZQTJ4+nHAcjumzR2H+4vFYtGwSlq+egrUbZmHjZv7nty3G9l0rCGTxOHJsO06c2oPTZ/fj3IVDhN3juHb9NBJvncWtlAsGmFMzE5FDO6KsvACPnt7HsxePCMqv8M13X+O7H77Dt99/z+nvjL76+huue094fYZ7FXcJwTlITk3CjVuJuJV0HUkpNw0kZ2SnIjs3g1CZTbjMRUFhHgqKCgicxSgleJfdKyMgl6P8/n0DyKpE/fjJSzx5+pp6U129+tmzt4TadwTk94RcFe/6JC17+epDtV6//kh9ZfTmzae8ZLXKWX792spZfvHiayPlKz99Slh+/ClH+W7FU96HRwTkRyi+c5/nW8Hzv4f8onvILWC/m1+KrNwSpGcVIiU9D0mp8iZn4frNZFy9dgOXLl8jKF/BufOXCMoWIB8+chwHDh7B3n0HsWfvAezavQ/bd+zG1m07sDlhMzbGr8e6DWsIxauxZt0qrFqzglC8pFoaz3jhYg3bNAez584kHGtMYw3dFEcwnoSJMeMRPSGKGodx0WMweizheJTgeASfSapSLTgOwqCQgQaM/fta4dQ9enVD956qUt0JHU2usSpUt0Gbdq3Qqo0f/Fo1Jxj78nlPO6CZKlX7GHk1oQ2i0GqvxmbMYrUGkjVkkydtLQd5qmCp7BQHcPagbWR7cS1v7+9lA7RA2cAp4VlwbXuPDWhzmz+W4NqCYskGZMeQb8GzI1hrvfE+8/NW/ZZ/lQXOtNsIvJLjcut8dG7av+Uxt73fdm609Pt1/HzVMnu59IXA2IZnR6+z4NmEbf838GxUIo9zFoE0w4R1C1Dl4bVkhW1LJv85VznJFjyrFUCXsFMovHkW+YlnkH3lhAM8W57n0puE5yQLnm1wlTQtmBUgF2kc5JsXqqV5wa7xQFeFawvmBfaO4CxYfnkvz8gGZ3mitU0F4dyAM/ehfdn703EF7jY8Cy4FzZpW0S55GeU5tgFYrZWnfcsAsiSAFtDaecWO4CzQFnDrs2rtaRukC2+fNzAtOYKz9iPwFTCrgrZdRVswrWPp+MoJt8Leb/LYtwnIKQagn9OgswH6eakF2wbyTWi5oNlWJpdZ16prVvEwu8K3CpLZ8Gw8z+811vIL/PPbKu/zj2/xv39+S1i2JXC2pKJh//EdgblKGrZK4Kyhq/7+zWNC8yP8zYDzA/zlQ2W1NF7yjy/vEmZLeL0FxiOu70DfU9GtiyiikXvnxmWUJ1vVzV/wd/uOwP91ZbEpPPYnguRfPjzEnwniP7+rwE+Ewx/fyHt+10C54FjgLNleZ4GzFWZtgbPWCbDf0jBWfrLG6X6kFyhKIyA0ywMtGQ80773gWsORKY/ZFDhTATJ5vR8T0h8ThuWFJrSr0ver0gw81+9V6Qn8Dd/n7/EhjfYn2cl4mp/G67W+bwG0XQRNMCww/rde5yrZAC1o1mdsabk+I++1wr8Fz6YYGb8TFRT7/uUdfEvY/1iaghdJ51B2fDtyti7HtXkTcHriUBwJD8CBIT1wcHAXHAntihNhvXAsvA+OjuqPUxOG4MrMMbi1dAquLSM8L5iMxPhVuLF3B7YsWoAB3XoYsHSTZ7ahDC4Lkv9IVv7Jp2nlvCgPRd5eD37Wo1EzAnJLeDdtY8K0fZrRiGvaCl4+foTqZmjo1dRUXBQ0OxFS65tQaGcahYRiZxpsnJc0LymUzwrnU9ikZVzaBq8A2sPFjUDLBxAfJKZatpc3H1CE6SY+NB6bmLwgU01bDyYCucltNMW55GF2Ngahk5MMZHmSatJ4tLxbMt7VyniXZNi7K/+Yxr5nQ3dCOo1gHy805YNSIVcmdLJtW7Tp0AHtOndBh27d0KFLd7Tr0g3tO6uCdUd06doZ3bp3RY8ePdGzZy/06N6bxmEfk3/sr4rWvfpTA9DPPxgD+g9B/6BQBA4KwYAhQxESFomwMRMwLkaFtOYidvYiTJm7DNMXrMbMxevYrkXsrBWInrIE4ybOR1TUHESPm40xo2dgZFgMhoRGISR4lAHoQdXALI00OcfBAudBIzAgOAwhQwm6I8djJME3Ytw0jI6eiaiY+YibuQrT5q7DrMVbMG/ZDsxfvtNowbJtNFDjMW8h183jNrOW0njl9tPmIGbqTEyaMhXRMZMI4NE8/2hMnDIRMdMmURMwaXo04mZP5PlPxqwl0zB/1Rws3bgYq7Ysx/qda7Hz2A4cvXIUZ2nIXk6/jKT820gvzUbm3WJk3y9D/qMKFD+tRPGLhyh9JVWi5NUDFL68h7znpch5VozMx/lIrsjEzbJbuFx6EReKTuB07n4cz9iKQ6lrcDBlGQ4lL8DBpDlsZ+NoylwcT1+A01lLcD5npQmNvpq9Eok5qwm963C7cAOSizcipYQq3Yjbxet/p5tFa3GdQJxIaL5WuAqX85fhYt5SXMynCpfjQsFynM1bhpPZS3CcOpy1CIcyFmJ/2gLsTZ2HXWlzsD2JgJw0xYLjG5OwIXEi1l4ZjzWXo7Dq0jisuDgWy86PxtLzo7DodATmHB2GGQdCMWPfUEzfHYopOwgR24MRmxCE6I0DMHptACLX9EPEqkCMWNYPQxf7I2R+Twya2x0DZ3VH4LQuCIjrAv+JHdFjXDt0jWyFzmF+6DSMoBPii1b9feDX1wvNezVCsx6e8OnqAe9Obmjctj68WtWDZ4u6aOBbC+5NasLVqybcGtdCA686cG9EsPW0QqvlSVaYtaubPMbW/0pyISQ7Sl5lAXB9J3mSpVqWFM5rvMD637JvcOZ/l0Dt5FyjCpy/4PoaZp/yFMtTW6umE1s39hlW+PUfSX2J3b849jFGmjfAXtfApSX1FYJke/5fJQh30hBV7Msa0LhtRIO2CfumpuyXJE17q29S+CWNS/V1OrYVXq2wcAGzlZ9sSx5z9ZH6jPbR3LcZwdOPMNrKwLPqHwig1bZs2RIaE161E5RLXEvjGxNuleP8SfI4K6dY4eYaS1l5yvpu2Le68tzZRzZQ4SAVEFLhMN5vfR/yrKs6d21eY13et7rcf33zfTgZL7obv0PPBs5o0tgNLZo1INw3Qoc2TdC1U3P0EBD3aItevdqzD2yLHlSv3m3Rp29H9AuQOmHAwC4IGtQVIYN7IHRILwwf0RfhEQMQOXowxowbhgmTRiBm8ghMnRnG/iYc85eOwpKVUVixdhLWbpxKOJ5POF6K7TtXY/feDTh8bAuOndyKU2d348LlA7iSeBSJN0/iZtJZJKddRhptv0zaCFm5twl/KYTYdBSVZBAKM1F6NwdlFbkQNFdU3sHjZ/fx8s0zvP/wBl9989FA8/c//ojvf/iJ+hnfff8TPn5FeH4ncH2NR4+f4O69uygsLkRegeA4n9PyJBcQkIsIyCW4W15qIPtexT1UPKjAfRN2/QgPq6pdP37y3Az19Oz5azx/8ZawSxB+oSrWHwjO70wl6+fPebwXX1VBr1oV6frXZY7S5548ectjWJWv7fbBgxeoICCrgNe9e49x585DlJQ8QFFRBQpNmHUZcgtLTG5yRk4BUjNykZyahdspmbh+K82EW19JvIULV67j7IUrOHn2Io6fPo+jR0/gwKFDBOQD2L1nL3bu2o1t22mDJGxF/OYEAnI81m/YREjegDVr12H5ipVYtGRpFRgvMOMZz5knr/FMzJg1HVOnTyEYx1gVqidZcGwN3aQiXALjMGhsYxXiGqxCXCFBGDhogFEfvZTurXGNu6Nr9y4E4w6mCFe7DnyGt5PH2A8tWjY3au7XjHCssGqBMf+3pkq1PMa0OX5XqZp2ENWwkcKtP+lzWP6UZ0zQNEM7qfbJJ2+zZNecUfSMpHXaxt7OrK+CYUGmrc/n/0jW5+RVFqRaMl5gB2m9Y760td2n8/oj/RHom2upOif7fG396zl9LtqZBuIJ7zwHG/a/KCGU2h5nR3B2hGdtczebQEB4fsA/tAD6cRGhmXpEIKksSCeYplaDs2BVMt5mFfEi3GnIqoo8AmK2Bc8V2SrqZcFz/o0zyLlieZ0zLx1D1kUrbLsg8RzumOrF3A/BQeAq2VArL7OKZdnQnH/jvJHgWVBtQrf1GQdwdiwM5gjP8kBrncLOFdpdxmNoH7Y3296fji14toaZkkeWsFQVRm6gXuHaVeAsCYYFt47gbMC0CpzlERbY2h5nG5YlzVvFz/SiwQoB13qBtKR5AbH2I0+xwrVtr7MtFQJT6LZ9LOUuW9sLnDUE1SfPs50HrXPTto/yrWv8d/AsWFUBMtv7rPGjFbatsaX//E65ys/x969f4h+qsP2DQrPfVQH0J3CuhmfCma1qcFbo8EfCrQpXvbfCtX8h4NqS1/iHF2XG8/y2It+Av+6l7k0BfweF1y6gMPE8Sm5eQjl/4wJOFd76WFlk4FljHv9VOb48xi/v5J2twM9vdAzBpbyyFkDbsqHZcdqGa3mpVejLBmh5mgXMjiHcmr6fdaMaoHUuqub97kEOAZrnRXj+qgqe31WoSFimAehn+u704iNd44MnolLF4fgbfFqk7y4Tb+8Tvg2EWxAtCP4dKFfBsj0vOLaledsLbXugNS/gtgH6t68J0N+8MPdK9/1HwsC3lfydFd7Aw5vHUXZ6B7K3L0fi4hicmBCKgyP8sT+E8BzSDadpcBwb3gfHIwJxOmowLk2NxK2Fk3Fj2QycnR+Hi2sW48ae7di9cjmG9OuHRoRhNzd2Tg192OH9e3gWLAuaJYU6y4OraeOZJkB7NlKFxxZootBlFQfz9uUDhVDt6c0OkB0wO0VXGovOBNj6hOZ68hApz63KgHWUln0Oz7ac6hJsudyVBlsDN40l6oFG3o3h2YSQzLaR3vqybdhYDzA+2JQ/pNAfE4otA13hnjK8aTA6WarnVJPLZODX50PDhdejIWBcCeDuvKaGhOTGfIB682HaFH5tabR2bIv2XTqgQ9eO6NyzG3qoKmZAP/QeyIdz0EDT9urfH30CBiAgYCAC+g00hbn69hlIWOa6ngEGmPsSljUW8oDAodRwDAgYjoH9R9CAHIlBoZEYEjYOI0fFImriLMROX4rpCp1euAFzCazzCa6LVu7EvKU7MGPeZsLoWoyvCp0eHzUPY0fPRER4HIYNHW/geeCAkejfn8cYMIzi8QbyuFIQYX0glxGoBw+zjhcxbirGTJiJ8bHzEDtjCWYsWIfZizdiwYoELFm7E8vW77a0YTuWrduMpWs28FzWEqhXYu6yJZi7dCHmLFuA2UvmYNr8aZgyLw7T+BuctXQa5q6YSU3H7OVxmLdmChZvmIll8XOwctsCrNuzFPEHVmLbsfU4cHEnTqccxeXss7hRSEO37AYyCcIZ7PuyKwnPT++h6OUDlPB/U/KG4Mw+pPQD4fkd4fkN4flVITKe5SCpMg03K67j+r0LuHrnBM4X7sepnK04mrkORzKW42jGIhxOn0/NwxHqWOZCnCDYnspZjlO5FuyeI/xeIPxeLFqBS8WrqJXUCly0xeXnuf5svj7Hz1OHsxdgX+Zc7M2Ygz1S+lzsSiUcp8wkGE832nR9CjZci8OaK7FYdXkSVl4aTziOxjIC8uJzkVh4JhzzTo7EnGNhZninqfsHY/LeEMTtDkbMriCM30o43tgXI1f3xOiVARhFOI5Y1AcjF/hj+JyeCJneFQMnd0LAJIVWd4A/4bjnqNboFt4SXeQ9HtYcHYJboH3/5mjVl1DWszF8u/L33skDPu0bwqtNAzT243+sGf8TPs78jzkTiuvD1YNw7FmPRmB9/rfr838j6BIMK0yZ0Kzxcp3rwl3i/9yN4OtKCHUh2CoX2PznCMUWJFvTyhvW/Cd4rgJn/UcJdqrgrAgRU/G6ap3gWWHbAnQXN+1DeceqXk24q+OG+vUIkHXZ1zhC8b+R4NWWILaulrN/sqpfq1VFaA3VpMJWUp0/lD6vfkqwKzj2atT4d/As+Xg3Mcs9PWhIErK1/X8Hz1rfwM0djT0bVcNzK7+WaCdwbtsWbWn0t2vfBm3atEQLGvsqMigI1rBWVjg5gVnDU9Wgalqt5mvX+QJ16n5p7pvuuSqPu7qrUrYz+0HXKqnqv0Ca372R+kYVPWxIeGjI/p7n5OuFZlSLFt6EeV906tAc3bu2RK/urdGndzv2a50xiGAcHNwZwaGE4yoNGdYDYeF9EBEZQPDpj6jxwZgYM4RgNBzTpkdg1uwxmDd/khmeadWaBdiwaQkSti3Dzr0rsf/wWhw5sYGAloBzl3YT2g4R4E4T5FRM6wYyMm8hIyuRYHwDufm3kU8boZj2SgnthVLanuUVRai4X4z7D0oIrHcJqhWfRFB+8vwBnr14iOevHuHF66d48/4V4fg9ofk7gvIPBpp//OkXox9+/JXzf8I33/7Abb7Dm7cfDfA+fPSUx3hg4PhueblpLVC+S5UTlqUKwjKB+dETo0ePnxFmn/M8NHayNW7ys+dvCMTvCb4a+ukdnj59a+D3yRMNA8VjPZWX+Csz//jRezx6+I6y2oeVb1H54A3u339tVFHxipD8nO1jwn2lGR7qTtl9FJeUo4BwnJNbjOycImRlFSA9PRepqdlITs5EUlIGrsmDfOMmLl27wXt+BafPX8SJM+dw7NQZHDp2gt/JUew5cBg7qsbaj9+6HRu3JGDDxo1Ys34NVq5eheUrV2Dp8mWE48WYv2A+5s6bRzCeQzCehZmzZ2DajGmIjYvD+IkKpf4ExqPGRBowFhQPGRbK308wggcPQlDwQBNO3a+qOnXvPr0MGGts485dFU7dvhqMJb9WGtPYgmLf5vIa6yW4hnCSx1je4oa0Gwi2lOBY0rRjdeoGDR0qURs1oGgPeVitrc/n/wWmjZf2kxyB9L+DZ3mcHQFU+qNl/yoLTB0B+v8TPGv5fyvLsfIpMtGyGZX/bB9b5/f5OdrL/nWdPkub1N2Lx5Z4HlQ1PAuSbXDOuXnRSNM2PN/LIRwKnk116Aw8LMg0UuVtC5yTCcufqlKrdQRny/N83Xicbc9zWTrBNPk8cpXTWwXO/x08C1xtb7MNzjYw510/x/2cNRJIy1Nstue5CJ4Vrm3nODvCs1RdJKwo3YCzti/RMXg/HOFZ+xO8C5QFzDY82+CscythZyl4E/wKdG2vs4BVHt0/CtcWqAqCbei2Py9g1ucdZcO0WtvjrP0IogTKgufPZecwC4wlhWerUrT0SoWyqvKd5YG2K20b0Oc9+3SdFjxbYdtWqLoNz8o1tseX1tjSAmiFbgugFb4tiDYA/f0rSu0nCZzlbbaBWfrtI6FNYz2/q8SvNEJ/eXuPkCeoKyPk3amSwo3vVIVQW+M169p0L3UflUNffP0Ciq6fR9GNC7ibcg2Pc1MM3Kqq9Q9PBc/38devHhEQVZVakK5QcIU8CywtgNYx7FBtG5g1L7C2l0matitmC4oFx5Wq0u4Qvm2HcAug5Z0WZJviZOWZBOgsA9AfHiqXWjnX2XirMaJN+Da/gzz+hvnwrSCAP8jgb4q/a+XPO373ellie6EVyi2ItmHYEZ7lkbbDuiVH77TjZ2zQ/vN7q5L3P759ZgDavLR4rmHPsvC88BoeppzCnXO7kL51CS7MG4djUcE4MLQ3Dgf3wMmhBOdhfXAqYgDOjQvFpckRSFo0BUkrZuPcgik4vWwuEndtwcH1axERHGJyz0wnyk7PrqL4R1L+oKsLOzzK2cnd5AlrmTvXNWRH66miYoRl5Rxbw1HJI93YdIp2bo6LqxucXCxwVv6cybWjYWig2AGcZcw6eqDtdZLmXfh5FfRSleyGevPbpBE8m3qhEdWQ0w1o1DXQuIWUeRjq4UYD0OROutXkg6wuz48w0MiV5+tO2JcR6GkgubmfDx+wvqagh0K02vPB265TO7QjLHdSwa4+PdG7fwD6Bg9A4OAg9B8yGP2HDsHA4cMxKGwkgkeGY1B4OEJGRmDQ0JEEYcLwwOEE16EE5WEE6aEI6BtKmA5FYMBQDAoaicGDR2FwlXc4iJAbEjIGQ0dMxMjIKRgbPQcxk5dhxmwC7ILNmLsoAfMWb8PCZbuwaMU+LFi2BzPnb0fczHhMjFuJ6KgFGDdmDkZHTjfwPHxYtMl/lqd5ICE5iLAcNCgUg5R3HBJKA2QIBg0ZgSEjxiBidAxBfTrGT54NVbyePn85QXgN5q9Yj0WrN2H5hgSs3rId67bvxvode6gdWLdjM9Zs24DVW9dhVcIarEhYiZVblrNdhqXxC7FowxxqNqfnYsW2eVi9fQHW7CQo752PTYcWYvORJdhyYjm2nVqJnWfXYPfF9dh/NR7Hk3bifPZhXCs+hVt3zyP1/mVkPExG1uMCZD8tRT77pqI3d1H4vsyo6P0dFH3k8g8FyHmfg4w3mUh5kYwbj64j8f4FXKs4gct3D+Js8S6cyNtIuF2Jg5mLcDBrAY7kLsShnHk4mE3lzMchM78Yh/MI1nlcnz/f6GiBNX04b56Rvfxw7lwcyJ6NfRkzsDt1KranTsPmVBXnmoa1tyZjzY3JWH09DsuvTsIyAvLySxOx9MIEAnI05p8ai7knxmDW0VGYeWQkph4cgjhC8qQ9gzBh50CM2xqIsZsDMGZjP4Sv8UfYql4Ytrwnhi7pgZD5XdF/JsF4SjsETuyAgKiO8B/VFr0j2qBHWEt0HtIc7YN80DqgMeG4EfyUe9yjIZp180DTzm7w6eCGJm080KQlDcVm7vAQHDcmPDUiPFH6f+glkkcDwjOhydPdDR6KEKnP/x5bd8nJjfNaxmkjF7gSON2VXuHEz1Aa79i9DpexVYXqz6G5Tl0N2fTlH8KzWebEfoL9hbzK8i438KhHQ9eFxm8DtGzjaeTTjOfQoCY/IxjkZ+s58zNuqMdjfg7Kn+tzcLbh2R42SqpTR/BsyYLnP5ZCrNWHCZ4bNvCohmcBs8C3WVMa7T402jktD7S20bb6jEKoFf5cq2YN9hVx2wAA//RJREFUQrOKb1mtipW5u7miUcOG3A9BtWlTtGzRnKCqqvut0KZtC7Ru0xx+Lblf9mH6zvQiQ3nggmNBshmyykFaLm99ffPiUAXYrJB6fede3u7sD3mspp7wbdYIzZp7mdQTv5Y+aNW6Gdq3b40OHdqgU+e26NqtPXr07IhevTrB378TAgK6YuCA7ggZ1BNDBvtj+NC+iBw5EKMJx6PG9sW48YGYEBPEPi0UU6YNJzBFYt6CcVi4ZCJWrJpKQJ6LhK1LsWv3ahw4yP/psW04efogzl04jivXThGQzyAp9RxSMy8iM/cK8gpvoKgkFXfuZuGevMT3y1BZeZ8QKgmGywmgFRRh+PlDtpVsH+Htu5eE3BdG79+/wceP76l3+PBRucxsv3pLcdnX7/HNd1/hux++Jyj/jD/98mf8/Ke/UH/FL7/+ZvTTz38hPAuifyFA/4j3H77By1fv8OTpSxNy/aDy0Sc9fITKRw+pSuqBmbbA+dnvVPnQ0qPHL6iXxjv85Ik8xBri6YXxEiukWsM/PTLDP73lMsHxS5SXv0BFudWWlT1FaeljFBc/RGHhA+TnlyM3rwRZ2blIS89GSloGkpLTcPNWMhKvE4yvJOLipas4f+EKzpxVDvI5K//4+CnC8RHsObgfO/fuw9adO7F52zbC8Rasi9+ENRs2YtW6dVixZg2WrFiBBUuWYM6CBZhFOJ491wJjeYwnT1U4dQwmxkz4zGMc5hBKzWdTFRhXj2ncrw96+WvYpu7oomGbOnWoAmMN3WTnGH8CYxuKHcc0tr3F/06yFTSusT1Mkw3RvwdlS9VjIHO9NfzTJ32qUk0gbOAOVbF2BGmz3EO5ypx3gGdH2RD9R8tVl8XOdZYEnJq3AdQRSB1lQqWrQrJtgHYEZ83bcG3LgmfqM3vwc9kAbaCZ05IKmum4OjdnFzcj+zxtOa6z1yvn2YX7dHax5KRUO+qL0oybv4NnG5wd4VnbqFjY/fw0A89GeZYUqn0vW8Ap2bnOAmcLmI3HuQqe7+WoWrbynj/lPKtgWM61k8i8aIHzH8HzvRQCcBU4O3qcBc2C5ZxrZ5B99TSyrpwyrUBa2zh6nm14tsHZqhRuTUu211nbCriLky8bD7b283m+s7zOjvCsPGyBtQC78NZ5E1ptw6/tdRaQ2vBcnVPMecGeHbLtCM+S5h3B2R6KS7L3q/0InuR1FjzZ4dqCSXvcZquAmCNYC7S0vTzVWqdq2xY82+clKNd16sWA9bJA15qBp1UF0gTOynm24VneZ4Vuy/ssgLZznwXQCuH+6wdr+CTLk2nl0laHBLPVcknb2Hm6P70iiNMo1VjI3z0VqBZUh0rL02vL5BzzGuQ9f1KUzHtzHXdTCdD8DQueC/kbEUzfz75poFbjJqtC9w+ERA3d9LcPTwjsVmVwVZgWPNsgLVC0Adr2NAuUbXjW+Qiev60abkp5zArHVlj208JUE6otj/O/B2gCfVk672Mm7yHhmeAsVcPz3Qzeb/3WbqGS/537mdfMUGZSeUai8XDrOMq3fnkny1yb43jXGhtaQ3spx1th6hruS0BsA7S8y2rtEG95oCUbuPU92Nv/1WzL74b35ae39/DNyyK8rtDvguejyp8nEnB703xcmhOFk2NDcDS0D46G9CY898PZUYNwPmoIrsRFIHXxNKStnoeLi2bg5NI5uLFnK45t3oRoAl9L3+bslD1RTwVmaPzKu/NHUvEZ09IotorQWMal5lVtsSFBWVW49YbUHhfa05OdaXUBCXd2wlbhGWtcT4U/0sCT91nhf1XSvGRCul2Ui6zj0gCuWq5tTDVsGvN649vQmw8+n8YGnA1AN28Cz2beZt7Ll0Zrcz1EaajyIepNQG7avDH8WvvwYduMbTO0buuH9h1phLaX2tIg7IQuXbtaQz9174Wevfqgp38/dOsXiN4DBhGYhyI4LAJDRo/BiHHRCB8fg8iJkxE+IQ5h0TEYER2L4VFso2IxYtQkDBsxHqGhYwmsERgwIBwDBoabMZD7G09wGCE2EiGDRyNY8MzpQYMiMXhINIaPnIyIUTMxLno+YuNWYNrM9Zg5bxPmLNyK+Ut2YtHyvVi08iAWLN+P2Yv2YNrc7Zg8Yx0mxS5BVPRcGiUzMXrsVESOiUVYxHjubwyGh49CWGQkwkdHImJsJEZFRWL0+FEYHT0WUZNiEDN9BqbMmYtp8+Zj1uLFWLyWMBy/Aau2bMDa7fHYuCcBCQd3YNuRPdh+fB+2n9iNrccTsO3oZiQciceWwxux5ch6Tq9DwtG1BONViD+8giIcn1iFHWfWYNeZtdh5bjX2XV6DQ4nrcfjmRhy5tQmHqWNJm3EsNQEnMrbjTM5uXCw6iKt3juJG+UncfnAGyY+uIOVJKtKfZiHrZQ6yX+ci600WsgnKGW/TkPbqNlJe3kDSy0TcfnEF15+ex5WHp3Ch4hDOl+/B6bKtOFq0AQfyVmBv9kLszpqD3YTePbmzsStnJnZkTcf2zBnYRm3PmMXpmdQ0bM8iEFPbOL01fSoS0qZgS+pkKg6bk+MQnxSLDTcnYu21aKy6PI5wHIWl1yZh4eXxmHN+HGadHoOZJ0dh6tGRmHxgOKYcHIHJ+4cjds8wTNgRiqitwRi3mYCxcQCGr+6NoSt6InRpN4Qs6IKBczoicEZ7BEzrgL5x7dF7IsE4qhW6jfZDl4gW6DDcF+0GN0Xr/oTkPj5o0Yug06MxmnVpCK92bvBs6WSpBdXcCQ1966NBk/pw86oDt0Z1DSRrSDRTwErh08714cr/VwPCmoerYNkNDdk3eKoqvyuNT+eGaFiXhlt9DwIzjSMV3qvrBtc6hGipHiGW8nB2QyMaZPqsu8KY2VdoaCgDzxpTWYW4qnKK7Xkz3NNn+cUGmp24nCCowmCNvZ3Rul1jdO/liz6BLREY1IZqBf8A3ovO3mjSlPDuVuWZdvr0Mu6PpHWfr68GaULyvwNnx/nPVY/SSz55lBVm7a3h/Krg+XMPtOZt77MTr7NObQ0t9SWhmYBb026/gKpPq/BYQxr13l6EWsJAC/ZrrVq1QBv1Yy2boEULQjVBt0mTBmjU2IUgzHNQmLyz4Jj3joDsyvvnrurkHvXYT/P34OmERvz+Nf6xr29D+Pl5oXXrpoTj5ujcuRU6dWqFLl1ao3v3dujZswN69+6Mvn27oX9gbwzo74+goL4ICQlg/xaAoUP7Y/jw/giPCMKo0SEYMzYU46OHIXZSGGZMG43Zs8dg7sLRWLpyPEFrKuK3zsOOPUux7xD7gaMbcexkAs6c34PL147g+s2zSEq5WB1WnZOXhoLibJTS9rlLW+veA0LywyJU0gZ4TJvi+ctKvHrzjHqJ12/fmtDpDx+/Ivh+ja+/+Yivv2Vbpa+++cq0guGvv/2G+pbTP+DHn3/GDz/9hO9//AE///InTv9gtrGh+ec//UpQ/iv+/Je/49dfqT//A3/563/iz3/+D/z882/47rtfeayf8eHDd3j1+gMh/bWB34r7j1Fe8dCo4n5ltcrvPzCh2hX37+P+g8fUE7OtdK/8ofEKqy2veMRlT3D//jMjhVSXlT3EnTuVbB8ZOYZX5+ffQ15eGXJz7yA7pxTpGYVIScnDrVtZSExMw7VrKQaOz5w7i+MnT+Ho8eM4fOQo9h04gN1792L7zl3Ytn07ErZuQ/zmLdiwcRPWrd+ANQLj1SuxdNUyPnuW8hm0kHA8DzPnzsY0gvGUmdP5/JmK2KmTMSFuEqImjseY6HF8xozhMyiiCoyHYOjwwYTjYAwKURh1IAL694F/357o2Vs5xl3QrUdnwnFHdOrSwYRUqwiXxjVu3bYNWrWR57glAbkF4ViVqq1cY+UYK6/YyjMWCNMeqMo5Vvi0llmtFV7tGGbtGE6tSDVJ0yasuuqz1rzlLdYyW477kRz39TlA28vtdQaoaRfZUOwY8mzLBmjbC23DtOBZoClwdsx9VvvfwbO2N4XJKCuXmH2P9l8lO2fa3l7T1jb/6qF2lF3x+/NlkjOfIfX4PKnr7GSkaY1V70xb0IU2oZOrK+pxeR321VJd2YfsDzU0X536FNvatDFr0/40nmflOytk29HrbMOzwrn/CJ7v56ahIkewSXDMUri2dMvApwXOhEKC4QMCniSAFjwrbFvVtuV1VrXt3OsnCb3HkXHxqPE+GznAc9ntKyhPVQEmC5wFsnaotg3OgubMyyeRcemEabVc2whm78hbzPNR2Lad6/y5BM7yOmsbgbMKjBURmm141n4Ex3albRuebbi0vc7azhGe5R22vc6O8KzW9u4KggXF2lb63PNs5Slb0rban6TPaj/yttrh2gLn9+zI7XBtQbVA3S4iZudCq0r0h0pVkbbgUzm7gmjBp86vGqCrwtEd4VmVrAXOyne24Vl5zwJohW4LoL/R2M9VAK0Q7l/ePCaAWUBsg5gNb38EcIK27/kQUg7vVyreVZVXbEO+HWauaS2zveeqHK4c7kcEzfsETYFqCaG56MZ5A8/lmdfxpCDFDAGlEGuBrqDyVwLlX989xj8I9f/45pkJ4zbh3B90nlZetWMOtFrJBnkD0DxPAastQay83AJbRw+0hl2TBNRWDvRtAn0KXhOg3xGWBdCSDc+vytIIzyl4WqRIgBt4oKiN9Evc3yXCsxUGrv3rukwu9R1+jtemMaEF0bpGAbTC1DVG9s8vPwGx7vvn9972QOs7sGVv/8vrqnDvD4/wy9cP8d2He3j7PB/PylP52+T/7epB5BxYj6S1c3Fp+liciBiEwwToE8MDcG5MCC5ED8fVuDFIXjQNySvm4DxbwXPirs04tX0zpowdgzYtWtCwcmcHxY6qyli0VY9Gry1HA7GWKRJTx0xrOzc3PhwUgkSpYIRyeTwbKRdZHbXm1WnzIeShDpWdJY1LVXpVCKSm6xlwdqqSjmuDtLXciR2qINoeTkrVX925X08+NL2b+6KJX3N4t2wBbxqTTdu2QnOCsNSqQzu07tShauzENia3qUvXTujavTPVlQ/ozuhMUO7arQe6du2Jbt380aNHX/ToGcC2H3r10pATweg7YAgCQ8MJzeMwYmwMRk+ajqgpczFx+iLEarzjeSsxac5yRM9YjLFTFyAydi7CJ85GZPRMRIyeRqMhBiFDohAUPAYDgiIxkKA8YNAo9CdIK1x6QBBBOijMaGAwj0PYHjI8FiMjp2Ns9DzETF6OKbPWYvqcDYTnBCxcvhuLV+3D0rUHsXTNISxYsR9zCNSzFsZj2pwViJ22AJN4fpOmzMGkqTMRHTuZisGEKZMwcdpExMyYiMmzJ2HK3ImYtiCGsByLafOnYtbS2Zi7ci4WrpmPpRsWY/WOVdi0bz22HNxIQI7HzlMJ2Hd+Jw5c2o1DV/fg4NXd2HdlO7UVey8nYO+VzUb7rsYb7/H+xE04cH0TDt7YhKNJW3A8hWCcuhXH0zbjZMZGnM7ajDO5CTidk4BTOZtxWtN5NKILtuFs0Q6cL92FC2V7caV8P67dP4wbD0/gxuOLuPn4Km4/vYakF9cIyZdx6/lFgvIZXHl8HJcfHcHFh4dx8dFBnK0kMJfvxLG7m3H4zjrsL16J3flLsCN3HrZlz0RC1jRszpqMTZlx2JARi3XpMUZr02KwJiUGq5NjsPL2BKyi1tyaiDW3J2LVzQlYfo1wfGUsllwcjcUXxmLRudGYdyrcDOs04+AwTKXiDoZh0v4RGL9nKKIIyGMTgjGKcBy+ph9GrOyLEcv8MXRxL4TO64Gg2V0wYHoHBEzpAP9YAXJbdI9qjS6j/NAhjHA8tCnaCpAHeqNFIMHYn5DUwwPeXQm1HQm3bV3h2YbTLRvAo7krGvg6w83bCS6EY2ePWnBvVM+qZk2gauBRH+4qtqUQXcGyUhkIzPWdCJIEOBWvMmkRNFpcaLA41+F0Xf7nBMz1+L8jILvUdoVrfUIz4dmJ8OxU1xXOEqHZpR4No7r6PIGZ/1lXGkRO9VRIS97g2pTg2ILk/05WfjE/Y7YlCLt8CS+fumjfqZEB5UFDWmPoyHYYMrI1hkW0wfDIdggZ1h49+7A/aMp+xfkL9huqZcB9qABYFSg7wrKm7YiWf4Foztv9oGPfZ8vuH+1t7Pn6lAuvuwENw8bs81QgzMeb8NykiWmbeHlVt1qvcGy9rFB1bgueLWCWaiq8mtJyZyeCr1t9eDa0qvY38/VGSz9ftGrpQ3BuRHkSnhsSghvAx8edEO0KLy8XSnDswmVuZp22a9VKkOyNNm2aoF27pujYsTkhuRX7vLYE5A7o168LBg7sZTRoUG8Cch8MHty3CpIDMWL4QIwYMQjhI0MwejR/22OHYty4YYg2Qz6NRGxcJKbPiMI89i9LFk/BqpWzsGHTfMLychw8sg6nzu0gJB/CraRTSM24iKyca8jhc7mQz9M7d3MIjQqpvoMHlXeN9/jJ84d48eopXr97gbfvX+Ddx5f48PVrfPXtO3zz/Ud8/8O3hF87jPrPhNm/4U+//FblIf4z/vTrX36vX6zl2v6nn3/lvKD4NwPGf/7L3/C33/5BOP6r2cZ8/pe/cZ7rCcyCZsHzL7/8k+0/Tfvjj7/hq6/+hHfvvjMFuQTODx89N0As+FV17JLSeyguuUvdMSopLUPJnVIzfaesAqV3KrisvFrFJfdQVHz3d/PFxeUoLLyLvPxS5OQUISMzB+mZ2UhNy0RySjpu3U7B9Ru3cTXxBi5evmoKc6ly9dFjp3Dw0FFTlGvXnn0E5B1I2L4V8Vvi+b1swNr1a7GSYLxshcKpF2HBooWYO38eZs2Zjekz5TGehinTphCM4zBx8iREx4zH2AkC49EIHxOOEZFh/C8OQ+gIjaAwGEGhg9A/eAACggL57FQRLguOBcadurRHh04qvtUabdu3Mi+v/Vo1g29z/j98+d9wUJOm8hzbFarlQVbe8ad5C5JVjIt2RhXACk4/h1h72gZeR7C2t1VVZ8fP2J+z4VetDdCS/Vn78/a2jp+xx022t7dVfQwHz/O/g2cbnG3Z8CxYFthKAl3ba6tpy3trTTuCsOBY4Pz7ytyf4NkG508eYBUj02c/QfHnMoDsYoFyNTC7NGDf6476zrT1aK/V4fOlNp8DkqbrutCmdBUkO3PeibZnPdTks8dWrfp1uW1tthTbmmxr1q+JLwTOn3udBc2211leaXuYqs/huTxbsHmLsCngVLi25XGWFP5cKe+l8mfZCqRVMOyuAedL1cNUZV09RuA9hvQLhGdCtIqGVRcMIwTfuUUITeH+Cc2CWUGxHaJte5sFzbY0r/XaVrDtmPNsj+lsQ7PtgbbDtQXOGtaqKIWAzs9rH7bX2QZnu1iYZFf71nEEzpYs+FXItiM8C0jtsGlNC57lddZ6QbGd0yxolhxDvrWdYNkGZgGxwFhQbHuWba+z5AjOjnBtA7SA1Ao1/lQASwAoj7Q+p888K7UKodn5zvI4PyvWeNG5Bpz/HUDLAy3ZYdw2SP/wXHm1Cge2vJq27FxbrbO8ngLVOzzHYodrSTdQrCJnD/Nv8n5YelRA8CzVfbUKnil/+1mJwtg1jja31bjZvId3+Z3a+cam6jVBU55hAabGif7h6R386UUF/vr2Mf7+lbziz/Db1xqmSXCvvGCdq/KBFQqt6t7W/bLB2YZpgaq8z9JXlUUGYgW0Op7tgRY4a/zuO/yNKSe6MucGHvNaXhCg397NJEBnG3C2AFre/TSjV3dS8bxEY20rdeAif5MXzLWpqrv2K4BWGLjxQJdqP3nVAK1zsc9NIO0IxPYLDBueNa11+m70vUh2+PZPLwTVD/DTuwf44f0DfP3uHt69LsbrZ3l4fOc27mecR8n5PcjevQa3V8zCeYLysYhgHA3rj5ORwThLY+bK1LG4pUJhS6bj1Lw4HFs0E+fiV+Pszq2YPyUWrZr5EmQJw1Xe5NoaLqVKjoahDEY7NNE2HuV1NlWqq8KS7IeJ3tqq1UPKPFgIzeqw9UBQh1yPoF6rav/aR30a3LaH29lZ3mk3GpNWBWyNJ6iKlN7eTWmA+tIIbIYmPs3h69cKrTp2QvsePdChZ0+079UL7Xv3Qkd/f3Tp1w/d+/dHr4HKPx6IXgH9jfe4Z+++6EX17Cn1M4AsUO7eI5DzA+DfexAVjN69Qoz69hmC/oEjMSB4NMF5IsKiZmDc5IWImbkCU+atxbSFGzFz6RbMWbEdc1buwKzlOzB14WZMIOiOmryMkL0Ao8fNIgRPxfCRsQag+weFUyrSFY7AgSMQGCQNQ+Ag5R1TIap6PQpDw2MwivA9ccoiTJ2zEjMXrsc8Hmvhym1YsnYXVmzaj7UJR7B261Gs2HwQS9bvxaK1/E5XrsacZUswe+liq122CDMWz+a5Tsf0xdMwY+lUzF4xDfNWT8fCddOxaP0MLNk0C8u3zMXKbfOxZvcibDq4DAlHV2HbidXYeWYd9l0iAF/djCO3tuF48g6cSqPSdxodS9+BYxnbcTxjB8U2U+J2mVtxMnsrgZggnL8d5wp3UgRiQXHxNmoLtRnnSiydLY7HGeo0dap4E05Sp0q5rCwB58u34uL9nbhUuQ9XCMeXK6XDBOVDuPToAM7f34sz5dtxsjwBx8o24XDpOhwqWUtYXo29BcuxI38htubPxebcmdhIYN6QOQXr02OxKm0ilqdEYUXKOCxLGoelSYTi5PFYkjQeC2+Ow7wrozHrXARmnYnE7DOjMecs509FYOrh4YjbF4qYPaGI3ct212CM3zrQhFZHru2L8NV9MWSpP4YsIXAsIXgs6I1Bc7oTkLug/5SO6DupHfyjW6PnmJboHtkCXcKaokNoY7QO8oRfQGO06EtA7uWJJt090KgT4bi9Kxq2cUHDVq7waOlGQKbh5OMCVwKyc2OKYOzU0JIz4diFcnYnGKtytZsTjTDBnAtBjS2NFg8aMA1otLjTeHGhIeNkhoCSVCiPMCngNeI6ti7yGBMKnQWaBGPlEVvDu7nxP6xIFCfz4q2eXn7Ju6BCfE6EQadaNIJq0ECqwZZgWP9LrrcqYjsJ1m0PtAM0K0TbFARja3uf5UV29/gSrTs40xhvhqAhzREa3gLDR/shNKIJhkb6YPioZhg5rh0N+Y7o0qMh3Bp+gboE6Hr1eMy63CfPzU4DERxXh2c7hGtXe501T+C2cpxtWP4ke14v9vSCz14ueDYvHngPNaa7Cgx6NtRYx57su7zgSxho5tsETX00njsNWQ8a1yrQxe/ExZn3ol5N1Ktbw6huHUu1a2m+lnnZ0cDdCY0bufPzjQjOTdFOUTPtm1P8/XTwtdTRF+07cF17HzPfpasfunZryb6uDcG4Pfr04e+vX2cEBnbFgAHdERTUk3DsTzDmb3ZIP6NhwwIxcuRAhEcMwqjRgw0gS6NGDcYYttEC5XEE5fEE5dhITJkyFlOnjcO06eMwa/YELFw0GatWz0X8ZoVfr8WBg5tx4tQuU6wrJY32bv4tAmEW7lUUoPJRKR4/LseTJ5V49uwJXr58gTdv3uHD+6/w1cdv8M033+Lb7+Ud/o6Q/AOB9wf89KcfCbR/wi+//mog99e/EH7//HfjCf7rX/8n/vbX/8Lf/vZf+O23/4Xf/v6/CMNcZvQ/TPtXbmd5j3+j9Ll/cPv/wN//8T/xj3/+T7ba7j/M8j//hbBsoPqfPMZ/4i9/kf4H/vSnvxOa/4Yffvgbz/FXQvM3Vkj1w+fGY2zDsIC5qLgMBYWlyM0rRE5uPlVAAC7kfdB0Pqer8oyzC8xwTmozMvPMkE7JKZmE4jTcuJlMME7CtcSbuHQ5EecvXMbps6dw6sxxHD95FIePHcT+Q3uxe+9O7Ni9HVt3JCA+YSPWb1oLValesWoZlvBZsGDRPILxnOoCXNNnCownI462QEzcpOoiXGOjxlTnGYeFjzASIAcPC+EzamA1GPfq1xvd/XugS8+u6NS9Mzp264R2ndujbad2/L+2Qav2rdGKv1ONbayaIaod0qRpY6pRVduYQKyQahXeamDUyMuDoCwPsjy7FnDatoXmBb4WPAuEP23TgHaHDa6WLHiVbPtE29n7sGUDrdYbe8WG26p9Odo32taqp/LpvOzP2Puwl9n7+Fz2tu6qxeLGVmBLkHWEaIGyCyHWBmZJ22mZDcM27Eo27Er2ehuuJcGyDcz2Z2zZ+3HchxwqgmhLWqb1AmuKYCw4dnLiM8BWfYIyZbdSHfaFNQXG7OurpXn2+VIN9ve/k1lGEZRrsu+u6fIFalG1Xb5EHbcan+DZ0ev87+BZOc+2yrNTCMICzlu4kyFwFjTfRDmNeIGoYPVzeL4rbyDBuTT1AuH0rPE6Z145ivSLRwjPRwi/R38Xtp137YzJWy25SZitKggmMLa9zYLl9IvHkXaB8F3VOsKzqZCdbo3vLE+4wrLlfZYEzFJ1gTCFaqdeRUHSJeTd4rF4vM/hWeBsD5WlVstsj7M81JaX2gJfO1/ZEXgNlLIVOAuobXCWV1nb2+Bsw7PgW+sEz7b3WuBtg7PA0tHrLAmitc4GdHt7ezt5plVgSxCocGg7JFlAKI+0vU/tw4xfXaVXZXmEOAL2PYnbEZptad6WAPpziDaqLMHHx4RKwtvXT8vwjYO07APh7iPhTu17gSeh7xXh8xnvme6Twv3vpOnFxEUjhfwr9P8hH3wadkteZzuP+/kdq4r40yIVPNP3dYvfl3LVCd38fSpcWh7hlyWETJ7zVzzP7x/fxS8vKgnQj/CbCS1XsSzl+gosrfBtxxxo3a9qaOa0ZMOpJFgVvMr7LIDWMQXv8kALoAXPmi7PuGrCsZ/xPF/fURExecWzeA+zeN9y8LY8w+jVPcLznSQ8KlT4/mXcTb/Az/N3kixdQjkB+iGv7Wk+r53X9orGgPFC383Be4L0R0H0Awuiv1dYNgHahmI7EuBzz79dgVsgbbZ9zfVvHuFHwvV3b+/j67f38OHNHXx4VYK3T/L4HRDuU86g7Owe5Oxcg5tLZ+D8lHE4EhmCw5FBOD5uCOfH4BbB+Qbh+vSCKTi6cAZOb1yJMzsJYlPj0NavBWrRcKyhoUsMHP9xIRwZkraRaBmKlldY3mBnVxe46C2rHg56KDRkZ+3JB5TeClMax8/doxEfQg3hzE7aWW8o3fQwUFi3pLehXjC5057eVBMz/JOvrx+aN2+Nli3bok0bVZPtSEOxC9p37o5O8hD3C4L/oFD0CR4K/5Ch6D14KPoNDcOAERFm7OPgcELvyFEIGTEKg4dFov/AoejTL9h4k3sRlHv1DuH0YPTpO8QSYblPn6Ho23cE+vXTWMjcR/A4DB4eg+FjZmLUxAWYMG0FJs/egJmLtmDWsh1YvO4gVm4+jmXxx7BkwzHMX3UAUxftwIS5GzGe20ZPnIfIsdMQNorwPHwsAoPD0E+wHDwC/UMIy6HDEDR0KIKHD8eQkWEYGhGB8KjxGDdlOmJnzceMhcswZ/lqzF+9AUvWbcayTVuxMmEn1u7ah037DlFHsH7vQazZsQ+rtm8jAK/D8oRVWLZlBduV1Aos3bIYizbNpeZgyZY5WL5tHtbsWYD1+xdj06ElSDi2FDtOL8eusyuw58Jq7L9K+Ly+HkdubsLR5E04kbYZpzITcJYgfL5gGy4Sgi8UbscFgvC5kl2E4F2mPWdawnHJTpwt2UYY5mdKtuJcKT9zh9uXbcOFO9twrmwLzpZuwtk7G3GmSqer2lNlG3HizgYcp47dWY9jpdI6zq/n8k04fTeBLY3xO/E4QVDWdodK1mB/4XLszV+KnTkLsS1rLrZmzsbm9JnYkDoNa1PisDo1FiuSJmDpzSgsvjEWixLHEI4JxZfCMedyBGZeGInp58Iw/UwYJp8egZjjwzDxUCjG7w5B9I4QRG0LwbiEEIyJD0LE2v4IW9kPYSsCMIKQPHShPMg9MWhWNwyY2hn9YjqgV1RbdB/dFl3C/dBxmC/aDvZGq6DGaDXAEy0DPNGijwea93JDsx5uaNrVBd4d68GzTR24N6sHN18ClQ8hzJsw68X/WCPCZENCpjsBi0DsLNjScEL6zyklgkaYk5sLJRAmIAqICXCqDaChkOQBdhMsEx7dNM//rhtBz1X/X3kB3AiCrvxPu/AYVF0CrlSP+6hLqKtLo8cSYZIGjlSb+6hFYK7NvqA252vVr2M8BfIQ1HYmNLvURC1Cc03XL1CDBpARDaK6XGfDuYZHstIxBNDqX+RxtqS0DlWE1nR97tfLpw7/8278z/hg0DAfDAn3wciophgR5cXWC2HjmiAiuiVGjW/PbZrA14/HcfuCn61Z7U2X5GEWKGtcYhXjsiHahmfjkSYcq2q2hqxSaokF0r+X5T23zv3TMt5HGoHOTvwe3ZTOIil8252w3BBNvAkM3p6m9WrsQXh2NUCsFxuuLgqZrw1XV37WvR77RIVpOxO+XdC4sRt8fORVJjS39GE/2AJdOrclEHdEH/8uCOjXBYEBndGfQGwrMKALBvTvhmDCcfCgXhhCOB5KMB5OMA4bMQDhI4MwKoJgHBmKsWOGIoowHB01wmh8VBjGR4dhQvRIAnI4Jk2IwKSJEYiZGInYSZGYHDMKkwnNUyePwYzp0ZgzexLmzovBwoVTsXrNfGyKX0Zo3oCjx3bi3PkDuJp4khB4BfkF6Sgty8eDh3fx9PkjvHr9Am/fvcXHjwTlr77F11//gG+//RN+/OEv+Pkny7v7y6//oP6GX/4i/Ya//I2w+5v0T/yVgPsbgfe3f/4v/P2f/5vg+3/in//xf+M//vP/pf4f6v9n9M//+H8t/ef/zfb/4Xb/F6GagC2w/oc++1/4x3/8b67/P/Ef/+P/xH+q/Y//gxAtAOf+/06g/u2/8Hd95m+EcOqXX/5BeP4rz/dXM/TTw4evUFb2gMB8j9dZSii2YDg9Iwdp6VmEYXmIlV+citvJyVQSbibdJBTfQuL129XjHZ87r1zjSzh56rzJMz546Jg1jNOe/byne7F9xy5sSdiGjfGbCMZrsG7TSqxZvwzLVy3E4mVzMX/RLMxdMAOz503DjNlxmDJ9ImKnRGNi7DhETRiFMVERiBwdjohR4aYqtXKMVYBLValVhEtSdeoBQf0R0F+5xv5QIS6pa69u6NCt4+/A2K9tSzRr1RxN/Xzh06IpmjT3MelSjZVC5dPY1CPxIhx7sW2sFCsvAbAgU6HMbmbaXtawkXKIP8nkEldFtP1OimRrJOiVx1nRbZqmHcHlHg0FwtZ28qq6e1j70HLrMxS3l7faeKw57aH0Mm1vf+ZzcR92ax/f8RjyWttQ7AjPNrT/e3E77Veg+5lsT7PjvAnXNkNqyiP8x/Bsw/Afi9spdU5pIrTbquVC+81VUM59KJya0yrsqu0kFXitU7++geE6fG7Upmqxr1P/X5P9ZY1adUyrZ4G2qVvfGfV4nvIq1+RzoUY92pdVsufV1uLzpLYzP8PnjFTXVc8ifrYB+1GPWlRNOHvWgmvjunDns/ALAbIdsp1944KRDc8CaxueVW1bRcNsGXDOuG3AWVLYtgBVIKr8YkGpwPkRwVHwrJznsqxrKCE4FyefI5yeRva148i4THC+eNjAswHoi0eN5znv6hkzVFXhtXMouMZz4rRjbrPAWbCcev7o76Tl2s4esqqUcGvDsz3Gs6Tz07yWC5zlbc6/fRE5N84h+/rZ31XtlndZXmcBsySI1ryWC661nTzihTcv4o4qK1eBs8BY0GvDs0DWhENzmWOusyBZsFySYg1HJQmg7f0IHj8HYUGuYNjR42yHa9uALnBXq3nBsCM8q+CWYFAeVU1bOb0CaDvsm7BNeLW9yu/vC4IJuQ9KDBQLkLVc6+WBtr3RtkfahmnBtVmvyuYVBXh9n58jxL2rLK7WG+7vZXl+9ZBhKuBmh9PrN1RedX8UDp+vYc0ovXxRpXYB9IPcGwaWX9/L5DEJjeXphE07lFtea4XJy3N/y8CzvMCSGXe5iNuX5uKrimL8+Ogu/vTyAf76XuMcW4XEbIC2i4jZHmh57O3Q7WqQJvQ7ep4Fz/JwyxNse6AF0Kq+bYdv3+F3fp/X9ij7OqE3iUCfijc877cVGbzXAuhsfre8roo0vLzL31LxDf5uL/N3cQll+jz/p6X83d5JIkCnXUNlJn9z/E1riKuXRRm8tiy85Xfynt/DR95/hZR/o2GtqsaGdvRCC57tkG1FAdjwbOdA/0pw/uUNt6F+eFOJb99WEKDL8fXrMrx/oqJtmXiRfwOPk8/i7rl9yN2zAclrF+IcgfnY+KE4HDUUp6eMRuKyGbixag5OLZqGo4tm4uT65TizawuWz5mOru3aGkPxyxo0Vh2MQ8t4/SQr31jgbBmL1eu4XX15sPSGV+Cst7h8KHl48QHqwwdqcz+qJR+gLcxYz5JXUy5r1hq+zdpQrdGseVs0b9EOfi07oGUriQ/odl1oJHZFu/Z8YHfsgc5deqFbtz7o3qMfuvUagJ4BoQgMCcegkVEYPGoCQsfGYGhUHMImTqUIqxPYjp9CozoOI8bEYsToGAwZEY3gwaNpGITTMCAgBw5nG2bCp9VqWUD/cAT2V05yJAYFj0HosAkYHjGNQDsXY2OWIGbGGkyfH495y3cSnA9gdcIpbNh5Hht2XcD6nRewJuEslmw8jnlrD2Dagg2YMGUexk6aQaN+Ms9jPAaPjESIcqYJyUNHRWDY6JEIo0ETMWE0xsSORdTkaEyaFYepi+dg1spFWLhuBZbEr8GKbRuwZtdmrNu7Fev3bUP84d1IOLEf204dRMLJA9h8fC/ij27FpqMbsfHIerbrEH9sPeKPr6VWY9Oxldh0fDm2nFqB7edWY/elddh3dYMJqT50cwOO3F5PUCakpmzCyXQqcxNOZcXjTO5mnC/ciguE4EtlO3D57najSwThi2zP3yMsU+fuaXo7W8IxAffs3S04I0hme+7eFq5Tu5nrNnP5BpwoXWt0nOArHStlSx27swZHSlbjYPFK7DNAvAS7cxdXa0/2IuzKWIAdGfOoudiWNhvxqTOwMXkaNiVPx7pbU7D6ZixWJk7E8qvRWHh5HBZcHI255yMx8+xITDs1HFNODMPkY8MQSzieuH8wJuwLRdTuYIzaPhCRCQTj+AAMXdsHQ1b6Y9jSvghd4I/gWT0wYHpXBEzpir4xndF3Qkf0je6InqPboOvIluge1hrdhrdGh5BmaBXojdb9mqClvxd8uzeAd2cXNOpQn3BMIGpTDx4t68O9uYZ4qg0P37rwaFoXbt614OJZA64e9eBKcHIleBkRrNzcaTARljUskBkaSBEf9WnYONHYqU+DyoxbrsgNC5YFiXY4siSPseRii0aO5Cz4I7TVcSUoUnUIbrVd+J+mahFy61RNW/PWsppOlmrUq4VaNILq0AiqTdCuzfU169fg8i9Rk9Bcw4Ut9SXh+UuC8xfUl05fcHurL7GkUGd7+vd9i4ZXkrSNQsubtXRGr4BGBOemCB7uxf9PY4ya6MP/TFOMjmmCkdGNDUyPmtAGofw+2nZygos7YV2VpLlfOzRbgKyK1jW++NK0NjAbaOZ6WwaeeY2W91vtJ9VRy3W21/zTkE+6NsI6gd3Njd9vFQA3auSKJk0aomlTTzQlBDcjBGu6SRMPeHu5E6b5GzFyJyQ3MLnLfn7eaNXKB23ayJPcgv1fa3Tt2hY9e/J317cbBgzojeCQfoTiQIwYGoARwwMxUlAcNhARBGNHjYoIxphRgzFuNH/nY4caz/EEQvKkaALxhEjETRqNKTFjMSX2k6bGjTPLJseMMdL8NPZN06f8/yl76/CqsnTdt7uq8ITg7u4aQnB3CyFEiBMgIcTdnQgJcSMkwS0CBOKOW1Eu3eXS1V0te3dv3+fe8zzvfb8x1wwLunqfc/94nzHnmLKmrbnGb322Hy6H9sHVyQpuAs7uB+F17BC8vV0QGHgUMTEBSEmNRF5BKsor8wiJ4pZ9GU1Nt9F9rwuPnjzBu++9jw9VTPLn+Ozzr/Cb34oL9e/wFYH562/+iO++/Qt++P6v+PHHfyWo/pWAS2glIGuSaUKtSICXsPvzX/4Vf/qnf6f+A3/65//Cn//635r+6f9R+tNf/heh+L+5LkFaYPrP/4Hf/+lf8fs//gv381fuh6BMYP7Dn/8Vf2D/H9n/889/wx/+8FcFzcqCbaQff9Qsz7/lcX/8yRcqkVdzS5cCZoHlq9fEhfqGcqGuqDyPsvJylJ0tR3FpKaE4Hzl5OTidk4VTpzOQfioDiUmpiItPQXRMAiKj4hARGYPQsEgEBYcgIDAIvn7+8PY5geMnvHDM65jKTO3s6gQnV3sFx3aH9uMA7+E+6x3YvW8rdu7ZjF17t2D7ro3Ysn0tNm1dw9+xVVi7YTlWrbWAxQpzLFtursB48dJFWLBovirbpCXi0rJTT5Owp6mTVHbqnrJNbEdPHMPf71EGQNYkgDxslMAyNUoqXhBQR1AjRZpFWEuyJdArgMlxwmCx6JqqVuUukcoYktxTxRwTAAU8BUp7rKdiNdVdjQVch2rebEry57uA8Cvpy3SLq0xr/fo6UiVEpK0r67yCTP0zX32OTMsyvU+k9wk8/xIo6326pflNSYibWJmNLcs6KOvTxuAsVmflnWewPr9mKTZIlvUnuPbjeqK+/K3oQ9gVyW9HT8JWGcsZSfrEa0gT38uyjvxhymW9+vbB23wPvt2HkMz33Wst+9/iGPAtWc733ztctxe309y0BY75Tuf7uw/VdyA/w4z7N+NxDOJ5DObv2lBeI/kzhc+JJHsdOno4Rk3kb+essZg8eyymzZuAmQsnY/biqfiVXp5KLM4CzrrlWfoEnCXeWeBZ6jyLZFrUUnVJ6ZXVWeKaxcIs1mbNqvtIrJ+UxDxL5u3W2ko0EpzrLxfi9vk8ZXWuKsskBGcpaNbjnusqClW8s+huRTHqyotxi8As0KzHNoulWQfma8VZuF5yWk3LcoFngV8Fs0aWZzk2AWaRTOvgLBZnAee6S6UKnkUC32JJFpdsPVGYDs26u7aAtR5/LZLpNrEmGsBZ4FW3GAs0S/smOBu7aws0N14Vq3ypmtatzzo8CwQLOBsDs8DuR/cb1LTAscC1rKt/hrTy2dIvYP06PGvgbGxNlWzNOoS/T6DVrcefPGjFpw87CF7tyh1bYpulXwBagFmyb0vyNL2El7h8P20iNLJf9JQgLDAsrvICx8aZzvVs5xosv/pjQ7W8T128f2LhbyIg1l/W6lyL279kahcvBsncLi7d77ZX432CpmSufr/7JmG8llDOY2D/0xb500JcuXldCLCSrfrh7at4fOcGXjTcxAetd/F5dwu+eCyJtbrw3YdaGStx3xbpGbmN4Vl33Vbu2/dfJekSybS4TL8vf0C031YQLS7Veg1oHaAlJrvjahm6qyvw6PZFPOUxigv3e+1V+KCzhte/lvuvxYf3CcJdfAbaLuNh0zleFyl9VUGA5jPK6yIALdOqlBWv12NeN7FCP+f3UAE0r/FHvJ96MjE9K/dvCdC6ZVkgWiTTuku9Ds4C1OK2/fULyc79CN98+BhfEbZ/814XPuMz9OFD8Ti4jfd4nV/UCUCXoo3f7fqsOFSFeeKcpz3ynXYh33UfKvxccC74CAp93JDp7YrTwd4oSIxC4FF3LJ4zm4NtqQeqDVr/kTQXTr74VHyypgHyMharlrgvSSzSOP6wThiPURMmYezkqZgwbSamzJyLKbPnYdqsBZg6eyEHtQsxhTA8dSanZyzEjBmLMHPmIsyatRizZy/FnDnmSvPnLzfIAgsWWGLxYin3tA4WyzdixRqC7eaDBE9n7LIlnDp544C7P2yPBMPeKwx2nqGwOxKEA25+sHL0xp6Dx7DngAd27HXC1m0HsWGTFVav3QXLlQLLWwnPOjgLTOtQvRWr1uzAuo37sHmHHXbuP4z9DsdxyD0IHt4xOBGSipDYbESdLEFsejniMyuRQMVmVCI85QyCEgpwIiwRHj4BcPXyhvMxL9i7u8PayQEHnO1xwMUO1i42OOBKWD58APZHbODodRDO3nZw9XfCkTB3eEUfR0CSH4JTQxCeFY7ovGjEFcUTfhORdCYFKZVpSD2fgdRzGTh5LhUpFQlIqohCyrkIKhInz0fh5IVIpF6MQPrlSJy6FoWs69E4XRWtah3n3YxD/u14FN2JIyDHU7EobSQoNwksE45bxFLMaQFlgvHZrkSlsk6CsgByRyxKumJR1Ekgpgo7CNtUQXsECqmC9nC2VEc4p8OQ3xaKvNYQ5BCOTzcGIJOAfIqAnFHvi7R6H6RSJwnLSXXHkXDLEzG1RxFdfRiRVe6IvO5GOHZF5CVHhJ2zR3CFLYIqDsK/7AB8z+yHd8l+eBVb4UjBbrjn7oBr9jY4ZRGQ0zfCNpWQnLwe1vFrsC9mFfZErdTij0MIHgHLCcgW2OC1FKs9FmGF60JYEJCX2M7CYusZWGI1Cwt2TsfszRMxY/14TFszDlNX8kd9ObVsDCYsGIExs4dg/NwRmDB3JEZPG4yhEwZg+ERTDBs/AIPGEIRH9IIJJf+gDxxBOB7Wh6DcCwOG9MbAoX1hNpTrDJY645wfOABmpvxOmYo10hQDTdgOMMhUrA5Sco3wLLCs3OQkiR8HIhwkiXu1crHuEb+jHPz0J+QJ6OntAA5wFPiJa7TAs/z7z8FObxMZ7BhguD+/94bpd0QSgzbgbYLz23hHrMsKFLVkX325fV+xUPd7B7247B2uIwCtILr/r5V+NYDw3O9NeH5dAs/GAC2t1HUWt/MJkwdi6YqRWLdlAtZtHY0NhOc9tuP4XZrE79QE7LQZiS17R2HbvslYv3UyZs2XvAj8vN4EaO5Ld8fWJZZmHZp1GS8TGJYs1ZIFXDJTS0ZwAXE9O7gqrSXnwnOWab3UliToMjV9h4PivirmWOKPx48fSggejWnTxlDiXi2u1uMxffpYJZmXBF0LFog1mc/cktkwN58LC4v5sLRcYIg9NsfatRJ3bIktW1Zhx4712L17I/bs3oR9uzYQjAnF+7bggNVWgvE2pYPW2wnHBovxwd2E4D04ZL8Xjg4aIB+ylVaDYmO5OB4gHNuoaSeH/WodJwdZdoDgLPC8F25O+3HY5QCOuNnB29MZgX5HERXhh9RUcdFOw7kLRbhefU7VT27jmOXBo248f/c9fPDhZyojtcpO/cUPBObf4VsC848//jP1N/z0OwLs7/8DP//hP/HHn/+bEuD9d81qTAncKv3xXwnB/4a//PW/8Jd//k+2/4l/+tt/Gel/sf//JTz/bwXQCp7/9F/c7j+ofyc0Czj/C8H8bxQBmhD9e4Fo0e81K7NIXL1//N2flH748Y/44QeJdRaX7e/x2Wdf4f0PPlFxzTW1dSivuEA4Lsbp7Dxknc5FesYpJKckIzE5kYCchNj4GIRHhSEkLIhg7A+/gBM44Sslm7zhccQT7oePws39CFzd3OHk7AQHRwfY2tupsk37D+zDvv27sXuvZKbeSijeiK07BI43EIzXYM36FQqMV6w2h+WqpVhqsQALl8zFgsWzMX/RLMxbOAtz5mvxxtNmTFEZqqdMmwy9rvG4CWOV9LJNeukmkZ6JeuhIguZwQiMhWDRoOKFzGMFSrK2cflOyTMlgrRWrr3KVZjuY8wowJWnWYLE667HIArMCrq+D6iso1qBV7xfpoKzr1boaFOvr6H1vrqOv9wqetc/WP0eW66Cs70+XlGMyNdNcuwWWjaW7e/8SOIvkPCVZ65vg/KYEmsXirCdsFSgWQDbWKxdrDZ4FmnVwlpAalc+Gvwn/CJwVJBOGe4snjZFUP9/zb/Xmu7wP3+t8z4mHkfw+9O7P96V4KvE3pJ9pP/QnHPfnu3oAwdhksAl/26SCA6/1mBEYPp7P1aRxGDt1AsbP4HM3axqmz5ewuzkE43mYa74QCyyWYJGlOczXLMearWuwbvs6bOL7beu+rdhuvQO/Mi5P9X+CZ5nWS1s1XiPMXL9gZHUWcNbAVNyiBYQeE/bE8izwLDWfW2oq0HBVLIcFr6zOZwWcTyt3bYl3vl35yuos7Z3yItw+W8jlr6BZLM4CyyIBZx2epf81eJakYVWEU4KSnsRMLON6XLZKDGawOBuDs7htS8IwY6uzDs5v1pkWaNY/S+bb+ILWrcXG8CytzAvMam7IWpIwY4uzgLOAoUhPOiZwbQzPArU6NOvgLBLgFbCWdeSzZJs34VmWy7ZiYRa3bSn5pGeN1q2o+r6UlZrgLKCsZdCW8kT38eXze5zuxG+edCiAFgu0uHULMMs1EsiV69PBa66uG6/5A4kRNzwbAsSaXkGyPDfyx4tka5d7pd+vLgKgbCdu8rIvdd3F7Vm5tsufCwTG6rO8lho8P2+9rqzOAtACz+92aXreUYPnbWL5v66sv48IsGKdfcx9Czw/vVONdxtu4cNWwm93k8qc/cWLNuWu/SY86+7bxrHPml6PeRbJvA7TYoUWiBaAljrPOkC3Epxbeb87+Qw8qD3H47qAx3cv40XzNbzXRoDuquZ9qMYH96rw3j3ex04Cf+sFPGokJBO25U+Ajhu8JnyGm/nctvN57q65oABazlEA+gW/j++18vw67vQAtP7sSGy5lLUSSBZAFnDWrc8Czcb6zWO2fAa+fU8yqD9VmdS/erebAN6mMpd//ojn212Hj9r4rDXwWec96qzMRmduIuoTA3AxwBVlJxxwLsgdlaFHUejvjlRPJ5z0PYLT0SEIOuIO8/nzODCXuEVt8Go8mBVA1qFZsmVL5uwhfOkP4w/dqFGjMG7cOEyYOAHjpkzB+JnTMZkgPnXePExfsAizl5irDNXzllpi/rKVWGy5FktWbsDiFeswb9lqzF60ArPnc/m8V5o/f0WPFi5cpbRgwUrVLl26DisJt6sJzpslE7W1F/Y5+MHGLZjQHA4Hr2g4nYiDe0Ay3ANT4OabACevGNi6h2K/o7+yGu/a54ZtO2yxcbMV1qwjPK8iMK/ciGWWG2CxYj21gfOvtGrtZqzbtAPb9trCys4DDm4+BOcw+IYkITQuEzGp+UjNqUBm0WWcKr6CU2xP5l9EXGY5IlOLEJGcgZC4OPhHhMMnLBjHAk/A7YQH3Hyk1vFhHAl0x9EgVxwLcYFXmAtORLjCJ8odvgke8E/1REiWLyLzghBbGIrEsmiCcjxOXU3C6eupyL6RhpyaDOTWniIEZyLvVgZybqbgdG0ccuviNRGMpc2/m4DChkQUNVGNiShUbTxbgjPbkuYElLUTjNsIyO0yTXUQkkWdYlkmWBOaz3Qn4UxXEoo7uR3BubCTsNxNUKYKOgnIVH4HAbk9FLltwchuCVQ63eJPUPbDqcYTSCccp4kF+fZx5WKdcPMY4qo9EG0A5IhrLgi54ojASw7wu2AHn0obeFccwPFya5woIyQX7cExwrHH6W1wz9oKF0nQlbYZh04SkpM3wDphLfYSkHdFrcCOCMJxyDJs9l+CDZ4LsdZjPla5zcVKp7mwdJiLZQfnYKn1bCzZOxsLts/AnE3TMGvdZExfPQnTVozDZAvC8ZKRGDN/KEbMGoThMwZi+DQzDJtCTaTGDeTgwIQDRVMMHWHGgZ8kzhMXuD6E4X4cQPSFySC21MDB/TmgIhRTEvfbl4MPgVeJMZaya+I+LSBqytaM30f5TpoMIABzYDOgPwHYoH4EVV3KrVoGLpwWWBY3bE3atpI5WyUD4341yecSeCW+lhKrswycFDj3pThQ0lyyDeK8cq1TbW+8TVBUlmdldSXs8x2hAF2OUb0rtM8RC6xK9qIk63PgZbBKy0BMh+Q33zfGffr0APlzzsyEA3tTLLEYTTCeSngeh/XbR2KH9Vjssx+P/U4TsdduPMF5AjbvmoxVGyZg1rzBvCdiKdYszK+5ZffREoX9HTAb1OttsSQLMIvl+lVJJ6kNr8rdUaZiWeY91SVlnoYMG0jYMMHYsWaYNGkYQXmUikGeN2+SijdeunSmkoXFHFgsp9guXz4XK1bMNyTmslBJuTZutDRkr16ltHPneuzdu5kiKBOQ94tb9YEdOEgotiUU2xusx2IhftN67Cyw6yhAbE0gFig+ADdnGyVXp4NsbeHuYqck0yJXJ611cTyogPk1EaJdDlnB3dkaHq42OHrYAb7ehxEZ5ovkxAjk5JxERWWBqrVcd7cazW13cP9RO168fIYPP/pUWZq1pF4/Kevtt9/+Ed9//xeCKoH4DwTiP/y7AuY//+m/8Zc//y9lNdYsyNJq+tNf/ltJpv/5b/8b//wvbP/lvw36T01/4/Y98Py/FTz/4Y//qeD5p5//DT/+/q9GIiSLi7YBoMXiLBLr8+//IHHTEgMt8PyzSh4mpankPD786DNVz7mhsQWV5y4iLf0UwsOj4B8YCKlpfML3BI55HYHn8WOqPXxE6hgfwiEnO9gfsoGNrRWsbfYRjg/Cav8B7Nm7Dzt37+Jv1DZs2rJRuVJrJZtWYOVqAeNlWL5iCcyXL8SipfOwkNDxZj1jSYopEigeN1EDYqlnrLeShEsAWYdkqULxSyWc9NJOIt0iPJhgazZ0GN9tklOA0DdsuJJM65JlpoRKrdVkZgBNHVR1GDUGUgHZYcNHKsm0DqeyrswPHSblMDVL8Zv70td9cxt9mQ7B+rI3pa/zJjjr0pcbzxv3ae7OWu4XY3B+s+9NyXZiUTaWgLIuY2DWE7fqEijWAVn0S5ZmY3AW9eL77q133lZ6uxffy1Iaj8Csg7M+L9CsW6LFUt2fYNyP77v+4hHF95wZ33ODR/L3btQQDB8zFCPHDcfoCRwPSonP6RMwdfYUTJ/L39KFszgGXIQFy5dg8aplsFjH53jzWoLxBqzfsQlb9m4nGO8gGO/GroP7+C63hpWDDawdbXHQxRF27s5wOnoYbvz+uJ/wfAXPNy+UKhnDs4CyDs/K2szpRsKRZOCuv3pOAbQkCxN4lpJV9yQ7M4HoVTIuiS+WOtACRee5v/LX4FnAWVRbnq0lCjPAs1ieJeb5loBwWQFunslHVanmoq0D81XqSuEpXKZ0eBaw1ktV6ZZggWNJAiag3EaoEDBrZSvzEt8s0Cxu2rXnCnFLsndfKlEw3cztjGOdRbrFWY9zlv0LOOsu3gLU7QqeNWuxDs8igVhjcBbA/iWLs4Cz5pZcqqBa1pH1ZR8SM627Xgv4vAnPeqyzfK6AszE8y7ayXNb76H69AubPVfknDQD1rNuyXCT7/uRhiwJlyZr9zUtx2X2iWqnj/MWzLpUMTOBZLMticZY/FuQPBLkW+vVX1nv5E0L+dDB4L+geDPqfMcbZ3kUSSiDLJbb+YUOtSlb2uF7+FJAM53qGct6bm5KN/Dy6687hQf0FPGkmQLcJQN/AewTO9+7fwst7tzSIbpc48Rq828q2mSBNqBRofnK7Co9vcbquCi/rbysL9Ef37ipL/Ncvu/DDG+7bkon72w80920doHt0n9fzDYDWIVqAVc/ALYm9xAIupabaJQP3xWJ0ivW5qhz3ayrxSFy46wnQLQTojhu8H4ToewLPBOHuK3jacRFPWi/xHHhvCcjd8nwTnJv4HLfx2ZV50X0+549uXcYznutLAvQH/E5+0M7nhyCvey7IsyMWaN092xiadcuz0rMOfE54/uIpn4UXD/Hdy0f47r0HnL6Pr/mMSMI1Sbz22YMGfMznSBKfSRbxJ7UVeHIuB/cLU3D3ZAiuRXvjSvRxVEZ4oiDwMNK8XXDSxwPZUSEI9TyCFUsWY/hg/mgMMDHA8RAMHcofT/5QjhzJH1cpsUJQHjNmDMYKLE+YwIEh4WIaX46zpKTEXL4kF2CWuTnmLbfEolUSh7weyzdswaqtO7GC8Lli8y6+MPdizTYrzu+B+drthOjNWGi+HouWrHtNCxetVVLTi9diwaI1anqZxWZlLd64+QC27XbHLmsfwnMQbFwjYHckBoeOJ8DZJxkufqlw8U+Fq+9JuBxPhL1HNKwPhWDfQT/Cszu277bFlh3W2LCFx7NhJ1at34IVazdSG7Bi3Qas3rgRazZt4iB9C7bu3old+61g4+QMl6Mn4OUfiqDIeEQRihMz8pCSXYLTpedReO46Cs7fUMotJ0SXnENKXimScnIRf+okIk/GEaSlHnIo/KP9KB+EJPoj/KQ/IlJ9EJnmg5hMX8Sf9kNirj8SigKQcDYIKZVhSLsYhYwrMYTlBOTfSkFhfTqK6k9RGQRfTlPFTRkE4FMobk5BAUG4pD0ZJR2E3NZEFBOIz3QmK5UQkHvUpi0rMVJpK8V+kawjbTHbgtY4FLQLMCco5XfEIb8tFjmtERoYtxKMm32RQaU3+iil1h9Hct0xJN8+hsTbHoi/eRixNa6q/nHkNWeEX3VGmLhYX3CAf6UtvMus4VVihaPFe3G4cBdc83fAKWcr7LM24mDGOhxIW4ODJ9fANmE1rKMtsTfcHLtCqKCl2B64FJv9FmPN8flYeYxQcng2lrrOwiLnGZjvMBXzDkzG3F0TMIfQNWPjGExfK5mrx2DiMintNAoTF4/DuLmjMXrGcIyaysHA5GEYOYHfg/GDMGicCUzHEBJH9IHJcLEaE06HEIjNCMRmYhU1xWAzMwwxHYzBAwZhcH8zVe9YwNXElOsONOn540lKk0hmeuPBTb/+YkmWOpZSKo4QzUGLCWHYlNtL4ikTDlxMBvLzJSZ5AOFOZMJBjimB0JRwOlBzrxarsilh05QDHxMOhgSalcQyINZREcG3NwGwD9fvYyJWAxk4EcD7csAlib/EOiEDrd4cTFEaUFNsxR1P4pqVax4HWOLyLbWbTagBol6cZp+JnJNAqQF+ZTAmeqc3t6O0kBBN+jo6POt9xjCtsu3zOowZN5DwPBEbt83G2i2TsHrTSGzcOQKb94i79mjsPjgRO/ZPw8btU2G+YiymTOd9GCJu328RkjVoVjHMRgCttVqGceXeLn88KCv/AA5keX8H9eYguS/BoT+BwpRgPJCwYYYxY4dg/MRhmDxlFKZMG4Op08Zi2oxxBJhJmEtQXrhoCpaazyAgzyYYz8Oq1QsIxebYsNEc6zfwWd1sgc1blvdo27aVBOR1miV5zyYFygLJVlZbsZ8SSD5EYLW330vtgb0dxWkHsSKzX6zBrgLHlJsAsmH6zX5jKZA+RHjmQNWNMOdOuXLaxeGgkquIy2Xa2d4GTnbWcLCxovbAiaDuyn27uxCe3e3gf+Iw4qKCkJGWgOLibFzimOI2f98bmuvQ1tmIB/wNe/HBC3z4yef47Lff4MtvfsTX3/0B33z/M779gfD845/xw+80kP2JAC2A+8c//5cBkA2u1/+s6c9/JRD3SOYJ1H/9L/z5bwTuv/0H9a/401+pf/53/KyA+X8Riv8bv/v5P/ADAf37n/6G7/hZX3/3R3z13c/4+gcC8Y9/xHc//Rnf//5PPIY/4w8//5PSz3/8Z9VKIjE9gZjEX3/51Xf45NPf4r33P8b9h49RXXMTefmFCAoJVdmpbWxtVB1jqwP7VA3jfVZiMZYY4y3YvHW9shSv37TaYC225O/aaqxYtRLLluv1jBcZoHgWNQOzCCIzZk+mJlET+GyPxcQpY/kMTuBv8gSMGj0WI0aOVho9Zhyfz/EYOWoMho8YpWBUWlmmz4/g77pxxmo9aZYkwtJcq8XSrCXlEvUsHzGSsDySkCzALOCszZsNHdHTigYSXE0HD4PJoKFKkvNEcpoY1xfWawrrrcp5IvlOho1S0/r60krfsOGjlWQdKbOkr6+v92rfEt/8jz9P36expM94ubTGkmV6dml9X7qklrFUEDHhe15AWUnA2ADPkg/mH6lvf/kNkNAViu8eZVU2koJkvqcEenurRK3ybtT63uH8O4b3tHpXvwbJr8/rks+SP0g1azM/TzyYBPB5vLqFXO6z3HMpATaG471xE8ZjwmSO+6aPw+RZEzBt3hTMXjQT88znYOGyeViychGWr12GFeuXY83mVdiwfR228D22fe9W7LTeib32Vhyn7Ye1kw1s3ezh4OEIx6OE4mMucPFyg5v3YRz2OYKj/p7wCvLG8eAT8A72x4mgMPiFRSEoKg6hsYkIi0vS4Fm3Ogs8Syt9AjM6POsSi7MeI10vsb6qjNUFtHOA3m2wKorbrYCzptpX8Fwj8c6SVIuAeKmI8CxlpbJRYwBngeZbFQadlbrPeagpJWCX5FG5uFaUiasE5atsFTQXZOBSfrpqBZ6rCNZ6vPNdwrMCZ0KcwLO4ZQtAiwu3yozNY2/iMlnvdmUBas/m8lhyCN4FhDfCPY+xSayChnPrEqszJXCoZ9Z+zerMtoXXpJ0QKNmPOwk/AskCrrq1WYBPtwbrVmcB4zetznpMr0y/Cc/GlmeBHs0CbYBngtlzKY0kYCbwLJ9lOIZHjYSYFi3u+V3C9/v3ud3Denz8UABcIEoycYurtpSDklhqAWwBwlYFylq95if44aNnytooca9fvehWFmmxTj9rucXPua7+WKi/RAA+V8L7x+t6pgC3z/J8KkvReFGSfZ1Dk1w7tg3yDPE5u8Nn7+b5YlSJZ0FFoZq+y37J3H6fwPy0WZKViduzdmzvtknWbymbJZmnJfmX/EFwkedMUCRwPiVwSnmnl101eO8Bz+U+z+0eW3EpVuWfbuG99pt41sh91xOcb1/Dw9oreEigf3pbXLglYZdk0W7iuXfiu/cfqHJOUuP4x48kmZhYXSVxVjevwasM3PJHxMe8D8olWlqxOHMfAs4i6dMBWmKgH0n8syTYqz6H9itnFDx33ZD453JlgX7M83rWdBUvWm/wvKvwfncNXnZX493uG3jedR3P26/jWQOfiTo+X/LHEOG5+WIJWi6Vov3qWaqc+5MY6It4zHWe83v5sukm3muVBGK85wTo9w0QLcf6qSQ6eyIA3akSiol+81T+IDDoicx3UoTkpzz3ZxSfjW+eC0zfIzi34/OHrTxXsbTLnzr1vNa89i01eFZTgYcXC9B6Jg03c6JxIyME5xN8kB/shgwfZ6T7uiM/OgTRJ7ywYYUlxo0exx/UMRg/YRImTpyiNGnSVEyZIom6ZqhkXTNmzMZ00cw5mDFrLmbPmY958xdj3kJzLLBchUVrNmDZxq1YsXUXVqs4ZDtstnLCVmsXbLFyxeZ9zti01wUbdjkTou2xcqMNLFfvgYXldlgs2wZz8y0wX7rZoE3s28zBJ7VsE5azXb1qBzZussKOHXaEZzfssDrOF3MADrqGw/5INJy9E+BOaHb3Pwk3v2S4+6bAzScRzp6xsHMPJwAHYp/tEey2ccLu/fbYbnUQW/fsx6ade7B+O/e9cye27NmFbft2Y4c1BzsH9+EAX/iHPJz4gj8Gz+AABMZGEXRTkJhzGmlFBcgsLUFuZQWKLl1E6bUrKL1xFSVXLyP/4nlkV55FRnkuUs6cRGJJApKK4wjF0YgrCEW8WJJLQpFcGsLlQUgvD0LmuWBkXwpB7pUw5FyPQm5VLPJr4lFwKxFFdwi+DSdR1pyKs61pKGs9iZKWZMIxAbktCaXtKTjTkULg5eC1IxZl3YlKZ8Rq3Bmvps92J6GM02cIvqIyQ3umXctmXdJNOO6Ko8SiHIuCrhgUdMYgpy0Cmc2hONUaRkgOoUKR3hKM1IZAJN89jvjb7oitc0XsbeqWK2Jq3RBDSI6sIiBfcyQkH0LIJXsEnT9ISLaBb/l+nDizH8dLrXCsaA8O5+2Ey+ltOJSxGfapm2F3chNsktZjf9wag2v1cmwJFOuxxB8vwTavJdjisRjrXeZh9aE5WGk/C8sPzsRSgtPsneMxfQvBeOMoTFo/CuPXjsDoFUMx2nwoIXkYxs8fhtGzB2PU9EEYMXUQhk0chKETBmH4eA4YRxFuhw3koFDi8Ew5iDIlPBGiBvfHgMEELDORZLDuT9jV4NSUA6BBpgMxZOAgDCEAD+rPlhqkssWLJZZAKW7XkpBFJO51hDPdoqBnl9eymEr2UhkwiSv0O9xeQiWoAQRVU0r++Wfbl8Dcl+DcR8Hz24RoyWYtWZrfJrRy/T69uL1kl5ZjpBQ8E5a5z95Ur/5vawBNCFeJwdTgrT+3F4DmwKy3SINoGdDpVo7eMojjsYlFWqB2ANcd2Itg+w7Bk+r3No+PrZS26svtlWR/MnCTwZwa/AkgsxXrBqXgWawcBlhWISIC1rJcWgXT3Hf/PsqiO2/hWKzbOBvrt0zDmk3jCdGjsGbLMGzYMRLb903mgG061m6ajLmLhmP0OB6L6a94Hd+CiXKn5jHL9TRcV0nqNZCAbKYSdg1QybuGD+OzMVIyYw+H1D0eP3EwJk4aiilTh2P6dM2KPHvOeJW9evGSaQTkmQSe2bBcPh+WKxbwHbVYJedau3YJNm4gIEss8uYVhONVKu54z671Wuzx3k2vSWKQbQ/shL0tgZg6ZL8Pjg5WcCKgOokrNeHXmbArbtSO0sfBqCxzZuvCvjfhWAGzAZzdxcrMPr3VJdbjQwRxFdcsEG7HzyaUOxykxIotx2GId5ZpiY22td6Bg/u3wd5mB49hNwHcCh5uNvD3cUdcTBBOn05CRUURblRdQkPjbbS2N6Lrfhsev3iIlx9/gE8+/wq//epHfENg/u53hNXf/QU//CTQ/DdKXKj/Db+XxF4GcP6TsjT/v/j5L/9L6Y/ifi0gbWil7w9c9w9//g/q3/HTn/6V+it+90fu8+e/cd+E5R//Dd/++Dd+5j8Rlv+ML7/9GV988xM+/eI7fPbld/j8qx/wm69/ZN/v8RVhXo7tx9/9EX/4g0C0ZN4WcBa37Z8N2bd/T3j+gfD8JV68+xG6uh7hytVqnEzLhKvHEWzduQOr1q+h1mL56hX8fSNYrLSExQop2bQEi5YswILF81RN43kLZitAnj5zpqplPHmqxBlPVbWMNVdqKeEkEDMSo8YOVxo5hnAzSrwqhvA7oYGxWGQl6ZUkz9JBedjwV5ZaaYcRfLU+mR/OdQ2WVymXJlZksaQONrgpc1/K0ivrU1pSLgIqYdWM0CxgLJJp0UABTgFngqjWan2mBGeRQK4OuhqMakBqDKoy/bq0dWVah2p9HyJtWkBa9qHtRwdafR96n3FpJekzhmZ9PX2ZmcxTA2VbfXtKEpwqmRpqGhv6tLJMAsPyRyV/K0wJpIaEjf35G9FXPHF6xPeZQb3lfSdxwr3fIQhTbCV/TI+4TPvD8R1tHckBwVbel+9w2a97vY23+nCZrNeX63P/EmPcRzySTAnGPI7+ZvzNGUQ4HmyGgUP52zRiGIZL+a+xozFq3FiMmzQBE6ZMVmU8p82aiVnz5mLOgnmYv3ghFi8zh7nlcixftRIr1q3keG014Xgtx0obOE7aih37d2L3gT2wIhwfdLaFnYs9Dh12gstRV7h5ueOwN4HYl0AsdcED/RQQ+4QGEYiD4R8egoDIMARFhyMkJpJgHI2IxDhEJScgOiURsSdTEJeSgYTU00g+lYvU0/lIyy7QYp51y3PtecIkYUb69GRhAtC6dAvhHUmQRSBtIhC3CggSYrrFuiruyWLlJKSJBPbE3ViAUQdFifNsvFxKwCKoCqxSArAS03y7slBJwKuKwHy9KBvXCkWncTk/A1cIyqLLAs2UTF83gHO1ZNouz8cdwle9WIJ74JnnwWNXICxuv4R/qftbz8+rF8v2GUJ3ySl+Zha3LSDEEryvc3tCTBNBuFUyJBOg2wk6ynLNayD7ls+oFws31cRr1srr0sFl3YSVewZQ1qUDs1ibBZrFFVt319YtziKB5jsXi5R0t21ZXwGwwW1bT/ylgTMhRZJvdTUSGO+oGGNxn75/R8tuLhKX+QeN1/C4tQrPO2oJXwTR+1S3WJglTlrcvbVEXyo2mfuQacmqLXWbxfL8zUsC5IdP8OPHz/A70YePVL3g3zxuU3HPz7m+gG5b9SXcvXiW17IQ1/KzcT03BzX5+bhVwHtbWog7/CFTXgW89rfKC3DT4Ip/o/S0+nNEXO7v8tq2VvE63r7KY6lR4PwBz/cjHuunAqVy3ITfF0038ITw+OguwbfuEh7UXVQg/cSQdOtFew2e37uFF4Tn9x8QFKn3eO7vdhLG22sJ4zfxnNfz8R1en9uXqUsEaW5/5zpethAqOxr4ea2Ewi588+59lSzrhw8e4kee+w8fPMCP79/D9+914et32wnZYqFvxmePmwndWtI1+UNDXKJ1qZrVj5pVv9w/uZdyXyVx2QM+Z93ios9nQdTF5+K+uHDzfJ42XeP9qOY28scHz7tT4rj5DEh966YqPKvj+XP7e1Xn0HmtQsGzWKAbLp5By5VywvkFnts1POH9ed7E69HMe9tah5fUu3Kf2+/w+spzxON8oHka/OZJJz572oFPCcSqNUime/p57wWmv3whLt73Od9OAG9T3gqSNf0DAvn79xrwAa/Fe223eI8k3EFyA2Txvifiel4ECiIPI/24LdK8HJEX5od4Hy/sXL8Js2bNx7SZCzkwXIy5cxZh9qyFmDVzgUrUNWuWFo88b/4yzKFmzTNX7YLFK7DUYh3MV22G5ebdWL3TGhv2HcJWm8PYZe8FKyd/2LiF4eDhSFg5hmKnrR92HPTFzoN+2GLtTYg+jPUb7bF6xT5YLN2OJQs3Y8miTTBfLO0GLF20HuZLNsLCfCOWE6BXWm7B+rU7sXnzXmzb44hdBzyx38EXdm5BcDwaBvcTMTgWkIjjwck4HpIMr6AkzsfjiG803L0j4Xo8HE5H/eF4xBsO7p7czgMHXVxh7eiIffa2KhbZ7rALHI44E8YPwd7DAc7HnQnN/AGI9MGJhCCEZMQgNj8FJ/nuyrpQgLyrpSjmc1TGZ6eCz3Ll3Usor7uA0tpK6izyarORWZuMU7WJyKiOQ3pVNDJuRFBhyKoOQ3ZtOHJvhqLgdiiK6sJRUh+G0voInGkg3DYk40x9CsoaT6KyJQ2V7RmobDuJ8vZknG2PR2lbDGGZIuiWEnzP3JP44xjCczRhOJbgTDBWkmRdUQTlaJzl9Jn2SCoCZdISjEuaQlHYFoa8e+HI6gxCRnsAMtr8kdrig+RGTyTUH0VCw1HEUbF3DyOyzg2htY4IrrJH4PWDCLx2AP5X9lPW8L98AH4XrHG8ch88y/biWOkeHCnYCbecHXA9vR1OmdvgkE5QOLkeNslrsT+eUBFlie2hy7A10BxbApZhi+8ybDhGAHFbiFVOCwjH8wnH82FuPQdLd8/C0i0zsHTTDCxaNw1zV07EjGWEZbEeLxyOCfOHY8yswRg5YxBGUSMIyUMnm2LIeBMMG22KYSMHYvAwEw7wBigNGsp5yfrKAYa4BpsQhkUCxQMHEqLlX3mBZQ5GRKqUk27RpaTMU4+UizUHTYRmSawnrtj6MllXd7vWgJoDLFlf3OLEPY7ra5mnCc4KmAnA/WWgRDDu82vVyryoL8FXSaalj9OiPoRnLaGVxBRrscgi+Uzd7buvDNw40BIJkMrgTgZjWvZ8XWIB0SVgrVmAFcwSanuy7Pfj+amazjwXKV2lQ3Mv7pOtKmfVdwBbArSUpaP6ivVD9sXjEwmMG8fXqcGiYdD4tgwO35HYah6nSV8OaN8hSPTHwsWjCdDTsXnbTGzcNpkgPY7teGzaPgkbNk/mgG8Upkw3IUS8zYHxrzGY2w0dIvHHWr1j45rHEycOV/WOJ0/Wax4TjmdJci6peTwF5uZTCcYzsMJyJlaumIU1q+fxHbQImzYsxZbNfGY3L8f2bSuwc/sq7NyhJefas3M99u3eDCtq/54tOLB3G6FzF+wP7FZW20MHBUYN8cYEVyeJJ6Yc7djaWXNak7OhdbTbr+RkL5IYZGu4ONgQfjW5ClyLezZBWoNpDag1afOyXPsc+Uz5fIFjHpODlJraBju7rbC1pdja2xGO2afEaTu1nOcgy7iOA1vHQ9vh6rILh935PT9qi6CgI0hKDkNBfioucJxWXcNxSdNNtHU24d6DTjx98QgvP/wAH3/+NUH1J3z9/Z8JtH8x6J+VNfh3P/+bsg7/JG7Vf/xPQvB/avM/c/rn/yJYy/x/Eq7/m8v/i7D9H4Tvf8cPv/93/Ejo/v73/0og/xfC7z/jq2//Qhj+M0H9z/jNVz8TlH/CJ7/5Dh8R3t8Xi/EnnxHmP8X7n3yODzj/wSdf4sPPCNJfEoy/+QOkPrTUev7dTz8TmqX9o+a6LXHPPxC+vyA8f/Itnj//FJ0dz3D58i1ExqRg7wFbzCd0zJg/T2kKgUSJcDxp2jRMnDKFUDyJUCwW4/HKsjdm7DhlJRbp1uPhkmzToJGj2TdqlJrWskMLjFKEX7EaD9FdqgWODEm39PJNvyxuJ0BMyBVwfAWiIxQo6qA6dNgr4P2/kQ6i+j5Fsr3IeNkrvbIM/yMJZAsYy7oDzQi0nBdgHj5iLPc72tCvrSeSeVmuH4+2Dw2e9RrE2npvLjPUK+Z0fzODBg5W6mdQfy7rx3X6DBiIvvJHp5ofhN79TZQ1t6949kiCQRHfxb16890t5ebkvSw5EYxayZnQm+071FucfptSMcXUr3v/mq3oLUIx9yUhPiZ9VIiNVEQYMIjv28F8Nw/mO31of5gOH4CBI0wxaJQZBo8ZhGHjhmIE32ujp4zCePFQmDkBU/k+m7VoJuYsnou5Um/bfCEWLV+KZastYbluFVZtWot1Wzdg086t2LxrG7btFTDei318Hx04ZAc7V3Gf9oDzsaMEYy94nDiBo35+8AwIIBgH4kSwAHE4gqOjEZ6QgMikJIJwMiE4FfHphOC0TCRmZCLpVBZFIM7MNug0UrKykZqdi/ScfJzKL0RmQRGyCkqQTeUWnUF+SRkKS8tReKbildu2bnl+E56NAVrctRU8S+Kmaq5TU4m2WxfQqeD5ag88PxVwbhV32xt4SHgTcNThufkqoVZcoy8QEs8TqKjblUU94CwQXV2ap8D5akEWLudlUqdwMTsdl/LScCk3FRcNMobnmrLcv4NnqdUsFk45bmWBFmsxl9VxvTpC821ud6vkNGoJzzfPnsbd8/mE2WI0XS/pgecWAm+rgLO4e4vlWqymlwgB3I8ASqNYnXkNO9jfzWt07+br4GwMzzo0667axm7a0hpPC1TLusbx07r7tcQuawBN8OkijBH0nrfcVvWYH9y5wfWv9sCzZDp/RJh8KjAp7sv3CMoPCM9dYskVK+htldxLoPvh3RuqFYiWTNkCVGJxFLft795/pKzOP1K/e/8hvn1XYp87FGDr8NxeewUNl8tRe7YY1wpycS0nGzeys1HNh7E6Pwe1hZwuOo0bRVmaCjVvgmuU/PkhXgPNvEfiHi/H8lwSXfE4pczSp/fr8fnDRnz6QCy4BoBuriIUXsUjPn8S//uAekyYfk6ofNFWy/MlKN8TSzuvE+H5A7bvKyv7Lbzk9u+21SjXYtlGAPyh2scVzvNaNd3mZ0gcMwFa/kBQAP0Av/uI5//RI/zuwweE6Hv49r1OAnQbAVqyV0siMcKjWF8NwCwSt2h9WvoFoMWKLgAtMdj3a8+ji89Em/xhcrkYrWw7+Px1E4Ie8R4+4/1TbucdtXimkqDJHyg8Nz4Lz+9ew2M+W/f4bHWKt8QVPpMCz+dK0MTns43P/73qy3h0m88Az+tpg/zxoOk573MPQBvKi+m1uT8hHAskf0J9/KQNH0lJMfaJPn7Uio8Nyz9/1onfEqCl/yP2f0h4/uBBM96716gyq4sEoCXevOuuvEv4nb+UgdozCShPPIFMn0NI93JGfpg/Uvz9cHCnFQeJqzB30UqVoGvBPAsskCRd8y2xcL7EG2tasHgV5rOdR81fvBqLl23A8lXbsHLdLqzbaYvN1s6E5mPY7+wH28MhcPKMI9CK63QK7A/HYb9jOPbYB2GXbQC27D/Obdw52LXH+jX7scJiB5YKNC/cgMUL12HRgjVspebyOlgsW48Vyzdi9apN2LRxJ7bv2Id9B11xwOUEATeA+w+Fh18UvILj4RuRhKDYkwiOS0NgzEkExCTBNzIe3mGx8AqJpkK5nj+OBvriSIA3PPy9cNj/KA77ecDdzx1HAj3gFXoUx8OOwIvyjT6GkGQ/hKQHITwnEvElSUg/l4Hsa3korC1Cad1ZVDRU4kLrBVxqv4zLHZfYXuT8eeocQbeIgJuFovZ0FLWkorA5WYs7bkpAcWMcwZUw2xKDstZolBOGK9ujca4jlm08zrYkoqw5kW0SKjtSUNlFcO5MUkAs0KyyV3dFE5o5fU8SdoVrscbtBOGOMOR3yDyn29jXGoz8FoptXnMgcpv8qQDkNPrh9B0fZNw5gZSG40i4cxQxdR6IueWBqJvuiKh2Qch1gvI1BwRddUDAFVv4XrKB9/n98KzYh2Nnd+No6U54FG2HW/42uORsxaHMTbA5KaWdVsNKknNFrMCuEEvsCLbEtkALbPY1x0ZvwvGxeVjtMRuWTtOxzH4qlthMweL9U7Bw72TM3jwOszaMx+z1EzB77URMXzEek5ZyMDBvKMbPGoLxM4Zi7DQC8uSBGD5xAIaOHYAhY/thyJh+GDy6v6ZR/VR5i4Hiaj20LwYOIoCZ9eeAiYMNArGp1EAmxCop0CXsSQI8Q4y/xNqK9HV6AFmBsAbDxgCt6iMP0CBVoNUYnHV4NgZaiQ/W9GobJcKzDsp/D8+y7JelfZYG43rZJyn19A4BVOYVnIulV1l8CdeEYpU9n6AqwC3Z9UUC3lp5KAFpbX29bJReOkrtjyAs6i+wbTStz0srgN23t4Az90NJCSj5vF4cNPYSSwthX7UG9RawFyu5WFJkcEmA7s1jE9A3MX2LA/+3MXmqKQF6FFaumYR1myZjw5ZJWLtxPFavHwfL1WMxf9FQrmNC0O6HceNNMGnyYILxCMxQdY/HKOvxHGU9noglSzXX6uWWc7BiJZ/H1Quxdt1irFu/BBvWL8bmTUsIx8uwY7sF4Xg59uxeBau963Bg/0YcPLAZdjYETNsdSg62OwmWO1VSLgWqCoY1aBWodT10QE0LPDsSnGVZj+WYy/TWVZJ1iQx9zgqaX8Hxm1IWY0kGZqvJkZ8vclLWZLEk71L90r42LcctoEwYFniW1oHzjgTqQw472FKOO+HktAvOzruVXF12w911NzwO74XXMWt4H+f7wNcZkRHHkZYWicKi9B54rm+sRVtHI+7d78DT54TnDz7AR599SUD9AV9++wflMq21f1Iw/f3v/kr9C3746V/w408Sk/yvnP43/MC+b7//Z3z93T8pyfQ3lALkr/9EQP4j9TN+8+XP+PyLP+DTz3/Cx5/+Dh9+8j3e/+gbQvuXeP7yMzx+/gEePHmOroeP0fngAdsH6H70GPceP8WDp+/i6bsfc/2v8OlvvsUXX32D73/8AT/8+BO+/+EnZXUWa7SAs5Sokizbn3z8DZ4+/QTtbU9x/vxNhIQlYO3mrRg7fSqGjhuLEePHYyjBd+iYMRhGjRgzFsNHEYyHGyzFRjG3ysr7D2Tsbq33ybRIXGxVOach4nKrafAwcb0ViP4lcBZpnydlITX3ZwFyOR4BSoFn+QyBXg2w9WVqPcO6v7RMtpX96dL7RXqfvo706dvr/b8kAVsBXAFe04GaVVlgWoN7ce/WLc/GoK3Pi6VZgFmyUks5J0nGJZCsefno/cbqx/4+A0xfk4JjqhffZe/wnfYW32Fv9+lvmB+AX/fqjbfl3Ukw/iX16WeAZsK1elcThsWbyIQgLN4/knxRwm4khKavKd+RA/l7YKbFFg+SPBqjh2D42GEYOW4ExkwYhbFTCMQzJmLSrImYPG8Kpi2chpmLZ2GO+VzMs5iPRSsXY9k6C1hulPjilVi9bQ3W71qPzfu2YqvVDmzdtwvb9+/BLhtxpz4Iayd72Lo6wuGwC1y9jsD1+FF4+HjhmL/mPu0bFoTAqAiExsYhLI5gnJiM6ORUxKWmIz7tFBLSNSgWCE7PzSf8FuN0UQlViuxi0RnkEIBFuaVnkXemHPllFarV5wvOVqKo4jyKKy+g5NxFnDl/GWep8gtXUHnpGs5fuYELV6vwqzddtvWYU4HnN6Vinbms/no5GgSGb55DO4Gji/Bxr0GzPEtpoccc1EuyMD3rswCgbmlV8CwZky8WK4DWIFqDZ4HfWrFEFufgSn4mQTkd50+n4lzWSVRmpuDc6WScz37VCkyLxVLAyxieldu2Iea2njAmwC91m+8QKsTiWSuwXXQKtcWZSjcJz7fKs3H3YiEarhFcb5xBcw2PV+C59oImgnOzuH/L/vhC1uOqm/gZbbwmnVUXCDuEZYK2DsxvWpzlGgg0vwnOdRcIFBd5LTitS7c8y7ayD9mXuG5LTLMev6y5MdcRrgScaxRwSnItsTyLxVnAWf7MeNJajediuewmOBOenwtAd9zifm4qWNbjuaWV2GWxPgs86zAl8c0C0F/rFljC89ec/y3BWuD5XcLXQ/44dd66hqar53CrohTXC/NwNTsLV05n4sopQvLpU7ieR1DOz8BV6loBpymBZ/kDRO6dXM82sZTyGATgJdu3lsG6AZ9JkrPHUkdZknDV40NCtbhfPxeA5rP3QNVwvqgs0U+bCN5S71lAkwD9kgAt8Cyu6h+Jy/o9sbqLdV1cwgnZ3IcAtFivJdHWvVtXCdO8zg23lAv3pw9aCNAdBOjuHnj+6WMC9EcP8P0H4tYuAC1ZqbXyTgLLxsD85rwAtFinldVfYqAbruKRPCf8frRe5X2n2m+cRWd1Bbpvnud9vUzQFo8O7Zyed/L+EJ7fk2MXC7y4sMv3UP7MunaW0FyKhspiNFaWoOVCGdqvVOJeFQG6lt/N23JeNZrEy6CF18dQWkwypyuIvkfAFwuyQDL10SMC8cNm1Sf6kHCsL9eBWu+X0mNSiuxlVz3e5f0TfczzfZfH/aT1OrrvSu31fDRe5L0/HYGicC9kBxxDYUQI0gJD4XLAEWvXbFfxxwsWriK4riS4rqJWE2YJsYs1LVm6DouV1mOpgPPq7Ry07uXg1Rqb9x7CtgPu2OPghf1OvrBxDSQwR8DpWDxcvJJw6EgsYTdMuVnvPOjNF/lhrNt2CFu222PLNmusW7ebg9dtWGG5GRaWG7DMYh1WrNqA1ZKwa8NWbNqyAzt27oGV9QHYOhyCo4cnnE8E4jCP3yssipAbh8CEZISmpCIq/RSiMzKpU4jMSEdEWir7UxCanIigxDD4x/vCL9YbvrHH2XohIP44ApO8KS+EpBxH5CkfRGf5Iea0L+JzA5BcFIKUsiikn0/C6WunCM25OHO3CBXNZ3ChvRIXu87hyr1zuPbgIq48uIDL988rXX1IoH5QhnP38lDRfZrgm0WYPoWz7WnUSZS1JeFsawKhmaBMYC4nFFdQlZyWtoxtaSvBuE2syPE40xWPks4YldW6uCtKU3ckSu4TnO9FEppDkdUWiIx2f2R0UO1+SG/1RVqLL1KbTuBk/XEk1R1D4q0jSKg9jISaw4irdkPUNRdEXJH4Y2cEX3BE4HlCcqUD/Csc4FNmC6+SAzhaKFms98EjdzfcTu+A06ktOJS2WSXoOhC7FlZRa7AnfBUheSW2B1his4851nkuwir3+VjhPB8WDnNgbjebgDwTC62mYe7uSZizdQxmbxqD6etGYMrKYZhoMRgTlw7G+IWE4lkmGD3TFGNmmGHM9MGEZA4ixvTFoJG9VDtkFDW6LwaP7ENI7oOhnB8kMclD3oLZsD4wIzCbDCEIDiR0mr6NAQPfQX+Tdzho6qOgeSAhWgYvOtjq8Cwu1cbgrOmVpVkH3Tf15vJXgPxq3lgCqLr0dfR9GAOxDLp6MjtzXqwbvywNdvUs+Lq1+P9GGhQTZgVUBWApgWmR8bHqfTIt/X1kXYFpyWTNwaPEEwuciySOWOBcymPJtIo15jpqWllnNItMXw4cpbSTSM5RuajzHplQ0ooFXlzk5U+PocP6YfjI3hg9tg+mzRiIhUtGwHLVWKxcO05pxZpxsFgxFouWjsLc+SJOL57E99Y0vk9mwXLFXL5TJP54vgJkiT/etHkZNm+xwLbtK7Fz1xrs3rMOe/aup9bBat96HLTZCHt7QqXDVhw6tE0BpJvLPhz1sCE82sHL8xCOG+R1zIE6hGMeDioD9WHXg8o9WlyndQuwbgUWl2mZVu7VTq/ilNU6UgqK0qzFYqEWGN6rpnXpgKzDsd0BgrCNJoeDBHipxUw52glM7+Y2e7i/vUpSZkoTAduBYHxIk6vTHrg57+VxW+Gw2354UEcO87tvOFdvT3v4HD8EX+9DCPRzQnCAK0KD3REZ7omkhCCczopDSfEpnD9XjBscu965U4Xm5jvo6GzGo0f38PzFc7x8/2N8+OlvCahf47PffovPfvMNgfd76gfqR/z2y58Irr+n/qDa34rY9/lvfyQU/6D0mUz/5gd8/Nl3+PDjr/EBgfd9AvLL978gJH+OJ88+wcMnH+LBo/dx7+G76Lr3FC0d93G3uRW37txB9c2buFFbjeu1Vai5XYu6hrtoam1F5/2HBOz38d6Hn+Kzz3+Dr7/9Ft99/2MPPIvr9vc//qwSnUlt54/52U+ffozW1seoKK+CX2AUlq9Zp8C5/1CC27BhGDB4MEyHEvo4PXTkKAwR4FVAKTCpuUobJ54SGUO1uEobS+/TAXrQkCGaxN1anzZILNO/rFf7Ui7ahn1q89zO8Fl6n76eyHiZplfHqo5B7U+X7Ffbt5yXcSIuVXPZsEyvlfx34vpa+SUBX91yrEGwgPUrq7VAtQbKulQIjIkhgZaEwhB0pVZxP77fJeO0ludB2v5ch/0Gybq9DerFZb24nq53+C57m++vtyXemO82ve+t3n2U+/Q7fE/3kve1wDDfyQLGfQWUCcSSr8KE7zCzISYYPHQgn4NBGDZyMIZL/euxWrKtsZPGYMLU8Zg8YxKmzpqiNGPudMxeMAvzl8zl+GwBliwnGK9ahpUbVmLN1rVYu30DNu3eokpd7jq4B3vt9sPKwRr7HW1g42KnYozt3TlekprfXodx+MQxgrE3jvr5wCvQHydCguAXHko4DkdwTBTC4mMRnqC5T8emJiMhIw1JWRk4mU0wzslDRl6Bsg4LHOeUnCH8lhF+zxKGy1FYXkn4PY/S84TfC5dQdvGyakvPX2Ir05fZdwVnL13tUfnla0qVV2/g/PVqXLhRg4tVtbhcfQs3am7zO1qHqlt3UVPXgNo7jfiVALOxfgmeBZp7wFnBs1idz6Hl1nl0EFrehGcBNtUS3gQkdXBs/gfwXHeukPBUoCD4RslpBc4Xc9IVNFecSsbZdA7s0hNRfioBFZlaW5mVpOBZwEuHZ7FavwbPoisSm3xW9ctyiaOuInBXFWYo1ZZk4taZLB5DHo9J4JnQQXhuIYgIMLcQoCVeWizXDVfPcp9lqOO+6gyx1WLhbr2muWx31RBAbxJiCEK6jF21BYblGryZIEzAWQDaGKJluawvFnvZXvYl11KuqVigxWr5rLWG0zWEzSpC8/WeGtRieRZ4lvsgf2I8E6ulWGEFnrsJzd0ENvY9bqxW2+hJ0CSjtcC3Ds8CUq+ybXf2QLRYYcUa+/mjNg2eCUiPm2+hu+4GWm9c5LUuQ1VJPq7l8l4Smi+fIjCfzuiBZ4Hm64WZSnK/5d7J/ZFYcjke+XxxQxeXdIkb1uC5oQeeBaTfBOjH4p7OZ1HBcyPhu7UKTwmbmqs6Ifj+HQXPnzwSd2oBRM53U511hMdatY2yYN+SP0CuEsTFJfyGgssPeR0+J0B++awD3713X7lt/07inw0ArVmgtfJOOjwLIOutWJp1a7QO0h/zHASgP5TM5ryPz+X7c4vPShXv+fUytBGeBaDbxQLNfqlT/aT5Op62SL3nGrzsEOvzTbyQ82zisfO85c+DTj4vksG7kdezobIITedK0Hz+DNovE8SvXcCDqkt4ekeAm8/FL8CzqtHNVgdkkbIkKzdsTXp9bllHl94ny9/rblDPhNTtftEu8fMNeEnYf9Epf6rx+t45y/MswK3iZFQmhqJQ6jxHRSI9OAJH7I9g22ZrLLPcCsvlW7DSYotyk162dAPMl6xT1l/RksUUWwHopcs2qlrJ6zdZYdN2G2zZ64jt1u6EYy9YO/rAxikAdm6hOOQRCXfvBLgdjyPwRvBlHowDhOu9dsew08YNu60dsMvKBjt2W2HLjt3YtG0HtQ2bt2/Htt0EZqtd2LN/L/bb7oedky1cjzrhqM8RHAnkD0B4IE7EhCEgKRohkpArI4nAm4pEPutJhQYVZXA+HfH5aUjIS0ZcXiRi8gIQk+OLaCo2z1cl50ouFfkTkgOQURmEzIuhOH0pFDmXw5B3LQK5N+JQcOskSuszcbY5G5WteTjfWYTLD87g0kPq0RlcfnIWlx6X4cLjMzhPXXpaxmVFOH+P63dnoqIznfAs4JxCWE5W2a1L2wnFhOPStmhOSw3kKJSIK3Un1aWVdxIVSiZrZUkOQXabKAinmv2R3uBL+SGt0Rcp9T5IqPdETIM7ousJxXddEXnbGeG1zgitdkTwDbEe2yPgki38LxyE7zkbeJdbw7OEMFDIQXPOXrhl7oZrxi64pO+EUyoH4MnbYZewFQejN8E6cgP2Bq/BLj9LbPU2xxbPJdh4ZDHWuS3GKqeFWG4/FxZ282BhMxtL98/Cwj0zMXfbNMzaNBnT1k3AlNXjMGHFaIw152Bh4WCMmTsQY2cRjglCI6eYYNjEfhx49sXwMf0wYswADi76YighePiw/tQADB3SD4MH9eIA5B0MHPI2zIb2wuBhvTFkBNcZyXVGmWLYqAEYNWYQRo4R6wvBd6DmAj3AhMDX/xU869KBVbfa6sCsW59FxtBrDMQivV/fj3G/Dp06bBrrTRB9fZ/Sp0nVFJb6wWxVpuy+ss0vSazMYh3uxfVlPdnXq/P5JWjWpcC596+VxJVQg3UBXIFagrmoHz9Dl6FPyjT15zGJ+sl5qHPVjqc399mHx91XzlFcyeUcCNuyTn/eh/4D3ua9kPsh2at78V7IfZHs1XwGhvFZGDEQw0eYYeSoQRg9ZijGjR+GmTPHYuas0Zg2fShmzx2BpRaE5jWTsGb9ZKxeP4majLUbpmPNupnUXKxbvwgbN5lTAsjLFSDv2LlaQbIA8v4DW2AtshF3ZULnIYKmEyHVmXBKkDzsvh/Hj9nCx9seficOwd/HEYH+LggN8kBY8BFNQcc4fxQhgUcR7O+BID8PrusGHy8XHD96CEfdbXHYxYZgLLC8D84Ougiy9gLEmnVYkwa6ugVZtxBrYPwKiH9JGiC/gmQdkKWclGTFViWlJDO2+0F1TMcO28HTgzpsCy8PWxw/Qjg+Sjj2PAS/407w93ZWCvRxRZCvG0IDPBDB84wK8UR0qCfio04gIdoHiTF87xCcT6VFIT8nGWc4zjtfUYhrHAPeqrmCu3U1aGqsQ3dHK+7f60bX/Qe4//gpIfUlnr38AM/f+xAvP/gE737wKV689zHeff9T6jNOf8Zln3KdTwjEn3D+Uzx98TGePP9Q6fGzD/Dg8UsFx/cfvYvuB8/R3vWEEHwPdxo6cLOuGVW1d3HpWg3OX76Os+fOo6isFDmFOTiVcwrpp9OQwfFufkkeKi9VoPp2FRpam9D14B6P7Tk++uRjwvtX+Pa77/DdDz/2wLNk2/7669/hs8++xUeE9idPPkZL8yOUn70O34BIWK7dgCHjxqDPIMLbEEKcAZ5NCbMDCYwDFSj+fVbnN+d1IBXpffp60urQq0PtL+l1yDWWWHwFWjVol/0oS7ShT1/P+Bje3Oeb/cbSl+nriuS4pS6x8Xnq66plAsVviutrGaTlj82BBFCtBJPEF5twWjTAVEo0iaR0k4gQTFCWeYk97s93el++U0Wv4o4N0+JV09Onzb/D95Nev1imtSSJ0s/3JLfrLfvib0Vf7rufKY9tICWhPqpe8UCYEYoHjxyi6lwPHzNC1cIePYG/eZJwa+oETJrB38LZ0zBz3ixC8RxC8XwsWraIULwEFqsssHLdSqzdtBYbtm7Aus3rsX7LemzesQXb9+zArn27sM9mH6ztD8BWsrW7ibXYFS6eh5Wl2CvwBGFY4ooDqED4R4QgIErAOAzBsRGISIhFdHIi4tJOIj4tHYkZGUjJOo3UnByk5RKM8wWO8wjH+cgqLEB2cQnyyspQUF6BIgHjivMoOXdBwfHZS1cIvVdRcUXA9zrBt4rgK/BbTfitwaVqAnDNTeoWrtTe7tHVm3VK127dUbp++65S1Z0GVN9tRG1DM2obm3GT7c27Tbhd34y6xlbcbW7HnaY2/EoszrrECi1u3MrN2QicBZiV9dbgAq3inQl0Lbc52CewiMu2MTwLuCnL5x1JtKW5K7f8A3iW2Oeb5XkKgMUKKbHMF7LTlKVZgPlMagJKT3JQlxqPsvQ4pbMZ8QqiBZ51l22xWOvwrOKRxfom8HyR4HzhjMrCreC86LSC5+qiU0o1padRV5lLwCY4XyFwGCzPOjzr4CyZue9e1hKEKXg2fI5YnlU2aV6rjioNlI0l8Ku7aavz/wV41gFaB2eZl3XkDwdjeBbrs1xTceFWkutO2Oys1SzHIgFggeceq7MkbFIAeVvpWSehuaMaD5tucB+StOqKgmeR7Ess0VJ6SkBKLM8SBytuvALQIpU46nEHAVar9SzA9C7XfUroetBQA6n53XClArfKi1FdzPsqsc85WbieS1h+A56rS7LVfROvA0ng1llzUbmeazHX4jbeqJJZfUzIFHdtAWddMv93FmhJjMbnUElc1cVSS9BUbs4G67NkFv+EEgv0x1KjWVzAOwh2LdV4yu0e3eF1u3OdICoAfRWPeT3elTJPEnNNkP/iaTu+JiQLMGvwLHHQD/D9+1p9ZKmbrEOzSKBZ4FEHaB2e9WVybh/w+F8qF27ez5vnlcW5lQDdco3PIdXBZ/H+HfE8uKLcn58JQEvmcKlhzXv5tFX+TJE64vI8XFT1n1uucNuLfI4q+TxXFKOFAN15iSB+7Twe3ZLz5DaNvDZG8CySay+eBALAOiCL1fl9nrv0vQnQOizr/TItVmcBZ1XLu03uZZ3mKdElNb5v4HHjRTysK0fjuWxcTo/FGUJncUwc0oKi4OnoCavdjli73grr1uzG2pU7FDwvXbxeuU4vXrRWlYlaxOkFC1er7NdLzNer2sjrN0kN5IPYsucQdhCerRy8YOviT2gOhZtXNI74xsPTPxHH/OJwxCcGbt7hcPYMxKEjvnA44oWDLs446Oyg/iW1djqA/YesCd/WOMiB3kGpf+xuDQcPGzgds4P7CUd4BbvDP8oLvnG+8E0ORHA6fxRORyEqNwZxhQlILElBWkUGMs6fwinRxUxkXmArOp+GzMtxyLwShlOXQ5Qyr4Qi+3oYcm4QkmsIqbfDUXwnAqV3o1DWEIOyxmicbYxRMcglTWIpTkV5ByG4MwOV97Jw/mEOzj/KJSzn4eKzApx/lo+KJ7k4+zhHtecenSY8c92uVJztkoRdfL92SNIusSLHoYjAXERglrrI+W1hyG0NQW5LMHLbApHT7ousFh9ktpxAVvMJlc06rcEbJ6mUem/E3TyCqBvuSpE3DiOcbfB1R/hft4HvtQPwvmwF7wtW8KzYiyNnd+Nw6W64Fe2AS952OGZvhUMWoSF9E/Ynr4V1/DpYR23EvrD12B28FrsC1mC730ps87LE5qMW2HR4GTa4LMVq+wVYbk043jMdi3ZOwQLC8ZxNUzBj7URMWTkOky1GY5L5KIxfPBxjF4zA6HnDMWLWUAyT2sdTzGA20RQmhGOTkQQlQu/QEYSl4f0JwX0xaEgfmJkRhs36YsQQApRZPwwb2BcjzUwwZogZxg4hFLN/6NA+GEwNGcrl3HYEoXnMGDMC1nBMnjIGU6hJk8dg7JjhGDZsIAYpKzOhVUGbgLRYNDXXOR1mNYj9e8utBqKvpK+vg67ebwy/IllHB2Qdko231+eN+35Jsq1uCdbn/5F0q68Wt6ypn1h+KR2UjZdpfQRuBc1aHWPdyq3AWSwo7Jdax6/63zKA9q+4j7e5bwFi0evTfXq/pVpJymUiLorUQBPeY5WYqx+G8H4PG94PI0YOwKjRvH9jeX/HSQzyUEyZNhIzZozFrNnjMXfuJMxfMAWLl8yAxbLZWLZsFsyXTYflihl8X83Gpq3zsHXHAmzZPo+ajx27lmLPvpXYZ7UOVvs3Yv9+Pt/Wm2FzUGJ3dypAFgkgu7pZw/2wDQ57HMSRo3Y45umA495O8PZxwYkTzgjyd0V4iAeiwo8hJtILsVHHER/jg+SEQCTHByAxzh8JMQEESX/ERvoiKswbESHeCAk4Cn8F0E4KUA+7iEVZIFmHYw14xUIssrfZTkDexukdBhDe1QPCMn3IdqdqFRQrMDbAsSPPgXJ33g8PV6m3rMHxMQKxfK7XEXsCvAO8jznghKcjTng5wodg7KvA2AUBPm4I8TusFErwDws4QkA+RkD2IiAfV4oNO4G4cB8kRPohkeeZxPNNjg1AalwQFYg0AeeUcGSnxyA/KxHFeemoKM3FpXOluH6lEtXXL+Jm9VU01N0kRN9FQ3MDmttbCbpd6BCYfnCfMP2EIPyUIPyYesK+J+i8/wjt3Q/Q2nkPLR3dbO+jqa0L9RxE3+Vg+jYH1jW3OPDm4PzydQ7Yr9xA5YUrKD17DnlFpcjKKURGVjYSJeYyKQmRcdEIjgyGX7APjvt54pjPYXhSwTyvk5nxKK0swHWO4xr4u9x1vwPvvvcuPvvNZ/jqm6/xDQFa3Lcl7vn7HzTL82vw3PIIlZVVCAiOUdUaBo0ehbcIbb0Jdn2ofmZmhCwzDDAbhAFSs1dZU83+DiZ1vQmj0qcAk+vr0rcT66tIjzHWY33f7Pt7aeAr+5ZpHZ518DWW8XG82acfh35M+jmI9HX09YyP31h6XeK/EwFYLMRSMkmVS6I08OV7jddXWsmTIK2so9cqVn39Rb0hNeVVaIiR3un9do9kXoWKyB9+XL+XbDOA730p46fKM/FzBxHEKdMhA1Xd4qFGYDxq/GiMHj8G46dOxMSZUzF59nRMIxjPWiixxQswzxBbvJRgvEzii9evwprN67Bu2yZs3C7VPLZjp9Vu7LHeC6uD+3HA4SDsnOxxyNURjm7OcD3ihsOeHjgqCUsJyN7+J+AX5A//sGAERIQiKFqsxTGIIhTHpqYoS3HiqXQkZRKMT2fiZLYoi3CcjUwCcVZRkbIaizu1WI3FfVosxkWV51F8TuD4ogGQxXJ8BRVXr+HctSoFxwqQjcD4Su0tgvBtQnAdbtTd7VHVnXqCcANq6jUYvtXU+vcSLxCj+bqWdqU7rR2429aJu9Lyu97Q2olGfu91/UqShIl0q7MOyMYWZx2cBaLVsipx2b6AVsKzind+w/LcJdBscF0Wy6txgixJGNbEgX3DJQKjinfOJ9RmE5wzcTEvFRdyNBdtDZz5IiE4l6TEcZpKi+0BaLE8S8yzDs6/BM+iuwTn24SH2jN5Ks72WkEmlcHpDFSJy/bZHK4n8CZxxiWvwbPEOBtn1hZXbYFm41JYskzWabtxjtAiEHpOAa9IP2fdTVuA2RicdXjWXbVlWvpkHQFuuW7GbtuiN13CJQN4W5VIq68sAK3gmffjTcuz6ElHDR60yr2SPzeuveayLW7fYvV9SXh6MwZWwFlamf9Y3Hq5TJYLML3sJjx33CaQ16Dj1lWe83nUXyhDHa973RmxMOahpjAbVbz2Eucs90HA+SbvmVjw5U8O+QPiHo9BszrX9cD7K+hsgFZeq7lHxmW2xI35eatk5+Y5CwQ3EqDF8iyQyfOX5ZJVXEEzt9GlbyvrCIA/baxWFmcB527lwi3W7GuETMnCXUdgF/fxVuXCLcnDxI1b4PmHD+7jW0qsz1I3WXfXftPyrLtu6+7bYlX/qKsOHxLgX7ZKTPI1fiafoyo+VwRneS5lWvoe8rumW9bFAv28i/DcyW0I0M/aee4tBGj5Lhos2JJ8rJnPalNlIVoqi9BxvgxdlyvxoEYSpF1Tfwzo1me55iIFzzLdKQnWDAD9qEXpvXsaJL8JzgLL0urTsq2A8zOCs2Tdf85rJ6EGEr/+gs/fkxbxbriCNn7fqjnAuZBKEExMxsmgSBx1Ogbrfc7YvPUg1q3dg1UrtiqL84J5EgO9AosXr4a5+ToCs4ggvWw9LFZuxNqNO7F15wHs2u+AXTYuBOejsHP3gYtXiErS5R2cAP/IFOoklQy/yHicCIuCV0gIjgUF4liwLzw4YDsS6IajhGKPQBe4+znhcIATjoW4arWPw13gHemKE5Fu8I/1QGiKF6KyOFDNCUJUURgSymKQci4eqRcScepKCk5fT0Nu9Snk155C4c1MwnAWim5noqguC8VsSyRrdX0MFY3i+ki2UShpiERRfTjKWqJQ2RGD8rYoVLRFq+nKTukjQBNyz3TE4mxnAiFYah8n4Ex3IsofncTZR6kooyqen0L58wyceZKGogfJKLyfpDJYS/KuIu6zsC0Cea0CyKHIISRntwQhszkAGc3+SGvyxcnGE0giFEsG6+S7R5F4x42A7IyYWifE1jghulrLXh121REhlw7B77wdfCrscKLcFl5lB3G0eD/cC3fBpWArnPK34lDuZthlboBN+lrsT1mDfQlrsCtmpap9vC3EApsDLbDedwlWec3H6qMLsfYwp50XwdJhHpbZzMESq1kE5OmYv3UK5m2ajDnrJmHGivGYupSAvGikStA1ft4IjJk9BCOmc1AxxRRDJxFuJw7E4PEmGDxmAExHEZQJyQMIu6bDOE3g7Te4DwcjfTFkiCmGcUAynAOSkcM0jRg6kOA8EKMJywLM44cNwdTRhKlxYzCTmsbBytRJozBp4ghMmjASkzk9bepYzJw+AXNmTcX8uTMwd/Y0zOZAZsbUSZjEgc3oEUMwhIMfAWgB534cIPXV3Z0N8Kq14jqtWWrFaqvDcw+c/gLs6v1vwrPoTRdoffs392HcL+tpAC8Wb0NyLXUMsu4rCP4lSaklXXoZJmPptY2lHJNIrdNH3Kl/zc8mDBOU+/b9NT9HwPctlaValXliX3+CdH+pc0xJX58+v+K+3sIAyoTXceCAXjDj9R1s1hdDB/XDsMEDeD8HYszIwRg7agjGjxnGezESUyfzHk5hO20EZs4YhTmzx/EdMxGLFk3GkiVTYa5ikGdh1Uqpe7yQ76NF2LB+CbZs4vO60UIl6Nq5YxV271qJvXsssW/fCgLyShy0XQs7uw1wsN8EJ8cdcHOxgrvbAbi7WsPD3QbHjhyElydh0ouALO7H3o7wIyQH+Lki0N8NQQHuCA48jLCQo4gM5zsmwhux0ScIyD5ISSQsJgchLSUYGalhOH0qGtmZMcjMiMKp1Cikp0TgZGIIEmMDER8dgAhCZ5C/OwHaBceP2cGDx+HqtBfOAu32BGNxlXbYrebFddrFcY9aruS4F27OVjjsKkDMYyfgH5aWOirncfggPI/w+37Ejvu218CY5+Qr53PCCf4+zgjwdUEgzyuI5xUi52Swkofz3CJCjylFhnoimrAfF+aDuFAfxIf5IiGCgBzpj+ToQKTEBCElmpLWMH0yJlgpNZbXIpYt+9PieE0SwpGVHIXsk3HI5RiyMDsNpQWnUV6Sh/LSApwrK8bVCxW4ce0irlddQfXNG6i9VdOj23duU3WouVmL6tpa3KiuwbXrN3Dp8hWcv3gJlecvoLzyHM6cLUdRSSnyCwkAOblIz8hEckoq4uITERMbj4hIAnJoGPwCAnHc2weexz1x5JiHqq3s4nYI9k4HYWO7F/sObMduq43YuXc97Hjtvf3ckJASitLy06jh+LqFY7HHTx/ig48+wOe//Q2+/OprfPvdDyrL9nff/4Rvvv0Jn//mG8LzF4TnD9DW+ggXLtQgJDwBqzZs4ntvNH5NkHuH75HeBMC+AwcqiNbgWQNnHZ51yDSGTh1IdenAqi+T7fRlGiRLfPIoArCUcdLjgAWQtWzUfy8DPA8h7A4eBClNpRKRDePnDB2q5nXJOtp62rqv5nkMg3geA6VEk6Y3yzDpNY5VySYzM547IZl9ymJL9REAlj8ZeK3+kfRM0lLLXtSrn1iDJU64F7TkWlpSLenX4fdVfflXUjDM7fsP5HuPUKxPi8V40PDBGDJy6CsoHjcKoyaMwZhJYi2eiMkzpmDKrGmYwt+UaXP4+7J4PhaYL8LCZYuxxNIcFquWY/m6VbDcuA4rN2/Amu2bsZFQvJVQvJ1QvItQvFfKlh2yg40Ln8PDLnA8ehjO8mx6e8LT9wSh2Bc+gf7wCwlCYHgogiPCEBodiYi4GEQnxiNW3KipuJQkJKalIDnzFE7mZCNVLMYF+cgsKsZpfjdyzpzpUd7Zsz0qqKhAMb9Hpfw+lYgr9YUrKBPX6cvXUX71BiqvVePcjRrC8U2li9U3cbm2DlfEQlzXgOsE4ut3Ccd361FV36BU3dCImsYm1DY142Zzi7IYK6txUwtutRCI29pxp50g3N71mu60dVCdapla3sF+qr6zGw1d95Sauu6jueMeWrseoK37YY9+VXOOYPkP4Fl305Y+sUjr8NxEQGwhuLXVXSQ8a5bn+xzQCzgreCbgdRoA7/8Ez7WE1+uEWLEin8tOVlD8CpzjFDgXJ3OAmRKL0tSYHoCWuGdjeJaYWbFgCjyLO/Xdi5S0lcW4VVaI6uLsnnjbq/npuEZ4ri7N4jZ5hOAiNF8TaCXgEp6bbpQSnAV+z7Gf14OQLPvqsTgT9iSTtyxrITQLuOrw2lalQbNId9PWIVkHZn1e9I/A+U2Ls7EUNHNZu1jHb1CEVSmhJcfQWaPBs9wHKROmw7PEPIsetVXhfgvBkJDVLTWCxc2boChxxpI4TOBJh2dxydbhWVrRRwRnAVuRDkzvEp6fddbhYXMturkfybrdeKUCjQTou3y+7p4twu0zvEclOagVnclVdbzv8lqK27uUDhOrsx7rLJ+vu40LeH4qrtqPGxUwS1kokV4iSgBa3LAFinWAfizZxSmx0Iqk7x8BdE/8swA0QVss0E8abqg6zOKCL7p/+7JK7PW8uUaVmpLazZJtXLJva/D8CD98+BDfU9+8d0/VRRb3bR2glYXZYHUWsH4drnn89+vx6b27CqLFhVws5zpAN18t1Vy3b55XbtmS2Ezisx83EaAJzk86Cc2UgPTTdt7vpqsKssWC3cHnSFmfKwjP5YVoqySIXyxD9w0tPl+3rAtAi7dBDzgLRHfcUSAsgPyhxDs/blXTxvBsDMz6tG5xFmhW9d55P581iYt4NV523lbZwuU4nxH0JUb7Lp+DqrxsXEjPQnpYLDxdjmG/1SFs2WaDzVussH7DTqyw3Iil5quVLFduwOp1W7FizUbllrZqw1as38Ifh71W2Gdrj4NOrrA/4gWn437w8A/F8dBognIiguJTEJ6chsjUDESmseVLP+xkLEKSIxCUGIqgpGD4J51AQJInApI9OX0M/olHOH0UQameCMvwQmSWN6KyvRGTewLxBT7KvTqtIoSwHI7UK9HIrIpH9s0k5NedROFdDtqaCMhNp6h0lDYTZFsycaY1A2VK6TjbkYJywm9FVxIquhNQTrgt7+L7jYBc3qWprMOQjbozgvORONsdhbJu9t2LZBvFNgqlEmtMlUq8MVUg7cM4KhZ592OQ1RWBU+1hyGoJRBbBOFNqHyuLsYCxFyH5mErOFVt3GFG33RFx0xVhtS4IrnJE0A0HBF89iODLBxBw3gp+5/bCr8IKPmet4FWyFx75u+CavR3Okr361A44ZeyA3cmtsI7fgH0xq7EnegV2hVtie8gybA1Yik0+i7HWayHWEJBXH14IS2fCscNsLLGdhQXW0zFr9yTM2j4BM7dMxPT14zB51SiMtxiOsUuGYvS8IRg5e5DKXq1KO00YiKGE4sEj+1NsVXKuvhg0qg/MxJo8UuKR+1MDOCAZwEFWHw6yqMFcRyyOQ7j+EHHBNsVoDlgmjCEATxyDKRP5udKOJxiPHUkNxzTC8ewp47BwxiQsnjVFaRG1YM40aioWsl1EWF6yYDbMF87FMg5qli9ZgGWL5mPJ/LlYPHc25s2agakTxmPMiKEYNGgAB60cNOlWZ4krJry+Al5x3+agT1z+OPDVIFaD4F8CYF16/5tA/D9tJ59nvK6+nmzzugVcA2OxFMvxadOvpIGzbM/P57QmrivrC0SrVpuWLOAm/Tlg7D9Ag2f29+NAVINmwnB/QjLVr5+0BOMBBGOTd2BqSjA2683r1xeD5T6aiYdAHwJyXwwf0o+Q3J+QPJD3cjABeSimTBiOqZNGYsbU0ZgzYzzmzZ6IBXOn8D5Nx7IlM7Fs6TQsN5+KFctnYs2qOVi/bgHBeDEBeSnh2Bw7ti7Drp2E492rCMirYbV3Dayt1sPWZisc7SUul2Dsso+ALAmsdsLNdSeOHrGC51FrHDu6H17ian3ciTDpSkB2JSBrYBwS5IFQQqRyuxaQDDuG6Ei+W6JOKMVF+yAhjvCYSFBMDiEUhyAzLQw5mVHIOx2L/Bx+v/MSUVKQguL8ZBTkJiI/O4nL45GVHq0gOjUxTFmjoyOOE1L5HiPASpywJ+H96OEDWjwxdcSdx+phw34beB21VfHE0hrPCxTLtj7HtbYHkH01q7jsO5jQL4AcEshzCxJA1sA4KswL0eHHEcvzio/x7VFCrB9bTUkxgTgZHUwwFgkgCxzz3RorCiUghxqmQ1S/sVJl/Shte1k3PT6MEB1JReFUciyyUhNwOj0J2RkpyM1MQ1FuFooLs1FYnINCjkdEBUW5BGFOF2tt5ukMnMrKQPqpNJxMO4mEpETExschOjYaEZKwSGIzgwLgR9A4fsITHkc94HbYFa7urnB2dcYhJwfY2tvigA1hxWovdu/diV17tmHH7s3YvG091m1ciVVrzWG5ahEsVs6D5er52Lh1OWzst+FEgAvSsiJx6XoB6pur0P1Asz5/8tkn+O0XX+Drb74lQP9IcP6R7U/4zW+/xccff4mnTz9Ee/tjXLp0ExHRKdiwbQeGjR+nLM+9BJwJzf0HDSL4cdqE08rNWFyONXjWQdgYoHVA1qW7Puvr6OAs0rJZa+A8bPgYJR2gf0kC1RpwCzwT3g1AbAzK2vzrkKxDsMwbg7NuERZLsG79fV1iJeZ7SKzGSgZgZt87fM8pl2glAWPDPN9ruru0wPFbfd7GO3xX62D8NmFZJP0i6Rew7itgTInFWFmKh5rBbJjBjXrMcIxUUDwaownGo/lbM27KeEyaLm7U0zFD3KjFWszfkPlLF2KhxRIsWbEMFmsssWL9KqzauJZag7Wb12Pzzq3YukdCynZj94F9sLI7oJJuHXB1gi2fxUN8Ll2Pe+KwrzeO8Fk9FuQPLz633qHB8I0IRUB0FEIIxSEJsYhMTkJcKp/11FQkZaQj5RShOCsTadmnkU44zsjl9yIvF1n5ecgiJIuyi4qQW1aG/PJKQvF5FJ27oAGxxBhfIhRfIRRfuYYKQnHFdUrg+IZYjWtxseYWLtXUEYzv4Oqtely73UA14npdE6ruNqO6vpVQrKm2sZ0g3IHbLZ2oaxXQJfRSdzsEeDXVdwr0ajLua+y+h5YHD9Esuv+6mu49UNLnWx48Ump9+Bhtj56g7fFTtLPtuC+J/Z6g6+FTpe5Hz17Bs+6yrQOySLc461ZnAWrJvt1SK+B8Ge0EZ83yTBgTl1OB6Ppr6CDctROa9XhfYyuswLO4bovbtlidqwiwVwrSVfZsAeey1FgUJXHwRwkwF/PlV8CXYGFiFIpTOFAkQEvMs1ioxc1bTzYl4CxWTIFnkUxLSaS6sgJCWx6qxeKcl44r1LXCDNwozcQtgvPt8wW4c7GA4Fqs4LlFrM43NBdrAWQt0dgrcBa9ZnE2QLOotVrO9fWM2sZW5v8JmvVp+VwdvnWAluuoW6B1cJblav88xqarlQrkBaCN4VnAWbKeS6ZtkZSretB8Dd1Nl9FZJ/sRyyph6+4NBc46QAm4KqsvQVmAWdyzZVpgVnfvlbhY5Z7beZfgfAeP22/jYUstHjRWoYtQ1s7nRGLBm+WPBgFoQtKds7wfhLg7Ym2+wGvN500s9l08DnGVFpdtHZ41QNfqEH8i4PmwnhDf2APOXzxv0wBagJqSZQLFEgsswCwW6Ofiis1WuXALRBOOtVjhWwqYBZxlGx2gJamVJBp7IdeN5/HwzjUFziKBabFAv2y7peo1f0E4/vblvR6A/oEA/e3795UEoPX4Z93y/Evlq3TpLujiQq67oD8iIAssd9XKPeVzUF2h3LnvE4of8bun/iBov4HHXQTRe4T+e9yOx/+slefbdE1BdneNVkO6mde7kde+8Ww+GgnSbbzuUrKtnc+uWPsFoJX7Nu+rZN/W4Vm3Pr+8x/tuFPMs0qFZl94n4CzQ/Kiphs+glsH9GacFnp/wukryuid8Dh/xGB/cuUK4L8PtkiJcy83n9zsDYb4hcLB344DDAXv222LXPmts27kbG7dtw4at2/hjsRPb9+3Blt07sNVqF3bb7sd+x4Owc3eEi7cHfyCO42iIHzwjQuAbF0UojkNYahKiTp1EbHYaEnLTEZ/HH4g8/lDkxyE+P4aKJgxHIrYgGNH5vojK80VskR8SCMdJZwIpQvK5YJy6GIbMy1L3OAJ5VZHIr+ZAtoa6HYvc+njkNySioCkRxa0pKG1LxZkO0Umc6aRUm8I2GaUdSZTUPU5QibfOdMVRMZq6dUVznu+7ToIxwVlamT8j8PyA7YMwFHeForArBEVUfmewij1WSbpaeLwSdyxq4MC0wQdxd44jvs4Dibfd2Loi5pYzImucEV7thNDqQwRlB/hf50D/ygF4XdyPoxf2wb18F1xKt8G1YDMBeQOcM9bBMY1K3QA7Ke0UsxJ7wldgd+gKbA+2wLbA5djmtxybvJdh7ZFFWOO+AGtc5mOF/Swss5mOpYTjxXunYd42AvImDY4nrRyFCRYjME5ijxcNxfA5Zhgyk7A70wSDZhB4p/XDwEl9YTqhLwaO5fRYQvIYUwwZbYbBI6QG8gAOngYQpkw4CBOX694YPqofRo01weixA5XGjjPDhAmDMWH8YIwdM4igPBCjhnP5CBOCrCnGjBqEiRzIzCQYz5vH46Nmz56MObMmYs7sCVgwn7C1iLC1mLC1aAaWLZzGdjosFs2ExcJZWLl0PtYuX4wNKyywYaUFp82xZvlSrFtugfUrLLHWwhJrzJfBcvFizJs6DeNHj1CWbq0EVC8F0coKzQGaDrAakGouzcbSwfaXpEPwLy3T9/36Z7zSm8v07d5cZwAHoXp2b71PB36Zlm0UqFMSY9xfbcPz6y/7FTh+1Wcicdn9+FmGdZWbtYCyya8xcOA7PRo0qDevV18Mk3jz4VLiSVzjB2HcuCGYOHGYKu00c9oozKJmTx+N+bPHY/H8yQTkqdQUWJrPxsrlc7Hacj7Wr16MTeuWYstGPq+blmPntuXYtd0Ce3ethPW+1ThovQ52NhsIxxvg5LANLk5iOd4ND7e9BEzCMKHY6+gB+Hg5wve4C+WsuR77OCPQz4UAqcuVEOmuIDIixEu5UcdE+CiX6rhokc/fgaS4XosbdgqBOTWZEHgyDKfSIpCZHknwi0J+VgxKCMxni06ioiQNlaXpKC9K53yaUllhOpefREF2InJPxSMnPRbpyeHcZ5DadwzhXI5HjlVgWOTHab8T2vH7i/XbV+TKc3FTQKxDsQ7GoQqMPQyWY4JxuBfPi+cm4C9tBOE/gucXxfcnwV0s4ElxQT2SeWMpV3Plfh2MjPgIpMWFE4hDe5QaG0aQDkFSBPcTyX1QyW8qQhSoWrWOWpfbRIUgkdsmsI2PDkViTDgSosPZRiCe+40ieIdFBiA0wp+SNgDB4QEICPaBj58XTlDHTxzDMa8jcPcQi7EzHJ0PwcHRFnYONjhwcD+srDUw3rF7O7bt2ILNWzdiI6Fm7frVWEXYsVhhDnPCz9Jli7DMchGWLJuLeQtnYNbcqZjO98u0meMwdeYYzJ4/AYvMp2PTtmVwdN+NsOhjKCpLRk3debS0NeDJs8f46JMPe9y3xfos8PzV198reP70U0kY9hHa2h7hypVbiE1Iw6YduzB0/Fj8iu+St/id7T1ggLI892LbR2oBDyTQmb1yaRY4FpDWwfmX4Nm4/01pVuRfBuXBQzSIFpjWgVqyUWsZq7k/ArAOxsaWY+kzhmZxn9YAecBr6woci4u0qJdk4Jd3FNeTZQLTer+Umvv1O+/gV73ewa/5znmL828LKPN99DbfS6J3uG0vbmPc14vvqt5icRZLMaFY3KdNxHWaQCwaJB5Fo4Zh6GiC8fhRBOKxylqsLMbTJilr8XQdipcsUFCswHgZnw0B49UrYLlWahivxmrC8botGzjG2Ybt+3djl80+7OE4Zy/BeP8hWxx0cYCdmxMcDkvJJjdDnLEnjvl7wzPABydCOfaJjIB/TDSC4mIRlpSIyJMpiE5LRUx6GmIJxnGnMhBPME48fRrJOTk4mZuLUwWFOF1crOKLc0pLkXeGUCyW4rPlKKyoQFGlJOE6h9Lz53Hm4iWcvXxZizUWIL4u1uJag6X4Ni7VEopvChTfJQw3UITiO424IbrbxJYSQG5oQ01jB8G4E7eau3p0u/Ue6truE5TZGnSH83fbHxCI76OhuxuN97oJvAK+DzgtVmKxFrOfsNx07z6a7t9XwNzyUGBYlwGKDWoXOH7yTLWyTCTTHezrfPocXc9eoIutwPK9x8+V7j95oTLi/yI86wD9S/DcXHXxH8JzF6fF4twmwEwJ5Omgp1thjeH5VkUebpRk4nJ+msqeLVBcSngWUBbpEK3gOemX4VkSTumWZ3Hb1iFapsUt+GZxLmrzs3EjNwNXOHC+kkdwLs5Eddlp3CI410mc8eVC1KsSVQTnKrH8Ep5VbHZZT2ZtgWYF5ZTKsk14biY8K2CuIShSLdIa4FnB9z9wzzaWDs96K9fpH8Gz8Z8RAs7aPsV9vLzHEv6L8ExoFHB+2Hwd3Q28b3cJ/Ldkv38PzwJOAq+627ZAs7QyL/0iqQH9LkHrBfWsg7BEPSY0PZZ6vi01uEfI7BTXYcJeG4+zmfdaElg1nStFI6G58SKvM581SbImFmexgD4hOIvLtvExvOQ+VUmuewTc+wTdBwToJ034XACa8Pyb54TnZy34nPqMAC3LpZazlHQScJZM1JJ5W+KEVQZu9ukWaIHlDwjNHxKetRJW3K7rptpW3KdVErJ6yeIt8CyZvDWAFqu0ZMj+mLCoZeC+h+/ff4TvpHyXAZ5FEv8sFmixMIvVWSUHo3T37dfg+aEkZpP4bknaJfBaw/shCcuuqCzaYnUWcBaJRfkxofNJI+9bK4G+4xqedfFcu2tVQq4XEudNgH5UT/jmPZAM3i2XStB4rhCN5QVo4Pei8YJkiT+rXOX1Py6U+zbBWf8DRSBYtz7//4Fn2UaszsbwLMnJHt+V7PsUn8lHvA8Scy9/tnXyGWg8dxa1Z0pwPiePg6cEnPD2gaOrO+xcHXHQ2Q7WDgdgZSelDKxg5bQfB1wPwM7DFg6eDnA54QQ3fxcC82Ecj/KCX7wvAk4GISg9HBGnoxGTl0AwTkFyaSpSz2bg1HmJO86gJOY4BVmXk6hEZF1JQNa1GJy6FoGMK5HIvB6F7OoY5NbEIKeG7yACctHdOBTfjUVpQwxKG9lSxVRJawKKOwnNBOLirgTCLufZFnfGo7SbgHyfoHyP77Z7cZzn+t1xVAyKe8T3HMFYVNgpilR9IpnObw83lHgShagY5OxWH2Q1nUBGkzcyGr2RVn8cKXe8kFjnibjao4ip8kBk1RFEXvNA2DUOfi+7IPCSPQIvHoD/RSucOLcXx8v34FjZLnic2Qm3ku1wKtgC+9yNsMlaD+vMNdhzchV2JhIwIs2xM2gJdvgtwlafRdhyYhE2HFuA1e5zsMJpNiwdZmMp4XjR/qmYv3cK5uyciJlbxmPmhnGYtWY8plmOwiTzEZiweCjGLRiKkbPMMHy6GYZNHYjBEwnJ4wm/EwjC40xgOqo/+o0ggA1/C71HvIW+w99B/+G9qT4wGSalngjWwwdiyDDC8xAZ/HFbDgiHDhqEEUNNMXqMCSZNGoyZM0dh3tzxBN+JWLxoKswXE6QWTsWieZOwYNYEzJ0xBnOmj8HcaaMxdxbXWzgdCwnECxcT8JfOhLnEtFrMgaXlPKxZTzDeZI4tm5Zh40ZC8bqFWLtmAdauWoh1KxZh85rl2L6B12rTWuzYuAbbOADasmYltq5dzek12Lx6NTZYrsDqpeZYOGMmJo0bTRA0U8CsJw3TrNDiqq2BqQaorxKFaeLAzQhm35QOsDrEGgOw3q+v++Zy43WM19VqNWtS8NtPQFzW5TLCrvTJtJS50lzQZX8CybxvXN6f8wOo/rKeQHJv3tPeb6t5U56v6QCeP1sz0/4YzHs5RCzIw/pi1MgBGDPaFOPGDsKkiUMxdcoITOe9mkE4nj1rHO+t/Kkxmfd2Osx5v1ZazMYqy9lYs3IeNqxZiM0blhCOl2H75mXYs3MV9u1eQzgmFFtvgoPtNoLxTrg47oY7wfiI2x54evA74WkDP287BPg4KIUEOCMsSGKN3RAZehjR4UcMOqosqVGiMGkJx1R0hBaLrMcki6VVIDkxlnAYH6TcqU8mBVMCx8FKaSkhhGQB5VCCcjiyMiJx+hTfPZnRyD0di7zsOOTnxKM4PwllBckKmC+WZ+FyZbbSpYocpYvl2bhwNofLswjSAtGpKM4+SYhOUAm0xBKdHB+s4D0i+BjPzYM6gvBgT4QHeSKMfQL5ESGeqo0MlXPzNrTadDTBWKBY9iGQHMvp+Bgt1jqhp9WAOTFWh2UNmLV+Qm48oTYuWElfJkoiPJ8k0CYTclMIzZrCkEqYlr64MEJ2eCAVwGl/pdhQtlR8CNtgHhMVFXQCEQHeCKdC/Y8jmAAcRLAI9DkGf4Kwn/cR+B73gLeXGw57OBKIbQnEB3DIyYY6APtD1jjI3xobWyvC8T7sI7zs3rMdW7dvwiZJmrRhDdauW4nVYgVcZQELy6VYar4Qi5fMx4JFczBn3kzMnjMdM2ZNxbTpkzB5ynhMnDQWEyR78aTRGDt+BEaNGYLhIwdjmJT+GW7CaVOMnzQE02ePhuXq2bCyWQtvPwdkZIfj0rUiNDbfxsPHD/D+h+8p6/MXX32Jr7/5TukVPH+FZ8/E8vwI167dRnxSOrbt2YfhE8fjV4TDt/r2IwwSIgmfAs+a5ZnASoAW8NXhWOBZrNH/SDo8G0uHZ8lCrZVz0ko16fHOYmGWeclGrVmbX0n6TMV9fKC4VgswCxj3UxJLsfSZmokrtrasvwl/HwzL9WlZT4NjiSnWxXeRvEcN6+iJuCTJ1tt897zNd9Y7EovM905fFUvM62GQCX9XBg7jORk0aMRQgrFAsViJx2HclIkE4smYNGMqoXi60qwFmqV47mIB40VYvHwpzFdaYNkqS6xcvwZrNq0jEEts8VZs2bUD2/fuwk7xSLDmmMb2AGwO2cPO2REOri5wPuwGd88jcD9+DO7enjjqdwLHCMWeAX7wDgmAX3gIAiLDERQdjpDYKIQnxBrijJOQkJFKEYxPZSLpdDZScnKRll+AU0XFyCQUZ5WU4nTpGeSUnUUuoTi/ohIFBOKic+dRashKrWeerrhyXWWe1uOMtSRchgzUNZJ8S4szvn6rHjfEWkwgrhYgvtuCmvpW1BKMRbeaOpRuN4s6USfWYyVxnb6PegJxQ8dDNHY+MtJD9mvLNBGYOwjJ7G/qoroJxgTkFoKzqFksyOzTJfMt9x+ilfDcRmhuEygWC7KA8eNnSp0CyE+eKwkgK0gmLHc/exf3nr/E/Rfv4cG77+GhtIRl0aPnnH/2UrUq5tk4WZgOyiJjeFbu2mJ1Jpy13ryIVsJEx12CMwfAIoHoNsKdSgwmsEzAE8jTZQzP4rYtycI0l+0MXMw9qVmd0zk4TRFY5oAxPkJJn9Ytz+K2LcnCxFIt8CwJw4zhWZf01ZzJQXVeFqqzT+F6dhquUpKsqvrMadSU5yhwviMASnBuuE6oIzg3VZ3hcZ4xJDUjOAswE8aVBKCVSzjXJaxKIjFJKCaJxRQ8S/sGOOuQbJxR2ziztg7NIgFiuVbi5i4SUNatzW+Cs+zz9nmeszquMwroBZ47qsXN21DfualKwfOjlio8aLpGWLmC9rrzaLpJQK+t7IFncZcWq68Orrp1ucc9WyyS7BersNSTft56l/sVC+NtPCJIPiI0C0A/Ifg9IHhKPHVXHcGtludxg1B/uVgBdItAs0Abn612Pk9dcqw3Lyt4k+RVuvuwDnAvCGEv2imC7kvCrST8+oTw/JlA87vtSp+/IERT0ifLJKO2JAd7SUh+JvBslERMYFpcuF8IQHfcVPt8j+D83n2es2zDeUlqJQnE3uV5yPYCsA/vaPCs6RKh+gZett3BJ/ebVdZxVQP6pQbMYnUWybRufRaA1uHZOP5Z3LY/e6zFbhu7nwvYKwgWC7R4c4gFWqzPVeWqfaSOgcfSeJHX+xKetl8nOFfj3S6xrNeqPwie8n4/4jpSK7r9Op/rS3zWCNB3KwtQV8GW33tJ0iZx+vLnhSSKkz9Q5A8Muc8CwBKzrCzQ3fVKAsf/kwSixVot2z1urlXwLM/W/Vs3qOu4V3ed7wpCM6/rfRHviXx2x40LaLhUgZrKMpwtyEFyUhz8Q/1wLEiLQT7s7wp3P2d4BDjhaLAzjoQ641iEK7yi3eETdxh+4l598hiCM44j/DQHdCUccFXEIu18Ek5dOonMK2nIuX4K+dXZKKzNQuGtUyi6lYHiulSU3JWs1ZqKGxJR2BCPgjtxKKzngLWJwNtCGG6OwxkCcllbAs62a2WbzrbHoqw9GqVtkSjqIOQSiou6KLbF96j7MSjR9YCALLWP74VzvTAUdIUiv5NtN99xXRQBObcjHDmE5BxC8mlCclZLMME4iFDsTyj2QdItbyTUHkdCjSfibx4hILsj+oYroq67EJCdEX7FESEXDyHo/CEEVDjA74wdTpQcxInig/AstMbRvH1wz94Bl9Mb4ZS5DnZpa3AgeSWsEiyxN94SO6OWYVvYEmwKXoR1AfOxxnceLL1mwdyDcOI0Dcttp8PCehqWWk3B4j2TMH/HBMwhIM/eOA4z1o7BZMuRGL90CMYuHoLRCwdh5FzC7Ey2U9lOItxOMMHgsQTd0f1hQhA2Hd4Xg0eYwGwY+4aKTJXMhgyACQGqzyCC1iBC2EBC2kCClykHQ5Jgi5BpZsbtOKAaaEpxMDiIA74RHKSNGzUM06YMx4J547HCYhbWKYhaiu1blmMntX3jMmxdvxSb1y7CxlULsGHlfGwUSSzrRnOsYruK26xdz+uwdTm2bLPEdgGv/RtgfXALDtpuhbXNJuyxWoudu1dhx3Zq82rs274RB3Zvhc2ebWy3YN+2zdi9eQP2bNmIvVs3YdemDQqiN61YCYv5CzBj8gSM5OBZZdg2wPMAE3EpJEzLoFAGfb8IzxwIGsHtmzKG5zeB+P8mA7f06+vp66q6oKK+krSL94RSLuaUNq+VrdLLOmkiTLPftP/bMOP0kIF9VdzxiCGm6g+O4UNMVAzyuFFDVfzxxLEjMGXiaEyfMpYaiZnTR2Hu7HG8jxOxeOEUWJjPxIrlc6k5WGk5F2vk3q1drOKOt21ZgZ3bqW3LsXvHckLyKljz/hy03gB7281wtN8KV2epB7wHRw9Lxmob+HoTjn2dEBTggohQd8QQiOOjPJEcdwKpiX5ITw5ARkrgazp1MkhJptOTpS9EgW9qsgBxEFKSAqkATgfiJJdLXPKr2ORQZKZHKCg+nSmKRHZWFHJOE5CzYwjHsSjI5XvHoMK8BBTlJ6KkMBmlRSk4U3wS5SVpOH/mFC5WnMaVczm4diEP1y8WUIW4eiGf8wW4fC6fIJ2H82WnUc5x1ZmCDBTlnEROVgKy0vk+TI5Q0CoAHB1+gvIlCAsMa0D8atqP6xBKowmqbGVephNiJDmZBr8ynxgjgKyB8CsYlj5ZR+Kug7lNENcN5D4ErgnPCWFGy2Q/EptNRRGwI4IQFy7i+oRlafXpyCAfpYjAEwgjFIf6eyHE1xMhBONgQnHg8SPw83THiSMu8HR3xFG3QzjsbAc3Z1u4OtrAyd4a9gf3wsZ6J6z3bcc+q23Yu28Lv8frCcarsXnLGmzctArr1ltizVoLrF5tgRUrzbHccomC44WL5mLe/FkaGM+cgukzJmPqtImYNHkcxk8YjXHjR2EMn+ORfKZFw0cMxtBhZhgydCAG87k3G6SFaWiZ9rU/mFSt9AGS4b03RowciEl8dy2xmIYdu1fA4+h+JKX6o+JCDu401KL7fifefe8FPvrkI/zmi98q120NoH/Ab7/4hlD9BZ4++wCdBI8bN+qQnJqJPQcOYvSUySrmWVmf+xIyDfDcn8Aq8CyZo43jngWCdVA27jeG61/q15bpkjJO8n57pX79JRGX7FfgXBJzaeo/wAz9FOD2JezynUT15rUR9STQIujqfcaSbfqLi7T8cWfYvr/Ut6dkG+kzIRib8vdCb00Ha4m2xFIsVmKJKRbX6bGTxxOKJ2jJtqZPVjHFU8WFeu5MgvEczFk0DwvMF2PhsqVYYmkJi1UrYbl2DcF4LVZtWEco3qageMvOHdi6eyfBeB/2HTyAAw6EYicn2Ls4w8HFFY7u7nA9ehRHjnvD09eX8sNxf3/4BgcjICwMgeGRCI2KRkR8PMLi46h4RCUlITolmUpBXFoqEk9lICnzlIo1TsmSBFxiNS7A6aJCZTXOLjmD7DNlyC0rR97ZChRUCBxfQPH5i6/cqS8b3KmvidW4CucIxpdU4i0tC7WeffpGXf3r2acl83RjS09yrdvNbagTKBY4puqaCMUiQrKaZ1vfeg93qYY2wjDVSBgWNRCIGwnETQTi5q5HaOl+3COZl35j6eu03nuEVoJx24NHaBcoFmuyuFoLLBtkvKyD0NxJaO4iLHc/fYF7AscG3RdIph4QkB+++z4evfsBHr38AI+pJ+99RH2o9PjF+0pPuFzXa/Csxzz/knR4bq0hJN8iQBMk2gnPkihM4FnqPTcT7BoJdk0CygYLqg7PMi0ArcOzxDvXlGUrl+1zp5NUBu2Sk2JpjlTAnBcXjtzYMCqc8MwBqrhxc7kxPEuN51+CZ5mvLstBVUk2oTkD1zPTcP00189JQ1VhFsE5F7X8oakjgNZdKcEdwnP9NUKsAPR1QsU1wuwlQjKvjbgY11VKYjMCL+FZwFmPedbhWdWDNpS0kvMWuNXB2RiaxUVcpIOzLNehWYBbpEOzLgFn49hxuYYC3LKf2ooc1Mp5VwrQvw7PxqWq7jfKPeL9uk1wruX2VfzMKoJTrcArQbtOQKvKAMfGll+CE6dfEGRlmcCVlMaSms6SWfs+da+pGg8J0I87b+ERgfQ+Qf1egySMI/Dd5L2/wWtBcGvgOTeLq/blMrTyeVJ1scVKfkvqK2vJqwTg5TP041Dw3CbuyDcJhlq5KQHkzwnKvyU4f/GyQ7VKBGjp1wH6AwFQwqeyPhsAWrVihZYYaIlvNuxXQbOIAP2+ZOXm9PuyjOupElYKoK8qy7PEQD+ou6pA//2Oenz2oB1fPu1Wda+/ercLX7/3CqBlXo9/Fmg21iuAbsLHUj7rMedFBvfzDzoJ9m3aHwBSQksguJPw3Mn7f5/Pwf1b59F9h23jeTxquYTnBOiXnYRn6r3OWjxvrVIA/fDuJXTV8vsnzySft7sE6Ftn+exXEqb5LOvx5sZx70+aJKmXBtDKAt119/8Iz7oF+u/h+Qbv81UeO58/9e64go76a+jidZV3x8O7mmu8QHxT1XlU83t15kw2TmbFI4KDh+CTxxGY7IkgKiSVyuB0xlGEZR9HZN4JxBT5IK7EF/FlfkiuDETaRQ5UxWpcE4f8W8koqDuJojupKL6bgdLGTJQ2pKOkIZXTJ3GmORlnW5NQ3paI8vZEnGlPQDEhubA5BoUtsShpi0NpRxxK2gnABOTSzhic6dRcpzUX6kiUdoWhkMoVCKbyDECc18331r0w5HeHcprqDEF2ZwBOd/ghs82H8kW6qnnsi5P1hOO73kis80L8rWOIu3kUMTUeWtbqq64IueKMoIuOCLhAMD5vD7/ztvCpOACvsv3wKtkHz+J9OFqwB4dzdsMlcyccT26BfdJm2MZuhE2MlHVah32hq7E7hBAZbI4dAUuUBXmj1zys9ZirLMiWTjOx1HYqFh+YgnlWEzFnzwTM2DEWUzaPxKQ1IzB5+QhMMicgLxmGcQuktNMgjJ49CKNmDMKwqaYYPGEABo4V1+r+MBMRkk1HSH1jajBhjEAsiblMzPpQfWE6qB8GDSYEDyI4mw2A2cD+hGGKAx/pG0y4kjqUUo9SgFmsslI/WCycUsrJZAD7OSg04UBwsBmBfcQoTJk0DgvnTSJkzSZYLcPunWuxf98m2B7YCnubbTi4nwDMeZu9Gwi6Gzi9EXact2O/9f7N2LNnPbVOZUWWjMg2NluUHBx2w8nFCq7uB+DsagX7Q7tw0G47Dlhvxf7d3P/+HTh0cA8cbffC7sAuHNjDwfkO7o9QvW/HFuzdvgW7tm4kvK/HmuXLMH/2DJV9W1zOZUCtWZ05cFTnpwOwtFqs8evSYPiX9GpbDYz1PmMo1ueN19PjoWXaeF0B4VeArGcH1wb7IlNCsZR0Gsj7aTaoP0HBRMHCsOECyP0JygMwZqQZJowdSjiWuOMxmDV9PGbPGI+5sybyXk3FovnTsGThDCxbMhuWywjIFnOwasVcrFuzABvXCyCbY/vW5di1Y6XSbvkzY89aHOA9srfdhkP2O+Ekya4cd8DDdRe8PKzgfdQaPp4HNeuxvzMigjXLcUzEUQKbFwHQhyBJQCYMZ6UGIzs9FLmnIlBEkC3JjcOZ/ASUFSSirPB1nSlIQEleHIpzY1GYE4MCrp+bGYMcsRRnEIgFkKmcU5GqT5RL5WdFc91YgizfL3mSBZpgnJ+E0oJknCkkHFNnCchlRSfZpioJLFeeycC5slOEYULz2UxcKj+NqwTn6xfzUXW5ENWXi1DFd/oNjiVu8Pf12vkiXKnIx0WOfSqLs1BeeIrHm0Y4J0BzzHQqNQYnEyMIruLGHKRgVgD2lyTr6PCrS/pSEsMJv6E98zJtDMuy33hxk1YiqEcGITYiEDHhAYgO8yewa21kqB/viw/Cg04gNOA4W8JxsD/CA314z7wReMITAYRif++j8Dl2mPeVUHzYGUddHeHh7AB3R4LxIYKxw0ElZ7sDOGSzD7ZWu7F/L79/u7di705+73Zswvbt67F502qsX2eJVauWYsWKxYTihbCwnI8lS+dgwcKZBOPpmDN3KmbNFjAWi/E4BcYTJB6VYDx23EiM5nd21GjJBv06FEuddt17RP8DqSePgbH4/Zayar35XZP8APId78/vmSnfe8OGm/HzRmKJ+Uxs3bECLof3ID7ZB2WVWbh1pwodXW14/u4TfPjxB/jtl1L3+Rt88+33ynX7iy+/xaeff4nnzz9EV9dT1NTUIzUjm+DmiAkzZ6iY51/16Y1f8zMFnAWgJeN2fymvZATKAsDGVmhdumVZJDWKVZ1iVbZJyjFJ+IkmbV8yLcskG7W4S4s7Nd9b0qfKN70q4yT7UbWNeQ0EdH9JOhhr0sB4AK+XaOAgCduR2Gfei6GDMGSYWPOHYsQoQjE1euwojJswFuMn8j5OGo9JUyZi0jSC8axpmDZvJmYumou58sfI8iVYsnKZykJtvloSbq3Eyo1rsFplot6IDXyHb9mzA9sJxDut92OPjS2s7O1xwFE845xh6+IC5yNH4HrsGFyOHoOblxeOnPDB8cBA+IWGwz88QikgPApBkTEIi01AdFIK4lPTEXcyjUpHYnomkjJEWVrJpuw8pIonXm4+ThUWIVOpGKeLJRFXGfLKziJfLMcqO/W5ngRcAsYVV8ViXI1zUhrtei0u3LiJi1U3can6Fi7XSHkmKc0kZZnEYtxoZDFm29CCGqq2sRU3m9qUbjW3qzjju23dmtq7Ud9+D/Udmho77hNuNTV2cl7E/gau1yCtrKOWcZ0uwrJBMt/Q0a0l5OomHHc/UJJlMt9ikJq+J1D8iFBMUFZA/LgHiEUyLZCsy3hZ99PnBOUXhOR3eyBZl4CyrscCyQY9eZ/grEvmjaC5B54FnCVZ2JvwLFZoY0u0ctkmmLURtto52FXwbHDbFrVyMN9EQG7gIL2RECgArcOzbkmV6RZZZoBnsQBfyjtJGDa4aydHoDBJszLr8JwXZ7A6S9IwwrOeaVsSjAk8S/kpgWUdoBU4s09ioVVJpKw03DhFZaXiRl4GaiTLM39gbgvQEkJ1eL5LeBaArr9aRDDmPI9PLHSS2ErJKBmZ7iLddKNSAbMkUJMM5PU35Fpp4CyAq4OzDs1vwrOsI+Cs/lSg5PoIJOuWZpGeJEyHZwFsge5bhH8FzxXc5zkBeu7nOrcnkKpEYHc067Ooi/dJwLm5huB8oxR11wiz18/w88RtmusLwBrASSyPAssCzQKwMi9QK+63onsE3c7bBhGMuhrYJ4DeXo0HbdWc1kBdszxXoPV6KRouFuBOZR7qeT3FbVtctgWe79VeVvAs1kcBaDkG+QzdCqogupUA2S4uyVq5qY8Imp8+bVagLBZnY4iWeVn2MSH04/sE6I5bCkAFogWepRSUSDJxS23kJy0Eax6zJFKTTOTG8PwB59/r4LYSP03Qe1zPYyNAa+7bmqX2RbNkyW4mQEv5rk789lmnsjaL1Vkk8Czzv33WrqzPAssCzsYWaFXvmbAv5yXg/+ljceWWZG13VRmud1uq8YyfLzHM92oq0c3npIvqrKZulfM+l+NB/Tk8ab6M523X8W5HFQGa50R4Fkn88wO5/4RvCUuo54DrNu+DwLM8z3qmc8narmdcf0ToFbdrAWgB4eeddxRA64BsDM26G7cxPAtw6/B8v47PSPVVtF+/wu/MRTTyHdLC57OD90H+dHvI51OurcQ/d/A90nTnIqprzuLspWxkVsQiuYyDsOIAJJT4I/lsAJLLA5BY7oeTF4KQcSUEmdcIyzdCcLo6BLm3wlFQz8Hq3SgUNPB90czBbksSW6qFg9Q2AnObxCMnoYzAXNaRgLOd8SjvjlU6e4+D2i5xv45DUQe37yJAd8WgWNyoCcTFBGNJzlV6LwIl3WFUKJcHo6ArBDldocjuCEZWO4+rxR+pjSdwsuE40pq9kdZynJDshZSGo0i8646E226Iu+2KqFpnhFc5I+yGE4KvOqiax77nbXDi3H54V1rhePl+eJbtw5GS3XAv3AG3gu1KjjlbYJuxCQdS12N/8hpYJazFvphV2B2xEtuDl2Or31JsOr4Y648uwrrDi7DadR5WHJqN5bbTYEE4NreajEW7J2L+tnGYs3ksZm4Yg+mrR2OSxXBMWDoUYxcNxegFQzBiDgck0wlEk6mJphgyYSAGjRXXag74RhJyR5ooN2rJWi1APIAwJbArMcgyoJRBZD8ZTIpl1SATSgacZjLgNCF0KWgmhPXvjQEcWA7o20v1D5KEMOKyZzqA84RlqgfqBPAMkmXDhw3DhPHjMYeDIkuL+diwTsB5PWystxOu9sDNSastq2rMyrSjFTyc9uMo+7zcbFV9WbXcxZrSSu14uNmo9d2cpOyOHTyPOMLrmBOOHTkEd1cO2J0PENqs4GCzA1Ir193ZhvvgIJ59dgd2w3rvNljtIpRzIG+9dwche5sazG9evxrLFi/ApEljONCTgak28JbBtjHE/qOYZ23ZL8sYinVw1q/ZL62vr6d/rqwv11ldcxGPS8HxoN4coPYlLEgprwEYPoJwLHHHY4dgzDg+L+OHcYA6goPT0Zg6fSxmKDjWNG8OIXn+FCxdPAMWS2cRjucSjhdgzapFvE/mBORl2LzBAts2i/V4FfbsWmOA4404eGATbOXPC7vtvNa74OayDx7u+3kPbHqyVPtLNmcp4xTkRkg7gqRYwnGct1Jakh+y0gjHGaEE2TDkn+Z3ODeGEBxPQE1ERWkKzpWcxPkzaQTODFwhqFw7l00Izcb1CxxDGEn6ZPmlcgHZDAJtOuFWIDeF0JvEfSajVICYkukeFSbxs5LVerJ+ZUkqKgjHErOsxy3rEki+QEjWQPmVa7ZYmgWar53PJSjnE5oLUXOlCLVXS1DLsUa1ADTHFNcJz1crC16D59K8dIJ+KrIzkwjPsUhNikRKQjiS48P+ThoIa0qMFQkQa3oNrqMNkMxWpuOigqhAXn8B4wBEhb5SZAiBOMgPYYG+hOQTBOMTCPY7jkAfL4LxMfh6HYGPpwdOEJC9BZKPuPL75whXR1s42dvA0dYa9oTig/t348C+XbDavV19j3YSanZu2YBtG9dh87rV2Lh2JdatWo7VK8z5jC2GBaFo2dIFWLpkPhYvFkCeoeB4hsQZ8/mcMm0MJk4eTigeSiAeQg1SdbyH8zs5dJiAsUnPn3sD5c89eWcZ3ms6JBsn+9P+ZPofpL5v8j2UkArJXSB/hA3gd9OU7zD502kQQX00Fi2eiY1bLGDvtB0R0cdQzGez+uZVtLU34+lzybr9Hn7zxeeE56/x7fffqdhnBc+ffYkXLz5Cd/cz3LzZiFPZBTjkdhhT5s7B2yYD8KvevfDr3r01eCa8itt2P1WT+JWFWZcO1CKB4n79XwHyO736KPXq3VepT9/+Sgqq+2uJuvQSTe/wM9/u9Q7eeke8V/jukrATSmKQ9fJOYiEW67EOxbqF2EzAmNKheOhwcXUXq/5wjBojru8jXoPiqdOn8N5Ox+y5szB3/hzMXzgXi5YsxNJlS7BsuTmWr7DAilWWWMnnRFyo124nFO/eiq1WO7HjwB7strXCXntrpf2HDsLG2R62rodg7+6EQ0cIx3w23b2Pw+OEL476BsArMAgngkPhSzgWBUXFIDg6Vik0Lh6RicmIJRgnEIpFiYTipIwcgnEu0nhvTuUVI6uoFNlFZcgpOYu80grknalAbkk5RTA+U4nCCrEWa9moz1y6qrUXr6is1JKR+nwVwVhijGsIxTe1bNSSeEuAuPoOYZiquUMYFt0lEN8lENcThhvbe6zCd5q7cLeFMNyqgfGdtnuEY9F91Hc+IBxLjDFBt+shGtgaq57QLGpQUPz3EogWGNYtwZo0+BWLcCvn31wugKyBsvRxHc7r0Nz+UMD4qQJjHYiNJX0iY2AWadCsWZf/ESz/TxJ4fvry7wH6NXjWgdlYxvAsLtvtt66io+6KgufWuovK4tx2S5KIiWW6QoGzDs8Cg8ZWVFHr9XLlEi31nQWeL+ZKrLNYnWMUOBclR6r45tfhOfp/hGexPkurT0v/5fx0XMo+iWuZqajKTEd1djpq8jNRW5pL2CTAXiJEXCaE8geojj9EAtB3pOUP013CXh0Bu+5svrLSiQQ4dHhW8c4GcBYJON/ledVdlWuogbMArg7OAroiY3CW5eLarUOz/ieDbmnW3bX10lQCz7KOwLZsr8FzLqR+9Z0LBHZxh5aEYbUaPEv8uQB0N++VxDe3EGTFLf3u9RLcJjzXq+RokjRKIJdgZnDdFVDWXXcFYAVoZZnUj5b12ghZzcoDQYCcAH1XrIgEJImnbuG6hOd7DfLZFwyW5xLUX8zD7fJs1JURoM8V98Dz/Zua1VnctkUyLZ8llvAekBbrOQFSlZ0SgL5/Bx8IbIqVlqCsu2/rLtyfPmvBx4RQseB+du8uPuq4rQBU1XAWC7KuBgJ7I8+Zxy37fibZyO/d1upBd98iPBtcu9u0+GdjgH5wW2CWYFovYM7j6eDn3ZMs2u0KlAWYBZx1eDbOvi3QLEnQRDpEizu6APTHTxrxqQC0uHE/IEDz+N9v5zHw+J8LZPI5eMDvUDeftc7rZbwfZ/mMlPF6VRB4LxB2LxGgr+FF+w1CL49Z1HoDDwnQnYTSZgK3eFeocATeBz3BnrhvS+I78ULQr/vDxmoFwMr63PE6POsArYOzSKBZl5407BU8X0Pb1ctovHIed/mMNt7kO0P+dON9uN9wBU/l+raIKzffLc1X0dxyGbUNZ1FRl4n8GolFjkTmVb4PqqORVxuDnNpIgnIECu7wXXE3Avn1fE/Uh6KgKQzFreEobOE7oy0KpR2xKCUciwW5WFmREzRJLLJaFq0l5iIQi4q7olHQEY38tkilgnaqQ+KNQ5DXTnUEsQ1Ebps/slt8cLr5ODIbvZDeRFBu8kFSgxfi7xxF9K3DiKx2IRg7UY6E40MIuW6nslYHXraG3wUr+JzfQ0DeBc/ynThathOHS7bBpWATHHPXwyF7LeyyVuPgqdU4kLYCe5OXYWf8YmyLWYCt0QuxIXQBVgXMg6XvbFgcn4FlR6djqdtULHKcgkUObO2mYN7+CZizeyxm7xiN6VtGYOr64ZhkORgTl5ph/KJBGDPPFKNmmWD4tP4YOrkvhhOQh4t79ThC8hgOWkZzAENQ6m9G+B1EiBJLMGXCAWV/DiCltMagIWYcYJoZ3Kc52DExwxDTQRhsMghm/Uy1bMoceJoO4QCR25lyG+V2LUm+zMQK2gsDxXppSnAWy2a/t2AyoBdFiOvHbUX9uT0lrSb2cbmAnmggAXvU6OGYNm0yFi2ah7VrlmPr1rWw2kdwtpNswlJGxwW+3u7wOy71bkUu8PN0QQDng054INiH8j6sFHTcHf5c5nPEiXJWrqASMxnCAX+Qryf3cQTHj7gTuF1w1M2BsG2DYx528PZ0UjpKEHc+tB/2B3crK7SD7V7lLmrHAZoNB2rbt6zHyuVLMGvWFIKn1DOVOEIOojkYF4AVaVArICwD7NclNUDfhGCR9OswrEuHZxMOTPv29BlBteFPCQFlcYMfMmQQhg0bghEjhmniYFXgYtyEIQo0Jk8ZSfAYw0HqOMycTTBeMIWD1KlKEituvmwOB6nzsYpgvH7tYuVavXHdEsKxOXZsWYHd21dj3651StZ7N8LWWjwCeJ9sd0LqBasawW5WOOphzWt5ECe87JSLdaCfM0IC3Qw1jo8jLtobiXG+PWWb0k8GITOV380sfv/zOFagCnP4/S/gWOFMMs6VpeD82ZO4UJ6GK+dP4drFLFy/dBpVV3IJoIW4xXfi7RtnUMffxzvVZ3skfbdvyDKOkfi7WcsxgoBr1SVxkybUnifgniPsVmRw3690/mw6PzOtRzIv61yqJHjLuoRjXefLRJp1We+TmGbRpYrTGkATnK+w1QH6+oU8BdFVlwoJziWE5gJc4VjgcnmeAudzJZk4W5CO0txUFJ4+idzMFGSlJSKV46hkjqeSYiVpVthrSogOVdKtxrERQYgRt+lIgeNgZT2OChUQFmuxDyJCfAnGEj9tsB4HehOM+R1RYKzJ39uTcHwU3kfFcuyGY+4uOEIwPux8CG6O9nBxICDbaYBsZ70P+/bsxJ6d27Bj22Zs3bQeG9ev4TO0is/SSqwl+KwmAFlaLIXF0oVYzO/6YoGk2TMwe8ZUzCY8zZw6CdMnT8CUyeMwWeKMxZ163Eh+z4ZhNJ/jkWMGYwQhefhIM0LyQH73BIj5DpGM7WzNBvfDwEH9FSCLJ4UeVqHnIlAeLwJ58oegQSYEv9cszv0NQK2gWgNr1Qo89tWguVcvguc7/dC7F2GzD9+nfFcOGiQJ8EbzuzQDa/idsbbZiMAQV+TkJ+F69SU0tTTg0ZP7eO8D