<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[Naukri's Official Blog]]></title><description><![CDATA[Maximizing Your Career Potential]]></description><link>https://www.naukri.com/blog/</link><image><url>https://www.naukri.com/blog/favicon.png</url><title>Naukri&apos;s Official Blog</title><link>https://www.naukri.com/blog/</link></image><generator>Ghost 5.35</generator><lastBuildDate>Fri, 05 Jun 2026 18:55:45 GMT</lastBuildDate><atom:link href="https://www.naukri.com/blog/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[Naukri JobSpeak: White-collar hiring remains stable in May; AI/ML roles and Insurance sector continue to lead]]></title><description><![CDATA[Naukri JobSpeak May 2026 shows stable white-collar hiring in India. AI/ML roles and Insurance continue to lead, while GCC and fresher hiring show growth]]></description><link>https://www.naukri.com/blog/naukri-jobspeak-may-2026-white-collar-hiring-remains-stable-in-may-ai-ml-roles-and-insurance-sector-continue-to-lead/</link><guid isPermaLink="false">6a2269a0f9c884a8e0ad0a4c</guid><category><![CDATA[Naukri JobSpeak]]></category><category><![CDATA[Job Opportunities]]></category><category><![CDATA[Job Search]]></category><category><![CDATA[naukri ai jobs report]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Fri, 05 Jun 2026 06:23:16 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2026/06/Naukri-JobSpeak-may-2026.webp" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><h2>Table of Contents</h2>
<ul>
<li><a href="#overview">Hiring Overview</a></li>
<li><a href="#gcc-hiring">GCC hiring grows across leading metro markets</a></li>
<li><a href="#ai-ml-hiring">AI-ML Hiring Continues to See Strong Growth</a></li>
<li><a href="#fresher-hiring">Fresher hiring growth was driven by customer-facing roles</a></li>
<li><a href="#related-articles">Related Articles</a></li>
</ul>


<section id="overview">

<img src="https://www.naukri.com/blog/content/images/2026/06/Naukri-JobSpeak-may-2026.webp" alt="Naukri JobSpeak: White-collar hiring remains stable in May; AI/ML roles and Insurance sector continue to lead"><p><strong>India, 1 June 2026:</strong> White-collar hiring remained stable in May 2026, according to the Naukri JobSpeak Index, which stood at 2836, marginally higher than the 2807 mark recorded in May 2025. The Insurance sector continued to lead with a +19% YOY growth followed by BPO/ITES at +9%, Healthcare at +6% and Hospitality at +5%.</p>

<p>Among major metros, Hyderabad continued to post positive hiring growth at +6% YOY, while emerging cities such as Coimbatore grew at +8% and Surat at +9%. Fresher hiring &amp; AI/ML roles continued to grow, witnessing a +7% and +22% YOY growth respectively.</p>

<p>Hitesh Oberoi, MD &amp; CEO, Info Edge (India) Limited said, &#x201C;While the job market remained stable in May, demand for high-value talent continued to stand out across industries, with AI/ML roles leading the charge. Hiring for AI/ML roles offering salaries above &#x20B9;30 LPA grew 27%, during the month. We are also seeing encouraging fresher hiring momentum in emerging cities like Jaipur &amp; Coimbatore.&#x201D; .</p>

</section>

<section id="gcc-hiring">

<h2>GCC hiring grows across leading metro markets</h2>

<p>GCC hiring witnessed a healthy +8% growth across leading metro markets in May 2026, led by Chennai (+25%), Hyderabad (+20%) and Pune (+16%). Delhi NCR (+8%), Bengaluru (+5%) and Mumbai (+5%) also recorded positive hiring growth by GCCs, during the month. The trend highlights continued hiring activity across established GCC hubs despite a relatively stable overall job market.</p>

<p>While sectors like Insurance, BPO/ITES, Healthcare &amp; Hospitality led hiring activity in May, sectors such as FMCG, Retail &amp; Real Estate remained largely flat. Meanwhile, Banking (-15%), Telecom (-12%), Pharma (-8%), IT (-7%), Auto (-7%), Education (-6%) and Oil &amp; Gas (-6%) witnessed a decline in hiring during the month.</p>

<p>The FMCG sector, however, recorded positive momentum in southern markets, with hiring rising by +14% in Hyderabad and +17% in Chennai.</p>

<p><strong>Related Reading:</strong> <a href="https://www.naukri.com/blog/tag/naukri-jobspeak/">More Naukri JobSpeak Reports</a></p>

</section>

<section id="ai-ml-hiring">

<h2>AI-ML Hiring Continues to See Strong Growth</h2>

<p>Senior professionals remained the most sought-after talent for AI-ML roles, with hiring for professionals in the 13&#x2013;16 years experience band growing by 32%, followed by a 28% increase for those with over 16 years of experience.</p>

<p>Among cities, Hyderabad led AI hiring growth with a 44% surge, followed by Delhi NCR at 34% and Chennai at 31%.</p>

<p><strong>Related Reading:</strong></p>
<ul>
<li><a href="https://www.naukri.com/blog/naukri-ai-jobs-report/">Naukri AI Jobs Report</a></li>
<li><a href="https://www.naukri.com/blog/popular-artificial-intelligence-machine-learning-careers/">Popular Artificial Intelligence &amp; Machine Learning Careers</a></li>
<li><a href="https://www.naukri.com/blog/how-to-become-an-artificial-intelligence-engineer-a-complete-guide/">How to Become an Artificial Intelligence Engineer</a></li>
</ul>

</section>

<section id="fresher-hiring">

<h2>Fresher hiring growth was driven by customer-facing roles</h2>

<p>While fresher hiring grew 7% YoY in May 2026, demand was primarily driven by customer-facing roles. Relationship Manager (+75%), Loan Officer (+62%), Retail Sales (+50%), Customer Engagement (+43%) and Customer Success Associate (+35%) were among the fastest-growing fresher roles during the month. Hospitality (+30%), Retail (+30%) and BPO/ITES (+28%) emerged as the top sectors driving fresher hiring.</p>

<p><strong>Related Reading:</strong> <a href="https://www.naukri.com/blog/high-paying-skills-in-india/">High-Paying Skills in India</a></p>

</section>

<section id="related-articles">

<h2>Related Articles</h2>

<ul>
<li><a href="https://www.naukri.com/blog/tag/naukri-jobspeak/">Naukri JobSpeak Reports</a></li>
<li><a href="https://www.naukri.com/blog/naukri-jobspeak-march-26-records-a-9-rise-in-white-collar-hiring-as-fy26-closes-at-8-the-strongest-job-growth-in-three-years/">Naukri JobSpeak March 2026</a></li>
<li><a href="https://www.naukri.com/blog/naukri-jobspeak-it-hiring-shows-meaningful-recovery-and-ai-momentum-continues-white-collar-market-posts-12-yoy-growth-in-february-2026/">IT Hiring and AI Momentum</a></li>
<li><a href="https://www.naukri.com/blog/naukri-ai-jobs-report/">Naukri AI Jobs Report</a></li>
<li><a href="https://www.naukri.com/blog/popular-artificial-intelligence-machine-learning-careers/">AI &amp; ML Careers Guide</a></li>
<li><a href="https://www.naukri.com/blog/high-paying-skills-in-india/">High-Paying Skills in India</a></li>
</ul>

</section>
<!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Top Job Portals in India to Post Jobs and Hire Candidates]]></title><description><![CDATA[Find the top job portals in India for recruiters to post jobs & hire candidates faster in 2026. Compare platforms to make the right choice for recruitment success.]]></description><link>https://www.naukri.com/blog/top-job-portals-in-india-to-post-jobs-and-hire-candidates/</link><guid isPermaLink="false">6a194a2cf9c884a8e0ad0a0d</guid><category><![CDATA[Job Opportunities]]></category><category><![CDATA[Job Posting]]></category><category><![CDATA[Job Search]]></category><category><![CDATA[Recruitment]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Fri, 29 May 2026 08:18:01 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1653038417332-6db0ff9d4bfb?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDF8fEpvYiUyMFBvc3Rpbmd8ZW58MHx8fHwxNzgwMDQyNjM3fDA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html-->  <nav aria-label="Table of Contents">
    <h2>Table of Contents</h2>
    <ol>
      <li><a href="#introduction">Introduction</a></li>
      <li><a href="#top-5-job-portals-in-india-for-recruiters">Top 5 job portals in India for recruiters</a></li>
      <li><a href="#naukri-com">1. Naukri.com</a></li>
      <li><a href="#iimjobs-com">2. iimjobs.com</a></li>
      <li><a href="#hirist">3. Hirist</a></li>
      <li><a href="#job-hai">4. Job Hai</a></li>
      <li><a href="#naukri-campus">5. Naukri Campus</a></li>
      <li><a href="#wrapping-up">Wrapping up</a></li>
      <li><a href="#faqs">FAQs</a></li>
    </ol>
  </nav>

  <section id="introduction">
    <img src="https://images.unsplash.com/photo-1653038417332-6db0ff9d4bfb?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDF8fEpvYiUyMFBvc3Rpbmd8ZW58MHx8fHwxNzgwMDQyNjM3fDA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Top Job Portals in India to Post Jobs and Hire Candidates"><p>Job portals are now at the core of modern hiring in India. They help companies find talent faster while giving job seekers access to real opportunities in one place.</p>
    <p>But not every platform works the same way. Some portals are strong for tech hiring while others support fresher hiring at scale. A few work better for blue collar roles and frontline jobs.</p>
    <p>This guide will help you understand which job portals are worth using and how to pick one based on the role you want to fill.</p>
  </section>

  <section id="top-5-job-portals-in-india-for-recruiters">
    <h2>Top 5 job portals in India for recruiters</h2>
    <p>Data shows that Indian companies spend anywhere between &#x20B9;30,000 and &#x20B9;1.5 lakh per hire on average. Global reports by SHRM place this figure at $4,700 (nearly &#x20B9;3.9 lakh), and the cost rises even more for technical or senior roles.</p>
    <p>However, you can significantly reduce this cost by choosing the right <a href="https://naukri.com/recruit/login">job portal to post a job</a>. Below are five trusted job portals recruiters use today to hire faster across roles and industries.</p>
  </section>

<p>Related: <a href="https://www.naukri.com/blog/how-to-post-a-job-online-step-by-step-guide-for-employers/">How to Post a Job Online: Step-by-Step Guide for Employers
</a></p>

  <section id="naukri-com">
    <h2>1. Naukri.com</h2>
    <p><strong>Best for:</strong> Mass hiring and multi-role recruitment across India</p>
    <p>Naukri is the biggest job portal in India. It is used by all kinds of recruiters including small companies, hiring agencies, and large enterprises across all industries and sectors. The platform has over 10 crore profiles and millions of active applicants every day. You can <a href="https://www.naukri.com/recruit/job-posting">post a job</a> on Naukri in just 2 minutes and manage multiple listings on a single dashboard. The platform also offers <a href="https://www.naukri.com/recruit/free-job-posting">free job posting</a> along with paid options with advanced features.</p>
    <h3>Key features</h3>
    <ul>
      <li>Job postings for all business sizes</li><li>Strong database of 10 crore candidates</li><li>Post a job, edit, and track in one place</li><li>Access to India&#x2019;s biggest resume database (Resdex)</li><li>Advanced filters for skills, location, experience, education</li><li>Assisted hiring with expert-led sourcing and screening</li><li>Part of <a href="https://www.naukri.com/naukri-talent-cloud">Naukri Talent Cloud</a> for one-stop hiring</li><li>Low-cost plans starting from &#x20B9;400</li><li>AI-based talent matching and recommendations</li><li>Booster visibility on the job search to increase applications</li><li>Trusted by 7 lakh+ businesses including ITC, Wipro, Amazon, Tata</li><li>Affordable plans for SMEs and startups</li><li>Free job posting is available</li>
    </ul>
  </section>
<p>Related: <a href="https://www.naukri.com/blog/recruiting-process/">Understanding the Recruitment Process in HRM</a></p>

  <section id="iimjobs-com">
    <h2>2. iimjobs.com</h2>
    <p><strong>Best for:</strong> Mid to senior-level hiring for management and business roles</p>
    <p>iimjobs is a specialised job portal for premium management talent in India. It is widely used to hire professionals in finance, consulting, analytics, HR, sales, marketing and operations. The platform attracts candidates from top MBA institutes, including IIMs and other tier-1 colleges. This makes it ideal for leadership and high-skill roles.</p>
    <h3>Key features</h3>
    <ul>
      <li>Strong talent pool from top B-schools and business programs</li><li>80% of MBA graduates (IIM, XLRI, ISB and more) are registered on the platform</li><li>50% profiles belong to mid and senior management roles</li><li>Resume search and premium job posting options</li><li>AI-based screening to filter qualified applicants</li><li>Built-in chat, interview scheduling, and calling tools</li><li>Mobile app for quick review and shortlist on the go</li><li>Trusted by 100+ leading unicorns for management hiring</li><li>Chosen by top companies like Infosys, JP Morgan, Nivea, Zepto, EY</li>
    </ul>
  </section>
<p>Related: <a href="https://www.naukri.com/blog/what-is-job-posting/">What Is A Job Posting?
</a></p>
  <section id="hirist">
    <h2>3. Hirist</h2>
    <p><strong>Best for:</strong> Hiring across IT and technology-driven companies</p>
    <p>Hirist is one of the best IT job portals in India. Companies use it to post a job and find backend, frontend, mobile, data, DevOps, UX, blockchain and AI talent. The platform attracts engineers from leading tech institutes like IITs and NITs, and helps recruiters hire for both startup and enterprise roles with speed and relevance.</p>
    <h3>Key features</h3>
    <ul>
      <li>Premium tech-only talent pool across core and emerging skills</li><li>Access to 2 lakh+ tech graduates from IIT/NIT networks</li><li>Advanced resume search and premium job posting options</li><li>AI-driven screening to shortlist relevant profiles faster</li><li>Interview scheduling, chat, video and voice tools built in</li><li>Mobile app to review and shortlist resumes on the go</li><li>Trusted by 100+ unicorns for tech hiring</li><li>Used by Amazon, Meesho, Swiggy, Ola</li><li>Quick and easy registration for employers</li>
    </ul>
  </section>

  <section id="job-hai">
    <h2>4. Job Hai</h2>
    <p><strong>Best for:</strong> Blue-collar, gig, frontline and local staff hiring</p>
    <p>Job Hai is designed for fast hiring across delivery, drivers, warehouse, housekeeping, security, helpers and other on-ground roles. It connects employers with nearby job seekers in 400+ cities across India. Recruiters can post a job for free and receive direct calls from candidates. This makes it one of the best job portals for hiring staff locally.</p>
    <h3>Key features</h3>
    <ul>
      <li>Hire from 2 crore+ local job seekers across India</li><li>Free job posting with direct HR calling feature</li><li>Hire from 400+ cities and 40+ job categories</li><li>Search by location, skill, qualification or job type</li><li>Faster hiring through direct calls instead of long screening</li><li>Strong app-based hiring experience for quick closures</li><li>Ideal for urgent or bulk frontline hiring</li><li>Post a job in less than 1 minute</li><li>Free job posting is available</li><li>Hire in less than 48 hours</li><li>Trusted by Uber, Blinkit, BigBasket, Urban Company</li>
    </ul>
  </section>
<p><a href="https://www.naukri.com/blog/what-is-free-job-posting/">Free Job Posting: Step-by-Step Guide to Hiring Effectively on Naukri
</a></p>

  <section id="naukri-campus">
    <h2>5. Naukri Campus</h2>
    <p><strong>Best for:</strong> Campus hiring and fresh graduate recruitment</p>
    <p>Naukri Campus helps employers hire fresh graduates and campus talent at scale. The portal gives access to 59+ lakh students from 30,000 colleges across India, including engineering, MBA and non-tech streams. Recruiters can post a job, run hiring contests, or tap into the Resdex database to find pre-screened and assessment-ready candidates.</p>
    <h3>Key features</h3>
    <ul>
      <li>59 lakh+ freshers and campus profiles</li><li>1,00,000+ students from IIT/NIT/BITS/IIIT</li><li>19 lakh+ engineering talent</li><li>35 lakh+ non engineering talent</li><li>5 lakh+ MBA talent</li><li>Recruitment across 600+ cities in India</li><li>Resume search + job posting for entry-level and internship roles</li><li>Campus hiring contests for fast and high-intent sourcing</li><li>NCAT skill assessments for aptitude</li><li>Campus Pulse insights for campus planning and outreach</li><li>Build employer visibility through branding contests and events</li><li>10,000+ new users join us every day</li><li>Access to students from 30K colleges across India</li>
    </ul>
  </section>
<p>Related: <a href="https://www.naukri.com/blog/how-to-maximize-efficiency-with-an-employer-portal/">How to Maximize Efficiency with an Employer Portal</a></p>

  <section id="wrapping-up">
    <h2>Wrapping up</h2>
    <p>These five job portals are some of the most reliable platforms for recruiters in India, especially when you need faster hiring and relevant applications. Many other portals also support industry-specific hiring such as Indeed, Google Jobs, Updazz (sales), Engineeristic (engineering), and Biojoby (medical). Pick the one that fits your hiring goals.</p>
  </section>

  <section id="faqs" itemscope itemtype="https://schema.org/FAQPage">
    <h2>FAQs</h2>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">1. What are job portals?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer"><div itemprop="text"><p>Job portals are online platforms where companies can post job openings and candidates can apply for them. Recruiters can search filter profiles and contact applicants directly to make hiring faster and more organised.</p></div></div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">2. How to post a job online?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer"><div itemprop="text"><p>Here are the steps you can follow to post a job online:</p><ol><li>Choose a job portal</li><li>Register a recruiter account</li><li>Create a job posting</li><li>Add job title, skills, location, salary and description</li><li>Publish it</li></ol><p>Once live, candidates start applying, and you can review, shortlist and schedule interviews inside the portal itself.</p></div></div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">3. Which platform supports free job posting?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer"><div itemprop="text"><p>Portals like Naukri and Job Hai offer free job posting. You can use them to easily post a job for free. However, free plans may have limits on visibility or apply a count, so they work best for small hiring needs.</p></div></div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">4. Why should recruiters use a job portal for hiring?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer"><div itemprop="text"><p>Here are some benefits of using job portals to hire candidates:</p><ul><li>Reach more candidates in less time</li><li>Faster shortlisting with filters like skills and location</li><li>Easy job posting and applicant tracking in one place</li><li>Reduces hiring costs compared to agencies</li><li>Access to active job seekers across India</li><li>Resume databases allow direct sourcing</li><li>Suitable for bulk hiring and niche roles</li><li>Helps build a continuous talent pipeline for future hiring</li></ul></div></div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">5. How to choose the best job portal to hire candidates?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer"><div itemprop="text"><p>Select a platform based on who you want to hire and the results it delivers.</p><ul><li>First check talent type: freshers, tech, sales, or senior roles</li><li>Compare pricing and job posting limits</li><li>Look for filters like skills, location and experience</li><li>Prefer portals with resume search and direct contact options</li><li>Test one or two platforms and track application quality</li><li>Continue with the one that gives faster and relevant hires</li></ul></div></div>
    </div>
  </section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Pattern Recognition Questions with Answers (Free PDF Practice Test)]]></title><description><![CDATA[Test your skills with the top pattern recognition questions and answers. Get a free PDF practice quiz and boost your logical reasoning for exams and interviews.]]></description><link>https://www.naukri.com/blog/pattern-recognition-reasoning-questions-and-answers/</link><guid isPermaLink="false">6a18261af9c884a8e0ad097c</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[HR Interview Questions]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><category><![CDATA[Interview Questions]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Thu, 28 May 2026 12:32:15 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1740560051651-c2010c37aa9c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fFBhdHRlcm4lMjBSZWNvZ25pdGlvbiUyMFF1ZXN0aW9ucyUyMHdpdGglMjBBbnN3ZXJzfGVufDB8fHx8MTc3OTk2ODQ1OXww&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><nav aria-label="Table of Contents">
    <h2>Table of Contents</h2>
    <ol>
      <li><a href="#pattern-recognition-questions-key-highlights">Pattern recognition questions - Key highlights</a></li>
      <li><a href="#what-is-pattern-recognition-in-reasoning">What is pattern recognition in reasoning?</a></li>
      <li><a href="#what-are-the-types-of-pattern-recognition-questions">What are the types of pattern recognition questions?</a></li>
      <li><a href="#pattern-recognition-questions-and-answers">Pattern recognition questions and answers</a></li>
      <li><a href="#logical-reasoning-pattern-recognition-tips">Logical reasoning pattern recognition tips</a></li>
      <li><a href="#pattern-recognition-practice-test-free-pdf">Pattern recognition practice test (Free PDF)</a></li>
      <li><a href="#wrapping-up">Wrapping up</a></li>
      <li><a href="#faqs-on-pattern-recognition">FAQs on pattern recognition</a></li>
    </ol>
  </nav>

  <section id="pattern-recognition-questions-key-highlights">
    <h2>Pattern recognition questions - Key highlights</h2>
    <ul>
      <li>Pattern recognition questions are a core part of <a href="https://www.naukri.com/blog/logical-reasoning-topics-and-meaning/">logical reasoning</a>. They are commonly asked in competitive exams and hiring assessments.</li>
      <li>Top companies like Tata Consultancy Services, Infosys, Wipro, Cognizant, Accenture, IBM, Deloitte, Tech Mahindra, and Virtusa use these questions in interviews and aptitude tests.</li>
      <li>Pattern-based questions make up a large share of <a href="https://www.naukri.com/blog/non-verbal-reasoning-questions-and-answers/">non-verbal reasoning</a> in tests, usually around 70 to 75%.</li>
      <li>You can expect around 5 to 10 pattern recognition questions per section in most exams. A full set usually takes 15 to 30 minutes to solve.</li>
      <li>These questions can often be solved quickly by identifying visual clues or spotting the &quot;odd one out.&quot;</li>
    </ul>
  </section>

  <section id="introduction">
    <img src="https://images.unsplash.com/photo-1740560051651-c2010c37aa9c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fFBhdHRlcm4lMjBSZWNvZ25pdGlvbiUyMFF1ZXN0aW9ucyUyMHdpdGglMjBBbnN3ZXJzfGVufDB8fHx8MTc3OTk2ODQ1OXww&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)"><p>Pattern recognition questions are one of the easiest scoring areas in aptitude tests, especially in hiring assessments and government exams, as they do not require advanced formulas or calculations. In this guide, you will find the top pattern recognition questions and answers, along with a free PDF practice test quiz to help you build strong reasoning skills.</p>
  </section><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/pattern-recognition-reasoning-question-and-answers.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="1536" height="1024" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/pattern-recognition-reasoning-question-and-answers.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/pattern-recognition-reasoning-question-and-answers.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/pattern-recognition-reasoning-question-and-answers.webp 1536w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html--><section id="what-is-pattern-recognition-in-reasoning">
    <h2>What is pattern recognition in reasoning?</h2>
    <p>Pattern recognition in reasoning is the ability to identify and understand patterns within a set of information, such as shapes or symbols. It involves recognizing how elements follow a rule or structure and using that understanding to determine the correct outcome in a given problem. It is often considered one of the most reliable ways to assess natural problem-solving ability, as it reflects how well you can recognize structure without explicit instructions.</p>
  </section>
<p>Related: <a href="https://www.naukri.com/blog/verbal-reasoning-questions-and-answers/">Verbal Reasoning Questions And Answers</a></p>
  <section id="what-are-the-types-of-pattern-recognition-questions">
    <h2>What are the types of pattern recognition questions?</h2>
    <p>Pattern recognition questions come in different formats based on how patterns are formed and identified.</p>
    <ul>
      <li><strong>Number series:</strong> Find the next number by spotting a pattern like addition, subtraction, or multiplication.</li>
      <li><strong>Letter series:</strong> Identify patterns in alphabets, such as skipping letters or following a sequence.</li>
      <li><strong>Visual patterns:</strong> Work with shapes and figures that change through rotation, reflection, or shading.</li>
      <li><strong>Matrix patterns:</strong> Solve a missing element in a grid by finding patterns across rows and columns.</li>
      <li><strong>Coding-decoding:</strong> Understand how letters or symbols are transformed based on a rule.</li>
      <li><strong>Odd pattern:</strong> Identify the option that does not follow the same pattern as the others.</li>
    </ul>
  </section>

  <section id="pattern-recognition-questions-and-answers">
    <h2>Pattern recognition questions and answers</h2>
    <p>Practice these pattern recognition questions to improve your ability to identify rules and sequences quickly. These questions come with answers and are commonly asked in exams and aptitude tests.</p>

    <article>
      <h3>Q1. Select the option that completes the pattern.</h3><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Q1-pattern-recognition-question.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="1198" height="799" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Q1-pattern-recognition-question.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Q1-pattern-recognition-question.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Q1-pattern-recognition-question.webp 1198w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html--><figure><!-- Add question image here --></figure>
      <p><strong>Answer:</strong> Option D</p>
    </article>

    <article>
      <h3>Q2. Find the correct option to fill the question mark.</h3>
      <!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Q2-pattern-recognition-question.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="1536" height="1024" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Q2-pattern-recognition-question.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Q2-pattern-recognition-question.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Q2-pattern-recognition-question.webp 1536w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html--><figure><!-- Add question image here --></figure>
      <p><strong>Answer:</strong> Option B</p>
    </article>

    <article>
      <h3>Q3. Which answer completes the given pattern?</h3>
      <!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Q3-pattern-recognition-question.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="632" height="419" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Q3-pattern-recognition-question.webp 600w, https://www.naukri.com/blog/content/images/2026/05/Q3-pattern-recognition-question.webp 632w"></figure><!--kg-card-begin: html--><figure><!-- Add question image here --></figure>
      <p><strong>Answer:</strong> Option C</p>
    </article>

    <article>
      <h3>Q4. Which option continues the sequence correctly?</h3>
      <!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Q4-pattern-recognition-question.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="716" height="531" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Q4-pattern-recognition-question.webp 600w, https://www.naukri.com/blog/content/images/2026/05/Q4-pattern-recognition-question.webp 716w"></figure><!--kg-card-begin: html--><figure><!-- Add question image here --></figure>
      <p><strong>Answer:</strong> Option A</p>
    </article>

    <article>
      <h3>Q5. Which option should replace the question mark?</h3>
      <!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Q5-pattern-recognition-question.webp" class="kg-image" alt="Pattern Recognition Questions with Answers (Free PDF Practice Test)" loading="lazy" width="1536" height="1024" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Q5-pattern-recognition-question.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Q5-pattern-recognition-question.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Q5-pattern-recognition-question.webp 1536w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html--><figure><!-- Add question image here --></figure>
      <p><strong>Answer:</strong> Option A</p>
    </article>
  </section>

  <section id="logical-reasoning-pattern-recognition-tips">
    <h2>Logical reasoning pattern recognition tips</h2>
    <p>Use these simple strategies to spot patterns quickly and solve questions correctly.</p>
    <ul>
      <li><strong>Check basic operations first:</strong> Look for simple rules like addition, subtraction, multiplication, or division.</li>
      <li><strong>Look for alternating patterns:</strong> Some sequences follow two different rules in turns.</li>
      <li><strong>Observe differences between values:</strong> Find how numbers change from one step to the next.</li>
      <li><strong>Break the pattern into parts:</strong> Complex questions may have more than one rule working together.</li>
      <li><strong>Watch for visual changes:</strong> Check for rotation, reflection, size, or shading in figure-based questions.</li>
      <li><strong>Eliminate wrong options early:</strong> Remove choices that clearly don&apos;t follow the pattern.</li>
      <li><strong>Practice similar questions:</strong> Familiar patterns become easier to recognize over time.</li>
    </ul>
  </section>
<p>Related: <a href="https://www.naukri.com/blog/reasoning-puzzle-questions-with-answers/">Reasoning Puzzle Questions with Answers</a></p>

  <section id="pattern-recognition-practice-test-free-pdf">
    <h2>Pattern recognition practice test (Free PDF)</h2>
    <p>Use our pattern recognition questions and answers PDF to practice exam-level questions. This free pattern recognition practice test helps you improve speed and accuracy to score better in exams and interview aptitude tests.</p>
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        <!--kg-card-begin: html--><section id="wrapping-up">
    <h2>Wrapping up</h2>
    <p>Pattern recognition questions are a valuable part of aptitude tests and offer a great opportunity to score well. With regular practice, you can solve them quickly and improve your logical thinking skills. Use the questions and PDF practice test in this guide to prepare effectively and perform better in exams and interview assessments.</p>
  </section>
<p><a href="https://www.naukri.com/blog/interview-questions-and-answers-master-guide-tips-hacks/">Interview Questions And Answers Master Guide</a></p>
  <section id="faqs-on-pattern-recognition" itemscope itemtype="https://schema.org/FAQPage">
    <h2>FAQs on pattern recognition</h2>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">Where can I find a free pattern recognition quiz for interview preparation?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>You can find a free pattern recognition quiz on various online platforms like reasoning practice websites, aptitude apps, and educational blogs. Many of these also provide downloadable resources such as a pattern recognition questions and answers PDF so you can practice offline. We have also included a free pattern recognition quiz in this blog for quick preparation.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">2. What are the common pattern recognition interview questions?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>Typical pattern recognition interview questions include:</p>
          <ul>
            <li>Finding the missing figure in a sequence</li>
            <li>Identifying the next shape or number</li>
            <li>Detecting rotations or mirror patterns</li>
            <li>Series completion (numbers, letters, or diagrams)</li>
            <li>Odd one out</li>
          </ul>
          <p>These questions test how quickly you can identify rules and apply them logically.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">3. Are pattern recognition questions difficult?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>Pattern recognition questions and answers can range from easy to challenging. Basic ones involve simple sequences, while advanced problems require multi-step thinking, rotation analysis, or combining multiple patterns.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">4. What are the common pattern recognition reasoning topics?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>Key pattern recognition reasoning topics include: number series, alphabet series, visual/figure patterns, mirror and water images, rotation and direction-based patterns, and coding-decoding patterns. These are frequently tested in aptitude exams and interviews.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">5. How to solve logical reasoning pattern recognition questions?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>To solve logical reasoning pattern recognition problems effectively:</p>
          <ul>
            <li>Observe carefully (shapes, direction, position)</li>
            <li>Break the pattern into steps</li>
            <li>Look for repetition or symmetry</li>
            <li>Check for rotation or flipping</li>
            <li>Eliminate incorrect options</li>
          </ul>
          <p>Practicing regularly with a structured pattern recognition test improves speed and accuracy significantly.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">6. What is a pattern quiz?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>A pattern quiz is a type of assessment that tests your ability to identify sequences, trends, and logical rules in numbers, shapes, or symbols. It is widely used in competitive exams, job interviews, and cognitive skill evaluations.</p>
        </div>
      </div>
    </div>

    <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
      <h3 itemprop="name">7. What are the different types of pattern recognition tests?</h3>
      <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
        <div itemprop="text">
          <p>A pattern recognition test can include:</p>
          <ul>
            <li>Numerical pattern tests</li>
            <li>Visual/diagram-based tests</li>
            <li>Logical sequence tests</li>
            <li>Abstract reasoning tests</li>
            <li>Mixed aptitude tests</li>
          </ul>
          <p>These tests are designed to evaluate analytical thinking, problem-solving ability, and attention to detail.</p>
        </div>
      </div>
    </div>
  </section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Sequence Questions and Answers for Logical Reasoning (Practice Test PDF)]]></title><description><![CDATA[Practice sequence questions for logical reasoning with detailed answers. Free practice test PDF included. Covers logical and arithmetic sequence questions.]]></description><link>https://www.naukri.com/blog/sequence-questions-and-answers/</link><guid isPermaLink="false">6a16bbacf9c884a8e0ad08fb</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[HR Interview Questions]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><category><![CDATA[Interview Questions]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Wed, 27 May 2026 10:39:29 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1647241734001-9d2233d258ed?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDE1fHxTZXF1ZW5jZSUyMFF1ZXN0aW9ucyUyMGFuZCUyMEFuc3dlcnN8ZW58MHx8fHwxNzc5ODc0OTAwfDA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<h2 id="sequence-based-questions-%E2%80%93-key-highlights">Sequence-based questions &#x2013; Key highlights</h2><img src="https://images.unsplash.com/photo-1647241734001-9d2233d258ed?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDE1fHxTZXF1ZW5jZSUyMFF1ZXN0aW9ucyUyMGFuZCUyMEFuc3dlcnN8ZW58MHx8fHwxNzc5ODc0OTAwfDA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Sequence Questions and Answers for Logical Reasoning (Practice Test PDF)"><p>&#x25CF; &#xA0; &#xA0; &#xA0;Sequence questions test your ability to identify patterns in numbers and letters to find the next or missing term.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;They are a key topic in the logical reasoning section of exams like SBI, IBPS, SSC, and other aptitude tests.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;Around 2 to 5 sequence questions appear in the reasoning section of competitive exams and placement tests.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;Arithmetic sequence questions are different from logical sequence questions. Arithmetic follows a fixed formula, while logical sequences involve changing patterns.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;Logical sequences are asked in reasoning sections, while arithmetic sequences are a part of quantitative or mathematics sections.</p><p>Sequence questions are commonly asked in reasoning-based aptitude tests and campus recruitment exams conducted by companies such as TCS, Accenture, Wipro, Amazon, JP Morgan, KPMG, and Deloitte. They are one of the fastest ways to score as they do not require heavy calculation. These questions can be solved by recognizing patterns such as alternating operations or hidden number relationships. In this guide, you will find important logical reasoning sequence question examples with clear answers and a free practice test PDF to improve your speed and accuracy.</p><p>Relates: <a href="https://www.naukri.com/blog/logical-reasoning-topics-and-meaning/">Logical Reasoning Topics and Meaning</a></p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Sequence-Questions-and-Answers-for-Logical-Reasoning.webp" class="kg-image" alt="Sequence Questions and Answers for Logical Reasoning (Practice Test PDF)" loading="lazy" width="1432" height="955" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Sequence-Questions-and-Answers-for-Logical-Reasoning.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Sequence-Questions-and-Answers-for-Logical-Reasoning.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Sequence-Questions-and-Answers-for-Logical-Reasoning.webp 1432w" sizes="(min-width: 720px) 720px"></figure><h2 id="what-is-sequence-in-logical-reasoning">What is sequence in logical reasoning?</h2><p>A sequence in logical reasoning is an ordered set of numbers and letters arranged according to a hidden pattern. It involves identifying the rule behind the arrangement to predict the next term or complete the series. These questions focus on pattern recognition and logical thinking rather than complex calculations.</p><h2 id="what-are-the-different-types-of-sequence-questions">What are the different types of sequence questions?</h2><p>Logical reasoning sequence questions can appear in different formats based on how the pattern is formed. Understanding these types helps you quickly identify the logic and solve questions more efficiently.</p><p>&#x25CF; <strong>Number sequence questions: </strong>In these questions, you are given a series of numbers that follow a specific pattern. The logic may involve simple operations like addition or multiplication, or more complex ideas such as squares, cubes, or alternating steps.</p><p>&#x25CF; <strong>Alphabet sequence questions: </strong>Here, the focus shifts to letters and their positions in the alphabet. You may need to track how letters move forward or backward, skip positions, or follow a repeating pattern.</p><p>&#x25CF; <strong>Alphanumeric sequence questions: </strong>These include a mix of numbers and letters in one sequence. The pattern may involve position-based changes or alternating between numbers and letters.</p><p>&#x25CF; <strong>Mixed pattern sequence questions: </strong>Unlike basic sequences, these do not follow a single rule throughout. The pattern may change at each step or involve multiple operations, which makes them slightly more challenging to decode.</p><p>&#x25CF; <strong>Arithmetic sequence questions: </strong>This type follows a consistent pattern where each term increases or decreases by the same value. Once you identify this fixed difference, the sequence becomes easy to continue.</p><p>Related: <a href="https://www.naukri.com/campus/career-guidance/65-logical-reasoning-questions-and-answers-for-freshers">Logical Reasoning Question and Answers</a></p><h2 id="sequence-questions-and-answers-with-explanation">Sequence questions and answers (with explanation)</h2><p>Now let&#x2019;s move to practice. The following sequence question examples are designed to help you identify patterns quickly and improve your problem-solving approach. Each question is followed by a clear answer and explanation to help you understand the logic step by step.</p><p><strong>Directions: </strong>In each of the following questions, identify the pattern in the given sequence and choose the correct answer.</p><h3 id="number-sequence-questions">Number sequence questions:</h3><p>Q1. Find the next number in the sequence: 3, 9, 10, 30, 31, ?</p><p>(a) 60<br>(b) 62<br>(c) 93<br>(d) 90</p><p><strong>Answer:</strong> (c)</p><p><strong>Solution:</strong></p><p>Pattern alternates: &#xD7;3, +1</p><p>3 &#xD7; 3 = 9<br>9 + 1 = 10<br>10 &#xD7; 3 = 30<br>30 + 1 = 31<br>31 &#xD7; 3 = <strong>93</strong></p><p><strong>Q2. Find the missing number: 4, 6, 12, 14, 28, ?</strong></p><p>(a) 30<br>(b) 32<br>(c) 56<br>(d) 34</p><p><strong>Answer:</strong> (a)</p><p><strong>Solution:</strong></p><p>Pattern alternates: +2, &#xD7;2</p><p>4 + 2 = 6<br>6 &#xD7; 2 = 12<br>12 + 2 = 14<br>14 &#xD7; 2 = 28<br>28 + 2 = <strong>30</strong></p><p><strong>Q3. Find the next number in the sequence: 2, 5, 11, 23, 47, ?</strong></p><p>(a) 94<br>(b) 95<br>(c) 96<br>(d) 93</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Pattern: &#xD7;2 + 1</p><p>2 &#xD7; 2 + 1 = 5<br>5 &#xD7; 2 + 1 = 11<br>11 &#xD7; 2 + 1 = 23<br>23 &#xD7; 2 + 1 = 47<br>47 &#xD7; 2 + 1 = <strong>95</strong></p><p><strong>Q4. Find the missing number: 1, 4, 9, 16, 25, ?</strong></p><p>(a) 30<br>(b) 36<br>(c) 49<br>(d) 35</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Pattern: Squares</p><p>1&#xB2; = 1<br>2&#xB2; = 4<br>3&#xB2; = 9<br>4&#xB2; = 16<br>5&#xB2; = 25<br>6&#xB2; = <strong>36</strong></p><p><strong>Q5. Find the next number in the sequence: 7, 10, 8, 11, 9, 12, ?</strong></p><p>(a) 10<br>(b) 13<br>(c) 11<br>(d) 14</p><p><strong>Answer:</strong> (a)</p><p><strong>Solution:</strong></p><p>Two alternating sequences:</p><p>7, 8, 9, ? &#x2192; +1 &#x2192; <strong>10</strong><br>10, 11, 12 &#x2192; +1</p><p>Next = <strong>10</strong></p><p>Related: <a href="https://www.naukri.com/blog/verbal-reasoning-questions-and-answers/">Verbal Reasoning Questions and Answers</a></p><h3 id="alphabet-sequence-questions">Alphabet sequence questions:</h3><p><strong>Q6. Find the next term in the sequence: A, C, F, J, O, ?</strong></p><p>(a) T<br>(b) U<br>(c) V<br>(d) W</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Pattern: Increasing gaps</p><p>A &#x2192; C (+2)<br>C &#x2192; F (+3)<br>F &#x2192; J (+4)<br>J &#x2192; O (+5)<br>O &#x2192; ? (+6) &#x2192; <strong>U</strong></p><p><strong>Q7. Find the missing term: B, E, I, N, ?</strong></p><p>(a) T<br>(b) S<br>(c) U<br>(d) R</p><p><strong>Answer:</strong> (c)</p><p><strong>Solution:</strong></p><p>Pattern: +3, +4, +5, +6</p><p>B &#x2192; E (+3)<br>E &#x2192; I (+4)<br>I &#x2192; N (+5)<br>N &#x2192; ? (+6) &#x2192; <strong>U</strong></p><p><strong>Q8. Find the next term in the sequence: AZ, BY, CX, DW, ?</strong></p><p>(a) EV<br>(b) FU<br>(c) EW<br>(d) FV</p><p><strong>Answer:</strong> (a)</p><p><strong>Solution:</strong></p><p>First letter increases: A, B, C, D &#x2192; <strong>E</strong><br>Second letter decreases: Z, Y, X, W &#x2192; <strong>V</strong></p><p>Answer = <strong>EV</strong></p><p><strong>Q9. Find the missing term: CAT, DBU, ECV, ?</strong></p><p>(a) FDW<br>(b) FEW<br>(c) FDX<br>(d) GDW</p><p><strong>Answer:</strong> (a)</p><p><strong>Solution:</strong></p><p>Each letter increases by +1</p><p>CAT &#x2192; DBU<br>DBU &#x2192; ECV<br>ECV &#x2192; <strong>FDW</strong></p><p><strong>Q10. Find the next word in the sequence: DOG, FQI, HSK, JUM, ?</strong></p><p>(a) KVN<br>(b) LWO<br>(c) LWN<br>(d) KVQ</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Each letter increases by +2</p><p>DOG &#x2192; FQI<br>FQI &#x2192; HSK<br>HSK &#x2192; JUM<br>JUM &#x2192; LWO</p><p>Answer = <strong>LWO</strong></p><h3 id="logical-sequence-of-words">Logical sequence of words:</h3><p><strong>Directions to solve: </strong>In each of the following questions, arrange the given words in a meaningful order and choose the correct answer from the alternatives.</p><p><strong>Q11. Arrange the words given below in a meaningful sequence.</strong></p><p>1. &#xA0; &#xA0;Seed</p><p>2. &#xA0; &#xA0;Plant</p><p>3. &#xA0; &#xA0;Fruit</p><p>4. &#xA0; &#xA0;Flower</p><p>5. &#xA0; &#xA0;Sprout</p><p>(a) 1, 5, 2, 4, 3<br>(b) 1, 2, 5, 4, 3<br>(c) 5, 1, 2, 3, 4<br>(d) 2, 1, 5, 4, 3</p><p><strong>Answer:</strong> (a) 1, 5, 2, 4, 3</p><p><strong>Solution:</strong></p><p>The natural growth order is: Seed &#x2192; Sprout &#x2192; Plant &#x2192; Flower &#x2192; Fruit</p><p>So the correct sequence is <strong>1, 5, 2, 4, 3</strong>.</p><p><strong>Q12. Arrange the words given below in the correct sequence.</strong></p><p>1. &#xA0; &#xA0;College</p><p>2. &#xA0; &#xA0;School</p><p>3. &#xA0; &#xA0;Job</p><p>4. &#xA0; &#xA0;Interview</p><p>5. &#xA0; &#xA0;Application</p><p>(a) 2, 1, 5, 4, 3<br>(b) 2, 5, 1, 4, 3<br>(c) 1, 2, 5, 4, 3<br>(d) 2, 1, 4, 5, 3</p><p><strong>Answer:</strong> (a) 2, 1, 5, 4, 3</p><p><strong>Solution:</strong></p><p>A typical order is: School &#x2192; College &#x2192; Application &#x2192; Interview &#x2192; Job</p><p>So the correct sequence is <strong>2, 1, 5, 4, 3</strong>.</p><p><strong>Q13. Arrange the words given below in the right sequence.</strong></p><p>1. &#xA0; &#xA0;District</p><p>2. &#xA0; &#xA0;Country</p><p>3. &#xA0; &#xA0;State</p><p>4. &#xA0; &#xA0;Village</p><p>5. &#xA0; &#xA0;Block</p><p>(a) 4, 5, 1, 3, 2<br>(b) 4, 1, 5, 3, 2<br>(c) 5, 4, 1, 3, 2<br>(d) 4, 5, 3, 1, 2</p><p><strong>Answer:</strong> (a) 4, 5, 1, 3, 2</p><p><strong>Solution:</strong><br>The order from smallest to largest is: Village &#x2192; Block &#x2192; District &#x2192; State &#x2192; Country</p><p>So the correct sequence is <strong>4, 5, 1, 3, 2</strong>.</p><p><strong>Q14. Arrange the words given below in a meaningful sequence.</strong></p><p>1. &#xA0; &#xA0;Mix</p><p>2. &#xA0; &#xA0;Bake</p><p>3. &#xA0; &#xA0;Serve</p><p>4. &#xA0; &#xA0;Ingredients</p><p>5. &#xA0; &#xA0;Batter</p><p>(a) 4, 1, 5, 2, 3<br>(b) 1, 4, 5, 2, 3<br>(c) 4, 5, 1, 2, 3<br>(d) 4, 1, 2, 5, 3</p><p><strong>Answer:</strong> (a) 4, 1, 5, 2, 3</p><p><strong>Solution:</strong></p><p>The correct process is: Ingredients &#x2192; Mix &#x2192; Batter &#x2192; Bake &#x2192; Serve</p><p>So the correct sequence is <strong>4, 1, 5, 2, 3</strong>.</p><p><strong>Q15. Arrange the words given below in a meaningful sequence.</strong></p><p>1. &#xA0; &#xA0;Arrest</p><p>2. &#xA0; &#xA0;Crime</p><p>3. &#xA0; &#xA0;Trial</p><p>4. &#xA0; &#xA0;Punishment</p><p>5. &#xA0; &#xA0;Investigation</p><p>(a) 2, 1, 5, 3, 4<br>(b) 2, 5, 1, 3, 4<br>(c) 1, 2, 5, 3, 4<br>(d) 2, 5, 3, 1, 4</p><p><strong>Answer:</strong> (b) 2, 5, 1, 3, 4</p><p><strong>Solution:</strong></p><p>The logical order is: Crime &#x2192; Investigation &#x2192; Arrest &#x2192; Trial &#x2192; Punishment</p><p>So the correct sequence is <strong>2, 5, 1, 3, 4</strong>.</p><p>Related: <a href="https://www.naukri.com/blog/non-verbal-reasoning-questions-and-answers">Non Verbal Reasoning Questions and Answers</a></p><h2 id="arithmetic-sequence-questions-and-answers">Arithmetic sequence questions and answers</h2><p>An arithmetic sequence is a sequence of numbers in which the difference between consecutive terms remains constant. This fixed value is called the common difference. These math sequence questions often involve finding the common difference, specific terms, number of terms, or the sum of the sequence.</p><h3 id="key-formulas">Key Formulas:</h3><p>&#x25CF; <strong>Common difference:</strong> d = second term &#x2212; first term</p><p>&#x25CF; <strong>nth term (T&#x2099;):</strong> T&#x2099; = a + (n &#x2212; 1)d</p><p>&#x25CF; <strong>Number of terms (n):</strong> n = (last term &#x2212; first term) / d + 1</p><p>&#x25CF; <strong>Sum of n terms (S&#x2099;):</strong> S&#x2099; = (n / 2) &#xD7; (first term + last term)</p><p><strong>Q1. Find the common difference of the sequence: 18, 24, 30, 36, 42</strong></p><p>(a) 5<br>(b) 6<br>(c) 7<br>(d) 8</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Formula: d = second term &#x2212; first term</p><p>d = 24 &#x2212; 18 = <strong>6</strong></p><p><strong>Q2. Find the 12th term of the sequence: 7, 11, 15, 19, &#x2026;</strong></p><p>(a) 49<br>(b) 51<br>(c) 53<br>(d) 55</p><p><strong>Answer:</strong> (b)</p><p><strong>Solution:</strong></p><p>Formula: T&#x2099; = a + (n &#x2212; 1)d</p><p>a = 7, d = 11 &#x2212; 7 = 4</p><p>T&#x2081;&#x2082; = 7 + (12 &#x2212; 1) &#xD7; 4<br>= 7 + 44<br>= <strong>51</strong></p><p><strong>Q3. Find the number of terms in the sequence: 10, 20, 30, &#x2026;, 200</strong></p><p>(a) 18<br>(b) 19<br>(c) 20<br>(d) 21</p><p><strong>Answer:</strong> (c)</p><p><strong>Solution:</strong></p><p>Formula: n = (last term &#x2212; first term) / d + 1</p><p>a = 10, d = 20 &#x2212; 10 = 10</p><p>n = (200 &#x2212; 10) / 10 + 1<br>= 190 / 10 + 1<br>= 19 + 1<br>= <strong>20</strong></p><p><strong>Q4. Find the missing term: 25, 32, 39, ?, 53</strong></p><p>(a) 44<br>(b) 45<br>(c) 46<br>(d) 47</p><p><strong>Answer:</strong> (c)</p><p><strong>Solution:</strong></p><p>Formula: d = second term &#x2212; first term</p><p>d = 32 &#x2212; 25 = 7</p><p>Missing term = 39 + d<br>= 39 + 7<br>= <strong>46</strong></p><p><strong>Q5. Find the sum of the sequence: 15, 25, 35, 45, 55</strong></p><p>(a) 150<br>(b) 165<br>(c) 175<br>(d) 185</p><p><strong>Answer:</strong> (c)</p><p><strong>Solution:</strong></p><p>Formula: S&#x2099; = (n / 2) &#xD7; (first term + last term)</p><p>n = 5, first term = 15, last term = 55</p><p>S&#x2099; = (5 / 2) &#xD7; (15 + 55)<br>= (5 / 2) &#xD7; 70<br>= <strong>175</strong></p><p><strong>Q6. If the first term is 4 and the common difference is 6, find the 9th term.</strong></p><p>(a) 52<br>(b) 54<br>(c) 56<br>(d) 58</p><p><strong>Answer:</strong> (a)</p><p><strong>Solution:</strong></p><p>Formula: T&#x2099; = a + (n &#x2212; 1)d</p><p>a = 4, d = 6</p><p>T&#x2089; = 4 + (9 &#x2212; 1) &#xD7; 6<br>= 4 + 48<br>= <strong>52</strong></p><p>Related: <a href="https://www.naukri.com/blog/interview-questions-and-answers-master-guide-tips-hacks/">Interview Questions And Answers Master Guide</a></p><h2 id="how-to-solve-sequence-questions-faster">How to solve sequence questions faster?</h2><p>Sequence questions can be solved quickly when you follow a clear method instead of guessing patterns randomly. A few smart techniques can help you save time and improve accuracy in exams.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Check the difference first</strong>: Look at the gap between consecutive terms. Many sequences follow a simple addition or subtraction pattern.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Start with basic operations</strong>: Always test simple rules like addition, subtraction, multiplication, or division before trying complex logic.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Look for alternating patterns</strong>: If one rule does not fit the entire sequence, check if two patterns are repeating alternately.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Check second-level differences</strong>: If the pattern is not clear, find the difference between differences to identify hidden logic.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Split the sequence when needed</strong>: Some questions follow two separate patterns. Try grouping alternate terms.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Convert letters to numbers</strong>: For alphabet sequences, use positions like A = 1, B = 2 to make patterns easier to spot.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid overcomplicating</strong>: If the pattern feels too difficult, step back and check for a simpler rule.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Manage your time wisely</strong>: Do not spend too long on one question. Move ahead and return later if needed.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Practice regularly</strong>: Familiarity with patterns improves speed and helps you solve questions more confidently.</p><h3 id="free-sequence-practice-questions-pdf">Free sequence practice questions PDF</h3><p>To help you practice more effectively, we have compiled a set of carefully selected sequence question examples covering number, alphabet, and mixed patterns. This PDF includes 30+ sequence questions with answers and detailed solutions to help you improve speed and accuracy.</p>
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        <h2 id="wrapping-up">Wrapping up</h2><p>Sequence questions are an important part of logical reasoning and can help improve your score in competitive exams and interview aptitude tests. Once you get familiar with common patterns, these questions become much easier and quicker to solve. Focus on identifying simple logic first and avoid overcomplicating problems. Use the practice sequence questions and PDF shared in this blog to prepare for your exams and interviews.</p><p>Related: <a href="https://www.naukri.com/blog/reasoning-puzzle-questions-with-answers/">Reasoning Puzzle Questions with Answers</a></p><h2 id="faqs-on-sequence-questions">FAQs on sequence questions</h2><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are sequence questions in logical reasoning?</h3>
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        Sequence questions are problems where you are given a series of numbers, letters, or symbols that follow a specific pattern. Your task is to identify that pattern and determine the next term or find a missing value in the series.
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    <h3 itemprop="name">How to solve logical reasoning sequence questions?</h3>
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        Start by checking simple patterns like differences or basic operations. If the pattern is not obvious, look for alternating rules or hidden relationships. Breaking the sequence into smaller parts and practicing regularly can help you solve these questions faster and more accurately.
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    <h3 itemprop="name">In which exams are logical sequence based questions asked?</h3>
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        Logical sequence based questions are commonly asked in the reasoning section of competitive exams such as SBI PO, IBPS Clerk, SSC CGL, and other government exams. They are also included in campus placement tests and aptitude exams conducted by companies like TCS, Accenture, and Infosys.
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    <h3 itemprop="name">What is the difference between arithmetic and logical sequence questions?</h3>
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        Arithmetic sequence questions follow a fixed rule where the difference between terms remains constant. Logical sequence questions, on the other hand, may involve changing patterns, multiple operations, or position-based logic that require deeper analysis.
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    <h3 itemprop="name">Where can I find sequence questions and answers PDF?</h3>
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        You can find a free sequence questions PDF in this blog, which includes 30+ practice questions with answers and detailed solutions. It covers number-based, alphabet, and mixed sequence question examples for practice.
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    <h3 itemprop="name">Where are arithmetic sequence questions asked?</h3>
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        Arithmetic sequence questions are usually asked in the quantitative aptitude or mathematics section of exams. However, basic versions may also appear within logical reasoning sequence questions, especially when the pattern involves a constant difference.
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    <h3 itemprop="name">How to solve difficult arithmetic sequence problems?</h3>
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        To solve difficult arithmetic sequence problems, first identify the common difference and then apply the correct formula. Break the problem into steps and verify each calculation carefully. Practicing different types of arithmetic sequence question and answer sets can help you handle complex problems.
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    <h3 itemprop="name">What are the common types of math sequence questions?</h3>
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        Math sequence questions generally include arithmetic sequences, geometric patterns, and number series based on operations like squares, cubes, or alternating logic. Many of these also overlap with logical sequence questions where pattern recognition plays a key role.
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    <h3 itemprop="name">Should I use formula to solve number sequence questions?</h3>
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        Formulas are useful for arithmetic sequences, but not always needed for logical reasoning sequence questions. Most number sequence problems in reasoning can be solved by identifying patterns rather than applying formulas directly.
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    <h3 itemprop="name">Where can I find logical sequence test examples?</h3>
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        You can find logical sequence test examples on online practice platforms, aptitude websites, and exam preparation portals that offer mock test series.
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</section><!--kg-card-end: html--><h3></h3>]]></content:encoded></item><item><title><![CDATA[15+ Reasoning Puzzle Questions with Answers for 2026 (Free PDF Download)]]></title><description><![CDATA[Practice the top reasoning puzzle questions with answers to prepare for government exams and interviews. Download a free PDF practice set for self-study.]]></description><link>https://www.naukri.com/blog/reasoning-puzzle-questions-with-answers/</link><guid isPermaLink="false">6a169ba3f9c884a8e0ad08ab</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><category><![CDATA[HR Interview Questions]]></category><category><![CDATA[Interview Questions]]></category><dc:creator><![CDATA[Guneev Puri]]></dc:creator><pubDate>Wed, 27 May 2026 07:46:17 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1622617760286-e11b543f5ab7?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDExfHxSZWFzb25pbmclMjBQdXp6bGUlMjBRdWVzdGlvbnMlMjB3aXRoJTIwQW5zd2Vyc3xlbnwwfHx8fDE3Nzk4NjY4MjB8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><article>
  <header>
    <h2 id="puzzle-questions-in-reasoning-key-highlights">Puzzle questions in reasoning &#x2013; Key highlights</h2>
    <ul>
      <li>Puzzle reasoning questions are a high-weightage section widely asked in banking, government exams, and placement tests like IBPS, SBI, SSC, and CAT.</li>
      <li>Top companies like Google, Amazon, Microsoft, Apple, and Meta use puzzle for reasoning in hiring assessments.</li>
      <li>In a typical logical reasoning section, around 30 out of 50 are puzzle-based questions.</li>
      <li>Most puzzle questions come in sets of 3 to 5 based on one scenario, helping you score 4 to 5 marks quickly by solving one set.</li>
      <li>A good strategy is to solve puzzle reasoning questions within 6 to 8 minutes using diagrams or tables.</li>
    </ul>
    <img src="https://images.unsplash.com/photo-1622617760286-e11b543f5ab7?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDExfHxSZWFzb25pbmclMjBQdXp6bGUlMjBRdWVzdGlvbnMlMjB3aXRoJTIwQW5zd2Vyc3xlbnwwfHx8fDE3Nzk4NjY4MjB8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="15+ Reasoning Puzzle Questions with Answers for 2026 (Free PDF Download)"><p>Reasoning puzzle questions are designed to test your ability to think logically and connect multiple clues at the same time. They often dominate <a href="https://www.naukri.com/blog/logical-reasoning-topics-and-meaning/">logical reasoning sections</a> in competitive exams and offer excellent scoring opportunities. The difficulty ranges from simple linear setups to complex multi-variable puzzles involving direction or scheduling constraints. In this guide, you will find the most frequently asked logical puzzles with answers, along with practical techniques to solve them faster. You can also download our free PDF practice set for self-study.</p>
  </header><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Reasoning-Puzzle-Questions-with-Answers.webp" class="kg-image" alt="15+ Reasoning Puzzle Questions with Answers for 2026 (Free PDF Download)" loading="lazy" width="1024" height="1024" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Reasoning-Puzzle-Questions-with-Answers.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Reasoning-Puzzle-Questions-with-Answers.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Reasoning-Puzzle-Questions-with-Answers.webp 1024w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html-->  <nav aria-label="Table of contents">
    <h2 id="table-of-contents">Table of Contents</h2>
    <ol>
      <li><a href="#what-is-puzzle-reasoning">What is puzzle reasoning?</a></li>
      <li><a href="#what-are-the-types-of-puzzle-questions-in-reasoning">What are the types of puzzle questions in reasoning?</a></li>
      <li><a href="#15-reasoning-puzzle-questions-and-answers-with-explanation">15+ reasoning puzzle questions and answers (with explanation)</a></li>
      <li><a href="#how-to-solve-logical-reasoning-puzzle-based-questions">How to solve logical reasoning puzzle-based questions?</a></li>
      <li><a href="#free-resources-to-practice-puzzle-reasoning-questions">Free resources to practice puzzle reasoning questions</a></li>
      <li><a href="#wrapping-up">Wrapping up</a></li>
      <li><a href="#puzzle-reasoning-faqs">Puzzle reasoning FAQs</a></li>
      <li><a href="#suggested-seo-keywords">Suggested SEO keywords</a></li>
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  <section id="what-is-puzzle-reasoning">
    <h2>What is puzzle reasoning?</h2>
    <p>Puzzles in reasoning are problems where you are given a set of hints or conditions that need to be arranged in a logical order or pattern. The information is usually presented in a mixed or indirect way, and you need to connect each detail carefully to form a complete picture.</p>
    <p>Puzzle reasoning is simply the process of solving these problems by understanding the information and spotting the relationships between different elements. There is no fixed method to solve them, but with regular practice, you start recognizing patterns and solving them more quickly.</p>

    <aside>
      <h3>Fun Fact:</h3>
      <p>Puzzles and seating arrangements can contribute up to 50% to 65% of the reasoning section in exams like SBI PO and IBPS.</p>
    </aside>
  </section>

  <section id="what-are-the-types-of-puzzle-questions-in-reasoning">
    <h2>What are the types of puzzle questions in reasoning?</h2>
    <p>Now that you understand what puzzle for reasoning is, let&#x2019;s look at the different types of questions commonly asked in interviews and competitive exams. Understanding these types makes puzzle questions easier to recognize and solve with better accuracy.</p>
    <ul>
      <li>Seating arrangement puzzles: These involve placing people in a row or around a table using position and direction clues.</li>
      <li>Floor-based puzzles: You are given a building with multiple floors and must assign people or items to each floor.</li>
      <li>Scheduling puzzles: These puzzle questions require you to arrange events or tasks across days, months, or time slots.</li>
      <li>Linear arrangement puzzles: Here, you arrange people or objects in one or more straight lines based on given conditions.</li>
      <li>Circular or square arrangement puzzles: In these puzzles, people sit around a circular or square table and follow given positions.</li>
      <li>Box or stack puzzles: These puzzle questions involve arranging boxes in a vertical order based on size, weight, or labels.</li>
      <li>Tabular or matrix puzzles: You place information like names or cities into a table to find the correct match.</li>
      <li>Blood relation puzzles: These focus on identifying family relationships using given statements and conditions.</li>
      <li>Ranking and order puzzles: You arrange people or items based on rank or position.</li>
      <li>Mixed or multiple variable puzzles: These combine different puzzle types and require you to handle several conditions together.</li>
    </ul>
  </section>
  <p>Related Reasoning: <a href="https://www.naukri.com/blog/non-verbal-reasoning-questions-and-answers">Non-Verbal Reasoning Questions and Answers</a> </p>

  <section id="15-reasoning-puzzle-questions-and-answers-with-explanation">
    <h2>15+ reasoning puzzle questions and answers (with explanation)</h2>
    <p>These reasoning puzzle questions are among the most commonly asked in banking and railway exams, as well as in aptitude tests and interviews. You will also find similar questions in hiring processes of companies like TCS, Accenture, Wipro, and Cognizant.</p>

    <section id="puzzle-type-seating-arrangement">
      <h3>Puzzle type: Seating arrangement</h3>
      <p><strong>Directions:</strong></p>
      <p>Six people (A, B, C, D, E, and F) are sitting around a circular table facing the centre.</p>
      <ul>
        <li>B sits second to the right of A</li>
        <li>C sits opposite A</li>
        <li>D sits immediately to the left of C</li>
        <li>E sits immediately to the right of A</li>
        <li>F sits immediately to the left of B</li>
      </ul>

      <article id="q1">
        <h4>Q1: Who sits opposite B?</h4>
        <ol type="A">
          <li>A</li>
          <li>C</li>
          <li>D</li>
          <li>E</li>
        </ol>
        <p><strong>Answer:</strong> C. D</p>
        <p><strong>Explanation:</strong></p>
        <p>Fix A</p>
        <ul>
          <li>E is right of A</li>
          <li>B second right of A</li>
          <li>F left of B</li>
          <li>C opposite A</li>
          <li>D left of C</li>
        </ul>
        <p>Final arrangement: A &#x2013; E &#x2013; B &#x2013; F &#x2013; D &#x2013; C</p>
      </article>

      <article id="q2">
        <h4>Q2: Which of the following statements is correct?</h4>
        <ol type="A">
          <li>E sits between A and B</li>
          <li>F sits opposite C</li>
          <li>D sits next to F</li>
          <li>C sits right of D</li>
        </ol>
        <p><strong>Answer:</strong> A. E sits between A and B</p>
      </article>
    </section>

    <section id="puzzle-type-blood-relation">
      <h3>Puzzle type: Blood relation</h3>
      <p><strong>Directions:</strong></p>
      <p>Priya said, &#x201C;Rahul is the son of my grandfather&#x2019;s only daughter. Sneha is Rahul&#x2019;s sister, and Arjun is Sneha&#x2019;s husband.&#x201D;</p>

      <article id="q3">
        <h4>Q3: How is Rahul related to Priya?</h4>
        <ol type="A">
          <li>Brother</li>
          <li>Cousin</li>
          <li>Uncle</li>
          <li>Father</li>
        </ol>
        <p><strong>Answer:</strong> A. Brother</p>
        <p><strong>Explanation:</strong></p>
        <p>Priya&#x2019;s grandfather&#x2019;s only daughter is Priya&#x2019;s mother.</p>
        <p>Rahul is the son of Priya&#x2019;s mother, so Rahul is Priya&#x2019;s brother.</p>
      </article>

      <article id="q4">
        <h4>Q4: How is Arjun related to Priya?</h4>
        <ol type="A">
          <li>Brother-in-law</li>
          <li>Cousin</li>
          <li>Uncle</li>
          <li>Friend</li>
        </ol>
        <p><strong>Answer:</strong> A. Brother-in-law</p>
        <p><strong>Explanation:</strong></p>
        <p>Sneha is Rahul&#x2019;s sister, so she is also Priya&#x2019;s sister.</p>
        <p>Arjun is Sneha&#x2019;s husband, so he is Priya&#x2019;s brother-in-law.</p>
      </article>
    </section>

    <section id="puzzle-type-floor-based">
      <h3>Puzzle type: Floor-based</h3>
      <p><strong>Directions:</strong></p>
      <p>Eight people, Aakash, Bhavna, Chirag, Deepa, Esha, Farhan, Gauri, and Harsh live on different floors of an eight-storey building. The ground floor is numbered 1 and the top floor is numbered 8. Each of them also likes a different subject, History, Polity, Geography, Science, English, Maths, Economics, and Computer, but not necessarily in the same order.</p>
      <ul>
        <li>Bhavna lives on an even-numbered floor above Deepa.</li>
        <li>Only two people live between Deepa and the one who likes Science.</li>
        <li>Chirag lives immediately above Aakash.</li>
        <li>The person who likes Maths lives immediately below Gauri.</li>
        <li>Harsh lives on floor 8.</li>
        <li>Esha does not live on floor 1 or floor 7.</li>
        <li>The person who likes English lives on floor 2.</li>
        <li>Farhan lives below Deepa but above Aakash.</li>
        <li>Gauri does not like Maths.</li>
        <li>The person who likes Geography lives immediately above the person who likes Polity.</li>
        <li>Deepa likes Economics.</li>
        <li>Harsh does not like computers.</li>
      </ul>
<p>Related: <a href="https://www.naukri.com/blog/101-group-discussion-topics-you-should-know">Group Discussion Topics for Interviews Prepration</a></p>
      <article id="q5">
        <h4>Q5: Which of the following statements is definitely correct?</h4>
        <ol type="A">
          <li>Harsh lives on the top floor</li>
          <li>Esha lives on floor 7</li>
          <li>Bhavna lives on an odd-numbered floor</li>
          <li>Farhan lives above Deepa</li>
        </ol>
        <p><strong>Answer:</strong> A. Harsh lives on the top floor</p>
        <p><strong>Explanation:</strong></p>
        <p>From the given information, Harsh lives on floor 8, which is the top floor. This is a direct and certain condition.</p>
        <ul>
          <li>Esha does not live on floor 7</li>
          <li>Bhavna lives on an even-numbered floor</li>
          <li>Farhan lives below Deepa</li>
        </ul>
        <p>So, the only correct statement is Option A.</p>
      </article>

      <article id="q6">
        <h4>Q6: Which subject does Deepa like?</h4>
        <ol type="A">
          <li>Science</li>
          <li>Economics</li>
          <li>English</li>
          <li>Polity</li>
        </ol>
        <p><strong>Answer:</strong> B. Economics</p>
        <p><strong>Explanation:</strong></p>
        <p>This is directly given in the information: Deepa likes Economics.</p>
        <p>So the correct answer is Economics.</p>
      </article>
    </section>

    <section id="puzzle-type-box-puzzle">
      <h3>Puzzle type: Box puzzle</h3>
      <p><strong>Directions:</strong></p>
      <p>Six boxes, Red, Blue, Green, Yellow, White, and Black are kept one above another, but not necessarily in the same order.</p>
      <ul>
        <li>Blue is above Green but below Red.</li>
        <li>Only one box is between Red and Yellow.</li>
        <li>White is immediately above Black.</li>
        <li>Green is not at the bottom.</li>
        <li>Yellow is above White.</li>
      </ul>

      <article id="q7">
        <h4>Q7: Which box is at the top?</h4>
        <ol type="A">
          <li>Red</li>
          <li>Yellow</li>
          <li>Blue</li>
          <li>Green</li>
        </ol>
        <p><strong>Answer:</strong> A. Red</p>
        <p><strong>Explanation:</strong></p>
        <p>Since Blue is below Red and above Green, Red must be higher than both.</p>
        <p>Also, one box is between Red and Yellow, and Yellow is above White.</p>
        <p>With White immediately above Black, the only valid order from top to bottom is: Red, Blue, Yellow, Green, White, Black.</p>
        <p>So, Red is at the top.</p>
      </article>

      <article id="q8">
        <h4>Q8: Which box is immediately above Black?</h4>
        <ol type="A">
          <li>Yellow</li>
          <li>White</li>
          <li>Green</li>
          <li>Blue</li>
        </ol>
        <p><strong>Answer:</strong> B. White</p>
        <p><strong>Explanation:</strong></p>
        <p>This follows directly from the condition White is immediately above Black.</p>
      </article>
    </section>
     
 <p>Related Reasoning: <a href="https://www.naukri.com/blog/verbal-reasoning-questions-and-answers/">Verbal Reasoning Questions and Answers</a></p>

    <section id="puzzle-type-ranking-and-order">
      <h3>Puzzle type: Ranking and order</h3>
      <p><strong>Directions:</strong></p>
      <p>Six students, Ananya, Bharat, Chetan, Divya, Esha, and Farhan scored different marks in a test. Their ranks are from 1 to 6, where 1 is the highest.</p>
      <ul>
        <li>Bharat ranks below Divya but above Esha.</li>
        <li>Only one student ranks between Divya and Ananya.</li>
        <li>Chetan ranks immediately below Esha.</li>
        <li>Farhan does not rank last.</li>
      </ul>

      <article id="q9">
        <h4>Q9: Who ranks first?</h4>
        <ol type="A">
          <li>Divya</li>
          <li>Ananya</li>
          <li>Bharat</li>
          <li>Farhan</li>
        </ol>
        <p><strong>Answer:</strong> A. Divya</p>
        <p><strong>Explanation:</strong></p>
        <p>Since Bharat is below Divya but above Esha, Divya must be higher than both.</p>
        <p>Chetan is immediately below Esha, so Esha cannot be too low.</p>
        <p>Also, one student is between Divya and Ananya.</p>
        <p>The only valid order is: Divya, Farhan, Ananya, Bharat, Esha, Chetan.</p>
        <p>So, Divya ranks first.</p>
      </article>

      <article id="q10">
        <h4>Q10: Who ranks third?</h4>
        <ol type="A">
          <li>Bharat</li>
          <li>Ananya</li>
          <li>Farhan</li>
          <li>Esha</li>
        </ol>
        <p><strong>Answer:</strong> B. Ananya</p>
        <p><strong>Explanation:</strong></p>
        <p>From the final order, Divya, Farhan, Ananya, Bharat, Esha, Chetan &#x2013; Ananya ranks third.</p>
      </article>
    </section>

    <section id="puzzle-type-tabular">
      <h3>Puzzle type: Tabular</h3>
      <p><strong>Directions:</strong></p>
      <p>Four friends, Aarav, Diya, Kunal, and Meera, each belong to a different city: Delhi, Jaipur, Pune, and Surat. They also work in different professions: Doctor, Engineer, Teacher, and Lawyer.</p>
      <ul>
        <li>Aarav is neither from Delhi nor a Doctor.</li>
        <li>The person from Jaipur is a Teacher.</li>
        <li>Kunal is an Engineer.</li>
        <li>Meera is from Surat.</li>
        <li>The Lawyer is from Pune.</li>
        <li>Diya is not from Jaipur.</li>
      </ul>

      <article id="q11">
        <h4>Q11: Which city does Kunal belong to?</h4>
        <ol type="A">
          <li>Delhi</li>
          <li>Jaipur</li>
          <li>Pune</li>
          <li>Surat</li>
        </ol>
        <p><strong>Answer:</strong> A. Delhi</p>
        <p><strong>Explanation:</strong></p>
        <p>Meera is already from Surat.</p>
        <p>The person from Jaipur is a Teacher, so Kunal cannot be from Jaipur because he is an Engineer.</p>
        <p>The Lawyer is from Pune, so Kunal cannot be from Pune either.</p>
        <p>That leaves Delhi as the only possible city for Kunal.</p>
      </article>

      <article id="q12">
        <h4>Q12: What is Aarav&#x2019;s profession?</h4>
        <ol type="A">
          <li>Doctor</li>
          <li>Lawyer</li>
          <li>Teacher</li>
          <li>Engineer</li>
        </ol>
        <p><strong>Answer:</strong> B. Lawyer</p>
        <p><strong>Explanation:</strong></p>
        <p>Aarav is not a Doctor.</p>
        <p>Kunal is already the Engineer.</p>
        <p>Jaipur goes with Teacher, and Meera is fixed with Surat.</p>
        <p>The remaining valid profession for Aarav is Lawyer.</p>
      </article>
    </section>
    <p>Relates: <a href="https://www.naukri.com/blog/12-popular-brainteaser-interview-questions-and-answers">Brainteaser Interview Questions and Answers</a></p>

    <section id="puzzle-type-mixed">
      <h3>Puzzle type: Mixed</h3>
      <p><strong>Directions:</strong></p>
      <p>Five friends, Aditi, Bharat, Charu, Deepak, and Esha each like a different fruit: Apple, Mango, Orange, Grapes, and Banana. They also travel on different days from Monday to Friday.</p>
      <ul>
        <li>Aditi travels on Wednesday.</li>
        <li>Bharat travels immediately before Aditi.</li>
        <li>Charu travels after Deepak.</li>
        <li>Deepak does not travel on Friday.</li>
        <li>The person who travels on Tuesday likes Grapes.</li>
        <li>The person who likes Mango travels immediately before the person who likes Banana.</li>
        <li>Esha likes Orange.</li>
        <li>Deepak does not like Apple.</li>
        <li>The person who travels on Wednesday likes Apple.</li>
      </ul>

      <article id="q13">
        <h4>Q13: Who likes Mango?</h4>
        <ol type="A">
          <li>Aditi</li>
          <li>Bharat</li>
          <li>Charu</li>
          <li>Deepak</li>
        </ol>
        <p><strong>Answer:</strong> D. Deepak</p>
        <p><strong>Explanation:</strong></p>
        <p>Aditi is on Wednesday, so Bharat must be on Tuesday because he travels immediately before Aditi.</p>
        <p>The person on Tuesday likes Grapes, so Bharat likes Grapes.</p>
        <p>The person on Wednesday likes Apple, so Aditi likes Apple.</p>
        <p>Esha likes Orange, and Deepak does not like Apple.</p>
        <p>Now only Mango and Banana are left for Charu and Deepak. Since the person who likes Mango travels immediately before the person who likes Banana, Deepak must travel before Charu. As Charu travels after Deepak and Deepak is not on Friday, the valid arrangement is:</p>
        <ul>
          <li>Monday &#x2013; Esha</li>
          <li>Tuesday &#x2013; Bharat</li>
          <li>Wednesday &#x2013; Aditi</li>
          <li>Thursday &#x2013; Deepak</li>
          <li>Friday &#x2013; Charu</li>
        </ul>
        <p>So, Deepak likes Mango and Charu likes Banana.</p>
      </article>

      <article id="q14">
        <h4>Q14: Which fruit does Bharat like?</h4>
        <ol type="A">
          <li>Apple</li>
          <li>Grapes</li>
          <li>Orange</li>
          <li>Banana</li>
        </ol>
        <p><strong>Answer:</strong> B. Grapes</p>
        <p><strong>Explanation:</strong></p>
        <p>Bharat travels on Tuesday, and the person who travels on Tuesday likes Grapes. So, Bharat likes Grapes.</p>
      </article>
    </section>

    <section id="puzzle-type-scheduling-puzzle">
      <h3>Puzzle type: Scheduling puzzle</h3>
      <p><strong>Directions:</strong></p>
      <p>Seven people, Amit, Neha, Rohit, Sneha, Karan, Pooja, and Vivek attend a workshop on different days of the week from Monday to Sunday. Each person attends on a different day.</p>
      <ul>
        <li>Amit attends on Monday or Friday.</li>
        <li>Only one person attends between Amit and Neha.</li>
        <li>Rohit attends immediately before Sneha.</li>
        <li>Karan attends on Sunday.</li>
        <li>Pooja does not attend on Monday.</li>
        <li>Vivek attends after Sneha.</li>
        <li>Neha does not attend on Tuesday.</li>
      </ul>

      <article id="q15">
        <h4>Q15: On which day does Sneha attend the workshop?</h4>
        <ol type="A">
          <li>Tuesday</li>
          <li>Wednesday</li>
          <li>Thursday</li>
          <li>Saturday</li>
        </ol>
        <p><strong>Answer:</strong> C. Thursday</p>
        <p><strong>Explanation:</strong></p>
        <p>Start with the fixed point: Karan attends on Sunday.</p>
        <p>Now focus on Rohit immediately before Sneha, so they must occupy consecutive days.</p>
        <p>Next, place Amit on Monday or Friday, and ensure one person sits between Amit and Neha, while also keeping Neha away from Tuesday.</p>
        <p>Place Pooja (not Monday) and Vivek after Sneha carefully while testing valid positions.</p>
        <p>After checking all conditions together, the only valid sequence becomes:</p>
        <table>
          <thead>
            <tr>
              <th>Day</th>
              <th>Person</th>
            </tr>
          </thead>
          <tbody>
            <tr>
              <td>Monday</td>
              <td>Amit</td>
            </tr>
            <tr>
              <td>Tuesday</td>
              <td>Pooja</td>
            </tr>
            <tr>
              <td>Wednesday</td>
              <td>Rohit</td>
            </tr>
            <tr>
              <td>Thursday</td>
              <td>Sneha</td>
            </tr>
            <tr>
              <td>Friday</td>
              <td>Neha</td>
            </tr>
            <tr>
              <td>Saturday</td>
              <td>Vivek</td>
            </tr>
            <tr>
              <td>Sunday</td>
              <td>Karan</td>
            </tr>
          </tbody>
        </table>
        <p>So, Sneha attends on Thursday.</p>
      </article>

      <article id="q16">
        <h4>Q16: Who attends the workshop on Saturday?</h4>
        <ol type="A">
          <li>Neha</li>
          <li>Vivek</li>
          <li>Rohit</li>
          <li>Pooja</li>
        </ol>
        <p><strong>Answer:</strong> B. Vivek</p>
        <p><strong>Explanation:</strong></p>
        <p>From the final arrangement: We can clearly see that Vivek attends on Saturday.</p>
      </article>
    </section>
  </section>
<p>Related: <a hrfef="https://www.naukri.com/blog/interview-questions-and-answers-master-guide-tips-hacks/">Interview Questions And Answers Master Guide With Tips</a></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Formula-to-solve-logical-reasoning-puzzle-based-questions.webp" class="kg-image" alt="15+ Reasoning Puzzle Questions with Answers for 2026 (Free PDF Download)" loading="lazy" width="1536" height="1024" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Formula-to-solve-logical-reasoning-puzzle-based-questions.webp 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/05/Formula-to-solve-logical-reasoning-puzzle-based-questions.webp 1000w, https://www.naukri.com/blog/content/images/2026/05/Formula-to-solve-logical-reasoning-puzzle-based-questions.webp 1536w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: html--><section id="how-to-solve-logical-reasoning-puzzle-based-questions">
    <h2>How to solve logical reasoning puzzle-based questions?</h2>
    <p>Puzzle-based questions can seem lengthy, but they become easier when you break the information into smaller parts and organize it properly. Here are some practical tips to solve them efficiently:</p>
    <ul>
      <li>Understand the puzzle type first: Quickly identify whether it is seating, floor, scheduling, or a mixed puzzle to choose the right approach.</li>
      <li>Create a clear layout immediately: Draw a table, row, or diagram based on the puzzle type to keep all information organized.</li>
      <li>Read each statement carefully: Go through the clues one by one. Misreading even a small detail can lead to wrong conclusions.</li>
      <li>Start with fixed and direct information: Place clear clues first, such as exact positions, days, or relationships, to build a strong base.</li>
      <li>Pay attention to negative conditions: Clues like &#x201C;not&#x201D;, &#x201C;only&#x201D;, or &#x201C;cannot&#x201D; are very useful in eliminating wrong possibilities.</li>
      <li>Use multiple cases when needed: If a clue allows more than one possibility, create separate small cases and eliminate incorrect ones.</li>
      <li>Combine clues to unlock positions: Link different conditions together instead of treating them separately to fill missing gaps faster.</li>
      <li>Complete the full arrangement first: Try to finish the entire puzzle before answering questions to avoid confusion later.</li>
      <li>Use option elimination smartly: In some questions, especially &#x201C;which is correct&#x201D; types, options can help you verify answers quickly.</li>
      <li>Manage your time during exams: Skip difficult puzzle questions and return later to avoid losing easy marks.</li>
    </ul>
  </section>

  <section id="free-resources-to-practice-puzzle-reasoning-questions">
    <h2>Free resources to practice puzzle reasoning questions</h2>
    <p>If you are looking to improve your puzzle-solving skills, practicing from reliable sources is essential. We are sharing curated resources to help you build speed and accuracy. These puzzle reasoning questions are designed based on real exams and test patterns.</p>

    <section id="30-puzzle-questions-with-answers-pdf-free-download">
      <h3>30 puzzle questions with answers PDF (free download)</h3>
      <ul>
        <li>Take a free practice test with questions and answers</li>
        <li>Includes 30 mixed puzzle for reasoning questions</li>
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  <section id="wrapping-up">
    <h2>Wrapping up</h2>
    <p>Puzzle reasoning questions are an important part of competitive exams and interviews, and improving in them can help you grow your career. With the right techniques and regular practice, you can understand different puzzle types and solve them faster with better accuracy. Use the puzzle questions and free PDF resources in this guide to practice and improve your reasoning skills.</p>
  </section><!--kg-card-end: html--><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How many types of puzzle reasoning questions are there?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        There is no fixed number, but most exams focus on common puzzle question types such as seating arrangement, floor-based puzzles, scheduling puzzles, box puzzles, blood relation puzzles, ranking and order puzzles, tabular puzzles, and mixed puzzles.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Where can I find sample puzzle reasoning questions with answers?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        You can find good puzzle questions on exam preparation websites, mock test platforms, and previous year question papers. You can also find sample puzzle reasoning questions with answers in this blog, along with a free PDF resource for additional practice.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Which exams include puzzle reasoning questions?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        Puzzle questions are commonly asked in banking exams, SSC exams, railway recruitment tests, and various entrance exams. They are also part of aptitude tests and interviews conducted by many companies to evaluate problem-solving ability under time pressure.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the different techniques for solving puzzle reasoning questions?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        Effective techniques include organizing information visually, focusing on definite clues first, and narrowing down possibilities using elimination. It also helps to verify the full arrangement before answering questions and to stay consistent with one clear approach.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How long does it take to solve puzzle question answer?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        The time depends on the difficulty and your familiarity with the puzzle type. With practice, you can solve most puzzle question answer in under 5 minutes.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between puzzle questions and other reasoning questions?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        Puzzle questions involve multiple conditions and require combining information, while other reasoning questions are usually direct and can be solved individually without building a full arrangement.
      </div>
    </div>
  </div>

  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Why are puzzle questions considered difficult?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">
        They involve multiple variables and conditions that need to be handled together. A small mistake in one step can affect the entire solution, which makes them challenging but also rewarding.
      </div>
    </div>
  </div>

</section><!--kg-card-end: html--></section></article>]]></content:encoded></item><item><title><![CDATA[Best CV Format for Freshers (With Resume Template for Freshers)]]></title><description><![CDATA[In this blog, we shall be discussing the best CV format for freshers & also highlight effective resume templates for freshers.]]></description><link>https://www.naukri.com/blog/cv-format-for-freshers/</link><guid isPermaLink="false">641d991bbcf2760001e5bb74</guid><category><![CDATA[Career Advice]]></category><category><![CDATA[Resume Tips]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Tue, 26 May 2026 12:00:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2021/04/photo-1565688534245-05d6b5be184a.jpg" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: markdown--><img src="https://www.naukri.com/blog/content/images/2021/04/photo-1565688534245-05d6b5be184a.jpg" alt="Best CV Format for Freshers (With Resume Template for Freshers)"><p>Looking for your first job? Well, if that is so then you are reading an important article.</p>
<p>We understand that finding a job can prove to be tricky especially if you are a fresher, thus we stress the importance of a strong resume.</p>
<p>A resume is the first point of contact between an applicant &amp; recruiter.</p>
<p>There is no strict prescribed resume format for freshers, however, there are some tried &amp; tested tips that multiply your prospect of getting your resume shortlisted.</p>
<p>In this blog, we shall be discussing the best CV format for freshers &amp; also highlight effective resume templates for freshers.</p>
<h2 id="bestresumeformatforfreshers">Best Resume Format for Freshers</h2>
<p>Here are some pro tips to create an effective resume especially if you are a fresher.</p>
<h3 id="1becrisptothepoint">1. Be Crisp &amp; To the Point</h3>
<p>A usual CV format for fresher which is widely accepted on the professional front is that a resume should be crisp &amp; should not exceed more than one page.</p>
<p>A one-page resume is considered to be crisp &amp; effective.</p>
<p>Ensure you use short sentences &amp; provide brief information about your professional profile.</p>
<h3 id="2providedetailsaboutrelevantskills">2. Provide Details about Relevant Skills</h3>
<p>While drafting a resume, provide details of relevant skills which may prove handy for the position you are applying for.</p>
<p>Do not underestimate your skillset; it&#x2019;s advised to provide maximum details about your professional skills.</p>
<p>Being a fresher these skills are the only professional tool that can help you get the desired job.</p>
<h3 id="3mentionyourinternshipsinbold">3. Mention your Internships in Bold</h3>
<p>Internships are the only piece of professional experience to show. Mention your internships in bold to ensure maximum visibility.</p>
<p>Maximum Most recruiters want to know how an applicant can make a difference upon joining a firm.</p>
<p>This can be showcased only by including the gist of any impact-based oriented tasks which you might have completed during your internship previously.</p>
<h3 id="4updatedresumeheader">4. Updated Resume Header</h3>
<p>A resume header gives details about the applicant&apos;s name, contact number, email, social media links, etc. This is the first thing that can be seen on a resume.</p>
<p>Ensure that all the correct details are provided in this section of your resume. One mistake &amp; the recruiter wouldn&#x2019;t be able to contact you at all.</p>
<p>Also be particular about what information you share &#x2013; for example a link to your portfolio as graphic designer may be helpful but your social media profile may not be,</p>
<p>For Example:</p>
<p><img src="https://www.naukri.com/blog/content/images/2021/04/jjj.jpg" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"></p>
<h3 id="5draftastrongprofilesummary">5. Draft a Strong Profile Summary</h3>
<p>One of the most important parts of an ideal resume format for freshers is a well-drafted profile summary.</p>
<p>A profile summary sums up the intentions, goals &amp; professional zeal of a fresher to work for an organization.</p>
<p>An ideal profile summary also highlights candidates&#x2019; motivation to apply for that specific job role.</p>
<p>For Example:</p>
<blockquote>
<p>I am a young &amp; dynamic XYZ professional. Seeking an opportunity to use my skills in XYZ to maximize the productivity of your firm.</p>
<p>Ability to work on numerous XYZ-related professional software. Can work under pressure to meet deadlines as required. Excellent team player &amp; self-starter.</p>
</blockquote>
<h3 id="6educationalbackgroundlanguages">6. Educational Background &amp; Languages</h3>
<p>An ideal CV format for freshers provides relevant information in a crisp yet effective manner.</p>
<p>Briefly mention educational qualifications especially if they are relevant to the job opening you are applying for.</p>
<p>Apart from the educational background also mention the languages you can read, write &amp; speak well.</p>
<p>These days a command over multiple languages can prove to be quite handy in fetching a job.</p>
<h2 id="resumetemplatesforfreshers">Resume Templates for Freshers</h2>
<p>Here are a few <a href="https://www.naukri.com/naukri360/resume-templates">resume templates</a> for freshers which may help you find the your desired job.</p>
<h3 id="sample1">Sample 1:</h3>
<p><img src="https://www.naukri.com/blog/content/images/2021/04/juej.jpg" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"></p>
<h3 id="sample2">Sample 2:</h3>
<p><img src="https://www.naukri.com/blog/content/images/2021/04/hjjj1.jpg" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"><br>
<img src="https://www.naukri.com/blog/content/images/2021/04/sjsjj2.jpg" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"></p>
<h3 id="sample3">Sample 3:</h3>
<p><img src="https://www.naukri.com/blog/content/images/2021/04/Screenshot--48-.png" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"><br>
<img src="https://www.naukri.com/blog/content/images/2021/04/Screenshot--49--1.png" alt="Best CV Format for Freshers (With Resume Template for Freshers)" loading="lazy"></p>
<p>Professional hirings are  is heavily dependent on resume impressions as the average number of candidates applying for jobs has increased multiple foldsis huge.</p>
<p>This gives recruiters little time to shortlist candidates merely on their resumes.</p>
<p>Thus a resume needs to be eye-catching to maximize chances of being shortlisted.</p>
<p>In the case of freshers its the uniqueness or completeness of a resume leave a first impression on recruiters about the candidate as there is nothing to consider in terms of professional experience.</p>
<p>Thus your resume needs to be on point to get your desired job.</p>
<p>We hope the above mentioned resume tips &amp; templates shall help you draft that perfect resume.</p>
<p>Best of luck!</p>
<!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)]]></title><description><![CDATA[Practice the different types of non-verbal reasoning questions and answers for exams & aptitude tests. Take a free mock test and get tips to improve your score.]]></description><link>https://www.naukri.com/blog/non-verbal-reasoning-questions-and-answers/</link><guid isPermaLink="false">6a0da23dd59e11d5bdbeae7b</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><category><![CDATA[Interview Questions]]></category><category><![CDATA[Interview Advice]]></category><category><![CDATA[Career Advice]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Thu, 21 May 2026 10:29:32 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1665789318391-6057c533005e?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEyfHxOb24lMjBWZXJiYWwlMjBSZWFzb25pbmclMjBxdWVzdGlvbnxlbnwwfHx8fDE3NzkyNzg0NjZ8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><h2>Table of Contents</h2>
<ol>
  <li><a href="#key-highlights">Non-Verbal Reasoning Questions &#x2013; Key Highlights</a></li>
  <li><a href="#what-is-non-verbal-reasoning">What is Non-Verbal Reasoning?</a></li>
  <li><a href="#types">Types of Non-Verbal Reasoning Questions</a></li>
  <li><a href="#questions-answers">Non-Verbal Reasoning Questions and Answers (With Explanation)</a>
    <ol>
      <li><a href="#series">Series / Sequences</a></li>
      <li><a href="#analogies">Analogies</a></li>
      <li><a href="#odd-one-out">Classification / Odd One Out</a></li>
      <li><a href="#figure-matrix">Figure Matrix or Grids</a></li>
      <li><a href="#pattern-completion">Pattern Completion</a></li>
      <li><a href="#mirror-images">Mirror and Water Images</a></li>
      <li><a href="#paper-folding">Paper Folding and Cutting</a></li>
      <li><a href="#cube-3d">Cube and 3D Reasoning</a></li>
      <li><a href="#embedded-figures">Embedded Figures</a></li>
      <li><a href="#rule-detection">Rule Detection</a></li>
    </ol>
  </li>
  <li><a href="#how-to-solve">How to Solve Non-Verbal Reasoning Questions Fast?</a></li>
  <li><a href="#test-examples">Non-Verbal Reasoning Test Examples</a></li>
  <li><a href="#free-resources">Free Resources to Practice Non-Verbal Reasoning Questions</a></li>
  <li><a href="#wrapping-up">Wrapping Up</a></li>
  <li><a href="#faqs">FAQs</a></li>
</ol>

<h2 id="key-highlights">Non-Verbal Reasoning Questions &#x2013; Key Highlights</h2>
<ul>
  <li>Non-verbal reasoning tests your ability to analyze visual information such as patterns and diagrams to solve problems logically.</li>
  <li>It is widely used in aptitude tests for <a href="https://www.naukri.com/blog/5-effective-tips-to-prepare-for-campus-recruitment/">campus placements</a>, government exams, and psychometric assessments.</li>
  <li>Top companies such as TCS, Accenture, Wipro, Cognizant, Deloitte, Capgemini, HCL, and Tech Mahindra use non-verbal reasoning tests in campus recruitment.</li>
  <li>Common question types include series, analogies, mirror images, paper folding, figure classification, and embedded figures.</li>
  <li>Most non-verbal reasoning tests contain 20 to 30 questions to be solved within 15 to 25 minutes.</li>
</ul>

<img src="https://images.unsplash.com/photo-1665789318391-6057c533005e?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEyfHxOb24lMjBWZXJiYWwlMjBSZWFzb25pbmclMjBxdWVzdGlvbnxlbnwwfHx8fDE3NzkyNzg0NjZ8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)"><p>Non-verbal reasoning questions are a part of almost every aptitude test, including exams like SSC CGL and IBPS PO as well as placement tests like TCS NQT and AMCAT. They are also included in exams such as CA Foundation and MBA entrance exams. These questions offer a useful way to assess a candidate&apos;s logical thinking and problem-solving ability without depending on language skills. In this guide, you will find top non-verbal reasoning questions and answers, along with practical tips and a free practice test to help you perform better.</p>

<h2>What is Non-Verbal Reasoning?</h2>
<p>Non-verbal reasoning is the ability to understand and solve problems using visual information such as patterns and shapes as well as diagrams and images without relying on written language. It evaluates how well you can recognize relationships and understand spatial concepts to apply logic and arrive at the correct answer. Many non-verbal reasoning questions follow common visual patterns so with practice you can solve them faster by using simple shortcuts.</p>

<h2 id="types">Types of Non-Verbal Reasoning Questions</h2>
<p>There are many types of non-verbal reasoning questions, but most of them can be grouped into a few main categories. Each category tests a different skill. Understanding these types helps you quickly identify the question and apply the right method. Here are the common types of non-verbal <a href="https://www.naukri.com/blog/logical-reasoning-topics-and-meaning/">logical reasoning</a> questions:</p>
<ul>
  <li><strong>Series or sequences:</strong> You are given a sequence of figures and need to identify the rule to find the next image.</li>
  <li><strong>Analogies:</strong> You must identify the relationship between two figures and apply the same rule to another pair.</li>
  <li><strong>Classification or odd one out:</strong> A set of figures is given and you need to find the one that does not follow the common rule.</li>
  <li><strong>Figure matrix or grids:</strong> A grid of images is given with one missing and you must identify the pattern across rows or columns to complete it.</li>
  <li><strong>Pattern completion:</strong> You need to select the correct option that completes an incomplete figure or design.</li>
  <li><strong>Mirror and water images:</strong> These questions test how a figure looks when reflected horizontally or vertically.</li>
  <li><strong>Paper folding and cutting:</strong> You must predict how a paper will appear after folding and cutting when it is unfolded.</li>
  <li><strong>Cube and 3D reasoning:</strong> These questions involve visualizing cubes, nets, or rotating shapes in three dimensions.</li>
  <li><strong>Embedded figures:</strong> You need to identify a smaller hidden shape within a complex figure.</li>
  <li><strong>Rule detection:</strong> You must identify the rule or logic that connects a group of figures.</li>
</ul>

<h2 id="questions-answers">Non-Verbal Reasoning Questions and Answers (With Explanation)</h2>
<p>Practice these carefully selected non-verbal reasoning questions to improve pattern recognition speed and accuracy. Each question includes an explanation to help you understand the logic clearly. These questions are shortlisted from the most commonly asked types in competitive exams and placement tests used by companies like TCS, Wipro, Deloitte, Accenture, Cognizant, Capgemini, and Tech Mahindra.</p>

<h3 id="series">Series / Sequences Question</h3>
<p><strong>Q1. Find the next figure in the series:</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Series-and-sequences-question-find-the-next-figure-in-the-series.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="611" height="480" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/Series-and-sequences-question-find-the-next-figure-in-the-series.webp 600w, https://www.naukri.com/blog/content/images/2026/05/Series-and-sequences-question-find-the-next-figure-in-the-series.webp 611w"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (A) Diagonal ( / ) with dot at top-left</p>
<p><strong>Explanation:</strong><br>
Two patterns are happening together:<br>
The diagonal line alternates:<br>
/ &#x2192; \ &#x2192; / &#x2192; \ &#x2192; /<br>
The dot moves clockwise:<br>
top-left &#x2192; top-right &#x2192; bottom-right &#x2192; bottom-left &#x2192; top-left<br>
So the next figure returns to the starting position with a forward slash diagonal and dot at top-left.</p>
</blockquote>

<h3 id="analogies">Analogies</h3>
<p><strong>Q2. Identify the figure that should replace the missing space in the given pattern.</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/Analogies-reasoning--question---missing-space-in-the-given-pattern.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="535" height="512"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Answer:</strong> (B)</p>
<p><strong>Explanation:</strong><br>
In each row, the figure on the left is an incomplete shape, while the figure on the right shows the completed version of that shape.<br>
In the first row, a rectangle becomes a full square.<br>
Following the same pattern, the incomplete capsule in the second row should become a complete capsule.<br>
Therefore, the correct answer is (B) Capsule.</p>
</blockquote>

<h3 id="odd-one-out">Classification / Odd One Out Question</h3>
<p><strong>Q3. Observe the following figures carefully and identify the one that is different from the others.</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-classification-and-odd-one-out-question.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="531" height="279"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (C)</p>
<p><strong>Explanation:</strong> In all the figures except C, the number of lines attached to the circle is even. Figure C has three odd numbers of lines, which makes it different from the rest.</p>
</blockquote>

<h3 id="figure-matrix">Figure Matrix or Grids</h3>
<p><strong>Q4. In each of the following, identify the figure that completes the given matrix. Choose the correct option from the answer figures.</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-figure-matrix-or-grids-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="550" height="490"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (D) Figure with six dots</p>
<p><strong>Explanation:</strong><br>
In each row, the second box contains three times the number of dots present in the first box. In the first row, one dot becomes three dots.<br>
Applying the same pattern in the second row, two dots should become six dots.<br>
Option (D) matches this rule, so it correctly completes the matrix.</p>
</blockquote>

<h3 id="pattern-completion">Pattern Completion</h3>
<p><strong>Q5. Choose the option that correctly fills the missing part of the figure.</strong></p>	<!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-pattern-completion-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="550" height="526"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (A)</p>
<p><strong>Explanation:</strong><br>
The larger square follows a row-wise pattern. In each row, the slanting line appears in the same direction and position across the visible parts. The missing section must continue this same arrangement without changing the line pattern. Only (A) fits smoothly into the blank space and completes the design correctly.</p>
</blockquote>

<h3 id="mirror-images">Mirror and Water Images</h3>
<p><strong>Q6. Which of the following is the correct mirror image of the word NAUKRI?</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-mirror-and-water-images-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="612" height="280" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/non-verbal-mirror-and-water-images-question-and-Answers.webp 600w, https://www.naukri.com/blog/content/images/2026/05/non-verbal-mirror-and-water-images-question-and-Answers.webp 612w"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (A)</p>
<p><strong>Explanation:</strong><br>
In a vertical mirror reflection letters are reversed in order (I comes first, N comes last). Individual letters are flipped horizontally (N, R, A, U, K are reversed).<br>
The resulting image is:<br>
I (mirror image of I)<br>
&#x42F; (mirror image of R)<br>
&#xA4D8; (mirror image of K)<br>
U (mirror image of U)<br>
A (mirror image of A)<br>
&#x418; (mirror image of N)<br>
NAUKRI &#x2192; I &#x42F; &#xA4D8; U A &#x418;<br>
Options like (B) and (C) do not reverse the order correctly, and (D) has incorrect letter placement. Therefore, the correct answer is Option (A).</p>
</blockquote>

<h3 id="paper-folding">Paper Folding and Cutting</h3>
<p><strong>Q7. The sequence of folding a piece of paper and the way in which the folded paper is cut are shown in the figure. How will the paper look when unfolded?</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-paper-folding-and-cutting-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="593" height="445"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (A)</p>
<p><strong>Explanation:</strong><br>
The paper is folded twice, so the cut made on the folded part is repeated in two matching positions when the paper is unfolded. Because of the direction of the folds, the cut appears as a symmetric pattern on two sides. Only option A shows all the repeated diamond cuts in the correct arrangement.</p>
</blockquote>

<h3 id="cube-3d">Cube and 3D Reasoning</h3>
<p><strong>Q8. Select the option that represents a cube which can be formed by folding the given sheet.</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-Cube-and-3D-reasoning-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="604" height="358" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/05/non-verbal-Cube-and-3D-reasoning-question-and-Answers.webp 600w, https://www.naukri.com/blog/content/images/2026/05/non-verbal-Cube-and-3D-reasoning-question-and-Answers.webp 604w"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (A)</p>
<p><strong>Explanation:</strong><br>
When the given sheet is folded into a cube, certain faces become opposite to each other:</p>
<ul>
  <li>The two half-shaded faces are positioned on opposite sides</li>
  <li>The face with the square is opposite one blank face</li>
  <li>The face with the circle is opposite the other blank face</li>
</ul>
<p>Now check the options:</p>
<ul>
  <li>In options (B) and (C), the two half-shaded faces are shown next to each other, which is not possible since they must be opposite</li>
  <li>In option (D), although the faces appear valid, the arrangement cannot be obtained through any rotation of the original cube</li>
</ul>
<p>Only option (A) follows all the correct face relationships and can be formed from the given sheet.</p>
</blockquote>

<h3 id="embedded-figures">Embedded Figures</h3>
<p><strong>Q9. Identify the option that contains the given figure as a part of it.</strong></p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-embedded-figures-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="535" height="394"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (B)</p>
<p><strong>Explanation:</strong><br>
The given figure is hidden within the larger shapes in the options. To solve this, focus on the exact arrangement of lines and angles in figure and try to locate the same structure within each option.<br>
On close observation, only option B contains all the elements of figure in the correct orientation and proportion. The other options either miss certain parts or have a different arrangement of lines.</p>
</blockquote>

<h3 id="rule-detection">Rule Detection</h3>
<p><strong>Q10. Select the set of figures that correctly follows the pattern shown.</strong></p>
<p><strong>Rule:</strong> As the size of the circle becomes smaller, the number of divisions inside the circle increases.</p><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/05/non-verbal-rule-detection-question-and-Answers.webp" class="kg-image" alt="Non Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)" loading="lazy" width="404" height="392"></figure><!--kg-card-begin: html--><blockquote>
<p><strong>Correct Answer:</strong> (D)</p>
<p><strong>Explanation:</strong><br>
The pattern shows an inverse relationship between size and segmentation. Larger circles have fewer sections, while smaller circles are divided into more parts.<br>
Only Option D follows this rule consistently across all figures. The other options do not increase the number of sections correctly.</p>
</blockquote>

<h2 id="how-to-solve">How to Solve Non-Verbal Reasoning Questions Fast?</h2>
<p>Non-verbal logical reasoning questions are all about spotting patterns quickly under time pressure. Most questions follow a small set of rules, and once you learn how to recognize them, your speed improves significantly. Here are some practical tips that can help you solve questions faster in exams and placement tests.</p>
<ol>
  <li><strong>Use elimination to reduce options quickly:</strong> Instead of solving the entire question, remove options that clearly don&apos;t match the pattern. This saves time and narrows your focus.</li>
  <li><strong>Break the figure into smaller parts:</strong> If a diagram looks complex, focus on individual elements like lines, shapes, or shaded areas and track how each one changes.</li>
  <li><strong>Predict the answer before checking options:</strong> Try to identify the pattern and think of the answer first, then match it with the options. This avoids confusion from similar-looking choices.</li>
  <li><strong>Check rotation and reflection early:</strong> Many questions involve shapes rotating or flipping. Always check this first before looking for complex logic.</li>
  <li><strong>Focus on small differences in options:</strong> When options look similar, look for one small change such as direction, number of shapes, or position. This often reveals the correct answer.</li>
  <li><strong>Practice with pen and paper for rotation questions:</strong> Draw or trace the figure and physically rotate the paper to understand how shapes change. This builds your ability to visualize rotations and reflections quickly during exams.</li>
  <li><strong>Avoid spending too much time on one question:</strong> If a question is taking too long, move on and come back later. Non-verbal reasoning sections are time-based.</li>
  <li><strong>Practice under time limits:</strong> Solve questions regularly with a timer to improve speed and get used to exam pressure.</li>
</ol>

<h2 id="test-examples">Non-Verbal Reasoning Test Examples</h2>
<p>Practicing with real non-verbal reasoning test examples helps you understand common patterns and improve your speed and accuracy. While many competitive exams include non-verbal reasoning as a section, some tests are designed entirely to assess visual reasoning skills.</p>

<h3>Aptitude and Placement Tests (With Non-Verbal Reasoning Sections)</h3>
<ul>
  <li><strong>TCS NQT</strong> &#x2013; Common in campus placements and includes non-verbal logical reasoning questions as part of its aptitude test.</li>
  <li><strong>AMCAT</strong> &#x2013; Covers non-verbal reasoning along with other aptitude topics.</li>
  <li><strong>CoCubes</strong> &#x2013; Widely used by companies to assess logical and visual reasoning skills.</li>
</ul>

<h3>Pure Non-Verbal Reasoning Tests</h3>
<ul>
  <li><strong>Raven&apos;s Progressive Matrices</strong> &#x2013; One of the most widely used tests to measure abstract reasoning using pattern-based questions.</li>
  <li><strong>Naglieri Nonverbal Ability Test</strong> &#x2013; Used in education and recruitment to measure visual reasoning ability.</li>
  <li><strong>Universal Nonverbal Intelligence Test</strong> &#x2013; A fully non-verbal test used in psychological and academic evaluations.</li>
</ul>
<p>These platforms and exams provide some of the best non-verbal reasoning practice, helping you get familiar with real question patterns and improve speed.</p>

<h2 id="free-resources">Free Resources to Practice Non-Verbal Reasoning Questions</h2>
<p>If you are looking for reliable non-verbal reasoning practice, this section includes curated mock tests to help you improve speed and accuracy. These non-verbal reasoning MCQs objective questions are based on real exam patterns.</p>

<table>
  <thead>
    <tr>
      <th>Resource</th>
      <th>Key Features</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td><strong>Practice Non-Verbal Aptitude Test on AmbitionBox</strong></td>
      <td>
        <ul>
          <li>Take a free mock test with questions and answers</li>
          <li>Includes 100+ mixed non-verbal aptitude questions</li>
        </ul>
      </td>
    </tr>
    <tr>
      <td><strong>NCAT on Naukri Campus</strong></td>
      <td>
        <ul>
          <li>Take NCAT to assess your job and internship readiness</li>
          <li>Based on 1000+ real placement tests</li>
          <li>Attempt multiple times with instant results and improvement suggestions</li>
          <li>Mobile-friendly and suitable for all students</li>
          <li>Used by companies following similar test patterns</li>
        </ul>
      </td>
    </tr>
  </tbody>
</table>
<p><a href="https://www.naukri.com/campus/ncat-aptitude-test" rel="noopener"><strong>Take NCAT Test Now!</strong></a></p>

<h2 id="wrapping-up">Wrapping Up</h2>
<p>Non-verbal reasoning becomes easier once you understand common patterns and practice regularly. Focus on identifying changes quickly and use elimination technique. With consistent practice and the right method, you can improve both speed and accuracy. Use the non-verbal reasoning questions and tips in this guide to perform better in competitive exams and placement tests.</p>

<h2 id="faqs">FAQs</h2>

<h3>What is non-verbal reasoning?</h3>
<p>Non-verbal reasoning involves solving problems using visual information such as shapes and diagrams. It focuses on identifying relationships and applying logic without relying on language.</p>

<h3>Are non-verbal reasoning questions difficult?</h3>
<p>Non-verbal reasoning questions are not inherently difficult but can feel challenging due to time pressure and unfamiliar patterns. With practice, most question types become predictable and easier to solve.</p>

<h3>How can I improve non-verbal reasoning?</h3>
<p>You can improve non-verbal reasoning by practicing common question types, learning pattern shortcuts, and solving timed tests regularly.</p>

<h3>What is non-verbal comprehension?</h3>
<p>Non-verbal comprehension is another term for non-verbal reasoning. It involves understanding visual patterns and relationships quickly. It reflects how effectively you interpret diagrams, sequences, and spatial changes to solve non-verbal reasoning questions.</p>

<h3>How many questions are asked in non-verbal reasoning tests?</h3>
<p>Most non-verbal reasoning tests include around 15 to 30 questions per section, depending on the exam. The time limit is usually short, requiring quick pattern recognition.</p>

<h3>What questions can I expect on a non-verbal aptitude test?</h3>
<p>You can expect questions on series, analogies, classification, mirror and water images, paper folding, embedded figures, and matrix-based patterns in non-verbal reasoning tests.</p>

<h3>Where are non-verbal logical reasoning questions asked?</h3>
<p>Non-verbal logical reasoning questions are asked in competitive exams, campus placements, psychometric assessments, and intelligence tests to evaluate problem-solving ability without language bias.</p>

<h3>What is the difference between verbal reasoning and non-verbal reasoning?</h3>
<p><a href="https://www.naukri.com/blog/verbal-reasoning-questions/">Verbal reasoning</a> involves understanding and analyzing written information, while non-verbal reasoning focuses on solving visual problems using shapes, patterns, and diagrams.</p>

<h3>What are the common non-verbal reasoning topics?</h3>
<p>Common topics include pattern recognition, spatial reasoning, figure series, analogies, mirror images, embedded figures, and logical sequences involving shapes and diagrams.</p>

<h3>Where can I find free non-verbal reasoning PDF for practice?</h3>
<p>You can find free non-verbal reasoning PDFs on educational websites, exam preparation platforms, and mock test portals that offer downloadable question sets for practice.</p>

<h3>What are the best non-verbal reasoning books?</h3>
<p>Popular non-verbal reasoning books for competitive exams and aptitude preparation include titles like &quot;A Modern Approach to Verbal &amp; Non-Verbal Reasoning&quot; by Dr. R.S. Aggarwal, &quot;Non-Verbal Reasoning&quot; by S. Chand, and &quot;How to Pass Non-Verbal Reasoning Tests&quot; by Harry Tolley.</p>

<h3>Where can I find free non-verbal reasoning practice questions online?</h3>
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</script><!--kg-card-end: markdown-->]]></content:encoded></item><item><title><![CDATA[Reading Comprehension Tips That Lift Your Exam Score in 2026]]></title><description><![CDATA[Struggling with reading? Use these proven reading comprehension tips to lift speed, accuracy, and exam scores in just 20 minutes a day. Start today.]]></description><link>https://www.naukri.com/blog/reading-comprehension-tips/</link><guid isPermaLink="false">6a0d9ea2d59e11d5bdbeae56</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[Interview Questions]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><category><![CDATA[Career Guide]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Wed, 20 May 2026 11:53:56 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1759492214765-815e76cb1aa4?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDZ8fFJlYWRpbmclMjBDb21wcmVoZW5zaW9ufGVufDB8fHx8MTc3OTI3NzY4NHww&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><img src="https://images.unsplash.com/photo-1759492214765-815e76cb1aa4?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDZ8fFJlYWRpbmclMjBDb21wcmVoZW5zaW9ufGVufDB8fHx8MTc3OTI3NzY4NHww&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Reading Comprehension Tips That Lift Your Exam Score in 2026"><p>Smart reading comprehension tips help you read with purpose, not just speed. Preview the passage in 30 seconds, read the questions first, mark key claims, and recap each paragraph in one line. Apply these reading comprehension tips for 20 minutes daily, and you&apos;ll lift exam accuracy by 25% in six weeks.</p>
<h2>Key Takeaways</h2>
<ul>
<li>The right reading comprehension tips can lift CAT and bank PO scores by 30 to 40 percent in two months.</li>
<li>The biggest mistake most freshers make is reading the passage before the questions, so flip that order today.</li>
<li>Active reading techniques beat passive reading every time because they force you to mark, predict, and recap.</li>
<li>Mix daily practice with editorials, business news, mock passages, and analytical essays for better range.</li>
<li>Time matters as much as understanding, so aim to spend 60% reading and 40% answering.</li>
<li>A daily 20-minute habit builds faster gains than weekend marathons of three or four hours.</li>
</ul>
<h2>What Reading Comprehension Really Means</h2>
<p>Reading comprehension is the skill of grasping, recalling, and using ideas in any text you face. It isn&apos;t about how fast your eyes move down the page. It&apos;s about reading with a clear purpose and knowing what to skip. For Indian freshers and working pros, this skill shapes exam results, interviews, and daily work output.</p>
<p>You&apos;ll meet this skill in many forms across your career. The CAT verbal section tests it, the bank PO paper tests it, and campus aptitude rounds test it too. Even your daily emails and client briefs check the same muscle without warning. Strong comprehension skills carry you from your first placement test to your boardroom years.</p>
<p><strong>Fresher example:</strong> A campus drive gives you four passages in 20 minutes, and you can&apos;t slow down. So you need a clear, repeatable method from day one of your prep.</p>
<p><strong>Experienced example:</strong> A team lead reads a 30-page client brief before a Monday call with stakeholders. The same skim-mark-recap habit applies, just at bigger stakes.</p>
<p>These reading comprehension tips aren&apos;t tricks you memorise the night before a test. They&apos;re habits you build over a few focused weeks. The best part is you don&apos;t have to read more pages, you just have to read each page better.</p>
<h2>Why Most Test-Takers Fail at Comprehension</h2>
<p>Most candidates lose marks because they read without a goal in mind. They open the passage and start scanning from line one, hoping the meaning will sink in. It rarely does under timer pressure, and accuracy slips below 50% on tough sets. The right habits fix this gap inside two weeks of steady practice.</p>
<p>According to a 2026 NASSCOM IT hiring report, weak comprehension is the top reason freshers fail client tests at TCS, Infosys, and Accenture. Strong comprehension skills now feature in dedicated hiring rounds across IT services and BFSI roles.</p>
<h3>Three Habits That Wreck Your Score</h3>
<p><strong>1. Reading the passage before the questions.</strong> You burn four minutes on a 600-word block before you even look at the questions. Then you have to scan the passage again to find each answer. That&apos;s wasted time on any clock-bound test.</p>
<p><strong>2. Hunting for exact word matches in the options.</strong> Test setters paraphrase on purpose to filter out lazy readers. If the passage says &apos;rising temperatures&apos;, the right option might say &apos;climate warming&apos;. Chasing the literal word costs you the mark every time.</p>
<p><strong>3. Falling for the partly-true trap in answer choices.</strong> Wrong options aren&apos;t fully wrong, they mix one true fact with one false claim. Your brain locks onto the true fact and ticks the box without checking the rest.</p>
<h3>What Recruiters Check in Comprehension Rounds</h3>
<p>Recruiters look for five things when they design these rounds for entry-level hires:</p>
<ul>
<li>Inference: can you draw the conclusion the passage hints at without saying directly?</li>
<li>Tone: can you tell if the writer is critical, neutral, or warm in approach?</li>
<li>Main idea: can you split the central claim from the supporting detail?</li>
<li>Word meaning: can you guess a new word from the lines around it?</li>
<li>Structure: can you say which paragraph holds the answer without rereading the full text?</li>
</ul>
<p>A fresher who masters these five clears 80% of aptitude rounds with room to spare. Build them one at a time using steady passage analysis drills.</p>
<h2>How Do You Apply Reading Comprehension Tips Quickly?</h2>
<p>The fastest route is simple. Read one editorial daily, mark three new words, and write a 50-word recap in your own words. Do this for 30 days without a break, and your accuracy will jump by 20 to 30 percent on real mock tests. These reading comprehension tips work for freshers and senior pros alike across most competitive exams.</p>
<p>This drill builds three skills at once: passage analysis, vocab work, and active recall. You&apos;ll also train your reading speed without losing accuracy on tough sets.</p>
<h3>Start With a 20-Minute Daily Routine</h3>
<p>Set a fixed slot every day at the same time. Lunch break, train commute, or after dinner all work fine. The slot matters more than the source you pick. Choose one editorial from The Hindu, Indian Express, or Mint each morning.</p>
<p>Read it once fully without stopping, then go back to pull out three lines that really matter. Next, write a 50-word recap in your own words without peeking at the page. This drill trains active recall, which is the muscle behind every real score gain you&apos;ll see.</p>
<h3>Build Your Vocabulary in Five Minutes a Day</h3>
<p>Weak vocab is the top cause of poor comprehension under exam pressure. You can&apos;t grasp a passage when even five percent of words feel new. Vocabulary building should sit in your day like brushing your teeth, not like a weekend chore.</p>
<ul>
<li>Pick three new words from your daily reading and write them in a small notebook.</li>
<li>Use each new word in your own sentence the same day, ideally with a friend.</li>
<li>Review yesterday&apos;s three words every morning before you start a new editorial.</li>
<li>After 90 days of steady work, you&apos;ll have added 270 active words to your stock.</li>
<li>That&apos;s enough vocabulary building to crack most management exams with room to spare.</li>
</ul>
<p>This is the cheapest part of your prep, and it pays off in every section of competitive exams.</p>
<h3>Time Yourself From Day One</h3>
<p>Untimed practice trains bad habits that won&apos;t survive the real exam hall. Set a timer for every passage, and stick to it without checking the clock mid-passage.</p>
<ul>
<li>A 400-word passage needs 4 minutes for reading and 3 minutes for answering.</li>
<li>An 800-word passage needs 7 minutes for reading and 5 minutes for answering.</li>
<li>A 1,200-word passage needs 10 minutes for reading and 7 minutes for answering.</li>
</ul>
<p>Track your accuracy weekly in a simple notebook or sheet. If your score isn&apos;t rising by week four, your reading style is the issue, not the practice volume. For structured drills, this <a href="https://www.naukri.com/career-advice/" target="_blank" rel="noopener">career advice guide</a> covers placement prep patterns in detail.</p>
<h2>10 Reading Comprehension Tips That Actually Work</h2>
<p>Here are the reading comprehension tips that top scorers swear by across most competitive exams. They work on CAT, GMAT, GRE, bank PO, AMCAT, and eLitmus tests alike. Each one is field-tested with thousands of candidates, so pick three to start with this week.</p>
<h3>Tip 1: Preview Before You Read</h3>
<p>Spend 30 seconds scanning the passage before any deep read of the text. Read the title, the first line of each paragraph, and the very last line. This builds a mental map that new ideas slot into as you read along.</p>
<h3>Tip 2: Read the Questions First</h3>
<p>Skim the question stems before you touch the passage itself. Note the keywords in each stem on a quick scratch pad. Now you can read with a clear purpose, and this shift alone adds 8 to 12 marks in most papers.</p>
<h3>Tip 3: Mark Key Claims as You Go</h3>
<p>Underline or mentally tag the main claim in each paragraph as you read. One mark per paragraph is more than enough for any passage. Don&apos;t highlight half the page, since less ink means sharper attention during passage analysis.</p>
<h3>Tip 4: Use the SQ3R Method</h3>
<p>The SQ3R method stands for Survey, Question, Read, Recite, and Review. US Army researchers built it back in the 1940s, and top schools still teach it today. It works because each stage forces active engagement instead of passive scanning.</p>
<h3>Tip 5: Recap Every Paragraph in One Line</h3>
<p>Pause after each paragraph and say its main idea aloud in one short sentence. If you can&apos;t manage that, you didn&apos;t read it well enough, so go back and reread. This drill is the best fix for weak passage analysis under time pressure.</p>
<h3>Tip 6: Read the Last Paragraph Twice</h3>
<p>The last paragraph often holds the author&apos;s view in clear words. It carries the closing inference or the writer&apos;s final judgement. Two reads on this section pays off in both tone and main-idea questions.</p>
<h3>Tip 7: Use Context for New Words</h3>
<p>Don&apos;t stop to look up every new word during a timed drill or mock. Guess the meaning from the sentence around the word, and move on if your guess feels close. Solid vocabulary building works best when fuelled by context, not flashcards alone.</p>
<h3>Tip 8: Practice With Mixed Genres</h3>
<p>Don&apos;t drill only on mock passages from one source or one publisher. Read fiction, science, economics, and opinion pieces every week to widen your range. Editorials build the toughest muscle because they pack inference, tone, and structure into 800 tight words.</p>
<h3>Tip 9: Review Every Wrong Answer</h3>
<p>After each mock, write down why the right answer was right in your own words. Then write why your answer was wrong in the same notebook. This is the most powerful step in your exam preparation, and most candidates skip it entirely.</p>
<h3>Tip 10: Build Reading Stamina Slowly</h3>
<p>Start with 20 minutes a day during your first week of prep. Push that to 30 minutes by week three, and 45 minutes by month two. Stamina matters because tough papers test you with long passages when your brain is already tired.</p>
<h2>Active Reading Techniques That Boost Reading Speed</h2>
<p>Active reading techniques are the gap between staring at a page and pulling real value from it. They&apos;re also the best route to higher reading speed without losing accuracy on tough sets. Many candidates think speed comes from skipping words, but it actually comes from skipping the right words.</p>
<h3>The 3-Pass Method</h3>
<p>This method is gold for reports, contracts, and long passages in mock papers. It&apos;s a core trick for working pros and senior students alike.</p>
<ol>
<li><strong>Skim pass:</strong> Read headings, bolded terms, and the first line of each paragraph in two minutes flat.</li>
<li><strong>Detail pass:</strong> Read the document fully while marking key claims and data points, in roughly eight minutes.</li>
<li><strong>Review pass:</strong> Reread your marks, then write a three-line recap in two minutes.</li>
</ol>
<p>Total time for a 2,000-word document is just 12 minutes, and recall after one week stays above 70%.</p>
<h3>The Cornell Note Layout</h3>
<p>Active reading techniques aren&apos;t only mental moves you make on the page. Writing helps too, and the Cornell layout is one of the simplest written drills you can adopt.</p>
<ul>
<li>Left column holds the key claims and the hard facts from the page.</li>
<li>Right column holds your own reactions, doubts, and follow-up questions.</li>
<li>Bottom strip holds a three-line recap in your own simple words.</li>
</ul>
<p>This layout forces engagement, and engagement creates the comprehension skills that stick for months.</p>
<h3>Predict What Comes Next</h3>
<p>After every paragraph, guess what the next one will cover before reading on. Then read on to check your guess against the actual text. If your guess is close, your flow is strong, and you can keep your current reading speed. Prediction pays off most in inference-heavy questions across competitive exams.</p>
<h3>Cut Sub-Vocalisation</h3>
<p>Sub-vocalising means saying every word in your head as your eyes pass over it. It caps your reading speed at about 250 words per minute, no matter how hard you try. Train your eyes to take in chunks of three to four words at once. You&apos;ll lift reading speed to 400 words per minute within three weeks of daily work.</p>
<h2>How to Handle Different Passage Types</h2>
<p>Different passages need different reading styles, and knowing the type early is half the battle. A factual passage rewards quick scanning, while an analytical one rewards tone-spotting. An inferential passage rewards slow, multi-pass reading with careful margin notes. Use these passage analysis cues to spot the type in the first 30 seconds.</p>
<table>
<thead>
<tr><th>Passage Type</th><th>Goal</th><th>Reading Style</th><th>Best Technique</th><th>Time Spent</th></tr>
</thead>
<tbody>
<tr><td>Factual</td><td>Find specific data</td><td>Scan-heavy</td><td>Question-first</td><td>4-5 mins</td></tr>
<tr><td>Analytical</td><td>Spot the argument</td><td>Slow first pass</td><td>SQ3R method</td><td>7-8 mins</td></tr>
<tr><td>Inferential</td><td>Read between lines</td><td>Two slow passes</td><td>Predict-and-check</td><td>9-10 mins</td></tr>
<tr><td>Narrative</td><td>Track tone</td><td>Single full read</td><td>Tone tagging</td><td>6-7 mins</td></tr>
<tr><td>Technical</td><td>Decode jargon</td><td>3-pass method</td><td>Active notes</td><td>10-12 mins</td></tr>
</tbody>
</table>
<h3>Factual Passages</h3>
<p>These pack data, names, and dates into a tight block of text. Your only job is to find the answer fast and move on. Read the questions first, note the keywords, and then scan the passage. Don&apos;t read line by line, since you only need the data points.</p>
<h3>Analytical Passages</h3>
<p>These present an argument with a clear claim and supporting evidence. Your job is to spot the claim, the support, and the gap in logic. Read slowly through the first paragraph to tag the main claim. Most questions in competitive exams land in the opening and closing zones.</p>
<h3>Inferential Passages</h3>
<p>These say one thing on the page and mean another underneath the surface. The answer isn&apos;t on the page directly, since you build it from clues across paragraphs. Read the passage twice, once for content and once for tone. Inferential questions are where strong comprehension skills earn the highest marks.</p>
<h3>Technical Passages</h3>
<p>These pack jargon, formulas, and crisp definitions into every paragraph. The 3-pass method shines here because it forces structure on dense content. Skim for structure first, then read fully while marking each new term. This drill is core to exam preparation for engineering and finance roles.</p>
<h2>Common Mistakes That Hurt Your Score</h2>
<p>Even strong readers slip into bad habits under exam pressure on test day. These are the top mistakes that wreck scores in the last two weeks before any paper. Catch them early, and you&apos;ll save 10 to 15 marks per attempt.</p>
<h3>Mistake 1: Re-Reading the Same Line</h3>
<p>If you reread a line, you don&apos;t trust your first read of the text. The fix is a mental rule of one pass, mark, and move on. If the line still feels foggy after marking, the question stem will pull you back later.</p>
<h3>Mistake 2: Guessing From Memory, Not Text</h3>
<p>After two reads, candidates often pick the option that just &apos;feels right&apos; to them. That&apos;s gut feel, not evidence from the text. Every answer should be traceable to a clear line in the passage. If you can&apos;t point to the proof line, your answer is likely wrong.</p>
<h3>Mistake 3: Skipping the Recap</h3>
<p>Most freshers wrap up a mock and jump straight to the next one. The recap is where the real learning happens, not during the test itself. Spend 15 minutes on every wrong answer, writing the correct logic in your own words.</p>
<h3>Mistake 4: Studying Without Variety</h3>
<p>Reading only one type of passage trains a lopsided skill set for the exam. Mix editorials, fiction, science, and analytical pieces every single week. Variety is the silent secret of every strong vocabulary building plan. Each genre brings its own word stock and tone register to your toolkit.</p>
<h3>Mistake 5: Ignoring Your Mock Score Trend</h3>
<p>Track your score across at least eight mocks before drawing any conclusions about progress. A single bad mock doesn&apos;t mean your method is wrong, just like a single good one doesn&apos;t prove it works. Look at the trend line over a month of steady exam preparation. The pattern always tells the real story.</p>
<h2>How Reading Shapes Your Career Beyond Exams</h2>
<p>Comprehension is more than an exam skill you drop after college placements. It shapes how you read a job description, how you write CV bullets, and how fast you ramp up at a new job. Per the 2026 NASSCOM talent report, comprehension and clear writing top the skill gaps Indian recruiters flag in freshers. Closing that gap puts you ahead of 70% of applicants for any role with a CTC above 6 lakh per year.</p>
<p>Strong comprehension skills also help you decode salary letters, vendor contracts, and policy memos in your first job. The same habit that lifts your CAT score lifts your daily output at work too. Smart vocabulary building feeds straight into how confident you sound in client emails and review meetings.</p>
<p>For a deeper look at clear writing, this guide on <a href="https://www.naukri.com/career-advice/how-to-write-a-resume" target="_blank" rel="noopener">how to write a resume</a> walks through the basics. The <a href="https://www.naukri.com/career-advice/applicant-tracking-system-friendly-resume-tips" target="_blank" rel="noopener">ATS-friendly resume guide</a> covers the rules in 10 minutes flat. For sharper bullets, this <a href="https://www.naukri.com/career-advice/action-verbs-for-your-resume" target="_blank" rel="noopener">action verbs resource</a> is a quick weekend read.</p>
<h2>Frequently Asked Questions</h2>
<h3>How can I improve my reading comprehension quickly?</h3>
<p>Start with active reading techniques every single morning before college or work. Skim the passage first, then read it slowly while marking keywords on the page. Pause after each paragraph and recap it in one short line. Practise daily with editorials from The Hindu or Mint for best results. Most freshers see clear gains within three to four weeks of steady work.</p>
<h3>What&apos;s the best strategy for reading in Indian competitive exams?</h3>
<p>For CAT, GMAT, bank PO, and SSC CGL, use the question-first method during every section. Read the question stems first, then read the passage with those questions firmly in mind. Mark tone words, the main idea, and contrast cues as you go through the text. This single shift lifts accuracy by 15 to 20 percent on tough sets.</p>
<h3>Is reading comprehension important for job interviews?</h3>
<p>Yes, far more than freshers realise during their final college year. Recruiters at TCS, Infosys, and Wipro test reading rounds during aptitude screens for entry-level CTCs from 4 lakh upwards. Roles in consulting, content, law, and analytics use these comprehension skills daily on the job. They show up in interviews and in your work from week one.</p>
<h3>How long should I practise reading comprehension every day?</h3>
<p>Aim for 20 to 30 minutes daily, not two-hour weekend marathons that burn you out. Read one editorial, one business article, and one passage from a mock paper. Short, steady reps build the habit faster than long weekend sessions ever can. This routine clears placement rounds within six weeks of starting your exam preparation.</p>
<h3>What&apos;s the SQ3R method and does it really work?</h3>
<p>The SQ3R method stands for Survey, Question, Read, Recite, and Review in order. Researchers built it in the 1940s, and top schools still teach it today across the world. Each stage forces active engagement, not passive scanning of the text. Most users report 30% better recall inside three weeks of daily use in exam preparation.</p>
<h2>Conclusion</h2>
<p>Reading comprehension is a built skill, not a gift you&apos;re born with or without. The right reading comprehension tips can lift your accuracy and your reading speed in just a few weeks. Start small with 20 minutes a day, one editorial, one mock passage, and one short recap in your own words. Use the question-first method for exams, and the SQ3R method for reports and textbooks. Track your accuracy each week, and review every wrong answer the same evening.</p>
<p>The payoff goes far beyond test day at your campus or coaching centre. Sharp comprehension skills help you decode job ads, write tighter resumes, and clear aptitude rounds at TCS, Infosys, Accenture, and HDFC.</p>
<p>If you&apos;re prepping for placements or your first job switch, pair this daily reading habit with a clean, ATS-ready CV. The Naukri Resume Maker turns your wins, projects, and achievements into recruiter-ready bullets in minutes.</p>

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</script><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)]]></title><description><![CDATA[Find the top verbal reasoning questions and answers for competitive exams and recruitment interviews. Take free practice test and get tips to prepare better.]]></description><link>https://www.naukri.com/blog/verbal-reasoning-questions-and-answers/</link><guid isPermaLink="false">6a0d84345f8f38aabb1e6b05</guid><category><![CDATA[Reasoning Question and Answers]]></category><category><![CDATA[Interview Questions]]></category><category><![CDATA[HR Interview Questions & Answers]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Wed, 20 May 2026 10:05:29 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1664521032897-0e6bc7d0e51c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDF8fFZlcmJhbCUyMFJlYXNvbmluZyUyMFF1ZXN0aW9uc3xlbnwwfHx8fDE3NzkyNzE0NTR8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><!-- H1 goes in CMS Title field. Keep slug: /verbal-reasoning-questions/ -->

<div class="key-highlights" style="background:#f5f9ff;padding:20px;border-left:4px solid #0066cc;margin:20px 0;border-radius:4px;">
<h2>Verbal Reasoning Questions &#x2013; Key Highlights</h2>
<ul>
<li>Verbal reasoning questions test your ability to understand and logically interpret written information.</li>
<li>Around 60% of companies use these tests, mainly in the first stage of recruitment or online assessments.</li>
<li>Most verbal reasoning tests include 20 to 40 questions to be completed in 15 to 30 minutes.</li>
<li>Average verbal reasoning test scores are around the 50% marks, while top employers expect 70% or higher.</li>
<li>Marking schemes vary by exam, but most tests award one mark per correct answer and apply negative marking for incorrect responses.</li>
</ul>
</div>

<img src="https://images.unsplash.com/photo-1664521032897-0e6bc7d0e51c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDF8fFZlcmJhbCUyMFJlYXNvbmluZyUyMFF1ZXN0aW9uc3xlbnwwfHx8fDE3NzkyNzE0NTR8MA&amp;ixlib=rb-4.1.0&amp;q=80&amp;w=2000" alt="Verbal Reasoning Questions and Answers for 2026 (Free Practice Test)"><p>Verbal reasoning questions are often used as a screening tool in competitive exams and recruitment tests, where your score directly impacts shortlisting. These questions require you to quickly interpret written information and make logical decisions under time pressure. The most effective way to improve is by taking mock verbal reasoning tests and practicing common questions. This blog includes top verbal reasoning questions with answers, along with tips to help you score better.</p>

<h2>What is Verbal Reasoning?</h2>
<p>Verbal reasoning is the ability to evaluate written information and draw accurate conclusions using logic and language skills. It involves understanding context and identifying relationships between words and ideas to make informed decisions based on the information given. These questions are usually in MCQ format, where two or more options may seem correct, but only one matches the meaning exactly.</p>

<h2>What are the Types of Verbal Reasoning Questions?</h2>
<p>Verbal reasoning questions appear in different formats depending on the placement test or competitive exam. Being familiar with these formats helps you quickly recognize the question type and choose the right approach during the test. Here are the common types of verbal reasoning questions:</p>
<ul>
<li><strong>Synonyms and antonyms:</strong> Identify words with similar or opposite meanings. These questions test your vocabulary and understanding of language.</li>
<li><strong>True, false or cannot say:</strong> Read a short passage and decide whether statements are correct, incorrect or cannot be determined based on the given information.</li>
<li><strong>Sentence completion:</strong> Choose the most suitable word or phrase to complete a sentence logically.</li>
<li><strong>Cloze tests:</strong> Fill in the blanks in a paragraph with appropriate words to test vocabulary and overall understanding.</li>
<li><strong>Spelling and grammar:</strong> Identify correct word usage, spot errors or choose the grammatically correct option.</li>
<li><strong>Reading comprehension:</strong> Read a passage and answer questions based on the main idea, details or implied meaning.</li>
<li><strong>Word analogies:</strong> Identify relationships between words and apply the same pattern to another pair.</li>
<li><strong>Odd one out (classification):</strong> Identify the word that does not fit with the others based on meaning or category.</li>
<li><strong>Logical order of words or sentences:</strong> Arrange words or sentences in a meaningful and coherent sequence.</li>
<li><strong>Word formation:</strong> Form or identify words by combining letters or finding connections between words.</li>
</ul>

<h2>Verbal Reasoning Questions and Answers (With Explanation)</h2>
<p>These are some of the most common verbal reasoning questions asked in aptitude tests by top companies such as Deloitte, PwC, Accenture, KPMG and TCS. These tests are used to assess candidates in the initial screening stage. You may also come across similar questions in exams like SSC, <a href="https://www.naukri.com/blog/banking-interview-questions-and-answers/">banking exams</a> and other competitive entrance tests.</p>

<h3>Synonyms and Antonyms</h3>
<p><strong>Q1. Choose the word closest in meaning to &quot;Mitigate&quot;</strong><br>
A. Increase<br>B. Reduce<br>C. Ignore<br>D. Delay</p>
<p><strong>Answer:</strong> B. Reduce<br>
<strong>Explanation:</strong> &quot;Mitigate&quot; means to make something less severe or serious.</p>

<p><strong>Q2. Choose the word closest in meaning to &quot;Robust&quot; in the sentence below:</strong><br>
<em>&quot;The company reported robust growth despite market challenges.&quot;</em><br>
A. Weak<br>B. Strong<br>C. Slow<br>D. Limited</p>
<p><strong>Answer:</strong> B. Strong<br>
<strong>Explanation:</strong> In this context, &quot;Robust&quot; means strong and healthy growth.</p>

<h3>True, False or Cannot Say</h3>
<p><strong>Q3.</strong> All managers in the company have at least five years of experience. Some employees in the company are managers.<br>
<strong>Statement:</strong> All employees have at least five years of experience.<br>
A. True<br>B. False<br>C. Cannot Say</p>
<p><strong>Answer:</strong> C. Cannot Say<br>
<strong>Explanation:</strong> Only managers are confirmed to have five years of experience. Not all employees are managers, so we cannot conclude this for all employees.</p>

<p><strong>Q4.</strong> Some students who attend extra classes perform better in exams. All students who perform better study regularly.<br>
<strong>Statement:</strong> All students who attend extra classes study regularly.<br>
A. True<br>B. False<br>C. Cannot Say</p>
<p><strong>Answer:</strong> C. Cannot Say<br>
<strong>Explanation:</strong> Only some students who attend extra classes perform better. We cannot conclude this for all such students.</p>

<h3>Sentence Completion</h3>
<p><strong>Q5.</strong> The report was rejected because it lacked ______ evidence to support the claims.<br>
A. strong<br>B. weak<br>C. unclear<br>D. false</p>
<p><strong>Answer:</strong> A. strong<br>
<strong>Explanation:</strong> The sentence implies that the report was not convincing, so it lacked &quot;strong&quot; evidence.</p>

<p><strong>Q6.</strong> She remained calm and composed ______ the stressful situation.<br>
A. although<br>B. despite<br>C. because<br>D. unless</p>
<p><strong>Answer:</strong> B. despite<br>
<strong>Explanation:</strong> &quot;Despite&quot; correctly shows contrast&#x2014;she stayed calm even in a stressful situation.</p>

<h3>Cloze Test</h3>
<p><strong>Q7.</strong> The company faced several challenges, but it managed to ______ its performance through strategic planning.<br>
A. decline<br>B. improve<br>C. ignore<br>D. reduce</p>
<p><strong>Answer:</strong> B. improve<br>
<strong>Explanation:</strong> &quot;Improve&quot; fits the positive outcome after overcoming challenges.</p>

<p><strong>Q8.</strong> Effective communication is essential for building strong relationships and avoiding ______ in the workplace.<br>
A. clarity<br>B. confusion<br>C. success<br>D. growth</p>
<p><strong>Answer:</strong> B. confusion<br>
<strong>Explanation:</strong> Communication helps prevent confusion, so this fits logically.</p>

<h3>Spelling and Grammar</h3>
<p><strong>Q9. Choose the correctly spelled word:</strong><br>
A. Recieve<br>B. Receive<br>C. Recive<br>D. Receeve</p>
<p><strong>Answer:</strong> B. Receive<br>
<strong>Explanation:</strong> &quot;Receive&quot; is the correct spelling (&quot;i before e except after c&quot;).</p>

<p><strong>Q10. Choose the grammatically correct sentence:</strong><br>
A. She don&apos;t like working late<br>
B. She doesn&apos;t likes working late<br>
C. She doesn&apos;t like working late<br>
D. She don&apos;t likes working late</p>
<p><strong>Answer:</strong> C. She doesn&apos;t like working late<br>
<strong>Explanation:</strong> &quot;Doesn&apos;t&quot; is followed by the base form of the verb &quot;like&quot;.</p>

<h3>Reading Comprehension</h3>
<p><strong>Q11.</strong> Many companies are adopting remote work policies to improve employee satisfaction and reduce operational costs. Studies show that flexible work arrangements can lead to higher productivity and better work-life balance.<br>
<strong>Question:</strong> What is one benefit of remote work mentioned in the passage?<br>
A. Increased workload<br>B. Higher productivity<br>C. Reduced salaries<br>D. Less flexibility</p>
<p><strong>Answer:</strong> B. Higher productivity<br>
<strong>Explanation:</strong> The passage clearly states that remote work can lead to higher productivity.</p>

<p><strong>Q12.</strong> Technological advancements have made communication faster and more efficient. However, excessive reliance on technology can sometimes reduce face-to-face interactions and affect interpersonal relationships.<br>
<strong>Question:</strong> What is a potential drawback of technology mentioned in the passage?<br>
A. Slower communication<br>B. Increased costs<br>C. Reduced face-to-face interaction<br>D. Improved relationships</p>
<p><strong>Answer:</strong> C. Reduced face-to-face interaction<br>
<strong>Explanation:</strong> The passage highlights that too much reliance on technology can reduce personal interactions.</p>

<h3>Word Analogies</h3>
<p><strong>Q13.</strong> Doctor : Hospital :: Teacher : ?<br>
A. Office<br>B. School<br>C. Market<br>D. Home</p>
<p><strong>Answer:</strong> B. School<br>
<strong>Explanation:</strong> A doctor works in a hospital, and a teacher works in a school.</p>

<p><strong>Q14.</strong> Puppy : Dog :: Kitten : ?<br>
A. Cat<br>B. Cow<br>C. Goat<br>D. Horse</p>
<p><strong>Answer:</strong> A. Cat<br>
<strong>Explanation:</strong> A puppy grows into a dog, and a kitten grows into a cat.</p>

<h3>Odd One Out (Classification)</h3>
<p><strong>Q15. Choose the word that does not belong to the group.</strong><br>
A. Triangle<br>B. Square<br>C. Circle<br>D. Pencil</p>
<p><strong>Answer:</strong> D. Pencil<br>
<strong>Explanation:</strong> Triangle, square and circle are shapes, while pencil is a stationery item.</p>

<p><strong>Q16. Choose the word that does not belong to the group.</strong><br>
A. Mango<br>B. Apple<br>C. Banana<d. potato< p>
<p><strong>Answer:</strong> D. Potato<br>
<strong>Explanation:</strong> Mango, apple and banana are fruits, while potato is a vegetable.</p>

<h3>Logical Order of Words or Sentences</h3>
<p><strong>Q17. Arrange the words in a logical order.</strong><br>
1. District<br>2. Country<br>3. State<br>4. Village<br>
A. 4, 1, 3, 2<br>B. 4, 3, 1, 2<br>C. 1, 4, 3, 2<br>D. 2, 3, 1, 4</p>
<p><strong>Answer:</strong> A. 4, 1, 3, 2<br>
<strong>Explanation:</strong> A village is part of a district, a district is part of a state, and a state is part of a country.</p>

<p><strong>Q18. Arrange the words in a logical order.</strong><br>
1. Seed<br>2. Fruit<br>3. Plant<br>4. Flower<br>
A. 1, 3, 4, 2<br>B. 1, 4, 3, 2<br>C. 3, 1, 4, 2<br>D. 2, 4, 3, 1</p>
<p><strong>Answer:</strong> A. 1, 3, 4, 2<br>
<strong>Explanation:</strong> A seed grows into a plant, the plant produces flowers, and flowers develop into fruit.</p>

<h3>Word Formation</h3>
<p><strong>Q19. Find the word that can be made by joining Sun and Flower</strong><br>
A. Sunlight<br>B. Flowerpot<br>C. Sunflower<br>D. Flowing</p>
<p><strong>Answer:</strong> C. Sunflower<br>
<strong>Explanation:</strong> Joining &quot;Sun&quot; and &quot;Flower&quot; forms the correct word &quot;Sunflower&quot;.</p>

<p><strong>Q20. Choose the correct word formed by adding a suffix to Teach</strong><br>
A. Teacher<br>B. Teachful<br>C. Teachment<br>D. Teached</p>
<p><strong>Answer:</strong> A. Teacher<br>
<strong>Explanation:</strong> Adding the suffix -er to &quot;Teach&quot; forms the word &quot;Teacher&quot;.</p>

<h2>How to Solve Verbal Reasoning Questions Faster?</h2>
<p>Verbal reasoning tests are usually time-bound, where you have to read, understand and answer quickly. Since most candidates struggle with speed rather than difficulty, using the right approach can improve your accuracy and overall score.</p>
<ul>
<li>Read the question before the passage so you know exactly what to look for.</li>
<li>Eliminate two clearly wrong options first to improve your chances of selecting the correct answer.</li>
<li>Avoid spending more than 30 to 60 seconds on one question.</li>
<li>Be careful with words like &quot;always&quot;, &quot;never&quot; and &quot;only&quot; as they are often used to create traps.</li>
<li>If two options seem correct, choose the one that matches the meaning more precisely.</li>
<li>Practice verbal exam sample questions regularly to recognize patterns quickly.</li>
<li>Manage time by not spending too long on a single question.</li>
<li>Skip difficult questions and return to them later if time allows.</li>
<li>Practice under timed conditions to build speed and improve decision-making.</li>
</ul>

<h2>Free Practice Resources to Improve Your Verbal Reasoning</h2>
<p>Consistent practice improves speed and accuracy. Use these free and trusted resources to prepare effectively:</p>

<h3>1. Books for Practice</h3>
<ul>
<li>A Modern Approach to Verbal &amp; Non-Verbal Reasoning</li>
<li>How to Prepare for Verbal Ability and <a href="https://www.naukri.com/blog/reading-comprehension-tips">Reading Comprehension</a></li>
<li>A New Approach to Reasoning: Verbal &amp; Non-Verbal</li>
<li>Word Power Made Easy</li>
</ul>

<h3>2. Free Verbal Reasoning Practice Test (PDF)</h3>
<p>Here are verbal reasoning questions with answers in PDF format:</p>
<ul>
<li>30 questions covering all types</li>
<li>Answers with explanations</li>
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                        <div class="kg-file-card-filename">Verbal Reasoning Question &amp; Answers Practice Test - Naukri.pdf</div>
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                    <svg xmlns="http://www.w3.org/2000/svg" viewbox="0 0 24 24"><defs><style>.a{fill:none;stroke:currentColor;stroke-linecap:round;stroke-linejoin:round;stroke-width:1.5px;}</style></defs><title>download-circle</title><polyline class="a" points="8.25 14.25 12 18 15.75 14.25"/><line class="a" x1="12" y1="6.75" x2="12" y2="18"/><circle class="a" cx="12" cy="12" r="11.25"/></svg>
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        <!--kg-card-begin: html--><h3>3. Verbal Reasoning Test Example with Answers (PDF)</h3>
<p>Here is an example of verbal test and verbal exam sample to help you understand the format of verbal reasoning questions commonly asked in aptitude tests and competitive exams.</p>
<p><strong>Instructions:</strong></p>
<ul>
<li>Total questions: 10</li>
<li>Time limit: 10 minutes</li>
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                    <div class="kg-file-card-title">Free Download PDF Verbal Exam Sample Test</div>
                    
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                        <div class="kg-file-card-filename">Verbal exam sample Download free PDF.pdf</div>
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        <!--kg-card-begin: html--><h2>Wrapping Up</h2>
<p>Verbal reasoning can feel tricky at first, but it gets easier with the right approach. If you understand the common question types and practice regularly, you will start noticing patterns and improve faster. Focus on accuracy, manage your time well and learn from your mistakes. With consistent practice, you can build confidence and perform better in both exams and job assessments.</p>

<h2>FAQs</h2>
<h3>What is verbal reasoning meaning?</h3>
<p>Verbal reasoning refers to the ability to understand, analyze and interpret written information using logic and language skills. It is commonly tested through verbal reasoning questions in exams and interviews.</p>

<h3>What are the key aspects of verbal reasoning?</h3>
<p>Key aspects include understanding context, identifying relationships between words, drawing logical conclusions and choosing the most accurate answer from multiple options in verbal reasoning questions.</p>

<h3>What does verbal reasoning syllabus cover?</h3>
<p>The verbal reasoning syllabus typically covers vocabulary, comprehension, sentence structure, grammar and <a href="https://www.naukri.com/blog/logical-reasoning-topics-and-meaning/">logical reasoning</a>. These areas are tested through different types of verbal reasoning questions.</p>

<h3>What is an example of verbal question?</h3>
<p>An example of verbal question is a multiple-choice question that tests your understanding of words or sentences. For instance, you may be asked to choose the synonym of a word, complete a sentence, or identify the correct meaning based on context.</p>

<h3>Where are verbal reasoning questions actually used?</h3>
<p>These questions commonly appear in:</p>
<ul>
<li>Government exams in India (like banking, SSC, UPSC prelims aptitude sections)</li>
<li><a href="https://www.naukri.com/blog/5-effective-tips-to-prepare-for-campus-recruitment/">Campus placements</a> (especially IT companies, consulting firms, BPO/KPO roles)</li>
<li>Psychometric tests by companies (used by firms like Deloitte, Accenture, etc.)</li>
<li>International tests like IELTS, GMAT (in different formats)</li>
</ul>

<h3>At what stage of recruitment verbal reasoning questions are asked?</h3>
<p>Verbal reasoning questions are usually in the first screening round (aptitude test) and sometimes in online assessments before interviews.</p>

<h3>How to improve verbal reasoning?</h3>
<p>To improve verbal reasoning, practice verbal reasoning questions regularly, focus on understanding explanations and take mock tests. Consistent practice helps improve speed, accuracy and confidence.</p>

<h3>Where can I find free verbal reasoning tests?</h3>
<p>You can find free verbal reasoning tests online, including practice sets and verbal exam sample questions. This blog also includes verbal reasoning questions with answers to help you practice.</p>

<h3>What is the difference between verbal and non-verbal reasoning?</h3>
<p>Verbal reasoning focuses on language-based questions like words and passages, while <a href="https://www.naukri.com/blog/non-verbal-reasoning-questions/">non-verbal reasoning</a> involves patterns, shapes and visual logic. Both are used in aptitude tests.</p>

<h3>What to expect in verbal reasoning test?</h3>
<p>In a verbal reasoning test, you can expect multiple-choice questions based on vocabulary, comprehension, logic and grammar. These tests are usually timed and used in exams and recruitment.</p>

<h3>What is an example of verbal exam?</h3>
<p>An example of verbal exam is a timed test that includes different types of verbal reasoning questions such as reading comprehension, sentence completion, and true/false statements.</p>

<h3>Where can I find verbal reasoning sample questions?</h3>
<p>You can find examples of verbal questions in practice books, online tests and blogs like this one. This guide includes example of verbal test questions and answers to help you prepare.</p>

<h3>Do different exams focus on different types of verbal reasoning questions?</h3>
<p>Yes, the types of verbal reasoning questions vary by exam. Banking exams usually include cloze tests and para jumbles, corporate aptitude tests focus more on logical and critical reasoning, while academic exams often emphasize reading comprehension.</p>

<h3>Does negative marking affect verbal reasoning scores?</h3>
<p>Yes, many exams include negative marking for incorrect answers. This means guessing randomly can reduce your overall score, so it is better to attempt questions carefully and avoid blind guesses.</p>
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</script><!--kg-card-end: html--></d.></p>]]></content:encoded></item><item><title><![CDATA[Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools]]></title><description><![CDATA[How to write an apology letter? Explore a range of sample apologies and a step-by-step guide on writing apology letters.
]]></description><link>https://www.naukri.com/blog/apology-letter-samples-and-tips-to-write-an-apology-letter/</link><guid isPermaLink="false">641d991bbcf2760001e5ba1a</guid><category><![CDATA[Letter Format]]></category><category><![CDATA[Career Guide]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Mon, 11 May 2026 03:25:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2026/01/Apology-Letter-Guide.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://www.naukri.com/blog/content/images/2026/01/Apology-Letter-Guide.jpg" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools"><p>Apology letter for mistake is a formal written message used by students and working professionals in India to admit a wrong action, take responsibility, and outline how the issue will be corrected. This guide covers the standard apology letter format, ten ready-to-use samples for bosses, managers, clients, customers, colleagues, teachers and principals, plus a step-by-step writing process.</p><p>Key components include date, recipient details, subject line, salutation, specific acknowledgement of the mistake, impact statement, corrective action, and a respectful closing such as &quot;Yours sincerely&quot; or &quot;Yours obediently.&quot; Practical takeaway: keep the letter to one page with two or three concise paragraphs, lead with a direct apology, name the exact mistake, and propose one concrete fix to rebuild trust quickly.</p><!--kg-card-begin: markdown--><p><strong>Table of contents</strong></p>
<ol>
<li><a href="#apology-letter-key-highlights">Apology letter &#x2013; Key highlights</a></li>
<li><a href="#apology-letter-example">Apology letter example</a></li>
<li><a href="#why-this-apology-letter-sample-works">Why this apology letter sample works?</a></li>
<li><a href="#what-is-an-apology-letter">What is an apology letter?</a></li>
<li><a href="#why-should-you-write-an-apology-letter">Why should you write an apology letter?</a></li>
<li><a href="#apology-letter-format">Apology letter format</a></li>
<li><a href="#apology-letter-format-for-mistake">Apology letter format for mistake</a></li>
<li><a href="#apology-email-format">Apology email format</a></li>
<li><a href="#apology-letter-samples">Apology letter samples</a></li>
<li><a href="#how-to-write-an-apology-letter">How to write an apology letter</a></li>
<li><a href="#request-forgiveness">Request forgiveness</a></li>
<li><a href="#how-not-to-write-an-apology-letter">How NOT to write an apology letter</a></li>
<li><a href="#tips-for-writing-an-effective-apology-letter-for-a-mistake">Tips for writing an effective apology letter for a mistake</a></li>
<li><a href="#faqs">FAQs</a></li>
</ol>
<!--kg-card-end: markdown--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/Apology-letter---Key-highlights.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy" width="1024" height="1536" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/Apology-letter---Key-highlights.jpg 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/01/Apology-letter---Key-highlights.jpg 1000w, https://www.naukri.com/blog/content/images/2026/01/Apology-letter---Key-highlights.jpg 1024w" sizes="(min-width: 720px) 720px"></figure><h2 id="apology-letter-key-highlights">Apology letter &#x2013; Key highlights</h2><p>&#x25CF; &#xA0; &#xA0; <strong>What is an apology letter</strong>: An apology letter is a <a href="https://www.naukri.com/blog/formal-letter-format/">formal note</a> where you say sorry for a mistake and take responsibility.</p><p>&#x25CF; &#xA0; &#xA0; <strong>Why it is important</strong>: It helps rebuild trust and keeps communication open after a misunderstanding or wrong action.</p><p>&#x25CF; &#xA0; &#xA0; <strong>When to write an apology letter</strong>: Use an apology letter when a mistake has caused problems at work or school or when a simple sorry is not enough.</p><p>&#x25CF; &#xA0; &#xA0; <strong>Apology letter format and what to include</strong>: Mention the mistake, clearly express regret, and explain how you will avoid repeating it.</p><p>&#x25CF; &#xA0; &#xA0; <strong>How long should your apology letter be</strong>: One short page is enough with two to three brief paragraphs.</p><p>&#x25CF; &#xA0; &#xA0; <strong>What to avoid</strong>: Avoid blame, excuses, negative tone, and language that reduces your responsibility.</p><h2 id="apology-letter-example">Apology letter example</h2><p>Below is a short example of an apology letter that shows explains the mistake and offers a clear plan to improve.</p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/apology-email-for-unprofessional-behavior.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy" width="1429" height="2020" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/apology-email-for-unprofessional-behavior.jpg 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/01/apology-email-for-unprofessional-behavior.jpg 1000w, https://www.naukri.com/blog/content/images/2026/01/apology-email-for-unprofessional-behavior.jpg 1429w" sizes="(min-width: 720px) 720px"></figure><h2 id="why-this-apology-letter-sample-works">Why this apology letter sample works?</h2><p>&#x25CF; &#xA0; &#xA0; Short and easy to read</p><p>&#x25CF; &#xA0; &#xA0; Uses clear and professional language</p><p>&#x25CF; &#xA0; &#xA0; Clearly accepts the mistake</p><p>&#x25CF; &#xA0; &#xA0; Shows real regret without excuses</p><p>&#x25CF; &#xA0; &#xA0; Explains how things will improve</p><p>&#x25CF; &#xA0; &#xA0; Focuses on the other person&#x2019;s feelings</p><p>&#x25CF; &#xA0; &#xA0; No mistakes or errors</p><h2 id="what-is-an-apology-letter">What is an apology letter?</h2><p>An apology letter is a formal written message where you admit your mistake, express regret, and explain how you will fix the situation to restore trust. It can be written as a letter or an email depending on the situation. People use apology letters in schools and workplaces when they need to offer a respectful and professional apology.</p><h2 id="why-should-you-write-an-apology-letter">Why should you write an apology letter?</h2><p>A good apology letter helps clear misunderstandings and maintain trust after a mistake. Here&#x2019;s why you should write one:</p><p>&#x25CF; Allows you to clearly accept what you did wrong</p><p>&#x25CF; Shows that you respect the feelings of the other person</p><p>&#x25CF; Helps repair workplace relationship</p><p>&#x25CF; Gives you a chance to explain how you will correct the mistake</p><p>&#x25CF; Shows maturity and a willingness to learn</p><p>&#x25CF; Can prevent further conflict or punishment</p><h2 id="apology-letter-format">Apology letter format</h2><p>Knowing what to include in your apology letter helps you write a clear and respectful message. Here are the key elements of an apology letter in the right format.</p><p><strong>1. Date</strong>: Write the date at the top of the letter.</p><p><strong>2. Recipient details</strong>: Include the name title and organization or class.</p><p><strong>3. Subject line</strong>: Clearly state that the letter is an apology.</p><p><strong>4. Salutation</strong>: Use a respectful greeting such as Dear Sir or Respected Teacher.</p><p><strong>5. Introduction</strong>: State that you are apologizing and mention the specific mistake.</p><p><strong>6. Body</strong>: Include these points in the letter body:</p><p>&#x25CF; &#xA0; &#xA0; What happened</p><p>&#x25CF; &#xA0; &#xA0; Why it was wrong</p><p>&#x25CF; &#xA0; &#xA0; How it affected others</p><p>&#x25CF; &#xA0; &#xA0; What you will do to correct the situation</p><p>&#x25CF; &#xA0; &#xA0; How you will avoid repeating the mistake</p><p><strong>7. Request for understanding</strong>: Politely ask for forgiveness or a chance to improve.</p><p><strong>8. Closing line</strong>: End with a respectful closing sentence.</p><p><strong>9. Signature</strong>: Write your name designation or class and contact details if needed.</p><p><strong>Note:</strong> In an apology letter email format, you can skip the date and recipient address. Start directly from the subject line.</p><p><strong>Read more: </strong><a href="https://www.naukri.com/blog/how-to-write-a-cover-letter/">How to Write a Cover Letter</a></p><h2 id="apology-letter-format-for-mistake">Apology letter format for mistake</h2><p>You should follow this standard apology letter format for mistake at workplace.</p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/Apology-letter-format-for-mistake.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy" width="1431" height="1852" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/Apology-letter-format-for-mistake.jpg 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/01/Apology-letter-format-for-mistake.jpg 1000w, https://www.naukri.com/blog/content/images/2026/01/Apology-letter-format-for-mistake.jpg 1431w" sizes="(min-width: 720px) 720px"></figure><h2 id="apology-email-format">Apology email format</h2><p>When writing an apology by email, keep the message short and professional.</p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/Apology-email-format.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy" width="1431" height="1847" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/Apology-email-format.jpg 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/01/Apology-email-format.jpg 1000w, https://www.naukri.com/blog/content/images/2026/01/Apology-email-format.jpg 1431w" sizes="(min-width: 720px) 720px"></figure><h2 id="apology-letter-samples">Apology letter samples</h2><p>Check out the various apology letter templates that can be used in work situations. We are also sharing a few bonus apology letter samples for students. You can use them to apologize to your teacher or principal.</p><h3 id="sample-1-apology-letter-to-boss">Sample 1: Apology letter to boss</h3><p>When you write an apology letter for a mistake, using the right explanation letter format for mistake helps you clearly state what went wrong and how you will correct it. Here is a sample you can use:</p><p>Sub: Apology letter</p><p>Dear Mr./Ms./Mrs. {Recipient&apos;s Name},</p><p>Please accept my sincere apology for sending wrong reports to the client. I understand this has caused a lot of inconvenience to the client and our company.</p><p>I cannot defend my actions, but I want to tell you that I am handling four projects simultaneously. I got confused and mistakenly sent the wrong reports. I am truly sorry for such a lousy mistake.</p><p>I want you to know that I have already apologized to the client personally and sent the correct reports. I have also arranged a meeting with the client to eliminate any chance of miscommunication about our reports.</p><p>Kindly suggest if any other remedial step should be taken from our end.</p><p>I understand your disappointment, and I am truly sorry. I can assure you that this mistake will never be repeated in the future.</p><p>Yours Sincerely,<br>{Your Name}</p><h3 id="sample-2-apology-letter-for-inconvenience">Sample 2: Apology letter for inconvenience</h3><p>Sub: Apology letter</p><p>Dear Mr./Ms./Mrs. {Recipient&apos;s Name},</p><p>I want to apologize for missing our appointment on Saturday. It was very unprofessional on my part to not inform you on time. I would like you to know that I was caught up in an emergency situation with another patient.</p><p>I know how busy you are, and missing an appointment would require a lot of planning on your part. I totally respect your time. I want to assure you it will not happen again. I usually make sure my patients are informed if I am unable to make an appointment. I regret that I could not inform you ahead of time. I am very sorry if I caused you any trouble.</p><p>Please let me know if I can do anything else to help you. You have your next appointment on coming Thursday. I look forward to seeing you then. If you need to visit me before that, please let me know exactly when you would like to schedule your appointment.</p><p>Thank you for your patience. Should you have any concerns, please contact me.</p><p>Yours Sincerely,<br>{Your Name}</p><h3 id="sample-3-apology-letter-for-a-mistake">Sample 3: Apology letter for a mistake</h3><p>Sub: Apology letter</p><p>Dear Mr./Ms./Mrs. {Recipient&apos;s Name},</p><p>Thank you for contacting us about your faulty LED television set. We are very sorry that the item {Order no.} that you received on {Specific Date} was defective and did not function as promised. We sincerely regret the inconvenience caused by this.</p><p>All our products undergo several stages of quality checks before we ship them. We will surely carry out a formal inquiry to examine how your product slipped past our quality measures.</p><p>We have already shipped you a new LED television, which should arrive at your registered address in 3-5 business days. Please return the defective television set in the enclosed box when you receive the new one.</p><p>We will investigate at which level the quality check failed. This will help us improve our quality check process.</p><p>We have also sent you a coupon for 30% off on your next purchase in hopes of compensating for the inconvenience.</p><p>Please feel free to contact us with any further concerns.</p><p>Yours Sincerely,<br>{Your Name}</p><h3 id="sample-4-apology-letter-to-a-client">Sample 4: Apology letter to a client</h3><p>Sub: Apology letter</p><p>Dear Mr./Ms./Mrs. {Recipient&apos;s Name},</p><p>Please accept my sincere apology on behalf of our company {Company Name}. We are sorry to learn that your experience with the delivered software did not meet your expectations. Our development team should have followed the exact guidelines and sought your validation before making any change in the approved plan. We understand that it is annoying for you.</p><p>We take full responsibility for the situation and offer to provide you with a newer version of the software without any extra cost borne by you as a gesture of gratitude from the company. Our team will get in touch with you soon to discuss the changes you would like to make in the current version.</p><p>We have also put new guidelines in place for our development team to avoid such situations in the future. We want to assure you that this type of situation will never happen again. You are a valued client, and we hope to continue the business with you in the future.</p><p>If there are any other issues that need to be addressed, please don&apos;t hesitate to contact me personally or any member of the team.</p><p>Yours Sincerely,<br>{Your Name}</p><h3 id="sample-5-apology-letter-to-a-colleague">Sample 5: Apology letter to a colleague</h3><p>Sub: Apology letter</p><p>Dear {Recipient&apos;s Name},</p><p>I am really sorry for my behavior this morning. I did not mean to offend you when I mentioned that you take longer breaks than allowed. I just wanted to inform you as a friend in case you were not aware. I did not want you to get pointed out by the team lead.</p><p>I realized why you lost your calm. I should have spoken to you about this personally and not in front of other colleagues. I am really sorry that I also lost my temper in the spur of the moment. There is no explanation for my behavior. I just want you to know that I really regret my actions.</p><p>I know it definitely has damaged our friendship and working relationship a little. However, I hope to find a way to fix this situation. Being teammates, we need to have a good working relationship between us to make our project a success.</p><p>I hope this letter would be of some help in initiating a conversation between us. Please accept my sincere apologies for my actions. I promise you that I will never behave in such a manner again.</p><p>Yours sincerely,<br>{Your Name}</p><h3 id="sample-6-apology-letter-to-a-customer">Sample 6: Apology letter to a customer</h3><p>Sub: Apology letter</p><p>Dear Mr./Ms./Mrs. {Recipient&apos;s Name},</p><p>I want to extend my sincere apologies on behalf of {Your company name} for the poor customer experience that you had with {Name of the representative}, our customer service representative.</p><p>I was informed that our representative was unable to provide a satisfactory answer to your query and hung up the phone while transferring the call to a supervisor. I understand your frustration as you had to call again to connect to a supervisor.</p><p>At {Company name}, we ensure 100% customer satisfaction, and we are really sorry for letting you down. I would like you to know that we provide training to all representatives on how to properly handle our customers&#x2019; issues, including how to escalate problems that they are unable to assist with. We are going to take steps to ensure that such situations are taken care of in a better way.</p><p>We have decided to hold a mandatory review session weekly to make sure our representatives are aware of the proper procedure for transferring calls.<br>I really appreciate you brought this issue to our attention. Your feedback is valuable and will help us to improve our operations.</p><p>Should you need any assistance in the future, please do not hesitate to contact me directly.</p><p>Yours Sincerely,<br>{Your Name}</p><h3 id="sample-7-apology-letter-to-teacher-for-bad-behavior">Sample 7: Apology letter to teacher for bad behavior</h3><p>Here is a behavior apology letter to a teacher that clearly accepts the mistake and shows a promise to behave better in the future.</p><p><strong>Subject:</strong><em> </em>Apology for Misbehavior in Class</p><p>Respected Ma&#x2019;am,</p><p>I am writing to sincerely apologize for my behavior in class today. I interrupted the lesson and spoke disrespectfully, which was not acceptable. I understand that my actions disrupted the class and set a bad example for others.</p><p>I take full responsibility for my words and conduct. I value your guidance and the effort you put into teaching us each day. I will work on improving my behavior and maintaining discipline in class.</p><p>Please accept my apology. I assure you that this will not happen again.</p><p>Yours sincerely,<br>Aarav Sharma<br>Class 11 &#x2013; B</p><h3 id="sample-8-apology-letter-to-principal">Sample 8: Apology letter to principal</h3><p>Here is an apology letter to principal for misbehavior where the student takes responsibility and promises to correct their actions.</p><p><strong>Date:</strong> 05 November 2025</p><p>To,<br>The Principal<br>Springfield Senior Secondary School<br>Delhi</p><p><strong>Subject:</strong>Apology for Misbehavior in the School Premises</p><p>Respected Sir/Ma&#x2019;am,</p><p>I am writing to offer my sincere apology for my misbehavior in the school corridor yesterday. My actions were inappropriate and went against the discipline and values of our school. I understand that speaking loudly, ignoring instructions, and disrupting the movement of other students was wrong.</p><p>I take full responsibility for my behavior and accept that it reflected poorly on me as a student of this institution. I assure you that I will follow all school rules and instructions with seriousness from now on. I will keep my conduct respectful and maintain a positive attitude on campus.</p><p>Thank you for considering my apology. I am committed to improving myself and avoiding any such incidents in the future.</p><p>Yours obediently,<br>Aarav Sharma<br>Class 11 &#x2013; B<br>School Roll No. 1187</p><h3 id="sample-9-apology-letter-to-manager-for-mistake">Sample 9: Apology letter to manager for mistake</h3><p>Here is an apology letter for mistake at work that takes responsibility and promises timely improvement.</p><p><strong>Subject:</strong>Apology for Delay in Task Completion</p><p>Dear Sir,</p><p>I am writing to apologize for the delay in submitting the weekly performance report. I understand that my delay affected the review process and caused inconvenience to the team.</p><p>I take full responsibility for my mistake. I have identified the issue and am working on better planning and coordination so that I can deliver all tasks on time. I assure you that such delays will not occur again.</p><p>Thank you for your patience and understanding. I value your guidance and will work harder to meet expectations.</p><p>Sincerely,<br>Rahul Malhotra<br>Business Analyst</p><h3 id="sample-10-apology-email-to-manager-for-mistake">Sample 10: Apology email to manager for mistake</h3><p>Here is an apology letter example shared as an email to a manager after a workplace mistake.</p><p><strong>Subject:</strong>Apology for Oversight in Client Presentation</p><p>Dear Mr. Khanna,</p><p>I want to sincerely apologize for the incorrect data included in the client presentation today. I understand that this mistake affected the discussion and created confusion during the meeting.</p><p>I take full responsibility and have already corrected the errors. I am reviewing my process to ensure more careful checking before submitting future work. I appreciate your support and guidance in helping me improve.</p><p>Thank you for understanding and allowing me the chance to fix the issue.</p><p>Sincerely,<br>Rahul Malhotra<br>Business Analyst<br>TechCore Pvt. Ltd.</p><p><strong>Read more:</strong> <a href="https://www.naukri.com/blog/job-application-letter-samples/#whatisajobapplicationletter">What is a Job Application Letter?</a></p><h2 id="how-to-write-an-apology-letter">How to write an apology letter</h2><p>Writing a letter of apology can be a sensitive and thoughtful process. Here is a step-by-step guide on how to write an apology letter for mistake:</p><h3 id="1-start-with-a-salutation">1. Start with a salutation</h3><p>Begin the apology letter sample with a formal salutation, addressing the recipient appropriately. If you have a personal or professional relationship with the person, use their name.</p><h3 id="2-express-remorse-and-acknowledgment">2. Express remorse and acknowledgment</h3><p>Clearly state the purpose of your letter, acknowledging the mistake or offense you committed. Take responsibility for your actions and express genuine remorse.</p><h3 id="3-be-specific-and-own-up-to-your-mistake">3. Be specific and own up to your mistake</h3><p>Clearly state the specific action or behavior you are apologizing for. Provide details about what happened without making excuses or shifting blame.</p><h3 id="4-show-empathy-and-understanding">4. Show empathy and understanding</h3><p>Acknowledge the impact your actions had on the recipient. Show empathy and understanding by recognizing their feelings and any inconvenience, hurt, or disappointment you may have caused.</p><h3 id="5-offer-a-sincere-apology">5. Offer a sincere apology</h3><p>Use direct and sincere language to apologize. Clearly state that you are sorry for your actions and express genuine regret. Use phrases such as &quot;I deeply apologize,&quot; &quot;I am truly sorry,&quot; or &quot;Please accept my sincere apologies.&quot;</p><h3 id="6-explain-yourself-if-necessary-">6. Explain yourself (if necessary)</h3><p>If appropriate, provide a brief explanation of the circumstances that led to your mistake or offense. Be honest and transparent, but avoid using explanations as a way to justify your actions. Remember that the focus should be on the apology, not the explanation.</p><h3 id="7-make-amends-and-propose-solutions">7. Make amends and propose solutions</h3><p>Express your commitment to making amends or rectifying the situation. Offer specific steps you will take to address the issue and prevent similar mistakes in the future.</p><h2 id="8-request-forgiveness">8. Request forgiveness</h2><p>Humbly request forgiveness from the recipient. Let them know that you genuinely hope they can find it in their heart to forgive you. Avoid placing any pressure on them to forgive immediately or on your terms. Respect their feelings and give them space to process the situation.</p><h3 id="9-close-the-letter">9. Close the letter</h3><p>End the letter with a polite and respectful closing. Use phrases like &quot;Thank you for your understanding,&quot; &quot;Once again, I apologize,&quot; or &quot;I hope we can move forward from this.&quot; Sign off with a formal closing such as &quot;Sincerely,&quot; or &quot;Yours sincerely,&quot; followed by your name.</p><h3 id="10-proofread-and-revise">10. Proofread and revise</h3><p>Before sending the letter of apology, carefully proofread it for any grammatical or spelling errors. You also need to check the explanation letter format for mistake. Make any necessary revisions to improve clarity and coherence.</p><p><strong>Read more: </strong><a href="https://www.naukri.com/blog/how-to-write-a-recommendation-letter/">How To Write A Recommendation Letter</a></p><h2 id="how-not-to-write-an-apology-letter">How NOT to write an apology letter</h2><p>Here are some things to avoid when writing an apology letter for a mistake at work:</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid excuses and defensiveness:</strong> Do not make excuses for your actions or try to shift the blame onto others.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Don&apos;t use vague language:</strong> Be specific and clear about what you are apologizing for.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid insincere apologies:</strong> Empty apologies without genuine remorse or willingness to change are not helpful.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Don&apos;t minimize the impact:</strong> Acknowledge and validate the feelings of the person you have hurt. Avoid downplaying or dismissing their emotions or the consequences of your actions.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid excessive self-blame:</strong> While taking responsibility for your actions is important, excessive self-blame can be counterproductive.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Don&apos;t make promises you can&apos;t keep:</strong> Be cautious about making promises or commitments you may not be able to fulfill.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid lengthy justifications:</strong> While providing context or an explanation can be helpful, be mindful of the length of your letter.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Don&apos;t rush the process:</strong> It require time and reflection. Avoid rushing the letter to meet a deadline or to simply &quot;get it over with.&quot;</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Avoid passive-aggressive or sarcastic remarks:</strong> Maintain a respectful and sincere tone throughout the letter.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Don&apos;t demand forgiveness:</strong> While it is appropriate to express your desire for forgiveness, demanding or expecting immediate forgiveness is not appropriate.</p><h2 id="tips-for-writing-an-effective-apology-letter-for-a-mistake">Tips for writing an effective apology letter for a mistake</h2><p>These tips will help you write an effective apology letter for a mistake in a clear and respectful way.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Say the exact mistake you made</strong>: Avoid vague lines like &#x201C;I am sorry for what happened.&#x201D; Be specific.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Acknowledge the other person&#x2019;s feelings</strong>: Write what they may have felt because of your actions. It shows empathy.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Do not use &#x201C;but&#x201D; after your apology</strong>: &#x201C;I am sorry, but&#x2026;&#x201D; sounds like an excuse. Remove the &#x201C;but.&#x201D;</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Take ownership without blaming</strong>: Do not mention what others did. Focus only on your actions.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Offer a real solution or plan</strong>: Mention one clear step you will take to fix the issue or avoid a repeat.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Keep the tone polite and mature</strong>: No emotional outbursts or dramatic explanations. Stay calm and respectful.</p><p>&#x25CF; &#xA0; &#xA0; &#xA0;<strong>Close the letter with gratitude</strong>: Thank them for reading and considering your apology. It shows humility.</p><p><strong>Read</strong> <a href="https://www.naukri.com/career-advice/authorization-letter-format">Authorization Letter Format</a></p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/apology-letter.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy" width="800" height="879" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/apology-letter.jpg 600w, https://www.naukri.com/blog/content/images/2026/01/apology-letter.jpg 800w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/apology-mail.jpg" class="kg-image" alt="Apology Letter for Mistake: Format, Samples and Writing Guide for Indian Workplaces and Schools" loading="lazy"></figure><p><strong>Read </strong><a href="https://www.naukri.com/blog/resignation-letter-for-personal-reasons/"><strong>Resignation Letter for Personal Reasons</strong></a></p><h2 id="faqs">FAQs</h2><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is an apology letter for mistake?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">An apology letter for mistake is a written acknowledgement of a wrong action that combines accountability with a clear corrective commitment. Unlike a verbal sorry, it creates a documented record useful in formal settings such as offices, schools, and client communications. The letter is signed by the writer and follows a fixed structure. Example: an employee who shares an incorrect report with a client writes a signed letter accepting the lapse and confirming the corrected file has already been sent.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write an apology letter to your boss for a mistake at work?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Address the boss respectfully and in the first sentence name the exact incident, for example, Please accept my apology for sending the wrong sales report to the Mumbai client on 4 November. Follow with a short paragraph on impact such as delayed decisions or client confusion, one paragraph on the corrective step already taken like resending the file, calling the client, or scheduling a clarification call, and a closing line assuring the lapse will not repeat. Sign off with Yours sincerely and your designation.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the correct apology letter format used in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Follow this 8-step structure: 1) Date in DD Month YYYY format at the top. 2) Recipient name, designation and organisation. 3) Subject line beginning with Apology for. 4) Salutation, Respected Sir or Ma&apos;am for hierarchy and Dear Mr. or Ms. Surname for peers. 5) Body covering mistake, impact and corrective action. 6) Polite request for understanding. 7) Closing, Yours sincerely for professional letters and Yours obediently for school principal letters. 8) Full name, designation or class and roll number.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between an apology letter and an apology email?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">An apology letter requires a date and address block at the top, allows up to one full page, uses traditional salutations and is preferred for principal letters, disciplinary records and formal client matters. An apology email skips the date and address block because they are handled by the mail header, mandates a specific subject line such as Apology for Oversight in Client Presentation, stays within 4 to 6 short lines, uses a slightly conversational but professional tone, and is preferred for internal team, manager and quick client follow-ups.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write an apology letter to a teacher for bad behaviour?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Open with Respected Ma&apos;am or Sir and in the very next line state the specific conduct, such as interrupting class, talking back, or missing homework. Acknowledge that the action disrupted the lesson and disrespected the teacher&apos;s effort. Promise one observable change such as raising a hand before speaking or submitting work on time. Close with Yours sincerely followed by full name, class and section. Keep the letter within 100 to 120 words; teachers value brevity over emotional explanations.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write an apology letter to the principal for misbehaviour?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Use a full formal layout, including date, addressee block such as To, The Principal, School Name, City, a subject line, and Respected Sir or Ma&apos;am salutation. State the incident factually with date and location like corridor, assembly or classroom. Accept that the conduct went against school discipline and commit to following rules going forward. Sign off with Yours obediently along with full name, class, section and school roll number. The Indian school convention strictly prefers Yours obediently over Yours sincerely for principal-addressed letters.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How long should an apology letter be?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">An effective apology letter fits on one page with two to three short paragraphs and 150 to 250 words total. Anything longer dilutes accountability and starts sounding like a justification. A workplace apology email is even tighter, with four to six lines being enough. Reserve additional length only for client-facing situations where you must list corrective steps, replacement timelines, or compensation such as a 30 percent discount coupon or a free product upgrade.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What should you avoid when writing an apology letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Avoid the word but after the apology, vague phrases like sorry for what happened, blame directed at colleagues, and exaggerated self-criticism. Do not promise outcomes you cannot deliver or demand immediate forgiveness. Skip sarcasm and passive-aggressive lines. Drop phrasing like, I am sorry, but I had four projects to handle. Replace with, I am sorry. I have now reorganised my workload to prevent a repeat. Remove every excuse that follows the apology.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the common types of apology letters used in workplaces and schools?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The frequently used types include apology to a boss for a work error, apology to a client for a service failure, apology to a customer for a poor support experience, apology to a colleague for unprofessional conduct, apology to a manager for a missed deadline, apology to a teacher for classroom misbehaviour, and apology to a principal for breach of school discipline. Each follows the same core structure but changes the salutation, sign-off and level of formality.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you apologise to a client professionally without losing the relationship?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Lead with company-level accountability such as Please accept our apology on behalf of Company Name and avoid naming an individual employee as the cause. State exactly what failed, like delayed delivery, defective product, or missed specification. Confirm the corrective action already taken such as a replacement shipped within 3 to 5 business days or a revised software version, and add a goodwill gesture like a discount coupon or upgraded service. Close by inviting direct contact with a senior person to reassure the client of priority handling.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a short apology letter sample for a workplace mistake?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Subject: Apology for Delay in Submitting Quarterly Report. Dear Mr. Khanna, I sincerely apologise for missing the 7 November deadline on the quarterly report. I understand the delay disrupted the review schedule and the leadership update. I have completed the report and shared it with the team this morning, and I have built a buffer review day into my calendar to prevent a repeat. Thank you for your understanding. Sincerely, Rahul Malhotra.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Can an apology letter include excuses or explanations?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A short, factual explanation is acceptable only after a clear, unconditional apology, never as a substitute. The phrasing matters: I am sorry. I was managing four parallel projects and lost track of which report belonged to which client works because the apology stands first. I am sorry but I had four projects does not, because it converts regret into justification. Skip explanations entirely if they sound like blame-shifting. The reader should leave with a sense of responsibility taken, not defence offered.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write a forgiveness letter after a personal mistake?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A forgiveness letter goes one step beyond apology, asking the recipient to release their hurt and rebuild the relationship. Open by acknowledging their feelings such as, I know my words on Monday hurt you. State the specific behaviour you regret, share what you have learned, and request the chance to repair trust over time without setting a deadline. Avoid emotional pressure or guilt-inducing language. End with an open line such as, I will respect whatever timeline you need.</div>
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</section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[What is a Stenographer? Meaning, Skills, Qualification & Salary]]></title><description><![CDATA[What is a stenographer? Learn the meaning, how to become one, required education, and salary details.]]></description><link>https://www.naukri.com/blog/what-is-stenographer/</link><guid isPermaLink="false">68b8366a36f5eeefd4c55e43</guid><category><![CDATA[Career Guide]]></category><category><![CDATA[Career Advice]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Mon, 11 May 2026 03:20:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2025/09/Stenographer.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://www.naukri.com/blog/content/images/2025/09/Stenographer.jpg" alt="What is a Stenographer? Meaning, Skills, Qualification &amp; Salary"><p>Stenography in India is a documentation-focused profession that converts spoken proceedings into accurate written records using shorthand systems or stenotype machines. This guide is for students and career changers evaluating stenographer roles across courts, government ministries, and corporate offices.</p><p>It covers eligibility (10+2 minimum), required speeds, recruitment routes through SSC Stenographer Grade C/D and RRB exams, ITI-certified training pathways, and salary bands aligned to the 7th Pay Commission. Private-sector and freelance transcription roles serving international clients are also addressed, alongside the impact of AI and natural language processing on the profession&apos;s future. Practical takeaway: candidates who pair certified shorthand training with competitive exam preparation can enter government service within 12&#x2013;18 months of completing higher secondary education.</p><!--kg-card-begin: markdown--><h2 id="table-of-content">Table of Content</h2>
<ol>
<li><a href="#stenographer-meaning">Stenographer Meaning</a></li>
<li><a href="#what-is-a-stenographers-job">What is a Stenographer&apos;s Job?</a></li>
<li><a href="#what-does-a-stenographer-do">What Does A Stenographer Do</a></li>
<li><a href="#history-of-stenography">History of Stenography</a></li>
<li><a href="#scope-of-work-for-a-stenographer">Scope Of Work For A Stenographer</a></li>
<li><a href="#stenographer-qualification">Stenographer Qualification</a></li>
<li><a href="#stenographer-skills">Stenographer Skills</a></li>
<li><a href="#career-scope-for-stenographers-in-india">Career Scope for Stenographers in India</a></li>
<li><a href="#career-progression-and-job-titles">Career Progression and Job Titles</a></li>
<li><a href="#salary-structure-of-stenographers-in-india">Salary Structure of Stenographers in India</a></li>
<li><a href="#how-to-become-a-stenographer-step-by-step">How to Become a Stenographer: Step-by-Step</a></li>
<li><a href="#the-future-of-stenography">The Future of Stenography</a></li>
</ol>
<!--kg-card-end: markdown--><h2 id="stenographer-meaning">Stenographer Meaning</h2><p>A stenographer can be defined as a learner of shorthand, which is a symbolic form of writing that enables a person to write words as fast as he/she hear them. Stenographers hear the speech and write notes using shorthand or by typing with much accuracy. The records tend to be utilised during courts, governmental gatherings, or business events.</p><p>To understand the <strong>stenographer&apos;s job meaning</strong>, one must recognise its core purpose: <em>to convert spoken words into reliable written documentation in real time or through audio playback. </em>Stenographers are vital in ensuring that accurate records are maintained for future reference.</p><h2 id="what-is-a-stenographers-job"><strong>What is a Stenographer&apos;s Job?</strong></h2><p>A stenographer&#x2019;s job is to accurately record spoken words during meetings, legal proceedings, press releases, or dictations and then transcribe them into written documents. These transcripts can be official, legal, or personal in nature.</p><p>In essence, the <strong><a href="https://www.naukri.com/stenographer-jobs">stenographer&apos;s job</a> </strong>lies in the accurate and efficient conversion of speech into written format, using shorthand systems or real-time transcription tools. A stenographer may work in courtrooms, legislative assemblies, government departments, corporate offices, or news organisations.</p><h2 id="what-does-a-stenographer-do"><strong>What Does A Stenographer Do</strong></h2><p>A stenographer goes far beyond typing. Here are some key responsibilities:</p><ul><li><strong>Taking dictation</strong>: Using shorthand to transcribe spoken words during meetings or speeches.</li><li><strong>Transcribing notes</strong>: Converting shorthand notes into readable text using a computer.</li><li><strong>Maintaining records</strong>: Storing and organising official documents, transcripts, or legal records.</li><li><strong>Verifying accuracy</strong>: Ensuring that the transcripts are free of grammatical or factual errors.</li><li><strong>Assisting in courtrooms</strong>: In judicial settings, stenographers transcribe proceedings and may read back portions of testimony when required.</li></ul><p>In legal contexts, stenographers are often referred to as court reporters. They must have strong listening skills, as they are expected to document proceedings word-for-word with accuracy and neutrality.</p><h2 id="history-of-stenography"><strong>History of Stenography</strong></h2><p>The origins of stenography trace back to the 19th century. Centuries ago, the development of shorthand writing methods was required because of the extreme heat in ancient civilisations, such as Egypt, Greece, and Rome.</p><p>Modern stenography was, however, pioneered through the work of Timothy Bright, who in 1588 published the first shorthand system. Several centuries later, several different shorthands were invented and perfected, most notably by Thomas Shelton and Isaac Pitman among others and achieved widespread use in the 19th century.</p><p>Stenography also went through a boom during the 20th century when the stenotype machine was invented, making transcription even faster.</p><h2 id="scope-of-work-for-a-stenographer"><strong>Scope Of Work For A Stenographer</strong></h2><p>Stenographers have a wide range of job opportunities across both the government and private sectors. For example, lawyers often rely on stenographers in courtrooms to accurately record proceedings and assist during interactions with witnesses and clients.</p><p>In addition to courtroom stenographers, broadcast stenographers transcribe closed captioning in television, real-time captioning stenographers offer who transcribe captioning in live or real-time events, military and legislative stenographers transcribe official discussions and military proceedings. They also have the opportunity to work as a freelancer and collaborate with different companies and stakeholders.</p><h2 id="stenographer-qualification"><strong>Stenographer Qualification</strong></h2><p>To pursue this career, a candidate must meet certain educational and training requirements. The <strong>stenographer qualification</strong> requirements in India are straightforward and accessible.</p><h3 id="educational-criteria"><strong>Educational Criteria</strong></h3><ul><li><strong>Minimum Qualification</strong>: Completion of 10+2 (Higher Secondary) from a recognised board.</li><li><strong>Qualification</strong>: While not always mandatory, a bachelor&#x2019;s degree can improve eligibility for senior roles.</li></ul><h3 id="typing-and-shorthand-proficiency"><strong>Typing and Shorthand Proficiency</strong></h3><ul><li><strong>Shorthand Speed</strong>: Minimum 80 words per minute in English; 60&#x2013;70 words per minute in Hindi, depending on the role.</li><li><strong>Typing Speed</strong>: At least 30&#x2013;40 words per minute on a computer in the relevant language.</li></ul><h3 id="training-and-courses"><strong>Training and Courses</strong></h3><p>Various technical and vocational institutes, such as ITIs and polytechnics, offer certification in stenography. These courses typically range from six months to one year and cover:</p><ul><li>English and/or Hindi shorthand</li><li>Computer typing</li><li>Office communication and procedures</li><li>Basic IT skills</li></ul><h2 id="stenographer-skills"><strong>Stenographer Skills</strong></h2><p>A successful stenographer must possess a combination of technical and soft skills. The following are the most critical <strong>stenographer skills</strong> required for the role.</p><h3 id="technical-skills"><strong>Technical Skills</strong></h3><ul><li><strong>Typing speed and accuracy</strong>: Fast typing skills with a high level of accuracy.</li><li><strong>Language proficiency</strong>: Competency in English or Hindi, whichever is required by the job.</li><li><strong>Knowledge of legal and administrative terminology</strong>: Especially important for court and government stenographers.</li></ul><h3 id="soft-skills"><strong>Soft Skills</strong></h3><ul><li><strong>Attention to detail</strong>: Ensures that records are accurate and complete.</li><li><strong>Listening skills</strong>: Must capture speech precisely, often in fast-paced environments.</li><li><strong>Time management</strong>: The capacity to meet deadlines and prioritize things.</li><li><strong>Concentration and focus</strong>: Essential for lengthy proceedings or dictations.</li></ul><p><strong>Read More:</strong> <a href="https://www.naukri.com/blog/time-management/">Time Management Skills</a></p><h2 id="career-scope-for-stenographers-in-india"><strong>Career Scope for Stenographers in India</strong></h2><p>The demand for skilled stenographers is steadily increasing, especially within the government and judicial sectors. The scope of stenographers in India plays a vital role across various industries, supporting legal proceedings, administrative offices, and corporate environments alike. </p><h3 id="government-sector"><strong>Government Sector</strong></h3><p>The government is also the biggest employer of stenographers. The recruitment process is usually conducted through competitive exams held at the national or state level. Examples of the common recruitment exams are:</p><ul><li><strong>SSC Stenographer Grade C and D</strong></li><li><strong>Railway Recruitment Board (RRB)</strong></li><li><strong>High Court and District Court Exams</strong></li><li><strong>State Public Service Commissions</strong></li><li><strong>Union Public Service Commission (UPSC) for select departments</strong></li></ul><p>Government departments, ministries, public sector undertakings (PSUs), and defence services hire stenographers to manage documentation and communication tasks.</p><h3 id="judicial-sector"><strong>Judicial Sector</strong></h3><p>Stenographers are used at every tier of courts, i.e. the district level, high courts, and the supreme courts, to take records of the hearings and trials. In a legal setting, there is more responsibility for the work, and the transcripts have to be right since they form official court documents.</p><h3 id="private-sector"><strong>Private Sector</strong></h3><p>In the private sector, stenographers are employed in business organisations, law firms, media houses, and medical institutions. They may work as:</p><ul><li>Executive assistants</li><li>Transcriptionists</li><li>Caption writers</li><li>Administrative secretaries</li></ul><h3 id="freelance-and-remote-work"><strong>Freelance and Remote Work</strong></h3><p>The rise of digital platforms has led to the growth of freelance and remote transcription opportunities. A number of foreign firms contract transcription jobs with Indian experts, particularly those competent in the English language, who can provide quick and very precise copies of their work.</p><h2 id="career-progression-and-job-titles"><strong>Career Progression and Job Titles</strong></h2><p>As stenographers gain experience and additional qualifications, they can advance to higher positions. Common designations include:</p><ul><li>Senior Stenographer</li><li>Personal Assistant (PA)</li><li>Private Secretary</li><li>Court Reporter</li><li>Legal Transcriptionist</li><li>Office Superintendent</li></ul><p>Promotions in the government sector are often based on seniority and departmental exams, while in the private sector, performance plays a more significant role.</p><h2 id="salary-structure-of-stenographers-in-india"><strong>Salary Structure of Stenographers in India</strong></h2><p>Salary levels for stenographers in India vary based on the sector (government vs private), job location, experience, and qualifications.</p><h3 id="government-sector-salaries"><strong>Government Sector Salaries</strong></h3><p>Government stenographers receive salaries according to the 7th Pay Commission. Approximate monthly salaries are as follows:</p><!--kg-card-begin: html--><table style="border:none;border-collapse:collapse;"><colgroup><col width="78"><col width="147"><col width="82"><col width="224"></colgroup><tbody><tr style="height:25pt"><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;text-align: center;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Category</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;text-align: center;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Pay Scale (INR)</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;text-align: center;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Pay Level</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;text-align: center;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Additional Benefits</span></p></td></tr><tr style="height:25pt"><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Grade C</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;44,900 &#x2013; &#x20B9;1,42,400</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Level 7</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">DA, HRA, TA, pension, medical</span></p></td></tr><tr style="height:25pt"><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Grade D</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;25,500 &#x2013; &#x20B9;81,100</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Level 4</span></p></td><td style="border-left:solid #000000 0.6666667500000001pt;border-right:solid #000000 0.6666667500000001pt;border-bottom:solid #000000 0.6666667500000001pt;border-top:solid #000000 0.6666667500000001pt;vertical-align:bottom;padding:0pt 2pt 0pt 2pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.38;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:12pt;font-family:&apos;Times New Roman&apos;,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">DA, HRA, TA, pension</span></p></td></tr></tbody></table><!--kg-card-end: html--><p>Other allowances may apply based on the department and location.</p><h3 id="court-stenographers"><strong>Court Stenographers</strong></h3><p>Court stenographers in state and central judiciary systems typically earn between &#x20B9;30,000 and &#x20B9;70,000 per month. Salaries increase with seniority and experience.</p><h3 id="private-sector-salaries"><strong>Private Sector Salaries</strong></h3><p>Salaries in the private sector depend on the size and nature of the organisation:</p><ul><li>Entry-Level: &#x20B9;15,000 &#x2013; &#x20B9;25,000 per month</li><li>Mid-Level: &#x20B9;30,000 &#x2013; &#x20B9;50,000 per month</li><li>Senior-Level: &#x20B9;60,000 &#x2013; &#x20B9;90,000 per month or more</li></ul><p>Professionals working in high-demand fields such as legal transcription or medical transcription may earn more, especially if employed by international firms.</p><h3 id="freelance-earnings"><strong>Freelance Earnings</strong></h3><p>Freelancers are normally paid per minute or per hour. To illustrate, transcription websites will offer 5 or 10 rupees per audio minute transcribed. Experienced specialists with short turnaround times could receive a good income per month due to the tasks they have carried out.</p><h2 id="how-to-become-a-stenographer-step-by-step"><strong>How to Become a Stenographer: Step-by-Step</strong></h2><p>Here is a simplified path to becoming a stenographer:</p><ul><li><strong>Complete 10+2 Education</strong>: This is the minimum qualification for most roles.</li><li><strong>Pursue a Stenography Course</strong>: Enrol in a certified shorthand and typing course at an ITI or vocational training centre.</li><li><strong>Achieve Required Speeds</strong>: Attain the necessary shorthand and typing speeds (80&#x2013;100 wpm for shorthand, 30&#x2013;40 wpm for typing).</li><li><strong>Apply for Competitive Exams</strong>: Focus on SSC, RRB, or state-level stenographer recruitment exams.</li><li><strong>Prepare for Skill Tests</strong>: Skill tests typically include dictation and transcription on a computer within a time limit.</li><li><strong>Complete Verification and Medical Checks</strong>: For government roles, document verification and medical fitness may be part of the selection process.</li><li><strong>Join the Workforce</strong>: Accept a posting in government or private employment based on selection.</li></ul><h2 id="the-future-of-stenography"><strong>The Future of Stenography</strong></h2><p>Stenography, like many other fields of work, is expected to undergo even more transformation, fueled by things like artificial intelligence (AI) and natural language processing (NLP).</p><ul><li>Since Steno AI is more advanced and even easier to work with, we can soon expect stenography to become even more automated than it was before. Modern speech recognition and machine learning can greatly improve efficiency and speed, potentially surpassing human performance.</li><li>The transnational communication can be reached with the help of the integration of cross-language translation functionality, which dissolves the linguistic barriers on the international level.</li><li>Stenographers will enjoy an integrated experience with wearable devices and augmented reality, which will eventually transform the process of recording and converting speech.</li></ul><p>Stenography requires the involvement of human elements and faculties, like critical thinking and understanding of the context, which will be invaluable to at least future generations.</p><h2 id="conclusion"><strong>Conclusion</strong></h2><p>Stenography offers a stable, skill-based career path with growing demand across the government and private sectors. By mastering the required qualifications and honing core competencies like listening accuracy, typing speed, and language proficiency, candidates can secure rewarding opportunities in high-profile environments.</p><p>This role remains indispensable for professional communication and documentation. With dedicated practice and proper training, aspiring stenographers can build a fulfilling, long-term career in this respected profession.</p><h2 id="faqs">FAQs</h2><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a stenographer and what do they do?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A stenographer is a trained professional who captures spoken language verbatim using shorthand symbols or a stenotype keyboard, then converts those notes into formatted written transcripts. Core duties include taking live dictation in meetings, transcribing notes into typed documents, maintaining official records, and verifying transcripts for grammar and factual errors. In judicial settings, stenographers also read back testimony when judges or counsel request it. The role demands real-time auditory processing &#x2014; every word, pause, and speaker change must be captured cleanly.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between a stenographer and a court reporter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Stenographers work in offices, ministries, newsrooms, and corporate boardrooms, producing dictation transcripts and internal records under an internal supervisor. Court reporters work in trial courts, high courts, and tribunals, producing official court records used as legal evidence with a sworn duty to the court that makes verbatim accuracy mandatory. Both roles share the same shorthand and typing skill base, but court reporters operate under stricter procedural standards because transcripts become part of the formal case record.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What shorthand and typing speeds are required for stenographer jobs in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Indian recruiters require English shorthand at 80 words per minute and Hindi shorthand at 60&#x2013;70 words per minute, paired with computer typing speeds of 30&#x2013;40 words per minute in the same language. Senior posts and several judicial roles raise the bar to 100 wpm shorthand. Skill tests measure dictation accuracy under timed conditions &#x2014; examiners typically dictate a passage for 7&#x2013;10 minutes and allow 50&#x2013;65 minutes to transcribe it on a computer, with errors above a fixed threshold leading to disqualification.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How much does a stenographer earn in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Entry-level private-sector stenographers earn &#x20B9;15,000&#x2013;&#x20B9;25,000 per month, mid-level professionals draw &#x20B9;30,000&#x2013;&#x20B9;50,000, and senior specialists in legal or medical transcription reach &#x20B9;60,000&#x2013;&#x20B9;90,000 or more. Court stenographers in state and central judiciary systems typically earn between &#x20B9;30,000 and &#x20B9;70,000 monthly, with allowances tied to posting location. Freelance transcriptionists are paid per audio minute &#x2014; standard rates range from &#x20B9;5 to &#x20B9;10 per minute, while experienced specialists handling international contracts command significantly higher per-minute pricing.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you become a stenographer in India step by step?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Step 1: Complete 10+2 from a recognised board. Step 2: Enrol in a certified shorthand and typing programme at an ITI or polytechnic, which usually runs 6&#x2013;12 months. Step 3: Build shorthand speed to 80&#x2013;100 wpm and typing speed to 30&#x2013;40 wpm through daily practice. Step 4: Apply for SSC Stenographer, RRB, or state-level recruitment notifications. Step 5: Clear the written test, then the skill test (dictation followed by transcription). Step 6: Complete document verification and medical fitness checks before joining the posting.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the different types of stenographers?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Common specialisations include courtroom stenographers who record judicial proceedings, broadcast stenographers who create closed captions for television, real-time captioning specialists serving live events and conferences, military and legislative stenographers documenting official discussions, and freelance transcriptionists handling outsourced work for global clients. Each track demands different vocabulary mastery &#x2014; legal terminology for court roles, broadcast cues and timing for captioning, procedural language for legislative settings, and domain-specific glossaries for medical or technical transcription assignments.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What skills are required to become a successful stenographer?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Technical skills include high-accuracy shorthand, fast computer typing, command of English or Hindi vocabulary, and familiarity with legal or administrative terminology. Soft skills carry equal weight: sustained concentration during multi-hour proceedings, sharp listening to distinguish overlapping voices, attention to detail for capturing numerals and proper nouns, and time management for deadline-driven delivery. Working knowledge of MS Word, transcription playback software, and basic IT troubleshooting is now standard, since most output is produced and stored digitally rather than on paper.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Which competitive exams can you take to become a government stenographer in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Major recruitment routes include the SSC Stenographer Grade C and Grade D examinations, Railway Recruitment Board notifications, High Court and District Court stenographer exams, State Public Service Commission tests, and select Union Public Service Commission departmental hires. Beyond ministries, public sector undertakings and defence services run their own internal recruitment cycles. Each exam combines an objective written test on English, reasoning, and general awareness with a hands-on dictation and transcription skill assessment that determines final merit ranking.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What career growth options are available for stenographers?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Promotion ladders typically run Stenographer to Senior Stenographer to Personal Assistant to Private Secretary to Office Superintendent. Judicial-track professionals progress into Court Reporter and Legal Transcriptionist roles. Government promotions hinge on seniority plus departmental qualifying exams, while private-sector advancement rewards measurable performance and specialisation &#x2014; legal transcription, medical transcription, and conference captioning carry the highest pay ceilings. Some senior Private Secretaries eventually transition into administrative officer cadres after clearing internal departmental tests or limited departmental competitive examinations.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Will AI replace stenographers in the future?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Speech recognition and machine learning are automating routine transcription, but full replacement is unlikely in the near term. AI engines still struggle with overlapping speakers, regional accents, courtroom cross-talk, and legally sensitive context where a misheard word can alter case meaning. The realistic outcome is augmentation &#x2014; stenographers will operate AI-assisted workflows and focus on verification, redaction, and judgment-heavy passages rather than raw capture. Wearable devices, augmented reality interfaces, and live cross-language translation tools are also entering the professional workflow.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How much does a freelance stenographer earn per audio minute?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Standard freelance transcription rates in India start at &#x20B9;5 to &#x20B9;10 per audio minute for general dictation work. Specialist genres pay more &#x2014; legal and medical transcription, verbatim formatting, and rapid turnaround under 24 hours command premium rates, especially from clients in the US, UK, and Australia. A productive freelancer transcribing 60&#x2013;90 audio minutes per working day can realistically earn &#x20B9;35,000&#x2013;&#x20B9;80,000 monthly depending on niche, language pair, audio quality, and the platform handling the contract.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the history of stenography?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Shorthand systems date back to ancient Greece and Rome, where scribes used symbolic notation to record speeches in hot, open-air settings. Modern stenography began with Timothy Bright&apos;s English shorthand system published in 1588, followed by influential methods from Thomas Shelton and Isaac Pitman that became mainstream during the 19th century. The 20th century introduced the stenotype machine, which uses a chorded keyboard to capture multiple keystrokes per syllable, pushing transcription speed well beyond what pen-based shorthand could achieve.</div>
    </div>
  </div>
</section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Sick Leave Application: Format, Tips, and Ready-to-Use Samples for Indian Workplaces]]></title><description><![CDATA[Here are sample applications for Sick Leaves to help you apply easily. Explore sick leave emails, applications for one day of sick leave and more!
]]></description><link>https://www.naukri.com/blog/application-for-sick-leave/</link><guid isPermaLink="false">641d991bbcf2760001e5ba20</guid><category><![CDATA[Letter Format]]></category><category><![CDATA[Leave Application]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Mon, 11 May 2026 02:59:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2019/03/application-for-sick-leave.jpg" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><img src="https://www.naukri.com/blog/content/images/2019/03/application-for-sick-leave.jpg" alt="Sick Leave Application: Format, Tips, and Ready-to-Use Samples for Indian Workplaces"><p>A sick leave application is a formal written request notifying an employer of an employee&apos;s inability to work due to illness. This guide gives Indian professionals ten drafting tips and seven plug-and-play templates &#x2014; covering fever, food poisoning, viral infection, one-day absence, doctor-advised rest, and email-based requests for both office and remote setups.</p>
<p>Each sample balances honesty about symptoms with professional brevity, and includes language for delegating workload, offering email availability, and attaching prescriptions. Pair the format with your company&apos;s leave policy and appointment-letter terms before sending, then keep a copy on file for payroll, attendance, and future HR reference.</p><!--kg-card-end: html--><!--kg-card-begin: markdown--><p><strong>Table of Content</strong></p>
<ol>
<li><a href="#tipstowriteanapplicationforsickleave">Tips to write an application for sick leave</a></li>
<li><a href="#applicationforsickleavesample1">Application for sick leave: Sample 1</a></li>
<li><a href="#sickleaveapplicationforofficesample2">Sick Leave Application for Office: Sample 2</a></li>
<li><a href="#sickleaveapplicationforofficesample3">Sick Leave Application for Office Sample 3</a></li>
<li><a href="#sickleaveemailforofficesample4">Sick Leave Email for Office Sample 4</a></li>
<li><a href="#sampleforsickleaveletterforofficeforoneday">Sample for Sick Leave Letter for Office for One Day</a></li>
<li><a href="#medicalleaveapplicationforoffice">Medical Leave Application for Office</a></li>
<li><a href="#leaveletterforfever">Leave Letter for Fever</a></li>
</ol>
<p>An employee can call in sick if he/she is unwell and not in a state to go to the office for work.</p>
<p>Usually, it is recommended to write a Sick leave application in order to request for a leave.</p>
<p>A medical certificate from a registered doctor or medical practitioner may also be required in case of a long period of absence due to sickness.</p>
<p>Generally, an employee is entitled to sick leave only after a stipulated period of employment in an organization. However, the case may vary for different organisations and industries.</p>
<p>Also, contrary to general belief a sick leave and <a href="https://www.naukri.com/blog/how-to-write-a-perfect-medical-leave-application/" title target="_blank">medical leave application</a> are different leave application letters altogether. So, talk to your HR to get clarity on the matter.</p>
<p>The leave application samples given below will help you craft an <strong>application for sick leave</strong> that you can send to your boss or manager to apply for sick leave.</p>
<h2 id="tipstowriteanapplicationforsickleave">Tips to write an application for sick leave</h2>
<p>When writing a sick leave letter, it&apos;s essential to be clear, concise, and provide the necessary details.</p>
<p>Here are 10 tips to help you create a well-structured and effective application:</p>
<h3 id="useaprofessionalformat">Use a professional format</h3>
<p>Start with a formal header containing your name, address, contact information, date, and the recipient&apos;s details (e.g., supervisor, HR manager).</p>
<h3 id="clearlystatethepurpose">Clearly state the purpose</h3>
<p>Begin your letter by explicitly stating that you are requesting sick leave. Mention the specific dates you need to be absent from work.</p>
<h3 id="provideavalidreason">Provide a valid reason</h3>
<p>Briefly explain the reason for your sick leave. You don&apos;t need to go into great detail but mention the illness or health condition that necessitates your absence.</p>
<h3 id="behonestandtransparent">Be honest and transparent</h3>
<p>Honesty is crucial. If you&apos;re unwell, clearly state the symptoms you&apos;re experiencing and how they affect your ability to work.</p>
<h3 id="mentionrelevantmedicalinformation">Mention relevant medical information</h3>
<p>If applicable, include relevant medical details, such as the doctor&apos;s diagnosis, prescribed treatment, or the need for bed rest.</p>
<h3 id="statetheduration">State the duration</h3>
<p>Specify the dates for which you are requesting sick leave. Include both the start and end date of your absence.</p>
<h3 id="informaboutworkresponsibilities">Inform about work responsibilities</h3>
<p>Offer to delegate your pending tasks or responsibilities to a colleague during your absence. Assure them that you will complete pending tasks before your leave or promptly upon your return.</p>
<h3 id="followcompanypolicy">Follow company policy</h3>
<p>Mention that you are following the company&apos;s sick leave policy and will provide any required documentation, such as a medical certificate, if necessary.</p>
<h3 id="expressgratitudeandunderstanding">Express gratitude and understanding</h3>
<p>Show appreciation for the understanding and support of your employer or supervisor. Acknowledge any inconvenience your leave might cause and assure them of your commitment to making up for lost time.</p>
<h3 id="endwithaprofessionalclosing">End with a professional closing</h3>
<p>Conclude your application with a formal closing, such as &quot;Sincerely,&quot; and sign your name below it.</p>
<p>Remember, every company may have slightly different policies and procedures for requesting sick leave, so it&apos;s a good idea to check your company&apos;s HR guidelines to ensure you include all the necessary information.</p>
<p>Additionally, submit your application as soon as possible to allow your employer time to plan for your absence.</p>
<h2 id="applicationforsickleavesample1">Application for sick leave: Sample 1</h2>
<div class="content-box">
<p>Subject: Sick Leave Required</p>
<p>Dear Mr./Mrs. {Recipient&#x2019;s Name},</p>
<p>I am down with fever and flu because of which I will not be able to come to the office for at least {X days}. As per my family doctor, it is best that I take rest and recover properly before resuming work.</p>
<p>I have asked {colleague&#x2019;s name} to check on my clients and will try to periodically check my email if you need anything urgent.</p>
<p>Please grant me leave for the aforementioned period. If you need additional information, please let me know.</p>
<p>Yours Sincerely,<br>
{Your Name}</p>
</div>
<h2 id="sickleaveapplicationforofficesample2">Sick Leave Application for Office: Sample 2</h2>
<div class="content-box">
<p>Subject: Application for Sick Leave</p>
<p>Dear Mr./Mrs. {Recipient&#x2019;s Name},</p>
<p>I am writing to let you know that I developed an acute case of food poisoning last night. I hoped it would go away by this morning, but it looks like I am still unwell.</p>
<p>Please grant me leave for {X days} days so that I can take proper rest. I will join the office after {X days}, once my health comes back to normal.</p>
<p>I have no immediate responsibility regarding the tasks and do not expect any urgencies. Awaiting your approval.</p>
<p>Yours Sincerely,<br>
{Your Name}</p>
</div>
<h2 id="sickleaveapplicationforofficesample3">Sick Leave Application for Office Sample 3</h2>
<div class="content-box">
<p>Subject: Leave Required</p>
<p>Dear Mr./Mrs. {Recipient&#x2019;s Name},</p>
<p>I am emailing to inform you that I cannot make it to the office today{date} as I have come down with a case of flu. I am assuming the flu will take at least {X days} to go away. Thus, I will be back to the office on {date}.</p>
<p>I will be available to answer emails and phone calls if you need urgent help, however, {Colleague&apos;s name} will handle my workload today to ensure all deadlines are met.</p>
<p>Thank you for understanding.</p>
<p>Yours Sincerely,<br>
{Your Name}</p>
</div>
<!--kg-card-end: markdown--><!--kg-card-begin: markdown--><h2 id="sickleaveemailforofficesample4">Sick Leave Email for Office Sample 4</h2>
<div class="content-box">
<p>Subject: Application for Sick Leave</p>
<p>Dear Mr./Mrs. {Recipient&#x2019;s Name},</p>
<p>I would not be able to join the office today because I am under the weather and have symptoms of viral infection. I went to the doctor yesterday and he prescribed {X days} of rest.</p>
<p>I asked {collegue name} to handle my pending tasks, while I am away. I will be available via email for any urgent needs.</p>
<p>I have also attached the doctor&#x2019;s note to this email.</p>
<p>Thank you for understanding.</p>
<p>Yours Sincerely,<br>
{Your Name}</p>
</div>
<h2 id="sampleforsickleaveletterforofficeforoneday">Sample for Sick Leave Letter for Office for One Day</h2>
<div class="content-box">
<p>Subject: Sick Leave Request for One Day</p>
<p>Dear [Supervisor/Manager&apos;s Name],</p>
<p>I hope this email finds you well. I am writing to inform you that I am feeling unwell and will not be able to come into the office tomorrow, [date]. I have seen a doctor who has advised me to take a day off to rest and recover. Therefore, I would like to request a sick leave for one day.</p>
<p>I apologize for the inconvenience this may cause and assure you that I will make every effort to minimize the impact on my colleagues and ensure a smooth workflow during my absence. I will be available via email if there are any urgent matters that require my attention.</p>
<p>Please let me know if there is any specific documentation or formalities required for this sick leave request, and I will provide it promptly. I will also inform my team members about my absence and delegate any pending tasks or projects to ensure that there is no disruption to the work progress.</p>
<p>I understand the importance of maintaining regular attendance at work, and I will make sure to complete any pending work or make up for any lost time upon my return.</p>
<p>Thank you for your understanding and support. I appreciate your attention to this matter and your consideration of my request. If there are any further instructions or information you require, please do not hesitate to let me know.</p>
<p>Wishing you and the team a productive day in my absence.</p>
<p>Kind regards,</p>
<p>[Your Name]<br>
[Your Position/Department]<br>
[Contact Information]</p>
</div>
<h2 id="medicalleaveapplicationforoffice">Medical Leave Application for Office</h2>
<div class="content-box">
<p>Subject: Medical Leave Request for One Day</p>
<p>Dear [Supervisor/Manager&apos;s Name],</p>
<p>I hope this email finds you well. I am writing to inform you that I am feeling unwell and will not be able to come into the office tomorrow, [date].</p>
<p>I have seen a doctor who has advised me to take a day off to rest and recover. Therefore, I would like to request a sick leave for one day.</p>
<p>I apologize for the inconvenience this may cause. I will be available via email if there are any urgent matters that require my attention.</p>
<p>I will also inform my team members about my absence and delegate any pending tasks or projects to ensure that there is no disruption to the work progress.</p>
<p>Thanks &amp; Regards,<br>
[Your Name]<br>
[Your Position/Department]<br>
[Contact Information]</p>
</div>
<h2 id="leaveletterforfever">Leave Letter for Fever</h2>
<div class="content-box">
<p>Subject: Request for Sick Leave due to Fever</p>
<p>Dear [Supervisor/Manager&apos;s Name],</p>
<p>I am writing to request a one-day sick leave due to a fever. I am feeling unwell and believe it&apos;s best to take a day off to rest and recover.</p>
<p>I will ensure to complete any pending tasks upon my return. Kindly let me know if any documentation is required. Thank you for your understanding.</p>
<p>Warm regards,<br>
[Your Name]</p>
</div>
<p><strong>Check out</strong> some more <a href="https://www.naukri.com/blog/how-to-write-a-job-leave-application-for-office-samples/" target="_blank">leave application letters for office</a>.</p>
<!--kg-card-end: markdown--><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2024/04/application-for-sick-leave-1.jpg" class="kg-image" alt="Sick Leave Application: Format, Tips, and Ready-to-Use Samples for Indian Workplaces" loading="lazy" width="800" height="719" srcset="https://www.naukri.com/blog/content/images/size/w600/2024/04/application-for-sick-leave-1.jpg 600w, https://www.naukri.com/blog/content/images/2024/04/application-for-sick-leave-1.jpg 800w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2024/04/application-for-sick-leave-2.jpg" class="kg-image" alt="Sick Leave Application: Format, Tips, and Ready-to-Use Samples for Indian Workplaces" loading="lazy" width="800" height="661" srcset="https://www.naukri.com/blog/content/images/size/w600/2024/04/application-for-sick-leave-2.jpg 600w, https://www.naukri.com/blog/content/images/2024/04/application-for-sick-leave-2.jpg 800w" sizes="(min-width: 720px) 720px"></figure><h2 id="faqs-">FAQs:</h2><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write a sick leave application?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Sick leave is best written in six steps. First, add a subject line stating Sick Leave Application followed by the dates. Second, address the recipient by name and designation. Third, state the illness and exact absence dates in the first two sentences. Fourth, mention medical certificate availability if leave exceeds three days. Fifth, name a colleague who will handle urgent tasks. Sixth, sign off with name, designation, and contact number. Keep tone factual, length under 120 words, and submit before the workday begins for fastest approval.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between sick leave and medical leave?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Sick leave and medical leave are distinct categories under most Indian HR policies. Sick leave covers 1 to 7 days for minor illness, is paid within the annual quota, requires manager-level approval, and the certificate is optional for 1 to 2 days. Medical leave covers 7 or more days for surgery or hospitalisation, requires a mandatory certificate from a registered practitioner, is paid via ESI or the company medical policy, and needs HR plus medical board approval if extended. Confirm the exact distinction with your HR handbook, as some companies merge the two under a single sick-leave bucket.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How many sick leaves are employees entitled to in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">In India, paid sick leave entitlement varies by state law and employer policy. The Factories Act 1948 doesn&apos;t explicitly mandate sick leave for adult workers, but state Shops and Establishments Acts typically grant 7 to 14 days of paid sick leave annually. Karnataka, Tamil Nadu, and Andhra Pradesh permit around 12 days; Maharashtra combines casual and sick leave into 21 days; Delhi grants 12 days. ESI-covered employees receive extended sickness benefits as cash compensation via the Employees&apos; State Insurance Act 1948. Always check your appointment letter for the exact quota applicable to you.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Is a medical certificate required for sick leave?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A medical certificate is generally required when sick leave exceeds two or three consecutive days, though the exact threshold depends on the employer&apos;s policy. For one-day absences, most Indian companies accept a self-declaration in the application email. Leaves longer than three days, hospitalisation, or recurring patterns of short absences usually need a certificate from a registered medical practitioner with MCI or state council registration. Submit the certificate within 48 hours of returning to work to avoid the absence being marked as Loss of Pay (LOP) in your payroll record.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write a sick leave application for one day?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A one-day sick leave application should fit under 80 words. Use this template. Subject: Sick Leave Application for the date. Body: Dear Manager&apos;s name, I am writing to inform you that I am unwell due to fever, migraine, or stomach infection and will not be able to come to work on the date. I have briefed my colleague, who will handle urgent matters in my absence. I will be reachable on email for anything critical. Thank you for your understanding. Sign off with full name, designation, and a contact number HR can reach during the day.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a good subject line for a sick leave email?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A strong subject line states the purpose and date in six to eight words. Recommended formats: Sick Leave Application for the date, Request for Sick Leave on the date, or Medical Leave Application from start date to end date. Avoid vague subjects like Leave or Not coming today because they get buried in inboxes and signal unprofessionalism. Including the date helps HR file the email correctly under attendance records and lets your manager triage the message without opening the body. Add Urgent only if the leave starts within four hours.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write a sick leave application for fever?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Use this structure for a fever-related sick leave email. Subject: Sick Leave Request Due to Fever. Open with: I am writing to request sick leave on the date as I am running a high temperature and have been advised bed rest by my doctor. Add the expected number of days of absence, the colleague who will cover urgent responsibilities, and a line offering to share the prescription if required. Mention whether the fever is viral, dengue-related, or influenza-linked because this signals legitimacy and helps HR enforce infection-control protocols in shared workspaces. Close with appreciation and contact details.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Can an employer reject a sick leave application in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">An employer can reject a sick leave application if it violates company policy, exceeds the sanctioned annual quota, lacks supporting documentation, or shows a pattern of misuse. However, employers cannot deny medically certified leave covered under state Shops and Establishments Acts, the Maternity Benefit Act 1961, or the Employees&apos; State Insurance Act 1948 for insured workers. If a rejection appears unfair, employees can first escalate to HR or the grievance committee, then approach the Labour Commissioner of the relevant state. Maintain copies of the medical certificate, application email, and rejection note as evidence.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you inform your manager about sick leave on short notice?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Use these six steps when illness strikes before a workday. First, call or WhatsApp your manager before office hours begin, voice contact first and written follow-up after. Second, state the illness in one short sentence; graphic detail isn&apos;t needed. Third, confirm the number of days you expect to be away. Fourth, name a colleague who will cover urgent tasks. Fifth, share whether you can check email for emergencies. Sixth, send a formal written application within 24 hours, attaching a medical note if your absence exceeds the company&apos;s documentation threshold.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What should you avoid mentioning in a sick leave application?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Avoid graphic medical details, exaggerated symptoms, and unverifiable claims. Don&apos;t promise to work from bed because it weakens your case for rest and creates accountability pressure that defeats the purpose of leave. Skip emotional language like dying or extremely sick that sounds unprofessional in formal communication. Never fabricate the illness or attach forged medical certificates; under Section 197 of the Indian Penal Code, false medical documents are punishable, and most companies treat the act as gross misconduct grounds for termination. Keep the tone factual, brief, and aligned with HR policy.</div>
    </div>
  </div>
</section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[Formal Letter Format: Structure, Examples & Writing Tips 2026]]></title><description><![CDATA[Learn all about Formal Letters as we take a closer look at when you should write a formal letter, its types, and how to write a formal letter. ]]></description><link>https://www.naukri.com/blog/formal-letter-format/</link><guid isPermaLink="false">652e5020902d225b1e8c2c5d</guid><category><![CDATA[Letter Format]]></category><category><![CDATA[Recommendation Letter]]></category><category><![CDATA[Business Letters]]></category><category><![CDATA[Resignation Letter]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Mon, 11 May 2026 02:13:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2026/05/Formal-Letter-Format---Examples.webp" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><img src="https://www.naukri.com/blog/content/images/2026/05/Formal-Letter-Format---Examples.webp" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026"><p>A formal letter format is the fixed structure used for official communication across job applications, complaints, government correspondence, business proposals, and resignation letters. The standard layout includes a sender&apos;s address, date, recipient&apos;s address, subject line, salutation, three-part body, complimentary closing, signature, and enclosures, written in a polite professional tone.</p>
<p>This guide walks Indian students and working professionals through a 5-step writing process, a reusable template, and two complete samples covering a job application to Infosys and a B2C sales pitch. Readers also get practical formatting rules such as A4 paper, Times New Roman or Calibri fonts, and left-aligned text. The actionable takeaway: plan the purpose first, then fill the seven structural slots in order before proofreading.</p><!--kg-card-end: html--><!--kg-card-begin: markdown--><p><strong>Table of Contents</strong><br>
1.<a href="#what-is-a-formal-letter">What Is a Formal Letter</a><br>
2.<a href="#formal-letter-format">Formal Letter Format</a><br>
3.<a href="#how-to-write-a-formal-letter">How to Write a Formal Letter</a><br>
4.<a href="#formal-letter-template">Formal Letter Template</a><br>
5.<a href="#formal-letter-samples">Formal Letter Samples</a><br>
6.<a href="#tips-for-writing-a-good-formal-letter">Tips for Writing a Good Formal Letter</a><br>
7.<a href="#common-mistakes-to-avoid">Common Mistakes to Avoid</a></p>
<!--kg-card-end: markdown--><p>Formal letter writing is one of the first skills taught in schools because it is the most important form of professional <a href="https://www.naukri.com/blog/what-is-communication/">communication</a>. You will need it at different stages of life and for different purposes, like:</p><p>&#xB7; &#xA0;&#x2003;Applying for college or jobs</p><p>&#xB7; &#xA0;&#x2003;Writing to government offices</p><p>&#xB7; &#xA0;&#x2003;Filing a complaint</p><p>&#xB7; &#xA0;&#x2003;Communicating with clients</p><p>In all these cases, the right formal letter format makes your message clear and respectful. That&#x2019;s why in this guide, we will show you how to write a formal letter in 5 simple steps. We are also sharing formal letter format and examples to make the process easier for you.</p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2025/10/did-you-know-1.png" class="kg-image" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026" loading="lazy" width="867" height="243" srcset="https://www.naukri.com/blog/content/images/size/w600/2025/10/did-you-know-1.png 600w, https://www.naukri.com/blog/content/images/2025/10/did-you-know-1.png 867w" sizes="(min-width: 720px) 720px"></figure><h2 id="what-is-a-formal-letter">What Is a Formal Letter?</h2><p>Before we look at the structure and samples, let&#x2019;s first understand the basics such as the definition, uses, and types of formal letters.</p><h3 id="definition-of-a-formal-letter">Definition of a Formal Letter</h3><p>A formal letter is a document used for official or professional communication. It follows a fixed format with parts like address, date, subject, greeting, body, and closing. The tone is polite and respectful. The goal of a formal letter is to present your message clearly and professionally so the reader understands and takes it seriously.</p><h3 id="formal-letter-example">Formal Letter Example</h3><p>Here is a formal letter example to show you how a properly written letter looks.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFMAAAWYCAYAAAB6fIlSAAAQAElEQVR4AeydB6AkR3Wu/6rumbn3blQW0SBAZAPP5IwJBiMhYcA4PfsZBzA2cnzOYONsbIL9sDEgiSyJnIQyQggBygmRJYFAOW28YWa6q953ambu3k3KYcNp9ZnKp059Vd1bdWZ2FbNfTsAJOAEn4AScgBNwAk7ACTgBJ+AEnMCuTsDHdxcSiPLLCTgBJ+AEnIATcAJOwAk4ASfgBJzADknAjXICOyYBd6bsmPPiVjkBJ+AEnIATcAJOwAk4ASewsxJwu52AE9jlCbgzZZefYh+gE3ACTsAJOAEn4AScgBO4dQJewwk4ASfgBG47AXem3HZWXtMJOAEn4AScgBNwAk5gxyLg1jgBJ+AEnIATuFcIuDPlXsHunToBJ+AEnIATcAK7LwEfuRNwAk7ACTgBJ7CzE3Bnys4+g26/E3ACTsAJOIF7goD34QScgBNwAk7ACTgBJ7BIwJ0piyg84gScgBNwArsaAR+PE3ACTsAJOAEn4AScgBO4Owi4M+XuoOo6nYATcAJ3nIC3dAJOwAk4ASfgBJyAE3ACTmAHJ+DOlB18gtw8J7BzEHArnYATcAJOwAk4ASfgBJyAE3ACuw8Bd6bsPnPtI92SgKedgBNwAk7ACTgBJ+AEnIATcAJOwAncAQLuTLkD0O7NJt63E3ACTsAJOAEn4AScgBNwAk7ACTgBJ3DvErgnnCn37gi9dyfgBJyAE3ACTsAJOAEn4AScgBNwAk7gniCw2/ThzpTdZqp9oE7ACTgBJ+AEnIATcAJOwAk4ASewNQHPcQK3n4A7U24/M2/hBJyAE3ACTsAJOAEn4AScgBO4dwl4707ACdyrBNyZcq/i986dgBNwAk7ACTgBJ+AEnMDuQ8BH6gScgBPYVQi4M2VXmUkfhxNwAk7ACTgBJ+AEnMDdQcB1OgEn4AScgBPYioA7U7ZC4hlOwAk4ASfgBJyAE9jZCbj9TsAJOAEn4AScwN1JwJ0pdydd1+0EnIATcAJOwAncdgJe0wk4ASfgBJyAE3ACOwkBd6bsJBPlZjoBJ+AEnMCOScCtcgJOwAk4ASfgBJyAE9j9CLgzZfebcx+xE3ACTsAJOAEn4AScgBNwAk7ACTgBJ3AnCLgz5U7A86ZOwAnckwS8LyfgBJyAE3ACTsAJOAEn4AScwI5BwJ0pO8Y8uBW7KgEflxNwAk7ACTgBJ+AEnIATcAJOwAnscgTcmbLLTemdH5BrcAJOwAk4ASfgBJyAE3ACTsAJOAEn4AS2T2BXcaZsf4Re4gScgBNwAk7ACTgBJ+AEnIATcAJOwAnsKgR2iHG4M2WHmAY3wgk4ASfgBJyAE3ACTsAJOAEn4AR2XQI+sl2NgDtTdrUZ9fE4ASfgBJyAE3ACTsAJOAEn4ATuCgKuwwk4ge0ScGfKdtF4gRNwAk7ACTgBJ+AEnIATcAI7GwG31wk4ASdwTxBwZ8o9Qdn7cAJOwAk4ASfgBJyAE3AC2yfgJU7ACTgBJ7CTEXBnyk42YW6uE3ACTsAJOAEn4AR2DAJuhRNwAk7ACTiB3ZeAO1N237n3kTsBJ+AEnIAT2P0I+IidgBNwAk7ACTgBJ3AXENixnCl5GyOyPBMlCidC1G8n4AScgBNwArsJAR+mE3ACTsAJOAEn4AR2dwLFLbADQbjXnSkGxETlA2dJCSFk4aJY/lgWnSrUsXuxDgmPq3B0Ds7B14CvgXt/Dfgc+Bz4GvA1sOuuAbadd+r2tbHrrg2fW59bXwO3bQ3wEs2LZ/u0eIzVYl6poEmBYcUjUJKU7BD3ve5MMQrBPpZCI51HmcS4g5mJLM0j228n4AScwF1LwLU5ASfgBJyAE3ACTsAJOAEncHcTGDlSrBdzkVh464JHQDuSS8DsuXWr78YaoThRGim0CP6mMPJKGdIWUhkLzbGScahk1XiiTCLhyElVaFLPQ8kZSLslA1//Pu++BnwN+BrwNeBr4J5dA7qTl8+XfM8mOQPJGUi7IwM739t53ySLA7+0iEHFP5A0CgnsNjfBWCy5o8jI8nvNGoNknUPGgiKWl8ZIRwhHOaN4qcLH5M8gon7vhATcZCfgBJyAE3ACTsAJOAEn4AScgBPYvQjkxeGaKyLiRIlS+QUFBaVw6Q8nlnoCLE6dHejG8nvTGgNlUinLxFwkGaAtkshRETMy4qEysV+ymNAA6CPbM8E9IItdel8j9M7BOfga8DXga8DXgK8BXwO74xpg63mn7t2RmY/Z3xW+BnwN2BoI9sEbdHTGJ2LpiZRkVKu6nP5z+YkFNQNi8UCFe+6+1Z7MqlutdHdXSICZyGJfObHaTIRjZZOIujLPlTa/wjjp4QiEc3AORsDXgVFQeYeIy3kAgds5AIHbOQCB2zkAgds5AIHbOQCB+5Y4TMqodofviQ4PRwidg3MwAr4OjILu5L51x29vf8VH4yvkcWRJgAcARwquAPIsXoDY4jAhb0e6dwhnigEZcTRzKshtTSrjRBnJFsU0nPxSxcMEHLHePLSfEfl68HXg68DfB/4e8PeAvwf8PXBXvwdk23z2n3c2vKvtcn3+vttp33c8T75+d5/1m3iHTiQHxm0SLbR/R7WxZVyEnBKyPDYLtQNd5r24V80xb5QZscl9YqmlMjJvUm5QRzlbfNokWJaHRkFyDiqXcygYfD2M3xy+Hnw9GAFfB0ZB/l7w94Ls8ufBKMifB38eZNfteB6suq8bXze+DiBwO58bO+nTSpOwOKZxsMgcAxTYub8itHKLE91hb7Px3jNu7GYy/psbYikTTBsTzLmVEMvNxTfFw5sGkjWWX07ACTgBJ+AEnIATcAJOwAncAgEvcgJOwAncywSiQo6qEAtNVNwqEbsCYmVSTcykwsliv1oaSTP6GxiU7Sh3vNcNsX8bBSPMEbVojHEcS864TnCitNRrQ6U56g7A2GcC2qqrAfD7Y1kgnMgkz8MoZ+AMfA34GvA14GvA14CvgZ1zDfi8+bz5GvA14Gtg11kD0oBzvkkzDifn+QVcKAPO+Gn8gwvhSOHoL/MHTOKjMFn2DiGL/ot7xRr7VYmJgQLmyAaDYzJKBbwsSa2GMWpd2+omitZSdDOW30S4Dlk/lg2EE5nkeSg5A2fga8DXgK8BXwO+Bu7BNcB+xHk7b18DvgZ8Dfga8DWw9Rqw87uJneknocVN1uMTGOBMybnBb0Ki/LAi4y0IRbJwAhThD9od4DZr7l0zYKTiUIEXlsBOmwkAFbpawEt19PGn6y//42P6nbd+Wr/71k/qD/7zC/q9tx87krd+Xr/7ts/r9zx0Dr4O/Dnw94C/B/w9cLvfA/7np+8jfB/l+0h/D/h7wN8D/h64u98Db3jbsSry9i/oDe/4vA57x2d12Ns/oz94+6f0f//tA9qIT6BJcdF5Mvm//wQFSnas+953pox55HE4CRIRkxyihsQ3QvHcy2/WaZdt0BevGOrLV1c64QeNTrx8JCf9sNVJP0DG4Ynjsi3zPQ2jJZych/NY+tz4evD1sJOth83e+75+ff36+mUNjPdB/jzAwvc78nXg68Dfi6wBfy/uUPul4y9tZHLc94c6/nutjv9+q5MuHeiLly7oK5eu0zweiiE+APwpwgWghA/F/AK4BLgp5HNHue9la+geUDLZjAj543TEAwU/daPUdldorl6tjZ19dHPeU2vSKq3r7Kn19Z5ahywN13f20gZky3xPb5uXc3EuS58fXw9353rYc6v3lfN23v78+XPh7wF/D/h7wN8D/h7w98Du8B7YOLWXNk7trY29fbWhu89IevuVM/5CvUdxngRzABR/QFLMSSG3yvgFStYO9IGL4t62xkwwmdgxittnlclrW3WyCrowHEpJyrlSDJVUdUiEAjZTw8VZ+Bq4m9aAP1/+nvE14GvA14CvAV8DvgZ8Dfga8DXga+DOrIHA8V1DGA6UckOYkaA2hfI/TWlzFqd81SGppl5EglqVy36mUiI7zkfccUzZjiWAtBLcJkxbpbruSi3QDWY7VC/Nazqt14q0VqvbmzeTVenmkm9lqyi39EQsb1HyzbLyFR7uUhx8Pn1d+3O9Vv4c+HPgz4E/B/4e8PeAvwf8PeDvAX8P3HXvAc7Y5dw8Cm1tTWRy1t4yLOWcx1ekNVqOTOcNmsJ9UsVW5VcoVSTEjVISUlRjLoAiIQTFIlLI2qGueK9bswSIGRMwaCKySKyEowqPFQWKGg5bCZg5t5oKQ+3XndOzDlimFxzQ0wsfFPXC+0svPaDWSx5a6wUPDnr+Qys9/yEdPf+ASi96cK0XHhD1/IdEvYC8kVR6AfWtfAcI5Xb4fPg6rP054H3l68DXgf954H8e+HvA3wP+HvD3gL8H/D2ww70HHlKPzs/j0NboRJ5PnslPs5e18AUP7ajEH1zphZzPn88Z/DkHLNczHryn9qzm1R2s54Tfl9qBOpX9YCIrScqhq6xqUcga3eYfGMV2iE/zX9xJQ+6G5osOllSU4z4poX1kcFtoHOs81EP2W6F//v3n6q9+/0X6qz86WG/+00P0F3/wUv3pYS/Vm/7gZfqrN/ys/uqwF+tNv/+zpMn7/YP1psMO1hvJM3nTYeRT941W7qGcg6+HN/lz4M+Bvw/5c+Klvg58Hfg68D8P/D3g7wF/D/h7wN8DW74HDuNMbesCKecGwjcik7iFb/r9g0bPDmfxNxL/G+Sv3/ASvdHSh/2M/v6wZ+nhD9xfUx0cJ8OB6k7QcDhUGHsnEgf+xLk/qyYWcaqMCzLJHegeW7UDWXQ7TAn4rar+RnxW0iG//f/0ot95t376t9+jl/zu+/Sywz5E+kgd/PoP6NDfOUKHvvZ/kHfqZa97pw75nf/Woa8j73XvI+8Ivfy3XZyBrwFfA74GfA34GvA14GvA14CvAV8DvgZ2yTXg5727/Mx76Gvfy1n6vXo5ockkbaGlX/7aIykzOYJ6R+jlv3Okfu61/6Vf/LV/KCf+jRs3FgdKt9tV27aKcduuCXOslAY74Me2Ld4BDd2WSeajmuoG9SnM08uUesv1gAfeTw/Ybw/dd48ZHXj/ffSQ/ffUQ+6zpx6KHFBkbx2w/956KPkP3Y8y4gfc18rJ91APvY9z8PXgz4M/B/4e8PeAvwf8PeDvAX8P+Hvg3n4PeP/+HtqR30MP4dw4kQO2iJf0/nvowffZQwfst5csbeFP7Le3et1Kc5Jmli+TOVIW+gsKIRSHSgiBkp3njjuPqVtbGnJSyE358U9qGj1g9bQ+9Ncv1WfedKiOe/Mr9PG/PFifetPB+tibXq6j//bnddTf/pKO/ptf0Mf+5uf1yb99uT755kP0MeSjxI/xUM7h5fJ1cIivA38f+HPgfx74e8DfA/4e8PfAHX0PeDt/f/j7Yzd5f9jZcSLHsO4ncQstfcybX17eB0f/3aGcxQ/hLH6I3vd3r1Y3zasnlV+lDAYDdbpdKQZ1Oh3ZL1Qo2v4dtl90b5TEe6PTu7LPnBqBX1WM6uZWy1C+h7JWtwvau53XXqRNjPa2CQAAEABJREFU9iA02XMcrsYRY7KYnuR7KOO02jk4B9aArwP5OvB1IH8O/DnwPxe1iz8HPj5/z8n/vJfk60C+DiTd1nVgfzZOxM7U1s7E8pamJ2dxK7Ozuv27p5WkEEL5qz05Z6WUZNfO9ld9dnpnSp0rXCdSTB3lJmuGWajUyCYlVFE2wECehRWhSRSTFcZC3NIuCVYuvg58Dfga8DXga8DXwE6xBnz/4vsWXwO+BnwN+Bq4l9eA6N8kEG6SVkEtJ+/EOb1FMnERkiZqjhM7n9svUazAfo0SQii/SrEzvOXtLGI+hp3F1m3YyXYnjoeAU0W5ZhqlwcJQVVUrBnOdJFkNmzBTYKGJxTMfk7iHwOB2DkDgdg5A4HYOQOB2DkDgdg5A4HYOQOC+IxxoxgbLPuWhRpdzdA5GwNeBUZC/FzS6fD04ByOwI64Ds2mp2Dl7awk8y6GcwWOJBdll8cgBPISoIRmD4VCDtlGv11MIofwYoqrs/E7hTnLHncTOzc0EtmVk5qUJtQYkEpMSclAg3uvNSKEjMYUB90pQQ9wkEdod8YzVREwibaKUo4fwcg6+DoKvA38f+Ptw6Z8Hvh58Pfh68D8X/D3g7wF/D/h7wN8DvAfsrLhU7NywpVh5oG5IQRXrxtwjIwkaH+NlV4xx8d9JKb9WodBC7URX3Ils3aap+E9KfrSfEgX7ORHJgJR7MrxcUv7hBJyAE9g9CPgonYATcAJOwAk4ASfgBJzA3UzAjtlbyq10OTm/l2o4XUo4/gimaxzfGYKJt2FnsHUrGw12Pf6/+dR5Hs/XvLlUkKTFebAJSuYLY6gWtwLE2pqYUpISDhgPJeeA01lcvh5Gz9A9yQHsvv58/fl7mAfBnzt//7AM/H3o70N/H/Ig+PvQ34csA38f7jjvQ5uLWxWbsyI8wCW8/R+c3G9/o3uhxc5i53bQJIWcVQYRkmSi8WIjHL19SqmlXJzAXU7AFToBJ+AEnIATcAJOwAk4ASfgBJwABIoXmPBW7lG10Tk9mc/FfvRQ2liiRHaKj9EIdgpTtzbSfiLUMgL7yz2tanwnJlYvFoeZxYpE+xw7Wybzk8kbS8kivpuEIzY+XufAI8BD4xycQ/FA+/uPheDvRX8fsAz8vShfB+Ly94GvA5aBvw/k60Bc/j5YXAf2TCwKaMoNn63ySsGu/1HcDDv+MLdnof1DsqHMnVQpIYGqgdg4U6OZt3rlvLCYXfKtsrgyYreHRmEEymLOwyg4D18Hvg6MgK8Do+DvA18Hvg6MgK8Do+DvA18Hvg6MgK8Do7D7vA9Go1U5S2t8Tc7U4+RtDcovUqzy5Fcpk9DytHN87OTOFClMoOdakbj96yjmVpH9H3zC6N9OsV+uaPSXgWSX/aJFlCk0GoWTX6146Dx8Dfga8DXga8DXgK8BXwO+BnwN+BrwNeBr4HaugXK+3B3ajHxH5kebSHGuBG1xWansZw6yGGRkDhQLt6i40yZ3GmfKbYEecKZsOROb2tlQTSY1rMSmdZL20Ak4ASfgBJyAE3ACTsAJOAEnsPsQ8JE6gdtL4BZP0OZQGUv5AcM2lY/O5DHbeXxSgTxzRk2SO0mI1Tu2pXnJL0q2ZWkeQ49KFJtI2dqE0dBGv1ShaHyP55aUlVspUavvAghj4iJfC74WfA34GvA14GvA14CvAV8DO+oacLt8bfoauFfXAPi5wxIhWm5ztJiUxPjDTpdWd5xUnFQIRMZn+UnZJEyTSAlNg0lJ7FAfO6ZVtxnRJswBz1bAocKU8BlxqJhTBUWWQbA4gZY2IW907+QIRoPwTyfgBJyAE3ACTsAJOIEdloAb5gScgBPYxQjYmXoiWwzNss1XYtmL53BLjGVTXipuoXF2OcNP4qPQzvubaouT/ih/x/h0T8KOMQ9uhRNwAk7ACTgBJ+AEdiwCbo0TcAJOwAk4ASewXQLuTNkuGi9wAk7ACTgBJ+AEdjYCbq8TcAJOwAk4ASfgBO4JAu5MuScoex9OwAk4ASfgBLZPwEucgBNwAk7ACTgBJ+AEdjIC7kzZySbMzXUCTsAJ7BgE3Aon4AScgBNwAk7ACTgBJ7D7EnBnyu479z5yJ7D7EfAROwEn4AScgBNwAk7ACTgBJ+AE7gIC7ky5CyC6CidwdxJw3U7ACTgBJ+AEnIATcAJOwAk4ASewYxFwZ8qONR+7ijU+DifgBJyAE3ACTsAJOAEn4AScgBNwArssAXemLE6tR5yAE3ACTsAJOAEn4AScgBNwAk7ACTiBXZ/AnR+hO1PuPEPX4AScgBNwAk7ACTgBJ+AEnIATcAJO4O4l4Np3KALuTNmhpsONcQJOwAk4ASfgBJyAE3ACTsAJ7DoEfCROYFcl4M6UXXVmfVxOwAk4ASfgBJyAE3ACTsAJ3BEC3sYJOAEncKsE3Jlyq4i8ghNwAk7ACTgBJ+AEnIAT2NEJuH1OwAk4ASdwTxJwZ8o9Sdv7cgJOwAk4ASfgBJyAE9hEwGNOwAk4ASfgBHZSAu5M2Uknzs12Ak7ACTgBJ+AE7h0C3qsTcAJOwAk4ASfgBNyZ4mvACTgBJ+AEnMCuT8BH6AScgBNwAk7ACTgBJ3AXEnBnyl0I01U5ASfgBJzAXUnAdTkBJ+AEnIATcAJOwAk4gR2TgDtTdsx5caucgBPYWQm43U7ACTgBJ+AEnIATcAJOwAns8gTcmbLLT7EP0AncOgGv4QScgBNwAk7ACTgBJ+AEnIATcAK3nYA7U247K6+5YxFwa5yAE3ACTsAJOAEn4AScgBNwAk7ACdwrBNyZco9i986cgBNwAk7ACTgBJ+AEnIATcAJOwAk4gZ2dwK07U3b2Ebr9TsAJOAEn4AScgBNwAk7ACTgBJ+AEnMCtE/Aat5mAO1NuMyqv6AScgBNwAk7ACTgBJ+AEnIATcAI7GgG3xwncGwTcmXJvUPc+nYATcAJOwAk4ASfgBJyAE9idCfjYnYAT2MkJuDNlJ59AN98JOAEn4AScgBNwAk7ACdwzBLwXJ+AEnIATmBBwZ8qEhIdOwAk4ASfgBJyAE3ACux4BH5ETcAJOwAk4gbuBgDtT7gaortIJOAEn4AScgBNwAneGgLd1Ak7ACTgBJ+AEdmwC7kzZsefHrXMCTsAJOAEnsLMQcDudgBNwAk7ACTgBJ7DbEHBnym4z1T5QJ+AEnIAT2JqA5zgBJ+AEnIATcAJOwAk4gdtPwJ0pt5+Zt3ACTsAJ3LsEvHcn4AScgBNwAk7ACTgBJ+AE7lUC7ky5V/F7505g9yHgI3UCTsAJOAEn4AScgBNwAk7ACewqBNyZsqvMpI/j7iDgOp2AE3ACTsAJOAEn4AScgBNwAk7ACWxFwJ0pWyHZ2TPcfifgBJyAE3ACTsAJOAEn4AScgBNwAk7g7iSwYzhT7s4Rum4n4AScgBNwAk7ACTgBJ+AEnIATcAJOYMcgsItY4c6UXWQifRhOwAk4ASfgBJyAE3ACTsAJOAEncPcQcK1OYEsC7kzZkoinnYATcAJOwAk4ASfgBJyAE3ACOz8BH4ETcAJ3IwF3ptyNcF21E3ACTsAJOAEn4AScgBNwAreHgNd1Ak7ACewcBNyZsnPMk1vpBJyAE3ACTsAJOAEnsKMScLucgBNwAk5gtyPgzpTdbsp9wE7ACTgBJ+AEnIATkJyBE3ACTsAJOAEncMcJuDPljrPzlk7ACTgBJ+AEnMA9S8B7cwJOwAk4ASfgBJzADkHAnSk7xDS4EU7ACTgBJ7DrEvCROQEn4AScgBNwAk7ACexqBNyZsqvNqI/HCTgBJ3BXEHAdTsAJOAEn4AScgBNwAk7ACWyXgDtTtovGC5yAE9jZCLi9TsAJOAEn4AScgBNwAk7ACTiBe4KAO1PuCcrehxPYPgEvcQJOwAk4ASfgBJyAE3ACTsAJOIGdjIA7U3ayCdsxzHUrnIATcAJOwAk4ASfgBJyAE3ACTsAJ7L4Edh9nyu47xz5yJ+AEnIATcAJOwAk4ASfgBJyAE3ACuw+Be2Ck7ky5ByB7F07ACTgBJ+AEnIATcAJOwAk4ASfgBG6JgJftXATcmbJzzZdb6wScgBNwAk7ACTgBJ+AEnIAT2FEIuB1OYLcl4M6U3XbqfeBOwAk4ASfgBJyAE3ACTmB3JOBjdgJOwAnceQLuTLnzDF2DE3ACTsAJOAEn4AScgBO4ewm4difgBJyAE9ihCLgzZYeaDjfGCTgBJ+AEnIATcAK7DgEfiRNwAk7ACTiBXZWAO1N21Zn1cTkBJ+AEnIATcAJ3hIC3cQJOwAk4ASfgBJzArRJwZ8qtIvIKTsAJOAEn4AR2dAJunxNwAk7ACTgBJ+AEnMA9ScCdKfckbe/LCTgBJ+AENhHwmBNwAk7ACTgBJ+AEnIAT2EkJuDNlJ504N9sJOIF7h4D36gScgBNwAk7ACTgBJ+AEnIATcGeKrwEnsOsT8BE6ASfgBJyAE3ACTsAJOAEn4AScwF1IwJ0pdyFMV3VXEnBdTsAJOAEn4AScgBNwAk7ACTgBJ+AEdkwC7ky5K+fFdTkBJ+AEnIATcAJOwAk4ASfgBJyAE3ACuzyBuMuP0AfoBJyAE3ACTsAJOAEn4AScgBNwAk7ACcgR3HUE/Jcpdx1L1+QEnIATcAJOwAk4ASfgBJyAE3ACdy0B1+YEdkgC7kzZIafFjXICTsAJOAEn4AScgBNwAk5g5yXgljsBJ7CrE3Bnyq4+wz4+J+AEnIATcAJOwAk4ASdwWwh4HSfgBJyAE7jNBNyZcptReUUn4AScgBPIOxOCncLYdPuJ3tlx3dn2t99ib+EE7lYCd1R51h14/u5oZ97OCTgBJ+AEdjkC7kzZ5abUB+QEnMC9TsAOq0tl0SDbuE9EWlrF4ovVLLEtWawwjlidchiY6CS0vG3JuIkFdoAwsfjmQvsl+qzO5qJSOlE/So3bWOZYmUWXyjh7U7C0cGm8aB/r22Z8rMLalGiC4ZL6lr9UrM5m6VFdG5MV0VibScm8HR9LdS+Nb9P2Ud8qZZM+luYtjU/Kx+FS3Ra37Elo8a1kqa4lcWtjYvUnocWLTUvqLaZLoRYZLeZP6o7Ltwom5dsLt2pwBzPG+m0sS+U2ahs1MR23scG4mrUr0RKx9rcmpfaWH2Os1naros0zrJ9bksXapmtbslhhFJnoGqU2ze8kf8twUm8cWvE4Omq7mNgysqUto3JrbzJK8blZgvT2bqu3VLZTb2kVi2+nGvwTKzqV0N4JI9lG7bESC0ayxbhGmdtouHnWpNokHJWarlEMQ0Y8N6+wmF1qWZk1sbBkLPmwvFsSRqvNZNR2e01GpUs/reOlsrTM407ACTiB3ZOAO1N2z3n3UTsBJ3B3EggoNyHQJLT4ErEN7JLkrUe3o0eZ1/hEbl3LrdRAV6kxCq3LiZRsPkYlRO7xe+uesyZ5FprcmlGTOrEcUDabGxvorTWflNvkmUzSFk7aT0LL20ys74ksLbC8W0ovLbsTcVsj220+sWFpOInTyMZkkpfkkcBZZnAAABAASURBVL1D3WafGTQJLX6rkm61xg5bYTLOSXh7DLU2JrenzRZ1t1z+WxSPkrbmlsood+vP22qL1TMxDZPQ4ndC4uI7xJTEzV4JlrNUJl2G0iZqs2tSuFnm0sS21tq28sZtbknf9sos38RUbC+0Mhcn4AScgBO4ywhs8afBXabXFTkBJ+AEdnkCo28yl36zqXJIt4OGie3MLdwkdogfyQRO4JvCkUxyCG0jbELUdFhQBEXci32UPPuwuia2ybdwW2L1xjIpXlS0VGk5/FCxhPwRMQ4DYaDepK2Fsv4mEmgzvi1qMk5uHVjhonCgCGNZrEm/E72L4WKhNmNSyjW6tqXTdFuplVm4pD7DUbZyZOu5xCbmRkVKw60/TOdYrL0W9YzmONOXiQi3bkwOTGVSyidjJn/LO5BRJMn6WBRt75roWhKW9tS3kGDCsDAgnbFhFDfbpVF889DaWD2VutuqN3kWNm+3ta7bWu/W9Fh5kvEY8bf0ljLpaxJuKtf42tq+TXW2VWbNLN94GAuTDJNJaHETS4/EWmwtgaxQ2umWL9aVjXGpbH+827J9+2OXre9t6F/a18Q4G7PJJF1CG0SJaHHNjJMqfKx8ItrySmRsX2yMm8uoj6KXltu7J91Nwu3Xi6haKtS0AW4pZE8GZzpL3PKYO6uKkpJl8aVSqhjfsYze84nqI5nU1bicAi3KOM/GPym3eDYDJiLR72RuN4Wmw3RvGeZirz23I6F5uSfqtgxL4WYfkZQJgd9OwAk4ASdQCPhbsWDwDyfgBJzAHSEweYVOws11lA0tWbZJJbC9rQUltDyTkrHFx2JyUmEclo30YuH2IomCpUJyq9vsNdmq4NYzbFATufXa1DBbCG7xnthiocktVr79hWN+Wzc020aHEI0PL5uHW7fYPGfU1g45lm9YLNyuWIWJbLfSLRdY81uucRtK4bFUD8nSaMuwZC75mLSZhJOiTe1Gcxc4tIkrbDOMrP8oURb4tPuOhtZW6BnZYwfEUc6Wn4E64gqLobBh2yKuMFKoxdDythCSHGS1KJO0hXedjNantlibW663MO4wlPGN2Gob8aDRNQlHei1v2/1YybZlUn9p6SRvEi4pM54TGWdv2wYrtPYWbkusbPNnblu1bnPexKal4ZaNJ46mSb7VHcc3zYPZNc7cLFiab/MyKbT4RCZ5Flr9iaisLcvV4vxbalI+4mA5KnNtMdNp4bYljLMtNBknPXACTsAJOIE7QeCW37x3QrE3dQJOYLcisFsO1jakgY3s5qG2OqjZrrgczNiIT0LLGwmvYft1AmXa4rKskUw2zps20rbBNudKETbbtrHPalCZkHYsFrc2Y8UjZaJwJJODwq2F4+aLgekZJyw6kkk/Fo5k8k2ssG+pjOprbMboEJzhuHn+uINbCIylSVFEvW21X5pHldJpaVMS2swyYcNSmbQdV908gJmVJ3Insqktmdu6A5kTIbp4myKTxYxRxLI2l4i9keGOZHPrzYpRu8nn5m1Fu00yqWPmWMG2Qsu7LbJ5e1vP4hnYXqhihOndvN3tzw/M1yYRfW5LtrRDpX/rm9joXgKq2EXuZqGVQ37Uxjin0hfVLHcrsfxtSyJ7iZheE3I3v0d1rGgko/kexTfVNBtNzK6locW3JUvrTbRMdI7CTBWTTYgyjEdlkxabwszIRzJ674j05jKuu9QYsixZ6tl7D/3aQiZ9UnWzO5FK9GFS2hMn687dNrgtNQQyeL4VGiKjXkvc8sjZdJsl4/Jt2sLa22JsKumRhkAQSnpST+Uyk0xKonxMykd9jZgn1mAcizYLmUTS0mahKUTKu4+Q0vGdCCdC9DbdkVomBH47ASfgBHZzAv423M0XwO49fB+9E7ibCdim1eR2dTPZ2G4v1GijLC2GKpfVt8jt7dDabSmm5xbETgHbLDY9VmDhRJamLW5iZRbeXrF2E7n1trdEohwqxgcZ+3cTTDRObx0u7Yv+tzhU2R+ko/ZL691aHD23VmU75Xe85TYUTiBtL9xGk8Usa2NiGfdWaH1vT8wmEyvfMix5zFw50FtiItAt87tlaOXkmZ6JWNbdLti4jXUZJv2aLRbfMrS8iViZiaUnocWLXotM+jCtJpO0hVa+pVi+yZb5tzUNx0nVRf4TfUtDi09Em1k7aX6nw7CFhpJO5ofYomCcLGtjHCcw67RoGRm35bY5mMgt1jftE7GKFrdwO7JUp8Wt2iS0+FLZXv7SOh53Ak7ACTiBWyVwK2/mW23vFe5pAt6fE3ACOygBOyBsIbbxXiq30XLb59q3jyrfdiacJnEzEQeQYBt4KgZps7JAynKkSrI6RYjaHfgwIZDZRZgp31I0zrOwSKDiNoTuKZjccRJZElre1hLQvw11i5ZPynRbL2tAXQtMhP6lEsZlBCqdiItMbmpGsiYi4luLFq+0GLPI5u21zbZWR+Wytib2bbcJcZuDpTKe71KdD2s7EZLljnyaEHBvipHY6p60XRpuqkT/1p/1P8lcWtHiVr6ZTCqOQ2u7LbFiy99WaHlLZXv1bmt+sc8UjsdT0uO46ShCuYUEZd1P4pZeKiV/3HapnsU6xnsio8xJamlo6ExGNZZ+TmqN86ySyTi5KRjVC6xOK94kkTU2ElEmu8zmQGSpkNzsLmWMq9Qdh2V8WtQXir5aUr0kT8RvSeK43MJNoqIraqvLXhhFKOMdNm68VbVAnUDu5hKpHtE8CgMxFdEdvwJNtxB779J9oZPRv7lQ327jSI1A+eYibNwk2vIyxSaTfIubTNLjMCzq1RJ9USJfzM8ojKSX3kmjyhZuIdreRb3Niiy9LdmskiecgBNwAk5gCYEt38ZLiu66qGtyAk7ACewuBGwzbmMdhfYN55LNqW3CTazCrYq9niP740jNsdgBZLL5XhqW+LgOm+2AbHvDjSoOAeVAadGyOY+b90FeUUe5hbckVNnijuO0hUixd0k4Lt0UGJuxY8Hs2lSwnRi6SskkLImtPsJWOdvIsIGRbQe38jW0pZcKZdu/ze5R6W3qa3Fsk3aTjiy9VEY6J060ScpC68ekxGk+iVv69sjkr15t1X6rDNO6iTNdWkZBVSKLHxP7FzO0uL4ma31paPGlIi5LE9xiu22Vk5dZr8ZrYp/FR0JhuSdjIFw6xqVxqzdOT/RsGcr6CVRcIsbS+hqF4jkaie6OywxaKuM+LMtsuHWxBkvfR5ZeIigqz4JlEbfgtgtsjc9msrR1ImFCsNW9nXyzYSJL2oTt9qE7fY3e2SOSop+0hVheJm9TR+Nx5005txgLlJoQlHtpvGRs48N0j2VT9XG/26g+yRqNJZFE7PlaKuSWxWqhixNwAk7gbiKwu6i1N/LuMlYfpxNwAk7gLiUw3uOqaTOHzCgCjs2jf98gsenOyCS0eKZ3O85ktSoHR9sdLxXZFdnnjiSnKBWHBPnWmGZ0JDoZieWZJMpNLI5kiyOBuImlE+lEY7L4JEETu62cDFk4EctfKlZ7JImuRzEbMYnFdqZjJGObzVYT63CizOImk7QpKI1GOkeDIm51TIiWYosjuYgBGyuYHBBMD2Wl7qSIsNS0/MQH96gcpeN2uSVOvW3ek/q0zdYxlSZZmXklWe6cljiDxhWK3nF81GepWqKj7EDcrINV0TUJR/UWP7MBTCSRUUPWBsnxbXblbbUf193MDmNkYjpNJjqsPaaMm2CXNpPRms7WsuTbv8azed2R7RM7thXmHGhPJ/SVGIGlM3EhdyY0OxLjGNk4sXv0/FlZLvon+aMwLfZPOiwR9GTqJ2RTWKvh+SvpLLEUZEuGaGFBE7QlAsSYToTRlgpLK1JrcudxH9spnlTTVjrSuMgaEreg4SOjL2FJJjRJW8VHqiw/jevksarFPsZpewdYNI8rZMaU8oCs8Tq3/ETSQgKhb1GH5U9kXD5ao6UiRkwyiVo9ONnKmsi41taBNZuItbM4tRIvNYuapGIEmePbykqWFY7zlgZm19JyG2cuGTaiaKMqgomK6LBVDgoMNy2WQsgvTZaG2LepHglTUP4tqyFVzUokmBprZLomktTyop7kLto3KbaQQpparIitR7LQK3oJJWzITMx/wvq8KCpl1ijbh73/aCHKTTLPp4VWZP0WdpbYjpgOk+0Ue7YT2JkJuO1O4HYT4E+D293GGzgBJ+AEnAAEUtuybZXqKpCSYrBNeCzxUEoin5tvOy0/hFDqqGxoE3ETgi3uSDX21zIpRbF8jj5Qm+18Qx06URHybNds6k0yaROLR9oGKiWUmWTrm3Jt4wrjPM4qqMui6WZixRFdptfiRFXidGZMRCjrMFJqyqwfE5Kb7jSOWoVxdMtgXJQxJGOJ9RHCKDOZE8P6sXHQLgMjU49qpFRMsGSpXj7ILocIQtpk2oeKuOUVPcQJiw6iizdtQxj1uZhHZDScpMAYTRdZkulCAmPfXA+VZJeFtyAc3K3WogQOSAxipKtVSkOKkqyfZPZTru1dGGh2jECwUEiLcZeJol1G75ZNJ6NcGtoaDAqKtM04ASviWrxsLJaYhBbfXECqEEwDYyFRYqQT63BS0w5wk/jtCXn8sEuaPHe2RpqWsY6VhElYxi6ZoyCI/+hfXIYAmsQgU+xJSrTP1IkajalmgjG71CnNSnZimbUlb/IRivIglUri2rycjDt4mx6zErG+izFZoiubw2If1gQygsQnQrE40Vs6UpYMlERZQIySVRAXOvnc1m3DaNuhbFzREuiBElXNnkl7kktvyzaxPMJiammr4igoXomSKYFVm66JHZNwXIKOcWwUbJEOPGejgtGnraNkk0oyblFG1mZ3CEHiWcUy2bjKOBkjuTIhatmqSHCXuKm0ZiUB39GzRXOzy4SoNS5jK7ptPCbZsim1OAHPkvU36tt42nqSYmko1FJ/1JFVJoMgI+M7jMNIhFu2dCM9WLyKVYllnCpSHNfcFIRNURmvSdK4ZZwqIQQZu6Vl8msHJ+DmOQEncG8S2PpNe29a4307ASfgBHYiArZxlX1VbRtXwkBYNqtsfGPZ0ortbMVmOJCyHAaXKbSNOBtqIXmJUDq6qUJ2iYcosb9VuULLHp9viSsOjHWj0G1UDgTRNulsyilX0OhCh0VLW4uMchVCUEZKsvzfKtDBN6dFjx0ATCi0JhV9RwX+01gsFcUuXJnDvLgyh5dRHBtiq1jTMV/lZhEGKpjQBBAaKbGDw1DlSsamRt9EqDhxKBROpiPJnB6jw0dSi9MkaSjjkse2mq4QI3kcHc0eQ0GmHTbMjMRh0uwka/G2+iqQ0Zn6krHA/lClEs/2bbzllT7IK3XRzyAyIq6RQ4BU6Yg6zGthQRuzmSpL7kh8c8nkmBCMbmMlqzNKmn2BQ7qNVYSxsgr0gy0MV5n+rKbpMLH4JlmSYxNJ07axtqY/FlZWN6Cr9GMJmlBNxmyU3zBSYOLEyTgZRqO3POawac0kyuO4Pgo2az9Kmy4T0xuojdEyRmUo4/qWH6hu9VSOEWuzAAAQAElEQVTmXVbzFvWCQzVdW4iPR+L5i7TqMFbTZWL6FkP6Etdimnhlzw3zbHNd2ZzBwtqXcVI/DdN4jJJNcaA8sPZyHmJbg6lUUkTTRIia/dQbNUwSejW+rLbJOHkLAXxtbq0tA8y25pkD2XpkjcqEssjCsIO0xu8d49o2AygkBdqZQwUjVVWVAr0VwYCoqqTJUrEPXVaPIkOGWCwpVgG09s7Jsqs/WJBML8+3OfaysUBk7cVVOhiHhoR0i4YED+MnwlKXfGrRZaCviijP/yJHknabTuZnNHaeT+snNpKJxdGVGHyLhowERhRCUOTBuG2OgKSJPdnYokNFsNacSJQGZHJnGFs8USb6LeOwebB3sQl2ZeapRVcOrA/sy8hIp7UcSS59GBzEWNo4YZQRq2FW2TtO1tbKthTLR4ptZhNTU9gStpP1SryOFUSExEXR4mW9SCEYf4mIAtxCMK1RdoVgcYvdTeJqnYATcAK7CIHRW3MXGYwPwwk4ASdwTxAom3U77LCplTkwiAd7m9oGlA1ubtnN2n6VwOranrnYhaMgBDapoRoly+fmH1a/7LeXZtuhwjbopoidc8thYqABvSfEjhPIeNNdNvIWp43oaqImmZMBxaEcpCrOX2MDTacJm/k8lkRoktFu9ljb1hwSHFhpqBCCbPNtBwpzPgTaJw6YCQ6JNol+cijHATvjWhNyNJZWo5j1TyVS2705tFlZXmoPfTFaerGSSoa6Sa0YnoQ6s6vMhaRkhYSxqhQqm6AoqztkHInK7bi8qu0wR0XuZAelsaWygzFjIrvcueSXKB9RIdToSyW3NRsYdIg1tiSVttS6TTfrpCiZVGadjKJRGC4zaWKruKwvKSqPB2p2mVC06Q5hUzxZPMpsy9go2qZE+0wrRFbOupXZgemyPCQx56YkcNCKiDKFsJM5UkIYjbG0o2EJqU2ViR7jz3It9ZqBHTAFs1z4THSXuuJCheiT6S31VfSRub2QuiwL6qrotDXIhCuzEBIHXgtlFyos2Lwfmll7ChgF7e0Tu3AYFbtsjOipqkhFyWxKTVaGndWMcA9IUsBM6shYEk8iPaqnbVyUbCN386ycqYVYbtPgPCASYG/rlxL0J9lasGeyDA0+Zk/GZrOz2GyDZT3KQpszJNlcojcERkCbMuekGRTVskaOSXs2TZKSsmydRVXEQpGqGj0nZqPZhGnctC0TYe1MsAq9VmdYbAjoChpaniL2o7cdSPaOgp9gqi2vUkYmz15Cd7B5wGxyyp2U1eK4sOaBD5NMXikcf1j/42gJLG1SEpt9BHShj/lOMLSiGCsCJtN0YjcJxSpLjMTidKlSRLphrRmnks88xSpYEQIHKtqniYiL8ZuMVcoue99kylokjcstHL+arApitkykdD3KswlnblUc20mVLUVK6FyYVqT0ZU0zBUvfK5ZEGhysJgy/LAWyuCNxa0DUbyfgBJyAE7hFApNX7y1W8kIn4AScgBPYBgEcCOVQYA4Vdq+JbyXtkCNOkLZ/bTm02P7cNsaJHa5t+G1Db2Kb6qUyKmvphJamD0kcGEzs4GAlDTrseNWooreO+mzA+7SwvJbQxPQk7DKRfZNtQu3IRj9Qn2poCRwgKjumLIrpaCgfsodmf60hRg+x3+wOtK3MIUFo7TU+fGc28ZkDU2ZTH0NUQLLsMDGWQO0o+hgJIyPDMs1KYQfJLW8rRuyMlctJwCpU1K2UFAknUmtoduDQCLGjgG2JE8FIM7phFysU0dzyWg6To7F0FKsueio1OD4GqrXQBA05aGTiAX2ZMYTIgSrQ3oSeUaNo+VkltHRLLMUepR0yewroS9QxsXknqiIaXYGgCDpApomQraX1RvEohiPRh+kNHGRb7GuY+0yf1ncYVVyiJ1EfscNoEZKsRSFmTzBGgB1SpaUo5UojCYQmIjSxeDUaT86yg/hoLoKAJ1Udysy+xDoyEaFJJtwkCcpmYsuBL1RRLc/HcDhUhfMqVhXptogdKItQ39pYfROL35Jkxtg0OGnM6VZE2BUwMcr+Skk2fdnGMxYbN+mWMbXY1CbqBcaiCv8QRLEp0qYANWek1Rs0siuEoBCClHGWKapPdkvYUDgAZiPKQlRgDSgQp0ysDJOMU8DE5ptTKi1Gt9UyGaU2fWb0mFR1t6zLPvqH2NqqoxS6SvDP9JNpEms0cDflOaQ3wsRzad2n1MjCMh4xeOrbM2J1xZoQa54sG7EUKOedk4ukUe1IX6qJ0y9hCFPUtXTGidgSVxH7tHairXD6ZvuVBvqCrTdF2lfo7/AeiHRZK1YVGLCeO0oKhCba4kqs1cizLZsfHoYFnmHj3Abah5q1YzOc0WthKLagqmgJIUjcRSSFEIqIy+pkRdpFNeiuqilFnqmUO5TWUpASHBVtjANs7ZO2sKGMQlgk+k+Eqnj+4cSqRl9QA9OW58r0C90WjqRGbaTXUMbLcJTKGszwiZTVapLKGGKs6CdK1BalpcFmgOBI6YS3KkZkc06zjOKWhx1V8KG1FVHX+ipCua0Be54bymIdZVK6Cir9U50xk7BIEdNmUhL+4QScgBNwAksI2Nt6SdKjTsAJOAEncFsIsA+V2PRy3tKATb5CVOCQo6piU82mNCJVkJCMJLbLbQhqgpWbUKHsYC0UpUHBNsx2IGEDbQfFSBHnCVK1xEGqRRpkKDvkdNj4jsTyR1KRF9FTKWIPjcSueCRoCWSYvZWCbMPechhoxtKitxwOOFxmxqWqVogjO82pYgewjHYFtMQsEYRYS0RSymiXGspLXTppJXHMHbGgLi3U8tFw2Gho09phhXyqbbq3SGcG36Db2iRF2kd6qKhf0xcBB8I2029CCEXaDgkqBznKCRNOlRCCYlVhY8BJpCJ2QBX5NFWsK9nhtdicAvMJMkUJyRr9R4LbalOWrTONxkau6WoIzRFlZ+8At1BFWpK5rTuQuaWQteUdY+TARX8UZIWiryU0K+zgZSFFCsGUUW9sl+Vl4omDUyZhYnXNRoYnpmAzsb9tZbKYD2KLp7JWuwocNsVhM7M22lwxDyqS4Sa4qqL/bUjgoGaOm1GdSomDcUJPq6h+G7GhKpKCxScC96LTyjblZVhsS6puBy6Rg2ggrIoMGHBiPbeBPNRhMn1Li2PE1swcYYIGOahhsHagtsdYFWuadSQ0iTB2SMNQDNHKh9RPAhDPekO+8bQkXamlTpMlmyMCSrd/U3X7haWPgF1UgU2FTWavsWzJMllgQs2JMxiHsYMjgOfRDvkBZ2HLoEdhYL0HBQ79TahwzjAenFkNBmYGlejL1oqtcjHmxFOCSl4bgZ5CmWeySZOEpa27jCMh0kdSTe2KYqtLq2CSqRjIG+VbyoQSuIj6CLZJKKMmy5TPLW/mnfLAeAY4BlriiXVjY0jAbpBEXowVI6CvLZTYeLbUuGXa7DEdCQ0NhcYysF55ZHAeRkXm15wP5pQLmBqqKHu3BWwydsM2aJAiY4qMKRRp0RWobNIyxpJWpYAY30W7guCZFcYcM2NJEjqEvnGYBUMyKbPPiZBd6mXWbIuxNnTLs74ydbM9JzYO64OpppoS9ifLL1LzzNVKAbuo09K4aSd9TXqRInU3pTzmBJyAE3AC2yPAK3Z7RZ7vBJyAE3ACWxKYbIhzsI10rX7uSZ0ZbRhEzbMxHQRpiNgvRiaygJJ5ZI5NaxGrh5SDCaFyUFCiRi6hHWgy31qaIyGz4W7ZJNuBfaFBN9WGpod4P0vzhAukyaZ95OBUa4gBbRuFipLHh2S7biIhSOzBZX/rwg4QdigzPSYDyk1QWawxnZgm0Siz+U7KSjgnTDL6UhMUcOxUHHRk3+rmrmq+pQ3UxSTZxVkIm1T6s417gJuoN2yD7NtscxotCi6SXCRRJgU29ImDSBBXloYYVmwiaX8DwvqwdKAC514F+y9SiPVYSiQpRBqSJiE7DKNSnMFkucbfGCQK7VA6h/enYcA51bSISGC8QTkhjJdq9EDt3BZd9usEmihWKg4Ym5+EIaZ3aIO1BmiBODHabRVnQIx3y3KzzaRhgNZqce7RYnlmqxhnskrFriRzxIUQqKEyNoahwGATOdZLpv4ck8tQihUNbSfr0sIF0rZGTWwtmNjYLH8OJVZnI4r6dNGga4hYHau/KKZjqdD3AvXtOZhFhz0bLazmyLfQ0lY+aW99TGSSt73Q+jax58naDFhz8wyyr8jz15H1aeUMWQv0NxHLn8StjGUoewZmYd3HWdSolo27D9c+C84cMBtoZBwabLexk9SQcRljhlscDtamTDn5QaEwZhUTUiMkLBjdIVjpKC5KNxcphKBy0UxE+ygu802m6bf5N20B/ixTmT1mC9W0kTE0LO6NZPYZh/HYOKzUxwFgHI0HZ/zynlpPxpA+coqyZzmzanI5ymsUszIT+gUF7xQp0fEc7ebmh2XMyQDwfIq+RhJoG3AC8W6krdlOgH5pnnaoUh/o8/2kloVoZcootQ6scCwln3jJLr8EEjpHQm0NbZyU23OR6DECwxwfJtnSrHuKt7pNr9W3OokEajTHmi4comR8Z1kcC0PJnm2xpsT4WltTGJNCrxCaow5ZsvmxtiaNRM8qT7M9W6Z/QIHFS3+pgR+1eHcE1kMIWQvASKxZ68/qmdlD+jbOvEbQaDeGWUdFLM58kd0G+uO92yBDdVjvHW2gbZ8yXsv8uSTyRmJr18T+fLJpMLF6Q2BaP+BThgdNy21/vcwcsSWxjQ+6LtZso8iznIATcAK7HQF7M+92g/YBOwEn4ATuNAEOErb/5Gygm2elL5x2sd579Ff13o+dq8M/fq7ecwzh0efriGMuQi7WkcdcrPd97EJ94OMX6COfvFBHffrsstllvy1UbWZO2YjjnJhLnXIQ/NGN0idP+pbe9K+f0Gv/6HC99g+P1O/+0fv1+392lF7/h4frr/7+4/r4cd/XD65j88xON3UqZb7d75vyQAYHgszhZdLJ3EKrq6+fw5az9P6PXaz3ffQibLsAGy9CLsDe85CzdMxx39CXzr1Kl16TtZbd9zwHr3lOcEMkc2grZw3+FGk5IzScBqyrjQA5/9s36+hPn6cPf+J89J6rD338bH3+i9/VRd/foBs4SVNdCl2NLjvSJKImRtTE4hzABsNyiJoj+b0rk77wxe/riKPP0REfPVsf+MSZOvKo03XeN6+TOTGs1WDQ8K2y6RObfQyTXUGlrEUJKAzDJZet1xFHfUn//l/H6x/f9hn9wzs+q/d+8FSdc9GPZY6pyJf8mZNVoGFEkzlk7PBj2sji4JFlDpNvXbpGH2Rs//T/Pqd/fPvROuX0C0u+zWdVRate+tZWh2ZsKXmlCh+TtIUkx2XGk+717ctu1Ac+9iX96398Um/570/puFO+IXOMlIM1Jy87DFurpRJszse9m8PomhuTPnvCuaM1etTXdcQxZ+qIj56jI5ESfszi55E+T4cTP/xjZxH/ui785vWyg6MdvM668CrWytf08CgjlwAAEABJREFUro+coXfT/r3UO+KjtDlmLMSP+BhxwiOR93/8PB1xzFk6gtD0HQGr/+EZ+dgXLtLNfelDnzyf9XcBOi/QER+9QIfT5oiPnV/CI00nth2JHGH5lI9CdJI2G9+HvsM/cqrOvfiacsi1gyHLT9/5wQYdfvTp9Ps15By9j/7NriPQcThtj6QPs++9R12oIz/2DcZ7lj74ydNla7eRoFarwinY1rVu3JB17KkX6gP09e6jztLhx2DnURfpfUdfrPd/9HwdcfSZtD2X5//7uviyjbpmg7SBJbjQRjW5w0zW6EMpiymEQGR8J1tJNt8mlrd0vWADVc1R9OWzL9URrPP3HnOOPvQps/dc1j39HnU+c3kh3C5mrGcTnouNZxGeoY986lTZgdq663SDrrx6Vod/8ET949s+rn955/H693edoFPPuqw4hPC7YF9NhxVhh+VGx5iTFLWBU/cxnzlX//Y/J+if3/kZ/cs7PqEvf/UCVT3GNapGO7tHiUzrhnaDHDXPsD57/AW0OVZv+a9TkOP0lv88kWf4EhxAjBXHlB3YMzNnIkJBaySjzxY7zGlw9Q3SiV+6TId/5Ku8V8/T+z9+EfzP0xnn/kg/vG5eNucJj0CbAxYEWtGe/ktkyYf1Y8/tADj2nJ/9jTXl3XQE7+ojP3qh3v2hc3TCVy7VGsY9pF3iGUpozJCJoSd8SPrmZRt0NEze85EL9F7em4cffQHPidlzgd79kbOx7Vx96cxrddk10rph1GwS7/AwWgvlWbUVlmTvk153qjhhL/zm1Xr/MV/hPfQZvfVdn9FpZ12uUf8YUW54wVVFSoYCgS2hTDhI0vd/vEGfOPYcbPgqa/o8Hf7Rc3UEa9X+/DmSdb8o5B1Z5Cx94GNf1rcuv1lgUzCFeFRYpqqrWtE8O+g2/QTcZgOB307ACTgBJ7AZAX87bobDE07ACezABHYI00IIbDxNZH+bRF0OBR/65Bk6+gsX6ovnr9Xnv36dTjzvWp107pU65dwf6+RzfqwTz75aJ551PfEb9EXCE75yhT5/6iX69pUb+dZYHCGCVDbKSYmdbeLbxgGb2Ysvz/rzt5yiN/z90Tr65O/p+zdOaWP9AK2N99Xa6j66YbiXNlQP0OXrVurjOCv+4i1H6W/e9nl990qJ84DauqMhu2HukX4i7LvVhkr/8vb360tnX6OT2fiffM5VOumsq3XyuTfohLNu0gln3qgTz12rY06+VO/5xEX6k3/6mF73lx/VWw8/S9eslcy2vtlZ/kpSo4o/STpVKL+S+eENC3rbkcfpc2dcrc9/7WqdcNZ1+tzXb9Axp16uv/ufL+hv3v5ZmXPEDjX2642AZYGxm2SNrlYZJkndbqd8W3zmN+f0V/9+jD5ywqU68Zx1+uzXr9Sx2Hzy+TfqP448UcfiXLCDTqdTq8IOTi4owij0polS+4UKWQNK/uEdx+ikc27U2d+f17evq3TBFVlf+cYNeteHv8DYRse64kDBjpCNWC72JNJJZrHEeZGD2Gk6AVvO+2HWJVdW+ujnzyy/cuDMJLw69JQQu+kYW3QLkhfLqM+hBo+NxLfY5sT44Ke+ppPOvl7nXJ507vfn9LHjz9YNGykOkh3KZG3NIBPiWUF2hWyfCGv0v478rD572mU65YK1Ou7MG5jrNazHm3XCuTfoxLOvRa4ua/YknGfHn3udTjoHYWzv/eDxxRTTeNwpl+iUs66ljDbn3KDjzrme9tfpZNb8aefdqBPPuVInnn0l5dfoJFvzZ15FP9fqWNqceMHNpf4p592gz3zxOzr9vKwvfOUHOok+TjzrBh2PnHj+TdS5lrY3lHZfPPda1s+V2Hmjjj/7Op1AH184+xrKrtfxX7uKNXuNzjj/Gn380yfLHCmMVGvXSf/0Hx/VF8+j/llXsY6vpu2VOumca9CD3nNuIn5dkVMvuEHHY+MXyTv56z/UNy+9ihkW3/PD1s68KDzqkyfrEyd+Eztu1MnYfuKZ1+jU89bqRBiecNb16L9Rnz79xzris5fo7//nZP3uG4/Sn/3T53TRZW351UNiLuyvhyR02fqxKUnmBVucHPpSLP1aGdUknit7bk/n3XH4J7+ik1nnxzNPX+BZOvHc6/XFc6/RKWdfVcZ/0tnX6pRzroXHj0lfj1yt0869VPZLBHEx9do4L5114Y854Fc689tzOu/SoT78hbP0jR8tyH5pJHtmcq02xdLCnHPme/zqBdfpc6d/X19hzZ3z40YXXjGroz//ZdkvHGw8pbYtDFo1PCFDvKpBddF51Gcu0adO+LYu4tk474ok/HD6+vcG+sTJ39J7PnxycRYE3nEhBAhVaKhkzhX7t2wSupJaxUAMKB885ks4xc5k7d7E2r1Wp5y3TsefdZPegzPjT//+Izrl6z9Sg4Y4WQS0sag9+0RZvxlp6ScrUdAn8y/+/mP6rw9/RV+w99/5N7JGr9Tx512vj+AA+vN/PBIHiIpO1KqipfHAh6x/+X9HsRauZC3egA1X6YsXXodNtD3nan3p4pt17Nev0X8dfZ7+6q3H63ff9Fn9439/VZf8SFqPgQPz5PIeontGmBlhUgvE93/8y/rS+Wt0/hXSRT9u9d5jTizvb7O/LAyMsDYmRCGssQwUyWiR/3z3x5mrS3XqReuw4SoYXaeTeWZO5nkpa5/wi2ddp1N5j5x09o08E4jZ+sGT1Ke9WRPs/2qWh7Ygi2S0p1JmvRBZck9sWZLlUSfgBJzAbklg6zfkbonBB+0E7i4CrndXJRAYWGBj3Gcne+2NfTVhb83l1cq9fTlsrORQvoK8KbVhSk09gyzTMC4vkqrlCvW0hvaTAfTY2blts5omKPEN6IC8D33iXL5BPkaXXj1Q272PBmGVYme5+tSJdU+h6iqxpc7oWUjL2BCv1sa0Sj++sdG/vuNoHXvy5Wor0T+v+WIs++OMoDvwRfQwrNQQnXNazsFhlRaKbVNq0JvjMg3bKVW9vXXzXKV2+j5aqPbV+d+9SX/65g/y7fRVGrDL7uNoaMXmG/1tK/FFvi6/4lrNpxXFloW8B/HVampCrdBC2FPXrk/6wsmXqe5KMdacFTBKUcNhy5ElmHUKAMk5cLgjia3vP/pzGlR74hzapzAedPZSv16tjULo64orb5JdwZqjC8VSyhyggiKDtcNsFTisSfomB8NB2EO5u79Mz1xeie69ta5ZwQFmlc6+cI3sr/soRKGAFqM7KMCbPJIhBJFUE2c0iKtwiO0Fn1VqwgqZP6MU24e2d5kexCqLcFGW1k8KIQgMzO1yzYfV6sOgX61WG5Yt8ReFUaNsHEfRMI4GhVEGnwtNB1tXF37Dam/1w2rW1IwaTSuFGXQimippyzNpq2ktLKTyV5rMQWRrb5CnSt0hY0/VMuLL1dcyzbfLtBBWwWEPDeo9NYxIXi4x98M8g95lyLRMp9B7/c0blCNp+ra+mrBMc22HOhZOaSGt1Dzth4x5jjkeVntQ3lWuVqqfptG7Sn2zJc7IfilV1iOnwlgx2Gq15tNqaXp/retPMU+MFRtsnH049JuKvCnZX4dJ9TKZfa2mtcDD3MKuaaQqSvbrn+vXLmghryrcFsJqDTurtMCpOnW6akJHKS5TnNpTqd5LG1hDc3FvXT87rX9824f0tv86rvzSKUQWO3Ocx/MR6wojM2I3HVkwEbJzasrSWzvbYudKzYUVZf7nwir1A+lhpWzvFMa+oJ4y75NcL4dPj2d2tfp44IZDlm+SWrwyD3rgMs0sW6UN81HV9H7UW8HYl+lt//1hUY1nXYqY0QEeTRR5B7VB+uinTtFss1zDei/ZOm8Y72t+6zeVrJKyKupw01GjyH8B2+2V1kfpuRdfpgFz1XT30vqmqzniaWZ/zWsPnX3xD1Qcqow5BDREhDvGWjFgCPlRQTmhiPxrbppXmNpfc3mlmt4+2tDvaRD3QNfeCtMP1JFHHyd7ZybatY3FiNidMQ07Q0BJgBlxy/7a+TfpqjXSuoUZ3in7asOQsLOnZrVcc1oBn45upJzmVp33kRSJpSANWLvzcaXmmZMGLnPJ5n+1mjCt2UHUsFqhFl197JvLe+jC792sf8Z5++GPn8XcdDVMPTRBi3EGgFkfAy3XLGPrB9at6WVeW2qZ2QRb39ZICbtKRDlI1n9ftNceWoirtcA47P3Uxim16lE+kr6mNMBZb/Vbnt/1LPJGUhC6KhSJi2hOogfiS2/yrZoFS7M97gScgBPYnQnE3XnwPvbtEPBsJ+AEbpGAfXOb2FVmpFNJDQeWik1raJJqdrZ50GgGz0JoZlW1a1Q1NyukmxQaduhpnULYoE6Y16pu1BQ70w4SQ6VB6Gqent9z1Lk69czLNezszYGxpw6b304z1Eye06q8Vr2Fa7Q836R9Zua1LG5UN8+rUwVVOFbWbexortlbn/jcufoK30a2Gm2KU85STGWD3PDmHyQJU7ElKHY76k1F5cHV6rZXalo3aEbrpPmbtf8eyxTiUOvm59Xn8Js5oB71ydN001pJ2BtVK+FJYbgKkuyv2sRYqaoAQzrSp5q+0nBB5f80QedfP+tCDt9SwqRkH9TrdDp8RhnTCgdI5LDB2Vb4ZtTmSpMDXEZP4qSYU1AMHVX1lGbnh6pozpAkc1AE+kZCCGr4tryKlRrrS9IJJ5+rigNPv6Un8oeh0gD96u0hdffWp48/Q0LXfDJyUQJSQKSK1oFkkNArirTFFQJl5FkQgsWtkgmZt+m2uiajyjHG0lUIQRY3qeAagumWYlC5JuuxJPgIYVxAfMRNsn8HIYQAxzTSpUZVu07dhvXUbtQ0a3VquFFTzfoinXYt6+omrVyZFFqpjlKvO6cq3aDlvTnWyAZNpfWqh2vVq5jbdk5mW4JVf5iLcywPB6qaeerNq+7fTLhRU+1aTeV1esA+PfXCnOpmnTppLUe8dZrOa9WLGzRVtYocAQc4BWLVVc3iCu1AM9VQneFadZEVnb66oa8Wu3szkTFJHc6p+OQ4sLZwq9RfSCrPTm61nIes6t+kZXmtVtSz6vFMTlfrVLU3lX5XxAWtmq4FITFINUHqTknDphn1X1cKVdQAVrFzo6pwNUxu4Hm/UWnhBmyZU2vj5bA926/VXfkAXfbDvr5+1gbNL0jJ1iXzMWA9toRtqPiskYiM7pAlcyRWqYKJ1MUJ04mVMvabBCpEHC3T3aHycI0qrWGprpXam9UJs5qq55UWblIHJjNBsJSqELS8K/3KLxysnOaUeBZDCOp1VvKsrtBpZ1yvwVDq91u1Cb2QX4+9J335u5pta/V6q7Clq5pK91nV0U8euFwE6mSMbZNQKvsFSaVc5oAlqzVrpDXrZpU7QbODWXWmahhGLcCyz9gC75DLr6RpEFx4DmWh0EBEUYFFWxGtYkeGaUhXgn1Z5wPmvRqow6IcNK0GOCfi1N766nk30EKqq4BJCWVZ5d2TrDHzyMIIqsr777SzLtYgzhCvYFzBLSixvjo17QKGL9AAABAASURBVDtROZiItSCsiSoXQQ6oRUTLSGnbb1i/rZp1V2smrNVy+Fc8Pz3WZpsW0CmFuAyH2Cqddua3dcxnLlHmoZ3r8x6GdYUOcUWg2esmYF95r5GOuoXL2KegrI4saiNMGNdidxHeyQqZ1/061elG5moN4c2q8o2q8/Wq0w3qpOvVa2/WA/aeVmg0soRQmZ65MUU2Tj5GZdaJJRYlLcY84gScgBPYnQnYK3OXGL8Pwgk4ASdwTxCwDf2on6QmDdjQSt3ODJvaoBiy2v6cllVRj3/4g/TCpz9aL3j6w/SiZzxEL3r6AXoB4Quf/lDyH6bnP+MxetB9VrCxZcvKaaE/kDjT6JxvbtSXz71UG9rlUr1CdrULazQVNujxD9tXv/3LL9E//uUv6e3/8Er939cfpBc/Gz37dZX7Nyuy7a26K9CzQm29tz50zClaNy/ZHjlyyKAnjgFSrKTMIdU28ImDS8vXyak/q9f/+s/psNccpN/5tZcUefkLH6ceG+8wWK/pqa7U6Wr9MGp9mtF/H/kFxqwy/sxGnttM1fLpGbi0yiEqc3DIqdGjYNGrkjp1Ty0HtOvW9HXDGqpHqYodnFHE2awnHBxKAaVRnLtEkT517Bd1/do51d2uhgvrtGp5B1um1KEw4QTJKao3NS3OSuimaUrK/Kdgm/1UmKBdoNGajdJ3L71Ouephe1bkFBHTQKm0qTQ36GjtbEKkGkg5BNohuZYUEfTzmQMf3LYWTIhyx6KTyF16W1chBIUQFGMsYQiW1navPCkJkwh258XckhkZ96sOfrZ+8WXP0C+97Fn6xUOeqV8+9Fn6pUOfqV855Bn65Zc/Xa8++Bn649/9FfUYfmyll734qXr+Mx+u5zzxAL3gyQ/RS4m/+JmP0E8/5ZFaMcWc4/ALdNOBXa/KevwjH6jnPenh+pmnP0IvfMpD9cInH6AXPeXhPAuP1DOf0OM5OFD2fNgz8dNPfpB++kkP1vOefKCe+JgHq84D9aoaB0WjhAOtbmdp9xjkQP3M0x6qZz3+AbR/lF7wnJ/Uc57xBJtx2cVyw95phdxlxjrq1JUCjp5XHfQs/crLn6Vf/bln6pcOfipjezLjfrJ+8eAn6VcOfYZe+ZJn6BEH3BenCAOwtRMkbhwqy0ZLMrdq8cj16qCDXvAkHfabh+iw3zhUr/s/L9XPH/RkPWifjvaYbjmDDjVkXW7EobKxmdYRH/kszgQpoTZK6jImAhwXALUI+RYUsX7LSCrVQeiqNLQDe13TfsiYhlqB4+iVBz9Hv3joM/VLP/csvfplT5ON65cOfrp+4eCn6RcOeY5+65cOFdUYNzrQX6H8cY+a0oPuv0oZFt06anZuiCNilT7z+TPUYljdoy+evxZqYUr6xOe/wjhmhL+CuWi0uif9wqEv1GrK7IWSh40C7RgZnAJW0xEW2+dXv/59xXoZ5R1VOP8y89dRUqeKanmW1m9M+syxXxENlVGSaZSCFq9JNGDLgPdiI6mPIZ1OTzXrqo4LzMV6dTqVhjhn5ttpnf61i3l+qRgCYxxKFqLYnFAEOHMq9RnoTRt5B/zoOiXe2XXdVX9ho/bZAy44wgCMlRgTavHqkl1BNkgTqcWwkZ1JQa26TNJ0p9EfvPZVet0vv1iv/aWf0W+8+nl65INncESuwdXRKKBr1sbQXa3jT/+Grr5J2IL+GDW5YqzLuyOO8ybhpHwUbqpv6fIOwsiRPaK9FKK9+VphJo6TgV5Vnudn6JfteUZ+6ZCnlef6lw99in7lkKfr53m+X/+aV7HmpaKd92LKvMeC4KBylXyQaCIlN5VyyypJ/3ACTsAJ3EsEdoRuy3tyRzDEbXACTsAJ7GwEAptZzlc4D/hGl8OW7YUz38R3NadnPv4n9BuvfLh+6xWP12tf8Vj9zisepdeTft0rDtRvvfLRes0rnizOJ8p2kGcTXHNI4Qigt7/rw1J3TwW+OV67dq2WTWXttWxOf37YK/S7v/5EPfXxK/Sg/aU9p6WH3k96+YsfqL/58+foyY/fH0fOzSDMGlYcPkJXs82e+n//cyrOFXH+adgPB7VJhFK/36dupV6c4ggUVOEEetbjaj390Sv1tEdP6ZmP6+gXD3qQ3va3L9cTHnYfvr0fcoDhEFMFLXRW6LtXrxVnBLUcwKpOJFS5LG3frpqTIYSgEJNe8LwHKw82cpiqFOtlSnG5vvzVy8o34mIbz3lLYCgHr8jBwhRZ3toF6XtX3KQ99rq/miYpaqN+/hVPUX92Y+kvhKAW7oqELZqiFBj76FBEBgeeiBOnzUPGL33z0kYLbU8DDlW9TqU4uFmPe/h9NGUHNI4gVexpgT6/dNolo8OCeQZKDL0SNVQuEJbcrEjahIA7hCBuYnf2Np0mm+vJOWuTbF5WUqF8Mr95FOEzoMZSMTJHQA4hwDqBaEEvec5KHfycffXS5+6plz13bx383H1J70d8Xx387PvpoOc9VA/er6ceek2e+Oj99Rs//1T9+isex/p9rH7tZQ/Xr7/8QP3KoQ/U/qsrVe08h7ikDnPSSXM4Sh6u//OqB+k3X3WA3vCLj9FvvPyx+j+HPl6/fNATtSqK9fWT6HusXvvqRyKP0u/+wuN5Xg7UIc8/QNOs2i4jqdpW07HR3jMJ58d90fUI/c6rH6Pf/LlH0/dD9Wsv/0n9DE6d8iwx5ZExC4ddaojZSbPpKwxvwpZuGedLnr2PXvKs++jQ5z1QL3vW/fWK595PBz9rHx38nAO0x1RprIXBfFkvffQlTtAJO0IVYRbVxSvymAfurWc8fEpPewTPyWNm9OoXPVB/9yfP18tf8JOyX9r0ej3lekZ9HIBx+Yy+fdl8WS+oEfRxcgzVZc2OMq1Pk8SHCZ0SKzdJpkwhBJKJ/gdaMZ314ueu1CHP218ve+ZeeiXz93PP2U8HPWNfvfzZ++rQ59xXL3zKQ1QPqY8DomZtx9RXjYbX4vjZY0UjcyJOr1ittlqhm+c6OumLP8SxIkWcpXbw/+QXLtNc3lOpu4fMibFyRrr/XrWe8KjVsJQ6QepSF5USC8zWF1olnh+61Vlnf4dnexnDnVGNM+GRD3qA2o03KfFwGZvYmdYVV16nDQuStW8lBWkRR0AnjWXS6Yj3RVCuWL+shZizmsE6PeqRD1DTooAKTVqmy69Yq3leSBvn5hkHq4F64mUQq0r2q5NABw1y5vk/0jBMM7+VYk5aPTOt/ffZU10AJZyB9nxFbB77VmQ2mPCaU6a9jTXErBBbhe5A8/PX6CmPl579+Bk9+7FTetFPrdCfvfbJev3/fp6m0gbVjKqaWqb5MKN1OH0+8ulzpUqiK0YceZ4JuK1fAtLZAo0+S5SPiGx9J7JMQiBSWmTWSKLPrJrn7yXPXq2XPvs+OuQ599Ghz70vcn8dynP9imffn7wH6uDnPlT32UOapn1QVGvv2Crw1lTRJr+cgBO4Owi4zl2MwLbf0LvYIH04TsAJOIG7g0DFrpi952gDbIcjtqBVndkob9Dq5aNNqm3bp9NA0xpqJiRNhaweG/2aunzhrKqOEm35olgf/9w3pM5eWjsrDYdZq5dNq9Ou1++/9pU68AHSso6KTEWpw4AqPDkramkFm/M3/PqT9MiH7KOpeoiDYaBc99RPU7ri2g2a61MZW4fDVvg9yk55utdRDi3f7OII4tDV49BRNdKyKHRkdSjraiDODHrly56q3McoDsk13+a2HDZS1TGl6Kg4LmRxbhFNldAVYy3L6PONdOTYYixWL+/IfrXTcsAd5hmdfPq54gt8DkBZ5bIgccgYmD1N2dB/94qkGzYkrZ9Nasnvxo16wmOl5TM9Dg20gmdVB1gNxblVCuJK2JNKNOVGDacWU83Q9KUzztZC7ijRcYWDZZ/lrX7tVY9UTwvKDWOFY6bsG9+4TPM0KFqCtUYtgY2vdDFK8rnpDmFSsinvro7lnFlrI63b6w4zS4VUPkcfNFMIgbZZgUOp6YnMSzdLU1Qx6RJ2lVmbDYexgbqs1x7SCX0BUZHB91ggFXnLGeoMlKfg20PHsp6Y91llDu5iLTccUmMcMkcbZE6YTit18ArY2lpWSzMd0qytlb1G5iip6bduG3Vo10mSHd6Hg1kN20RJxO5WbTsr+7WF2Voxd9N1q/JXWei/iy2RvB7zZ8/UgHVeEaGI5yuznukvSizpMr4pDRj3UDNhoYQ29pq2DIKxR013l4nq6pKXWa8JgA0HeTQUZ1GXtdJJUk/iuZaq/hBd0ste9BNaOZNVbIdvwobr1m3QJd/9nnhUpSBAZVgyJpiQWrwTMRttqcPqt8M7k8W67oI/qeI/sNH/nEpI+ynGPYN02wH9N+XZNdbmFKi6UuhUfGRUtuqFrAffT+pprXKzQSk1SpFK9Qp95oSvaH1funleOFCkL3zxbA3DCtlz3rOXzeB6vf63XqRpOjanQ6RPFCgnlSvlQB81I5Z+fI20di7RtiPLz82cXnnQw7W8noNr1ux6+s5dnJqVvn3pjWIYCqGoKR+ZGR9HeI+21hPvs0QYqFdJvIN4/PWqn3ukKtZYw1wkVmvLTFz0nWtUzaxQk9AShNPU2kXWQMRBlhmT9Lnjv0Z+rYr3XTvcqKc86dFaNtWRUit7l0QWemY8FBczRh9xFIw/7fkRdhrDZSzmmIXzotFMnTQdBqyppKc+YbUe9qD9FNOQtZuYiynYLtP3fnSVFhqpxgmU0GdjDyEwtkBKiyEqta0rb1ZgGsRzJszJrNlAPKtK6CfLHscawl1snYJJD3ZYIYtP8Tza1NozE8rMifFHWEtUpfXoDhZYnyYWR1DPp9+7FwEfrRNwAtsjELdX4PlOwAk4ASewfQIhR/b1FRtYIYFNcFbDgSXa7pTd7IJ9Ix6kUP7rsMntyK4cEvWklg10Ci0be5wHeGQ44+v8iy9XqFep112pyGmqw7eLP7H3lB71IAlfBN/8J/pq2ZyzG+fwOFW3qnOfQ+iCuij/3698tmJzI8eu/uiXJ71prV9IuuRb19FPUM0JK1KPMzAHoaGGeU7qtarYVQ/Z9Fe1NORQ0SDCbjtEzqB4332kbrfhIForo69nFc1JkanFOAZNI7tso1+HimhUJtHFw9HB2QEKveQFz1QXT07LobQNU3wTPqVrbpSqbqCuFKnPiUkVTpqA/mGQPnX8lxR6e0lhmgNPT485cP/iDBoszHIgrWWHGbb+hOPtPfY0HMqzmAuUoUIVulKocdpI3/j+ZeIUI1EW07xe9IzH6v6rpTx/I/0v4OyZVYdDzg9/dLPWrJVaanKu4nN0M73UM61CwziP8Y9iSz6xQ0sbMmsqsqTOHYiGUCmEUOT2NDc6+ATgbIaNWgaCyEdglJGBoZacgO6K9UM/pDKHrxCCOGVJwe4aZwPcmcMYogIHT0VpAVDDSsp1V/3QUUN+gntLe5axImXB+iBMnMD7g3lVOBGTsiwtNaooizwbrST8iApTldpOrWHd4RBcKYVIbQrtjox31KIGAAAQAElEQVSDZydoqF4cYtNQFekkRsoaTlVLSavEaXLAOrU1bQdE1MkOywxFtnYyxpvY2IryXPNsVSQjIuoIZkGRNRHqSpmGDYfQDDOiaodSJWmq2xGPIs+nNNON6tQD1Z0s67M3tVxzODsiFQdJSpFxhEqhiiqdiDyEEZn1SnDKNW0raQA/0xGEftpEnsua575D/V5l426U0oIUUcxYzSCwK+IFakPCqcBzGahsbbG5ZjL++W9+Xb0wq3awTrwsmKugYbVKnzrpcmlaOuazF6ofZpSYy2G7gGPoRt3vPkH7742ecjNDFRETFlCGoXi+yNUcgzjlqxdoUHXRy6ymWXgs6EH3lX7nNQeTsU6rV6+U/XtFG+el0752sQaooplpkYWhQIENqbpTKQT4IFZW45wKMEg4QfbhtdDrDNSD1XS3p7n5XP69o1kMSRUNaFhVES20551giq5jyOv6XSl2lFiD3TCvZzxlhRIOn0SdEALznXFeNbL1iGnbve11FeyhaqmCcRHwCwsDVdiYGRXTqEc+/EE45LIq1mvLYknMna07qmphyNzQlC5LnyGM+g4hSDmKT0pv+Y4UB/q2JhFbKtUKqYYlwmIt5RNNMSiEihbk0iCEqBjNhqFIwgBFVkqx4SO6898+AifgBJzAPUCA1+Y90It34QScgBPYRQiEEBZHEonbZtYy7LDI/lUD+6k0B8VMge2zZdVDErvcsmk2J4NEGmH7rEjdAfvYG9ZKN6xfkP3Mvqp76lS10sJaveF1Pyv24hyn2PSySRfHgy5ldaiVOVhE9E/RVw99P7GftBynxzROC7MlhajEweHsC78ldtjCXNpIUx0zp2XjH9Rw0BsMBqo5ENphL6KwQhq+uQ5svu1XLfbz+ZbNem6jerEr+xc1e+iuA3pQ2uHAyzlNdoVApkWwxw4Ow8EctkuPe8weUkucE23DYWGh6eh9HzmBQ6+UrUlFo5CEWg4aiQOX9N0fXKd+6mLvlJr+Rj33mY9jfMLZFGUczVbro+bwxvleAT11VSvwH9r4rCTGkOng8h/Oq+4tF0Mgr1VuZvW0Jxwo+4n7c5/+k4xroE43aMg4q95e+sqZVxTbGsDlEDBS5SJGTkJKsthhMbNnFFI1j8TSd4WY7omYvlHcYtuWwMitxOpZWMzPWSGEYm8IwbIx0u5KTQ64MySGjgQlwY1ZC6FLm1o2WDvUZ1oFBVV22uKg3+JEi0Gy8hACaynL6ilUfMPNXIZWXVRFDvIZEZpDCOr2bLVmNNGUCQ+lv4yarDoKe6QhThehvGkT66NWoF6SXS3ZVEKPgqVNEhpGiYUhada/PTQ2fnOOxVgVu9os1lVEH+OKUzTvKtOSLiRTiVT0iZkokWyYMUY1wyR8KOS1UmhUm5GSOjxHBAKqeOxLs8zaVsrKw4EqeqhRstceq+mn1CQnWHXajNJLPzEPHZSTyZSo4mA+wLhOZPxtoA01KEiUNxjcMKeR5zEzV+IQnQNOAgxt0WLvHzEWG3Om14SzYAYn06qe9OynPUZTNU5cnCVtiJrXlE48/SJdyzvo9LO+q1xNq2UMNY6qXtXXYa//OZwqDeMRQ8MORSyIaA1KdBBJ2d3wceYF3+a5qZXpu2ZVPfrA+2l1l+f/EctVhwUtzG9UDydv6CzXhZf8sDjiTGPmfVPRfvGmfWYsDLFkVbxs5ufNCRfUId6j0yc+/uGq0hw6N6g7vVxX37Cghvw5PDQtrcwpR8BYgkCjTx/3TTXVMmyOsn/TZ4+V0oPuJ9Wx1fT0NOMLYoCkK5xq1lLMWy6RstyIUkNMAXOYoR6VmZ9IDXCpw4LIrHNWDDqkffZdjZ6BIvNXBeaQSsNmgdmRuh0YCYW0tXU6EZJF96jEUptLMANKlq2CEhl9hCxu5kQs/VG8PM+K9BewSqW3TG0Tq2h8SUohKlZVKRcXZloxLW1kSCBzIkT9dgJOwAk4gU0EeEtuSnjMCTgBJ+AEbpmAbXonNXLgm2E2mbl8wyc24x3lVGmYkiIHoZaKLVvUzKFSbGcT30xW7HipRd2GDeuAMCkE+3n8OvU5OdihoGmD7Ly2clnUPqtFHVpzeEWplHhtJymwU26KZ6Air1ado+yvVNyXr2zbflan6uGUWCjfbl9z/RrZAYAmbO5pK7FRDihN6sWuAm1NPZlY2VKa6D+UsXS60re/n9SElRxC6KtpZUfhLoefmIS+ls16U8ZAQ6U0al84MVb26FRqtM8e0v33W8XhekjdoKlle+jSH94o+8n7kCYL/TlxMqG9FDgpnfClS1VNrSLREZ4UrZqSfuqx+4xY2E9d6JVCdFViJGa6AvYoc2ghJ9qAAdswHyT1X+86SrPzVLC8Zr0ecL/V2m+/WPQ971mP0hROqH4zj7uKw0d3tT53ytc0lJBamdDUWRiYI2ZANXmh2EBkyY16TWRJ9p2KhmAjFHpHobjGWcS2f4cwqj/6VGmfWJviyoxgAI6GeEMFG2ufuAlnUVl+guqAb9Bt7IFBZ8ob5l1l3ElVBRt0GIuI86NSgGdQaBMHOpFSYReJmYgrhMBnRHNFrkmkTcSajgLrkCWjiioRCzJrqUPHFX0EeyayVPGfaC1aL0ppF8iJqgN9csAXV4VNAS9HZg00tB1Q1lZijsWzFmRjtXHbWKkuFLD+hoqhLb0UUyXi9MrDU/G8xzyQomSPXmZ1tEgTg3JHWjcvrVlHR2latbqK/b6mGMPjD3yYMg4Zez5tjZbXBdVkQkaEZ6CfSE9COcPlOZQa7K9iR60ZT75CJfu3WGap0KduDj3Nt7WG5DchEEopRsg1DCUp81BXAWMZvxBj26Htqw56rDrNRpkTlioaaplmm5X66787nmdkhZq2pxp93TyvpzzuYVrOBE8x1wkbg+lviZjtZFQ5MG+iP9GfaJ8ZTYV1QTPwetpjH6Ee9ZZH6X777qkqtGoZVxu6Cr299eNrRX1GTbm4EnVNWdu2svcqZqgiX5zwu3VH9tcIxfrC76lnPflhQFqD02mgAc6ihWaZPvnZH+AUtQboBLCZGTs92b9/8/VzLoZNrZluTx3m8Yk/+WB16bcOxipjfygNY8hmgmzdywxAzK44KlbAIqZVAZs6VLLsooNnI8ja2qf0oyt/KKpqOAxSpk8YTuG0tvG0uY8e8kWRvVNipRBoR5wsjUosditCRUOWGIPCUBUiVnaCqq3tAc37iMUnYnmNtePd32K/BIRgdqCJ/mvi5GxuA3moEYOmtpWayC8n4AScwG5PwN+Gu/0ScABOwAncEQK2BzWHge0x7dvJhm/ph3gFqqqrlo3zAt8Uz3Ho6IdaGzlYrW06sm+A+3yfuXFQs9WlHjvaIe2opiuuvEaZtvMcXsu/A9AONFxYJ9u0d+ik5sAk296y4eaWSc03oVLNLjgoZKlTSQ+8331VFQ+G1OMb4FhVmuPrejsMBIkyqhNaWpwI2yH16p42zjciqjns24CtA8L5FPSty6R3vuejSnGZOhxKOnyLW4U5veiFT1dAT2QkKkLCMgjsDjHLDkR1lDrszruV9JSfepSGc2sV8cIs9BsONst01oUbBAZN8c1wy0EkU6/Pnv6zx39FTeqoRkFoN+rBD+AghuIOEnKrEIKM/0TIHt0cBizPEm1K9CWt3SgOW8tV1cvVNgOtWl7pkQ+/r+zEiml64P7YmJgl+s4cFdYtDDQI07phnWRDsrmmu1GCcXHaLLy1E1zgWLQyhKAQRpJCV1/6+qyOP+M6feHLV+vYL1+hz5/2wyLHnfZjmTNr/bxU4U2zX0fYX5WJaOpwmCYQihCVC5UKxAxNzQTGFHDuheJQsTxt4zLOJTujNRMzUVX0jPRlVnYmR1vpKVWZJ9EXpTSuigQrQGz+TUIIrJGgUM3oi19ZqxNOu06fPZUxfvkKxvsDHf+VqxjvZTr1zG9rAQ2c0Xk+KlZhS4pVja7EATmGoLqK6OLAzYF4Lc+vHUjn1eGZ7mg91X9wg/SWd56Gk2aac38tc+Qs77TqpA3aZ0/JuLUpF702KPurdmWwoxwbDRLHIkKE6jW8Q6kT1dBw7cZWp3xlnU44/Tode/oPdNzpl+nzX7pKnz71x8zlD3Xx5Tdjf4+lnbCZdwNtK94BHRwRgnVopT2mpRc88/HKw7XqdaTIeyfwbPTzCoVqNbZXnMs3ajps1C+/6kmaqqReJYUoHMUS6lSuwCeCmTJ/z3+/93Sps4JnTdSJsv/TzRN/coWmqGY6nv+cJyqGWYY9lDnp5tuO/ufIz5W3xzzvg7bNYrgato1iVSkEGnLHQL6CAmEIAR2IpAMfLO2xoiI9lP2yru6u0ulnXKDZvhi/FCFBtfJrv4u/O6dcL5Ng0A6GSoM5PecZP6kuFQb9BbVMfg70CWN7b9ENJXYntNgIVZ75wBxmXggmgfqJd4z5t9Eo2Rqh/exClP2i79IfXi1zdKmqZbarndfqGXrMVKWe7tQVS2tUKVgsBjhmxp15VxOvZ3TcqdfpC6f/iHVyhT7H833caVfI5Ngv/5Bn/nvaACcbM0Mva9vYy7QwpqLT9E4kJMlEo8t636rOqMg/nYATcAK7FQF7H+5WA/bBOgEn4ATuMgK5LqqqqqMqRk3zjWfTssXs7KGPfeY8/fM7L9Bfv/3retN/nql/ePc5evM7z9VfvPV0/et7TtVnvvhtDkfTqisOX2i56ca1UqjV6XWV0wB9jfbcYyWhypXZMic28YpBFpi0YvPMt7yZTS5bXZkTYr/731dN6rMltlJsUaXZjX0OC6K2lMhq0NhyWujUHJ5yV8Ocpd5yHfnxH+m/P3KJ3n30xfrnd52pP/n7z+kf3nEM56P7qq26KqfaMK9Ve/X1/J95iDBJW14hBAXUmdg3yfRIulVopac9aT8tn26Um3nswb7Ocp106plKlTTXJAUOfPPUu/JG8Y37tHLoqOlv5HC3Tq846JnlUNcfSsGUo7AE1hdHiMU/zOi/HL4CObFCj3TSF69SPbUvDadUkx/zWj3/uY9Wt8a64UCrGNqT+ZZ6po5K5RvxoFTXOvbYi4RvS+WwIckcCplQzDUmFxyW3EoCOWYcwehOBCYEd/Qu7W6bjqxiZWlhH2ZO3DxLbZjRkZ/4so741Ll6/2cu1oc+/x0ddex3dPTnv6mPfPpiffhTX9fXzr2UNYqGKjBkU5BU/rPTo0wr9oBZXBXpwEE1IhVrzkJLU0NZUbZeTYNJov42byscF4QQWDcJxgjxHEPRYW1NWnQOyWtDpEWtTJ+JmK1v68u+qbdwgMNjQTP6wMdP0THHnqePnfA9HfnJS/SR4y7T+z/7TX348xfq8I+erI00NgdJawd6dLY26UGq7KcceSBzcLbo71crdOwZl+nfP/gt/eeHLyzy1//+Jf3ff/yUfrxWWghTNKrVrRraXKs3vfE1OARpWEGuapVZt4qNQpcOA0JRWCpZjDtCU4ywQkejqgpK1G1DpfX9Skd9+iv6APPz/s9erPd94Zt6/3HfeajyQwAAEABJREFU0geP/5aOZHz//eET1Kf1oA04NSLrmTVung5x8ZyzrMsvRX7+4EfhULhOuV2j/mCjkrIiz3ifujkNZf8myzOffKD2nBH2ZDQOIdyog+2Zuon3Tst7qhX/BWmAnHnRdzSMU4rdZZpf2KBVy4OmeLaalnKe2//1+D1wrK7n/TYLk1qhs0w3re8zJvHem5LNnbhiVbPuzCLRr7a6MjkR6fHxkAfuI4Wh2kACYhtnh7rxZqmlUsW66fdbBWz46OdO4lnOjLeFSV82Pw+6X6VKdtEXnadEo1gp8nxb7kgSQRKqCO2OxGkVKm3sDxSme2JoONUC3KVBrjQ9Na0zz7pJl/9ojnfGMi1QL7Wzmu4t6Bd/4Wd5n4l+a6w1fROh70mUuZ5EN4VpU3QSoy+mwm4ltCW0trnDXHQ1m6f10c+fp4989iJ94LOXFLH1fqStmc99Qx/83Nn68Q3Yx0PClNM+ozUxNsLcqiglp9yb2cP4yQyI307ACTgBJyDevk7BCTgBJ+AE7hCBGMOoHQevwEZ8OOxzWOip3w/60dUb9L0r1umSS9frmz+c1cU/mNPFl2/Ud68c6MLL1ugr535fQ/atdtBga661a+ZoO612mFRVUU070H33218dukB16Sfzys4lltj8phLLHNqD2RElvlDUXnvtwUGCzXCMOCwaKUdldsuooc3okEGuAn0Mh0MFTtkptYo1B4DzL9WXz7xcZ11yvS754ZyuWtNVmLmf+k3gANRXN27UfTi7/PWfvFp7dFRsCyEoyEZAV5Ls0BcJQ46yb3itj06nEt1pv1XikLZA7Xl1uhV2dvSja9fqxg004JSHNaJQH/nEVzlMLeMgHVWlBfXCBh3wE6IfKQb6aIcKISwKOSpX4JONf1CQ0UmEkNAZ516kNesHSi36ojTTk1avkJg2dTodDpXSc572U0pzs1oxbYdBKVYdnX3ud8Z6Rj1w7mDO0BiijDW93Qv3aAVsr+NAQWDcDJPY1ncYN2+pE3CgJQ60Dd9iD/MUTriOhqnDwbQjO4GuW7dedpk+KYsVpQ6fkfFLFUVw4HN0W3lC60hGeZs+M+0SSVu5WqRKRpCMqwmpco/iSbXMyoa8kdHWfhTbNLqSRgdaOPRLkUohZ3qzZlEhdspfJetOrdLcMOBw7CrXywmnGWtXC8OoztQymX8oRqEg2IfsGbQDeWtrLbaqQaJY46Co9a3v3aBzLrpGZ5x/ZZErcP5tTCu0cdAo4jDpaIO6Wqu/+KNf056sM2taKcMmKpUJyKzFgcrF81lC+8gqYzALrFpOjWoWfNMMZUwyo2pDTaWuqu4KnpEZxrKH5pueFnKPMXW1ZuMCTgNpqpoSj5giY4o1ivNQQhc+EFXkdZCXH/JiLeNhqJlK+yWPrelIgyoE8rs65JAnimqqcQC19u+rtH0Z54RdgYKqDrK/stNH/SXfndOyFfvx3qqVcFD2mIhXvfxFtC3digFr+bT0oPusVjc36qBgvt8wJ5XOOPtHMidqxL42teJlo7r0HOhPCjg6bE7NRi25QpJ+5dU/rU6d1AznVXe76k6v1Mc/c1rh1dIuMrjrWcZrN2Z1p5gM9Nu/F2O22Xjx4eJUjQoh8EwnWR+BeWYJLfZkVkTGSJVSj9qKsVLsdTXk2bl+TjgvKvVjR1fR1xvfcqLed/QpjK2rTL2Vy7qsyw2aYl08/EFdddCFGYv6bz3CQG+hEuqK3YJfRoYs3P4gyX5tpGo5NrC+tVxtWK4UV6i1fzemmi5OdhtTxfzHEMc9ZMU4iY+zSpD43FY+2X47ASfgBHZjAv5m3I0n34fuBJzAVgRuV0ZWI9tihpDLJtscB7YZtwP6oG0UqqhOr1bs9pRCkP01ntibURM6unnjQPg4lCU2wlLN5lbDKHGW6OBYUJtwrFip0C2uqEyx9dfKtveJTytPShxOspKqWmygkyKbYzu8xJDRGzQ1NSXbMGt8ZcIcA/UGCnzTPHKoJM3NDhQ7M1ozl7S2HzkcLJP934Bm+Hp5WTWv1/7GT+vv/vTF2r8jLWuljqSIFRUSiNudx6cQC7scbhpOK0M299YnQ9Kv/dLL1aNPmc2hUuIwcs4FPy7f7qJSdjC74JLLNd9EdRhIJ/X1vGc/Tt1KGgzFwQfpTsGmgVsuIsaOCfZZ0uTCNaCz4nAprZ9nnNhSwzXhQHr6k/6XZiqpiuLwF0SRHvLAjpbh9NFgQXVMsn+UN8dp/eAKoUtFdwiVgioBTSmQh/Cpu/5KqDQhuD23Qd6ifjFxnDeJ29wE+7XF8DqpvQqH1TUcXq+D9w0cwm/SVGedprvzWr2sI6qVea5zVEyR+mjJKDRh9omVO0M7hVY5DIsk5jiPq5aR2LfopWZLK5tp6pIuagjLTf3FED0BiejNcYDOUf2ii0pYwlzIZoNUUmA91bbegzisNuX/rsPJUTF0NV13pTSPo6zFyXEz62+dOs11mk43jaSeE6YXfTm3zH2DTqlGV2DOxbNsfzUk4tWcCjgpUldpUClnc8rMqI0zUqg11cuqtUYHvfBReue/HapHPEDag655+pWGI0eEFHnuW549HlaYalsXUOzwXvHQDoYLPJOBWqlIwClShwW18zepbnDaDNdqWdiombxey6o5rewknI/Swuw8cyWZ88SeNSZPQo39CmzQSo2kk045TWtxmFVwszrDwbys38CLZH6u0QknfFPW61y/L5vLuuqiolIIQdleVGipqiD79dZpXz5PA5zIAcWre1HdtF6Pf/QyVRiQ8ry6HZEnPe/J/0u9flKkbh0i2Kb0NZyWA+yx/ytUFYNQCfKGvmPpJSlocpkdif4tPRWllTNSs3GdYhrgHBuoYb6+e/mNunlOohtl6px9/rWaY76CKvU6gTma07Oetre6lFWSEh7tCp0V74dhasXrivFRkJFRzCJF7NmhBfGsjIdt/aCjP/mb4/S6PztWv3DYJ/QHf3+8vnNtTwudfZU70+pUSdVgraaHN+tPX/9/tIyWgTUWK0AxQpK3/w5p1CZkGRqjEyxebG0UzaGH/qpZr26RtZpKa9TNa9Qj7LXr1GtnNdXJSiyG4XCkrziyTCGctOSiVtFMb5tyN0tsyvaYE3ACTmB3I8AfJbvbkH28TmBXI+DjuXcIJCU2tdk2lVVU4BtQO/wMm746nMJm6lYa3sAGlkPP8Ho2sTerpxvZ4V+jmTivB+y/UnXEcnbznNW09x6rNewvsPmuFWNU7HAsW7tW5nCxzbI4hEX6GjUJbHkzOeIQyVY3SWaHlV179TXkV7IrsGlXGmpmpls2w5YXrRIROxTYwWTYDmQb8alu0J7LxUF0jVZ0B6o1K84KqvgK2w4YA8Z1000cuDkD2tDspBLQE4J9RmLYUD5HcbO13x/Q93LGw5iyZIefJzxmpTpxqEC/A75xn+9nfemMc8XZTUPaf/3cG1TP7KnpZavVwqPGmfLSFz2xbO87HZXDVcsBoBt71I7KYdQfifFNXgrKHN6ZAZ321W9qlgNSU0sDQM/0pnTwSx6lIYV9Wtjhsk+8ZRgPfeiBGg6Hym3L3Eb1h7VOPPUbsgMZVeAqRfpL9pX2lt0qoW3HuMPEDJhPoluFua83/Nar9Ae//XP649e+Qn/y2pfrD37rUP3eaw7Rb/+fl+g3f/UgPftpj9U0zE0fCFHBurL5JiNzSCZDmzAQ43kQkqKxYF1ahSUSYUStcQ5KlrS21LhAI7NHOaNP4bBAqGBlpsPybY2RxU1/loH+QAUTMlnXlXJqkI067HUv0+t/7SC9/ldfrD/+rYP1R4z1919zsP7isF/RL7/iRZphfZgjpYqVunjXhgPWM2oj66jq9mTPZAhB7XBey3pN+ZVBndZpuhqoWZjV9FRX9u8mJdbGNddcI3xyrHMp8gwG7Op1uqzhSgn7qtAVJQh3EOONRYxdEbJFvv0qpote06kYyMrac0VPv/Oal+nPDvt5/fHrfk5/yFgOe82LmbuXysb3f9/wGpnjcfmyaQVAmSgELMgaYIsd4c3J8PVzrtHGhchztocyL4+6yurgaGh5whIvhhR6+hIOkhvXSaEzoyAcaylIwlYcFpmcNmXeTzWOCunbl12tjBMmwHF+bq0e9BP3L2NtMGBQTWuBNpGypz2VfPLMsRlCUIPO71x+rdYtSFUltbyvhLWlHGKBHkMI9FYphIqUFEKQXZgtfBV66QufpamqZRytFpizuTSt7+IENVsaqp5w6ld59mvNzi+oiq3uu1dP5kzFHFWUZ1sjsMEsoVw5TPohKaugza7AuC3D5lthWk27infFHlJ3X822M2o7yyVjkdYp9K/SVL5Of/Cbr9SBD+hAUTJnh60103GHpIw/lfGGjD6URCSx9jLzZ/93ople0utfc5De8BuH6A9/81D9/m8fot//zYP0e795sN7w6y/V6//PIXrIA3jPslg6MdgoZWs/C4VBzAMhOre6LdtkqwLPcAJOwAnsngTs/bt7jtxHfe8S8N6dwE5PILIBrWX72sEws6EO6vMNZ2Qz2t9wg172M0/U/339Qfrr3/tZvfF1L9SbXvsCvfF3flpvev0L9Rev/Rn99i88TzXf3rftgEOMtHxZUF0PNWxm2Q5npRC1bn6WkI0trBKHV/a4KsJmNtoJPwdV6qKnxyY9qiL/8u9coUB+TfvMASFroBWruuVgwzmjtK/ElWsNArHOlOxQkPvr9JeHvVj/9hev0ht/9yV63hP2U9Vch3NhnexgMJ+X6b8/dII++8UfaEizajoKr0PRx66eUaOTm67pXwohFGmbpP5Cw9g0upK012o7nLUlXdH/DWsWtG5OAqNOx7EybAObeeHQydp71QqtmilVZf93kyHNutWUlDCCMQQIhNARaosNWUE51cIfwrFP+vpZF6viMNwGGlIrp6hINEjl3zhYS8ONUVrfSC8++DHq9Lrq9xvV2DU7DLroO5dpw4KKroo2VJWNkeolJOsW7kSZCcFtuq2uyW2qrLykWliSsMPxkqIS3TKvzkM97ZHSMw6c1lMfUutJD+noyQ+Z0lMfOaOnPnq5nvKTe6uHt6JhUuzQGnAWGgRbdm1IaoFRurSPIpZRQbgudhmj0vHkY2xgYH4CcybVGl02XqNp4SjHFOTcY3l1lXNnrJN5HRcHC61PdCZKWwxrQq2G9dxSmFn7CcnYGbSgjtbr4Q+UnvQI6XmPndGTHhz0rEdGPf3RXT3mJ6b07Cc+nPU0VKTNoMUODstTHZXnqRk0yom+ORzb89TpDPRzBz1B//Q3B+tf3niIfuXgx2tVd05pfk5N21GKe+n8i2/Qv73j5LKec4xKqFQOEiA79DHyF0QbhWwYVsyS5LmXzEGrwKioLqo0NA4VbJWwp9GK3kCPP1B6wkOlJzN/TyL+jMdE5rLSkw9cpvvvFa0ZtqDLlNJLC/M+Y4rwabKK4/KoT35JK/Z8KI6QLv22Ss28YpUVeDha+m3raQ20h44/+TsSh23FKWWeK4aARr+jewAAABAASURBVNFG8O5oQN3vXZV1wxzvrm7UMPYVpmq97BXPlP0D3BupvS5IawjXDFSes7hqtWbVKDF/5jTpLttbp55xhYyDrS9lKmMvnyUq0QkJlqMCFaw4kBYR/MQ66AUPVRisV7YKvRXaMOzp2FPOw4kqXXW9NDuHrbkrHmq1aaBXv+IlCnhuW2BkOrV3ZUBZw8REW+eBOUP/pA+FYHexrwVAIFZTH1zqYls1GOIob4kvaLqaVTt7jVZU67S6vl5Pe/RKvfVvfk1PfswqAVSZ+Uzolq0LC29B6EoqH1tUIi+QFRh/JCzSZpljKVIW6aiTNuqnHi09BXmqyaOCnvRo1sija/K6euKjVqmTFtTnz5gGp7W9HzJrNDMe1CpWgREKSfRgd4S9hWNhjY5jHjgBJ+AEdmsCcbce/e0cvFd3Ak7ACSwlkNjw26ZWFa9SNvK2ER8MF7RsutIBD9xLTziwp0c/ZLke99AVxJfrscSf8LCVesLDVut+e3VUaaiAsGPVquUdBTb6PQ5OgwX7aw0dbcRzYFtZ29yGEKgrDpiW00qkExtzBZEZyuEJX45+dOUNavk61spq7LJvnFet6rE5lqy6SdmEs5kPWFDq1VF1GOiB+0kP2ld6/AGVfuuXnqiffe7j1E0blHD49NG5Yq+f0OdOPlNr5mQ/TJFs481BU8UI9MuupEAH3Ko5XoRQqerUHGKsttSrpJ9/+c8y1nnyhlrgQNPn4PzFr1xdHCr2E/1hrBhPXzEv6IXPfarY16viAFMxZjvrmM3i8GAHgBZ4JsYo84H/SDm1snH+4Erppo1ZKXRldROZGav+/I3H6/f++Ci99g/fp9/7sw/qdX/8Af3JGz+tN/3TpzXA+dPrTitxsOgst4NZ0g+vHJTDYxkdXpoYohIJO6wTSBzwIlLifNCUz6TApwnB9m9sHhUmRoKqotlyYkkni47zFvsjj+UGQynQ3sTGl0sLlav0ywfFpbVNUy4WRcoTPIfMjjRFmxmy8OXJvq3vUVox2tz21esG1XWgBpncw5YDMNrsc2iHYfImd0CjFhlEajEW6x9RuWwkIwsz66Zk3eJHVDbOyKh+LNaP1CWJw1wqvWh8JayWEhVa2owys2JkrKHRsq7UzVKHU/RMp1EnN+pRNl0PlQazmsJhQFPVVa0mZdaLxOND+1qJnlvm3XTG3Nd99u7oJ/ZWkZc8d3/98e8cpNCs0fLetDLH6rnhtC6/eoPOvOA6bAoKER2sPWIYKFU8b6bLJNjHWDJhQkbrR7IwVsKhyXuCwoADLDRzWs1Ypng2etg0wxh6WmAuZ7WibpjDVs1woMQzwCMuTFdmbmLsar5NaujwhNN+XH5BccU1N6nb7dJ2oEc+ZH+cEk9WLyzgTJzXXL/RfJ7Wiaedp+vxhPTp32wBBipZExgXQkeNpONO+Zrq6T00aKU2RKpU+re3f16H/dnH9bv/96N67R9/WH/4xk/oj/7qGP3pmz6n9QutWt5zifWScJZtmG10wcXf1QJ9yNYGukuIbrvLs1XmxCok5iYzJmpEKdDnHjPSsnqgwMPftkG56ul7P7xW6/rSJ79wBk6dnurOtAb9eeZ8qAfeZ0od2vZY20yLMEOhEsySWjRP5pqBSJk+0yggJrtGz2FSDFl1O6+9Zvras3Oz9uyu117dDXrBUx6kv3jDQXrPW1+jw37jZ7XvcpVfPtm/PRNCUAisMfqRMMIUjqUMm3U9To4C0vZsC2MSkouFo6JIc0woJgYGEHg5VlWlwEOQhvPqJKnKUgePUScPVGueuZ7XVByyThqZw3Cq29HU9LRCgFuZu1iU27ADMRNtYSfZfjsBJ+AEdhsCtzbQ0Vvz1mp5uRNwAk7ACWxGwDaxtULJC7FVYldvP5Pv9WplnA/dSmULaoe2KpRq6hByl/yarE6YVq9aJis/4MH3Z6Mr1WyEA7v7hDShp5sXpERd+1a8afpiv6uWE0AmN7FTHnKcaTkgJhTaN8E3behriA7OHgqZ3pqhHvOIA9hISxUncNuAW3agQs3GvKJ9skNabEr/tgHnfCZ8O/rFlz5M+y3LGszerB477/5Amh92dcyxZ8h+ndKgKDd5ZCA22s0xSTkkZXSHgAsE4zN92KArcinSIw6ImukOZbyyKrVhmU796rd1/GkDtfU+uJcqDj8NB551euqT9imHBaGgYsyB7mzsdkqIxpgBDclP0XqXKsI6tupQ9tXzLlMTV6q/kKhe0V9HG/ut1jYrtDbtq7l0P21s99dctZ/WtlPqrthToTMlxaAhzpoG3U3V0RdO/qoGSeJMoqjAfy2h1HAgDxzIOMOp5lAYQ0f4YhgldRX4yNKgoSLxVmrRmWkJ+pGxFI8io8+klpFkgbVIItuqWJoBUIYSxpWaVrZmIuVirgMSq0otBpoE65vG1pazJVrpmwZ20M2qlCwnNMpUCCGIQNZHor2dTjvY2Km6o3oxiYj1pBACUWwgZToyM0XXpg1dmVZJtq5CwEj6yUxKoK7pD9RKpbV9ksltcxlKq1qZ0OxJ4qJRCkM11VC5zjxPCb6BQ6HQSjl3RpeQiFTojoiQFihJoegTC8SYtzgRuhVtKRNlQ5wNRVGQInM81a0VmMSKMqsSqyjjYXMZI7ZhWAhBgXEFMnsK6kiapu8e4WMOkF70nEep7d+sGkdJ6PXUjz0d9amTtYFnpj/EUvuHRdBD06LbuFlcwOExLs9nkPVeY4uFKhc+EdXYWJOqsaGmT4tX6GJKlXj+Ak9uxBpzJGC5pju1GILKOkO/rQ/xPgk4ijZiyxe+fJ7mw3KtWL0Sw9ar167TG371cfr5509rRVqj6RreU9M4IaRBvUzv/vDJMmcKqhSiFJJUh6pY2+f99N3vXaEQlmnY1OpUy9XvV8rVKs2GvbQ+74mT5P5aO7unZod7qd+soO6MbAqa3FUbphSqGV173RrduCarVUeyyWECssEhJWBVqrE10zZbjjChlJo9+Pz0sy98umrmprZ2zGWD8+hrF0nnfXcNczGtfmo0w3vhYfffT3szbHs/ZPJqurO/ljZMQ4FZkWcgxkbGNgS6Kh9R1llFMmIh5qjluYhVq0pr9F//8jN6978eqvf80yuRV+uw//1Y/eQDpRWYugKzzYFsqjp0GmT/RUbTlQ0CzRIkU8oKdNDmjB3kZikEqqREpLVeqd4iiXwqatPFK00J3Q2LpbXs1MOuKXVob+uzQn+VGSi5oudKFNCPLJTUwo3ueEuTr1EshkYlmiO1RkJEReSXE3ACOzgBN+8eJBDvwb68KyfgBJzALkUgsO80GX1zyN7T9qLjEcYkNuYmLfvPXLaxgTJ76Vqb0UZVbHNFuXSf+/TY5jacZYd8Y9hVDh0N85SO+NCX1RcbXkqruqfEgbyqKnJEu0CnkbpdzTXSCV+6Qm1Yrqq7rGzIKw4VHbbIT/6pA2TfVFe0EJftz1NuRn1nMpbcge262cgZQPY3eV79shdqj5lKkYOHcqW6t5pv3C/XTbPSMNGQU1vOuegyVZETSUZHIEzWEaH9/J4zCv6AoKkoLetJD7rfKtVWr6o13wTZX6U54YtnFfunppYxzgXdb7/lWrVMsoNwOehDsRww1DLmpLblsG1917WsbyuzIdpfzUiVdNKXz+EA11EVpzXTm1bk29lu1ahNnAA5EZqtmKO2GWi6E9TMr1Gd5hSbRlN1R/N9yHdn9K3LrlQbJNArhKCRLVKH+RjgLOnYAbrkt3BXsQXrlOFP50DK5EWpqmT/boWCWUu23RY1IZ4VqBeIUdcOhcTsjpaPQ8DsTTC1XxNgohQFwVYZ5w9VSJMREGtkxhJmJCGoU0sli4dQydbQqGoSpisHbISJzaWJ9WNi7ZlCcdZURYNovJXVY/YCvaNaCtwxK1o4ziOlECqRJXsWUK/If9Qsn9rGZXZE8idCdPE2PaajIsdsUtGyqSbdU7L53Qz66taVpjpdDvpi/FLTNurwbXxrB09jRKe2Nq2lHeWTRRDjVYwv47FcEwq4A3nWc+AZ6vB84TvVy37mMVrRTayhDTJesbNMazZGXfpDvBe1VHenaMmN8YkOi36Soxvd5EcScVJAWhhgcxEJh3gyM+vJ5nrYiuF3+BjdGRZD6oNbIbImsKvCGxBGxcIbpRyCBqTf+d4TtH4uKOPssfyY5/W0nzpQ+6+S7OD/C4c8i7ldwDG0oKmZlcqM47uX36Ab10sLDapYfzbPdCM7xH/n++sUqxWaW2g105nS/IYNWtaNvMf6PO99s5xDfavpOpQwt3Oq2/XqxnmeoyGOl6FC7GjQ1jrzvNE/eMtQNJKG9hhdeAfqWa6lN0kgWpH91Cc8gvdVozxcUMccC22lzxx3uuZwkuaqwyOXNFO1OuiFz7Jh837huWFF0BQNjAuGUZUCTo1o80NuMOVjMQcKZihk2Fke5XZHHIoMTT3ybIZNehQw5dieipDc/KZTqkv2vBGpYkf2rAUm0EKmuTxvw6EUq6qwsHUbFCRs5EPKsQSYrUAUs5RMH89nQE+MZsGoin1mBQLGV0IaCIkVeRZamcaaM3kmBNu76Wd7RZ7vBO44AW/pBHZOArxFd07D3Won4AScwL1OYOmmEkeDsm1gxxtUjLO/wx7Y5dbsxC3XJEz2qRaaBGlhYY6DiPSoRz1AVWdBw7ygBU5MbVilb33vZl15vYS/QWSxca40tAh6I3ojO+nZBelq6pz29W9pnm8lGzbKgS14hWPgIQ/cVzOY1YuV2GezaRcHGSlwYBAb8syhOKMrs8kmoCCSbSnJ/CdPe+I+qrGnF1u1fLs+T18L7TKd/vUrZQ6LwEnCnBoxC03i4JwVQlDiQGdOFAtRKCu3Q4IdfMxJ89PP/F+KaV4xJE0v45tqBTVs5xNGNPN9dTj0vvDZT+IQhkkJ3YwzZwmfAp3EklmRVwUyOeCJi5horjwzox/cKNmvA+rpVRo0lYbz8+o167SquknLw4+1qvMjLdePtCpeoz3DTQobfqj7LafOAJCz60QjDuFTHL6DFtqOLvluKxvv0AaBrVggO0R3Qk82/iw7HC7IHD92sMVktVSyZdHUWXOBg6OyMjZLjXIaCDWbRJFkhEANl4AI7iJtYaVoB38AdDo9zc8NZbA3tlJbBSRzsG3UMqfGoEl84hwK2BokkUJ7lh0SI+nAvEf7KRNxcyBgFTEphKCMEFHAI5BDJVSKM6cqGoYcVA2javQzJGyrFCX08qGsRMUcEnOflbHVcgOdmwh4wVrwjASJ9SfJIhI6EtFUDLVfRuHvUkV9k0ifVFm8UUfd0it5FUJ88Vv3qugtv9rA8KlOTbpVf2Eep4pohzCuhK2B0Ho2yRw8UwjYP0DmlENfdqFZYt5MUmjIT0pBEnFxBRyeQVEznax9cUY84if2Vw+HXZ2HyvaLkbCn3vnfH5Ot2YR+FEjMYwimJCmLMQcTLV5WIpsfBtrirZyqu6phMNXtKtbmdIhiOasJtRoMzPb80TqEqAXcJQ01rMVcAAAQAElEQVQ6LT4cLCiY7WoUeejoRdfeJF3+w43qdFbwbLfMxkC9ONQrD30SnKR2YahnPfV+2nMma0UnKvAMDgdBbZ7Rf/7XZ3kOpBCj0qAVRUKBjvr0idrYT5qeQudCXzO4fvfobtDKeDVylVaHH2ll+L6Wp+9qJl2uPeJV2rd3rfabWa84XCf7a4ihrhhyT8ed8DVcE9iBsSGKK8NISKscjJdkn7a2rLiiRoA1CHTffaU9V0fZL94C+ZG5Wb+BsYeu7MUZm3kcuXN69MMla1vjADU9gbriIY3iuTNpK8rRjA0qFxNBOF7OxGpVOH5CrhXtGaItmbJaS0VFcZSYSysvYhVKZPSRQyvrpsVT2Ykd2Xz34pQiunuY3amtXkRVUKfqKAM8YR0Rnq+gjB34BBXoy5wwIZDHuk/MaROGaqPE9JU+EqpMCMqd+WR5KVe1cmiws1VFZs14AuPKhEKvCdkaSeIJN6E67f2W5BCcgBPY7Qnwqt3tGTgAJ+AEnMAdIMC2ng2+bTY3NY5sOnmtcvjZlEdstBPdfAc63qhSqmVTU3Z218+88Bmq4wa2zLPqcpjJcZqj0HL93b9+RJdcLq3jDN1HfcOhqs9md47T1AbyfnST9Oa3HKXr14vDSJeDL5tqHAdTcaN+43+/kMOYbAuuGCTOQho2UhWsZ3GICgyBXTsbeHGlYMaOtt1THbGJl575pEdpCs01NVPLwUfL9JnjT9c81fq0qWtKghSJB1FOfgsJPAAcxOiMdrFSuTI7eNTqSU/Yj2+wExv4gWZxnuRQK5VKSSumau25rNbTnng/Wd3UoJDWnBWURlEOE4lDh7AfrJxWa4leJM6wWpD0iePOUOiu1Dxfn1dVYBxDvfZXX6b/eesv6H/e9ut697//pg5/+2v03//2a8R/XR965+v0zn/+Rb37bb+qJz32IZqCPKcVCbuGHCaP+PDHZX/VIXD4SMzvgGFVVaVOt5IdVm28Taq11joPgk1Hc6mrdeRthEnLYWm2DegIkOkoRLNYixdN4BdH6TwK7DMxXnPWdDodWb99DrKxt0JzA8kO1Rs5AG5k5A12DUKFS0d8Gx8030otc1XRvjJFnAYj9Wx6qxw1SAj9zEN4jvz5IpUWsHWB+ABpQ2ROooboSA0KCcWYA30qYfFkzaDfxm9ZVoWkQMTBi1yqBUT0ZWL9W4h6q4ZYC3SL0OqQY3c2ZdiZoKIwetZMp5WZmMqYpaKPpkoVlqusiZKPvsRCN8djjDOFl/16a8jhet2wC6eO+hhmz888bRtZnsQRFPMy7EypymX9ZuqGEBRCKHnWb5D9l6HRQlF60fOehHNiXs1wXpl1M990NahW6sc3qDgicqApJ/+ozKgSCROC8W3FY/Ulp8w5C8B+/WQOsn4TlHGErOWZX5+ljYx4Fk3rSc/SYqhpzbLm5jlkx3qGnMwS7mtg74pWOvzDp2n9QlehmlKPZ8KcQP/rsQ/WXisl+2XFiumg6Y506Eufpfn1V+JMGSqwbnO9XFffNK9vXrZB82hNOD/oQmv60jU3zqszsxIHb181B/gH33el/uVvDuI5s+fqN/Xut75O//Pvryvh+/7j9Xrv239bb3nzr+rPDjtUM/VAHZwa5hDAD6O6t6/WbpRYmgKtNPqQOVLsvWRLIjFeFRmVxnEd+xHZk5/4cFVhTjbvlTklGGfm+ZvifWkOrkcdeH9FkI+cFFIe68nwCTaDuV7MsyKQya7MRwh82M2alHh2aaPSt82mWG0miTDJYnzc6m0qM9VZEnQXRms5VuoPK83yfpml4/UYsQHbNiKzLKAhWjfSZhhUnsvxq1F0rKrYI8YQKKs0oO6CCXoWkAE1FlRrAcALrPlhVWuO/CFjCragzUPWohw9IQT0pCKoWLzjOGa1aDpOeeAEnIAT2H0JTN6Luy8BH7kTcAJO4A4QYF/LRlO2hy2hpW2zv1RVy4ZXbJNHu2RKgmT1JmJFQ3bDbW45WEgHPijqAft2NV1vUGjXlv9V8jBMczBfrX/9r0/on991mj7w2ct03Jk36osXrNMnTr1Uf///TtRfvOWj2ljtpX6cVmd6isPEWi3vzOqnn36g7r+XbOvPNrrRYDjACHGAwQ76tG9mLSNwiAhsqG2DLEaUOQajRGJjHdjUv+A5j1Lq36SpuqbtjHLgMN/09K0fznNwpxqbb9tY26G7qirlGBTw2tgvJWJVSVXUkAqczRU6kYPqQhnvnquCprtZMVa4LmqN6mfNb7i+HG2Xd7CVdp0qijMlvUgBdcU+ja5AecUHgUIQThZpHTafeeEPtG7jUJ2ONZjVypm+nvaESh3KllF5GumiYqqVVkRpmrCDkXYEfe5TH6XQzqpt+sXJVXf31Fy/q/mhhC9DFfbi71FO8zDdoPK/l67hUu+rt7z9TP3hXx2rP/vbz+mP3/w5/cU/nag/efOJ+t2//Jz+8u8+o49/8kItLNBxptNAaEIwupMC/CfrBf+HRDWmh8P4ULnqctBcxoF6T/37O7+iP3nj5/Wnf/9Z/cnffkZ/8ObP64//7lgd9lef0p//47E64sPn2CwqMk5UKLDOarQH6xeewzyldxx5id565Dn698PP1b8fcR5yrt5yxLn6t8PPR8h/z5f1mS9+W/ge1PQy/bfKAVDBlNbF5MQnKSlEZYzNrLZk8RiUqWdlFqpK1EnkWWjzZCXiIm1jFmlOuvbMmGQYtxieLK9IK3u+WlpM7jCJWEhzU0GXjDIx7qS6N6VQrVBT7at3vf8yve1d5+rtR1ygd33wAr318PP0tg9eqLd/6Hz9x5Hn623/c6puXNNhnS3nWZliFHSeUcyhOQfGij05VAohFKGE+RcjDuVXHp0gPeaRUctZZ+ZcbGNX7cyM1qWoD3zqdDW11FJHwcbL+GWJETPZnJhCxLoU7GzsJFlfQ9n/Ycrmvq+Orp2V3n3MpXr7+7H/iLP09iPP1v985Bt6x3su1H8efon++8jzdPhHzijOtMZ+BVP3tJCDvvODpG9fvlZtXK0+nsB2sF51s0b/+1U/pSk6iriRAgDt10vPe9qe2mf1UMp9BcZhDqiFMK0PfvJU4etQv5LsQH/S169Wv17Jc5HU5AXGHvSQB67W8q5k/6CxPWMr0L2coU4TVgOJZaQ9SfzEftI+K7tqZjcyV1K3t0ob53r6xKcvkc1xAkRmJmimEASiRDRSF1FQlEq9EC0mzaDzhc9/mAaDm1WTNxxk5rKrAc905j22YqajX/nF56jLPPAosJYwiufAtOYQxMpUyoS0NfaJYkygF2oQp4roViEE2Txa/UAFWsguotATktBloeWOxCyMljue+1EunzmrQ2HEmxQpS2p5zrPqFfvoz/7hDP3R339Jf/j3J+iwNx+vP/mnU/TH/3CqXv+mY/VHb/5YeS7bSsInJrOjUlBUrSoDP0wxH6v0X4d/W+987wV6++EXIax11vw7eNbf8Z5z9Y7Dz9Fb3vVlfensqxV4R9uPHRWCxLMrG4xkFhcht/QRWKcmmExfkuXLLyfgBJzAbk7A3om7OQIfvhNwAk7gjhCIyhyu2GorhsAmNhWxzXVQ1uTKbJJVRIu51sbEatV1VMV/+DaEX0F/9vsv10ocITNxVsu6rdrBQN0pDhqDKX3rBxt03Bnf1fs+foY+8Jmv62PHnasf3Jg1rPfSLDvrutuR0kZVw5v1mAP20C+87AlFZyc0Ehv3bqdbbGjouGIDXewip0IC5WSzeW45sIiNclKN3Ss4ae2/t3T//ZbjX5nDnqHaQD+dZXrXez/Mph3VtqOXxDlEffuKmMNLFSMFCT3ZupY5Q1KgErf9yqFtpd/8tZ/Twsbr1KHu1NQUhyAsGS5wGEuUvbqYZ/9WQKxoxD1IEqjpB90pwz0rAC7S3g4Dpp79vn5whaS4XFXsqu3Pob+v5VONYpKW1Y06fINe8b1tBxeO/Rsqpr6uWnVjX1MdcSieUqeapT3pqa5m8X6sWd/XV8/8sWwMQz44p8oOQBWm1DiZWr7pnevXuvRH63XTxhldtWZK166f1o9uqoh3tX64Umtne7ro21eqxbyt7zTOshCxExK6ba4yLeoaKxlzS8dNW+u6m/paM7dMV93Y0TXrpnTdhildvbajGxZmdOVa6aLvXinOkyoHP9RFJQW+eQ65UWS+U+jq3G/8WGddfJ3O+sb1OrOEN+ici6/XOaTP+8YNOu+Sa/SFU74m+zVCQ/uETQGbbBJabMlBaBqbTRAVVJNTEZoThyxa2adJtg+JNZUt1yaSrIySgEWyC32glRXJ6lge/fx/9s4DwJKqWP9fne4bZmbzEpYcRJEkooBEkQyCCooEQUFyBkURJAqo7ylgRBEUUTEH1L+ozxwwZ1GfPhUTcYHNMztzb4f/952enp1dFlhgd9nZqUvXPalOnTq/7hlu1fbtUZ1L07I6JAXfJDnAObVoLvgynlduNt4t0WFn0pqC3/zv3fjVn2fGff7ojvvww9/dg+/++t/4yR/uwe2/uQt3/N+D+PVv/4puZiijXzTEo6Dxkj4WufproQLH6qPB8z801Im7eP5uz0bRITFe8Bk9HuL8f909m+ceMaGor3TkvPjFCnFGbaUqS84pwH2xqWekNOJ5z+lTCUta6F9o+PGv/46f/PYe/OKPD+Anv+Nefv0v/PSOe/HzPzyEn/M83v7L/8Pf7+nAGi3MW1igWwA3fvjzGMqbaE+YjKRRoK+nwC7PeTqYz+BvH3pSFlwZMDOwitNOPBwtDCItMnQ6XSpMwIPzgD/dCSyge8wR4Ts/+BX1+9BoNHjec8ye+U8c+qLtmAgFGhhCk+faeAFbliOhD8pr6rpIuIB+FnfeYStMmpCgw5/5UhbyVjwHHepmAK8Aiz6phiLnpUOhgcCRkuOBkuUd6K9M6RlCSkxM6jWklqPBC1U/m709LWRDC9AdmIWpExH3CtooacNQ2VcyVva5AIJxtbIETzlK2i+hVdhmg0OQjnFu/NlHFwl//9AMHv4qHt61RE+gj0QDXatlPsTfN0AIKeYPlbhvTgf3zC7wQH8v7uPP9j8eTPCfWQGz+DP/93sH8bPf/Z3KQNyQgS6UNEM+4Iu/BIvQxq//8G9eE/fiZ7zGf/Ynlffjx3fcj5/+8f7Yp+Tal7/6g5h4CwmzTJYA3DuNRRy0tOgoWZWw4HJSYc0PJ+AEnIAT0P8lnIITcAJOwAk8XgL8tF0iQeA8BQopg74mkwhNBrsxWOAHT36mBdUoObUUHmT8GF6wXh0MU1DyAzkY8DWon1JtCoP5q974KsyYnCEMzUSazUO3M4hmcwpCYy30d6ciS9fDQ/0TkDXWx0B3EoayBL3tFqwzCxMwFwfvuQ1ef+qemEDnkpyBHYMz3fXBJeLCWVefmY2fm3PAssoHsBxWMH6oToyTOW+gvx8tVvfZaycmGIbQaIIe5xjgv253syYYF8ZESZfZDKqhmQbwYznKhR20yCShgjEQCvycrp2zC8F6o831t6H8+gAAEABJREFU1wWmT6V2MYBscABlNoDEOiiZENrsaYDmyG8JaLygP3Ix0FcFNQUD1pzey27UBcDYDT+8/ZdgDMhkVArd3t9Ouzhwv93R0FIMfkoaK5hM6CBBaSn30qVlAxhQDHULtHuB9TechEajA24EfT1NTJ06FT/9+e/jnSk5A06eMq4WFJdB//IN2kzTXqQtng+0UTIBNpj0oJO00QkN/oszg1AGpQPdIVibfhpN0wJQ8F0CsAugnUo4wm7iQysxhHwQgRHjxFYPMrJt81/yh7IeoLUmr4NJmMdk2gADsazRRjck6DIIHzQg/is7qNZOYTZEfweR5QORbRn6uPpEyiSUYSLHFwmsj+0+PDRr/rBHARmhKnClOST0iVcPdD4kgeeikXeRUhrUa/BnIeUPAE8bCv4QlKyX1C4UrHFF7k5muEbC0jhCZ7kStwya4uktkfBnKS2AJjeRMHqXLSrz0MpdlKbz1gVChm4oolUuBSQZLHRhCVWDoT/rION1WbT6MJT2YCHPS9E3FQXPVdGYiCKdgKGiyZ+jEqEJMJ8SuZWarysjN4RatFntxYBAhwqdIAC9rSYDa2D/vbZiEqLDJGZG1l2kSYIF/Rn+8AdypH7CayFhXznCgZOjTZYFCen65CYKNo1rByYLmAlAExkFSC1FCL1IGtOQhSlAaxr33uI1xT3weu6kKffaQEl/uCxSXrt/+N8u5i9M0e6ZiAdn30vm84H8QRx92I6wAV0TXI2bzbIGbRsaAdhi016sMbFEGwOYwmsq6y+QdZq4+u0filznLgAToYF2CGyIvjFJt/bUPqw5CeTA86KHPHOPZobAa7E6F0DBBEthC0EE2OG5m9Dmg+hpGPhDhLTZwuBQjpmzgIFuxh2XKMEXmVjZjTqBdRjr7OYswHLQPPSz3UiAFx2wBxrFAC+BhTAmUTA4H5PbBfbfm7+/ABTlIAomegqyZQtaINCnQP/TImMShkr6BVkAsl9SoeSaJYDAvkTXN9sN+pOWC/n7hetwzEYk8CpmY2kHr5vR3fyNC17aZF4gSUuyLJBYClgDljSRpw0s5A9DRsyBGyyTlL6n6OtbkwmoNCbJeKnADLwuCqIYRMK98cyAFyxttxB///B6H+R1P8jzOJS2MdjoQ9aYgMEMmDuf/ifgLsFXyXkG6BjpQz1YlVThLwt2BoofTsAJOAEn4L8N/RpwAk7ACTxBAvzMyQ+v4If3fgZPD6FlD1BmolnMZkCxAKYPntG2NFUJ8YN2YFWS8lNroCTBoh3Gu9Bn/KmMka984ytw8D7bMDgZAobuh2WzgGwu2gkDCSYbdEcFGBQ30I9WOQeNzr3YetNJeM0pL8WrXrY1egPQTAokLMFXEhp8R/zQnLBWdueghdlolw9FaRZzwX+wpUJJj+ivUYuTe3pa/KAO7P68dTC1tRBpdj8mYBYmpAvRDhlu//7voHgyYXRU5uD+hhjEPIRJzX70YC56jP4xsGXIBW4T8YN/auQDtA3YfMOpaGYPoq+cjQbLVj4L222xLvSQWvDVZBAhjkWeocXJDfah+xDH56A3mYdmuQBlZwHUz5wN9FzXf/3fH9DO+xEG78eUxjwE8tvp2WtyPqIPJSMQo50GDAXLVrPB/sBkQYm0EeK52GfP5yBbcDd6bQ6KgbvRLObj/n//E62AOK7ztO70HvKYjV5ybJBLOzyIpj1EXnMA7qNRzo31dpiFZphNH2djir5TxDWr0J8V0KCKKKpLYgMWSvSkwLS+Es1yNpr5/Ug692BCOpfsZpHBPKAzE2kxB72NftqfgzR/gD4uQF+zC24PJYBAk5N6Sp6veZwzC83i/ji/N5mLFhm2AkubH+c3MAcp12qUc9DguVuLAbL4d/WVD0vQYJCnJFZJcmUJsADd5PlcgGb5EK+lBykzYz3F4MjuSmafqgQC6FagANUboo8l3+M4bSYFkGaz0SoeQk8xK5atcn5cx6CX3gOnW7Rf0gljcCtLxlRfE3PQtllIuvfwGnkICc9NyB9Eg/tMMDueE2O7FWZT50H0hgVoYIAJkVDZK3NobwnA8zaEHsxDL89lbzkLbZATr+fAMR0hSVgkyIscujamMFG29aZTqP8A2tlDaGZzMIHn4vbbv4mikIdUR4CRpWojwn2XvKjEOgbv1J0+qQEMPYgJjQXoKR9E0vkPr7UHyWM2knw2Gvk8pJRWYImH0Exn8XpZgM7ATO4FvH4QXx+47r3cXwcJfy+tMTFD6M7EoS/cCRNpflJPgsQCdVMojs9yoMlZSQa86vB90SpnotF9EBOMfJIOpk/pwayZBf78+zv562cWemwB+mw+ZQF2fe7TkXJuKDOkQTXAkmrPBUpk5GqWc/egDGHT9YCJ6Xy0bXa8Xqz7AJpJP37585+g1UhRMrkhKy3r5zU1By3w95XNRYM/8wl5GUo0uI54FfzB1++MvXffGI3sAfTag5jaM0Dd+3jNz8ULdtkM6AJN7rWBBNA1w3eaQMMWcJ/cSzk7/h5q8me9kQMGUPTOkusFgPujLmahB7PpzxykNh/yJXAscFcSVjlPPaxxuqFghW3WWYmHrtkOL4iUfZMmBjTAn2Gbh2SIvhez0C4eosyi73N4Dc1Cks0kp1mwzn2Y0BrEZP7y1CUfaDotgXaykONz6ddD3MtMtPEAbc5GE7w2yKxJ26nqYT6ZsS/00+9+TJ2Qxp+rsqQhozNA/H3OFmvDR9UNbgr+cgJOwAk4gcUJ8Lf74h3ecgJOwAmMGQJPgaNmBjNDMCAF0F3YxVmnvggnHrMTjj/qWTj25dviciZCnrnJBH6QBT+oNmD6ayNlyjJUwg/XxoDDOD8e/DCMwFpZomEZpWQABRzx4q3xjjcfgbdc9AocdsBm2GK9QUy2v2JS8WdMwl+w6Rpz8fxnTcBrjt8d77zscFx02h7YbtMEPTSlgBT813zEtRP2FNAHZtVaDeDKi4/DCS/dEaccuj3OPGpnXPWGY5EOdtG0BkoYJVA/gLPiPntp4aKzD8M5x+yCk1+yLc4+clececJB2GOXrdEMgBUlWjT+3G02wdmnHIyjD3k2TjpiF7zhjMOw4VrtaIPDAHIwMwTx6wNw5tEH4rWvPgCnHLEjzjhmd5x74n44/ZX7oUm1poKvrEuGJRr0SXc79GTAJa85Ciccvj2Oe9lzcdax++KUo1+EZgG0A5By/OQjD8LJR+4Z93fiy3fCm1//KkxJwBCK0RT9TCzQJnW5fpM7TJDReoGUe2+wr8Hd77rt+rjg1EPxyoOfg9OP2h1HHbw9Xnfa0WhxnaTIwRgUZxy7D9702pfj4jNfiKteexAuO3svXPGaffGm1+yHS8/ZD5eduz/edNZ+eNPZLM/cH29+3eE469UHwYYy7ocL8SgpQOA7hQ1eAqwXiIwwRL0Cpx63Hy7n3DeefRAuOpv18/bHRWfuictesxfedM6+uJy2r+DYlee8EJeevj+uPPsQvP7EQzAhAVLurw3gjONfistedyQupt5V5x2KK1/zIlx69j64/Nx9cCl9vvScfXDJufuyTr9fux8ueu2BuJB2Ln7dq5HkQ+iLbBoo8gAzGqbNQG469+L+2tMPx3Ev3xmnvXJnHHfYs/HG17wUz916BvT1BemF1LhLCn92EP+FPgCcX1J4SjiWwPhfy4D1pgFvOv9onuMdcDx/ns49YS9cet5RaBBLKJXoSDm3IW0K5+UpE0AN9PC8zZjQwNsuPgkXnnEgrjzvhbjkrL2514PI6YW47KwDWB6IK3le3kxuV52+N9567oG4+Ix9cflrX4o9dtycNsBkQ0DKtVo8H2e88hCczOv4ZO7pJPpyOff1jA2mMBAFiqLgigEFf5bTYLymOtA1eu4Je+K0VzwXpx75PJx0OHkcvhtOOOYgJAa+AucgSsFdswPcRBQLARZKBMugr6o891lr4r+vOA1vOOtgXMhzfNXrD8ZlPF9ves3+eBPP1RVncy88528+58Xc2/64/Ox9ec3uiWsuOwHrTQITOjnSoRKXvP7VeNUhO+PYl+yA4/nzftFZL8OL99oKCf3nDzn9B6+SSnRqreDcBHjuFr147Yn748Qjd8Jxh3Mu93P8US/AelMCdnvupjjxqN14fnbAiUfshrOPfyEOP/h5YIw/vE9u1ox2S57hDn/q+XMcwJfedL5C/Bm/4vXH4cQjd6Gd7XH8kdvj1Fftg7123g49BvQwwLdOB68/7VCcevRueNVLno1TXvF8XHXhqWiXQJpTqUhhpSEJQBNdzgF/VnjtHLUTjuLvz5OP3h3nn/MyrD0F8fdD4PWb8qcqKRMEgc+7OPwlu/N32f44kb9Tjn/5DriSvwt1h00ToEYCvXTXi26guez8V+OEI3bFKw7elj9TL+Lv+jPJEdQbLQHxBGMpL7oMAeZQK7QQcuCsk1+Ey847nD/TB+OKcyk8r1eccyCuPOcgXH76gbji7INx1bkvRvw55++Zi3ltn/SK3dHLX/ItZlN0nV7Gn9MrXvsKXHLGS3D5WS/Em/hzfgXnX3bOwbhc5dns47VyBctLae/iMw7Cpecehgv5uzTNed1alx7xKIGYH2QVPHuVsGEUrgUKcfN8su2HE3ACTsAJ8P8lDsEJOIGVSsAXW30IlHmBiT0NTJ9o/FfZTbHLczbA3rtujo1n9EDPGrH6EzU/oC6269Ht0fX44RVI+VG1oRCkfw6aZQfPWMdw2IFb4rLXvxjXX30CPnjtabjh7afg7Re/PAavezx7jRg8KZhsMtBP0YHpw7E+AFvKpSUBCddKuEaLwdoa/NfQ/XbfDPvvvgF9XxebrttEW9GCovlCE4GSSYckNOL/KPT5f73pAbs/dwbnrI89d1wXWz9jBqYxYmcciSzLUDI4mz65iR2etRZ1ZHdtbLFRLya1AWNgVDBwMaMTEv6zKt0A1bHztmtgn+etjb0pO20zI+qHciH3UCDG3eQB/ZN5p0AjAE/faCp233FD7L3zunjOVmtAgQ//YRpZl0mOXuBZz1wTe++yHg54wUbYffsNsNl6fWgn3A/HURj0ks+gK1HUAUaQ1RDEiC5j+y3XxX47bYT9dlkfe+20CZ6x8RSktGPUDTwvepDm02Y0sc0mPdhqwya23riNZ7LcaqMU22yUYKsNWLK97YYttnux+Xo9WHdaE33NBFpKEpce7YfqcUCVguy7mNQCnrZuD7bZdBK23rCNzTek3adxvQ0beNYmLDfmWusHbL1Bmz70Yov1G9hoRsJ9dLi9LowBm2xsuGaKZ2zI+eu38LR1EvrcE2Vr+rjVRk1stVErypax3sTm3M/601NM5KaDIighom+xygSCGBb6+hHP5dpTWthzl82xx3PXxV47b8p1JjC5NoiGlTDTpABWeB1g5FXSOzWCpSyYZOD1o38Wn9gENllnAvbddVOe402wPc/njMkpGgyWxZ7WwB89SB26QIy2ed2W3Q4aNoS1pzbwzI0mk38fmXCP2tfwHrfWuVi/B8+SbAyoxwMAABAASURBVDSBPHvxrKf1YLN12pjMTI6uU63BLSPvllhrKrDnDhtgv13Xw747r4dN1m1jYi81ii6Y++AOcuQlry2eqQBDyutirUk5dtuO+vwZ2W+XDfl7YX2sv3aLvqHymbvlKeH7qEObik0aY6nfAb0NYP01gC026cPWm/ZxP73Ycv02fW7xemrx3BvrwDPXb2DLDXqwzYbc6yaTsdGafehLCp73DE3a2HzjKdhn9w1x8PPXwd47zsAWG0xGm9dwarw2rIReepfwLHAXBRocbzDIfvYWa2GPndbG/nusiz2eNwO6a2wCT1eb+9xzl02wzy5rY48dp+PZW0zi7wLwd1eBIqMlJo+Lig7fwRf7aJPkYEWChIneBn9oN1izid2esy725c/rvvw52+HZ62Gt6W2yz1DmOX9WDJus3YtdyHP/52+CXZ+zTkzONum3BZrlVa73Mqc+feoNGZ7Oc/2CHdbB/rttiOfz3G1GZr30uaA9/SqRQwmvOV1/Lf5CWXsa+HtkTe5jPf5+Ww+brd/E1F6QAwBdXywK/v5qcb2N+btk9+3Xw0F7b4pnP3MS1lszgRItdBYopEjRVlnEY3Q9dix6K5hF1O+ltScBT1sP2HqTwN8lhi3587wFfdh6owa23riFrTeibNCIP5tb8PfpZvw535BMrBxCnnUAJjsnM7u08Qzqb9rENvy53ZIMtty4yblplG02TLGNbG7QxLM2DNh6k4S/F5vQz1WPbm2R8/wZ4mU84qAt3oA2WFJP22RDGFW4OAEn4ATGNQH+r2Fc7983v2wEXMsJOIGlEggwfljWv5i3OT4xbaCHHzEb/OANfXDnB8/4AFr2cXjUEQAGG+C/jiJ+ZKcRdRm7FSFwLPBfXKf1TUQfI9YmP+T2UmUidSYA6JWw3UNRf5v/Wt9koNlk1JwoiAr813vWZZoq1ObB4CXww3FgcJCw7GsznMoA45pNBhrgywK12cGDLcD4H/jSh2cFl41mgTQUnE0/6VOb+sa9Sr/ZasCs5FgBxqT8V2JgQgNgrgkN+hIkCedRA1ColiCwrZ4m10hoL8mAhgHGIKORtrijAl3ahP5JvxmAJjU5nnDdNsDADVCQxNwEWuxIWBHvkBbRF6rSX0AmmGNCYW2UaSvGU9nIOQkAfSop6svZMiT8j7aTShJGy60UaLbkLWD8p1uzFAmAPvazm/stGEh3WXboV05rBVpco82kWANDkDR5bpRcKLnXmAjgfKNAbxLWjaV8KVkpSmPwXXJR2eJaHJdNPai4wTppMChGFP3rdJPr9FoXadIFiiGaLahlbJdMbID/kg30BUB31egrEQ2SkDTpZyVd+t+lrzn3UEJ3nKT0B4Kn7IWssV1SXzmpgvOTJKBBXxVo6q4EXh7QXQUJExFNayFQEEmBLy5uBjoGvQwNVlNVaZEFsxO5ridWexoGXsaQTSUVWpwXKIiCWPBShs53/NdynvMikW1DSp2eYNwLeA4Q72KQHcab4GUSf37aCEhK8B3QtCStbJoZQhMouZGUoOkS6AqU+KMKUQyi5DkNCXVQ8D/ANBl6aT8NVkpe92RO+z1s9QSA7oE/ptFvdsH4FuJsnSM24hH4zhFLYMYyB7Rmi9UmdRtMFuh6atFQs8hiojXleW4y09kiN7od2bfoT5EZAq918BXovH4GuZ04Pik1tGg/sQAE41oFTHrcWSythPHntRG4B16z1Iq+y5c+bk867VaT6w+hRRY69/o5YAaEVnKEhJ5Ykx4nbEtoL9qu1zEkNNpsgOwz6I42LgW9GlJnJfAXTsqfd4OxhXgOtE48F7RcogMwGQN0YdxDI2lQp4HAdVLO0Nfjmqy3uPeUPpqSf4EDDY2ypA2QmZEltxuvdSU29PuEW45b4ZAUEUKg3Yz1LhLaotssAa2RcrIxmYhhP6FXyTf+jIPnJQqb2kXsZl0lnacNi8MJ/Uj4M5ZyjOTQoG+tNOOaBWQ/5blQgjdobe4ncM2ce0saLYQ0RdpooEk4bTrWpA39TMfrghto0g+dd/3eaPHntYcS23Sij0mUZiA/2irY5q8bjAhKrg/6KGg0ynG+x12qR2LqcHECTsAJjHMC+n24miLwbTkBJ+AEViwBG/4Nys/9UPIk5QdQ44f2GJwlCUY+mNYfqutSbsVPogH6yKqAsOQHaJjxkCB+kA0wKMgwfthmVA1TQFtkSOsP1ewP/HBssqv5/FBfcn19UActFxoLWPxVsMkP2HyH4opqWB/cM4Drg69YUM9YV9Bf6RT8YE2LDOiMEhM3XMP4wV5rgcrar3HNwAAnoYDBTkmRjlGhpD0dOd8sBBTynxmUBENoMkgQR5lLGByVss0VQWfiPOOkyhEY/8UcmsM1GpwH7YdKGblk7Asx+MgQWE/IhuZkBgqAuS1aBgptjCYXHRqRlJF5wgEFNwm5JrLH4Bp0LiPfnBbkHwvIdpnlyDOtZwiQ0AZ9ScnCWEL+8rxRSSYQuHcJlvbSPrkmtwOzlLoJGPvCuJjRXnWNcXVeC6VsMmCyGAllSKkVTZKrRRslCRr7S/oFlPwX7CJjMoD+ihnPAPsL+lRwzxKwREwyKNFQdAuA68ASdiawQOsGzglcKaGJkqWxzFkWnFtCwW5KtSYr2qOZsfXoR8w7SoWqgZstuE9dGwnbPOg4EGjUQqCWBKjNZtxnzv2COw08wYHMeJq4J0CnTIExHQQio5xlJWKWcEPx0ikRX6rHSrTZ4ZQum2TAceXytHKvsmo8Fzl1CpYG/UezUqOekgCQ/0xyBF6bgUaN11rCyXJffrOLE2iah1FoQu90kwaUIRruYG4QYqA7vjJeX6Ad45gkxD1nMF6bgRsNMBQ5/aVxM0MIbNMnToEFoDrXHSaohhB0zWi+GWcZ6pdq0kMEaAh0utTvlHwhUoI07pdmEV/dDtK4Lm0WXdB5BM4zWgw8WcJtURHqAUAn+B4PXU/sBRlCP6Ps5OWCBtuBIp/FtmTGruS8pB430HdwZo5gtBcoJislZ6mfbfHTBUUWgeehQZ/1M5NQLySyBPaUyKkT6EdCOwn9VoK2iHe3AFwAzFFoS6heBdcDEq4iW0r46Ocj0H6in2+jloRFWfBNB9mqeCSRunjpPMpGk+cxpT3+kNK/jFJw/Qw8qTwdvGb5Ozchq0AfEjrInSLjz2aX57vUPPbrOpHIZsqfBWOf0T/5Gft43nXuA+0Y5xgTOMZdgRKsgYI+y32J1jDwJZ4ly3ho1YDYH9v+5gScgBNY1QisfH/Cyl/SV3QCTsAJrB4E9KFTkvODeZLoI2bBD931r9UCbFHqvRb8gIxKqKrEQxR9NOWHetmR1Nr8XEvlcriZAPzQz8+8AM3n7M4UrQRDaQZEGxwIKcxSrplQAoz/oX4ZKxRjUKQ7I4wfpkMtjAAUjpRsUyseWg5ch/FUtCL9knoN+ppwzYK6uYIorlRQMeeYUVMivZJ9xmBHEg3yTWPaI81C3wRQZBT79KFeQYESFQxoTLpUMgT+lwLceFkay+po8V+hmxwB9UE/jD7QJfVED8B3To9tBR9K6ChQokuxT5YaDDaglxRV0kZCW4HBh8YlxXDSwSIMKjE4ThhAWlkywGFbUV8JBNpKE/6bMP81HgwJwfRFQJPLcZC+I7QBjZVNFNwHpzNQ0hiGX6LCwMmqppJrYtohF4ZR9AxRShhtBpQ67zXbuHGOsF1y7RItGkmp1+DKCaUEGERJQmAf/QxJAjND9R9gRh22wXML2jDO0liSBHBzqF7UoT8lAzgap0aCRHuCcU9cAgEwoyD6WqkpKMxQ0L6khHZVcrpKVC+apevkoXnsp640QFMFTTJMRxEzimJUoCDzkgA5jIQWEr5b9Dvw7CW0zREGpoHnyniuIIl+qZ8zpCshw5zzdedTRt3CCvDUwPhfoM2UP0dBe6IOu+JYrv2rQQnUAUv5GgBoCRjoAxiqsjfIF7bjNUrbPAeyT/epXEJoLdrXbEBzwZeZsVpJQV6FeBCQpby+Ep3bBrU4R7fPkH8R/VDbEPhzAavXLWHqToynPigmB7heoF8iHS/gkl3sM0oC8Kq12M0qqoo8yGHMLEg15+66SgySadmkXXqaFYbA66rU5rQ2S+kWqF60SK2UDfkVgFJCDeqZViwTjpdxuVCWkJi0LdB/XcfGc86OAtQDggEBCRCFdpkEKGmnYG+uPvoAXt8QC/aBs0oAWcFzAoqxYYbA8ZI+gDoFk5LGMdCsfvZKXj8aCjTP6fTZ6ENBDc7nuzhIjx5y2FC9KgeNNthZddE2olRNoyNRqiaM1xMts6W5BjMJDZAJKIHnN9CJhNdiSueSPCGfFEY7gQ42khT6fRxgCPQrWGAZ6G+DkgJgST6QU1ECYEYBYknb0PmgnhjSLK84jHpRXy0NRGE76gO0An85ASewnAi4mTFNgL8Zx7T/7rwTcAJO4CkjED+X8lNlGP5oGQMlfpxVsAeWlWMclWLV4IfVQEEUdY0aijOMthQwsED81CwFoz4/zCphAb7ih2YFWFQqKQoUMi5elCXtcj0G8iEG1YEfsTnBwDIHGDBCGprLD8VWsovthGsY7QQGRQVLBazsBifFIBd8BX6YD/xALj1Qx/hhPgmJalAwXgUkGgFf0go0Yci5TsnAAJBfoBXAAI7RH5YlF0kUGA730iTXzDgC9hhFawQAFB50mX2gTglj8BD7ZbWsaiY9BleBAUKA8b8SFgKSBlsB8WVkZbHGt+GKoRo0+mPkyAIhSQCjAo+CCTOd12ABVkIOALQLY51CHKwASiJonF1sB4pqFLKTmyqqOezjaHUUVTH8blQ0+pOSi8V9hOEeLsuAVu7JregGSYIvo74E4i1tBkqBHIxSRue0BmV42ZKTSzpSgjY1Hjt0NoCCnRIOg6ABBsyxk2vrXGttTkPJbEfBzF4aGsTFSeocFqGpqlW/0ZjFjuo9Voffquu9pIbEFrOlMeO6ZRTAaNikqcunBALrRkF8UZP7MPbHJrhfia57Y08trOoIfEs5N3DFgvZlMud+dP0zN4hymItxXskkW+DaugbAVSUl5xp1rFQLbIGWEAN32Sqol5BNPa8sCiRcVOtBfkXByMvMWA+0E2Kpd+mVbFVi8fqKi6iD9gue74IdsUm9+jCCMxmIJo0aHFFdIuc4D5wPlfVklmZV0qME1+KUwEA+6HqibkohAtoSV+Moexisq8ZOmHGdsmQ/D6po+YTVBBYtGNcqaQMjrxBH9M6Z/LlSjdrRIFDyP6nSLOJe1KB55qVQZJxRSEedoB2LAr7kAvMU1fnjeoGrpyEBFwDIXOOswLhXDI/HdrzoaZQ64PmWngScn8SfJ9qAxf8CJ+g6Ac8/XYKEA6il0AWER3vRQrwYWMoPLcSfs3h9mQHsi+5Ew+CLa/P3QTxfbHFzeudyuppGlMCOERG/eG1wSzIP+gqq8uB0jrLCSxIStuJUegO9or4qSxFOk5mljHjXeCLge3UCTqAiUP/erFr+7gScgBPsVSBbAAAQAElEQVRwAstOgJ/qjR+8bfg3acLAqWTAYPzwrU+bCT+eKlijCj/DB36WD/zojhGJczloAPs4znf1UZk9GYpS/y6vj67QZ2sEBjaLPvQm4CdiaJYCBQW0Gg9am0Hu6M/yBU2UFgCuxTfoA7lRrxbZpArDSX0wNwRFTAaAwoP6AAp6xg/l1Qdv7or/alrkRpUQfdC/klIL0PNeymYsS64BC9QxtgMYn4CbUi9SBgsaL5FyGoVtY8BiXNuoIZE3CQroVQ4HAqoDgTYTVhnEcz1WIN6gjnGk1GYk0bZxLFCoxT62wCXYYJjBIJtTWOc4dW1Y+M+/7MuJN6OIDmBMrJhJj3WdY54LxPkFOpZxazlK+hpv3QfiV2WCkkjUZZNHCcZ/UJooI+mCunSHczjE/UAy3GGck9CXhGXg9rkMlyopeSWcjzg/R8n/UM/NASsphurF6wC0AXItGUyWJu0C2rNUAhJutQFjCYkZjItpiiSPdRpNDLKBEFiWcWUxZguJOLAHw3dggC8zvvEwlFA1cEEuDfBcmSSOAbqWdG2CbzrXkoRjKRIkvN5UD2xrxYLksrhvdvCIa9C1ktmrssi4Ul6tZQHGa6nkmhCXKJwgHymlqsY3VnjakOTgapUEdhv3GsjLuFfTiEBwXoDF/0LcbwAQYBxPuJ78ZwaFGwLPGtAIvQjoYZs74vkDbQSJcVHa4kD0typ5PgC2+aZDKtQ1CduBbEr+MJvqFN0ZxYURhavEn3s2jHYVwIuplgmcEO+sIjdwo2VSkl6JknOQNgCVXIOV6ojrVtWCYwV3kjAhG/iznLAdSvDaCtxxyp+JglumADBL2KY1Q3wRG+RLEvJYqm70IZY8aWZUlHOUkusb59MpGP+DxmhFRRl/t5YwDhqvw4LeF2WHo7RL5oHzWXAclJweSjLW2TZKoKhVsMJ1QD6GLnu64FSW7CkQXyGEuDf9Hk3YE9eM6wLyBbQH8oj+0laCwK6AoGtB/pOKTOX8GSg4r9RatFli9EsadTvECvN2KLiA7EK2AhdiW5o595tTS3UWAIegF6eW5FHyhJTDC9jwYMk5pdY3sMb9WWwBnGOaSz9Bf40JWlPJXy4hKRBCRpVco1HYDeKPM+Ib10MUQD9WOQraL1DGwTH15s46ASfgBJY7Af6KXe423aATcAJOYFwQMKs+okIRDD9k68Nt7Br+lDk8ShaLftUu6mP3qGPxfn2ELhGMwRh1Ckp9BH7cLfWJlmsYjJ9uOVKyMSKAfNDncvClbrUNxpbUqRtri94MlX/SGBnVh2dNloAvGgkhhYStuOWECYZSvqhDUtCCnGWhpqzy87yqWhiczLpRQG/KYbEYjAHSplpZctAQX6pL2ODy0FJFwfHYTviuOcO6LMyMVljB6Bd1YhdL2aqm0385OlqPdZ5DSFjVYQyIzAwFg1m1AZ4POmHsV7ukvYKBBS3HvYB19UtGpphaFNpRtRK9s+/RjmE/OQ00TuEcNswCzFjn2gb9Jw6oXsNz1JBvKmvRbgvq1+1HKkeZoEpB0RH4RuHarNCKIV5fUdmgE1hdq7EDi14co/ZIux4WY9aFUQLtR0o6txKOxT6WlYWAwGCWVx9K/qcDGogucYxGjB1sUg/xZQwW47nUWrGHbg6XSxbGn6kAWah0iuGfZ8gvCcAqr4M8h1719RDUkEiHPoAhppI7pj6KuqIO9wE1pMdrROYNxm3EUWo+8qFAPzXuUSojES7Pi+os1F1LIr1hk7w8EFKrh7iacWVEYaPqXzS89DZ7decRHa2mxPXoCwP/ICFtA/8zKkr0889qyeSWGTctH7Uiq+x+2BFxsFd37LCIR/VzU0Dz47mOvYDxP11j0CTZk6B6BZ4/jRub9XUvNTYBdUKvYTCqyqcCCHUX69ojhq8VWzQpatdvFtdJEHU1B6NfAfLPODja79Ea0azVPbU+O3itFpwnqUeNysEAMy6nkwn+7mFb29bSEuilDo6pamYwM1VpLRaL3tQtGd5jPVDymoWgaw2dLxqWCf5qr1T0/4FayI3DVb+/OwEn4AScQCRQ/68kNvzNCTgBJ+AEHg8B/QqlBN1ZAcQPv5rOLpgqw6K6sVMlu1RIAPZFYefIUfcl7GnQTILarrEHCDAzgMcioS4/kCMKUPdL5WFzGRDU44ivwPdAqwkFGmVbRwA0WWJsS1joUDXhcKybWmpQVGdR248jehsRDooDJwYqSeKQ3tgHsGexPSSA2gDMKACSxPi+6FA/1CXhfFDkcuyLaoHvFFPBNx6QDs+ZsTSMeqkhYT+Ma6ukJAwcjWWU2A/IvrEe2J8Mi7E0owEdCQCWYB/inoNqka/01TKgUokjoWrUnUuW4Et2JNQ3rm0qKdBL+gkrKlUYKzxA4UGtEMX4rrb6oZcatcQx6YE1SaBakBZYgXokxlo8NKQGfQF3FijGgVowbCXOtVEDdZ1d8VBbuiEBJKprwPQGTg+UJErgGnFYY7Www6KAOlj0GjWOOC47w8PGMgzL8JiaiboUZWuc9erQSECSJNF+YiGWIyqqBGoGjvMHQ9WETXXTNKIy9NJIQOC1BwR21wLWUb2MRS3UAcXqLktYC5WoripboE4lqOwYSwqG+43MAiWlhNiHashYLinsklkJqwhKyNQ6dSdt2IgAcVHphPgGC/x9yHHIx1hqYi142MvIrLYRp2gOJSBhdxgRsC9KoAmJsYxHiDrguJmBjYcLx4AGKgmITbbiwWZsm1pqJKxIWIw+NF6L1FTnuHFyoKiUhOg3ohuILylLYmPkTdNr0ZzAGWoH2qoE7KFUUKo6MDKqrcZO9qi3EsSuBGoFjsgqG/VhdUWlxhKAv9+gNSQBiAZG9NSxSFRLaFUyogJ/OQEn4ATGL4EwfrfuO3cCTsAJLCcCj/WpUuOSZV5Ov5pHyzJPfAzF2uaw2ohPVb+akuHRx19osmRpM9Vfy9LGx1Kf9jHsrzGwqAWsY6kv8cVIjGJArOPxvDQp2q9sVVNH19kjHQmr8RhVV9UeNh9LfVW6oI+yL8Go16h2rfiIdqUrGZ4u/eHq0gvpUqQnGVFi39LWWExnRHnZKzI7bAO0b5wpYVEdakiq1iO/S6cWao2qssVjsQ4tyj6up/cnJIvZeywLWi/Ec2lcU1PxGC/pSB6mpk7JwwZGdwQ2Hkk4tMyHbCypPNwnHySLDWtMsljnEg2NS5boXqyp8VoWG3jUxsPceVTtRx+UrVqWprn0Mfm8SLvWUbmod2k1zatlaePqWzQue7VoxMUJOAEnMN4J6DfkeGfg+3cCTsAJOAEnMNYIuL9OwAk4ASfgBJyAE3ACTyEBT6Y8hfB9aSfgBJzA+CLgu3UCTsAJOAEn4AScgBNwAqsHAU+mrB7n0XfhBJzAiiLgdp2AE3ACTsAJOAEn4AScgBNwAksQ8GTKEkC86QRWBwK+ByfgBJyAE3ACTsAJOAEn4AScgBNYcQQ8mbLi2Lrlx0fAtZ2AE3ACTsAJOAEn4AScgBNwAk7ACYwJAp5MeVKnySc7ASfgBJyAE3ACTsAJOAEn4AScgBNwAqs/gcV36MmUxXl4ywk4ASfgBJyAE3ACTsAJOAEn4AScwOpBwHexwgh4MmWFoXXDTsAJOAEn4AScgBNwAk7ACTgBJ/B4Cbi+ExgLBDyZMhbOkvvoBJyAE3ACTsAJOAEn4AScwKpMwH1zAk5gnBHwZMo4O+G+XSfgBJyAE3ACTsAJOAEnUBHwdyfgBJyAE3iiBDyZ8kTJ+Twn4AScgBNwAk7ACTiBlU/AV3QCTsAJOAEnsAoQ8GTKKnAS3AUn4AScgBNwAk5g9Sbgu3MCTsAJOAEn4ARWLwKeTFm9zqfvxgk4ASfgBJzA8iLgdpyAE3ACTsAJOAEn4AQegYAnUx4BjHc7ASfgBJzAWCTgPjsBJ+AEnIATcAJOwAk4gRVPwJMpK56xr+AEnIATeHQCPuoEnIATcAJOwAk4ASfgBJzAmCLgyZQxdbrcWSew6hBwT5yAE3ACTsAJOAEn4AScgBNwAuOVgCdTxuuZH5/79l07ASfgBJyAE3ACTsAJOAEn4AScgBN40gQ8mfKkEa5oA27fCTgBJ+AEnIATcAJOwAk4ASfgBJyAE1iVCKyYZMqqtEP3xQk4ASfgBJyAE3ACTsAJOAEn4AScgBNYMQTGqVVPpozTE+/bdgJOwAk4ASfgBJyAE3ACTsAJjFcCvm8n8GQJeDLlyRL0+U7ACTgBJ+AEnIATcAJOwAk4gRVPwFdwAk5gFSLgyZRV6GS4K07ACTgBJ+AEnIATcAJOYPUi4LtxAk7ACayeBDyZsnqeV9+VE3ACTsAJOAEn4AScwBMl4POcgBNwAk7ACTwGAU+mPAYgH3YCTsAJOAEn4AScwFgg4D46ASfgBJyAE3ACK4+AJ1NWHmtfyQk4ASfgBJyAE1icgLecgBNwAk7ACTgBJzAmCXgyZUyeNnfaCTgBJ+AEnjoCvrITcAJOwAk4ASfgBJzAeCfgyZTxfgX4/p2AExgfBHyXTsAJOAEn4AScgBNwAk7ACSw3Ap5MWW4o3ZATcALLm4DbcwJOwAk4ASfgBJyAE3ACTsAJrIoEPJmyKp4V92ksE3DfnYATcAJOwAk4ASfgBJyAE3ACTmA1J+DJlNX8BC/b9lzLCTgBJ+AEnIATcAJOwAk4ASfgBJyAE1hWAmM3mbKsO3Q9J+AEnIATcAJOwAk4ASfgBJyAE3ACTmDsElgFPfdkyip4UtwlJ+AEnIATcAJOwAk4ASfgBJyAExjbBNz71ZuAJ1NW7/Pru3MCTsAJOAEn4AScgBNwAk7ACSwrAddzAk5gGQl4MmUZQbmaE3ACTsAJOAEn4AScgBNwAqsiAffJCTgBJ7DyCXgyZeUz9xWdgBNwAk7ACTgBJ+AExjsB378TcAJOwAmMaQKeTBnTp8+ddwJOwAk4ASfgBJzAyiPgKzkBJ+AEnIATcAIVAU+mVBz83Qk4ASfgBJyAE1g9CfiunIATcAJOwAk4ASew3Al4MmW5I3WDTsAJOAEn4ASeLAGf7wScgBNwAk7ACTgBJ7AqE/Bkyqp8dtw3J+AEnMBYIuC+OgEn4AScgBNwAk7ACTiBcULAkynj5ET7Np2AE1g6Ae91Ak7ACTgBJ+AEnIATcAJOwAk8XgKeTHm8xFzfCTz1BNwDJ+AEnIATcAJOwAk4ASfgBJyAE3gKCXgy5SmEP76W9t06ASfgBJyAE3ACTsAJOAEn4AScgBNYPQh4MuXRzqOPOQEn4AScgBNwAk7ACTgBJ+AEnIATcAKrP4HHuUNPpjxOYK7uBJyAE3ACTsAJOAEn4AScgBNwAk5gVSDgPjx1BDyZ8tSx95WdgBNwAk7ACTgBJ+AEnIATcALjjYDv1wmsFgQ8mbJanEbfhBNwAk7ACTgBJ+AEnIATcAIrjoBbdgJOwAksTsCTKYvz8JYTcAJOwAk4ASfgBJyAE1g9CPgunIATcAJOYIUR8GTKCkPrhp2AE3ACTsAJ4qlUsQAAEABJREFUOAEn4AQeLwHXdwJOwAk4AScwFgh4MmUsnCX30Qk4ASfgBJyAE1iVCbhvTsAJOAEn4AScwDgj4MmUcXbCfbtOwAk4ASfgBCoC/u4EnIATcAJOwAk4ASfwRAl4MuWJkvN5TsAJOAEnsPIJ+IpOwAk4ASfgBJyAE3ACTmAVIODJlFXgJLgLTsAJrN4EfHdOwAk4ASfgBJyAE3ACTsAJrF4EPJmyep1P340TWF4E3I4TcAJOwAk4ASfgBJyAE3ACTsAJPAIBT6Y8AhjvHosE3Gcn4AScgBNwAk7ACTgBJ+AEnIATcAIrnoAnU1Y840dfwUedgBNwAk7ACTgBJ+AEnIATcAJOwAk4gTFF4AklU8bUDt1ZJ+AEnIATcAJOwAk4ASfgBJyAE3ACTuAJEfBJSyfgyZSlc/FeJ+AEnIATcAJOwAk4ASfgBJyAExibBNxrJ7DCCXgyZYUj9gWcgBNwAk7ACTgBJ+AEnIATcAKPRcDHnYATGEsEPJkyls6W++oEnIATcAJOwAk4ASfgBFYlAu6LE3ACTmCcEvBkyjg98b5tJ+AEnIATcAJOwAmMVwK+byfgBJyAE3ACT5aAJ1OeLEGf7wScgBNwAk7ACTiBFU/AV3ACTsAJOAEn4ARWIQKeTFmFToa74gScgBNwAk5g9SLgu3ECTsAJOAEn4AScwOpJwJMpq+d59V05ASfgBJzAEyXg85yAE3ACTsAJOAEn4AScwGMQ8GTKYwDyYSfgBJzAWCDgPjoBJ+AEnIATcAJOwAk4ASew8gh4MmXlsfaVnIATWJyAt5yAE3ACTsAJOAEn4AScgBNwAmOSgCdTxuRpc6efOgK+shNwAk7ACTgBJ+AEnIATcAJOwAmMdwKeTBkPV4Dv0Qk4ASfgBJyAE3ACTsAJOAEn4AScgBNYbgRW2WTKctuhG3ICTsAJOAEn4AScgBNwAk7ACTgBJ+AEVlkCY9ExT6aMxbPmPjsBJ+AEnIATcAJOwAk4ASfgBJzAU0nA1x7nBDyZMs4vAN++E3ACTsAJOAEn4AScgBNwAuOFgO/TCTiB5UXAkynLi6TbcQJOwAk4ASfgBJyAE3ACTmD5E3CLTsAJOIFVkIAnU1bBk+IuOQEn4AScgBNwAk7ACYxtAu69E3ACTsAJrN4EPJmyep9f350TcAJOwAk4ASfgBJaVgOs5ASfgBJyAE3ACy0jAkynLCMrVnIATcAJOwAk4gVWRgPvkBJyAE3ACTsAJOIGVT8CTKSufua/oBJyAE3AC452A798JOAEn4AScgBNwAk5gTBPwZMqYPn3uvBNwAk5g5RHwlZyAE3ACTsAJOAEn4AScgBOoCHgypeLg707ACayeBHxXTsAJOAEn4AScgBNwAk7ACTiB5U7AkynLHenqZbDkdiTQm2S4raqEzZFDbclIx2KVgq0lRMq1oB6jWjyWbLNzRJd1HmqyWOwY6VNFEkdrW1VZxrXiwCO+aWotlVI1N3KoOqr3UUqqVp18V0PC6uLHsJ3FOxHtjugvOci2xkbLqC5WH3bUqg8bqDtqhdFlPTa6rMdH943UtRc16lL1pW1F48Mie5WavzsBJ+AEnIATcAJOwAk4ASfgBMYsAU+mjNlTt7wcV5BLWwxyeTwsps85VMTkA/XKIo6zxp4iCvhOFZR8q/oRddgcOYqiHpG1LlAMUdiXs02bKDLqsj1sKxbqR05bBYXDtXOsqkNNzVApqbqLampssLdg2mTEdhdZvpBTc+poZuVCSTUe7EeUOJVv0pDQw6o/p4/D+yhzjVBJB9dQIZHuoiZ14h4qu9Ua7OPqGJaqTzMpscFxlWyOHGpLhudAPrDNo+6p/IsTOJ/l6LF6rajEAR6xGvuH/eMUHpzLQR7D4+waWYH1xQeoQ/2R8UV1qdUt1at1SKYclpE5oA3a9cMJOAEn4AScgBNwAk7ACTgBJzAGCYzrZMoYPF/L3eVS2YQY4AKGxV9VMAzEi0QNilFie3HVYQtVp4LpkZr0rZrRzbpMjwAZ+2IkHRJAY0lAwcC+yySFhqoF8cgvW9pQQf8LTi1oWoG7dNhnRt9K5EWOJElZN2RMSOR5iVC5JUXORRTwJfMaktDDqp92wNkgL6O/JfVYBYKxxhHalC7TN8iyDqTHtzi2tDeuvpRurVh3F6xIWMRDYxSTxA7usyrje3SINZaVR6yPHLSjTslIHyuxzTFWQbsl28Mt9QwL1xuuaVxVLqGC69djLHn+QKEJsBXH41uplnpja/gtcO5w1Qsn4AScgBNwAk7ACTgBJ+AEnMBKILC8l1Cks7xtur0xRMBMga5C6IyxfxYTB2rVAbMSBBbDY10qFCYNjJKwL1AQpX4HX5qdsZSwXmQoSwpSlGkvMrSQJz3oMLHRNTCxAQwx91FYE2XSxEJOYRNlpkqAMRinGu3xYEUBfckqmNgItMYu+kzdmKYpY904BmNfoJYlHGmgCE1qJyjpR2A9JEa/ZCjnm5Ifki6oEMVKRBPGBA+YiIGSJsy+lEH2oBVQcPHKnxwhdFF2FyCxHFwS0qNFro34oip9o0NcH1FiN/syVigBnEOhYklPEWfmkBNaI2e/hDigNncHoHpnBaC/3GRVsp6wkyZjN63QWhYFnGMULoxaciviitx91K+s8l2LcV3wVa9J02zVR6DNwDlaSX0cLbswJlW0fuzRfEsRoQgMal34ywk4ASfgBJyAE3ACTsAJOIFHJ+CjqzABj2xW4ZOzMlxj+Du8DGtWMjBmED3co0KxMDtVRQy+62BY6uCLJd/jUGCQrgtKor4ooxqMsaG7UiRxmowz6k6TgG7e5ewCrMZpljYRA3AMv6hbB/Ty0OiHBJy1mGgRAGUoEJMdrMeDiYGUSQzmDZCUYH6kRFF0wcifvtM4hl8ci7W6pB1qE0GVONDaGleORSXTIFCSA9JoJCiZaFK/dhOYeFE9Wpe9WtQZRdZKzgSqhAegnjgUa4ta9dRFPaqNkriIZg73cULdVZKVRKOL+hDXVZ9OUaHKkiJY7BN3FrSi90qMrdoW9DJZUY+E1hZbXwoap3CYQ+pwcQJOwAk4ASfgBJyAE1gtCfimnMD4IMDoZnxs1Hf5yAQUyJfGRACSGMKD70W8V0GpAoqCal0pI8IKg2LpRYkJjIJJCQwLxxUxR6EiExnGegqgh9Iqc6RlBxafnaLnpwyhh0mVFsdYICYqCjbKau2cvlSCkQRArBRah8LAHlE4h0dJydjOKfGrON0cDQOKwX4mUoYQuHaSUIOLaZlcXse7JxpQFXpRH5aphoLOZ7SVKauQ55FSSp+0stQyTsqKBBmzKrKXMLFQfX0KnKUeihhJZLEEZ2D4JeZptR32cIjvKYXOcSVWoq56JEoEGTurtQPnMWnEdlRS4kfnClwvCvdMDzAitMBzUbdN86hq7OPO42rqk20NaTa4T4tScAmJdlsAcpQi741rlVyjJEMJWPLk0kRRzaEeG/UUVV2cgBNwAk7ACTgBJ7BqEXBvnIATcAKPk8CiuOlxTnT11YlAYDhcyehdFWzkCpIprMYj5hNYyykxRlb0zdls8uDlxMAcknpOoAIly2mNmQ1W0el0MJAbstDCIKVDyTmmoLwoSgSaidNDygC8oF2tVDIwzyiIQxxg//BRakKdfEhgsa2xAjmTH3lIMMhZ/WkPOtbCYFai0+1KAWX8z/geKID2FxdRUsIQ7xgp9RUkapfGjuG9hugk0MmYFKLthaGB+WijP6f9PEU32s+jKU4dPuhnOVylHaOoxd6oV5fqA20uEvZonoRVsDSWlb7e2ZAtdRrbkjgf8T3hsIQjrI0+1EORPYoSNRKrVdhXVyH7EvXVsmhQIyOi4ThUJ49iY/E3rSFZvNdbTsAJOAEn4AScwOMh4LpOwAk4ASfw1BFgJPXULe4rrwoEAgPuAAXRksBWydC+QIIM1f0XWXSz4LsEiuVjkiGnLhRCm1ISiP2cSr3hg9FyyfFCzxEJSl5kMblRNHswmDbwx9ld/GZmF3dnQD8TEHoobIPZFuZVUGouBVwjodGEJhOU0U/lOdjFoQKIDfAVUBYpUCQwJlMaDOQT9aYJBli5Yx7wy4cK/G0ImJ22gEYvciZVUs5JqE9VesrpfK/vgumSQWkpOQDdEpBflnAN+lRK2JcUIbL4y2zgdzOBuxcCgwa0mm0EJoZkF9SFEhzGVi30jxZ5FPQ3i/tKZY8q1RFYSFjo0DyVtXB+fDYJfa/9B9fJh0X8pMpTQ/uAFRTaVyWeEyD6TXVElhj1kp7Eqr7KZoqS1wMkXDOOSIcGSkpghyRhGadpTHvmmOyrySFEf8gYuutIZOsBDbo4ASfgBJzAeCDge3QCTsAJOAEnsFoQUPyzWmzEN/HECSjAZaQcEwZzaeZBRr/3U5gbwH1s3095gEHxLMoc1gcodQysUlKwTyI7rPLQpRUUNrOrQBICQsLcASPtnEM/+P3dePXrr8SJF74NZ156HfI0cLyBrh72ylmyVTBhAGUFJLGDZtUXMwMZlBQAdekq6xzTQfsq1KF96es285jHefXr34wTLr0GLz3tIjCvgg6VzBpMkBgDfGOrOgJTDEoe9CNgDg1r/39eAPz6vhJ/YXkf++YAYE4GBacpuTKXxo477504+ZL34+gzLkM/fdXzc6u7VwK1eVCXU6GtsAXVoZeclIBOKrkATmZ/OUpYrY5hG7Fhw3aj/iPMiUY4psRFZFZAzIo4J1rhboHKp4wdEhbxkP2AkhxAkaki9vPNKDrqknVVJYi2qanGcNJFc6lSbVl+6BzSsg6orUEXJ+AEnMAqTcCdcwJOwAk4ASfgBJzA4gQUMS3e461xR4ChLxTpDvBq2Pe0a7HT6Tdit7M+jh1O/RieR3n+az6DbV/9fux88rvxqV8/hAeAmIxA1kEe775IEBiRJ+zXoTs49BzWksG0bNfBdJkXXKbSGgiTMT9Mw/zWWhhoTINSCUNZjhAMZgrJM5mCvqaTdQt0dWuI7oqwAGZAUJQ5x5kaKFjwyNXk0HATnEg7MlSi0QAG0skYaK6Jod4p6A7rJVyLLkJJEfkc+FZkGVMaAdrj2774W+x08nU44I2fxKFv/QL2Ou8T2P3UD+PVV3wGs7jmHGZUCtrqp6v9rTUwl9Kl/Q63GNifMaPCLZMRlUcdOZMJJfeSk5mk4LolVwWTKjkTHzmzDJKMegVF+hmTTFnRRc5x3elTMsGRFyKbA+wvCLzgGgU5JazQFEpygxBkpGuymDMJVDCBElByn3STK2U8l4MojZuIoslgG2TMTXCdkvZDnJWxX7YyettlvUBRcJ7ORcl2waxSzjb90DnS2vJQTbqhYpQ8vGfUoFedgBNYHgTchhNwAk7ACTgBJ+AEnMAKI6BoaYUZd8OrNgEFuozjGRQz98AYmqEwHrCJmBmmYXYyBQPJRHSTFhYyY9DtWQPzm2vhTTd8Didc9CEsYAwP/cWd+FyTknEzA2smQ2gGJbddJrTJeLlk0sAoOXTrgIUAABAASURBVIN3M3bwipPOQB7QbU5Gl4mUTjKBoTonMbnRYbKgo/CetpgXQMGEQ9psoNFqImNCIS9KFFxNpdZBSGLcntJ0wYyKkiPdkKNMUijGD4GJA5ruWB8GQx+61qrWYp8O7V9ulbSdUZD2YBZBnHPVx/GRr/4Eg61p3GsKS9sITfqQNPHHv/8bX/rar6FvC3VzILSBoUYbc3LDUGiABdiNNE2hRA3zEUyCkA97SzAZgQIZkyRdKnbzErkFlJZwpEDBMvrBPZpphwWCAQn3abQN6uYoMZQPIUkMeZfOJgEFlQr2J2kJJWVYhTUIuzQE8suY7FhYDNJqipz/pWlAyeSH+g0Je8ApAUVO/8g4sgPYzpFybSVNtG6XFjqgXjD6m6EMtFdSj8kcC1yPut0OfbKEs0HtSjDyog73oH1EAdsjY15xAoAzcAJOwAk4ASfgBJyAE3ACY4GARzJj4SytQB8Zz8dAOmfsu5DrLMgLBuYlJoYBvOrA7XHxMc/HCXs/E1us1UASCnR618T/zTV84HM/wuwuONcYMJdMegwxEdABY3cMGTBEW7pHYZBllwFzkjZQKnPBdoeStphoQIkuJ3S6BukaA/TEStozJMxUDHJeaCTU4brdASYkOiiYQFC/JW0mJBrICi5GO7AhhHKAAf4QpUBGW0Naj8M8uHYLZdFEySyP2uCr5LwkZExIDCAkXKMoMb8AfvC7u/HHu4bQM3F9tLv9OO+wPXDT+QfhvWfsi5ftOANrNeZhcm8b3Ry0UJALsDAbQNJOgUYgEzAdBAwxWaE9l1yryzeqc2+g5DAzpGmCQC6s0ecGCrQ4N0EZEshy4LtxXtbtsh/o72TkFLhminYSkDOhEhM8sNgvrjqfQ0ycdK0A0WKQSY4cKXJrwEKTLHOmThLkWQdmoASuG4bXT9lmJ+cHJrXAhI9xtJANk05CvZTnNmAQ4EiTewSiv0wy6Zk3GZNDIWmg5HjO5BaohWiLHTzyKIHjlbC5Ohy+ByfgBJyAE3ACTsAJOAEn4ATGGQHFa+Nsy77d0QR0ASjgZx4hdqc9PYASEQvmYM/nro/Dd56BM168Na67/BBM60mQJy102tPxua/fDjQABcdDRcCA9aI/6cE9tHKfAfoazF2s6xks/1kADCigDy0mXQo02d/NCtYTJiIaKBptLGDfbBhmMqFwX9nCQ2wPBs5TVI6AEAJKBuz97H+I9h9kOZdj/Z2SCZWcMXuJIu3jui08wBXmI2E7oUVwNpWVWOEmjXOMzUVHibRB3SJn2UCHa37z9l+jv+zDnIU5dnrOdjhsz7Ww/QzgwC0m4/xj98bnP3gF9tplSxAHWmnAYA40U6MfXfQXCebTuL4mNCs08QBZ3sv2HPo/K0uYzACUZGDOAR32L6ToAbz30dO7VWcy535mRGZSFiJBbkxwJCmTD0DSTHEf19LeZxF+f9KHu8oGZiLFvR3DAtqYw93O5rozeU50DgaYsPlPBvwra+BetDDHGtQLGEjbrDfxEPtmcp176Pd9nDvPmuiSc1d3vDAJktHOUEjRz3n3c/w+ANrPbKT4N32dR15zWA5xbTCJkiQJJEqshCShNg8LfEPcQ8mahFNY88MJOAEn4AScgBNwAk7ACTgBJzA2CVRRztj03b1+kgQMBULRQYsZhoaBITUD3syQJm0kjSaYJ0CzBHq6wNpc68SXHYBu/zx0GeiXzSlQYoNxOhMQAX9l46JP/Qo7n/Yh7Hrup7HzOZ/EnqffTPkQ3vbx7+NOZhjmSpkBOU1xIWZirIXAQH0ADfyEUfrup78Hu532Phzw2pvwvFe9HR/+5j+ZnAAKRt6BSYNOmeKzP/0H9jv5rdj52LfgA7f9DqFtTFAU6NDnu5h9edEZV2P/U6/GQSddirlciLkHJCzTYpBlF0lZQBe9xEwESmRMtAQmIErqSTfjOiUTPDmTGAV1bLhfYz1MAvXSnyl0X23NiTdgZENopi3MK3rxl0HgqMu/hOedfiO2O+lD2P6E6/Da67+PmVQe4j7StAnZvb8D3Pjtu7HfWTdiV3Lb+dQPYccTb8DzT/8gjn7TZ/GDfxZYwLUKes5lMZv1F578X3gBGV38sV/j63cB+533Sexxxk045rx3YgH9/PIdc7HXyW/GPqdfjdv+CXztP8DBr78Re5z9Aez5mo9g15PfjY//ZgH+Td2fzQJeduVXsP2pN2M3nqtdT3wP3v+N/8O9JZn39GKwNCxkQuRe+vm5X/fjxed+lLY/iOef8EHsesYt2P3467D/2Tfgp/8uoaSQWOedfuSDC5AQcME1SgREMTZGHRzGEl2jRr3qBJyAE3ACTsAJOAEn4AScgBNYtQkoplm1PRzj3q3q7ptCWiYTlBgwOptagFG6hWEgY1DNzoKJA+YH8Ie//h2JomQmDtohQ0p9zaMaznz92/C17/4MmTWQW4qhvEDOhMRcTMT/+8mfcNG1H8VC2mEehuE1kFjCJEnA3P5+zJo/iPMvvQkLwwR0GpOZNOjD4MT1ccPnv4Uv/eBOKEmQM6gHF5s1lGBeOg2YtjH+9sAAGOfTCzAhwqINPFRMwUPldMy1CZBfMcDnUGHVXkqVbNeH0RuTv1mOgkkE3TEyY80pKPMhpI0Gvv/z3+GWr/8L99PQPACWBjQC4kuFHg7bIohG0kSny+7mFJzzxi/inzPnYaH1odu3JoopG+J/fnUnLr72SxjgGl2uKZ43feKruOGWTyFvcr/dDKHZRnPiNCxAH/48GzjvbR/ErC7iV2kCF2OeC/Nba2BmYwZ+fncHp152Cx7stDFoLQx2Awa4/LxuDwY4Pqe1Dm759h147VXXY3aWotOchrnFJCzo3QSXfeBWfPJH83DyG6/DnffNR9GejoWt6VjQnoEPfPkH+O4f56Oftrg0Cq77lW/8Cldf9yE8NL+LJGmgQS66PppT18VdC1t43Vvfh7/cW0B36BgTUEm7BTAJJZ7gi8ghYXXkqNrFSNsrTsAJOAEn4AScgBNwAk7ACTiBsUSAodLD3PWOcUOAp98aKJVpYJDPXAey7iAGBhcCvX0YaAIPksXdlNv+Cnz+x79H0mqiVc7DOa9+MSazvzPUBaeikc/HjGQerjh2T3z2TS/DbVcfjf8+/WVoYhDNaWvgd/+ZjT/OBFuICZBQZGgGQ7NvEga6Q2gVQ9hqxlQcvffOmNTtR8EER3/PJLzjk1/CA4y8+xl380Da7gHTDhjsGIxJBKMPrSRAz11tgLbzFEVzIoaYEBpSm5JTstBEl3vtWhNqy5a+3lQyWxCQIk1TJDTWSznwBTuiLxnE4MIFWNicihtu+wUOOe8TeMtnfocHAMynaD5zO2hxnYXMYmRZE5ZORJr0IV8wgLXTQZxx2F5YpzmAFvcT2pPw27/dC/0FoEEmUxaWwNDQACaUC3DoTpviS9eegs+/9Wh86NLDsE7fEAZhmJdOwke+9DNwS+hSP9C3LGlhAbNbf/rPfbBGivbCu/G0CYOYXM7BJAAp99PtNtBtTMHPfv9nWNaPbdafwjW2RDJ/Frpoo9vDRNUnvsH1Dc9epwdH7PI0TCrm8TzmmJU3cdX7PoJ5GdBMG2BaBENz78VEm49DdtscH7n8WHz1ncfiU28+Ghv0LoC1erGguQY+8/UfQn/FqJu2aYfrM5OS0l8DSZU0RmGTHoI7A8A29JRbjbPphxNwAk7ACTgBJ+AEnIATcAJPCQFf9AkSCE9wnk9bTQhkjHONyYiSwS3DXiYDSvT19WL2/H6c/6Zb8NKzbsbBJ30Ar3/7R1H2TUXRmYedtloPB+64ARpZFxNaKXoAvPftV+KW912AA563AZ4xCVijDTxn8wY23+KZ6M8CFiY9uGf2QgbzQEJ9M0Oed1GWJXImFU47+hC87+JDcOZLNsX1bz0+JjfmMYswkPZggFdpwkkl580fWIiEAXsnDyiCQn12MnAPtMODxlP2JwhJg0kXMLAHcqrkFlAGY23RYTLIueotsg5KJnhSDj9jgwRnHrEP1k7mI80HUCRt3D/YwJd+9Ge86PT34Zt3zME8zp3fKcADPdyrnhGSFEDIB7HPTtvi8+8+CUfvOQMffduRaGQLMZiV6Ka9uPPu+dGnhgFnnXwYPnPzZTj9qJ2wEZlt3Ac8czpw0euPAxq9mNUB/uf2n8bkkxITXBI5uVmjibIssMaEgM++/0zc8l8n4NMfuBQN+t4d6iBpTkD/YM5cRYGrLjgHb3vDobjwyK1w0mEHwLjpISZz9FeE9n/Brrju4kNw3uFb4uPvORpgVqhn0hoYCj0wgshIsDM0iJOOPhif+OBFTKDthqevDUxtA5tMA6647JXI0xbmdFP88Jd3RD+JAJ28QAhGb3jQT8Qds87EyXCvGpTFW+zwwwk4ASfgBJyAE3ACTsAJLAMBV3ECTz2B8NS74B48lQRSBs0Fsw3GK0GhbZYPoZsNoXfCNJTpBMzv9jIJwMi5NQX9/f147YlH4MrTDgDjaSghkA4HymswGdDiRkrKbL7NYnnnIHD/QI6uJUiZkCi6RdTOONZlUK+v3JSdhXjGOlNx+J7rYE32T6dsMJEJkG4XpbWRI4G+eqMgnfkUNBOuyEYREhTGOvUtMI2QGGL8nnSQ6/ko9EH6Em6N8XwGK3OEogtq0yr4MsSgP+8g5XztR/p9tH/s7uvipoteiRdsNhF9g/dxvzkWFm3cl66D897zObz/1l9isBnAPBEK6qchQ7NcCMz/N84/fitwC5gMgFiw5WbrQ3+9qGy28a97ZsLYPxE5JpNBi3VOxyDLBZR/08QDrOSFIUmbAIWnByWAIOFiKc9RY2gWrrnocGxElSlU0FqsUr2BoTznHgtssd507Pr0FOty3oQSeOUL12OyZzaQzUJvMhdnvGpbTOCY5k5VaUCnfwjBZAlkVKCP14fu+pGfGXXupzxA+Xs/8CBlIG8gbbcx0OlyR4D2EkKI/qoO0AAtcQrAxIr4BjZKY78EarHDDyfgBJyAE3ACTsAJrO4EfH9OwAmsVgQ8klmtTufj34wSGsx1cGIag+EmA/6iW6LsDuLYIw7BxecejqetO51BeBftpIGbbrgRcxhEdzmjTFIGz0wosD5kwE1f+jVOesP1OOm863H0if+NM85+H+67/wFkzIbkZYkkaaEOppPUkOddtPRVFa7cSxvtcgg9zOz08KpkngIJS6PwiCF5Rp2iKJGVQMnMSaAxLsvkSYaciZIBjnezDI20xVpYLEw3GWNvKmMsNY8FEBcIKDhPd20URQd91JlQZth2RoLrXvci3HD5idh9i3WQL3iIiaEedHrXxue/80vcx8RHAfpCY6VKZJjAzIP2Immzr49SDPVj4cKFHDV06L90cyQYYFrl+7+/H8effx2OOeNtOPrMt+O0c6/G299xI7rUazRa0PmRvtahqXi3SUJek2l8fWZAetjZZx000Y37zZiwANnoQbspk2JK6ihhMpE+ikoTHaTWRYtlD/tS7lvJpTZit9mvAAAQAElEQVQXSbj3kueJp58roDq3oY2Mej/50zycdcXHccw578BRp1+N085+B86/4CY0m00mkwqYGYy+JJRAW0ahKcROECge/qLKwzu9xwk4ASfgBJyAE1ilCLgzTsAJOAEnsHQCS49ylq7rvasZAQWzBffEXEcMntXO8yZD38CkRj922xLY/5nABy7eC0+bZMgXDqFszsDVN34DCzhvbp5jkOUcTjz0NR/C9d/4M/7U34O7FhZIQ8CEJAO6C5HKOoPtoW4GqrINhKyLRsLVixxg1K2APqUtsxyqh3IQIV+IZpEhKSELDO5pjsmCkomTHiZhjMkYzWHmBx2jHuc325OZvEnRySlsc4VqLtcvuDO1JSXHFOhnbOguiaTRQJHTP2MHOlwzQ1/RxVQq7joDeMc5e+Ct5xyBtDOXe0gwt+jFL/6yAEO0w10iazTRNaYS0jbHuT/2G0XWJrYS9CkxkgNGvfkA7qFc+9lf4LXv/TL+1pmGexcGPLhgEGmrjZ6eHiShgYyJjqIo5Ca0Bl2h7YTthP7laNOGjoysS/aqXnC33CrMuDozMQk7SwpbnAsyDUgKUmOyhu9opCnTOkDLgLRRoGwY91FG3YxnagH733frr3DR9V/E7+7toj9roM09TG4XmNyTozfp0uYQz1kW7SRcKwkFEgN94KkFX6zDAqIAiE2eTaPAX07ACTgBJ+AElj8Bt+gEnIATcAJOYIUTYISzwtfwBVZxAsbolvmMGEDnTEIkSQMtBsTlPGAafddXb049/ABMaxoWdlP84s//wb/mAHmSMqkAfO32v+CeoR70t6ZjrXXWxUfefzo+dv3r8cn3n43NNlo/Bs80gyRJGHQDuuiUENFdEKWSBQzsG1QIDLhLOpOzXuRDDOULmL6Cw7bmSFpNaZbodDpYMNiBnl0yr2wwqdECXcLAEJCENoKlUGBvQFVyHTB4L+IuVQNKAwoaVaKiq6xK0mQioY25Oe3RxoLMEEoAFCUudn52H1rcw8DAIEqWg1nO1EUcBui37EmfZqEXTce1cyadzNRryJg80nr9VPjYl7+P+el0DKAP17/vdfjSzZfgw+8+E2847xjACsQkF40WAD2H3OC+SqSWo2QySv0cQs69FUwyaYXAeYHjZiUCkyzyQTrcAlQvaS8NDZov47moGWm85Nx4TtTgpIIiPz/5lR9gIJmOojkNV15yJj76rrPx0evOww3vPAnZ0AASrqU9aprmlEyAcWpcT2WUUqvHmr85ASfgBJzAUgl4pxNwAk7ACTgBJzCWCHiEM5bO1nL2NQbftKmAOmGorovBGk0G5wFlwV5GxsxXYAIV93lOL9ZodqFgvGxPxoc/+TUMAlAy4td//AcWMHQu0MGLd90C67N/LRrTV0zQyRj4B+QM/hOrUhlKJoSQMunRQJIkzEMYV0eULgK6nK8joY00cJxRepkjBv+Ds2dByQR9XeYP/7wLc+jb/EaKmQDeeO1taPZOR97lCmUXHELK/gYlFF0G/dwQ6zpUkzC3ENc1Ws+QYFYOXP7eT+KPc4HBVor+ADCnxIQHcCcXGWTiptXbg6L/IWz3jMngMJQnKel1wjWTokNLqPq5kNbIqZAzM5LAUOZF9KnLdfomT0Oz3ULZWYCN2sBU6otZykkBGUwArBETKRnHOIXJnUE0rYsGWRr7dAQkSHLjO5CUGcsMxjRPycSNAWzzjUdCAa0liXG8iD4G9nE5dFjmIlGW0PqRGfsySdqHocECyVAH280AJrFPX2MaHAIGO11Y2kZmCWSn5Fgpy7RjrEtYVMdwQkU6VYe/OwEnMOYJ+AacgBNwAk7ACTgBJzBOCSiWGqdb922LgIJdxr3QnQyxXQyi7A4i5B30MaJuMhvBA21G1Ye/8PlMBGQYGCpw+2/+CuYb2AbaaYKpE3rRDIav/893QVUsoLFPfO1PuPPOO9FuBgTLkedd9gIp31Uv2VaSw4oszsliOJ5APqUK7JmAAZMP8i9JwEQOcNjBW6LXMvS2m3hgfgfHXfhxXP/1v+IlZ7wDf/jnzPjVmB4twD20uU5BKSkpszGJEios2YxraDmaxdDQEBqcw6XQofLtv/kzTnzd23DQ6e/Azd/7N376L+C6z9+BU173TqSNgO6ce/C06U1syKwCETHBASRcL2UipVl20OQCNiwZyxACmL+Acb96lkmivhzIFsyBZUMoioKpGGCAfffMYjLnsmuY0MjRZGLEeB6oHpnJZkIYQftQQwOUlPZBQMQY9QIrgYkUCYcR9EaemmIcs2Io+lPE/upN9TSUCGTeqO9y4ZB87XYG0NvTREabA+zrUu6knyeedg1QEFg+xB5whUrA68BMq8XuRW+LdckryaJhrzmBlUXA13ECTsAJOAEn4AScgBNwAk+WgEczT5bgajCf8XnchS6GZj6AvrKfshANBs96GGzCcjqTDQftvilsaDaazSb606n4yg9mKh+BU1+xL9rzZqLFZMBfH2phrzM/i/3OvBnX3Xo7Gr19WLjgASYhSpRJAYXdgwWQpgUm9IBJiAG0mBwxesBuvnOM7z0M7PUAVQuA/vwwQ/aYKNBfnlm3jyH+YD/KtAf/6J+AG7/6Sww0p2JBp4NtnrEx2l36nwQsZCZDgb/uumhzSjsbRNvKmEhhEwEd2iwwsRVQZPPQCBmTCcCEdgtF2oeZ+RS8/bM/w+nXfB63fOcPCBOmoZ3PxtrhIXzgilMhX9ISkK0+kujpLkQPbRj9l2g/SuiY7pQZms+1hqDniRAl1uDbpkzItJmACT1T8aJzP4W9T3s/XvmGd8J6p2IqkxcT8gXoxSDngb4ilmngasr68Jxw6dhfFoa4qYD4QF/LMzTyHL0NdkCvbrxjhS6izWRP2lnIvWo2kLMzZyqLFtBkwqtRDHA/Q9CdM2In/5+tv4dczEHW7sGBZ38Ku5x0A1598Y3IeqdjzWkT0ejMR5v71nWUcznmhpj4omUmbkD7UazgyKJDq0sW9XjtMQj4sBNwAk7ACTgBJ+AEnIATcAKrEIE62lqFXHJXViYBPSNDNzZkRYkWF14zXYDpxQNMFMzD1GYeg/WEIXfCgHsGI+u9n70R2gv+g57ObHznK58Hu7BuL3DNG07EOmEeWsVC5B0G4wsHsfvztsONbzscG/UMoHfgPvQxUNcabV5105MMNuufmJLPwvR0YVybywNMAsjm2qEfM8J89GZz41jOwZI+9rBy/ZUnYddnrIUJgw+g2Z0HJSSeu+m6uPX6U7DF9Iz9/8GarQ5iIojztOYamI9p3QewRrkAusuGuQyYGYpcKQMq8ci6Q5jOxa+5/AI8/7lbgGkg9DYL5AvnYhL9nVTOw8v32BpfvvF82gfSrIDuFGkyEzGD/q5VzMJE6qT0ESUiO62zwaQGphQzMTl7EOtMaKHBtXq57LsuOxPPnGpozrsLxeACpMHwjA3Xw5vOOx7rJXMwceAuTBtmIztNzptczKeteZhsZMq2+uo9pAGYmmboG3oIk7jWms0hMH+FEsb/gEbG8XIupnQfxPS0y0QN6GNOf0r0lsC0MIQ1itmYhgVgfgmynXAvb3nDUeQ9HT2DdyMMLcDEnibWmtyHy15zHJ61zgTM4DWja6NtXANACICZwcyw+KtYvOktJ+AEnIATcAJOwAk4ASfgBJzAGCXAsGeMeu5uLxcCBgOjbQbyCYNq4AvveQ2+8v5z8IXrL8LT12yiVZZgXIxQFmiw/l9n7Icf3ngWvv/+s/GpN5+GZp4hZaLl+ZsAt17zCnzz+mPxP+86huOn4l0n7IDt28C333MOfvjBy/DCrWfQHjgH2ONp03D7h6/Abe8+B9ddfAysyJAgMIAv0BrM8KV3vhZfecfZ+NqNl2A9RvU84n57DFi/Bbzv3H3xnXcfh29f+0p859pj8SH6tXkHuOTIrXHbDa/Fp997PpinYLIlw2QmaG5713n47g0X4MvvvQRrMzOR0FpuDeRJk96zTCcjbfShzf5tZyT4rxP3wg8+cDq+9OYj8J13HY/b3vpKfP+9Z+LSw56DjThZXPQEmBAMU2jv1veci69e9xp8+j2XYgKTT4F22M1ED3DxyQfjex96Pb51w3nY/zkbozcHpjDpsXFfiU9eeQR+8L5T8NW3n0hup+Ljl7wcB20MfObKI/GN91+IG95yAdKiIBeA6riV5+eL7zoDX3zfRVgjrlHQ75KnMI86e24zBV9nsufrN5yDq1/3MpQLOyjygMQamEiHbr3u9fj69efis9e+Dn3kxTwY2jyvU3Lg09dcgK+97zx8+T3ncQ9AQvsT+LYO5d2n7oMfvfs0fPPqE3Hbfx2HL171CrzkacC7ztoDX7ruLNzyzgvQl5f0tRuvFU4FjBN5ThEFIy9jrRZW/XACTsAJOAEn4AScgBNwAk7ACYw5AmHMeewOP4zAk+ooczCTAb2UsFACYm1eFdMY7fZRjEkUlAYzQ8u6mIYhrBMyrJuWmK6v6iQlelEy+M6wJgpsyIB9kx5gAxpbi0ano8ugn8JlJlOa1Elpp5fllBJYtw1orbaVMXhPQkBfo8QaSYEZrQxTrKB9IABoJAZ9nUTJirWovyHX3qRZYmOuuSb3MSPt0IdBrJUOYQLHlXhphRJtyzAtdLBWGMI01ifQllGUDGFBT/SuHjBhVKCHPZPld9nFM5hteHofsFFviRn0aQrHJlJ6mCdopQm4NPWB6QFYM8kxtZGjl2O6W4Vd6A3s49pr0t507oWmoLFU9dClv8AmLWCzicDGLNdgImYyZQ1O1t0ea/SktFFynS56uacZDWB9sp2eAG3aTJDFr9QonRLoF81AXyFai2x0Lif1NpEmATRHO8DanK9k0lR2KLliMI4F6JtTa6bAuhSVOvcp7TV4/nvBeTznG7c7ePrEHJuwYwbnTymAGYa4h0ncT2+SIWUbvFZAq5zmhxNwAk7ACTgBJ+AEnIATcAJOYLUkwJDoKdmXL7qqEIiBb7w5JYa/PQzO+yhKelQXR0JPU4b3xhJMeJRRRgJm/TmfokRRlpxvaFGrl9JiIB4Y7BvrgQmShBXmNWC0XViOnMF+QdOB/Syquxloh3kZmLFT80ogjVZLqCfQi5TzUwxRv8ukRIkeGtBXUlB0AcvpR5f+Ka0AekBJmB0ICecH9jcQLEVlC2wXtJ+jIZtMxiR5l2MZOItlg7oUtlIKO7ibAl3q5UWOkGdoFBT2an6DOg2uE2jRaFkeBI7pjp7EAlrcU8rN5QHoGlhLaTJhIqRgg8kSFuym/0DOBEZOnuyCXgk1LS8QiiG06GuLO0s5YEpyIfC/hD1GAeugDtDmHPkk7sbVyqJAQt/b1GrSb7oBqqAoUpaSAsaESYPJpga6oJfULCg5/cvYLrkzcGcl1ygAK1HSTg+AXmo1yN5Yh+k9Wge3oJ6lSsleCQs/nIATcAJOwAk4ASfgBJyAE1i9CayWu6uintVya76pZSKg2JfhsXR1MSSsJAy+AxMXCpYRx/lWBvYa9bLr1QAAEABJREFUNVln8MzYHLmSH6yUDOqDNWD8rwEgZb8xcDfWZQclg3E2ClrQM1rK4SiaXZxRRAkM0y0oqE/YTqgZkBWM46nL3AIC35SMMK4NBvFcPA4GrkFl1llh0gL0ELJAvwxgTTOkRf/pZ9RF9bI4Cr7XUjBHMLwgwDriy/iecCItIOUaKZMmSZKAOSLqlJSC6yuRU8g7anIC+Rk3WtAPHijov/ZeJUmYiKDRkv5Ee5wRuKeEOoklSMgyNYt+laVsBVSLGdfKyKLLGRxgYgjarwXqWhRpM88B8dGzVAI9KuO5oI+sK+lUMvFUyj8D56B68fxCi9EHSK/qRaAfgfbV1LD2E+1RL00DUDLxQvt0iHUe3BMQYpNTNc3FCTgBJ+AEnIATcAJOwAmMQQLushN4dAKMhh5dwUdXXwIMxxlSB0q1RwXhhpQBdsJwmCFxdSsJ4h+LYUCdosH+ZhQFyhYMBcWSBhSqy4psMHPAqDplM4HlxuC/QJl0UKRKqiRIrYkmEloD3wPtAWbGOUwyAChYz1kG3VXCbiUWEpbs4pGgDG2u20SBhO3qKNM2A/gWYLovJqBBv9JhjcAVSgltlOArvrFkX06JYywDkxMGA5goMCYIglQKqAfsjPsIOT1jVqFgb1ZQl/NAf0srqFMw2QGo1/RuTCqEBDnLnDsuaT+hriRwXALaCgXIpKD9jE2y4voxucIEC7cBrsidNEAtSoJAe+B8TqO+0bVAEgFpCSiRFQAwJ4MksCb7HK0TVTCDJYEFlQGW4HwKj4JnJLMG19NaDSRIkZYJDAHgmPG8paHJvgb72EWvCu5Jc2opjPvVEMUoPCl8p6cxWRNY98MJOAEn4AScgBNwAk5ghRFww07ACaw0Ah7drDTUq+ZCS7sAylJhcCUKuY1VHjGkVmidMpQO7JCYGeNlaQ3vr2TdKNSBAmjNYsBdqmR4bgy2A+ucHoN4k6ra0Q67YpvlsDn5xyF2sEa/Kjv0gIkC5RRKhv4xBcPhnHMT2PB/BedIwDYY9oN+cswQX8MF64FjAWbsiRIA+ssOBHbp5gv2yHO2EyAxjpcw/he4F0Qn1Eo4nlIAagEIXK9E4LjEDJwxSrRxJquMvca9gKJSuhKzAM0JkN9AYaA9WVaFwhaHhg9qkbXBELM5yAAUAA0YfSQ2tsooJfsC+9RfMGkD8gMTQSWn5pThncU9BJ1LgAmbkgLOR+xPTJ1a01D9x/YSh9XtWKGuSslw/6jqcI8XTsAJOAEn4AScwHgl4Pt2Ak7ACYxFAoxyxqLb7vPyIKCAVjF9UoJBMaA3fRUFfJVlygCaSYt6jH06TIG6vtqhOzTyklMMgZH4cJgPNgAZ1O0WBiA0+CZJWQYOG+ewapUoYaEqWzA6EzhPfbrXJS1zBu8F4jjfyjJh6K+R+rItACYHwHkcpi6gVRpgi8kFIECvkm8SFoASCBTtczhXMKyVAUwqIFrg3tmrOQlTCAn3bABrNpLCUFt+llynZPKlpH5BHR0qS7bBMaPHCbrRauCgbLKojkKtApAj5F1Q1BMHtUCsIM5NWNdWwbXARIs8FAmYIacuTwHAstqDbLLB9cGXcaCSBFY2AK6jdqCdkvO1pu5+MeqKX8LS2Gmax4rOC7u0I/aoRgkGKClDKmJUzwtAPA8VXxphW++1sMn1+c5zYJzLmh9OwAk4ASfgBMYiAffZCTgBJ+AExjkBxT7jHME43n6McBVGM/gexqDA2cxi0MxiuLeKf2NDc1TRoESJACYh6gtJQbSGJbFuqg1LPXe4uWRRMlUR5wwH2fIl6jCpomUUzdfmRu5IiQr0jzp8jwfNVL1SllQtTa9q9Ne4Q7lf+10NVO+LaLAd7bLkYTFNkDD3YZThzRiGvUV8jbZnxsHYq7fK6ugeKCGhIelxYLhQz7AYvRyuDi+nQlKtWtlUW2dRZdRmkgSjjImd2MYxvUlRwnoJG/ZftmilUubI4ofMxZ6S79JhEY/Y1tyClhAFfOncmRlrj3LEuY8y7kNOwAk4ASewnAm4OSfgBJyAE3ACTmB5ERgd+y0vm25nrBBQrGu6D6G6DHLdbYKqrjg3boM66q+1Ct1NoTkxYKeG6pxDNUB3Gwy3oT4G0zE5YmALMBrlwQriqygKSGJDGmWAjZpfzQoA+8xYANIaloRlAuO7hKZgZgAPCV0BOMY35FkW0yCmhgbpe/yKC5MC6pMg6gZoWDkOA1TlWwIMjxlrKA0W/TG1oHfOWmqJOE/zJWFEJ8SZeh8WYweFR5yhXqjGdTgS52lrI3WNDYuxU9YlqmO4vyp5SrhH7SfQSqHza+zjiZA9VqltHDHyCZQEZkyuVPBQvQKLAOO7JFZkkO3qCAB5gpaw2Iv9w21jWQuriDaiPnU0AH85ASfgBB6FgA85ASfgBJyAE3ACTmAVJMBoZhX0yl1aaQR0x4JECyZJoiImOGxUkKt+NfXndUPSQMmEQpbrazGAkhIxYcKZSQyqWYmBMseY4TBjcM5SgXzCq41NKUQJIUCihpIqNpw8yJj8UJ/WUTla5Iek7lOiR3X5qLIWSwLqsTRNId81lhU56E5c12y0JTo37Lf0aql80BiiPbNqTr1n6VU9wJIl4ktzJbERdWq92LNYAw8fxyO9ZFOCJeaoT4L4MqsWEN+akZmRQRHH9RZoQVqS2OZ50Z9/Zreajy5xUnh0naWNap5kaWPe5wRWAwK+BSfgBJyAE3ACTsAJOIHVm8ATiIJWbyDjbXdmBjNDnRxQ0C0RB5VKbNRJicAgW22zao501GdmqqLT6cRStrrdbkxYaK50FMirX6K+qMg3raE+VkcO6aqxZL/6lpRaV+vVY/JRdusx9ZsZpKPEivxR37KImY0kHmp78kv2l2X+U60jP+Vvveeavdp1vS7lq/RVaq91XW2XcUHAN+kEnIATcAJOwAk4ASfgBJzAMhLwZMoyglrd1cwsJlQUZCvhoP3WdQXWSlCorx5Tn4J09Uk03mw2VY3JmUajAfVJT50KzM0sjqlPbc03q/q0lpIddZ9K9WnuY4mSAVpPerIrH+u5sqNxM4N01JaOSonmPJbIVq1bl9rDY81bFcblu1l1bsV3tN91XTryVVxUV6m26ipXbXHvnIATcAJOwAk4ASfgBJyAE3ACK5+AJ1NWPvNVdsU6USAHlQip2yqVoFC/RMkJlWamIn79ReO6M0WBuOZKx6waV7sOzNWvSXVbtiXqU7LDrJqjdt2v+qOJWTVHa8tuvUY9X0kDjcmGxqRjVs1R36NJbaOeb2bxThX1a1+PNvcRx1bigPzUcmZVMkn1JUU6EnEZPaa+0W2vOwEn4AScgBNwAk7ACTgBJ+AEnEBFwJMpFQd/JwGzKsGgINrM4l0kdZ3DI0kEJSfUrz6J2iqVDFGyQokVJRrULz21Na6EhPrqupnFrwJJV4kY8CV92TCzeKcMux7zUBJAtlVKuV7DrNqD7GtMtmtf6jWk/1iiebVN1WXLzCBbaj/W/Kdy3Mzi8rWfdSleGlBb+1Fdon4zi+farJqrfhcn4AScgBNwAk7ACTgBJ+AEnIATWERgdU6mLNql1x6TQB1ES9HMoORBnXDQGPhS0G1miyU5pMOh2KeEiBIqDz74IFqtVvyaz+hxzZctieoK5BcuXBifZaL11G9mcW2NSQeP8dIcqZgt3S+N1UkP2VRbPmm9uq2+RxKzRQkFfU3GrFrnvvvuw8DAQJy2LHai4nJ805qSZTFZ64mVWeV/zdbMRhInddLJzGIibVlsu44TcAJOwAk4ASfgBJyAE3ACTmAVILDSXfBkykpHvmotWAfadamEyODgYEyE3HnnnXjOc56DTTfdFL/61a9iwqTWM7OoY2bxaz433HAD9tlnn5hEmTFjBiZPnoxzzz0XsiVRIkI713wzwx133IHjjjsOm2++Ofr6+uJdHltssQU+/OEPx3WU8JD+Y4mSArVNM4s+KSmgfWy88cZ41ateFftkT7qyp0SKyscrShRprXe9611Yf/31se666z5eE09aX+tLHo8hM4vq73jHO/D0pz8d++67bzyf4iQxq8brpJOY6bz/+te/jvP8zQk4ASfgBJyAE3ACTsAJOIEVQcBtjmUCnkwZy2dvOfhuVgXSZhaTGHqIrOQNb3gDnvWsZ8Wkx7/+9S/MnTv3YXcrKCmhYFxJkNNPPx0//vGP41/00R0Q/f39uO6667DBBhvEBIsCdelq7Be/+AV22GEHfPSjH8V//vMfbLTRRtG2kjennnoqzjvvvJhcWdakgVm1B+GQTyp7enpwzz334Cc/+Um0pX7Zq0U6ErXrsq6rXYv6zBbZNzP84x//iKx0V42SNLWuSumr1D5VPpbU+tIbPWd0/+g1VBenE044Addff330Q3NH66stGW1P9RtvvBGa+93vfhfPf/7z4x1A6jer9qf60NAQfvSjH+H3v/995Cc7WlNlLdKr60uWtR91qfHR8+v+uqxtqaz7RuurXzY0NlrqPpWS0Xqj26q7OAEn4AScgBNwAk7ACSxHAm7KCTiBSMCTKRHD+H5TIKq7NswM9957bwyy3//+92P69OkxEWFWBdtLozR79uyYXDj77LOhBIpsKcnwhS98If71nDlz5uCQQw6Jz0ZRQsXM8Nvf/hZK2GhMgfPf/va3ePfIscceG+9yeec73xmTBAqel7bmY/VpnvxQ8kb2JWqr38xi4kY2zExFFDOL/dKRruZowKy620V1icZ1h8dDDz0E7bPek/ol0pGIp8paZFP1Wqdum1ncs9r1HK1tZvHrN+pXIkhzJdrTH//4x3gHz8c+9rHos/qlp1IiHZW1PY0pSVK3dSeQ7ty58MIL43nQevJL4zovausuHDOTmXg9aFwN2ZKe6qNFczRmZvHcmVVzpSP/Nb8eV59ZNT7alpnFPUtfupqjcZVmFvdqVpWyUYt0pae2mT1sffW7OAEn4AScgBNwAuObgO/eCTgBJ7C8CXgyZXkTHcP2FJQedthhmDhxIj7xiU9Ad6SMThZoa2aLB7NTp06NSZRrrrkG7XY7BrwKhl/84hfjgAMOiEmU733ve1Awr/myd9xxx8U7XfRVIPXVgfC73/1uNeMcrV33x85lfDNb5N/oIHxp05V0MLMYwGtcCQEzi+vXayvpUNfFRzalJ0ZmFgP3us+sSoyAL+lKWI32zUzVyEf9sik7mqu6BuWPSrX1tSiVGlef/FBdz6JRW4znzZsXEzF1u54vxurTOpojO729vdFX9Z1//vkaxtve9rZ47mTLrPJP45qv86W6RMoqa1taR6K+eg+jbUhPY3WpuplFruBL7XoemyN81Ke2SvmsukR2VKpfc8VGbdXFxcziHVHqq8fMqv2oz8UJOAEn4AScwBgl4G47ASfgBJzAKkzAkymr8MlZGa4pUFXgqsBU5Yc+9CHMnDkTBx54YAx+1SedpfliZvHOBgXfZosSCWrL3k477RQDZQW8CrZlR0G4xs0s3o0i+7VoXAGzZBBy9OcAABAASURBVNKkSUtbcpn6ZM+sCqZVr8Ws6pMR+SfRWlr3z3/+M0455RTsuOOO2HLLLePXYG666aZ4V4bmS8fMIhPt56ijjsJ///d/jyRHzAzf//738dKXvhT3339/TFzccsst0d6zn/1sHHzwwfj3v/8d72aRLdlQqfXNDLqTR3fwbL311thuu+1w6KGHQs8sES/p6k4R6cv+1VdfHZMouovo8MMPx4te9CLo61HiKn0Mv+T3cDXqq63zoDX0HBy1jz/++JiIkG0lUKSvusZ0l4rq4qR58kP+Kgmj5+NstdVW2GuvvaA7XJTYqeeq1Hzpyh9dU/vtt1/c12677YZXvOIVOPLII+MeTzrpJKnHa0H2Ne8jH/lI5C9uO++8M5SY01e25IPGxUK6ar/yla/EmWeeGe+guvnmm7HrrrtCa/zyl7+MNuW/JC7ib07ACTgBJ7ASCPgSTsAJOAEn4ATGB4EwPrbpu1xWAnpAqe4w0R0QCoTrQNRsUSJCtup+1RXgqq3gVm0F0foKjJIHZhbvWFGgb1b9OWHpy7b6NE91BceaY1atM23aNJl6QmJmMclhZjGZIyNmpmJE5IP8VamHrSrBoGBcz3P5v//7P9x+++3Qc0n0PBjd7WBm0ab81fNYbr31Vnz+85+PD9iVHe3hO9/5Dr72ta9Fee5znwt9bUn2/vSnP+Hb3/52fDbM5z73uZigUaJC+zczyN7LX/5y/M///A/+93//F7/73e9w2223Yfvtt4/Pj5F9Oa6ExRe/+EX88Ic/VBOzZs2KSRjp6k4idcqmSiVAVJqZirimmcWkinQ+/elPx4TPZz7zmfhsFDMbebaN5kq0rplFPRm59NJLY9Lioosuwg9+8AMoASVflFTSHUqjHzSsutiKnxI92r/2pefqfPWrX8X/+3//D1/+8peh9bWWfKqvOz1/52c/+xnETfzEdLPNNoOSLNLVORA/fa1MPMRUXw179atfHRNQP/3pT6FzMX/+fLnt4gScgBN4bAKu4QScgBNwAk7ACTiBx0kgPE59V1/NCJhVAbYCXwWp9fYUiOoOAPVJzKqgvB4fXSrA1Xz1SVdBuILjj3/84zEQ190H0qnvfJCexlWaVXb1oNi111473umiYH15/Nlh+SLROrWMbstnM4tfZzrttNPinzrW+IIFC2KiQs8W0cNmv/Wtb8Xp2oOZxcSEEkYK/iWqaz8aV11B/V133RUTBUqyaC977713nKd1lBRRgkYJJCWcJkyYALFSW9zlg5IEsqmH+JpZTOTobh0x1F0sZoZtt902fn1Kffpz1FoLfMkP7Y3VyF/2VNe4mcU/Rb3NNttACR/1y1/5o7p0df40X/6YVWtrrh5KqztR9BUsrak+JcD0MGFdK7r7Rj5rfSXjrr322vjA2z322COyla7G9PUuzf/Nb34DPXNH68mWkif6S1Bf+cpXIA7SV1LmyiuvjPvUHSjyTzakX7OfM2cO9NWlXXbZJSa3dC295CUviX9RyqzyX3tzcQKrGwHfjxNwAk7ACTgBJ+AEnMBTR8CTKU8d+1ViZQXRCmZrZ1RXwKpngihgNbM4ZFaVGosdw28KbBV4K+hVl5IJmqe/GKM7BxRc/9d//VdMBijg1phsKDDfcMMN41/70V0o+nO9a665Jm6++WYoeFYwLluyKX2VT0TMKr+XNld2tf85c+ZAdzZo72orSFfA/9a3vjV+VUR3jGifZots1XPVr3kScVCp+boTQ3ebqK1+3T0iH8Tkm9/8Znw4r8Y22WQTKPGir77Ilp5tIkYHHXQQNKY5utNC66muOzLMKj/Up7a4qhRr6Wg9lbJnVumqLR2VWlelzpHq3/ve93D33XfHu3hkU2JW3ZGiuuzJtu4Q0b6U9NKa6ped973vffGrQr/97W/VjGJm8a856TzqDhSVmqNz+o1vfCPeBaOkmWyYWeShrw0pUaPki3zV2maGN77xjdE3sdNXqMws3iEj3yWyqbt4lPSSn/qqlv7ktmxHZ/xtVSLgvjgBJ+AEnIATcAJOwAk4gdWCgCdTVovT+MQ3oQBXsxV4q5QoOFWpwNRsUTCu4Fb9o6UOWKWrRISCW9WVDJCenpeh5IDGzCzenaG1FFzrzyIriNddCBrXX8g58cQT8aUvfSnq1bbB19LWZvdSD7NH97meJJvyVaV8ku8aU1tr13v45z//Ge/wkI5EOhLpS0/6amtMfXvuuSee8YxnxDnq1xoq9XwTjSuZICaqa67OgfYvHbU1pjlTpkxRV/zz0eqX/djBN7VZxKPuV5+kbss3KZhZTEbU51V3nGht6ekrNVpLd7lIX30S6cov9cmGRLZV6txJR6K6vhqmMe1B+rKnus6v7kDRHNkzq86L5qhf51vzNC6RjkqtKx9Vyk/1y6Z0lfiSjkT96lOpRI+SWFpXfRqvS9WfnPhsJ+AEnIATcAJOwAk4ASfgBJzA4gQ8mbI4j3HXUkCsTZtVga7qCmBVjhazarwOUM2qAL3WUXCsgFeBrZ6TIT19JUQPGpU9BcbSMavsKNmgthIH8kFfhdHdGQqijzjiCHzqU5+KCQCNqc+smie7knpdlaPbo+saM1s0z8ziHTLyUWO1rtZQQkfP6TjnnHNwwAEHQA8+1ddfzKp9KkmgfWiORPNrMbO6Gr9CIz0lDEY6WdEcPShWa//oRz+KySL1mVVfs1KS4LOf/SyOOeYYvOAFL4C+hqM/GW1m0abWl9DUyFG3zSwmbsws7k92QS2VElbjg3Preu2b7j666qqr4l0i+uqRnmWic1jbla+aW8+rz9Udd9yBK664Ij5EVl8V0sNlzSyuIZYSnW/tw8yg556AL9kTGz3jROvoq09mle9ao15XCbYPf/jDUGJND5TVg2i1tubKtvRUqk2z8dBedJ1oXTOL146ZxTF/cwJOwAk4ASfgBJyAE3ACTsAJLG8CnkxZ3kTHmD0FpnLZrApAFdSaVXX1K2hVWfdLX3X113XdDaDniyhY1l9e+ctf/gJ9FUTBuebWoq9uKCiWngJftWVDXxHSQ1gVQOuv5GhMf6VFehrXfK2hdc2q5IP61JYfZouCZrOqrjHp1KJ1VVd/HYSbWUw+6K6G9ddfHzvttBOuv/76+JwP/aUcPc8EfMkHzZMNs2oOu+PDXFWqX37IrkqzRT7WY2YGPYtF+npGiuxpfyrPPfdcrLXWWtDe9TWa++67Lz5jRAkm6SvxUNtVW/6YWUygqF99ZtWasic/VJpVvtY69Tzx1Rytr+ew6Os2mqO7VPRVGp0PjcuGuJuZmvHrSOuuu258VouSMPprQ7q7ZO7cufFrN7Jbr6EJSrjIrpJq+qrOzTffjFe96lW44IILYgKnfgaKmcXzYGbxL/FstNFG8a8T6bwosSJbsiN/dc3IL62jtplpOM6vk0T1uPyJg/7mBJyAE3ACTsAJOAEn4AScgBNYzgQ8mfLkgK4WsxVsKwBVwGpm8V/1FayqT4G8Nlm3pWtWBe51XXcDqK6/2vL1r38degbKnXfeqWnxgbKyq4ZsyJ50FRTrzhStoUSKxlXXX8BR3cziXAXzCpI1T/16KKnq0jWzeDeEgmrwpT7ZZjUG12YWS/XLR9kys/gcFOlINPelL30pZFd/oUblH/7wh5hQ0V+f0VyJdLWu9qA5dbsu1V+vLf26rjnSUVt3f2jfm266aUzEiMtHPvIR6Jkja6yxBnQnihJRf/zjH6G/KLTddtuN+C/7sitbdSk/1K9SYlbtVzq1SNesOqeqS8RT42amAhdeeGH0R1/L0V8o0tdlNGBm8VkmqoudnmujZ5a84Q1vgJIo8lE+6y8QaVyMpWtm0Z6eQ6Nkkvb2tre9LSZI9FeH9FyYn//859DDZsVFc6R3yimnQP26s6lOZukBwL/97W+jPTOL586s2o/4mZmmj9zpo/1J1CnWKl2cgBNwAk7ACTgBJ+AEnIATcALLgcBiJsJiLW+MOwIKPBWQq6w3b2bxrgezRV8xUdBrZjF5Ab4UOGueEiIK5PV1nptuugm66+Lvf/87lCDRuO6uqOeqlLTb7fjXWRQM01RcS+trTEG0EhAKziV1QGxm8W4NzZWe9CWaLzvqM7Pon+rgS+PyjdV4SE99sq9SY0pmqL7PPvvEuyLkr9bUXQ3S10SV0lFdYmbxTgwlAGRDfbVoz/rKkPhoXHd5qE/1OrmgO2Dkg5nhXe96V5yqOz2UZNHXVeo9mlXnYfTaUtb+1Ce/5KdsqU/rqF9rSU+ifjOLXNRvZvFhseBrtL4SSNI944wzYgLFrFpbc6gKnVM9O0ZrvvnNb4buaFG/2mKmsrYnO/JDX1vSnUoPPPBAPMe6M0f+6s6bLbfcMvqheVpD5Qc/+MH4lSaVSsCYWUzsaV5tW2tK1BZ7idqyYVYlVjRW+6AxFyfgBJyAE3ACTsAJOAEnMH4J+M5XFAFPpqwosmPIrgJfuVuXZhbviFBAqiBXpcYltY7qCmR1l4P++o4eGquv+vz5z3+OCRXNkdRJFdUV5Cro1ddKFFSrbWYyNbKebElHf9lHCQmtp6SK+nTXxFlnnRXvItEksyrYVl22VEq/rptZTCKYWbyzAXyZVXPkj5ImuotGtvXMEiUFlCSQbxo77rjjYmJB7ZqD9kwz0Z76JHVbNrX+7bffDv0FI/mvxIjmiMs999wTkwr1M0akr+SJmUF3fEhPvptZ/Os6uvNDbYnWkL5K+aZSSQmzip/WUp9Zlegxq/pr/zRWJ110zmpbdf/GG28MPUhWiQvdHaN9aF3NFx/NUZ981Pkwqzhq/jve8Y7IQ3pmFplL18ygO5X09R49j0aihIzu0BFT2dccCfiq96W7g+Sr+rX+n/70p5hUoUq8TlTKB42pblbtuV5TezOzEV3puDgBJ+AEnIATcAJOwAmMIQLuqhMYAwQ8mTIGTtKKdNGsSjQosDWz+Jd0FOzrKx36azYKbJUQ0FdB9t9/f0j+3//7fzG4VTD705/+ND6MVMHxOuusg0MPPRTbb789dtxxx/gMEn1VZYcddsBHP/rReNeBgv63vOUt0J0He+yxB6677rr4nBI9U0PBvL42ov3+/ve/j2uYWUxoKEDWV4Ckr6/FyF/1qVSArzkqzaogX3fMqE8JB/mjB8o+73nPgx6YKn/0kFvtTc/zUOCu9XTHhfS///3vx7/Gowel1jYVqGst7VmlWXWHh/rlh/q1N41pjhJGYqW7dS644AJoTSWW9BBa7VP+ae7LXvay+HUmfQ1GXLX+Nddcg6222gqzZ8+ODGRXiQX5qTtd9FBW9SkBo/OiNV7wghdou1GUaIgVvmkNFtA8JbtU19ryUzbNTF3xTqJbb701JkKU1DCzeL50XmVDz0rR+dW6L3nJS+KdKn/961+h6+SSSy6J50g2tXfpy+i1114b7z7R13d0N44eOKsHD6+33nrxGTFiZGZx/5qnu5vMLD47RgkpPYtFXynafffdY2JE+5eeeMsPlVrHzEa+/iN/zSxovawZAAAQAElEQVTqa8zFCTgBJ+AEnIATcAIri4Cv4wScwPgiEMbXdn23SxJQQF0HqRr7wAc+AD0EVQkF3VWgwFzBt5Im3/nOd/Dd73535C/tKGieNWtWvNtCNhRc65kX+srIb37zG0iUpNCDSmVTCQetp2eTKBDWX7XRQ0glb33rW+PdGEqy3HXXXdDzNBScS09SB/hmBv21Hfmlcfksu3WpYFv9Zhb9UsLkV7/6FX75y19Gf+SLRH2aoztDPv3pT8egXwmNDTbYAAceeCD0/BDdSaK1zSwmNeS72pqnUgG9mcUEhNpaW6Kvtpx//vn41re+hZNOOglXX311DPZ32mknKEEjO7rTQ35r70qEqE/PblHSQskXJaP0FSDtRWNijeHX5MmTcfbZZ8eWEi8nn3xy3FutI7/qulnlu86P7LTb7Zj40GT1qdQdOSr1rBIle+qEhJI/8lNj8lUJDu3zm9/8Zkw2KeGj6+G2227DlClTYgJDelpbPuhuHM1V8kXnXNeTEmkHH3zwCO+3v/3tUolz9QDibbfdFkooKYGihxjrnBx++OHxL/vIf/kjH7SGSrNF+6v9NrN47qUTjfubE3ACTsAJOAEn8EgEvN8JOAEn4ASeIAFPpjxBcKvLNAXUCjoVtKvUX+BR8kSi4FXJAQWtKhV0K2C95ZZbYrCqft3FosSG7nyQjmyMrktHCQ0FymKmYFt3iMiO7qzQV3c+9rGP4ctf/nL8qosSGEqkaFz68kuiwNzM4h0Uet6GgnXZ1nrS09oqpau6xvXsEu1Dbfkom2prX3poqhI0GjvkkEPi11Q+85nPQHvT11z0VRTdifHPf/4TuvNDts0sBv16QKz2obXlw+gx2VSfvq6kv4zzyU9+Eh//+MchX5R0MLP4vBWtKz0zwxe/+MX4QFetrWe46OGu3/jGN6A7OpT40V000pfU6+ouGp0P3fHzqU99Kt7FYmZyJSZuzCzuST6KiQa+973vQUkkJUzU1phED4SVL2L0hS98IT58V3XdOaR+s8rnDTfcMN7h8sMf/jDeaaRkmHzSHThKnEnU1nr6S0h69skuu+wSme62225Q0kh/uUhfCdNdMNqL9iFfJFpLf0ZZyTSdC+1L1472+O53vxtK1um5Mponfa2jP9Osh9RqXZ1z9UvMLJ4r1V2cgBNwAk5gdSPg+3ECTsAJOAEn8NQT8GTKU38OnnIPzKrA06z6F/3RwaoCVjloVgXUqksUuErPbNFcs8XnS0/B+pK6aptZ/KqP7sZ4xSteAd2tMH369HiXh9ZUkkcBsgJsJT9094XqujtC46qrNDMtE/+aS6zwTf0soK+1yEfVzSo92TWz+NUSM4vzzCwG3vqKknzZbLPN4p/uBV/6M726W0bJBfmhdf/1r39xBJC/sTL8Jn+lp4SN9qi1dFeFbCphobsq5I/8k5hZnKkEjO4Ckd4xxxwD3XmiudLdZpttYuJKc80s+gu+ZF99Rx99NPRVIbOKPYdiskal5ptVa8iengejRJTGJGbVmM6R/JFN9WvPZovOt8a0b42prq9MyVeV6pMo8bTJJpvE86d2/RwV/blnrW1WraW9aj31qTSr/BY7zVO/bB122GGQaI9aU/OUSFHdrLIl/c033xx63ov61dZ82VXdxQk4ASewShFwZ5yAE3ACTsAJOIHVikBYrXbjm3nSBMwsJhaWNGRmI11mi+oKYmsxs8XmKqg1q/rMll7WRs2qcbXNTEUU2ZDoLogTTjgBz3rWs+IaWjMqLPFmZnHcrCql92hSTzer9Ov26FJJFAX1SjYoQaHEjoJ/PQ9Geko0yEclUbSWAn+NK7DX+GgxW3wds6pt9tilbC8pZhbNm1ncd2w8jjezat7S7JpZTI480piZxUSPmEhHnMyqO2KUmDKz+GeXdVeO+EhHXPSQW42Lm+7E0XwxMzPoJT3pm1nck9nipXTMqj7VJWamIorZonrs8Dcn4ASeMAGf6AScgBNwAk7ACTgBJ7B0Ap5MWTqXcd9rZjGQHQ3CbNn6Rs9ZHnU9V0MPXX3/+98f78zQ11tkVwG3yicjZg/f05L2lBQxM+h5I2bVX9rRM0L0lRX5oOBfSQLdXaIEgfpULmlndNusWtdsUTl6fFnrZtX8ZdVf3npmFk1qv+KkvSs5oufD6MG/SpyIlRiJn3SmTp0avy4kfkqqKAkjEUMZky3pm1W2zSxei2am4RExe3jbbPG+EWWvjCcCvlcn4AScgBNwAk7ACTgBJ7DCCXgyZYUjHr8LmD3xwNbMYgCtoFp/0UUPvzWr7npQQL6yqCrIr9fSXxzSXxS64ooroOem6Gsz8k86umtlzz33jF9NkY7utNAzWuq5Y6FUIkTyeHyt9cVBdTOL07V/PYxYf9ZYX/k58sgjoa8G6U9b6yHHd955J/RwWSVOzCzeAVOfV7PKBh7hpXUeYWgMd7vrTsAJOAEn4AScgBNwAk7ACYwlAp5MGUtnaxX0VYGtZHm7ZmYxmSK7utNBomDbzOLzTtRvZipWqGjNeoHLL78cN998M/QnffVXd5RAMVv0bBE9sFUPTtUDbTVHCQWVY0XMbIT5MvlMJTPjO6BnxZhVdXXompDoLwTpDhQ9ZFjs9CBZfV1rvfXWi39VSEkYM4vJFPClxJSZxb+epPkSdo8cS7ZHBrziBJyAE3ACTsAJOAEn4AScgBNYiQTCSlzLl1oNCZjZ4w7AlxWD2cNtK/jW3QyyUX8tRPVllSeip3UU5D/W3DrQVxJlWfQfy95YGldiSf5q3zo/ZtW5q5koKaW6xnQOpVuLmcVnr2hMSbPR/WZWN2NpZivseosL+JsTcAJOwAk4ASfgBJyAE3ACTmAZCHgyZRkgPcUq4355BehmFjnoDog6GB8deMfBFfSm9ZQMkHkF/GqrrJMD6pfIH/Up+SJ91dW/Oku9x7rUvuv9ipFZlSipz6HYiY+ZxbtP6rrmaMzMYmJFdfW5OAEn4AScgBNwAk7ACTgBJ+AEVkUCKyiZsipu1X1a0QQUUEsezzrLoq8AXYG57OoOiLqu9soQM4uBv9ZVkF+XZjby9RQlBcCXmcWH5ErHrEoAYTV+mRnqRIlKbVWMdF5Vqi0WOoeqq9+s4mJmkZX6MPySrlk1PtzlhRNwAk7ACTgBJ+AEnIATcAKrNIHx6ZwnU8bneR/Z9ehAdqSTFQW1LOJR69RlnTiIg3xTv8TM4l0F7IqH+mLlUd7Mli1wrgNzmRpdV/vRpPZh9H6kX+9hdL/qj6SvNSWaW5eqS3S3jO5KUb22K53R9jQmqe2rLhndHl3XmOarrEXtWqcu67HlVdZ261J2ta7Kuq8u1SdRokQ6dak+M0PNomZTzxMb1c0efu41pvkS6ciu6irVVn20PFbfkuOyIxltQ/Varx6rfa/7R+uM7lO/ixNwAk7ACTgBJ+AEnMAYJOAuO4EnScCTKU8S4FifblYlQEYHiLrDoA5qFVSaVYGxmcU7NJYMjs0sJlFkQ/NUSsweHiw/VbzMKh/r9eWn6nWphEhdV0Bd16XzWFInEbRnsVGpObJhtvi6ZhWTWsesakvfbFFdbc0Xf9Wlr7bZ4joaWxFiVq1Tr6s1zKo+s+p6UJ9ktI581PWjPrEQS9WlZ7aIRd1X95tZvMNF+uqTmFm880cMZNesWl9t8CVdM4vX5JJ98oEqD3u+iplFmxrXfAlGvcyqNcwWlaN91V9oMqvWHDXNq07ACTgBJ+AEnIATWCkEfBEn4ARWHQKeTFl1zsVT4okCRTOLQafqEiUHVMohBcR1qYBVQW09plJ9Gle/makaxcxigiU2nsI3s8oPM4t7HO1KHUgrkaKvD9Vj2ks9Vvc9WmlW2TazqKa5YhMbfDOr+sVK/Qrkzao+Dj/skI5EA+KvupnFpIH66vlaR+3lKWaL+2VWJTnqNeo15Zf61JZ/qku0R10/ZhbvTBFLs0U21Za+SulrvkqJmcVEh8aVtMDwS2vJbq2rudJRKRWVEumoVJ98UClRv0qJWcVR49KV1P26DswqX9Uvzhqr11VdDxdWqXH1yw+1a1myXfd76QScgBNwAk5gHBPwrTsBJ+AEVksCnkxZLU/rsm/KzGLSQ4GhZplVQbACyzoIrQNEBbW1jvoUbKpPumprTHbMqoDUrCrV/1SLgvPaz9rXOiBWIkV7rX3XuNmy+665ZhaTHbKhvZpVbdXFqS7rcZVaR/2jRX0aq0W2a9/VJ10lAlSX/2ovb5EPtU3VdY61B/kihirVL5EPEvVpjnTlW12Xjuqap1J2zBax1Vz1ab7qtV6dtNAc2ZNd1SVmFq9ZzVm4cOFI3WyRXelJ6rkqtY78qUutpX71Sbe+DtSWiLPKem3Nk576VDer/FBb/bUs2a77vXQCTsAJOIGxRMB9dQJOwAk4ASfw6AQ8mfLofFb7UQWTZlUQamZQ4G5mUDBbB4XSqUEogFVbY9IZHByMdxOYVUkYBcTSVbCp8qmWoaGheEeKfFWwLL9r0T5qf9WnuvZnVvFQ32P5Lx0F25qn+WaG+fPn4w9/+MPI1DoonzlzJiSjdTW/Fk0ws+iv6uo3q86F2pqnPonWUt/yFNmVvbpUXYzU1h7rUnX5YmYxgSQ9s0V1+VYnOTRH42KvUixqm2rLjvrq68Vs0f41JpE92anLuq75PT098etBqmtctiVqS0/12obG67r6paPSrLru5YP2ZrbIBzOTWkzYaEwN2ZDPmivROuqXmNnI+VPbxQk4ASewUgn4Yk7ACTgBJ+AEnMBKIxBW2kq+0CpJQAGmAkKVclBBokolVVRXoFgHkXWwWevqX/bb7XYMNGVDetLX/Hqu6k+ltFqt6J/8qhMr8l/+yi/tsw6O1dYeVErfzFR9VDGrdDRPc2TrgAMOwPbbbx8TJ+qrDWyyySbYaKONYvJJfRozsxh8m5m6RkT+ydZDDz2ET33qU1DSql7DrNLV+MiE5VgZbVesdN7FSedUy+i8yxfpabwuVdee1DarkmvyW3MksqOy1lPdzGIyRLY1/u9//xsLFiyIXxHSGpJaT6XEzOK41po9ezb+9a9/oZ6vtWv7Zhb7zapET90vfdkVY82THbVVl32J7KiUSE+iPl1D0hUPlRp3cQJO4MkR8NlOwAk4ASfgBJyAExiLBDyZMhbP2grwWcGizB555JFQgmSttdbCW97ylhjoK3DUmIJNBZ5q77///pg8eTI+85nPxOSAAlX1m1WBvuyZVXXNfapEAfALXvCCGFRPmzYNSq5oH9rfGmusgX322Qf/+Mc/oATBwMBAvDNHezRbNt+lqySA9qe6bOuuDAXdZhb5qd+sSgBoHd2lUfdp3mhRf91WfYMNNsAxxxyD4447Lt4FIs7ak3RWVDAv+1pb+zKr7tpYe+2143VxxRVXxD2Z2cifNa790Bydd82/+OKL4/Uh5uKhfrGRjsZV6nrRfn71q19hxowZ6O3txdOe9jRozpQpU/DRj340Jk2kD77qxIxsvfrVr8b06dOj291mWwAAEABJREFUPP3pT4/nVzbEVozNLJ5T7UFrfOELX8DUqVPR19eHzTffPO5h0qRJePvb3x7vJJIOl4iMVWpPmqu1NaZS62mO7obRnU4a15iZaYrL+CLgu3UCTsAJOAEn4AScgBMY5wQ8mTLOLwAFiQoIJQpS582bFwNYJQMuueQSzJ07N37lR4GjdM0stlVXkKyguJ6rAFM46z7VVwXRnuSH/FxzzTWhRIqCZQXnP/zhD6FgfOedd4b2LAby32zZAmSz6u6H2r7mK6BXW3ZUmlV3RphVNtVvVtU1LlGfxMxickqJB/k4hUkF2dxuu+1i8kJ19YMv1Vks90PnVqJzftppp0VeOtfiI5Fv8nXJheXPPffcA919c80118S7aWRH3CWqm1lMZKgtOz/60Y+w0047xbtRlOQ49thjsdlmm0GJLSWQlLzRfrVezfWZz3wmPv7xj8fld9xxR+hOICVKdBePkh3yodbXmueccw6OOuoozJkzBxtuuCE23nhjiKsMnH/++ZDId7XlV13X3LqtNXXHjJnF60S68l/jZqbmGBB30Qk4ASfgBJyAE3ACTsAJOIHlRSAsL0NuZ2wSUKAqzxU4KzBUXcHkpptuGv+V/oUvfGFMrqhfugpSVa9LzRvdVn1JqXXUX8/TGmrXpeq11Dpqq17r1KX6Feiq1LjKWur+Wlc+S6R35ZVX4q677sLdd9+N++67D/qKyMc+9rEY3N9xxx1QwNxut6Op2k5sLPFW2x7dLftqi6HujFDdzOJXjFRXv3TMLK6nuvqXJppvZjGpcuedd0YbF154YTwPslP7pnptpy7BV12v/axLDj3sqHU1YGYqYtLmgQceiImHG264ISY7jjjiiOi3WaUTFflmVu1Ra1x++eVxjtgqCcLh6Ht9/nUe1CfRumaG3XffHUqS3HrrrfE5Mx/84Aehc/G5z31Oarjqqqswa9askbtMrr32Wvztb3/Duuuui//85z/46U9/ii9/+cvxnOounv7+figBJPsyoDWVXFEyRc+y+d///d84//777493JZkZbrrppnitS19Sz1WyRHfP3HLLLXGtgw46KN65VOvUenVbpYsTcAJOwAk4ASfgBJyAE3AC44OAJ1PGx3l+zF0qcJSSgmIzg+4KMDP8+Mc/hgJrjUnMqmBaAb1ZdVdGPUfjErNKR3UFnLItfbXNqrE6EaBS/dJTWdtSu66bLZqjRIPGFCRrXHMkdV39Ct5ru+qXaI7EzGJSQHoSfYVGX/ORjoL2k08+WeZiQiFW+Fb7rlJS2+bQSHBtZmrGoFzJATVk08xin9pmFpMLtR8q1a+A3cyiX2rLL62jfeirL9qz1lS/5qiUbemamYqRubEx/KY5qqqs9dWWjbo0q+arT+upX7o/+clPoLtRdP6/9a1vYcaMGdF3+SWd0WJW2biKiQ99/Ut3iFxwwQVx39If7a/WkT8q//u//zva3HbbbePdJbrrRXbNDC960YviHVDypU54ieu73vWumGS68cYbobtQxEb9svfb3/42nrdvfOMb8as7WlvXnu5i0VeG6junxFv19773vZGbbHz/+9/X0vH5LfJXDfGQr0rOqK6kitbRmEqzat9qmy2qq+3iBJyAE3ACTsAJOAEn4AScwOpNwJMpq/f5fczdKSgsy3JET8Gn+hQ86+sTCjr33HPPGMAquFZwK6kDWE1UwKk5qktH9T/96U/x2RQaM6uSLh/4wAfi3RX6eo109VUOrSNbumtA82RbYwpwX/rSl8ZgV0kO9Umka2b4+te/HgPnl73sZeqO/qmi+VpTdYnZoiDXbFG9HpO+vpZy3XXXxUD65ptv1lAM8uWDAnIzi3c+7LrrrvGZK7JvZrj88sujD9qH7GjvGlOwLiNiqVJ92pvqCtSVNLj99tsxceLEuD+VumtG/bJhZtGu5p133nlxza985Ssje6x9Al+1Xa3PZjzMqqSNGnW/bKktMas4mFVlbU/+yp4SOLoL48EHH8Tznve8yGK0jmyaWUyWSF82xUDn9bbbbovPStF6Eo2ZVevUdc1XXUkOnc8jjzwyXheqyweNq6z56nknausOE92Nomty3333lYl4V4sqehZOnVyRr7qjR+vLlvTVp1JrSNRef/314x40X3e0qNQ6KpU8kU191U37+va3vx3X0vnTuFm1f9VdnIATcAJOwAk4ASfgBJyAExh/BMZwMmX8nawVsWMziwG9bCvwVHBcB6H6+oOCx7/+9a8xeaFgVGPSqRMGmqO50lMAqkD1lFNOwTbbbIN7770Xu+22Gw455JB4F8EZZ5wREyyyo+BVpeYogP3d734X/ZAdJTFU6usbWu/444+PAb3WkWhNBeJmhv32209dI+NmNpJ0kJ5Z1TYzjH5pD2qbVQ8qPe6446KPWlt3Zcgv7UUJDj2IV4G3EkQ77bQTDj30UOjZK29605uw8cYbxyBbPLQf2ZTv8ltz1VbgbmZxf/JJ+9l7773jnRf6aorm6kGo8kFram0F8Jr7i1/8Is6TjpiZWUy0mFXBvFn1YFszw+iXWdWWH/Ve6/G6XZfyV2Nqy7//z951gEtSVN1zu3tmXtjIEleiZBEEFfxFRUFFTIgKCAYkiOSkIooJESRIBkkqQYkiKIKSJEdFEFGQnMOybN59aabDf0716/ferksQNu9t5k5V3bqpTjV83Puqe9SKp2KC+OqrrfhqNZZtMwvYDxs2LKxHfMmLZMusjE+ymhMJD7UqkgnvzTbbbGBN4ut+UKuCiWRvueWWUPTQL/2YWTgxI/uSUSzCRnLyoZfDak6FIPkXTzJqJS+eZNV/+OGH1YT7RUUjxRIY/FIMsnHMMcdAj7xtuOGGYZ2VrlmJL0X94wg4Ao6AI+AIOAKOgCPgCDgCiyECXkxZDDd91iVXCaL4SjqVjCqh16mR/fffPySRX/va1zQd3l2hjpL+qlWCqkRfSate6KoijE5b6N0WN910U/jFH72nRC9R1YmBb33rWyF5lp8jjjgivKj0kEMOCY/MmJWnWHRCQ/ZkW6cdzMqkXT4Vm96xof7uu++u+ELBQeswK5Nc6WktkpEdkfoVmVlIosFLcUi2ra0tFAT06zJK0DmFp556CopNc3qM5MYbbwzrefrpp6ETFVrXlltuGfTkUzoi9aWjfuVbCbr6+gUkvRNEybrs67EU+RNf7/IQtmYWMDIr16PCjAoWWqPWLzuKWa3iNyvlNC+e/IOX+mzCp+KZlVialTqS0ZyZBZ8ay3blB7zEMytfvqo5ssJ+qZWu/EperUh8yUlPfZHk1Gp94muPNda7aqQjqmRkSy+VNbOBfRo/fjyGXrJhZgF7YaDxu9/97nDK5YEHHgj3hOyYWehLV/a1D2r16I94wlW/7KS4NJYdzW+yySahUKaink7raE5+zMoCkZmJ5eQIOAKOgCPgCDgCjoAj4Ag4AoshAtFiuOYFZMkLRhhKGpUgKholv/rrvEinLNTqVIZkdMpE786QjJJezZlZKISI19nZGRJPPRaheT0us8QSS4TkXPMqLCgplZ+rrroqJMh6NEQnNMRTkUI+VTRQAqwChvR0OkL2JKskV/MqQqh4YzZYFJBMtQ7FK13ZrcjMBhLqoTz1zcoCjmLUulQE0nrk70c/+lE4FaGTIzqhILuVHz0aJBmdnFDM8gteZsZvDBSequRdBRPpqjikd4LIlugjH/kI3vKWt0C29IsxUta61YrEV2zqS1/2zCzEpXjlV201b2YBX/HNLKxb+MgX+i/NqSs81VZzQ+UqP1qb/CoO7ZGZhVjVlx3NyYaKEeJprLVqTnyRdOVDrcYi/VKUWq1NOiLJSE++5beSlz3tu8byIz3JaSzS+s0M+uUm2dFpKtmSHclqXZLTWLZ08kd7KlmdclIrnuREl1xyCfSyWj3atcoqq8hEuJdlQyQZsxKHMOlfjoAj4Ag4Ao6AI+AIOAKOgCOwWCHwvxVTFitoFo/FmllYaJWYVsmwxlXiqcRSyabeoWJmITnX4xRKKpX0q1VSrmRULyyVrE5rKJlV4mpmwYdOuqjz0EMPQbZVsFhxxRWhUwGyoURY9uT72GOPDe8KOfjgg0MSW72sVPH94Q9/CIWbE044IbznRDblUwmu+vKrvuxoPCvJl3hqzSysR8m4fIun2BS3+vKlVi+mlYxsy65kR44cCZ2eUKFHcWlOsiL1RfIj+aqvuPSS1oovWTPDxhtvHAoUepeK5EVmZZFHMpIXia9Wdsws4KCigwpXZuVazMpWRQezsq+ChVnZN7PweJLWo3XIXmVXOA4diy88FIOZBbzF01it1qV+pae+9DXWnJlpGNYWOvyq9NSaWThJQnbYh0pfY9moSPeb4jWzEIPWrDkzC3ryJXr7298e7OkxLNmQjlrJqtVpGO2V7k+ta9VVV4V+sUpzwkgxqaC13377iYVrrrlm4OSLbGletkTaAwkNjVljJ0fAEXAEHAFHwBFwBBwBR2CRQMAX8aoIeDHlVeFZ9CfNLJxwUCKq1SpBFKlvZiGR1MtI9ZJWM8N3v/vdUNyoToYoqTWzUPjQC0KVWEpfiaoSThVM1CqBVat5MxtIrs0MX/nKV+QOu+66a3gfRpXg6/0k4imBvfjii4NfM8P3v//9cOpDRQkVDORPdmVfCa+MqV+tSXMi8UVmpiYk4aHDL8WroohavQdFrYpDQ9enhF582VYr35MnTw52FIN4ZqVtxSye/FZxmFkoIqlQQ5fh9IhakeTVCifJm5V2ZEP8ijQnm4rBzMLeVX3JaF6tqLKpuKp1iF+RZGVLpL746ouko3HFly3x5Uu8iiRjZgP7qbHIzEJs0jGzmdYqXfAyK9eoEyccho/kNa9WDLXaU7Uqdqg1K3GssFFsZmWRRb88pRhVTJGe9kjzlS2NdXrqpptuCi/K/dvf/haKLyoGSk7rPumkk6DHrfQomXBTPJUtMwvy4pnZf61bfpwcAUfAEXAEHAFHwBFwBOYfAu7ZEZhXCETzypH7WXARMCuTWkWoRFSt2SBPxY1TTz01JI46DaLEUn+9rxJbySux1UkN9ZVo7r333thnn32w7777Qi+eVQKrsfrVKRMzC0n2NttsA1033HBDKN78+c9/DgWKz3zmM1huueWgJFqP3sivChE6waJfbll99dVDUcXMgrxsKFlWW5FiVN/Mgi/FiVku8SSnpF7Js967obEKGxJVf4899oDoG9/4RljXd77znbA2rfN73/teKPRIrpJXKyzNTN1Ampf9oXbNynkl8RLSGtWalXz1RdJVnOqbDSbx4qkIoKKOWo0lK9JYrWyq1bgivcxV+6R4ZLMiyZmVvtUXXzqSVV88kfriqxWZlTGZlbpmZau5ofJmZTFCPN0varW3sqXY5UetmUH3mPiyYWah+CFMhZX01NecdCRnZtCjaNLXI1lmFgo6mpe8Wj2addhhh4Xi31133RVsCh/dN2YG/aqUHu2S7F//+tfwvpwf/vCH0K8tHXfccQP32aGHHnSMhbQAABAASURBVAo9AqeTLmblmhSL4lArkk+1To6AI+AIOAKOgCPgCLwGAj7tCDgCCyECXkxZCDdtboVsZuEdKEpSqyRbCaESS50CWW+99ULxQsUDvWBWcUhWyaiZhYICeCmh1K+gHH/88Tj66KNx8sknhxMtJ554Ik455RToBbTSoWj4bLTRRhg1ahRUzFBR4LTTTguFG73gVScG9F4V2bz66quhx4iULOsXdaSs2MwGE3fxZqUq+ZYNs1JW61NhRqS+HmWSLRWO3vve9wb/WntlS2tRMn3kkUdCJxeq5Fr8Qw45BDrVUskLE+lV46oVryLxzGaOxcwChpoTgVfVshvmtAb1K76KAFqffJqV9jQvMpt5XPHMBvnSNyvHsikM1EpWrUg8s0EZs7IvfhWP5EXV2KyUEU+xac8kL3s68SO5pZdeOhS49G4SyZlZeKltJafCiPgqtklPxTPZ0p6Zlfa1d7qXpCMyK/l6z4l8iKd59a+44gp885vfDD7161E6bSW72nPJmRl0+sistKG91v2rvVYBRve97Cgm/ZKT9r062aK4FIvsaF73rVlpR2MnR8ARcAQcAUdg0UPAV+QIOAKOwOKNgBdTFu/9D48smJVJnxJLJddqlRQqcTQr59TXYw/i65SKTg0IOiW2lY5+8UQvUpWMiiKyoyRTcjpdoiRaia3G0lHfrLT/tre9LfzVX4/z/OMf/wgnB5ZZZplwUkXvT5GtCy64AHqHinSrXxeSL7PShuxKTm1FZmWCbjZ4SkGJvZkFf7KlNejEjJJh/XqR4lLcktMJB/WfffbZcMpBffHVyrcKGfJVterLnsbCTGOz0rd0RNI3M02Foo1kZUuxS8fMQmxBoP/LrDz9UMmpfSXZfpVXbcxKH5UNrd3MQjxDFc1KnuTk08zCtNagjnhqNa+2GmtefTML7zip1i0Z3SfCfY011tAQ+lWdSr6SExYqYsiGTv+YGXSPSE943XzzzaHwp3nxpP/kk0+G+1nvj9GjWjoBpHXJpk6ZqCgjOb0wWIWUSk82zAwqgIinR4Cuu+46yIda/UKVXpBcnZySPY01r0fRNFa8ikutFqUCjVonR8ARcAQcgQUMAQ/HEXAEHAFHwBGYQwh4MWUOAbmwmlEiqNiVZJqV76JQYqxEVEmm+poXqbCgR29UFNFf9sWrEkjJqa+EVQnpe97znpCYV8mlkloVVMwM48aNC8UCszIxNzPo8SHJnn766dDPDeuFrCpKyIdOJKjVrwHdf//9wa5+ZUXzZqUNzUtf7aykuDSn9VSFEsWrtf/73/8OjxJNnDgRer+LHt2QXckLAyX0wkaJvPTFNysLBFqTZFVo0Zo1J/s63aC5iqd4pCs7IvkVT2RWFiukq7Go6ktWNsSTXekpbrNSRzY1V5H0RNX49bSyIZsVRmYW9kb+NFfZkF3JiS+eYlEr0lola2YaBqrkq1ZM6ZhZKEppbdpr2dRpo8cffzzwJSNZFe70az86AaWTS5KXrc033zycLNl///3DfWBW+tTjNh/96Eeliu233z4U4XRaSHGpGKKfOVacKoDo3hGuslmtW7bFk4zmN9tsM0hH7fvf/3588IMfhFrtt/Q01j2qe0RrkL6cD+1XPPGdHAFHwBF4Mwi4riPgCDgCjoAj4AgseAh4MWXB25P5EpGSWCV/+uu8WXmaQ4EoGa1azf3qV78KyXbFU2KpBFJJqXh6NEK/zqN3cuiv83rERydK9J6UDTbYIPz6zNBEWMmrfKhYIX0l1Wr13golqmZl8i1dJcd68e073vGOkHjLvmSHklmZXFc8xSbSWI8XScfMQrKtmGVLNnXC4LnnngsJ+rBhw0LCbmbYeuutIRnFqXj0rozzzjsPZ5xxBvSTxrKnJF7YyIdsVqd2Kr/CtZqrcK54as0GY5a+MJU/4VIVLyq+5GXLbFBHY5GZDeyNxq+X5EeyZiXW8j1+/Phgy6wssJ1wwgkSCY84mZV+9G4ZxVrpf/GLXww6GleFMynppIjWbWbQLzmpr3XoFJMKH+rrV3g+/vGPY6eddoLsCnfJ6aSScFTfzHDZZZeFR4FUzNNjQjvvvDO+/OUvh8fEnnrqqVAY06NkikEnYNRut9124cSKYlVxxMzCe3iEqeyKxo4dG/bezAYep1JcFWl/VUSUPfRfVVzimVnwYVZiIxHpqnVyBBZTBHzZjoAj4Ag4Ao6AI+AILNIIRIv06nxxr4mAEsxKyMzCOyOUBCoZFl8Jo1rJqXCgl4aeeeaZUMFBfD0uoWRSfemZGZ5++mnssMMOUDKrn5jVr/XoF3hUKNlqq63Cr/EokZWOWiXvklUSrb/8m1k4CaB52VSy++1vf1vDkKzrfSziKSbNh4lX+dK7XjSttVSxan1rrbVWOMVw55134vbbbw+FHtlV0qzkWXHJ/j333BNeNqs1q5iy4447Qo+e6H0ZKqSouKJ1iCSv0xQqvKhvNphcy7fIbJBnZgot4C79oTFKX3FKQHOKSfFpLNK82jdLlZ2hrQpClS/xzco4q+KOfL744otqwp4oNp0aEsOsLCxIT2PhqHXJnops4mk94p199tk46KCDQnHr2muvxbnnngsVSlZbbTXoURq9q0cnRmRf9nR/qNCjUyKK8ZxzzoEKLrKtoolOCcm+bKtVvCruqS8Zs3IdiqnaC7V6LE22JSMdyZtZWJuZhXtDeyG7ktG9JxnZUd/MQhFGthQneKnPxj8LFQIerCPgCDgCjoAj4Ag4Ao6AI/D6EPBiyuvDaZGVUmJYJX9a5O9+97vwIlidDBC/Sgglp4TWzKDTAHoUR0UHPYJhZuGXVyQvG0owleTqhbIqrDzyyCOhwKKfm1Xiu+aaa4ZTAEpMJWtWnojQr6soUZYf2RKZmUxCL5ydNGkSpkyZEh630JxiCpP9X2albP8wNJI766yzgj8lvfKnZFmnXB588EGcf/752HDDDcNJFylIRkmz9JTwm1l46a5ePquf3VUxQL8+o1MQelxJL8VdZ511QiKt9QgvvVtDcssuu+yAXfmVvkhJu3xJXn7kU78yI7x0ukNj+Vb7pz/9Kaz5E5/4RCg4SE/xqzX77/WKX5FsV/1XaofKmFkoHsi33mei/dW8YhepL1LcGmuNGiseFdruu+++sN5q/ySnebUiYb7pppuGUMRXx8ygU0gqZjz88MN44oknws8SP/roo9BpJNk2s3BSSDZUpNJJl2uuuQa6H3R/PfDAAwEjFbWqe0L7IHmtRe/gkT89CiRSX6Q1aI3CWY8U6fEs6ah4I33w0pxkRbIlOf2alJmFmCRX+ZQ98DIzfs/Dj7tyBBwBR8ARcAQcAUfAEXAEHIF5joAXU+Y55AueQ7My+asSxjFjxoTigFnJV8SaU8KshFgJp36aWEmnkk0VB3QaQ8mmmYUkE7wkv8IKK0CnDPRIh5JV6Sghlg0lotJRMir7IiXKkjGzkNjTTCiEyJbeaSK/0hFfZGZqBkg2BgbsaCxSnByGZF/68l+N1VcsikuxKIFXX/NmBsmrryKL1qHTOHosRLFITydWzCw8fiI/OmWjR1CkY1bGJxuKX6R+NWdmAWv5k578a/3gJTmRsBVffa1F82op8qofs9L3qwmZWcBZccummQW81ZdPtVqjmQXsZMvMQswqTCgmM4MuyQtL8dSalTpm5bziNiv7ZhbuE8mKzAzCVPfL6NGjw0trhQf6L8koDhU/1MqW5FZccUWsssoq4RSUWelPKlXc6ktX8UhPfc2JL9JYc7q/1EpG88JD81qTmQ2sV3suHTMLuEm+khVfuiL45Qg4Ao6AI+AIOAKOgCPgCDgCizQCXkxZpLf3f1ucWZkgSsvM1AyQWTlWgqsEs5pQgUGFgGqsJFeksZmFhFP9SsfMNAzJacUTQ4moSP1ZyazUGerHrOS9kmzFl035EYmn5Fft0LHirfiaq8ZmFh7vkI0oijQVSLqSCYMhX8JCc2Y2sG4zG5DQ3FBbZoNz8i+baisFs3JePJH4ZiXPrGzFmxOk2MxKm/IlMrOBdciHeGorUhFJfcWt1szCvoJXJVu1ZqUtrZ/TAx/Ni6e9lT3FIXviaa7qm1koagljs7JfGZGMmYWhdNQxK8dmZSu+bL/SnPiSUWtmA+vAkEv3voaK1ay0q3FlV30zmwkz8ZwcAUfAEXAEHAFHwBFwBBwBR2DRQ8CLKYveng5ZkXcdAUfAEXAEHAFHwBFwBBwBR8ARcAQcAUdgTiOw4BVT5vQK3Z4j4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4AgseAgsxBF5MWUh3jwP3RFwBBwBR8ARcAQcAUfAEXAEHAFHYN4i4N4cASHgxRSh4OQIOAKOgCPgCDgCjoAj4Ag4Ao7AoouAr8wRcATmMAJeTJnDgLo5R8ARcAQcAUfAEXAEHAFHwBGYEwi4DUfAEXAEFlwEvJiy4O6NR+YIOAKOgCPgCDgCjoAjsLAh4PE6Ao6AI+AILBYIeDFlsdhmX6Qj4Ag4Ao6AI+AIOAKvjIDPOAKOgCPgCDgCjsD/hoAXU/43vFzaEXAEHAFHwBFwBBYMBDwKR8ARcAQcAUfAEXAE5hsCXkyZb9C7Y0fAEXAEHIHFDwFfsSPgCDgCjoAj4Ag4Ao7AooCAF1MWhV30NTgCjoAjMDcRcNuOgCPgCDgCjoAj4Ag4Ao6AIzATAl5MmQkOHzgCjsCigoCvwxFwBBwBR8ARcAQcAUfAEXAEHIG5hYAXU+YWsm7XEfjfEXANR8ARcAQcAUfAEXAEHAFHwBFwBByBhQABL6YsBJu0YIfo0TkCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCixcCi2cxZfHaY1+tI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI7B4IjCXVu3FlLkErJt1BBwBR8ARcAQcAUfAEXAEHAFHwBFwBN4IAq6z4CPgxZQFf488QkfAEXAEHAFHwBFwBBwBR8ARcAQWdAQ8PkdgsULAiymL1Xb7Yh0BR8ARcAQcAUfAEXAEHAFHYBAB7zkCjoAj8MYQ8GLKG8PNtRwBR8ARcAQcAUfAEXAEHIH5g4B7dQQcAUfAEZjvCHgxZb5vgQfgCDgCjoAj4Ag4Ao7Aoo+Ar9ARcAQcAUfAEViUEPBiyqK0m74WR8ARcAQcAUfAEZiTCLgtR8ARcAQcAUfAEXAEZouAF1NmC4szHQFHwBFwBByBhRUBj9sRcAQcAUfAEXAEHAFHYG4j4MWUuY2w23cEHAFHwBF4bQRcwhFwBBwBR8ARcAQcAUfAEViIEPBiykK0WXMj1IJGK2L3vz+vOvnf4vOCU4Wkdl74cx+OwCsh4HxHwBFwBBwBR8ARcAQcAUfAEVg8EfBiyuK572HVKkbkqP4BNAbHotDXV0XUqLpDW7Lf1Kegv6Ek37OjoT5zeqxIfA798/oRcElHwBFwBBwBR8ARcAQcAUfAEXAEHIE3iYAXU94kgAuzujF43QAVcTjTp5DAAEfli4FBf2d2vP6p193Iu4SgBN/5AAAQAElEQVQjlO4iDWYh9M8hXEMlSp3A9i9HwBFwBBwBR8ARcAQcAUfAEXAEHAFHYJ4gMDQvnScOFxsnC8VCc1jRT4x3aGEi51gUqhi8S7IwTsPQCrBVXxIivOFLPg0R7QEoIlLVqj+UwFj7CUDcT2z84wg4Ao6AI+AIOAKOgCPgCDgCjoAj4AjMUwSYrQ76895ihoCKFyxkwF75Nhg8nZJLkgCxeGIk9ubop/gfrEm2ov9BzUUdAUfAEXAEHAFHwBFwBBwBR8ARcARKBPz7zSHwyln0m7Pr2gsDAgYULKRkLJPo5ImoYF91CiDnCnJYaFNyOdRHBZhACUeiOXQLMRY6o83X+8mBuVHUgV+OgCPgCDgCjoAj4Ag4Ao6AI7CAIuBhOQILDAJzKBNeYNbjgfwPCKhowpIE1A5Vm5mnEUKdw1RSUdEDc/caPA1DP/I3lMgKH/FCx78cAUfAEXAEHAFHwBFwBByBBRkBj80RcAQWRQS8mLIo7ur/uCbVJXQjxOEUSlk8AQsnBUltaU4SpKGVl6H9UugNf8tUICvPxKigEogWA7+/7a/qcOQfR8ARcAQcAUfAEXAEHIG5hoAbdgQcAUfAEXhVBJgdv+q8Ty7CCLBuEcoleplr+ThPHmoVuik0J/6sy1eBY1bemxvnVM/pN2c7+NFodjRTYWVQ3HuOgCPgCDgCjoAj4AjAIXAEHAFHwBFwBOYVAsqb55Uv97MAImChOsGyRUHKOeBHPJ1SCQUW8fvjzrJW6OUSULVFFDiz/yoKGpv91CA3yNC3TsUUWSiq6KYU2X89gFSeWimlI85KatDUG+0NjTNN0wEzQ/kDTHbEz3NFwcEc+FS2qlYmh/blT7yqnbWv8dwm+R4a09D+3Pb9avYVl+ardta+xvObhsamWCrssizTcCaqZNVWckP74mk8k1L/QHPqqh0qo7H4Fa/yO+tYMrNSJTOrjVnlfOwIOAJvCgFXdgQcAUfAEXAEHIGFEIE5k40uhAv3kIcgEAoavBVCfYBtxiJIeMmsZBKgIOWGOI5Z7EgRIUNWpCxmBAW80mX2GtUWKQ6RMRVpGIuxsFKwWGH0xmjoDzOR1MRXO6eoShqThGulURVVzIw9oEokm81mGJuV/DDo/5K+5ET9rNfdRBERZWKttlIyMyjplV0zIiI82GosH2YG9Sv5udXKl/yYGar4NK76mI+X4hApBLPBPTErsRN/QaAKwyqWCjv9+1TxqnVIVvtuZgHvql/NV7qYzVXNmRnMDLqHZU98tZWNoX5lZtax5ESaMzM1IZbQGfJVyQxheXexQsAX6wg4Ao6AI+AIOAKOwOKNwJzOSRdvNBfG1StXimIUFrFmUmMLtnH/SiIWTYBUMkqqVGABCy2kmDx++uXeeFNkQJaqKMNbUc8QyQ/Nsb6AImvBWFgpCeyXRMmBPt7k1WrRB32alatR0pmmKVRUUSKrsZJRuanX6xjKk5zmNWdmkJwI/derJZvVnOxJPGahSsUa8UVmFopX4FWNq9bMUMXN6bn6GboexVrFoLXPVcezMS7fs7LNSiy0D8JEJBnhqXZ+k2JWLGYW7h2NFaviUr9qzcr7T7Ii4Ss59au2r69P4jArbYUBvzTPJhT9ZNOsnNc9rP3TvplZuD8rWeFkZgMFuYoPXmYWfFQ8xSIblW2KhI+ZhXah+vJgHQFHwBFwBBwBR8ARcAQcgTmEgPLSOWTKzSyMCOjJnhbrIzmDZ10DItU2CvJEOhKilIn1BUoAWS5JdSMmb2rfHFkcIU7qtMVb0WLkaQGdSsl1UoMFhgHrjIc1nDBUPKEzB75qtVqwosRRyaIGSkLVxvQfsaqjxLOaq3hKLiWneclWJDnNaWw2+0glo3mR7ClZFU/FGvHMjHiUOItvZiG51ZzIzKC4FZfGc5MUm5kFF4rVrIxNaxdmYWIefZmVccidcKn8Cwv1FZ/6mhdV+6D+/CKzEi/5N7Owj7pntHdmBq3DzDQd+lXMwldymtAeqNXaVHCTTDUnvvpav1qNZVtYiCdd9eVHc5WMbGnerPStOcmI1BdJVmPFIhtmZbyaE0lfrZMj4Ag4Ao6AI+AIOAKOgCOwOCLADHZxXLavWQiE+gRzqUiEFmKS+Ma7IiepkKJxXuTQ0y+hjhI1WHBRASKCki3NF8hZ53gjBDQZREojOWNQIceSGBYliOIYzC41U5KxuCDiSB+q0ad6c4YiFk3MLCS7sqgkVKTkVcmkmTGcIpCSWSWXapVsViQ9M4Ns4VUus0E/Eqvsqy+fsquEWHZlS0mr+mZlDBpLVgmx2rlJik325V9+1Som8cxMzexorvMURxXP1KlT8fDDD4eTH8JNGIq0R3M9kNfhoMKrant6ekIxTKpmg3tqNohntT6tUUU2rUv66pvZwH2qeclqTvZ071R7pr6ZiT1wT0peJKZ0hFPVN7NgV/bEE5lZKOzJlvTMTOzAk34Y+Jcj4Ag4Ao6AI+AIOAKOgCOwGCKglHkxXLYvuUJAJ1PUNxhSJOjm4GXS86TnSC+QpliECQZMYn1jMsfTSb2sZvCDjIUWlhjIGfzMbiyeaFAKUBFFT/a0yNSjRBqroKKTMgUrObLPqYGPkjyRyjYDTHbEmx1x6jU/0lOSCCAk42YWEkUzw6OPPgoVUyojZgYzg5J06ak1M+gyK9uqr3n11Vak8SuRZJSwqkCivnyblTaVtJqVfbOylR3JqZ3bNGvCXeFlNhjL3I5hdvbNSv9bbLEF1l13XfznP/8J+6Nigmhe4TO72IbyhJf2VvGoKPLEE0+Ee0xj8c0sFOmko3tKrXS07yLJvfDCC3jppZc0BfHUka76ZiUOegyoWveECRMgquzJr/axkpdN2ZC8fKlf8dQXiS+edDSuWvXFV+vkCDgCjoAj4Ag4Ao6AI+AILK4IeDFlYd75Nxm7UrAabbBGwu8EvTB8ep/j8KF9zsKG+/wW65I22vc8bLDnmdhw11Px0f1/iUMuugcTKT2JVY8uVkFaWRGKEDq9UqD8h9OhV7VKvKrETBIVnybQ5KCHRFPoYfVEb4XQKRWNMwZIVjj3Qi9Q4SVHwQIOiTrSD8Wc8DwSGUM+M/nkvMaiISKha2YhOdWcEs5///vfGDFiRDg5sM4662D48OGhf/zxx4fCihJYkdbzzDPPoNFoQAlpW1tbKLKYWRgrie3o6AhJsmxXBF6z9mWPbPzxj39Ee3t78KfigOzK/lFHHRVeJjpt2jSJhXjVUQxq5ybJh+JQO6ufKu5Z+fNibGYBByX4KhIIUxWi0H9p3N+dr013d3eIc6uttgp7q/3U3ur+GDVqFO65556BoofuPwUrrLu6ujBp0iQsu+yy4X5aZZVVQl9r3HzzzcN9JRtau/SkM2XKFCy//PLQ6ZWllloKK6ywQriX/u///g9mFkinYszKvnRHjx4d7Ou+kz3ttXxoPGzYMNx7773h3tOcYpMvtdVYfSdHwBFwBBwBR8ARcAQcAUdgcURgnhdTFkeQF+g1G1ieAFSY0ImTF9M2PJd2YqKNwox4JLpQR1YfhhlFHS/31XDZrQ/g4/ucgV9fcz+6a0AfYhY3LCR3+jGeaq2F+IiQ0bqoYCVEpHkVVJTs5hxMZdVkj4NPwCd3+SEOOPxMTGf1pMkJ3ZiSy2CUAvKCI1JGymkzV4mloCBb/QqQmcFMVLAVWdCjYtnymyGEOOWbw/BRv6L7778/nHDQX/jXX3997LXXXlAiquTyG9/4BnbYYQcoaZWikkklozq5ogR06aWXxoorrhhICe3YsWNDMlvZlk5FZsYYLQzNLBRhDj30UHzuc59Db28v3vve92IrJt/vete7gtx3vvMdPP744yEpR/+lQoZi6B/OteZPf/oT1icWJ5xwwgB2KmDMK/+vtDAzmwkPxVTtBfovsxLj/uF8aVQ8ectb3oIrr7wyFOmE5dve9ja0sfg2ffr0sNc6qaLgdJ+pNbNQuFMBZfz48VC7/fbbQ0UUyVx33XXhPtO9ontAa1fxZbnlloNOsOj+22CDDbDqqquGQqcKIm9961vDS4tVJFFBRPeu7tsZM2aEfa3uXxVgZGeZZZaBCjkqzEhO97Fikz+11b8H6js5Ao6AI+AIOAKOgCPgCDgCr4TAosxXzroor8/X9ioIFJzLSNXjNRp3s2hiUR0jrRufXH9F7LjJ2vj8u5bHBmMbaKTdaNlwTKktj9OuuhcnXfkAphlQxDVEYEElp6W8YHkjCo/wNME5zsguooSDiHNsKAuL0MdayFTSAxNyPN1YHbe/YJhBe5ySBBJWP4y9ZpYjMguFjDyKkUsAOcwyUg5YzoQwY+LYIjdFWjRRkAddjKkgwQq08hblC5Lxr+3U0TypShSVrHKI3/zmN/jb3/6Gk046CXfccQduvvlmsXHppZfioYceoq8ijJWUqqO/7j/55JN47LHH8PTTT+Opp54KpFMuSvCV7MqHSPJ5Tt8sCqkvUmFCxZQ4jsNJAPm75JJLgu9x48ZBhZwll1wSOukiXemYmZoQS2VXDPVlT/1KVv1ZSXIVb6jc0L5kdPpG7yP517/+FXATT2Q26H9WO5qvYqjmxFO/atWvaKjPof1qXjqiaqxW40pWrcbCT3MiszI+9TWntpKr+mpFQ2OVjHhDaej8UL7sVnPqV3ND+7pHdA+cddZZ4TGdu+66Cyra6T4xs7B/n/3sZ4Nq5dvMsO2220KFjj333DM8vvTrX/8aKmw9++yz4TTU888/D90j0tG69d6YDTfcENon3Yu6f3X/XXTRRWHfJH/ttdfyvk/DaRXdk3KqooqZhftWRR0V7RSb7nP1dYpGcmZlrNKTT7XiOzkCjoAj4Ag4Ao6AI7AIIuBLcgReFwLR65JyoUUWgbIsMLi8qNbBgoQhybqw7eZr44Ct18X3v7IJfnnoV3DhaXtgZNIKpyemxSNxzpW347GXc/TkQHcLyOMGulk0mQbDOJrUGx5egN63UsNEAyYzIcsQo6uZo5f8lHffNNZYJsVjMDFZEhOSpTGZenpny6QU6Cli9BU5jHa7ihp64jomcf5F2n8BCcajRvk6utk2KasEL8szpJZgOmJMjiJ01erosRpa9GdmqJLfJInQaqYwM0hPiakSUp0i2GqrraC/xpsxaADvfve7sfLKK4dE9JRTTglzsqO/8nM6nCKI47gs9rBQomRT+qJKxsyCH/CSPzbhIzuPPPJI0FV/vfXWQ63/F4Ykp0eOfvazn4XHjTQWKUFXKz9mFtYgY+IrkRdfrWTUak482Ve/ktMjKBpLRkm1+lWrvk47yIZOQNTrdUhPY7PSp8bS1UketaLKh5kFeenKt5nJ5ECs8qMig5jS07jqq5VN8TRnZqHoIHnxNG9mA3gKZ8UnP/IvGcWmsQi8xFPsmpdtsgLmklNfvEpGOiL5lrz2VnOSE4mnVvOa06MzGoukZ1bGq7HiUkFsp5120hAaK44xY8bg3HPPDet68cUXQyzia42yezMLeLL1k5/8F3iLpwAAEABJREFUJNxv8iNS4e7II48MenvssUc41aQ16DSJCn96NE2OZEO46LST7Iguv/zyIK85+dI6ZFNjrU+8iqRrZgP/vkjGrBxLRj6cHAFHwBFwBBwBR2BBQsBjcQQcgXmNANPZee3S/S0oCCi9tRwsSwD1/qDSNA+PIBRZN9prQCf5w0hjSGMj4LfHbosV69MQRzUWN0bjrIuvRm8MpPUEk1mZuYsVlC8d9Sd8YM+z8IF9zsOGu56OjXYTnYJTr3sMUwBElJ2YAV866DRsu995eLnoRBfjyIaNxpbfvBwf2e0UfGrX76KL/lQY0aNANIvvnHUH/m+3X+J9e51Pm2djw6+dhl1+dgUe7AJ6KNtHmxHtpFzR31iROeCMa3DU7/6G51KAoaFuMeIoYgQ5slaKei2BkmgywvtKVMTQKYEkYYWHzCqBVKsE1sxwyy23hGJSRDtKYs0sJLtKRs2MWoDmlKiaWRjry8wgO+qLzMqxmWGttdYKRQa9o0KJuXSruGRLpCRcelWyreRYpxykq7jNDCNHjsTpp58eihial3zl87LLLguJvHQU97777hvkzQydnZ3h1I38VvI61bDEEktAJyNk5+yzzw76Sr716JNsSLaK56c//WnAQcUjxSq5u+++O/AUv2xIXnGZGT7/+c8HnM4888xgt1qD4lQcGv/9738PMcqW6Be/+EXAUPOypVb2ZFt4KSadotl0000HbOqRF52yqOS1tyIVebq7u3HaaaeFQpVO/cinmQ2cRNKeyq/WKJ0dd9wxrEfFj9tvvx2aE1/FNskqDrNyz+VPY61dpDjFE4kvXT16I33xzCwUVITdrbfeGvo6aaLiiVk5Z2YBs4997GOhre4V2apIfoSL1qKYxFdrZuG+1bxIPM1JVq1ZWfyq5hRXNVfFp1ay0gUvybLxjyPgCDgCjoAj8MYRcE1HwBFwBBZiBJRZLsThe+hvFgHWBBDSvyxFu4xleXnSgty0F9AN0oYczNCxJAdjY2Cbzd+LZl8f+ooa7n34SbSox1wML03ow4HfPwaPPTcezSICaxio1TvQSjowrb40Tr/0Bvzikr+BZpHTzuQZ3ehttRDX2mH1Brq6e9BMMxRWQ87AugsEG3rZ7bb7nIZr7n0cfVEDvWlB+U7k7UvgzscnYrcfnIWHWDzJkhgpdbsy4DtHnobr738W5193J/5822PoZjBpbx/AQEOS2F8w0TstlBTq8QjxP/3pT4ckGf2XeHEcY5tttgmJvBLztra28Bd7Jb5KMEWyIZUq0ZSO+OKZGd1a0Ne4Is1HXKd01FdyrCKHdFXgUHGgsisd9eVT/V122QUf+tCHoFMPm2yyCbbbbjtoLdJfe+21QzIufdmX7YkTJwb/V111FdZYYw2cccYZ4WWlSuhVLJC+3gkjG7KvmKSvWDSWDdlSDDqxUsUhXb3j5fvf/z70KNIWW2wBxSOM3ve+90F82ZINsxID2dEv02y55ZbYbbfdsNJKK0FFA9n8whe+gN/+9rfYfffdIX0zw7LLLhv2ZO+998a3vvWtgKWZBZ5syb50b7zxRrz97W+HijB6Z4gKJC+//DL0jhLtr5mFe1s6Wtv73/9+7LfffpCc9l2xa72f+MQnAl8FBe2JePKhX1jS/aAXBatgY1buqx6LkYywMSvXqD76LzMLxQ/5BS/NyY4Kc7IrvplxhkW/osCFF14Y1iZcJacJMwt7qn1YffXVAwZas+bNLOyt7JpZKPiIX6vVwmkq6Ys+8IEPBLtmgzLiS1bxS15jxSM/ajVWX61Z6Ue4VGO1To6AI+AILG4I+HodAUfAEXAEHAEhEOnLyREo9F4RwlBvxECeISnicDIlIU+fWi1GVgAdHLxzjdWQs9JS62iwoJJjIqsjrMHAenvQ1jcRy9em4ti9P4mLf/JlXHr4DtjjE+9BmxWw9qXw6ytvwXTaUOr4iQ9sgI++a02MKrrQXuTozPvwqQ2Wx7Ybr4LPc66TQlMp+/VDzsIzrWHoYkHkS5u+Ddf//Mv448+2xVYbr4oiaeCpGQmO/uXvIdm+OAFLJmjlCZL6cLSiYXj6hckAF5I0+MVkNY5rLNgAaQ4mqGzTFHoZaJ7n2HjjjUNiSrehVZKpZLNKKMWXrFqdhjAz6PEgJe/rrbce3vOe90CnW5577jmJ0H4+kNBWyan8yKbGSurNDHqURzw9+qGXf15yySVQcmtmwYaMmVmwddNNN+Gcc84Jpzb0iJBeSHreeedB79NYf/31Id86KSJ9xS1/OjEif+Ir7n/+85/QuzWkr1Mnsn/RRRdBY8Whtej0xsknn6wpfOUrXwkFJNlTYUI2U+KmYsl9992HrbbaCipc/OEPf8D111+Pp556KpwOOfroowdO/0hHeCoZ/+tf/4obbrgBOuGhnzTWz/iqWKIY5UunUHQaSNiqiKFHVKSn99iY8cYIUZVfsqtYvvvd74YXBisOnYpRqwKJig4qnJhZKGpoDXp8RhjoMRidNBHeil192dKJFfXbWDhTTPLdaDSg+PViYv3Kk2LWe01uu+22cK8oDpGZhYIGeMkXmzAvXM0MZhbs6D054CV7bMLeqlXBTrJrrrlmkBXPzAZiVyyjRo2C9kfvOVG8ZgZdZmWrvmLRC2wVv5mFIpd42n/Nay1VqxNOKrLpMaEPf/jD0J6albbMyntQaxFJx8kRcAQWOgQ8YEfAEXAEHAFHwBGYwwhEc9iem1vIEGD9IERsSYJmgZD01ZJ6aFnbKOfCN1BjbmUZMKojwfD2GrK0iShpw9T+6sjKy4/ChWcfgTOP2x8fXGcprDQKWJW01RZrokXjfUa77aPQpL120l7bbYYDv74x0DMNRTNFwmC+ueNGOGCHzbH/jluD7qBHh57vytETD0f7mGXw5W3fhSVYExnTBnx9+3ejqLehVR+Gfz75HLpoUydQhsXABqu+BdGU5zC8ORUf2nA91DjXRx9gYshlgjUVJrRggoqQ9Cv5pwj0qI2Zcb7gXBRa8c1spgQ5IV5KTJVcKllVUqukXwn6n//8Z+jEx2c+85lgQ7IqmijpreSlI7sqeGheJyR++MMfBnkl6dtuu23oX3PNNRILcZiVcR188MHhFMrFF18MnQaRLZFOs4gnHyqMKCE3M64zhvxrHMcx9CiMEmf0X1/96leh4oDWoyKNZMws+JCOigiyLxtS0To0VpFC75ART3rSN7MQqwpChx9+eOir4CI7ikut5LVuveNDjwxV9lV40Zzkjj322HAKRTZ1ckQvB1aMZiaRQJJTRwUP9TfaaCOosKTCkdYguyoyNZtNqICgIpPkFYPsKwY9FqW1qK990KNNevRIcopfrWKQfempL1md9Bk5cmQoeK2//vphr6QvW9KRvNqKzCzI6NEiM4OKQzr1Ilvad2EqPM0MeswHvDSWPfnkcKCoprHsa4267ySjeTMLMrIre+KrmCT5j3zkI+GEjpmF+wG8JCdMFYPuf50WUjHtJhbr3vnOd4aTS8JNcrJBlbAGtbJvNrgX4jk5AnMeAbfoCDgCjoAj4Ag4Ao7AgotAtOCG5pHNCwQi3gE5ChQWqc6A3lZOSmFRgbZ2IGYQecZxlodEjbk4WL8AmjOA3i4ULUODhY3EgJxUowJrHdApEdVYHm8C40ituB0FrfVmfUhpk6ZRZ5u3gLa2OoooRjPNQRNokB8KHmxvueN5dLUK5Jwfu8qauH888LeXgHvGAf96GdSLGGuGpK2G6TTclgBxARyz5yfw17O/iVt/+Q188K0NMEQgaQTfXAn9ZLC8CEm2kuRYC6M/FQzMDGbGEUKrOSWvSiDBS0mzEnQVJMRXgixS4imZffbZJ2ClX1/RCQjJyob0qB4KDNJTX77VaqykWjb2339/qCBgZvj4xz8eHncRX7Ylr1MDGm+22WZQwqxE18xCwWTllVcO9vUrPJqrbEtPybnmlUArFvEUl05XHHbYYWGtOtEhvuKRXdlQ/Bor6RZPuhpPmjQp+NepBhUWJGtW4qZHgfTOD/nUKRP5UfxqZV9x6ZEcs1JedjVnZiF+nU4xs2BfvuRbsUtGxSDwMitlFR+H4f0nKihJRjwzC0Ui+ZF9PeIkW5MnTw4FBdkbNWpU8CF9xS/d1VZbDYpRJ3akZ2ZhP80sxHbJJZdABQbJSEfrMrOBkyWyVZFZuT7JyrfwULGsWt9RRx0FxSBMJVORmYX9kG35UBxqRbKjdUpWP8EtnvxVshpLRkUhvftG+63immyYWSgA6T6XT+2h7l2dAJoyZUpY9y9/+cuAiU7m6B5TMUv2zUxNkJFuGPjXfyPgHEfAEXAEHAFHwBFwBByBxQKBaLFYpS/yFREoWOIowESchYVMUiw4IKkBTJyaLE6Il8SGJLKQYLEugqdfmgSLEiakrFwUGRNWoAdAdw5MoMBPTrsKe3/vXHx5n1Pxld2PwL7fOYtFDCabRY4cFt7DEgOhmJLoDsx6OcroIw8nSMQqyFHq9vy4iUjqnTCLce+99+Ggg0/Hj358Cn5y2En48Y9OQb01A53ZNCTpdAxjOK0UaKPyaBrp7OlGJws+oy1D0SwQxxHjALQmM1q3PJy+UJIpoksogVSSqmRUVPHV13zE6pMKGUrulZAqgTWzkGxLRjw9nqKTJtJVQitZzYnM6JeGZEfjuL+II5/qi6fChk4JyIZ09dJYvStEMopPdqsTNGbGdcUws7CWRqMBXUqQZUuyZsQ+TUMSLBvyLRn507xs6fEOyetRIc2LJKPWbHB9GotvZuHdJrKnx4XEN7MQi+zKpk5DCB8VHoSLYpM/kfSUkJtZKAJJX/4lb1baQf8lec3pl5akp5/s1VhkZpAdiWpOsuqraKFWPP3SjXDU40Tyo1MhZgadxlBRQnNmFu5vzX/wgx8MfRVkNDazsC7FprFsa43SUwyVf7XyB15m5T5rnsOgL13N630rKmDp3TJ6Z4z4kpNNycqOxroHqjm1mhNffT1qZmbBLvov8RWz4tQjTnp5sGzpsSsVbORbJHHJak6tbKqvVvM777wz9CiX4rnzzjuhgkslJ13x1To5Ao6AI+AIOAKOgCPgCDgCizMC0eK8eF87WNgwEhBHcVlosAhJow1FnKCVof8qmKzn6Cajm5y7HxuP6XkHWix9jBndyW+wDzw1Cdh+/zPxl/tfxvOTUkS1OizKMWXKOHS01VCPIyR6XwkA1m4Qs40zoBb1oa2RMSluQqWAImsh6n+Hy0sTJrMIYGgwnjaWQTrSGehoTkVb1ySM6B6PETOewNLZOIxNutDeAjojoE5K8xz19nb+FT6GFphnGQoWWhIOChI9ILWYpSROR1F4pMHMoMd0YhY4zIxrNkScU4IpHngpWdfLUpW0KgEla0BOMuJLRi9Sla4eLVHxRXNmJvEgr8RVSa8YktdJFPkRX0UHFSOOOeYYHH/88RLBz3/+86CnUwZiKBk/6KCD8L3vfQ/f/OY3wyMxemfIAQccEPqSly2R7CpW+VG/8qsihywr+BkAABAASURBVGJUoUP+ZFdkZuEEhuY0Fg2NX3bE04kPtSuuuCIUix7nUQzf/va3Q0yKRbH94x//4D7UJBoKJ+rIhlmJR1WUMCvHQ+cUf+Vb2GosfMxMZgKJZ2aQXmDwS2tiEzAzM95DmYZhP1U4Egb6pR/FqqKDWhWs1Iq+8Y1vQI+7mBnkV8qKQz7kr16vB4zMypg1L5KM2qEkX8JdPJ160ckanfbQSRm14ptZsKe+3u+iR5dU7NEeyJ/48m1WrmXatGlBXqeCzMoY5Fv7LNKeSF6nTN7xjncEHGRLMmYWxmY2gJn4mjczuYJeYqy4K9/qm1nwWfGCoH85Ao6AI+AIOAKOgCPgCDgCiykCTDsX05X7sgcQ6OttsryAcFKkYFmkp9kTTpDEdaCLUl1I0IMaemsxnmkBF1x5M5KOESyGFFh3tZUwjDIx6ZcXXompNgI9SSfWedsa+MVxX8Mlv/werj73YDS7piBLW1AS2ioA5mXoY35rCZCxeJJmvSgsD+9TiVlwyXhnsvaBFd+yLFSEyan7vg3fhSvP+RZ+R5uXn30IrjjnUPzpVz/AH07/Hn590iHoYB7YoF5vK0UXiyBTYehN2tBdxGi0JajRl4osQMEZBOpr9oUEW8mjkkkl0EpCq4RRrRLNyy67DLp0qkCJcaPRYNwZC0BJaM0sJKYqimiNOvEgO0pslRiroALIAr3rhS3sqohQJeq9vb2QH/kzs5C0tlot6Bd2zAxmFuLUvEixHnbYYfjRj34EnYQ54ogjoJfL6kW2IhUIJGdmwa5sm5V2FZ9OrmgN8q84tG4zg5L9KnHWnOS0BtnSukXyDV56Xwub8EiS3i+iR5p+8IMfhHhUCNI7UETVy2yFh3zKlmyYlfHIhpkFHMUXyY/4Q2monmyZlfpmFsQUp3Sr+MU0M+iEh+T1fhbZUOFIcjqtoZfAqmClx20UqzAUnupLXjaEnfRE1Vjt6yX5Fm2zzTZ4/vnnoUKHTnsId2GsWDQvks3tt98+FJ0eeOCB8OiQ5rUmtZp/7LHH1AzsqwbSlYzs6301ktU9oceJdB8JT61DciLNS97Mwn0lntYnvmRVaNMYvNTqnpGMmYV7kWyIr9bJEXAEHAFHwBFwBBwBR8ARWBwRYOq5OC7b1zwUAb2zxFg+YW0DRauHpZMMeVagrwBSCk5kqUW/TfNEH7DvT/7AAsUSAAsfbXkX9tj+A0go10u66/5/o48Fi9x68YN9PoBlAYwkHzS8REeDNvvQl2aIDGKBNY7w0tvMatALaou4DZMpP4V63VkCimHD9dZE0T2Jui3cd999LIOA8SEUcDooVyepkKO2PQHSLEXKqsltj07HoefcjMMvuBXP9gK9NJaxaFOn8zotx3mKOGuirV6emPjABz4AJZHnn39+KIqYGZQsmhmUdO677770BHz+858PyWc1Jx0lqZpUIqrkWEnnpZdeKhb0QlN1VERQK1tqzSyceFCSKhsqBKiVLcnIluZUhJEv6Yh0KmallVYKMY4bNy4k1NIVya/8S04knuyILztq9S4TFW7Er0iyepGsxnrPifQUg/wrbiXj0lFskq1IpyKk8+CDD4Z3z8iHdCSvtaiVT8mroDR0HeJrbFbiKxnZEt/MQpGq6ktOfflXX7YlL57Gld4VV1wR9kpz4qlVMUiPBalwocd3zAwq7kj3/vvvh+ZlV7iYWdhb8NL6hYN8yZYZbyDyzcp4pS8+Wa/5ka2vf/3r+N3vfodll10W+iUjs3KNiks4yZaZBf877bRTuBf1eJdOoICXYpFPrfc3v/lN2H/dB9LTnos/Y8YM6GW40tH9qpM2il8+aCLoSF6ksXS0drXimVmQkR/ZlJ6ZhQKoxpKTnubVNysxEc/JEXAEHAFHwBFwBBwBR8ARWNwQiBbFBfuaXj8CGYsmkk7zTA2GtTWgF7gW1sChP7sQXz7oV/j+yVdhuwNOxRf2OgFPvTQJUdGL2vTnsOe2H8XYTmAYc6p2Uj0OJliWiXDOxXdjKgsjKfnHn3Idpk+bhHqcIsoyljKAlKI5aTh16iyRDGvU0WrFOPSk6/G7Wx7HwYefFOTWWREYO8IwvJ4hZTFk3x9ciHEs6kyg7kTSP58tcPgJv8OxJ18YbBb015UB3z/2NFx1z2P43Y334sb7nkOTskoCjVbzEEOErNVC2sxgZth7770pgXCK4eabbw7JrJmFVr+u8sILL4R3kugv/fqrvWxVL1aVopJLtUpA9Q4RndJQoqpHXZSwK6mVjJJiM5NoKBioo9MgOo2gvooWklXyqiR7lVVWERt6Eah05fczn/lMKKJsvPHGoYghedlWQiwZKeglp2olr7nq8SD9Cs2HP/zhsBbpSf6WW26BHkeSnE7CSEexqwigVny9Q0PyGmtethXfyJEjITmdSJEtM4MwkJxkpCM52TCzEK/i1JzZzDiYlWPpaL6Skz/1zSwUuKo58UTCSv50UkcnTORLfLU//OEPoUKJYlAhQ632Q0UiMwuPJ8meikBqtZbKv/ZZdsUXaU52xTOzUHgQ/9XIzMJjV+ecc064z/RiYO2FsFJ80hVe8inb1bg62XTccccN+NG8YtfJGTPDbbfdFvCQLcWkd8ro5br6tSedtpG8bAsf+TIrY1Zf99mvf/3rsHeal1+RdMwMKtQId91jwkb2NSddtWblXknHyRFwBBwBR8ARcAQcAUfAEZifCMwv315MmV/ILyB+48hYymAwUS20WV8TqqtktQ6MbzXwaNdIXP2vKXi6dwzSjmUwosOwZPESDttpc+zyoWUxkqo629FgZeQH++6K9laTSeNwnHPtQ/jInufhg7uehdsffwltIzrRsD60sVLTbCKcLrEMqFHvvWutguFFjnqtE3c9ORXHX3or7nl6GmZwrpP29/riJ9DoGY+2eoQHJuf4+AG/wcb7nof/2+PX2OXI3+Gqf47Hyz0ZWpTnn/ZZaACijiXQY+1o1Ybh4adeCKdsoloDraKFKI5pNULc6ERSU/RAW1sbVBBQ4qgXpyqJ3HHHHaETKypkmBnOOussKBGWjP76v9dee9FXHN4voZd2fulLXwpJqIojSrx1SkDvDKkSdzOjX4QEWAmsElPJLbXUUuHUgpLi1VdfHXpnxqc+9akQk04bLL300tBLU3XyI4oinHDCCeEdL3pZ7KhRo6DCzYknngg9sqK4zQx6d4mSYcmLlISbWSii6KWiehxJpyX0a0E6sSEZFVJWWGEFqC9dxSMZJdI6fbL55pvji1/8YlivYlcB4J577glxKiYl80riTzvtNAi7VVddNcwpbjMLdoWFbJtZKBLIBoZc8qnhUL78y58wV2zCTDZEWpfm1F955ZUDFipA7b777gGjk046KeCtIoZkpK/3lDz11FPhxMXpp58e9vSMM86AZPXuFz0mI5nx48crFGivVHyQvuKSDTML68FrXHqcRy8hrsRU3BD2sqG+WpH2TYUe+ZA/FUrE16M6wlV4brXVVtAjSsJIj3HpvpG85HRiSjEKC+mIJzJjIXL4cFS+9GJarUGY6n07WqfWu8suu0AFPcWhfxd036n4pBNW2jMz47/XJUlfsVZr8tYRcAQcAUfAEXAEHAFH4H9GwBUWAQSiRWANvoQ3g0BRwKif5wX02MxaS7dhVPNFdPS8hPbmVDTyXnQkGVZaagTev84q2H3rD+PS076FLd+9IpamYj1roY4UDcuxwepj8LUtP4gRvS9jVB1A1mTRpIWPbPJuHLjz1hhBm8n05zCcejGn23j3jSR9f59PY/XOJoZ3P4eOdDryrml4yzLLQPNtlPsEfZ1+6B5YfUyMetaNWpQhZUWmo5HA8m6ss8bK+OynPg4VZ9Jmb1jPBqstj7hrPNpb07DpezeAFSxiAKhZzPkcHHJU8nK9rLZexyGHHBLeOzJmzBjcd999OPfcc6HCgwoMf/rTn/C5z30u6CiRVMKpooGKHw899FCQveiii6BHb8RT4eXvf/97SLiV/CuxlbJ8mRmUEFe8v/3tb6H4oeRY+ipQXHfddSEBVtL89NNPw8xCIUS25P/RRx+FHuVQovvjH/84vPBVrWwpKdbphMq+/Fb+lCDfeOON0IkSxXjttddCibUKMhpLTjGKp1akdSkZ1wkWPaqiX8dRQi0ZJfo6taICkN5NouKRikwXXHAB9Isz++yzTyioyI50FItI+JlZ8F3x1apQpbjVqjAgAi+tW3411qNOZhYwUVxai+LWWg488MCwByqO6DSRdHSySHso+7Ijkg29k+TTn/50OLmiOPfff3/oJIj8a6wilmTNSuy1Pwwl+FWrNal9NdI6zCysU7ELM9kHL8WjvvjyozWYlfeGHkW6+uqrscYaa4T1nHfeebjyyivDPaD3uqh4VukqjjXXXDMUp2g2xCebwkZjyamVffk0syCjkykqFmqfdK9rn3W/6/7XPurdLCq06H6rbEhfa6hsy66TI+AIOAKOgCPgCCwuCPg6HQFHYCgC0dCB9xdDBJhYIQfqUQG9SPbCQ7+Ie36xG+4642u47bSdcMepX8btpN8f+nGcstv/4evvWxFjKT86LmCtPsQG5GkagBuZAF//2Eq444yd8OcjvoLrj98ZN/18N/xk67XwxbfX8Mfjvo3rzzkUY1jZaOQZaqSomWF0Bvzie9viqqN3xg1HfxU3n7IvfvXTXdFGP20sezRY6Hn3ssAvv/sZ2tsVVxy2I647YkdcccgXcPspX8W53/0E3s9CzsgY6KwnqDV7cMQeW+Cq4/bHFccdgPetXMOwCGCoCpZFnhTGsRhGphJFJaRq9SsuKgqoWKFkXKcTVCz52Mc+NlAUAC+dLvja174GvXdDj5Ho5INOO+gv+pLXCQ4ltCLZVRJKNZjRITviy6eZhZMTOlUifzo5ULVTpkyBkmYlriqaSEfJucYivWhWj+0oXvnWSRX5USFj+eWXpxcul4UiMwuPK2lOejp9IFm9S0Rx63EWFSE0Lx9VvFW79dZbQ4+P6FdonnjiCVx//fUhcVdBRPZ0EuSGG26ATonIrujFF18MOjqxkiQJZEtJuHzoESTZU5IuDCq+Wq1/2rRp0IkJsxIrLUQ29K4Q6b3rXe8SK+BmZlARRXoq7Oi0hU6DKAbxtD6tV3ukGISf/IhUKNCLhadOnQphLh3hqT3XozTaYzMLBQzFqUKSZD/60Y8G/7IXOq/ypZMkuid0OkfYCmudIBEOGldt9R4VnUoRLpLXiah///vfEF5PPfUUtF+ypaKP4hEJF8nrESe1sikbmpOfaly1KpSYlbh+6EMfCnupfZN9rV++9MiXXsAr24pPeyx9LdOs1NVYJJ6TI+AIOAKOgCOwQCPgwTkCjoAjMJcQiOaSXTe7kCBQFAxU+VGWoo4WlkCGpVjAWJrsZUhjSEuRxpKWQBOdWQujohQNVmBqtRisDvCv7gnqTLI6DNRvYUzRwtqjgNU6gBXqwCgWS2RnFVZrRlkvRiUtJEgRRzmG1SOMquVqfNLrAAAQAElEQVRYsT3HmiNSvLXRi5XbMgxjIaU9Av2kLIRkaE8LLMvxcqS3jUyx7ugc69DwSnFKnxlGJEBcpMhaKUbUEyxlwOojgbcOB0azUMRprqqA8R9m9kzEM47pBGC/CCdFquRQifaKK64IneLQL9YosY+iKBQQNKckW8mqeErOVehQ8UKnH9QXX62ZBbsJiwnSk30zC/40FtE91IokpxfWyq9a+RVP9jRf+ZQd6cm35pdeemnI99ixY2FW2q/VasGPdKUnWemIpKP5t771rZCO+uKJJCv78idZrUNjrVnyWqeZhUdkNG9mIX7wkowKGiLFT1b4KCEPHX7Jrk6FyK5iUnyaF1++tebOzs5gU37NjFrlHrW1tYUTNdIT02wQX51OkQ3ZHTFiBBSn/ICXfMimWpH8aK2yp7Ee3RLmVdzyKx9qZVPyaivbNBk+ijt0XuVLNqSnVmLCWj5FGld82ddYMUleWIon0jq0Hr3HxMwCNrKjNUhf8uBVjdkN94F8aF42Kp5kzUrctEbxxZN90ahRo8LeSk/2pKu+5NTKZtU3K/dGYydHwBFwBByBOYuAW3MEHAFHwBFY8BGIFvwQPcK5iYDpDlBOFKvcECPiPzEdRiw1iNNgn/UQcgvE/CeKEibpVLBSCjJAiilfU4GF/RqJKT0SKxDpXSg6xcL5SLaiOiL+Iz3OAjqdQj0aBQpDHNWAvIAeG6pRN6LPgvwGg6mhgF5W22aGhDYSfsdsY8hbBkTUZxEBvCIWheS70MmMYKeQJcrEgEUwMxjKy6zsmRnMrGTy28xmGleJJKcwtK+EUzzR0L7GIjNTM2DLrByLWcmbDfLMbCb7ZuVcJTvUt1k5hyGXWckzIy4FC0hsdVpBemYlT4mxVMwGZTWWD7OSp7HIbOax7MzKr3jii8wGdWRTvIpmla3mZ+WbDdqY3ZxZOW9WtrJvNtiX3aF6ZuWc+LPKmpVzQ/lmJW+oDc1XVNmpxrNrzUobKkxU82YlT2Ozsm9WtuLNSkP9z+rTrNSrZMxstvcOhlxmpc4Q1kC3sm82KGNm4d41swG5yt8AwzuOgCPgCACOgSPgCDgCjoAjsFghEC1Wq/XFvgoCuhUiRLBArIOwx0QcYIt+XgRdZrEaUjlmB8YvUcRe0GUBw0gqyqgNxKKJZEBrBYkq4SOd0On/MjPOSqJgjaVAuFh0kY2YNmWfE/SEQaJOkCwigGQcyDfoE7yka2wXt4+ZwawknbDQox9mNlPCDb8cAUfAEVhsEfCFOwKOgCPgCDgCjoAj8MYQYOb5xhRda9FGwKxMwIeu0uy/eUPnX61vZjNNm5Vjs8HWrOwPFTQreWZlO3Ru1r7Zf8uY/TdvVr1FeawCih5H2WabbaCXslbv5qhOpizKa/e1OQKLLAK+MEfAEXAEHAFHwBFwBByB+Y6AF1Pm+xYsegGY2cBpCLOy/2qrNLOBaTObSVcTZjPzzMqx5mYls3LOrGyreTOruotdq0c39C4M/cyxXrqqAouZQe1iB4YveL4h4I4dAUfAEXAEHAFHwBFwBByBRQkBL6YsSrs5X9aiW+iNkVkMIwFvTP/16Mm+6JVl5wto88yp3m3xSkUTM5tncSykjjxsR8ARcAQcAUfAEXAEHAFHwBFwBGaLgLLY2U440xFwBBZGBGYfswoqerRHpJMqGpt5MWX2aDnXEXAEHAFHwBFwBBwBR8ARcAQcgVdHwIspr46Pz84LBNzHXEVAp1NEZmXxRAUVjeeqUzfuCDgCjoAj4Ag4Ao6AI+AIOAKOwCKMgBdT3uDmutqcRUAJ/py16NZmRUAYmxnMDOrPOu9jR8ARcAQcAUfAEXAEHAFHwBFwBByB/0ZgdhwvpswOFefNcwTMbJ77XNwcmg1ibDbYX9xw8PU6Ao6AI+AIOAKOgCPgCDgCiwECvsS5jIAXU+YywG7eEXAEHAFHwBFwBBwBR8ARcAQcAUfg9SDgMo7AwoOAF1MWnr3ySB0BR8ARcAQcAUfAEXAEHAFHYEFDwONxBByBxRIBL6Ysltvui3YEHAFHwBFwBBwBR8ARWJwR8LU7Ao6AI+AIvDkEvJjy5vBzbUfAEXAEHAFHwBFwBByBeYOAe3EEHAFHwBFwBBYYBLyYssBshQfiCDgCjoAj4Ag4AoseAr4iR8ARcAQcAUfAEVgUEfBiyqK4q74mR8ARcAQcAUfgzSDguo6AI+AIOAKOgCPgCDgCr4qAF1NeFR6fdAQcAUfAEVhYEPA4HQFHwBFwBBwBR8ARcAQcgXmFgBdT5hXS7scRcAQcgf9GwDmOgCPgCDgCjoAj4Ag4Ao6AI7AQIuDFlIVw0zxkR2D+IuDeHQFHwBFwBBwBR8ARcAQcAUfAEVi8EfBiyuK9/4vP6n2ljoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjsAcQsCLKXMIyLlhxm06Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao7AgofAnC6mLHgr9IgcAUfAEXAEHAFHwBFwBBwBR8ARcAQcAUdgTiOwWNvzYspivf2+eEfAEXAEHAFHwBFwBBwBR8ARcAQWJwR8rY7AnEHAiylzBke34gg4Ao6AI+AIOAKOgCPgCDgCjsDcQcCtOgKOwAKHgBdTFrgt8YAcAUfAEXAEHAFHwBFwBByBhR8BX4Ej4Ag4AosyAl5MWZR319fmCDgCjoAj4Ag4Ao6AI/C/IOCyjoAj4Ag4Ao7A60LAiymvCyYXcgQcAUfAEXAEHAFHYEFFwONyBBwBR8ARcAQcgXmNgBdT5jXi7s8RcAQcAUfAEXAEAMfAEXAEHAFHwBFwBByBhRgBL6YsxJvnoTsCjoAj4AjMWwTcmyPgCDgCjoAj4Ag4Ao6AIyAEvJgiFJwcAUfAEVh0EfCVOQKOgCPgCDgCjoAj4Ag4Ao7AHEbAiylzGFA35wg4AnMCAbfhCDgCjoAj4Ag4Ao6AI+AIOAKOwIKLgBdTFty98cgWNgQ8XkfAEXAEHAFHwBFwBBwBR8ARcAQcgcUCAS+mLBbb/MqLnHWmIEPE5jU+OecHqUAO6VXEySGfQbkhzFm6lcws7P8aziI3i8NZhjNpa24mxisMJFfRTIuqmGor3dBXTBVj5lbTokGuZEWDnNn2hiipKyrlpCtCCK3kvdJ3KfdKszPzJas9FM08A+6tOIqhIo1fD80sLx/SYquJYJd9tWHMudCKx/5sP5oTzXaSTM3NSmTP9kM5+atoVpkh/CHdAamKN7QdmPSOI+AIOAKOgCPgCDgCjoAj4Ags0ggsjMWURXpD5tfiqoQwQ4ZW0WKizkRTSS4pTzOQEUhyWdE/V6TksZ9nkkKL35REiyzJFxIOCxJDMyL1qUZ+Oa3xECqZUh8gipYKtA/Gh9AG7sBXkZVFgJRa8sJhOSd7JH7Q4oTagvqSpyhEM62vKNdCUUrRhBQUntpUX+TpU/GEBdcPSrdSMikiVhBhX3ZE8imZmYlSlFEMA/xq3N+qoVVap6y+ZZwkeznHmfaAbTkuginpDNqjdzIKrqugnHAZ2Bfyg9VcHrhu7ntGfGW3f4r28gHKpU9SSyZEkhOB/JJkUSSbOa1V3HJcDMhxzHUM7KeMiIbOsy+WSBZLoh758h1IzAGB/rnglesObT9PMiStnQ1V+/myJRsiTagVVX21pMoaFSEiK2hW/Mqa+AgzFSenuAhsZXiQjyAnnpMj4Ag4Ao6AI+AIOAKOgCPgCLwCAgss24spC+zWzL3ACmaUFckLhzB1mNzF7NWMo8JQkIAIURJDmWDG2onEIqtuG7a5ARZzWmlkKRCTnTHL5AzKi4yyU35LtOzxe5Y5cvQZ1NWonwb0BjrlBAsFFkWMHKRS09Qwb80zpu8SZ7/GZWSh8EE5BUl+zoQ+ijkBXhwjKLLPj2nMFrKlNmGH8si5zogMDsMc199sNpEkYhIq6ZEizvMTRCg9+0+/AMUH5zUQf5Azm558Raj2QuLaUwm2WDWSiYK7Aq4nz1tsJAEQJvYlxThZRCkoGInJvZYtQ4ycvKzJDWRrkB/wytnLYewN/cw6HpyL6D2ajXw+KEKLCBJR2YDXgEHywjx5/BSk2X40MZPObKVKJmUHRHmvEwHAFI8I5UUZfhDCwuA1RKJU45QilD2R+iL1OcWPRkOJrPCpeGHgX46AI+AIOAKOgCPgCDgCiyQCvqjFAQH9n/3isE5f4xAEzAZTPiXOYcgM0pRZM8FWnmlGGZIOY7Q4p+QyTphHqh9saRAzYY6hgysRdROSZS2m44DqExxSgcKFbrMaOzGJHyawKlQYu+VH8/0kpnyQShmlsUOIST9ECpKU62SGqhb9cUfUy7kosRSzsQBiNG1gQYGUSIBOKQatzVhIkDkVf3RqA4iQpS0ktE01DZGx06JexrgRschgOr8B9NFOk8ZTUlRvowYZ/ATfGjG2mI60aiN/5k+5Jk4PnJ+g5XJpQZgFG6QQBtJnCFTnt7AsFF0JbanAKRZ5jIWjIM+qUUq5HMIciGJZkLwJEgoDGRdsMe2FEb9oM2vFiLn+GimRjkJkgMaxAdQtOJ+TMNNlWmvgRAjdAuAncML689AtvxgXaA8WoRAR6YLjzAAR2Ad56DdgpVb4Dix96cbieiFnlnIuh7ATFdQtuO6MpLa0FaGyR2GuI2dTDLK0r7LDVveCZjPaLjhWOOLFHMfcD1gLiEjsGylmHCLj/Wfsl0aj0BT0oo6xrYjd/g9jkvH+kTeOgCPgCDgCjoAj4AjMdwQ8AEfAEfifEND/0f9PCi68aCBgZjAzKPFP0xQ6wQGmycbsz5jkgpUFJeYUgXJXGCDKAKaV/OInZfbbIj9PmDxaHShqEoGONjBXh3RpDoEoX0C3G0kJtTLNfiob2gjzFJztJyeXuopNxJE+hYoh0mOrsXzVtChGWbCYAbah4MJkV3PgV8b1ak3GGoNS8VAsSqhNUopdT2qAjuEwmdZ6FV8OLlR+KIYophXQMphOl9RkIp2Tgphm5UCykpIBrZn6RUj2uY6CzjjOgwzYK0nDkMSbev1Efe2FzMKoO2TOzFBobRSNwroRCjCVSKFKUPANhDXRlvY7ZrGEXSje0AKIVVzhIG1ywJbf/R/6DBESsND2s0OjFYg4kI4BKj5wFOJAP09jBN3SVkaGtCqCcArECemwGfzk1Qyg9StoA8D9AS+Jl1ZLK7ItXtVSpP9Dbyqa0JrJBqlgTKJSIC+b/m+NZMc4joKORhyEj/oiSQ2lMPnKX1Kp6JWlfMYRcAQcAUfAEXAEXicCLuYIOAKOwPxCQDnI/PLtfuc7AkwCWXBImNdHCVNGfqCEPOdf3pWo5k1ERYZaRDkmkwULBEYZJakK3VhzaPIOmtICplOkFUWIYjIpFNFmlVQzZ4WSaoqoQRjTDngVJPEHSeWMyoPUIurQiZEQIeungq0IbJss/LCuA9UMzAqaV3GoCYtoq2ghNjqJGyw6xOwYwuM4ltEu6wvk5JzXKRN5LU8X5ADXovXSAu0BLBWVuTsLSmo0xwAAEABJREFURmBBhGqBz6UzJnIsQsxYxAcxDO+VIY9BQILCQvZpGTSuhYGQIuIoJsmvSMyc3Iw+CiOInKs+wYYBKakgk43qVrAgJw49tFJqg9pAOERjFJTTrEDEuMBoE2042a08Qx+DyNhHlAK8F+SDUIGLQTBkZHOe2sQrYk/EJnxyfkubvtXlKCX+tAQ2HPGjUxw6zUFjGUmxp2TrI0sl5XRXEsMpHQa/MiqSFMIUaEOYFqZ7IdFqaCqCblcRB+RplSVJG0au7mGR9AMJW53wiWg3kgAJpSjAeEoq15EHfk5+MXDiJewaFEugiDYYUwiEFg0IOuUXwlXwW/iKhvLJ9o8j4Ag4Ao7A4oWAr9YRcAQcAUdgEUCAGcAisApfwutGIBQIWBTJ8xyiImXhganjhCYwiVYmMw2fymx6SpRgelzHJIsxmcnnRJEZpgAQ9QKYyqz4wusfwt4/PRd7H34Orr73KfSQrwIEXSBjAh9SWhZklIhqqFMgKWUgAaa9BbNVfmgdgSQXElIm+tBJD8oGnmaNA340ztiqANLFDLU3jqCYprDfkwbvKE+sGCImuF19OSZTaSrluri+aczoc65ZcUwDcNujk3HLw+O4TqDFNRYZSyT01UzZgjgxDitAWxTmR4US+Z/Mr4cnAZfc9hhe6gZ6KNObZmi1+hDFMSRXlQCCPnX1L1xYOmVBMvIqmdClvyJQP7cUCFOyETr8qtgMl2ZoSEazFEUtQZOTU0gTmO9PosNJ7PdxH3NWmzJm8bLf09eLOIqDbh/XN6NIMCNOMJ62x5EmU0d4CiMOGVEZDz1piPC4CwtS4B6iENdoC0g5zvgdBv1a8peTL6mKGBZ0FRQUCStRUKFQwXsmeFRLIouS6KeoEpMJ8miBa1AYwojLhuybpFggyoPvLMgp1oLVjIIG+a+AJMinGWKDoMUbBdx3+kS4BzM6LcJeZsRO93AmcRkImpKnCHULEqf6P0JOlIcx3YXWvxwBR8ARWHgR8MgdAUfAEXAEHAFHYCgCyjmGjr2/WCEQwWp1dDNJ/BeLArud/BfscMpN2P7km7DDcX/BV09ie+It+OrJd2DXU+7AXj+/A18/8Xp89/Sr8dfHX0aTf9y/7qFxuHOC4foXUtz2fC+mE79cGS2aSGIlk73IrYmMlBvTWoNSVbSiDPqnKFr0noX6CaeZ6xbIQ6KaAXmKYIo2OQqpa8S+SgA5s1PWfzCOX0efdxMOOO5KnHn5P5DWIqbyCXrySBGgL2NK3ajj2AvvxL7HX4UzrrgHXUmMLtpRrMdeeDe+dvjZ+PoxF+OzBxxPLCIUSY6uZi9iYsNoAEuRMpCcpCKC4u4FcPeTE/CpA47GIRfdjC33PgRTGVxE20nNkCkRBxNpJvMoGCSTc8tbXE83IuuFcnfm9FxvxnWJjC31pIOU1ilLjtYZ4KApAoOYthJSTNwiTggXFahgEXFlUakFPNMD/OSC27H7Kddin7P+ikse7MYLjG1GFBGTCC0arROT3mY36oiRU3ci9+XCe1/GAWfegH1+fh1+fMFdeHACaJOhUItwQyGk3LWU8eWcCcQYCjPkJEItYUTIUajQQpspd1eUUc+IRUSKua+gnshoOCsMTcbQazHvC1AbxCkmcVK4UZc9fgMF/zFKyEfVguM0ls8UUdZEkjZRy3pQz/vCySrQp7ADrzzEVHAF1GJfdskGQ2AToZCXIJ9ynHFcUJXUL1vKAabA6Rcs4tCSeoFKe0JKPZH6IvRfORS3dErqZ3vjCDgCcwcBt+oIOAKOgCPgCDgCjsBcQoAp1lyy7GYXSATMDGaDpNMpvcz5zv3tFfj7Q0/hb488h789MQF3PDkRtz4+Cbc/NR23PT4Btz7wLG5/8An8/eGncfu9D+A/Tz4dTqE0GyMwIxqO6fFw9NU7Q0KZ5iwe0EdIFqOC/jKl7CHJFiimL6apxuqJqQ1aRcnlZM7EGuSDfZFuUlE5ZMKsZJfiLWro9MRlt96LOx4bj7Mvvx46HUI2ajErPezktDOD7cU334tbHnsZv/jDdVARJSdPdMsdf4U1hqGoDcek6U2l0siyGLVag5p0QjljEDl9ZlkfMhZECsadkf/gA/9B+4gx6GUVIWp0YiqLGE0ZJaVM6KOwDgqCjNIyB+yHBJyJekT7tEUmP0zkjU34UIatvmkaxSx8BHvUZcu6CKKIKDK5L+I6rA58Zd8f4o93PYjr/zMO1zzwHA457UIccMQFmEybfSRQXni2J3VYnofCwk9/dTO+f9pvcdW/nsGNj7yIy+9+BEf+8kJwJ6XBogSIgkhRKYKI3iMURkKEvD/GGOiXAy/ykaDgfEJujBwR12tctzHeoQTEQQIKrCKLaUOfXF+BctoAsTS2sqdINFtwtsRJPXLUqGJFvpnBzACOczlgzPIN2jDuBWcoVX4KFnmKajGUNeNspDgijcARIy1lQU7B+ZwrrDjilWRkibQYBL3gD345Aq+NgEs4Ao6AI+AIOAKOgCPgCCz4CJT/p7/gx+kRzhUEmAbmKerM+VZccjhq3RPR3poCYxuzeJAzWUxJ+uWXetGFttY0dOZdqDWnYXgjCilk1tNN/Qy1Vh+phTrjjKKE6W4NGhVKppnbSrpGjZjz+iT8ipjMRlYgZ0KvbJ25Lrlg4pkgtwYQ1akBXjl5LaBgKaDIOAbiohXmyEFvMowFnWHIWdgpDPSYkUAdIIoiqFjU0zYSE60DTRZOZEFxtqXA93ffDiO6n8fI3nH46pYfR9pLvaINNUS0UYAWaKcWxmmrhazIWWzJ0MGZj7xzfaxo0zC2mIT/e/vKGNUOygHGhdSTBvIiB6gNS1CEkyoF11BDnkfQZeBYqTnlzYwejdIFuQYVScARV43UAE4iDe+GSZDRXivLYGaIDeCHOhGyyKDiR3eaYEbGtdpoNNMGetj/9/PdeJzVlIzCMY0RdkQWwUjC8Ib7n8TUxlLoSTpJHZiQtmFCqy3YS7MIEUA8ciQMmbUQxGgjpw05d7zgqEg5R06NlOT8ymOumW3QjGCcR2EBu0z7TU2EveQKs2awUkcBhoeMauQinLhRIYNBJ+RpDryrCqS0TScsfIhXUMMUA3FJZYFFoiJuJ7eOtIgBRp4WOXS6yDjPLqPKecu1GFcfNWmL2NI9+Yyb+wFrQ841ZNyriDpxViCijNaft1KgUERabQ15ltBWFuwYvbUoV9CnCLQI2StyWuFk6EfU7yeyFpGPL8MRcAQcAUfAEXAEHAFHwBFYrBDg/9EvVuv1xc6CQJzEUKK46xc+hMvPOggXn7Q3/njGbjj56C+hZgX6+nrQSAy/+fnOuPjUPXHeSfvgojN/jM3f/86QTne0MWHta6ItqSFiAttF+9OZSDJvx0SmjzMo1VV00g44MubPTGLBlJhJaooOdHF+StzAeCaZE8ifxuRzCtu+iDIFmAwz71SWS174UA5MoiPLKcl5yvVaHT2oYUar5EmObFiWIrIIDB99OZDXGmgykTeAsQA1dt65zpL4/W9+jN+ddTC+tOV6qCeA8m89ctKNhHZjFhWAGRaj1TYcU+Nh6I07oHx65eWG49yTDsD5p38L39xrm2ATEdDNJHxqlKCLcU3MahjXk+Nla8eUqB0TowZttGEa7XVzLXrkJmOiLupqFpjcaqAbDfqrQTjMACBcJhvt1muYjAgzkMBYrOlr9bJwg0AFCxUFoBIF0ihBk37UbrXlpxDXFMtwXPaX/yDI8EvFj6IFtGj3gadSTOg2FPURePe7NqI9Q8419rQSzEiBKKa9rEXsIky3GqZyXS/ThuKbAuM+A11JxLiBNM1hRhAM6KbuNMbUzZin9Bim9RSYkLZjGmObzDVMpq3JxKcV11mQyBk8ifIqHk2k7gyLaJtr5lp1PwmLGbxf+tAe7guYhfU0WXXp4fonZ8B0FlJepr8X2J8SG6Yy9okcT2Zxrps++xg3P9SL0czraNbaMZXzk+IIUxnzFO0LbXTBkPPfDdBGVzNDGtfQE9Uwg/F1JQm0Hy8z3Jfpp5syOfXyLOM6WtCpKLLBJVCaH6Ng6ZQDfuiH3/5xBBwBR8ARcAQcAUfAEXAEHIGFGAFmPQtx9B76G0bArMzo8qJAR1xgDIfLMbleswasRKvL1YGobzo6mCRb72Qsxz/wr5gAq5C/HGVGGMCGdQ1jYpsgK9oxuSfBY13Ar297GTv97Brs+/Obcf7tEzAtNuSNdjSbQJ1Jqw5ptKIY4+jv9mcLHPmHB/GFn/4ZO598B4696ik8yoyVZpDRR8EkvuBf+nMmvDB6DBSjQCwO0ozBsngQsZgDEl2wcJIjL3IkTKQLJsWUQJI3uZ4ZqEWgJsC6C7IYeLYHuOzOl3DVnRPw+DiAeTJ68gJPM4CL7nwSv77pUYyn27sZ00Hn3oavHXERbn+8m8k1uG7gj1zrtX+fgXv1ghE6ohgmRIaL73weZ935Ah5usRjSXscNzxU48IJ7sdVPL8fhVz6Ch6cDXQbkxAFcSZYb0lqMiYzp4nun4xtn3oLdTroeP77sYfzqtkk449aXcQ7jvPj2RzFJfri+GoskrHxwhQUtlCstOJchQxoVsKiFTd4LDK830ctV//Evd6IrA1hjossEeT3CtBy44Iob0WgbiaKvhS3etxLirhks50QUBDq45608RUZsp5P1ABf4h/+kOPDMv2LrH1yBHY+/CUdc/h/89UVAhZNe1NBipSmlTg/Xcukdz+I3tz2PF6M6JhGHO1/M8aOL78XnD/0Djr7yCfynO8IMxtayBCk3hXURTGVM4wvuywNNfPvcu7D9EX/Ajj+7Ckde8i/c8yLx5BpzFmB0SqigrrFINsOAx6YDp1z7NHY65mr8gFgf/5dxOP2Obpx68wScd8dLuOXhKaF4BK6jSRvTWGW7nXv+0ysewleps+OJ1+PQP/wHd00AJlNGv1DVq5u1HuNhLu7CO5/A+bc9hscZ2z97gR+cdxd2++lFtDsd04lrK00R8V7PeM/mtE8xiNgFTBygYJyBxxZ+OQKOgCPgCDgCjoAj4Ag4Ao7AQosAU4aFNnYP/E0iYFZldJn+1o/hlmIkk+D2DOhkxtdgwl6kfdDJlHb6GkEaRhpOtThlwYL5IT+I6g30Mol+evx07HXwBTj5/Mtx9+Mv4vaHXsCRv74CBx3/FzDPRcriRi8TzT7qP98EDjjmd9jrxyfikmvvxMPPTcB9jzyDi/58J7bf+zhcfPNjUIKc0W7BDDRDzL/0RyEZzTnmh5EAOjyAPEd3bx/6UAdzfXQzcZ9sEZgTQ367KJkjRsT11FjooHtEEaDE/dqbHsRp516MU0lnnPtbFJQtmBDf9uCLOP6Cq3H8hdfjyvuAnb5zDq6480H865nJOP/ya0NS/q9HX8QvLrwMPz/nYpxx7gX0D6TUHzcFOOac3+OnZ1+BU39/N35w5nX4zlGn45q/PoiHJqQ4+8934Av7HY2/3DcOvQQwYzAqPDz+MvCl/U7H0b+8BLf/8/XyjeIAABAASURBVLGAxyXX3YFTf3sVTvndtTju15fijF//FhNo3ywJRQvjmswKFlRiEkBzCPjkEdebYbkOYNkRNRadDH3WjhemAn1aO+PsYrDj+4A7//kw2hoJVlp6JFZaEhjBAlqdFQezKOCRwtAD4PSLr8JX9j8Ch550Nm77+4N4dsI0/OvJl/C76/+OvQ47DUf+5hZibyjqdTQZyTMvd4X3rhx+7pU48Q//xEEnX4PvHXsGLr3+b/j3Sy2cddXd+MK+x+Gqf74cYgILNt0Z8Ptr/4rtdjsCPz3lHPzlrvvxAO+Nfz07EZfd8g/sfshp+PGpV6GL8eRWR4uxNdn/zdUPYpfvnoIzLv4zHnz2ZVx35z9w1u+vxfHnXYVTL7kJJ/7qYpxz4aWUB6b0tvBSCpxw4V3Y5XvH4rcsMv3z8efD+4Auuf5O7HzwiTjt0nsxlTj10T5FccO9j+C48/+EI3/9Z/z5Hxm23+c0XHf3g3jgxam49NqbUcSA6VgTiy9xrDsMATuEKwesIIGolARd/QUWdZ0cAUfAEXAEHAFHwBFwBBwBR2DhQoDpwsIV8DyKdjFxE8GYlAM1WJQgjmOOI7THgCmDZCElYqKvl3JGKK++LIdSxSSOwJwbRZQzcQaT7Rj3P/40Jk2bwmS+l3MtJq4pptRG4MaHn8Nvr38U3bSbxjV0RcDex1+JG5+cgVb7GCw9ejj22+4j2HqTdTBtKisFI5fH0ef/GX9/CWhSp0CCDAiFCpZwgCgLuSlZiHMOiyZMv7wzbEnc+gxw83jgpnHArdS/7nngNlJfbQxqbSPRq0c2qMgQYAZY1MGiSgf9jMK0tMGYEXxNL4ZjarIsxkXL4PBfXYnpOctJVmOBgg6LFDPY9DU6MKkVY0oac/010BzLOQiPNM1AJ7oby+J6LuKWu58hHjWgZxryni608jp6hq2A4y+6FjMYyDQAvWx/fMqZmJTWkMdtWGuFJfH1L30GY0a0o7evhSk9GYqkDbWswJIMhdaQRDWYySsNsGG6zg6YsJNf1NBII3Q2gV233gr1KEaatOOQE85HLzFl2LQH3PLAVHRx32dMfBpbbvIOdDKOjHEaSwGR9p4WI+r20vjtf/8nGm2dKJpdWHO5BjZbf3msPKaGZrOJF7LR+P3fn8E/npnKwhqNJHViZOjpGI2+pVfGJfc8ixsemoBeFuHakxwFi3Z9aEPX8JVw0m9vIH5Axrim0c/N9/wTcTv99HVjjaWH4yMbrIW3LNWJ6a0WJtSXYvHlRfz9sS50MzYuD49OAn75p7/i5Xw4hg9v4LObbYjtPvY+RDOmwqIGmlmCEe11LNHJ/aNO1FbDkefdjgtuuR/xsDFAqxc7bvE+fO3TH8Skcc+hlXTiV1ffQz99QBSB30hrwzDNRmByshxOPP9qWL0TaZryXinQzAsIn5R7o5cT51kKIsDyHWDcDRBLhIs3DVsukd/qV8ShfxwBR8ARcAQcAUfAEXAEHAFHYH4h8Ib86v/535CiKy38CCipy5n2pcVgule0lDqWa6vVmHwmNRZHrGTwux5HaGUZYEoE2ZiFhFInRfJWDz63xSa49PS98Zuf74rVV1oWRdJAqz4ct/3jwZCU9gL41zMzcNcjLyAdvgwancNx0uHb4vMfHIuvb7Mu9t97D0zpamIKixcn/fryoCPbVGNiCqalBVuDGYnM2ICYsUQsBvUyaT748LOx9w/OwN4/Oht7/vg87HPouTj4Z79HV4vCiNBgPHV2uQLaAppFjDRqQ3dWQ9wxihKc5KfFAs6M1EJiXWvvwKhaipN+shPOO3Ev7LTNJ9AWAZLJG8PQZPLdRD0UlWSXoSGud9B2DRELIKO5xjOO+hp+f+ae+O4+O6C9FmE6iybPTU3x7ETAaOvp6cBDz40PSfsKK66EI7+zJbZ+7xI47ajtMHJYO5L2BkaMWgIX/vL7GJGAxa4iFL/Qf6nglbMvioqI6zDUiwJ1Vhs2WKOORtEM+/T4+ClgjQkqWugUz5mX/hF6b8jSNPqZTUeiTgNt9XY0WcAxxNBl/Org1ypjl8G3dtsRv//V/jjx0C/ie7t9ECf86HNYb921UbQvgQnNGPc9/ARxQSh8ZVEdPXmCKTOayGptGDa8A784Zq/w7p1v7Lo9OhqGvqKBp8bPwAsT6ISfeg1YabmlsOt2n8WlZ+2PU368Pb79tffjyB98Fu95/8ZI66PRal8at9x9f9g/hovrbr4b0/I2TM8inHzMztjtM2th963Wwk++tw9U2OiZMR1H/Hh3HHLgDqG0Qahx+e33Y1o0Er2tAhecuge+Qp0vfHxVXH7JD1l8MaSdy+LQ438VijzywZsDeTKMWI0EocGoWoHTf/p1nHXM7thx6y3ApfCe5L1pCaI4BuHiaqqPRqJyPNjTONKXkyPgCDgCjoAj4Ag4Ao6AI/A/IuDi8xsB/z/5+b0D89l/If/M7ph3A5HB6lFIOHuZQXaTmpkBTBBjAOU7KoAak8W8SEPC2NfbQgcz4FprBj6wzvL41hfejqVYuFiVatt/eCPEqVJ2YPzEycGu/P3llr+j0bFEONHwuU99Eg3aVpGFDTbZCKhHhhFLLIWpPS3oBakqpiRMnWtoIaKQ6duMHIB1A7TyDFmeM4lt0EcbELfDWMTIoxpacQ09rRS1eswCQReTawYHXgVC/C0WjHojzrEgk9JOjvJqqyVocI21bBriqU/i4uO+hPcsCazTAN67YgfaKVaw4NKrSlStA00WXhRbjXyaRG/PNIxqNyRdz+L0Q7fFGlRYlnObvg1YZnjCok4NRVHDxKnd0Nr1yE3cPpKxAiuOHYvhlOVKQJfojPrQanbjhRefRcS4G5yrx+xwtfpOiYQwkn+RsZRhjN2sRSyBEQzqbassiSTvRQ+LGn+5dyqaBoxrAi90G3qjdrTnTSxFuzTJGIgCi065yRoQE5e2NMORB+yEj607AqMpVyelpJi02opjEWU9vA/qmDhhGotIQEZ+XiRoizsxul5HR/fzOI0FkbU6gJUBfPydwFKNXsRZH+os2HV19WpXMZxzB+70WXzpAytgOfaHkWKS/K3+1lXQ291E2pdj3MsToJMpfZx7ftxkIDKMHtHAqASQDm8HrLsa0LA+jBnVjvv//rCWRmnghrueRbMxGnljODb7wMZokNskcdUYwbbGdRcsJHWOWhLGcU4qtKBWhiJrIkmn4rcnfBXvHgW8owN4z7JJvx6QqtBIXePGxNSDbtAhJJ4IiDjLYPntH0fAEXAEHAFHwBFwBBYbBHyhjsAihID+j34RWo4v5Y0goJuAtQmm5EDOJFB5Y70dKIzWogiWxFDiXGeSKVaBAmbGb6CjvYG+rhnQoxtjxwxDJ1WWYI6opHhpFhNqLFL0Zi2kLMDovRtKgJ94dgLAYgeiOq648ip840eX4OsHnIA9vnMGvn3wZehsJEhnTMPLzz8PJcXKRWNkkMeCQRVMRBUHXYVPxBiVAFuzB7t/6bPYdZuPY5etP4pdt/0Y9tx+C+y8rU4OtFBPTGluiDuiAa0pPJoRJ4hZAcnzNKwTvPK0xcJFzmJAgdWXH4NlmAEPZ8Gg0TeDiXMOLhF6VCWpN9DV04N6vY22AZVqUtpJWLzp6Z6GUczUV2CGrvfMNDipRL89aqIouAoWEfpaeYhnGGWaaQ4Q4388+B9MYZfiGN8Eunr7MJIOR1JvGONuj4Es7aVegRy6yFBDUi/iTE65nD7iCKFY8MlN3o2G9aAri3A5i1nTKHvhn+4JJ3LqXP939tkVrAugRvmYe2Ux0GLhoKCcYk2SOPhiOLjt3ufwy0tuxeGnXI4f/uxS3HTrbUiSBDXaaTZTEGZqAcYYMhay+rq6sGR7DW/lTTE8BerNDFwu2ljsSbgubimm8R4qUF7Sa7J7671P47RfX4Uf/ew8/Ojo3+KKP/4R9bgORDHoEEaZnLTmmmvyG+jpa+Kuv0/EFDD2CDj5FzcypgxRcwo2/b81w/qanHvwsWcQN0agq1ngnnvvx/7fuxD7fOds7PHdc7H7t3+DBkGz3mloTeN9SnmaQk5MtcFxlGONlcZiNPkdrW4MZ4FqRMz9bHZxT1KGVqNkxP0FFB/CJQuhA072d2bqDvC84wg4Ao6AI+AIOAILHgIekSPgCDgCs0NgyP/lz27aeYsyAkr2EqaJxuRf61RiCotYtkB4iicuckSqZqQpmMIO5IE508Si/90pBYsOjdioliNmJp4B6EsR5Ou8u/KCg5i8rI8lEBYBOP/4M+OQKtuP2jF+cg8ef34axnfVMW56wfFE5H1TMSLrwltHd6KNNoxFATBOyC+tZAU4NOW20AGNGhIkRQttfZPwpU3asMemS2G/TZfEXpuMwm4fWAI7f3A4an0vcy0qT4AWQEslRWbULpA2+xDHceDnAIx9gZC1MtST9qBTi9k2hqGHAcQAYzOA2CRRjIgtR0GuWWRosaKQR4aiZbQPqGAQ14CYeooVLNukxKagrHid/PrgB96HlMWnZ6c38fF9z8MGO56Orff/LbrSDrSzMHPeUd8E6xGwogkVL4zRGgp+0z6/hX1E+9qznBWoPErALUQ7eZu+ewT0rpV6+2j886kpeCIHLrr2b4iiGoy2371GGxqUSwrQfgtR0YtaTRaBFoskKiv8+d9TseGXj8U3TrsG59/4MK77x1N45PmpmDw9RbOI0eS9knDNBoR16h7RO0SMhaoW7xehzy4a9TjsZoEImeIWfo0O9FJvMm+XGx+ajo12/Bm+8Ytr8Yd7nsdf/zMe9z/4FHp7mhBmGQsaTcr2MNY62/dutBJjbWBGqx3fPOY3+PTeZ+Pje/4GN/zzWdRZaBtezMBKo0BvJT306GPo5X432odhco/h2clNPDq+Gy9MyzB5RhPW6sPw1kSMwZSAHZcF7aX2NeINF1kTuhr1DgScubkxFxYnikY7AFhUcGcALg/lJT7JypG+h3Q1dHIEHAFHwBFwBOYkAm7LEXAEHAFHYC4jwP+7n8se3PyCi0DB0EgRE05jq1MpOVNOJXnNjHNxhKhW3iIFh+oxJ0bMvjFRV5unBWIWHmpMorO0SW2AuXdIJJMoRouFh1qtjdl+FJJlo26NxZeEOpZn2G/vL+D4o3bBUYfuiRN/ujtO+emuOPNnX8dJh+yBo773NTBvpm4LRaEI2JWBQBZ8sYbBekYKy1I0rA86+aFTA8OZro8mLcl0PZy4KPqYxCfBThPlJTMxqw15K0WjpkQYwabW1WqVPiNLkKV5qcDvghQzdrW5smyOa1EMox12wyciAHkWE5cGWFNBTK7k2aDGrzwVuEDONSVRRA5gAJ5+8ikWX7qhEzJdwm3YcMaTYXQ9w0G7bocluBbpa68ixpXnEZizw1gMy4scspTQDnN7IImRSpBj6SwTASuMakfa10Jv3olfXsKCVtuSoSD0rrVWCqc2hEDeApIkQksvH6ZNqlMeeGIScMjJv4aNeSuKYUthww03xIH77Imf/mjfJA5VAAAQAElEQVRnbL7ZpkCRoa/ZC/nWWqQX079xD2pswZtLcWjlQlMy2rNCCoxcDV1jAisqPzz2l8hGrYxm2xJY+23r4dsH7IcTj/42Pr3FR2k2YwHIIJM1A/RTz5OmAnoJbr29A0ssszyLXRGKOEKU9+EtIw1nn7A/OqnJuzDsRXsjQb2eoLe3G5/a4mM4+rCv4tTj98IJh++MEw7dBb865us44/C9cPbxByNhsCoKwohvBBbvWtB6hHNWFECUwCwBLGZcEYz/gFfVsovAMiC08MsRcAQcAUfglRHwGUfAEXAEHAFHYOFBIFp4QvVI5zgCTPByvROlKG+DuN8B80cosU2Z/fWxSJGiYBrPfJnzIbFka0we+5hL1hptSJsplCw3WGSQDSW5NM00GjC0IU9rTEDbQsKu+fXXXgNRswdxczpeevJprDMGeO+ywLtGAu9hJWQ9tu9cDnjLcKBB3zGJDoDQZvzOkFsWYowaZNdiWB0sAPRQHjAWAWIm6BEJLHjoZEYNCZp9KVjzYQ8D64kA1MnMuIbYNAL0rSJLEteRc03G4gjNU6+AsdqQZaXvPKkhpX1YgUqX5lDkMYsUw1DLE1jegxqZRipIOSlO2lAUMWox0/u8QEzeQ4+18PjjT6KT4J125Nb45WFfwZF7bYUzf7A9Ljx2B2z1f8tgxdFxKBoVrDwUjLJgMYVgIKL/mrWguLtpK41ztKKU+X0BmoP80xP2/NK2qKUpYYxxw13/QpN7U3RPxpe32izIaM9rFM5YyOloH4EW7w3ZrPHrX09NwbS8zvVmWHuF0Thyp3dgu/VrWJf7tWQ9RT3rRi0yIGkEbPW+HePKiBDy3mmo5728F+ga5aV46AoRC1V16rSyHDmn/v10E83aMOKTYbmRCY7YbSN8ct0Y71waWH5kHUmc0k6KdnppUJ4w4uQzzgbyDB3WxK+O3xrHHPRVHLP/Njj/6F1x7qFfwFjeACrKFc0W2ujkA+9eB2mrl7YyvPTEfVhnCeCdvOc2GgVsuCTw9hHAO5YFlmUFRvse049wtKzFYgrjbDUFO/E2EmZ7EQnGOdspZzoCjsCihoCvxxFwBBwBR8ARcAQWSwSixXLVvugBBKLYwHw+nL5QLmxMATPOqq9TFW1mKML7OZivkm+kjMlkzqRUMsxhmfgWIclsS+KQXFpa0IoEDW1tbdApjyiKQrKckP2xTTZEPZ2GRtSL62+6HuN6AX6Qcq5JKkhPv9SDSVP7YCaPEe1KkxO0UjCR1umNnMM+VgCyIkXOQEJLHihNMabyQGJJSHx1GIQ1AjTa2kMRhmqQrzxtIuFCohrlWEwx6isOVkGAIkODBRMl6s0ctJejyFPU4phSQGQJGrUa+rq7KJ5xHmENDYbaMyNFxCKV0YvWI2plgIExRTEacQNpX5N6ReBlLAB1DhuOnt4WjjvxOnT1APW2DvT09KFGeyqSTAeQxYwzrkHrtpgMRIyTfHZbXClHiJI6ImM81gLrB8SmYPGBRYJVYrRbH2pRgd4WJYsYy7BgsOEqgO4BugHrRMi5uT0sdjXaamjlgNbeNaMP9UY7knodtXo9rHMG5xgm/n7fP5GzwNOXttBHA2QjofmoBq4v41qBmD45pCNA9RxCQXhzysUBB/DKSfKZci+nd/eg0d4R/BTkN0lX33Qr/behu7sbEWXIAt3gxRdfZJsjbfbikUeAjMx6Rx0dLIpMoSM9UablRvUa7wfgs5uvj+FRH4bHBe67/18YR2Dlu0WDRuojTeoBHn1mMqSre6enqwsqqMS03cECIqEOMRS8R3LunU5OBdIE9dVn4x9HYIFFwANzBBwBR8ARcAQcAUfAEXhzCDA1eHMGXHvhRoA5MCL+2T5OuI6ihVazLxQFhnGc8K/3bVkfRjF5NmabMUWytA+NWoQ8bzKBBQsBOTobDaRZE71MgJlLs7BiMCaxKq7ElgJMXKf1TKQsoIT6PeuOwlLtfagzsX+52cAXvn0hPvv9P+Lzh12DTx/8R3zwa6dhx4NOwDV3PIRWARYwaoEsr9FnHMjAi3OJGsaS5S0WERKWWQDVXyIAzN+Rs7DDHJ9JcR2oD8PErr6Q7iqOBmXq9QR60SqSGD0Mfgbjlq6M9PbNQI0LaRCf4WQWNFRLGlwrbVM3Z6Uiod92OsqyHhAiZPxSnj+ycxjXF6PW3sZyCgKmEW1wGgWLUcImYhKeU5gIYYUVGixEsBDQsQT+83IT+x51CfY/4WJ846Qr8LF9L8RGu5yGA069Ds+0AOb+IBQBmxYXm7JqkaHBIpGF4kPMyai3F3XGZjGQM76cyLQz5jVWHoOG9XCP6LXVh41WXw6sOUAvtqUo7wUg4v7W2gw9fV2oM+Y20rqrLQNrdqGb98Nfn3gR+5zxTxx60SPYcp+z8dCkPmSMu2PkaOKdgZa5R0BvXy9QixHVa4TTAr8RATGpxVisrYFarcFxBO2jsHvLEoZ60YPho5fA4+N7sddJf8Nhv38GH9n3HNz3Yi+mpzWMHL00i0EIPrSmL239+bDXRdKOw35+Mb5x9K+x51EXY/M9f4OP7n4OPrDr6bjgr5MwDkBOGkZ6x7LtiLonYFoyCp/c/2x8+MDf4qvH3YxP/+jPeB+x/uSex+KCa+5EjwGsOaGT+9lqNuknQotFsIQ2jCsy3oNmFOJYH4OpgVnZhoF/zSkE3I4j4Ag4Ao6AI+AIOAKOgCOwwCAQLTCReCDzBQH9Vb10rDQTzH0TNMgoZgAj8hkYlk5GMfV5qCaSM3GsJzUWI9ihjD5tramo9YxHo28SRtRbaGNGXq8BepFpkvKv+d0voa3vZSxRz8Ap1AuglgLH//DrWHFkBlA/z1p4ecoMPPXiREyY2sWEN0Ycx1hrjTWZlNJLhLJlghoxheYQuqKiQINhdzRnYKmkF53pVLA2oSnEzGUlV2dhQP1h+XS09b6EenMy6pRgHSMk8LXeqUFvRMr4MQPDYxY0GGOn9WGJpAdtfeORdL8MsmEEIGUBgnUXcIkYzkW297yMpWvdqNO3/HXwq5YByYwXkU99GtYzIfjrZVWI9YmA7YioF+nEJzDcpqNmvWCosDZg7FtXZzEmR43BjSaQDRZdEhZ4sixBq2MZ3PSvF/DD4y6ETk6kXEMUMVAq0zToMsTYQX57cxqWSCeivecltEdk5DlRy8L8Htt/AsnUxzG20cX2Kez0uY9CxQUVB2Su1gRGWjfjfxadxVTqIeitsQyw7WbvxlLxdPKn4+F/P4hbb70TWdc0bPnBjTAim4R8wlMYxcXHeanTyUpMvWcyomkvEvcpUNGmPKWEgEncNxU2nX6ak9BhGUZFwMqjgc9/5D2IpzyHpDkVDz/yH1x59TXIm7342MbvxKojDPXpL2BYnEJ7LSzWWmdNFIy0HkdoFE20kQrKWxEhaxuDGbWlcNQvL8G/nuPeGtBJSI498PP48NvGYlTch5EdDbTSHP9+7Ck899JEIGlAJ0vevs7a4FagjfKNdAaGpdPR0ZyC9mw6dE9JhlPhY2ah/e8v5zgCjoAj4Ag4Ao6AI+AIOAKOwKKIQLQoLsrX9PoRiE23AEl/frcYIUHMgVWY+R71ra/iW1/eAuef+D2MVAUCnJBpJqlRFMGawAFf+jCO2uuzOPabX8b2H10vJMmt3uloJCnWf+sSOPmAr+DkfbfDid/eDWOoPtxyjGYRYs1RwEWH74xLjtoT+2y5ATZbvQPvXynGblusjbMP3RmXnfJtvG25GhrMUaOIilEKVXQ4hE4DMC1GwgDGsnrw8+/uie9/eXNccPS3MSYukKCX60hRAOhLUybewKnf2QFH7/wRXHjkARgFJtQRELeAHT62Do7Z4/Oc+wSO3n1LRL1N6JTG5u9cCkfsuS1+suunccJ3vxpOI0T1BEktQXh3Bm2sNbYdPz9oR/xox4/jlMO+FZJ0FRJWXwbU+QqO2vdzOPF7+0DFik5O1KjTmQGH7/dlzm2FYw/8Et651tiA6tmX/huPPjeO2KT4ydc/jZt+9jncefIOuPXkL+DY/bZBo9WDlHv0n6dfRjftaHVNFqsS9vX4SY1WGkjRlhY4/2cH4pg9t8LJ3L9lWAlojxIWaBIWGoANV4xx1iFfw7e3fgcuPWE/rL1sgjqRSrImWKfAGiOBU75NrPb4DE49eBcQXqhgtUQGfGe7DfGb738FB2y+GjZbroWDPrk+bqSNH392VZy736dw8h6fxNe2+jBGElt+sNqSdZzyrR1x7O6fxckH746ENmq1GgrGOJpxH/fNnXHUbp/GMd/YHuutMjIU4EZw076xzca47Ni9cMAn18Nmq7Rh14+sjSuP2R2HbbcafrXPh3DUjpvhwF0+g1oMCItvHvpzqADSzoLZlad8BTed/DXcfspXccNpX8L/sWCS5S3Ew5fFBX+8FV2MASwujQVw0l4fw5+P2gk/+NwG+MgqCTZZ3vDl9y2Ps763Ay4/8Vv43P+tgs60D3XKf3KjFXD8gTvgCOJy1De2C2spUIdZzDKOhXsyAlvaNZJ/HAFHwBFwBBwBR8ARcAQcAUdg0UYgWrSX56t7LQQKJq+SyZkIgmlhkiRoZ/GijRPvW2tpbPO+lbEqqw86taBCS0EZ5paQbGcCrMa5zdZbGh99+9J4SztgeRO1thrABH0kk91N1hyOLdZdEmsu0cAwy0Ihoo4Mo63AGEqtS/3dPrYuCwZb4aRvfwF7fHp9rDc2wbK0tVRHTG8qG2SU7A+UjZkhimpI2MrGhm8dha3evTzevmSEKO2BfBvtq9V6Og3YcNWR2HKjlfGOscMwnBKs6aCTYY4hbbHBWHzqncthhTZgVFuEBBlGRcCH374UtthgWazQCXTqRSgwmdR3SPzHtAHvW2M47S6PFUbVyG8RO6CDYu9bs45Pv2sMC0Ij0IEUNIskz1jYKbD6Mu3Ygv4+sPpIjIgBfnDdX25EnDTQbDax4TqgLaCdEzUAo1nY0noajRoirsvIM+5PI6kHuYhYq7gEFkQ6WGBafelOfGL9FbHJGkuDMIL1JUR5BMU1krobrzQCX9h4VaxLvDqpGxUtgFgCOUbXgXeuPBqfWHdFvLUTaHA+LlIMZyAjixzvGF3DHh9/L4sjO2CHj78DqxDMZRjTxiu24ZPvXgVjWYmyLAt+9WjUpmuPwac2XAlrLzc8rJWiSGJDLQfetmyN2C2HD609Ep3Eu24A1TGMPtem3V23WA/HfPML2G+b92MNVqRW4vz6SwJbvmd5jNGbZAE88HgT03tbSNlfb7310MFWjxLphFAb+2PGjEZ7ZwO9vVMxvKMG3lKooQWdQBpDe6tQ4cubro2f7bs1Tj14B/zgK5tioxUTrDYS0L3RxkqV5Jfg+j+w1hh8eL2lsHwnUI+BOIkIm0GXWdmq7+QIOAKOgCPgCDgCjoAj4Ag4Aos+AtGiv8QFdoULRGBVCmi8E4r+iIzJcwN96EQTzGHZAgkTXDNjmQGwiJkkwCQ9gx7bGW6AEldxo6jOzB8aOQAAEABJREFUlLwBFBGLBAXacybIpIRk5FnUQFEk1MvRQWvttMN8NvipfKltkB+RClpBIKNNMnKRZmrk1lHncBSnZCPhAmIWGHLOMMvlp4D+kaKKDPWiD6bCASOMqMMPE2sgYZGgXjTRiJvQi2D1AtQa7SqGTsq3EQ8rQK0YYOyRJYhUzGAsnSTJ1biWGnVypPReELOCmOQsRmSoFYZI/0QgZjkSynTSWjtJfenVWiwIsCjQjXYcdPJ9+P2/gaufBs6/uxffPekP6E3a0NszDRuvtzJKfGSxhjxPYWiFdSZxArMYlhWosXBTLzKwLka8wT0jFWBMKdq5pmGc66B/rSNjRC3qtbg/ZEF71laA2BaMGgDn9ExNrDVzndphLgUxv5oGpPSeAFxrzn1tos1S+k0DriC2MeelE9On5GLKRpYj4rjB+NtpoU6AQ1GI8jVW6zqI+XDqsabC+wToKMA15ehkgNoPvcdGdt6yXB3DRzSQE+M7738cp/zpedz0DHDlY8Axf3wMl9/8NzT79LjWc9jhExuiRjuxRehrNZEx9igC1wmiDsiXsBVJDlxHzhhghgb1dI93qpUewEj4xbj5HT5mnAg9/3IEHAFHwBFwBBwBR8ARcAQcgUUdgeh/W6BLL8oI5GFxuiVEOQsPKZPjFupMeEOiW6bWQcqYREaWsRjRYqKZMR0XIUgYDFBiTskak9HECvILjowj0C6JvYjpaDsT6g722zmtgkgNYDGiJBqhHmhN8YgSDVBdOnGhAkqSF4yhYFKcUxa0av0ieWgL2o9ZCEg4EzEWfsgnl7xIc0zmI84pOjODWcz1FKQMdSb1MYsPMflgwg61A5QjYlGgxjXUqJ+gQJyD8afUbTGeFtsCxn8iFgnk14JczsJDRuxIRZnMH37gPujonYBRLOg8+eiDOObUM/GDo07D6WefjSlTxqEjnYh1xrbjW7t8hgUFIBSn9FMzXIk+shuxY/QOXgn3JpZPOlW4ZAEh1oJ+czRCsaUo45MAiR+OAWGqIlmd9iPGjnBF4PJoPad+xhaQvAEwRBznLFSkLJAUHAMR/cakGrIgr3gMCHNGQ8IzCXMpYuIXcQ9AbMwMEaVi7o1061xDnfIRZSPuRcS9MPZpOsS6NG+aVca0YYRNRz7jZfz+ij/hu4edjCNPPBVXX3sthlk3lql14bs7bY3VlopRM6DVyhDXarSa00ZBAnTficI9RWwS+ogpUTAW8IqR814QpWwzcnn/cJ5T/nEEHAFHwBFwBBwBR8ARcAQWUQR8Wa+GQPRqkz63GCDA5LLgMnPS4IdFC5YCEKgGs4QUkQCKg/kuqSBpRB4ZBv0DJsIcF+BlAPlFZMjZZmyzKLBgbKFsGPKaMwHPSj0A1IKuAi3yVIzIQqIOjsQPDfWlziawYBbMxUxuk0AGNpyLKG4wfiOsocF+uRZIhxRB83XASPQUMa1Oihgx52LOwWKIIhqMDAALErCUrQiAFkOZGmIm2UZPBbWMo4j9iHGIwNbILwBTm8DoJyZZnrCwArx/tRr+fOo+2P2ja2GVZAKWTnqxdHsLy0YTscXbRuCyI3bDb370ZSyXAFEzRZ1maQqmdXGfEhj9FYCYUYScMRVso8gCC9VFvql8wBbgHEmY1bi+BDlHogIyU9BHAV4a0A6imD6kE8PI1lzMVhT8S84igDEVXFtEHGtshacREQQtfVu/HZZJogZyq3MmJskqgMj4VSNmwWo/PwbiBFpTYZyLa1oF9JjXmT/aCT//5nb45HpLYmxHE8t0FBgT92CsTca3PvNOXHncrtju/WtA72OhYVi9DXmeI0bE6IpgB7xyEp0BXIcRjwgGsxgWqEDEfY9YpDLeA+SCswAikn8cAUfAEXAEHAFHwBFwBBYYBDwQR2AeIeCZwDwCeqFxUzBSI4UUM1GHSSMGaPCGYY9JZzmTM6XMAbDAALbSD8S+xoE4PdNHAmJQpijYoW7BPnv6WPAIfmuu5BcGZGCOTQofTalDPhQLyZgig9EEYjWAUQbOTHwgRCR1EdXIkWT/eg1Bh0wgFAc0JwKvMhbQRxGILH3oCyIm3poz4meyIgci6JKNKKTpGokislgagN4vsyw7u33m3bjouH3x+5P2xfnH7ouLT/k+jtr7i1h9ONDe1Q09btKoJVINZPoO9mlIfVFgqrQUI3TFG0Jm5PbHOYTd3yXCUYYgQg4l+d3/CYOIq46gbky2SNFoVab1qtBB25oHL7VmIUAEJfRfZKlmEpNpJHFzfhXsi9hwBCgO6DJ9gdhpXfIWy1soRI2k4sYrN3Dcfp/BBcftjfNOIG4nfBOXn/w97PTR9VlUAUZQvRFOwAAURxzFXId6OSxwKDCbj9FLSUa5CNUlHY3UVjxvHQFHwBFwBBwBR8AReKMIuJ4j4AgsfAgoH1j4ovaI5xwCxSymrByrcCEqRzN/BxEVDpiOljMFE82Mo4xpacaCR4qMf8UvOFKyGVNIVN1sBccFiw1gohrIyGCaXKa56quX0KY0OBkUyqQ3ok3NchIDJB7FwAgKkiJRX/Pym3Be+bwBYkGXTGbs5CT1g3t2+IESeMVttFUwTlEGBBFo3aSCczl54rMpP0ZvKr5wLjAoF9rKMecKzuVkGh2J2EXaaiHiWC9OZc0EowCMJC1FWoKkl7XqBbajhnUA/bZkQ0Q1hEubNTAAVxy4g1/U0wuEQf+FyHIElf6YxIPi1eKR0U2Lu5NSn9Qvm3GUUZcNYvoSCSeEIhogG2SzpYSR9OF9gCoa2RdPFPgt+umjH7Xa64ieUepLhsaMpC4qG/Qv0xVbuA1LgE4W4trTFpah8LKk0XmJYUcK6P0veZohjo2+gDpAvDPkeYu98hOz0XpK54qFjPChoeBbvIScBlDU2OaMPWXrH0fAEXAEHAFHYLFFwBfuCDgCjsBijYAyhMUaAF88oIRVN4KoTCYR0kfoYiINUpjTeCiF5JgzysqZ5DJF5az1myCfI2jERFeN/ARW/1cRChVKYyVr/dy8v1Wj5FVz6osvUj9YBbNZYDBSuRgYhZA4OzCv7Jskb/JUURAZ8lXy6YeywSDnOOL37D+SHzqjQzZSDbrqsFiBQINSYUUDihlqtRiJAUrRLe1D0uqG3iXTSZVaBrRzLmLeHhVAmrFDvpEnYnfIJxroq1cRRQf4FR4590vrqigIBEFqKd6AZIFyHeQFgXIonTAM+zowCqyBL6rqvhkY01+5X4Oc0JNcRYEx5EvxiIawtH+KpmLLu8KosaDTWfRhGFKoINXJjVARSr8QJPUoiZFlBZCT+AHndToFYYGyIqkhFDCoxvJYSlYcaD2DA+85Ao6AI+AILDQIeKCOgCPgCDgCjsCcQaDMEuaMLbeysCGgpDIkzbMETv7AjaE8UzRUhPNM68nhRCioJOyrFCBKmDMnTDUjthEzUMqAFQEWZMiACipGaev3m7EikFqMwhKgP4HVvE4JSBaVfTEBmqBNWgf1dfIlhILy6hcJg7Iv36LAAiRMUkIeU18ka/2zZcP50qf0cvor2QPfMsy1KP6INkTGBH5gnmst6EjFHIWeUl4ks6CcUUcEtrAUBW3lKDSirwz1KIJ+8rguTAgb6yxAlqMtybnqFLU4gd73YdQw2aM+AhWggZKA0NU6jWyaB1hxMHVCm0OXptQKA1NHFPagRnmSznFwX7QWzc8kR9/BL7hvpNJWHvwGn7IlAMJcIs+BgoDmyEewLz+iMBInELg+0EdBUgvZkpMipYm0X4ZSBmQkmCFKarAsI7VgsSFnwEYQCnpWDSWKY6ieAspbFCHLUwAZqQjfsiPSeoM/0AApp8R/fRQPtPb/mnGGI+AIOAJzHgG36Ag4Ao6AI+AIOAILHALKFha4oDygeYyAzTZdVM4JKLkmMf9kWskhZnOFJLfk64YSST5wqBtshAG/NCF5dod+FEERPAzhVnLSGTIXhkPEMGROvmeaKvqNGLkiNsytAfFJYonKxWqyokFL6omqmaoNeiENFyeHigtmRlOlT3JCSQBDLxYzIOqfkbQoS1tchQHUZ7UEmlYhxWgqSehdiX/G4gtjjlgIYCUA5TXUC/VLJm0BYUR9zHTR1kzjaiA7KKEJLMqxYDBUXfbIDbaDcTFIpUwUWEH1tb6oI5EiWIowVJG1j/5hTr4si9B/UZbrr4LkKASsd69AFRDVRYiN8NGc3ARtYqppWkTEIosed1JBKo5mLoYE2X5PVVO501h7obYizSGsoeJ46wg4AkMR8L4j4Ag4Ao6AI+AIOAKLMgLKORbl9fnaXg0B06RuARIzQw31V3xls6FPniQqEi/01THqKJFUX122/Eg1UJDjfJGLqxRZQiU3L0JaG+Q0I9KsJEGdIGX8HmT2D8Rglx+jXEUYclVqJYvyOppA2eBMkwNEr2GulAzfA3MaUVd67M7EDrxqLqJZ2iEvLIktSHlWkK8ewqM7RZpzHKFQRi/cSHmOUDORlFGnntSgPjiHOAmNiaMvtojoJ5YMaKcAQiEg4kzUb4fztJPpZAa5FNI3ibL8pgKCUcqoL81Sg2zoEgeMs6SqY0Doov8aHEtehDAvPoJtIDDAy0j6FEVgaaj4VMwQezBGjjTJZuBjsh1TT8R+NS8cNMcxP9BPHXMWYW3CUHtK0lzgV74LlNFpbAaEkST0BpU4jOJ+rrGlY35HUKEmZm+Ap04/BTOcAyJ+V8TukM/AWslLU52EYYcf4cBm4KPijgZVO2tf41eiysdQ3Yr3Sjrivx6ZWeWG6gztS040NIahfc1V9Fp6kpudzOx4kp3D5OYcAUfAEXAEHAFHwBFwBByB14WAMoDXJehCiygCVq7LzKAEz8yY4zLzJNuMk/yUiSUZM31467zi3KCgMelvNssTFa1WK/iIIhUA8tCvTKgd1HqlHn2+0tQQ/sy2Xp/OEPWyKyOicjTL96DN8B4OJdPKuvul4jhmgYPVEibuBBO1JGJTwJjkFyqoSJ4UERtg0FaprrGoHA18S7df1swAfhDGESLaqewKW/DSXoqaaSu8Z6VAQS7tGht9Co5J1VCs/41oC6JX0Oo3rITarH9AUcVnZlBhwWyQz6lZPrI9lDgdxCsex/yIJUKI5b/nKBKwh6pdWi99ChfFoYJWpWcUrIjdmT7iz8T4HwZm5VqlkiSJmrB2+ddABQKRWelFfMWnOfXVvjaVEpX8UMzV16x8iNQXT32z0qd4r0ZmpZx0JKf4RGYz8zVXyahfxaO+SHuuebNBPdnRXCWrefHMDPrvhXTUim9W/rdJ8UtHPLVOjoAj4Ag4Ao6AI+AIOAKOwPxAQNnH/PDrPhcwBJTAqAigsJSkVAmLxm+W6vV6SCBrtRoT/wh9fX0ws9DHQn4JM+FlZlAr0pKq5NDMQtFIvKFkViaUQ3mv1TezgNuscvJpZoFdJZ9m5VhzFQWB/i8zm62t/uk51giHof7NLNguWNhoNpuhPze/zCysU3GYlXukPdP9Ld7c9F3Zlj/1tTdqVVQxMxFLJfsAABAASURBVHVDbGYWWjFUOKjk9e+keK9FZuW6ZidXrdFsUEY8s9nfl7OzUcVtVsap+MxsQFT7Ww1kW33xROoLa7VD1y2emc32vwHS07zkRbKpMXhpzqz0rT5Z/nEEHAFHwBFwBBwBR8ARcATmCwJeTJkvsC84TqskRQlLFdXQfsV7o21lXwmYEkUzg4oq6ldJ2hu1Pa/1Xsmfkl6t08xCUqyxZM0snFDR2s3K5NXMNDXHqPIrg8JTyaf8iTRXjc3mrF/5e71kZjMVmrq6umbC6fXaeSNywkAkXe2LWYmD7vF5kYzrPjezcB9oLxRHFY/aisQXad+quBSjeK9GlaxZuS6Npad2KMmG+EP9yZf4r0WKW7Ykp1b3WWVLvKFkVq7VzMIea06yakXyr1Y89c0s3BviybZ4ikt9M0Nvby80rubNBu2amdhOjoAj4Ag4Ao6AI+AIOAKOwHxBwIsp8wX2eeb0NR0pqakSl0r41ZKlSub1trJ/2mmnodFooL29PSRG++yzD3RapUqSXq+tBVVOyabWKRwVo1mZ5FVj8aokUQm9+kPnNP9GSX61X9IXnmaGl156KSSyI0eODHhLxqxMWuVXJPl5RVpvFYPWv+WWW4aC2j333DPXQ5DfyonwUSxTp05FT09PwKiam1utCoeyrTiqfTKzUFwRT3uhVnPCRn3Jiz+0Vf+1SGszK++9oX0zQ3UKqLKv+deyp3nFpFjMBouBut81J77sVDYlK77G6mtNktFJNPFFZuXa1Zec5s1KnlkZu3TXXnvtcI+88MILodgiWTMLeyYdkZnJjJMj4Ag4Ao6AI+AIOAKOgCMwXxBYAIsp8wWHxdqpEhMlMALhgAMOwDrrrIPLLrtstkfwJfN6SDaVaN1xxx3Ye++9w6Mu73//+7Hpppvi7rvvDiaUbIXOQvx10003YeWVVw601lprYc0118Tb3vY2rLbaalBCqP7KnFd/lVVWgfDQaQUlhxXmb2b5wlnJrWwJb9laaqml1IS/6odO/5eZhWTUzAJHuqEzF7/kQ2utXKhfnUzRXMWfV+2uu+6KUaNGYb311gsFjbntt1qjWq292iMVc973vvdh3XXXxaqrrhri+eQnP4mddtoJF110USh+6D55rfjMykKE5MzKfa368iU/8q3ipfi6TxSHSOPXIhWgzCwUNCSr/zZsvvnm4d7SXGVHPjSWT/17Lb7uSzMLhVPxNGdm4R6ULZGZqZnpvzXS09qlM2PGjCAv+9KXsNlgPBo7OQKOgCPgCDgCjoAj4AgszAgsvLFHC2/oHvmcQKBKrqpE6NFHH8UTTzyB++67700lm1Xys99++4UwDznkENxwww3405/+hFtvvTW8Q6VK8ILAQvr1n//8J5wEefbZZwNujzzyCB5++GE89dRToRWezzzzDB577DGo1bySRS3XrEwk1X+jZFbaMLNwCkW4ay/BS30Ru7P9mJW6s52cQ0yz2Se+ZuVJhznk5hXNaP1K7NVKSI+NmFk4maLx3Cazcv3yrzjMLBQHdEpLhTXdP7pXHnroIVx33XU455xzsMMOO2CllVbClClTBooYQ+OUraHjWfual6+nn34aBx10EI4++ugBETMb6EtuYPAqHcmZWfjvwYMPPhj+/W1rawsF0qEFjqqv+1t9FWYPPPDA8O+6eIpJtkRyN2srXnXv6r9LZhbuafCqZNkNH9kKHf9yBBwBR8ARcAQcAUdgfiDgPh0BIuDFFIKwOH+UvFSJihIU/TVYiYwKHWaDidf/ipFsKqEaN25cSMK22WabYEL+9OiDfEkmMBfir9133x3d3d3hl0f0KIWwO/zww0OiqWRSybv+yq4TAnrcYZdddglzkhMGc2rpsqW9MyuT3squWbmHwlpU8edVK59mZQzyaWahmKB7Q/eCeHOTzGzAvGI599xzw16p0KDxwORc6midZjZw8kLjivTvwYorrhji0b0j0mMt4DV58uRwsun/2bsPQE2Pqn7853vvlnQSepEiXcAfSBMRqaKoiAGRIiCBPwIKaCiCiiJiAaRXpRpAegcFC0hRBBQBaYK0hF4S0pPN7t57//OZZ5+7b5ZNIaTuzps9d2bOnHPmzPeZ981zzjvPvK2624QK/kyuvfo8n2Sas6To85///J5Msd7IkCXHh2SSwz8jIptMa4q/5JJ0n9hCZPDVEduu7TOf+cx66lOf2h/XwSODyCiT7x9/tmUsdX4rk5wOwxqvgcBAYCAwEBgIDAQGAgOBgcAFjMBIplzAF+DCNnwyBUoSAHwTBAlmkGAPT4CjnNuCeHL4Sn1ziZdMuxDmIEp/kv6NtXEQW0p67JFRauszvraSnDq+uiQFPh3yxkTqCJ883qyjjk9PH8JT0pEgUSJyiCxSR+pJenLA3JL0gG/W4ZegEklOKau9ZllyxjQHpbFbd981oY7IKPH5bkx2tekhdfpJVNdpHm+2kUyYs8cOXaX2TGQlgPDZVOKRZVgdkVeSmft2+NevKx9nXXLq+snO82djtqlEkk5s0tevjvQpET4iq2QfX8l3pbGMiU8XXz2ZMNDHD6V+5Ux8ZHfma7OpjY/Y4yPeXKrjs0NG2xjKmVwTPDs12E3S14y2vstd7nL91674b2fK0UcfvZ58q/aa5zD7Yyx28PHUm1hP0CTpiUx2k/RHh/innw901c+MkmlNkV+US9LXPRtJepc64kdntD/08Fq1zytJn4/5zT7P+PGdLD75JH2MZCr14bOpHDQQGAgMBAYCA4GBwEBgIDAQuCARGMmUCxL9C8nYSc7QkzlwcVjofe5zn/rkJz/Zg6HXve519bM/+7P1Ez/xE2XXieCIrMBIMPT0pz+9yJ9wwgn9W+zHPvaxdbe73a3ufe979+BR4DR/+yxgfOADH9jPU7n+9a9fzo6gLyhjVyJCcCrgZFtQ5dGFO9zhDnWDG9yg7nrXu9Z73vOeHkDqf9WrXlX3ute9io9kTY5vgkolOuyww+qwRvqTdB+PO+64+u3f/u26+c1vXs6F4P+RRx5JvfcnZ4xTF9rNn2TS4VcyjWMefCAOV+dk/ORP/mQ5QwM+diXwS7+SPLyS9ID0Wc96Vt3+9revm93sZnX3u9+9PvjBD/a5mx+ckmlM+NHzCAmMnHfxq7/6q12e3GyXHN0HPehB9bznPa8/WvHFL36xfvmXf7mf6fELv/AL9eEPf7gH5mT5Tt614WOSMga8bnzjG9eNbnSjcsjsy1/+8q5Dfp6Ha25sesZX6lfCyEHFdjPZwXOrW92qbnjDG9Yv/uIvljkn6fOkN1MyzdUjZMY0tnXpURnYWAe//uu/Xh5LofORj3ykP0bjUOQkPVjnm/H5ZX7W6m1uc5u+tsz9n//5n/ua15dMPrBHj+wd73jHLnvooYfW//zP//SkRRImz5LgaN6zoHqSuuIVr9ix+8d//MeenPL+cO0WseIvPbwPfehD/f1mzbNh7n/2Z3/W32vOqIGB6/M7v/M7VM7xeu7KC3+SaU3DZiaP9llv8ObbPe5xj7r//e9fzqs55phjOuZk9Tk/6Z73vOf6OjviiCN6vyHgu1iqDxoIDAQGAgOBgcBAYCAwEBgIXFgQWLqwODL8+AEROA/Fk/SAJkkP5JKUoF+g9sY3vrEEmII1Z584W+Xv//7va7/99qvvfe973SvB3B/8wR/0ZIZATlD19re/vei+9rWvLckCggKqv/3bv+2Bo8cvBISf+tSn6t3vfnc98pGPrAMPPLDLChrZIK+85CUvWYLY9773veUMB+P//M//fPdZcOo8CuMI6rQlFOgq6Xv8QcJFkCygY/9jH/tYXfayl60Xv/jFPXEgQeEgUAkISYMkXO7Elkqyk6e9OxIQIn7oTyYdNh/96EfXT/3UT/UDR+H70Y9+tF75ylfWFa5whfKIBB3EP34jv9DjHIx3vetdBas3v/nNPfnzMz/zMz1AJs+/JD0pIinlkFP4w8qZNbe97W0LZkl6kkCyis5LX/rSnpT6y7/8y7rGNa5RAnk6zvJgXwICXnBM0hMU2oJ0STDX1xw+/elP92t4WEtWXf7yl+8JIDrGUJoHTMwLT73ai63nPve5dZWrXKXj4Bp84hOf6GftHH744f3XoCTnmuj6uqQjGfUrv/Ir/Tweya/3ve995frDRmnd2sViLMmUt7zlLeXxF+vU2Ml0Td7//vcX32D/7//+7x3ff/qnf+pJpZve9Kb9ca4k/UBViTdrHlauhSTjW9/61p7gkhDiI/vKMyPju2azjDoeG3zZf//9O87OVjGfZzzjGT3JIimlnyxM73znO/d1JJlpbUkuen/ss88+facTHN7whjfUEUcc0a/5PN65UcLVdUjS34PWibXg+sLg9a9/fXl/4x111FF9SGsO3/q3Nq0ZCTFJNElF8/I+7sLjz0BgIDAQGAgMBAYCA4GBwEDgQojA0vnp0xjrooeAgE2wlqQ7/+d//uc92fCSl7ykB7SSJX65RvAjoSFIIih4xfuRH/mRLicoFuQJvCRJyDmM9cEPfjDxnsSYH6058cQTezCfpG5961v33Qhs0SWv3zft2kgA6WwGYwrg7FA44IAD6jvf+U7953/+Z7cvSDUXwZ2dC0nqaU97Wg9MBa6SQ3Tf+c53dn/Vze1+97tfD56NTzdJDxgZNbbyzCjJejcc2YCDYF3QfolLXKKMw775C+gp/OEf/mHZHUKeL/oF0GzYuaPtl06OP/74HuzbGcKfZNopoJ8eO7/1W79VZPHsbiCn1HYdtOGTpCQEHv/4xxecjWV8yRLY+VUmQTM/6NIToEs6JekJGjzzMCfX3k4Eu3zoG0NJxhy12UmmpI7kkASYMSWV4ETWdfRLSep+EYptumxJgtkBIxHmERbJFvO+3e1u16+ja4wv8cGu+bJrHnxg0zy/+93vlvWLJ2lBlh7/JZYkSyRlZnm7sfj+R3/0R319WoPG/dM//dO+M4V/+tk7M5pllIgNvjmwWN3uHHhah+w8+9nP7uPxgzxZJT/NzS4QY2tL8piDNWY+iJ/JzjXC5g9DbBpv0R9j8IldpXkorVU72fj85S9/ufhK5nGPe1y/VmxIMNqtot/7udorSfs7/g0EBgIDgYHAQGAgMBAYCFzUENjT/R3JlD39Cp8L8xM8C1yT9N0OdpAIsAVSglQ7AQRIguFqL0GdBIXgSKDaWP1xA0FXkh44CbAEivQ8wnHf+963Jy2S9NJODboSLl/72te6jvEEiOxJEAgy1ZEg3DfZSfqBl7e5zW2w64UvfGFPfgigkymI9Ks6SfpjSoQE536NxxwF4QJQvpu3hIdxBYP8J5+kf7vPd+0zI3pJetKGPbLw8egKu5I3eEhbsoDP8LFLI5nmY4cEnw466KCSwCCfpO+keNOb3tR3b/DPePM45vPqV7+6zMF1YlPiwW4F+sZTmgc9ZAy7djzuo52kJM7ok6UDS3V6HktKUu9973sLdjOf3Ac+8AHN8qs1EiIadI0x+5pM2JC3I4GM3ROs02DyAAAQAElEQVQCbf4n6TuUrAf+21UkKFdHAnE6HvtKJlvGeNvb3tav+4te9KKOPRlj6lNP0tekOcDrj//4j7sce3Oyip8HH3xwwZd/j3jEIzredKxDeh5dS9LfF+zbMeX68k27zuKVpO8ckYCw3s351i2BqLQDy5qGvceWvKe8FzwGRTZJ3/Uzz9EjVuSNP187w/Odz7MOv7STHz5JwRac2JvrfDduknWM4YGfTGO6xnTsaLKLLUlPQj3xiU+sF7zgBWWu5Gu8BgIDgYHAQGAgMBAYCJy/CIzRBgJnG4Glsy05BPcaBARii5MVLAlCBT92oVzvetfrgapgR4B28YtfvIur+4af/GyDjiCLAJ4+gZLg0W4Jfc7qYIuMb6Px7Cyx5V/993//93uChS0HdNIXgCmT9IDN2GyQqfby+FCSUrZm1ze2nRfazkXxjT15QbGAVcDnl3g8WkGGvwJTPpDTxv9BiI5xZ3227Kwx/0td6lL9rAg8/ktyCHwF08b12E2SPj8BJlvOl1C6HvT4nqTboVvtZR6t6HqCfWMbDz4wk7Rgw/kebPBPm45g3K6VJF2frSQ9UcKOpAbf6Ehq8FvQL5Cv9sJP0hNadqbc5CY36UkKj0+17vUgma/GTtITZcaha3yJlCQ9YSWxxW9jSrjRkzjDoy+xxy4f8OBhjurmZKfKXNdOpmCeDjIumy972cv6mrau8MxVPx2PekmqWK/WpzHslDF3O1GSdF1t8vSMmUT1TEly5DrXuU4/e+iWt7xlWXvve9/7etIG1tYlXPjjvcdXyTZzhI1Sgky/M1L4QN6gfOBPkv4IGL/xETvKH5Zm++ywyY9kunZJ+rUnwxcyiH9PecpT+vW1A2nuU8JXotavHLkO5AcNBAYCA4GBwEBgIHBWCIz+gcBA4IJAYCRTLgjUL2JjCpAEs8n0TbhA3hTwZ5oDtXm3SJIejAukBFkCo2QKrgRTzkcgK6FRO15kjEM+mR7x0WVngD5jeAxGwO0xGYGnxywEpPr4JcCmz65AE19QmqQHlB77IGNni2CUXW1naJB/0pOeVHRf8YpXlGSBfsSPZAqOtengnRWRM19ySfojGg5zTVLzuRt8NG9Yql/rWtfq39LPwXuSskMnST+QlSy7/KcjgJaIwUvSA3vj4SN1c4MLjPiP54wbPDa0kWCWnVlPgOsaulbm4bwb+mQkqpQ/9mM/1hMifE/CTMc6SZkLPefT2AFkPPbIqrNlPs5w0e+8GGMykqSfF0I/meZuHs7e0I8cMJuknO/CHkzYtL70/+iP/mgP6NX5qtyV6PHJOJe+9KV7Iggm1hk/k5SkDDk8GHp87JBDDimPBPHXjha7b9SNz9au4+yuDWfr12NaznMxnmSa6wCLZGdi4m/+5m/6Dhjnn/ABFsb0qJPx7MaCpbkk03pPpuuRTG19/ICF+WgjvHNCdJN0jJNpLL6wNZfJxDdX8vok92C8mDTRNidz0E8O0UHqgwYCA4GBwEBgD0JgTGUgMBAYCFzEERjJlIv4BTyv3Z+DGIGXIFHAI+ATNBpbG+kTPOnT1qedTIEUvjY9/YJBMkl6gCjQEuDNNLeNn6R/U2+MJPXtb3+7/+oOW85KETB7DKLayxhskH3Oc57TH4NwmC17AlQH5jax/stCvvXnC3mPq3gcxeGskgwPeMADys4Rj7iQoQMDZFx+IfwzI37M8gJEOMzyxrVzQ/Dsl3nU7RpB2nZizMG7eRkvyXqyRAIlSd/toY9vbKvzWWkMdfrqxk8mG+p4dMgoEZ6ANklPivBffzK1kxArO2zMTwKDL53Z/tCno681+z9jmYs+10If/8jxDY+g0lj6lXhKRN+6oYdvvg5k1bYO/BKTx5rsLnIgLRn8JB0zcggfJekJP2OyawwHzcLeNZjrDkm180aygq/m4twfSQzXiE1nCUkMOFfGnNgyhzqL19WudrW+RtkgL1k1J4JghW88dX4Y31k6X//617tlSSoVv7xEVp1skp7gwEP4iwQ7cjOPDJrbZ7c0z1lWnQ3lbFudz2TMQwlr/fjmjJ+kJ+Rgh6dMQnyd2J5pnTkqA4GBwEDgfEZgDDcQGAgMBAYCA4EZgaW5Msq9FwEByq6zF+wIuOY+gQ8Z7SR9i752MgVtgiZtOkryyemDoWRq67vMZS5DrAd8gifjdcaOPwIsuzGMNx8MOo+hzzkrfrllfmzHTpKHP/zhPWjmg2Ds0EMP7dac3UHH+SQSKoLS3tH+zDaN43BMv/TiTAqPFuH5KVm/UNNEe+CtxE/Sx1LHm0l7tqmc55Wk73gwV4+kkJcEssPGrxf55Ro7Vuy8cR6H9vxoDN/9ik+SvmPFGMl0DdTZYtdY2kl6EgSfD3hKuCRTXzKV+sjtjpKdc1y0re4a2nWSTDJss2EcfRJHSfqODnyHuNITSLs2xiWrT90BsupJelCNp43muvNStB0wbDz2JEvw2PdYlEfDnvCEJ3ScJCVcU3JkkpzuGrLBh2Ti81tywjVBroFSkg35VSPzgjVdjzHZ0WRHjUdtkpTzS5y/wmcytfBif6HZ1w8ZPuDTUSZR9PdGMuFhTEyPQCk9HiMJNM/f3JPpmuqfic0kp3u/zn3KJOvjaC8SXTTz+D9jOfOVyByUs+xcV5ojXX3J9D7AT9J3auGjZJq39WG+Sfo6TtJ9NAZbdBGdQQOBgcDZQmAIDQQGAgOBgcBAYCBwHiAwkinnAagXNZNzoCNQEcgkU5AjcBLAmM9cF8QgbfLqZJTkkp2Bz9xWkk129t3whjfswaQzViQ46CfpwdMsL4BNUne4wx2w1vt6o/3xmIVzJuw2SVIeg0jSd7EIeiUg7CZooiVIdqgqXz2aMc9ZnwA/meYscSHR41dw7DLgl58TViL6yU4/kylQ1ceWEpET7CbpyQF9xkzSzzch4+du8ZMpiNRPjw/6zWHG5opXvGJPBEj2kIGn0nWwM4TOPB6b9PWxmUz+autLpnYyjYtHTpmkB670tfGTrAfj+HjGvutd79qviUdetPHpJOmJI2tpPpTYry/xmQ9K/iqTdBs3u9nN+vw88mLe7LFlvGSSkWhi03rAF3DbESKp4dd26MEAwc2OH4+NaLOFFsecfbFDiVySnoTBn2VnP4yVTPPSr63PjhxzsbPJo0rWksNV+UeOHbJK8nN9LsnMdfglE9b0yeOZszpy0K5SwoZN597w4eCDD+44JunXTx85ZZKOLZu145VMc2V/UU43njJJf4/OeuTgp0xCpPcn6WOTSyZ+72x/8BCd1uz/zNmuL6VH2Tqz/UkmOx4pcy0bq9tXkoUTW0n6e0pd36A9FYExr4HAQGAgMBAYCAwEBgIXbgRGMuXCfX3Oc+8EJAIVAynngEVbHxJA4QuyUDIFTOST9OBNXcCUpAdu1V5k6bVq/6dNhj0BqIAK72EPe1i3Mcvi2ZXiHAx1j9zQMYbgPMl6kOXRDzb5SZacugDUGA/e8dPLhx12WDnYk4wkDFvVXmRbUUcddVRPwqgLvulLxqg7DHeWY59MMs1b3fhJekC5a508W3M5jzs/RuMgTjbYp6tM0r+xJ2N+cPFLMmxIKHjMw9ySSU7weeihh/bHpcxvHoM82yhJT4iwpd84yiQ9MDW2Nn4y4UuWLp56kn5tyVZ7GStJq1X5xSAVckpztnvCbhJ2f+ZnfqZfY7YkL+BKho9KyQzzpe+xrGTCM5n883O5kjb0fvM3f7NfK7pJ6hvf+EZ5pMvZOA6kdf6Is0TIGg9WZBf9NSbePBe/wkP2x3/8x9d/qprf5sIO35yho40+//nPdzzZpEdGUiNJvw7mkUzYGEt/tZc6eWWys791dT1y87hs8498Msk6zwd+8HJmDb15FxV5RCeZ5NmyPmY+v4zBpkSGM4ckGfHJIDZn0k6ma4GXTHV8bSVb6gim7Cfp8zFP16LaS9KvFX29HX744b10uC8dSSh+K/2akiQr2+TxyKjbZebzwvky2hc6Gg4NBAYCA4GBwEBgIDAQGAjsNQiMZMpec6l3P9FkCrrmYEUpAEICLCQgU7Ig4BE8CXRmXjLZ0Ed//laZvEAW6aMj0GIbz8/94ntEwk8C+8lfv6rywAc+sPxiEH1BuuAxmRIHgnKPbni853Of+1wJ2P3MMFnBJV/VlcaTZKDv0R1j+sUTfclkjz+Cb0Hd/e53vxKsfeITnyhJDofVsuX8jSQ9kcB3c6z24jsskvTAOklPGAga8eHAPj+aeP+nbnzjYPj1GOe0SBRIGNgFI3kk0YQnkOS3R5Mc9Mqm3TgCSo8BPeQhDykHlXpUyPXgm/HpsJ+kB63sGJf/fOK7Q1X5gzfrkuE7eXx1dtTpCOLp09Pmr/7HPOYx5XEs19I5M3ZqzOeJ8I0sn4xjXDps8Jc948JE6VEZc2TL4yuSJ3au0GWbT0n6LzR5dIutRz/60QUj60NCxC/fONfEWTrmMo+VpCe9jGssfumXdJM8k6hix9p0Pfgk4cDeT/7kT/Y1QM8Yfgra3Oww4tf8S0vOcTFXY/JVObfNIZneL/jGJoNvHuT4lqSPVe2VpNfJSa496lGP6uesOCOG/36xiZ46Ise2M3jYYhs+sLTWyFR74fkpYokNCZfG6uPop8fGXE8mn9lGcHamjPetX8ZyxoySDWuFPmLDo1fe136FaU6uuabel3YQseO96xerrnnNa9Z73/veuspVrsJUfz8l09h88d6Q/HFdzYsvqAuPPwOBgcBAYCAwEBgIDAQGAgOB8xGBpfNxrDHUhRgBAaLgR1AmyBHk4WnPfO6rJ+k7QwRNgqWZL6hJ0gMgcvQFQHOwTI6OPkHUDW5wg/J4Br4EhmBU4CWwYtevlnjUhj4ZtjzuQsfP9wpoBe0OpL3zne9cgndyM5Hnv6DSrgF2BJ7GZ5+cHQd+wUW/4F0Q77BRAbTEhWDdIaFJiPe5sTvbSNKDc3MloE9Qrs42u7OsUr++G93oRmXO6nbbSBYIKh0kKugVKDrQ1HVIpjE+/elP9yST+Qoo/aS0xAM/HYZqPPOFsbnOY2njG59sMs3FoyHJZNu1I09GmUx8dVjRJ8Mvc1VPUre//e3LYy30nPUiKcGvV73qVT3BxC+Y0jNXPgrc4cI2u/yj79Evj3YZzy6Tww47rATPzsOh6xEn13vDhg19506SEpzru8pVrlIOn5X8sH5+7dd+rY//d3/3d2Vd8RmWzjex08h45qDk08UvfvGScOOT5IjdEa6HZMGzn/3s+vKXv1zWorGQR4ucpyLRZh1Lajm4WHLMmS5sGzNJXzN02Ebq1n+SnrxI0nfaVHvRm2XUETxaV//nusJFA//a1752PyhZO5nGSqbrC2O/TkVHgseOn3/7t3/rjzLBAhkLBq6Dkh3Ed33GUMebiT3XyTWyEwg5X8aZP2STKYHnTCP+O2vG+/qFL3xh/4UsduDNhs8aeFs3fmHL2qYncUjOL3bxwxrhC1I3DiIzaCAwEBgIDAQGAgOBgcBAYCBwQSAwoRvErQAAEABJREFUkikXBOoXojEFJ9xRCk5e85rXlKDYWRQCYAGWAPx+97tfCeYFUHiCJCTQSaaf7pXkkOzw7bk++gImj0Q4IFQQZCxEhh3f+JNl1y4T3/DbEUBX4kPAR8846s5HEYx7BEjSwbfY+K9//et7UkPdXIzBrtJuFLs17Ha56lWv2oNbMuyamzNSPFbwzW9+swR8/PCYER/stkjSA3M6/EjSH2FQx0vSd3+oV3sJHCVIBLDmmKQ2btzYdcjwK0kJhI3h8SMJCfT2t7+9+OqXciR55p0g7AhiBawCTkkUvtpJwYZ5sUsmSTlLw+MVbMGkudX/ucYSDF/4whdKsoA/bAumZ9sC/Xlu+um4Lq6/xAgeY8okdZ/73KfvlLCThhzfJIr4Mx9Syx4/kpRrzZadHmSMr59Nu4602ZKQYc96wJO4SNKvM58kL4ztQF+7lO5yl7v03SkSaxIqMGTXWSb0JRccUmxNCuCNnUz29EuqWA9wgxGS0PMIGL4kEaz5+dWvfrWOPvroet3rXld8lDCAm/cNu8Ylh6wzpTHwlXiuEXKN5v4kPVE5Y5tEV59zkp50sV4ld2AIZ7bYJMj+XKrbxeL9Yk1bj8aCnfef949rYT25/uTNj//K2Y4ST+kaWmP6kXH1IY8Nzf3s+SwgAyNrFa4SoEn6GrcbjM6b3vSmsivlPe95T/k1o8tf/vLlXCOP8ljXybSLzPjwcv0+85nPaHaskgmjzhh/BgIDgYHAQGAgMBAYCAwEBgLnEwIjmXI+AX1hHUYAJSBSCog8GmEnh2Bu06ZNPQEg8BIcXec61ynfKJNFyRSIkvXLNL5NTqbARsAmyPMIioQJeePAQZ+6UgCLR9chpbbv26GgD18ATJdv6kn64x0eVxBI3+pWt+qBJhny/Jx1tY3jcQb6HvnhE5plJCvI6Ze8kAjhB5/xkfmRn8fQxkd4dJUI76CDDiqBIn/p4c1EJpkwmv2Aq7mgO97xjn1+5GCDZjl13+RLHvDTrg3B5jxGMgXb2oJW52u4dvSS9GvJlmAVzViRNyc7cmBAB28mAbExJX/w2FDyUWn+eNaNOUi8mVO1F1ut6DswjJekzOHKV75yn2cy+cyWa0VGnf/3uMc9iq3rX//6XZ8dY+kXtEtCGdeulCR9fmwYc/bLvPif7MRcUi2Z1m6SHpCzwy5ypo7dLPe6173KIbseueKXtQJLPlR7kXO97n//+5f1iE+frblu/Cbak3F8UleyZ452MVknM58eHXbwkHoS1U7a5jxjbL2xmeyUWbQDD/Oxc2ueA0NJyq4a15xNNvieTNeEzEzsqZNZLNXnPrtI6Jsbe8nkDwxhZD3qp8OnZOp3oLBH+7yX8ekjiTWybGkbe/58ck3x9Q8aCAwEBgIDgYHAQGAgMBAYCFwQCCxdEIOel2MO2z8YAgI3QQqtJH3Xxlyfg6QkPeDEn2mxT1Azt9XJsKtM0pMd6sZJotoD31mGbjLxk6kkNPPnMkn3g57gyliLfdrJNJ6gOkn/ptvOBmP/yZ/8SZ9fMskkU1ntNeu26rrMzFPis6nUNq76THgCPG11JeLrHECq48262os26elL0n2YZZP0ZAL5ai865Fq1/8OnqzHzlfh4c6mOjwTV2ihJt187XuyrziXstJFx6KMkWKXeKzv+JOn2ZjwW+9WT9Os/12f/jDPrJFm/1vOY/JHMqPaCqWAbz/VF7LBB3i4RCbEk/fGcJD2h0VTX/5FNdvJnf5SElGwp57Z6kj5ndaSPH+zNbTyURNHnqzL3z+XMm9tJOnbVXngztWYfM0lPQpkr3jzm7uSSdAznviRU1tcW3c5of8yzFet9s44Sf+6fS7wk3X6SdT39s06SPpf5murj99xv/GTSnXnVXuqIPGqsvvMriWrHYV4HnTH+DAQGAgOBgcBAYCAwEBgI7LUIXJATX7ogBx9jX/AIzMHK7MncTtIDpZm/WCbf35dkUWQ9eMRMTt+HhxbH0kbJTtlkqidTqR/NeurJ6ftmnkBN/fnPf34Poj1yIJBLJvnZRpL1eSah0gPAXtnlz2wTO5lkF+sCfO1FmsfBm+vJpKu9aJNMsrNvsa1OXkknmeS0Z/5iHQ8t8tSTrM9Xe3fEPv5cJtFcpySnszHLrQvsqMx4JOmcJKfTS9L5s58as446mvuSrK8pgbYx7W5xtkmS8siQAJu8PrtGnIHicOKnP/3p5bVomw08RF6ZTP4kpy/ZnPuTnX1J1udzVjbooySKdT2NJKdr46Fk4ifRPJ3M7JOOJL0viWavqyQ728lUx1/U1V6kuS9Jt5NksfsM67MegeT0Oou4k0tO378rL0kfm62ZFm0kmdmjHAgMBAYCA4GBwEBgIHBRRGD4vIcgMJIpe8iFHNPYPQIeG/CIgV8TsZslmQIxiZXdawzuhR2BZLqGScoZM1/5ylfqb/7mb8rjWfMjJY9//OP7Ab/OSzGfOdmhnqQH64sJFfxBA4GBwEBgIDAQGAgMBAYCZ4TA4A8EBgK7IjCSKbsiMtp7FAJ+weTFL35x+dnWJOtzG4H0OhQXyUqSnhCRFHMuj7Na/BqTX/RxIOxjHvOYcqaIR0zmREqSPtf52idTuzPHn4HAQGAgMBAYCAwE9jwExowGAgOBgcB5iMBIppyH4A7TFzwCAmkB9/yYwBxI41/w3g0PflgEPCLChl1Hc935Ja53Mh2k6pr7BZpkOp8jST93A5/uoIHAQGAgMBAYCFyYEBi+DAQGAgOBgcBFA4GRTLloXKfh5TlEwK++SJzYocCExMpcCrrVB120EXAdXWPXVmk2EiXJdLhskpJssQbmhAvZZOxMgdWggcBAYCBwLiAwTAwEBgIDgYHAQGCvQ2AkU/a6S753TdihpILoOcgWTAu0lTNv70Jkz5qtpIjr6Hq6rmanLcEy15X67FZRX1wP2oMGAgOBvRWBMe+BwEBgIDAQGAgMBAYC5xyBkUw559gNzYsAAoJqQXQyPdqRpJ+1gS/AvghMYbh4NhGQRJFcIa6uRHhJVPsvO1kPrj1+Z44/A4GLEgLD14HAQGAgMBAYCAwEBgIDgQsFAiOZcqG4DMOJ8wqBOagWPCdTQsVYdjIkU4CtPeiiiYDr6NryXnJEW5lM11Yfnn4JtHk9qM98fYPOWwSG9YHAQGAgMBAYCAwEBgIDgYHAnobASKbsaVf0B5yPYJPKXKoLRpUzT4nwFvtmHv55SefGOMkUXCenL/ktsFYiB5XOc5xL/D2ZzBPGynMyT7qI7oylNpptqutHc12J8Dx6o0SLOnM/3lwns1hPTn9NF5MkydRHB3/2T51NpA/Nfepra2uKvpOlV9ofa6MVNevwYSb8XUnfrrzRHggMBAYCA4GBwEBgIDAQGAgMBPYMBEYyZc+4jud4FskUbCZTyZBAU5lMvCT90RjB4RxIJhOP3PlJfFgcb9f2Yt/ZqdO3W0F58skn94NKBdXaMw5nx84FIcPH04/7g7fM1TyTndeTXbSrtfnaz3y65FCSzoblIp9tiZIk60mILtj+JBOPXXrsqNORuEjS110T7bpJVHuCI5l06WDSS6Z+PG38mbSTlHFmf4yDyFd76ZvrSYocXuvqv/6jzg4dc0zS/UtC5Pso2T3/+wQHYyAwEBgIDAQGAgOBgcBAYCAwELjIITCSKRe5S3buOzwHkAJFtOsI+lGSct7E3I83189xeTYUk90HpcZPdt93Nsx2kWTSF7zvv//+deSRR9Z3v/vdHiSz34UupH+Syfcfxj0JAvquezLZS6YST9JgxkESgSzSRzdJzXzJh2ovbTpzac3M7da9/g+PDQz2tJEx/fqOEl8/G0o8OuTYTyZfk6kkg5KpTU6b7FxXsoOPtJUomZI0xjWmOZ122mk9scIGIjf7oL5Ii7YW+aM+EBgIDAQGAgOBgcBAYCAwEBgI7FkIjGTKObiee6qKQBFJLCzOMZkCU7w5CBU0Jjv5+i5I4s85GV/QTE/grLz61a9eV7nKVfpOhOSCn985nZe5nF2Cges+y7vGSXqSRNIgSd8NUu2lb5ZXNlZPNChhKPmQpLZu3VrHHntsHX/88brW9c0nOT2ueMb/3Oc+VxIX6pSMrT6Po9Qmn+z0CT/ZmQRJdtpPpro1naTsPvrCF77Qk4LmYpxkklHHMwYyF3P61re+VSeddFKxYSzjoyR9ndCbKdlpa+aNciAwEBgIDAQGAgOBgcBAYCAwELjoInBGno9kyhkhsxfxBYbzdH/913+9LnGJS/THXQ444IDatGlTHXzwwXWZy1ymDj/88L5jg6ygUnluEj/QrjZ3x9tVZrH9g8gLmhd1zUtAnZz/QTG/0aI/yU4/9KHF/nOjDgPznm19+tOfrn333bf22Wefvg7s2DnwwAN7+6CDDqqf+Imf6IkFenQkHCQp2PjOd75TP/7jP16XutSl6uIXv3hd8pKX7DaucY1r9IQKbCVM6J166ql9F9AVr3jFPt51rnOdvvaM95znPKfLk5PUkMgw3uL8f+mXfqk2b95cEmBk9CNjJFOiQ53uX//1X9fFLnaxMo/rXve6Xe/Sl750HXnkkX1Nk5MAksBRnnLKKXW9612v+37Vq161r/+D2/vg7ne/e0+gsMk3/iD1QQOBgcBAYCAwEBgIDAQGAgOBCwkCw43zAYGRTDkfQL4wDyGIFIDyUVAoSDzxxBNLIuWyl71s2aWx33771THHHFPPfe5z65BDDimB5iyvPLcoSQ9sz8xekvXu5Pvr5pDs5K8Ln0mFDgyUSFIAnYnKedKV5Eznn5x5/zl1SvLA/OmrWwNKiQUJEWtBgmMu8T2GAytET+Ll3e9+d13hCleoz3zmMyXxcI973KMkH652tavV17/+9U4SLxJ0kh9f+tKX6vKXv3x985vf7HoPeMAD6kpXulJPojziEY+o+9znPj1pQ954kjBJ6n3ve1/H6V3veleX5S+fXDNkLkq+JakHP/jBPRHIT4mgX/mVX+nr+Hvf+15J8vCXDhtk7Ka58pWvXHaw8I+8BAybb3nLW+r6179+TzKagzHoDBoIDAQGAgOBgcBAYCAwEPhhERj6A4GLFgIjmXLRul7nurdzAMlwkv5YBt5DH/rQ+uxnP1v//d//XV/5yld63bf6Ei2PfOQj+yMgSWrXl+AS7co/o7YA9az62EOz3GJdMmjmn5OSrSSnO+CUHcG1cpHIokXeWdXJozOSM/8z65/1yKC5fW6WkhXssZ+kjjvuuI7Hwx72sJ7o8JiLHSdHH310b3/kIx/pSQy+J+k7NSQgfu7nfo6Zeu1rX1tf+9rX6u/+7u/q5S9/eV87HpORmJCkoUfQzhJjPu95z6v//d//rec///n1yU9+st7//vf38V/96leXR3/IS1zQuctd7lK3u93t+g6Wv/iLv+hy1kDy/WuR/Ic//OE64ogj+mM9kiMf+tCH6nWve11P7Nz//vfv+je72c36o0pJ+uNJ9773vcs6v9vd7lZf/OIX61WvelV99Pxrg48AABAASURBVKMf7XPiC1/f9KY3dZvGGDQQGAgMBAYCA4GBwF6MwJj6QGAgsNciMJIpe+2lnyYumJ1q01+JlMVEggRKkrK7QIIlSX3wgx/sAfSuuott9ZkEoLsj/QJhpD7LqOOhxToPtcnNfYJsbX1KRAbNMuqIDFKfKZnO3lics7p+sjMttneta58R8efMiP9o9nVxPDbp6kPqeIsyc/3cKJP0X7vxKE+1FxyQMZMJp2RKWuBZK1u2bOlr4dBDD20aVb//+79fEh781Y/IsoPsMFH+8z//c09OeEznfve7X9/pgS+xc+Mb37g/KqT9xCc+sSdu2JGQsTPkcY97XE/q3OlOd+pjk4ONEnVHdvx51KMe1ef0jGc8oz92ZGcMW7rttFLaaSVpo258O17sgnnWs57Vk4Z8dI3g8rSnPa37Y9cMXpK+S4YuMlekPmggMBAYCAwEBgIXVgSGXwOBgcBAYCDwwyMwkik/PIYXaQtJuv9zACgoFSQKOntH+6NPcHnrW9+6taoHj4LWZNKt9nJmBpp3regXtN785jfv52Kw6XEMfPZe85rX9EDVIxsC8oc//OH93AyPFJGx00E5B+X84UOSes973tPP5NDv8RJ9yfRLQ9r/93//1zyqfpipHRUCX7KznPNA7IDgh/nqU6eUpO9WSHbO7cUvfnEPyP/yL/+y20zSg3jy9D0Kg8w/ScfHfJ3Rcc1rXrPMT5LBOSJ8+Md//EeqXc4jI4J1jCSK9V0SdkTA8Pd+7/e6bJJeEjJuMvkx+z7zlYs8bQRLJaKvRIuy/LYrAz+Jol8n8pIOZGe81OHN7n/+5392jP78z/+8JxvIU2aPHBklwpewULf7Aybq5ko+Sc27TuwkSdKvibN8rKFHP/rR/SyTJB0PYyVhtpM2H9n6j//4j+7Pfe97396XpM8nSV9vzlsh7xGlJPWxj32s27zBDW7Qd7/oSyYdNn/5l3+5vGDB72TnuPhJur66OSkHDQQGAgOBgcC5gsAwMhAYCAwEBgIDgQsVAiOZcqG6HOe/M4JFQV8yBax2DmgLRAWLgldBrgSEb+XJSwAoyfFY3aMhvrn3bb6DRO985zvXj/7oj9Z//dd/1eUud7l+jsYsm6S+8Y1vaJYg9trXvnY/j+UqV7lKD5J1CJz/7d/+rT9KkaQnJOwasBvh9re/fd/JcIc73KE/8sE/fjuvw6GiAl3+/8///E/9yI/8SL3yla/sh4ne8pa3LGN51MTZGZIkxkp2HwCbHzt+Kln9X//1X/shrOabhGpPqkiimL+dE+R1kJdEUdrR89SnPrX/uo0+fsFVcsi5HWTMQcIBwR3Pr+GQdyCsQF4fPTxtZZIevOujg6+eRHcnfGQMJRvkeueOP+akCmN9kiTmgvQlKeemsIHHR/Kw9DiYucBen2uBZj+MR5Yu2/gf+MAHsPouFrL0jMMuGdeWwJFHHtnXgDo82eCjNh3zUd+V8I2Dr86u+kzJhI81x6ZHl5LUs5/97J58+cmf/MmedNFnHD7xz2G0eOzgs420d6VkGmNX/mgPBAYCexMCY64DgYHAQGAgMBAYCOypCIxkyp56Zc/mvASJyc6gTwAq8Ex2JlcEkR6t+Jd/+Zf+iygCTuaTnXq+4RdkvuhFL+rnXrzhDW8oQbbzKgSbHv1I0gNUbUG4cZ70pCf1BMUnPvGJfm6G5MJ89sbhhx/ez7AQjAvuBbxvf/vb+64Uh5e+/vWvr3e+8539jA6Brbl89atf7Y+IVHvx+7DDDiu7UyQw+G8cvrXuYp9tcnzCW6Rk2u0iiE/SkxZkjaMkm0w4JVmfG1uwQM4OecUrXlF2ppjzUUcdVc4iqfYyJxi0av/HLmJ70Qa9JH3nh8SDvtrxIquaTP7pM64Sf6YkvZqkJ6zozTJJuu8zz04Zc3beya1udauyu+g2t7lN/fEf/3HfIcLHZJq3xMbHP/7x8jIXO4p+67d+q254wxvWta51rbrFLW5RfkmH32QkXchJFBn/tre9LXa3q2Jc18Q6NA6fJKmS9HXiOiOy7CiT9Gujjugp6SbpCS/jJ1NdXxJF/diP/VjfCeSAZePyK0nZUUTAWOwt+mPHkT7nqSgHDQT2OATGhAYCA4GBwEBgIDAQGAgMBM4SgaWzlBgCezQCgsVdJ4jnrArBapK+M+DP/uzPelDqbAk7UASY5JCEhoBfYOrwTn1sCmDntkNMPUIhwBXsSyTQdSaLYNwjMIJrY77xjW+kXnZksIGn7+///u873zkY9P26TJJyXocAVyLF2OTpSQJI7ngEJ0kP2PXb3ZKkP7LDBz6x343v8gffWEpdyRSEqyNzmfWTCask68kJAbpftfGIEL/8DLAdHhIW9FDteCWT7SRdv9pLEG9XED+Tqb+x+z8+0SejjqmOl0yyi3Uy2nyCA3ltJfu78hw46zEZu4s8jvXkJz+5J3Se/vSnU+l1Fb/Uk6T/4pOf0Ia5pJWElwOMPcLlV3okUsybzuc///k+R1jwWVLG+LB27cjMvtlppA8P3mzMfXi7I3Nld+6jN9fnkgy7roskkHHf+ta39nVujevHSyYs2YAdeTYkxpKcLpGDP+iCQWCMOhAYCAwEBgIDgYHAQGAgMBA4PxEYyZTzE+0L4VgCQ0Gn4FRgmaR76Sdj/SSsRMXP//zP1w1ucIP++MNlL3vZ/pO1Aly6SfrOA0qSFAJOdbbYFZBe73rXq1NPPbUE58lknwy69rWv3c+ukPDQRoJltgX4fjaXLXwBbzIlLNhGSXowa1xjkZtJWwDPjjp+kr4TgX1zTtKTAvMYScprllcivHk8bfJK/LlUnymZ7Gi/5CUv6Ykc9XlM5e5sJDv1zInOHMAnU0IoSQ/49SGPpJhPMu3eUKfLvmSAepI+T22PXfGZD9VeSjqt2rH06zZ4doSQM75E1R3ucIeeAHGGi8ez4KEPxuQk1JxnYneJ9aHfr+lIkNgd9IQnPKHjwLax0FxP0tcXe/j85NPsO/so2YmPNlmkjtTRYl0bJenzU5/J42TWh8QcX2CWpO+IYsMckszifXeM5BY5Ousd56wytAYCA4GBwEBgIDAQGAgMBAYCA4GLKAIjmXIRvXDnptsCVsGhwBGp3/Wudy0//+pnZN/xjneUA0btMhDg+slb55nMga9HJASif/VXf1USIUl60KouKLZLgb+C1mRKBCSTjB0JyU6e8Y2hpMM3QXoy7UAR4HrMKInuTgL7+fEMenzhm3nwwUGufobXOSmXvOQlyyNJs032ksmWeje48IcNfiv5pYt9ZTLpJelJhtrlxXdEV4JBdzLp4GnrVy7SbF+pXzn30+MnStJ3DZkrnPWZvz46iyX9uW3u5kSWHD1tdaUx9ZmvUr8dJ3YGXeMa1+hnpzggllySfq3ZdzirHUz0+GO86173uvWc5zynJ3JcB7xk8puOXS146sZB6rMvxmcr2TkOHrkkRDslO+vsJenXRL3ai85cb831ZJQdU2yZi36JH22PmyXpfsMLr9rLdTzuuONarToOdFBnjD8DgYHAQGAgMBAYCAwEBgIDgYHAXoPASKbsNZd69xMVCM6UpB/sKpBFSfr5GgJJAe2P//iPl0dWBMuPecxjehAtSNUWjN761reu3/md3+n0kIc8pH77t3+7nJ/hbBLtm9zkJn1nQjIlT4wrUFWywUN2lMZU6pdw4Y/Hdhwoa5eEx3rsnHEY7i/+4i8SLY9d0CfL329/+9tl98D973//8gs66nbYOBiXfeOS7crtj3Yr+r8kvcTjGzmJBm1jKM2dkLp+7WTSw+c7Hl/8ShG5ZJq7fjp2dbCXTHy8JB0nv6pDn6/4iN5sRx3PeTDG4h95/TNpk9HWrzzhhBN6EoZf89yUxknSEw3aSXoygT5ZtpybIqHw3ve+t8vx3U6Xaq+PfvSjXd44yYQDvQc84AH9AGHXjTw7V7va1foc+W5cY7Cr3kz1tTXXXTc8ekn6GOZBJ5nGqfZKTl83VmP3f/Chs0jJ9Os9fLTjiqAzXIwjyZJM9thJUpJWki123RhboojOoIHAQGAgMBAYCAwEBgIDgYHAQGDvQ2Bp75vyRWPG55eXSXrgmqR/ky+4r/YSYLaiB8xzACqovPvd794fk5mDYIkOsgJfOxOe8pSn1DOf+cz+qyh2kNiV8IxnPKOQc1HICUSV7CfpQbX6Ik9AiyeoV/LhpS99aTnQ9RGPeER5PMPuGI8BCcztnJFoEciTRx5P8ks7EjzKD37wg/Wud72r/CqPfpREcTpKdvKSqW7u/+///b91PMwBSQBQ5icZdb4iuODPc0kmW8nOOQvO2eE3HfrqSo+TKJP0awMfMnNZ7bVYb80up2RTqV+JFv3TTtLnM8vQSSaexAH+PB55bUkh8zE3fXyFu37JH2MgCQe8ZEpCJOnrjG6SgmWS/mtObLBtLSXT4z4OGubPjW984574UWfXmCjJ+ly1a+E1t9nETtLXLBvai+TxI2veAbvs+xUq/XZTzfJJ+hp1LZ0ZBJskxDolO+udMf4MBAYCA4GBwEBgIDAQGAgMBAYCezwC52YyZY8Ha0+doAB3npuAUT2ZAkgBZZL1oNuOhCR1oxvdaP2MCztSBJivfe1r+64BOmwgtudgebY985VJepCtLghOprG0Z6KfpF75yld2lseJHG7qcQu7Tz71qU+VHSoSG8ZAgvk54eMcD4kJ9vmZpPvOWDKNp0/wrcRHc90c0Ic+9CHs7q8+49gNg8lHMvhJsPoYeIL0RUzIEEimQ3DVv/KVr3SMk/TdQex94AMf6GOxQYZeMtle9DWZeMlUktWv3B0l6XYX+9imYywkWaJMJnzImoMEmfrtb3/7Pj9yzliha8eLc1boLeL9whe+kErd9KY3XZ+jHSBwcVhtkp6sYMO8k5RrRumOd7yjYt3fZKfv/Fn0myAeO0qPeEm6kfG4WrLzuvPxu9/9bsGdnrOByN3vfvfTLIk6a4gcPntJyi9IEbjKVa7SkzzG0h40EBgIDAQGAgOBgcBAYCAwENjLENjrp7u01yMwAFj/hh8UAse5FCgKePHU/arL0572tH4uip0mkgn67RTRL/j/yEc+0hMq2gJQ/eqCbG22Z8IXrM7tJH0HQZLuUzIFzsap9vLLL62oa13rWn33i10wL3vZy8ohp2zb5SEYZ9MuB7sojC/I1288+n5ZR6lPmUzj0EvSA/6Zr7TjJpkeCXEIrsN0+fR///d/ZecEO5IKyWSHDkp22jI2HPGVydQnKaU9B/Hq6E//9E/Lrxqp0531tPmpTIL9Q1GSnshghE3zeM1rXtOvg3nhJdM4dvXMCSW/0AMDuzoOPvjgusIVrtCTK4cffnhPMrBH3+M1v/u7v9sxdXBtkp4Y8biYawJLZ/Kok1W6nrBl3+NhxjBnNmfil3qSbttYdGFF1jpAf/AHf9D9eeADH9jlkml8tvlqTOfB+FUpekn6IbPsWCd4xmHfGnYmjDYs2FcfNBAYCAwEBgIDgYHAQGAkl+jLAAAQAElEQVQgcFFBYPg5EDj3EBjJlHMPy4ukJUFpkn6mhQnMbb+8kkyBp8BS8GlngaDyF37hF+pnfuZnelCcpJ9Lcp/73KcnUexSOOyww+oVr3hF/e3f/m3/5R86l770pXu/4NQY7Al+9bFvbMFpkh7c6yOnpIPsCpBQ+eIXv1gC8z/6oz+q3/zN36yf/umfLokTdjzOQ49dATQ9Z1vYNeMAVTtYnvSkJ9UcPBuXvHGS9ICbLj6evutc5zp10EEH9TMzPKpkzLvc5S7ll4gkcIxhx4ugn/zcps+OgB0vmezzU5uOgB4WEgj8ZNscn/zkJ5f5JelzYyeZrgf/jDPb13dOiR3+KJPUpz/96X7OjaTKbW5zm3rwgx/cyRk1fs3H7p973eteHfMkfRdNkvqXf/mXfiCrw4mdSfMbv/Ebdc973rOvDXNly9k2s+/sO8TWHA499NC+niRObnGLW9Qtb3nLvrbsgvErT/yDkTle+cpX7usI7vDC/8Y3vtHlXVNJNOPh04Pvla50pX5dnb0iieOxL3YdiMuOR8fY5ptkmaQgPOyAMoZrYocM+9aoxJedKezTGzQQGAgMBAYCA4GBwEDgPEVgGB8IDAQulAgsXSi9Gk6d7wgIKg36Yz/2Yz3wFJQmweq7RPRLojjLQlJDECzgTKYEgUc5XvKSl5Skid0iAk5BqIDV+RgSGJIKAlCUTLYFqJIQ+gTABmRXKbhVktcnOSNZInny2c9+tuyUcYYFf+weISvBQZY9wbAkD30JAAfWCoYlVgTwAnpjIfMRhCeTX2zRS6a2s1kcwEvm1a9+dcHhvve9b/k1GnMgD6NkwsM47CPzQHTJGY9tj6E41+VZz3pW3z1hN4Y54nss5Q//8A87X9IF0ZuJfjL5xuY5pWSywR4bEkeHtWSYXz16//vfX66rR3Gch6LvzW9+c+fxg3wy6dst9La3va0cRnvkkUf2R7LMwa4VSaF3vvOdfS50XBsJI4/yPPGJT+zn3zjzxvrxi1HwfPnLX96TOOYNQztY6Hq0y9hs8Fm/R4qSlMdyktTRRx/dd9boJytRdbvb3a7vnHnDG95Qf/3Xf112mUjcwNx6cb2QpJGEm2sscfOFL3yhrGf+8+NP/uRP+vyt2dm+Mfg2aCAwEBgIDAQGAgOBnQiM2kBgIDAQ2NMRGMmUPf0Kn8X8kunRGskEopIegkPf0AtgBY0CV8G0nR0SKgJYgWQyBdJJ+s6Ae9/73v0XdY466qj6zGc+UxIeDvj0Ky8eC2HfOOzb8eDnZ/3KjiSEZIOx2GXfozmCYskZSQhtwTcbHrGwM0By46pXvWodeuihJXCXAPIrLHYqCJCT1BFHHFF8sONCkP+///u/detb37okCJy3YreCMY3Pr2OPPbYH5bOfSkG0BMfHP/7xfgAuG5Irz3ve84qO81v453wOOzeMLcDnB3/MB5bGSCaskhRc6fu1G+d3COz5KEEjOUQelnA372SnLr+SYP9QZHwGlHBGz33ucztm/P/85z/fr6NrZf78MjeY8IGuUnLC7hPJLeeQSELA5Zhjjim//AQ/cq6x6w0TbX0womf+dGAr+cWXWY8OH60JWNJHbODBXb9167Ed/mnrtwtFMsQatqvJ2jSGc1HsNDIHfiklVJKUg5b5Y9cKefNh+7GPfWxPCs1+0Rk0EBgIDAQGAnsMAmMiA4GBwEBgIDAQONsIjGTK2YZqzxUU/Jud4HMOEgXy6hIUSXqyRNKBHL6SvFLAKnhVT1Ieq7j61a9e17zmNeuQQw7pj2XMMmwg8vrU2ZnHY4N9uxPsauAbEpQLeAXVfMKb9egIvCUn1CVg2CWDL5i2q8K5HsZlW2l8ftFJUngeF+IL/WSad5K+Owfv8pe/fF3jGtfouynsruCrXRxs0uMfm0n6o0R2OuBJQOBXe/EpSX9EpjX7uPphxj4f+J6kLnvZy/ax+ZZMu17Y4QvdH5aS9B0bSfp1Mm7teMFRssp8XQs+mGOSnlCYfXAdJKWo6b/iFa9Y9OZf+Vnsgxd5tpJpPsYk71eZ7AYhY474bJJPpmtBT7++eXx4WRNk99lnn+5bMsnjkyOvbhzzcc3Is6Vkg22ySfqjZuZizVjHfHONyCI+zbJJsAYNBAYCA4ELCIEx7EBgIDAQGAgMBAYCFwQCSxfEoGPMCw8CAnvezIGhIFZdIClg1K+Nr042Sd+RkUxBpH59dASt9JJJRh+duUwmHTJs6kt28pL0xA3+IgnsJT/oeXTHrhe7OewcsMPAoxnkndPBhyT9jBM+4dtxwAel9lxXsomS9ITCrMO/JDW/zDFJ9y9Jf5SEzNxvp4R6EsX32ZrHYt94CC+ZsGKf75T1KWfSRtp0lOSVPyzxZ9GWeSTp8zTWPK5x5vku8mZ9NtT1IXU6SBupz6R/tq9EZJA+9pD6rGN8/QgviaInhPRpKJOJr00Wjx31Rd68HpLpGiRZn/csl0S102xDyWZnjj8DgYHAD47A0BgIDAQGAgOBgcBAYCBwEUdgJFMu4hfwh3VfUCjARGwJaJWC2CQ9ISBoxCerXu2V7AwwW3NdTh0l6UGp+mw7Sf/GX5s9lKQnZvCSEF8nY+Fj2BXgV18kG5x5cr3rXa/s4rAL5md/9mfLYxiPfOQj+1kddqjw304DumzQUzemEs089WQaW79x8dTpqiPzV7KtpJ9MetrGI5+kB/d4CI8t9ZmSnXp4STqG1V7sk+dHko5Zko5nkiYx/Zv9mVrn7K8xaLI11+d54CP+K1EyjZ9MJR49+ohsku7rXCeDzGnmKfFm0kZJOmvRJjww9bOhnkxy6rNsMmFFZtbRn6Tv7qn2StLXW5LOcw2rvdhI0v3eVbd19+tpfPUkPZFmHO1Bew8CY6YDgYHAQGAgMBAYCAwEBgIDgRmBkUyZkdiLy2QKIhchEBjP7cWgcbE+98/l3JdkZvUy2dkmk+xsE0jSg1j1RZplBbfqfinIuRfIGSl+pvmtb31rOdvCbgo/lezsjCQ9MSFArvZK0v5O/9iZajv/Jjv7cRdlktP36V/EJjl9fzK1z0gmmfrZSXbWtWeadWc/5nLuPzfLRduL9WSnb2fEn/04o/4k69c1SRdPTl9iJulySTR7fdHmjEeys78L7vgzyybpCZJqr1mnVb/vXzLZWeyYbeDtThcv2ak3J2HIX8hpuDcQGAgMBAYCA4GBwEBgIDAQGAicBwiMZMp5AOowee4hYDeAQJZFyRHknIs73/nO5VBbB6I6z0IwnKTsYJkDXTx6gy5qCAx/BwIDgYHAQGAgMBAYCAwEBgIDgYHAhRuBkUy5cF+fvd47yRQgSKJIjkis2KkiYaIP6UPqiPz5TmPAgcBAYCAwEBgIDAQGAgOBgcBAYCAwENhrEBjJlL3mUn//RC8KHAkUiRLlnCiRUOF7kvVHQvQnwe48FXrKQQOBgcBAYCAwEBgIDAQGAgOBgcBAYCAwEDg3EbioJVPOzbkPWxcBBOYESpKeJJkTJHNpCmTsVpl52vgSLMpBA4GBwEBgIDAQGAgMBAYCA4GBwEBgIHCRQ+BC7fBIplyoL89wLkk/VHROlNSOl0SJBMqOZj9wFi+Zfq1lV/lZbpQDgYHAQGAgMBAYCAwEBgIDgYHAQOC8Q2BY3lsQGMmUveVKX0TnOe8ySdJnkEzJEo3Fx33IIXxJFbSYbMEfNBAYCAwEBgIDgYHAQGAgMBAYCOwGgcEaCAwEfmAERjLlB4ZsKJyfCCRT8iTZWSapeefJnEBJ0h8D4tvMm5MteIMGAgOBgcBAYCAwEBgIDAT2LATGbAYCA4GBwAWJwEimXJDoj7HPFgJJulwylRp2niiTnTxtlHw/D3/QQGAgMBAYCAwEBgIDgQsYgTH8QGAgMBAYCOwhCIxkyh5yIcc0BgIDgYHAQGAgMBAYCJw3CAyrA4GBwEBgIDAQGAjsisBIpuyKyGgPBAYCA4GBwEBgIHDRR2DMYCAwEBgIDAQGAgOBgcB5iMBIppyH4A7TA4GBwEBgIDAQ+EEQGLIDgYHAQGAgMBAYCAwEBgIXDQRGMuWicZ2GlwOBgcBA4MKKwPBrIDAQGAgMBAYCA4GBwEBgILDXITCSKXvdJR8THggMBKoGBgOBgcBAYCAwEBgIDAQGAgOBgcBA4JwjMJIp5xy7oTkQOH8RGKMNBAYCA4GBwEBgIDAQGAgMBAYCA4GBwIUCgZFMuVBchj3XiTGzgcBAYCAwEBgIDAQGAgOBgcBAYCAwEBgI7GkIjGTK91/RwRkIDAQGAgOBgcBAYCAwEBgIDAQGAgOBgcBAYM9H4BzPcCRTzjF0Q3EgMBAYCAwEBgIDgYHAQGAgMBAYCAwEBgLnNwJjvAsDAiOZcmG4CsOHgcBAYCAwEBgIDAQGAgOBgcBAYCCwJyMw5jYQ2MMQGMmUPeyCjukMBAYCA4GBwEBgIDAQGAgMBAYC5w4Cw8pAYCAwEDgjBEYy5YyQGfyBwEBgIDAQGAgMBAYCA4GBwEUPgeHxQGAgMBAYCJwPCIxkyvkA8hhiIDAQGAgMBAYCA4GBwEDgzBAYfQOBgcBAYCAwELhoITCSKRet6zW8HQgMBAYCA4GBwEDgwoLA8GMgMBAYCAwEBgIDgb0WgZFM2Wsv/VlNfLUJoFa0f2uNpn94jTDQxGx/G69Qq7Z/ulCr7vinbyL8mXZ07lKQOz3rzOVPL/sDtWbDyrOp+AOInk2LQ2wgMBAYCJx/CIyRBgIDgYHAQGAgMBAYCAwEfngERjLlh8fwom1BZmCR+mwkM1ZaDa2WbhxlSZistRZSb1JrvWy8HSW5uaW+2K++2uQmy9VtTzJzfbXxZm3lxFdDbbj2T20HzcqN+wP/67rNzmqjHfPpLIZ2VPir2pyq5vZckKjemGrj70BgIHDeIjCsDwQGAgOBgcBAYCAwEBgIDAQuVAiMZMqF6nJcOJ3JDrdaymGqYaBa2pFPsIzQ1L3r3zS56lSVVpJMTS82kXZatmKiKU/RkxhNTB8d1Jrn7r80q6j5NRlebV7wqLWinEm7Wl8rx7+BwNlCYAgNBAYCA4GBwEBgIDAQGAgMBAYCeyoCLZLcU6c25nW2EJAwaNmKtR006VgWy63aaK3VW1aj/W3tqpXa0GmtJSDodGb/0yTWNrTaUkuYVE9NLK9Vr/eMS7fT+luZ1aVabjkK/dVeTaz9bYxmubpwazYLq43UsLJWhaq/JHEm6gOkM3/gP/xfaborS021le1v+7faRm2+wKW1/JNeIYu0iVedXgZ/j6AxiYHAQGAgMBAYCAwEBgIDgYHAQGAgMBA4SwSmuPAsxYbAnozA2hlNriU+5i65hsXF0lIJc9eU5GCE0A5ur/Y/OxhzQW6hzubpxbSWpCpmqe8rmTA+Uv8+gR+A4XEj1FX6fHm0kyZv9G5vf1ZboqUV499AYCAwEBgIDAQGAgOBgcBAYCAwEBgI7NUIiBr3agAuoMlfaIZd2116YK25hxZTGmurLWmyWsu1fQfVx7bbwgAAEABJREFUtClkrb7vNZ0zslprTbZTttdao0JLLSmB1MNmVd+h0hMZG2ut+cOkhYnUp4HaMKnWX90rfaixWsc5/8cG6ob7YEvNfuOoo+aPMSZaXXel+NvpnI89NAcCA4GBwEBgIDAQGAgMBAYCA4GBwEDgoolAixrPruNDbk9EYEoS1M4kQbUXZksidGZLLUzpi8bv9Z5h0Dg9dZ1qOYnVHXyltEp1La2V1rOuTb4lU6olXKolalpX0yW7I5nRGGmaqHesK7aO9q+r78Jr7B/4HzvLtPiisatNbUSmYbJe7W2z6pXxZyAwEBgIDAQGAgOBgcBAYCAwEBgI7EEIjKmcFQIjmXJWCO3R/S0ZIJGxtr16QqNlCiQ8WqucJdKa1RMqkgyd2nLpB4cs9fzG9KfZaEmPaq8u30r/iFdXJruhiU60WlO51spCaVpLK02UnVp/YTel6qa7j62/iRJY8mfttPYXNX6rnZN/EjXLLZmTYmdbM7G9ustV1afZJzHbX6q1lkxZbX3N2/ZXrZEkTGuNfwOBgcBAYCAwEBgIDAQGAgOBgcAFjMAYfiBwPiLQ49Lzcbwx1IUJAY+ptARBIYmKhcSA5mrjrzV/Z2rV0/3rCYfOaUmFXvpjSU2Upr/UKFU9R6HUU+1Fg93aaaRxp3+zTDXdSmul8btvqz230lrn3r/uxA5zPYOzo75etPF7famPvS7e/ekd489AYCAwEBgIDAQGAgOBgcBA4BwjMBQHAgOBiyYCc6R40fR+eP1DISCPYQfKioRFS3esra7WcksZoLW11Vpr1ldaQmMVrdiP0VIga2ulo+c3Wn+1viq7Tappdkaz1EqJmkbyE85EWV5dK5TVlTLOtm075I29ttwUlmr79tVurTWKEf5tT9U2Mo1Wm0/VXtvX2p/aXOXXg9oYWmv8Umm0WG/NM/m31KayofU3W+FDDFv8bcxqLrdiqVGTaWOugaC1WrX9bfy0ov9rWPXO1daa6616Nv6tNsyJLfo88/AvDMSfrVu3rruivd44HyqL2Bhu1zbeTPrOiX/0ZhvnRTnbX+nvo2mEc+LnpHnO/xpz9oUVbSWa63N52ml2bOk5Y5ptzeWsq43OWHNnz6yDQwepz7TY3lV2dzIz76zKRbtnJDvLLJazDzNv+/bt6+ozb5aZO2b+3FbuKoN3Tmh3ts+JnTPTmX21fre1D29jznRGnw36z8ymvl1ljDPzlIjcTGfW5pdrwQZSp8dn5UxzmwwemzNpzzT3z+3zojTuGdk9s74z0jkrvjkhcmdlf5Yje26Q8dCircX24nXZ3dgzb1Fn0db5Vb+gxz+/5nk2xxliA4GBwEBgr0egRYR7PQZ7NQASA9skCZZSaZmPle1by+MvSy15ARj9khjLy5INLX/Rev3bvrLWEhFNwg6NVE+kkG2cmjp6beeflkSprLQExfZaXVqq1Y1VJzeFbWtLtdKyFq1aGzZMy5HllRZ0Sk1wTR/K0oba0pirbbyt21uPBEirGyTZUWmNJOWGB7Xmmf9ramyvtYTQaksllaRI41FqZhRVzRdz4h4UdG/vPk/+Ekpw1aqSnfU6i9cSLFpCJUnNN4tJuv+zqnnoU8485a5tvLND9GY6K3kBCR9dfzrktV0f9UWa+xd5P0x9tpfsxAMv2YkvP/DmceDEP+1FvvaZUbLT5pnJnVGfsRZplpt5i231RT+1z0syFvtK2CTTXOe2vvk6qyPtzZs393VoDni7o2SytWtfkrN8H7CLknR11zJJ18PnX+/Y8QeP/5rqSVTPkMicYWfrSHauq9bc7b9kGiNJ+xhY6b4laYnf7b1ujA0bWrK1aQvmk0men4v+J9NY5thE+3udjPoisYcWebvWz6xfH9qdzu74u8rt2qZjHsk0ryS1cePG9fnr27RpU5+P+jwnesmkM9uc565v5iUTLjOPfjLp4SVTfVF+riuTqR/2dF2LWW/+zMLHQxI/+HTxlUn6tUyiuU5z/zrjh6gYe3fqyc4xyaBZLtnZN/N+kHK2BXd1ZE5o0Y73uvZcqtMhR2cmfKStPDu0KJuk40xv5ifR7OvHdZnHTSZ+79zxhz+qyc6+2Q4+2rWNtyutrbU7jIUvX3bt37W9q81k5/iLsuTQIm/UBwIDgYHAQGDPR2BnNLjnz3XMcBcE3BIIAzYvtwyFdEi7SVjugcFS3yGy2hIGFsgGgpIM9FtCY9taVZZTq85aodepdr7I99Zkd3V1W1X/9Z61Wl3eWKdW1fGNTmhyWxqttETNSmu3nEL7W23s1HJL5ixX1Ux2s5BZaQ5twd/YeprNteZXc0eu43SUpJI0ybPxrxlouaFK+6+6TguUmlrLLVU3iicZ1BxME7RzJUvLbdYtKVRpkrv7N819dz2LvNVmU1vpZnGt3eQlqSSFpy+Z2kk0z5LYODOhJN1+kjMT632CEzfZy65RSyrxiX1tZRfa8Sc5a3s7RM924eYaJZNt41Pmkzo/kqwH/dr6FnXInxHtOodd22ektys/yTqmSda7k6zzMeFpjFNP9S5oy6tdb/zzimBkXc3lPA6M8Oc2vwSk2vhJCobaZ0TmMdMsQ1d9Vz7eGVEyXb8k6yKL/ibp74VkKgkl6ddcHSU7dbXPLiVnrGcOsx1YWFvaSQpe6oskyTC3F/1nh36SYkM7Ob3/9UO8kp1zSNLX267mkt3zd5XbXds1Tab1YB5kzGMuzQdpI/Vk5/xggT/rJJMtPJRMvtEjq5z5yjMicmixn3/GSdLZ2knWMZH40YGvXNSf60p+6D+3KMlZmkqy7uf3CZ9DhnnOeOxuTuY6r2XlLENHXzL5lGTdg2RnfZ15BpVk97LJ6fnGYsK4fEimNYKP9CF1pL47Sk5v94xkkrOWm3WTsyeb5Fy/frMPoxwIDAQGAgOBCy8CLTS98Do3PDtvEHAzMtFKraye1oIm2/lXet5ge22oE1vG4sQ29PFLqe+08ju1VMdnYx27sqFOWq1aa4mOlhaprGcbVqvlIyZqFbarpD7WavvKamWpLbPlDbWl1U+qpfqH//h4Hf7kI+qPn/OGet//fLkkR9owtdTsiS1bDqea8aqWrtjQqNZWa+vahjqlcf7zqG31H184pY5r45y6fblWui9rbey1Wm1yaE2rGeLHrtRMnO5fG7JJVy01e1NH87vZ6XqNsbaytXUu1YpnjsyjJW9qpSWHWl+TbH93/us6bdyZoz3Xz6gUqMwkwPXNKVppiQv82UaSdRO74613nsuVO9/5zvUzP/MztdqSPm62jZ2krZmVdol2+nQuD7tuzs01Mj6mOh+U8MFD8ML3aAo/9eP/IER/UX7X9mLfXD8zGX2I7Le//e26053uVNe85jXr+te/fv3lX/5lud76EZnzgmaMlMaxtowDI8kTuM7YSQaoH3rooXXb296WWKdk99c5SV8DyVR24YU/SdZbxl5v7Kgk6frGTFJ85A/Zuc7HWnjhz80kc3W3ZXLm/btV2sHkA192NGtu84e/+lw/5Swz1086qX3K+axoHdZjkj43etVeSfq8k7TW6f8l6X2n555xi19n3HvmPWdHN0lfp+YG++985zv1y7/8y3Xd6163/t//+3/1x3/8x73f+02/EZMoytxnjJTmDz/jsqeNTxgvSccpmfSTqawdLzI7qv16aCcp46g/9KEPrRvf+MZ1netcp37jN36jf2aRN5Yy2TkX/s48JX0lStL9qB/ixR46OyZ2ldNGZ0d3ltmdfJKevIMz3GvHSx0mSfpa068L3zXUh5Jgn2Na9EkdLRpz7Y1tLNdDGyXTuHxJpvqsl6T7PLd3LXcdY9f+Xdu7k98db1e90R4IDAQGAgOBgcCMQIty5+oo9zYEJEUqy5Wl5Xbj2ZIqLa1wQgPhO21VPOXtX67bPuK19bO//5b66d99VT3kRR+s/2t5hVNa36mrUiVp0quNJGEao9VKEqK211pLOKy2pMJaLdVqS0KstjFObfmHteXNPXHygU99s/7ry6fVv37iO/Xhz36zTm2JjPavam1bu1FqRWuspWp7S2SsbD25lrJaJzbeXx7xT/X//flL6oFPenk9/K9eW6dsSBstlTY2qpZ4WTP26vaW/Jho5uHPhLdO2V5LtdJmXc1OtddqrWZb1VqbbCtXN1TZPXPKxqWSwFlZbgAYd9uWptecqtWmU23OLYVjzo0642z+cSNJ9OSTT67f/u3frrvf/e71z//8z+Wm0k3dTGSQtnKmXdv4SUPjbPhBF9HZHel7z3veUx/60IcqSfHVDfc73/nO2n///euggw4qbTfEZHe1sTverjJzmyya28pkGlMdGUfJj2RnH/7jH//4Ovjgg+sGN7gBkU4w7JUz+ZOk985jJ1O7Mxf+zP1Yi3XtMyOyJ5xwQl3lKlepd73rXfWVr3ylPvnJT64nU+iSQernNrGLZsy2bt3ar6NxlpeXFacjvA984AP1/ve/v1/zZPd4nE6pNYyBWrW/F5Kz1pvll3YkHvjomr3sZS+rX/u1X6tf/dVfLcm83/u936sXvehF9Y1vfGN9vbnmxlok9maa+dpzfddyN33rIvoQxiUvecm+1v/nf/6nP+LCTz4n6UG3Nlm8aq999923Y3DIIYfUxS9+8fryl7/csYRt6+595OlpnxGRQbv2J+k2duUvyi7Wd5X7QdrswNq6kbS41rWuVX//939f//d//1ef+tSn6s///M/7Lp0tW7b0BKvPA/bNbZ999lnH55nPfGZ/D8DkR3/0R+sVr3hFX4czZnRmMubu6sk078V+43kc7cd+7MfqBS94QX384x+v//3f/603velNdfTRR6+PP/sviZic/bU5+7G7ctGPxf4z4i/K7Fo/JzqLNpLdzwk+1h37f/M3f1N3u9vd6h73uEfd5S53qbve9a6dvM/U4UeOXddlrmsjbaQ+067tmT+XZ9RvTdmdd4UrXKG/R6wnsny1dlAyzUmdvbkkp70rzfy51H9GdX0/KLGFFvV2bZ/dvkW5UR8IDAQGAgOBizYCLTK8aE9geP/DIbDaUgLba7m22ZFSG+u9nzmu7nC/p9bL//79dfS2DfXNk7bVaZsOqn/68KfrHg9+Ur3vQ0eWs0NayqFpWj5ouulJ0oOGLK0VKomG5SV/WxCyoU5bm3w9bWn/OnZlv9q+zyVqdcN+tZwm2XISbpZatdkgt9rK1PKmTS3V0cZocd83j/le1cYWqDQ6+tjjy+NGK83mWkumVHstZamWWmA2U8Ja69jxL0m3uaPZitVGzUBL1jQPpgTMxGl/q1s9NZvqC8eeUu/63An1gS+fUl8/aXttWVmpTRs31dLqSsMgXXbxz3yDlXx/36KcOl/dWP7Lv/xLvfSlL623vvWtdZ/73KfhtbEnVJLJxqLNZOLRT3bWtWdKds+f+5VJdsEDdycl6QEPjvEFTJva9RCw8PnEE0/sAZTrpp/cIiVZbJ5pPclufYEPRfaNK6B1w6099yWpr33ta8UfO0D4gwROdM8OJRMMIs0AABAASURBVN8/fpJ11eSs63xCs1KSvh7f/OY39+BX0CeAIHPccceVdjLJJDvt1w/0OnPhJB1XYwoo99tvv/r0pz/dEzrww4dnku4ja66tUr/yzIg+SrIulkx1/JmZTLy5PZdkkvR1ZjwB+//3//1//X3wlre8pf7hH/6hnva0p/VE45WvfOUSfH31q19dn9NsR5mk85Nodkp21jtj4U9yxn18Qfw59thjC3bem7DhM7JLw3r0vkh22krSA3lJNNf7fe97X9dnw/BJup/sa58RJZPc7vqTfB+bT7syd8ebZZKsX/OZt2uZpK9Tu5Ze/epX9/f7pS51qf5eg42EhTlaQ4iceZqbsQXJBxxwQEmIwUuy7Kijjqrf/M3frAMPPLCOP/74PmQy+QLfzmh/6Cenn2eSjl0ylcaE/5e+9KWytu0KOuWUU+q73/1uGZc96+ULX/hCs1hFNkmfB/uYymSyp+6zI4muM6Vk9zJJ1n08MwPG0p9M8toomdr6flhK0nfu+Nx+2MMeVq9//evL+8pafuMb31hIckzy6RGPeERPVrpGxk2iWKckfV7rjFZJ0v7u/l9y+r5kapsjjI1jTVgD//Zv/9Y/K60p19T6ma0mO/XwkvTPi7muREm6f0k0OyW7r/fO9ifZ2d+a/V/y/TwdSbp99ZmSzNVRDgQGAgOBgcBeisDSXjrvvXrayc4bgGSpJSWW6+Slfeoz3636/ee/sU4+4PJVy1UH1fF1q2tfoq5ywEl14NKpdfB+m+rUE76nq1qGo2G4XLW2sd2Qb2z1tDLlsZlO1eqtsnFprd34bG39K7Uh1dW2rlZt2v+Q2lobWpCxpSUkWndbiUsbNjUba7W2uq3ZXassbagt25eazlJtStXtb3b9Omjbt+vi275Zv3KL69ZBjVfbtzX7zWAz0TTLjVqrGr0kV9R3R+RWm1r7V6tlcMaMtbG1p/lsW9tQJzblv3rF39fvPPP19dtP/rt62wc/WSvLm2t1rWppjTZX28hra5WkE9uoqZ7hP/2IgJvHww8/vN/g+1ZboP2Rj3ykJAPIJJNdstpuRJUID6nPpD0T3lxfLPHRrrzFtnoyjb3UklSCFeVhhx1Wf/Inf1Kvfe1ri+94SYh3YncmjMV6bzes8NTnuajPNPdpz3UBmy38P/ETP1EzTz/SfvzjH993e7z85S8v/uAh/WdF5NAsxyekPZfqizJze1ce/kz6BHMf/vCHe0Dz9Kc/vSfI8O3qUc6yi+UZ8XeVIcc/5dynjub2XMIkScfO4xk3uMEN+npz/cjQQep4SYpt7TOjJH3Nk5n11ZE2Ut8dJZOuoIp/ZATYxsUTIH/zm9+sD37wg/XCF76wrnSlK/Ukhd0Rc1DMPqJ7dogsOjuyfPIefH0LQJ/whCfU7//+7/e15ZomqT/4gz/oj5V84hOf6ObY1UfP9X3Ri15UT37yk+ue97xn18M3N3IU1JWLhIcWeep0kPoizTzl7vSSLIr36092ZiY7+/HZQHO/cp7Tv/7rv/ZkxHOf+9zyOZWkl+rWDDnym1rClS3v2Rve8IZ9Hd3vfvfrO4skOuzUecxjHtMDdwlQyRd6SfrnSbLTp9rxYg/taPZ58BO98pWv7Ph6/Igvxpeo3H///fvafNSjHtUfS+KP3TLWlmuRTOOwsWhb3zzOWZX0FunM5Mkt9mvPmC3y5zq/5vquJd2Zdtc386xfCa7FOdshJ3nx3ve+t+w8dF2RdUwe0eebMdR3R2fHv1mPrbnOJoxdJ7tlJEvtlpl5s11yCJ+uNaZE5qNcJLJn1V6UmevKmXbVn33B31VGH95i39zGS6b1pT5oIDAQGAgMBPZcBFoUuedObszsrBHwv/sWJ1dLX9Q73v/xOq4OqJOyb13uUhevlz3n/vXkh962XvIn96g3/s3D6k63vFFd6qBNLYlQtXF5uU5sWZGT2w2Dg2RPqeo2VlqCYbXWWoJmqU6tDXX06lJtWdpUJ283UtVyk1vZvlbbK7V1bam2tr5jG+97jY5pSY1j1lKnOqQ2y3XqylLVho1NtlpP1c/+9HXq1S96dL32xb9fd77jT7eb9MZfqlprsqc1iZNXl+t7Kxvqu2vLdXRrH9vo+NZ3ytKGNs6GWmn1ptFGWmoJk9SW5t8JLRl0XPPq2ObP97JUxzedE2tTnby2qU5YSZ3cpL+zelCdsOHSdfJ+l6tjly/VbFcd13w/qen6NSJ0WjbUlmb/1Ebqdsz0m62mv9Zo8d/iDRcZfb49vfa1r12CDjePbjDdgG7fvr3Nc2fSRuAhkPQNnn622FBH6ggfJWG+kzYZW78RW3jkdyV8SnyZ60r6vpl+7GMf27eIu8ElQ3buJ4N2tbm79ixHF80yM9882earscgk6UkJMgj/Mpe5TA9uf+EXfqEHWnhJOnazzd2V9JE+ttVhozTurviTw59lF/uTVBLdfVx9sLFrBhNuGzdubAnErV0uOb1/xkTGmEv1c0p8RMY2J2PzR7DEJozmcZL05Ao+HbL6EB7Cn0kbsY1nrnYFIEErPYSvJEtuJnpImz9zXTnTj/7oj5brKolmt4rHo/Cshd/5nd/p13nRNj32kPHQXCc3+6KO5n4yM+3Kg5FHjQT/gj9y/CUnYGcHzzpN0q+rcfQ5t+N3f/d3+1qYdeDvWphDMl1/+oitmdg3H6Q+85Xa5NHcNqY6Hp1dCZ8emZm08ckqtec+5cyTAElS3/ve94r/Bx98cH//wQbRx0fqM+mb5ykZ5pEnfT/yIz/SE592j9hpBFf+I/3G5kuS9WusD59PZPTjwdXjX9qSvfr5ocTTTy9Jf9+p84suIme9mqPrgugZw+es+q5EZyb2ZiI31+dylpv7lGwryRhv9mOW1T/3zTwlHaRvkfDozJRkrva1Bw9zpqN+i1vcotCtbnWruvWtb103v/nNe+n/PxSTdL1Zx9iIPl+R62rNk5+JDF/IzTS3zROPLDm2Jb4e8IAHlPeyNTD3K41B1jjktZXabLpeSjL46jPt2t6dDFnjnBWRQ2widTrmM/uivUhkjDloIDAQGAgMBPYOBFooundMdC+c5RlMWWA+kTNEtq9uWZc78ivfrC0t+VEt+XDFy16yDmk9F290mUZXbBmBR9/zVnX7m12vamVbnbJlS522vKHe+bFj640f+k79x+ePrZPbPdxKrdVKM39Kluqj3zitXv+f3663feqEOq6157NRNjY5Y29rN21HHb+tjqmql/zr1+pBT3lLPfIF/1z/8PlT6pvb2zDLLcBbXanl1e3t5r3q6OOr/u1/Tq1//eSW+uJ3q7a31bu6tLFOW1vriZwTW/tjzdiz3vHFuu9T/qF+9yX/Vi94z+frC6dVndTGkDBquYnmYdVK8+eU5sdX2/T/8bPb6g+O+Hjd/fFvree/+6j6xAlVJ7SsTzNVb/vYqfWt0/atLbWxTti6VP/9tVPrDR85ud74X1+v7zb/Tmq4nLqaOq6VX2r+HdWySnA4rSV03Lhub+OuNGrdPVhVVpu3G7PGLjKPf/zjy83kAx/4wHrqU5/ab2RtvXbDiD/LJik3oYIQW+XpuuE/8sgj+w3ps571rJKUcZObpAci1V70jzvuuH7OgZs+NgRGr3rVq+rRj350+ZaSThPt/9hN0v1wY5g0oHpPdZtuIj/3uc/1sdhDeMYhJqD+1Kc+VRIuRxxxRP9GOkmfP3uznG+l7T540pOeVH/0R39Uf/u3f1t2IrDHR6Vvkj/72c/WF7/4xT62gMmjA/ScjWBcN7b859NXvvKVLscP45iLPqWkht0CcPZt9uc///kua6wk7bKkt+nqs/2cvx7zeNnLXlZ2D/37v/97uS7JJMsuojMTv5P0Rw34KhDQ57pp850M35X6yAgKX/KSl9R973vf4p9v8I2P9Cfp68V4bHz84x+vORD8q7/6q7JjwHUmX+2VpP2d/kmOwMtjKWzBURu2bFlHZPgjAOUbTbKweNCDHtQfEbDW8FCy0z4dj1VIIsD5z/7sz/o1tcPKeUDIdWI/mbBjP5nqrlUy1fHRzDNfde+FX/u1Xyt++nbdPI3LLnnX2djWnCDtxS9+cc0YucZskGcvmcby+MfrXve6nohzToxry0f2lOZpTcGAPr65aFvn2sY86qijCu+YY45pn1Xb+1qn53rze9b1vuO3ObDz0Y9+tOycsMvlve99b7l++siTYz9Jfetb3yrrAd81d+0e+tCH1tve9rYytnktjkMPLdowb/Mhy45r7j3zuMc9rn8OeKSK//TImr+6tWBuxmXv61//elkHeEn6+2aWJc+20lj4EmDJhDe7c/+8c4RckuIXn1xPn2PPe97z+uNAb3rTm/rnQpL1zyT20Wc+85mOGbs+T/hlTbuOPkvMjw/GdJ2s9VmHvutPhy9swBDfex/e8+eOeetH/HWdzN9nA3lkjbmm+H/913/dr6vPG3PZVd9a9YgUf+DLP2dReRzKmjC+9xL+jAlZ73OJPecaWUv8QcZHxqGjjpL0z7Qkmn1d9srCH7jPOkn69dSGI9+T9v+3444rYz7kIQ/pj96Z94wVfJlL0nfg8cEa8VnmM+k//uM/+v8rYG3derSHPDIG/PmgbS5J+v8z4AhT15WueXvUjG2fX+T5mZx+jvjee8b26JJHaGes2OKvcRD72t7LH/vYx8oYzo5x3V0XfUrELnlryme1+SvpvPnNb+5rM0n/jIZBjddAYCAwEBgI7BUItPDzwjTP4cv5gYAbkGmc1dqwtKG2et6lMfbdvKE2tgTBhg0b61NfOrK+1RID2xt/udH+qdqwdbWWV06rTRtSm/bZp05qWYI/fvbf1lNf8fZ6+J8/dUfCYmPV8qaWfKh6wSvfWk95+d/Xnzz31fVfn/xGraWq/asNbYzKaq20ZMzxK5vrXg9/eb34de+o//nKcfXPn/haPeqpL68HPe6lJTGxZSWVLNeGDVUf/tin6snPf2n9xbNeUm/6x3fXqVXd5pZarm+1BM7hT3ptPexxz6u/e9u765Nf+lb9239/tp7/2n+sez3i6fXOj32nWq6j1tpkmtt1TPvzzo8dVb/x6GfXY5724vrnj3ymPvedE+oFr39nPeCRT6l/+ODX6sOfOLae9cKX1de+dUxlqWGzeXO970Mfq+cd8ap68nNfUp/8wrFVS1Vpvr3hXz9b9/q9p9Yv3v9P6q/+9l+mRE9Fd3kkqNpr2bxbuVZrzV5TbHX//qoFwm7Q73SnO5UbNDeKggE31fhu4NzUkV1aWqqf/umf7r8II/DxreLVrna1sl1aUCZw+fVf//X+LSxZOknKzZ5HO/yKzDOf+cx+9sT973//nry5/e1v388bMF4SKuVmkD6a10uSStLP2/BrHn6ZhhwFAaC6uVz60pcu2/s94mBHAZ9+8id/st9oz3PxKyB2ajg4UiKFX85RcC6GQFywYmw37T/+4z9eN73pTfvYAguPefgWFR8uxjY/vF/8xV/scvhJ+jyco8JXtgUDbvI190n5AAAQAElEQVTtGqDv0RE33m6W+b+hLbT//u//7o8FPPKRjywJJweQwuo5z3lO+Tb3qle9asE+Sc3zqfaib1x+w8xhj3z6p3/6p36DzQbf/dqI4JhuU+vnvbiGfJG0ENxLqMAGjmTNUQBmPRgHnq69APGyl71sTwbYBfH4xz++B0/GZztJ8Ukg7Jp5TApf+3rXu15fR9e4xjV68ILPJ2OoC/bMlZ7EhMORyT6zrR84LY5B3vpxTc3xT//0T+spT3lK/9bbToa3v/3tPckAG7LmwK9FG4tt7wNyKEmfkzFdC3IC7tlXQafzSe5whzsUvOF8xBFH1IMf/OD+GM7lL3/5+q//+q+ehIEhH5L0X6myLu5xj3v0x3G8DzxmlKQ/gsK+8X/pl36p42QMbcGTcTz+w9Y973nPMme2HCLtWuH71t8jVXTMlz0JJ33ORzLWTW5yk/L4l/fNz/7sz/b3pQQneXLwSVI///M/33+lxnXz61rWrt0ed73rXcs6MVfvDTp0kxi2r7teaX/gJjmpX4LCrhCfCU984hP7uTR24OApBZ1sJSm7vczNIyF4ElXa5iwItV6Sabw2TH//8dt7ypwFxd5jrhmCj1JfknJd6eFJPpmb94MdC66jdee9iy8QZ9tcJH+sTevRnJwFYn3iSX66Lta4xDT7P/VTP9V/TYudP/zDP+znvpjH9a9//f4eMTcYknVtvPf0/+M//uO6j+ZKzhozf9eA//yRzL7EJS5RMHU+ybOf/ey+BslZF9YPP8lbsw9/+MP754xk9s1udrO64x3v2NeCnVh28fCFXQkHu3nMjd/PeMYz6na3u11dtr3vX/7yl3O3E1z4lkzXgq/JVO8CO/4Yf0d1vUim91gyySfpvll3ErDed94fPgcOPfTQ4s+Mq+toXny128Rnk+tnTUpA+8yEgWvhs8/7x7Xmr/esviT9sxSff7e5zW36uoaB62aN+zzx/5OrXOUqPVG7OFc+GN9ac82M7/+HEirG4L91cvDBB/f3BH/pw0gSH5b+H2NHqHXHT+9xn73k2Ffyz3va9Ye9z2yJM58hkkbVXmy2YvwbCAwEBgIDgbONwEVbcGdEd9Gex/D+HCCQLNepW7eWA2X3afo3+n9XqY3bT26h/lJ9c+sB9RuPfW098Y2fqK+0PjsvsmmptmzdUiefclKTqdrW8iZb9rl4HZsD6+TlA/rukNWl1GktUWFhnba6oU7bcEgdt3VDrbUgdbnZaTmPFuCutMBqa620ZMpHPv2F+u7xW9rN6lIPtlc3XqK2bPqR+sQxqee87j9qdeNSbW1ZmLWmu21pU5226ZK1tv9l6pRTVsoY2xv/hEYPfdKb692fPaa2L+9fV7j4xeq373yH+rmbXL+2Z3OdsPGS9fgXvqU+/d1qtqpObU585Nvb6vee/+r65urFam3fQyrbT6l9Vk6sfTaksry5/u8LX61Tt2yr5e1bamnrSbWy7ZTamJXaVCfWftlSB7W5X/qgA+WE6qTmxHs+/fX65vLlatslr10fOfK4OmFbVbNU5ry8utLq1V+p7RWPQnVKCUDdfLkpk3RYXl4uQTthQZW2m0Sl4MQNXZKOlZtK37L6dtpNpG/tBKGCCgkJN6tuRiVmBJHbtm0riQRJAoH+xz/+8XKj7CbXeD/3cz+naNdme7/h5BcbmHxQ8gPPzSh/NrTrivjlm327Ucj6RpZPdqg4UNc4dinwgV27USQDBLkCLd+6Ck6TlOCOv8bx6x/s+taWXWNpv+997yvBncCML2zyj56Sn+r4bpJ9s+mmnQ++dfQLRW6Yv/nNb5bgap+WHKRHHobqxhQ4CgZcJ766KbfDxI22ufDJWOST9KA/ScdPQGcny41udKNKUgJmvuMJusyPjxIcvm0VhPDPt7duzF1fh8VKnpHlI5yrveYxBeN8eO9731uCN23+4zWx/o+sBJ2xBW6Y7DknAYb8ERzRYR+RufrVr14CQEGrR2wEMvAX0B155JF9juSQb9IFhIJrOwpcU4GvNWl8a8AOCpiRNwZ+0t4ljfDQzLe2kgnPuU7XOuK7pAR/+WONwwgG2jD07bFvmn/lV36l7BaArXUiiCXvzB9n2UhgWnu+uYb5bW972/b5tFp8I8+eNWFsdWNLBL773e8uwSUZARscfXMvgUgGn456ko4Vm66N96d1lbTPuJag8x7m7yte8Yo+tqBRYE4XsUWPHx578p6SZHDGhW/R4SOoZ6PaC4at6LbowkkbaZMT/ElYCvKtbe8JwXGSesc73lG+0WeHruSeteN9RF/i05qxliQd4MJ2EkV/D9AVuApq9QuGJZDm9ys7+D6bjJFMn2kSCd6rEkuuD19h6/2iLjBmGx6SVfywtpL0hJM14LNBQhkm1rhHWpL0hDKf2fMrRPzz3uaLwFjJLvvWjnXC3/mz1LXgs0myay1JGNDDP/zww3tSzU4In312tvhstg587rpuSfs/wPbp89U4bEkiS+D6XPZ+8Us7xjI22z4/fOb4TPUe8pnls5K+9yS8jJFk/ZrT55PSGCiZrg9ZmC/2zXXjkZ3JWJJDl22JG2vAe0syj77/h1hDdLX54/9hPiv8QhC/+P2a17ymr3/+wNX5Q94LiK4xlQhPG7ZKyVmfjZLarr/3Bb4dnNa/9wTiL77/p8DIZ5TPUf77HJfksaa918jS4bNE2W/91m/15CnfJE8k9Oz6Mq71yO7sl2tCz9zscPT/gze84Q3lPCXXKUmfKyzI1XgNBAYCey4CY2YDgR0IiEd3VEexNyKw76b9WsDfbsJWVuqXb3GNuvrFl2vTlmPqtBZ4n7jhYvWSf/hw/cpD/6b+8mX/Wl9bqfrOKUu1Yb+Da62qtq5WbUlLcCxtrtWWgMCTPNjY/rRcQqXZPrnpZL/9a1vrbNXa0PTcVLnZWG68A/fZUHe708/XK577gHrrCx9UN7vBtfvN+LbNl6p/+tD/1rFNydEpTbTZWKtTW3vLyqY29lJPpuB/+JPfrk984/hautSP1CGXuVw964l3r7v93BXqYfe7ad373veuLbWxjqt96mVv+1BtbysePeF5L6/tB12xTsuGuuoVL1ev+ZsH1Dtf8Nv12uc+qG59w2vXJfddrp+/+aXrDS86vG543av3JMva1lPqfne7U738OQ+r17zocXWNy2yofZu9zW1Sl7nEIXWxA/at5dWttd/m5drUki0rDk6p1VpuMtVefQPQ2loLrNeqVtfaTVf1n/N0s2anRJI+d9+ELy0tlRvsJE0+faeJG303wm46m7lyg2fnhoMXffvuBlYihq7AWqAuABdIkzWObcm+fXPTLoniWzxBi2si6BSAqBsjmfxJ0seabw71sVftZSw+Id+sNlbfzeEm364GQRSbAgk3pubAJ/Ie1fAt3xWveMVysy6IYMM4dnPwgz2BsGBZXeAoOLrlLW9Zgik33fjsKpEbZSWeeQqU2ZKYMGd++fb64y2ZdLnLXa5/Q/3Yxz6WSkvqbehYa8BKYCu49O21oEJCBY52bbhBT0K06yTp+voxJUPc3Pu235yufe1rl0DEN637tOQN7CSVJCLs5pHgcT0EoAJXwYAxJCYEUq4nu8l0XWCYpPTDx7fhvo03f3N3ncgjdbiRS9LW3lLfZcMXvI0bN/ZrXO1FvxX9wFfrC9aukW+l+Wkuc5DoepC9173u1deub3UFmK4nHzyW4xthmPBvvl5J+m4AfiE2rCm2tWFDR52dJCXp8Xd/93f9/WBN6ScvaHVtybkughqJIFi+8Y1vLHNkx/yNA3sJuyQlMSIgutjFLlbWoiQJLMjRUVo76vh8dD0lXawd/dbFrW9965JMEkySJUdev7ngqXuPCcLwrD9YSfLZdSABYK2Rs1sLtuRcD0kqdQG+dQBv7y1JmcMOO6zvupGsozuPRR7xBV9dCQcykhs+CyQTJdOsVe9TfYL/eX3ZFWLdCmzpex9bM+Y7zzGZ3gf6XRdlkr4jyGG8bNkVxhe2k0k+yfq6Mw+6Ehx2MtkZ4r3qvfDNlvSs9hJAC+rhaPcGH8i0rnIdrVXzO/jgg8v7zbV3bc2JXX2ILBwlleDi8Rq+kWPrvS05iZ+kPve5z/U1Z625JtahnTt8lewlR08//HxeWX/Wic9y15usJAsZ4xgjSZ+7oB0mPgskKATnSfp71Jpg2/vKbgjvQ75LAj7/+c8vdu1icx3sWkomvWT6jKiFFztJyrr1XuFHkj43az9JH9MaS9JtS3Ydeuih/TEd8/L5KZHEFhtHtqRqtZfxk+nRRvXXvva15fNPEoyv1gy8vVetNTg0tZ7EgF8SzT6+PjhjJOmPeN397ncv7xHrXZ1dST263p90JDIld7w3JcC8Fz2+JTEnIUzWuiVLx/zNzTzsNPS5a03B2PtCstTnieuWpH++mTc7PnP9f1Wy6A53uEP9xV/8RX8Psq3fdWHfHAYNBC5MCAxfBgIDgXMfgR1h3rlveFi88COw1NIoSy2u37SaOnB5uQ5sLr/wj+5dt7/WgXXg2rF12mmn1mpLOHxjw5XqVZ84pn7h4S+s7ywd2B+v2dL0slotVVAtsbJSm7LW0hVV7Uu3HbyqbS0h0Iao7aun1TYdzf72Rtu2p8lvrn23ba0bX+li9dBDr1yXa/zLNPrj37hWHbTtu5W1pTpldb/6wte31dbGb8PVpmZvQ6PWrNq4b53WKuhDH/1CnZpN9b2TTq5f/OWf7+O3nEvrrbrVT+9Xp51yTG3YvE997ivfrKMb1yNB3zpurVZXNteBS6v1F4+6VV218S+1WnW1Vj7lgT9Xv3PXm9Yhrb6p0T5rWyrbt7SUzPbaf+X44uslGn/fJr+hlTltWz3qHjesh/3cter3fuWG9ezfu0tdLFUBbu18JZjLjbHUbqJT27Zu7d+WugETPAk43IT59tmNo7pvTJtCf/zHDaYb1fmGTrDtRpCcoDtJueEmb0eBGz43w4IxOm7u3GD61g2PHn03f77BN74bZf6QZ0efOqKP50aUTNLm0xh84pubefJszXVt8m7g6RtDIKSur6m3NbO9/yoIn+yO0SeRpA/xc5bVTqZx+aSNjK/E449xkpRvi/HnHQ184bt5K/Un07fW5Oax2ECPfOQj17FP0re3Cy756BEb8sZkb64n6YEIGX3mlaQHCtVe5jLL2lnADwktc3CD3kTa+ljuNjwKwGeBrzHYSyb76m9+85t7EGksemyRZyvZiVOys06PLB/IznWlviR9zr6FZhcJSMk7IJmMRABdczGmHQL6fWPMDv5BBx3UAxCPLrFBh1/kyOAlqSR9DeCxpaT/yle+sp8dIyHi22PBcZK+A0FA7PqQFSyx5VE3etZ8kh7c6HceSZLyrbSx+SCpYyzJE5jjmw+eoC/JemKMzWTCnG4SZvv1Ma4GvVkOPniLstpI4Cx5JqFjZxQePfrkb92SMoJl69e35gJb1x0lKfr6yPM5SUlC4vnVI/bm8eeSHErSk37HHddSyy2Z531qrsaFhQfEBwAAEABJREFUpWtsbd/gBjfo2Nm9wYax2LWOlXxSwotd9WTCRN188Nm1Bpy7YaeAzyj9EkiSchIW8CNnDAlUpZ0w9JE2PfXDDjusvy8ErvDAo288fqqzTwdPnY9k1ZNpnZGjaw1IXujzeYWnj751rM1P18vn0WxLosd4EhzGIQ8TPBjRY1OJJ2HDrvWnTCY/9COP0ty7Jf3ZmbFgx7WRcKYjqYtHnk3ks974doJow8k6MLa2Mkl/f6kjfPOWBLrsZS9bkvA+m71njM++tWkstrXtCuEL2zBAroUEn/8HJdO6Iuuz3f+/jEWfHfbsmDO2HVD41hv5uSSfTO8x8zUGnl0mSfrniLZrKUEryeHzhE/4SUqyl007v1wP43hvm9et2/tK3TzJI/4bx7qfd1jxB4/fklRsSKxYH+rmgJLUnEjiA5550teeZY0z6IdGYBgYCAwEBgIXagSWLtTeDefOEwSShRuslhBYbqtgbfuptXl1a/3IvlV/9Tt3rJf82f9XP3vdK9SGU75Xq9tW6/i1/epbqxerw//8pXX0tmo3aFWbNlS/uZ1vHhq7NjbeUk2vrU1vrVZ60OEmKI3dhivK21bWam11e13rCofUwVUlObFpayuXq650yZYoaYmG7Rs219HHHF/sSaYkrbayWiur2ypJf6xopel+6avfrtVsqP0OOqDe/o531GOe8OZ62B+/tn73sa+qJ/7FG+uQ/fatbaeeVMcd/71iZ0vTOW1lU23fllpeOa0ukaoNzbEDW9LkYlW1edv2Wm6JpI2tLsG0bcsJfQ5Z2V77rm2r5cY/oP3Zp7a3OZxWB23eWA7qvcdtrlv3/tkfr0svVS2trtVSpUm2f83XNQO3slqSaK1vUan68If+o5+94VvUpZYkchOJ4Ol576ZZvs2db7DdsOkjiwRdGzZs6N/wzzeP2qvNvn7fArqBpDfz6e/aNqYbc+PZnq6dpNggW+3lhrQVPehlY+PGjZqVpI//2vZNJIZHVjZv3tz5/OC70o0mH+jNj2joc5P+lre8pZ+v4ZtF2/CNZQxjI3pk+WMMRCZJ6Z/5bBvLjbA6TCSVyPr22rzUyVuP5AREbLgxxkfGM/5M2uSNi8iw4ywWukmm9dHKJH3u5BBZMsj4/Jv5AgLfiJLxbaiSXXNVkpcI4KdvvJP0azL36fdNfDKNzzaca5dXktNxzIWs8XTM9pTJJKvOVpI+Jv/x5qBDUKKN73Ee39Szd+ihh/afAhak3vnOdy6Bj10UZAWlsCRHr9qLHwi/NdcTGOYsmLFjy24biRLr6lnPelZPQLIhwEnSD/pN0h/XYsuat67Y1PZNdZK+A0kbCUCNZ3v+LW5xi5IM4mOSnkjSp20cvs4Eu8U+Mkn652C1l7ZxW3WdZx3Nduw60G8HFpvqcz+8tb0/+GgXhmsMi2R6n82fFXTZ1AcXdfgaX934M2kjbY/ysC2Rw5bx2LLm2BKQC3z5ZAeIPjJ0k/S1AAP8aq/Zbquu/0uyLscOeY92eITCLqVqL+9L18XnjX5BtuCWPbsOjGkuSjbwH/OYx/TPGrvDtJG5KJvJ/h7UpsM/pG2dkEH65rVBBwYSzNazxJox6VjTErv8Zuc1r3kN8f75J7Gp8fjHP7774xrBjRxdpTNp7ByxQwLm7JpHMl1HfiTpn192BiUp19EaSNLfB3aFwYTufe5zn54o9766613vWt4XkjTGk8DgDzlYquMn01j8wTOm0medzy477yS6lPCf5cj4/GQDZnxS6k/SD73WRhL25I1rfGNI1sGc/kz/+Z//2T8XzZX8TNacOrkkfd2wC9NqLztF9LVqv77k+WMcn+8ws3ZdU3MhZzfPYYcd1n9tbsbKrk1YssVXct7z9NjyGeP/gT6v0P3ud7+yVslL2szXl29wQHj0Z3vm7xrDrsoIgwYCA4GBwEBgb0BgaW+Y5JjjGSGwWttWtrYbupWWBNlYy2urtbElPyQQfrplN174oJvWu57x63XjQ7bVxVo2IMv71TdP2VafO7pq61qVsGtl27baZ98D65TTqlarerJie6u0f7XcAv1aTW3Kcrn5aCLNehPamFrZuFRL+2yqLaed1B/9qZZc2dS092U0W2vD/htb3qGlYlpCZkNT8W9lbblWl1bbDVezvtYSHo3J5pe+dmRt2rhcp558Sn3+yC/Vl7717fryd0+sr3/35Prql79RG1ea/0vb6lL7rHWfq6nvt+9BtWnzfrV962k9OdJyGVXLm4vvtZRaWl7uvrK/z34H1OZ9DqhK86Qlc/ap6j7TWWo3gCvbttSBG9bqkNa9X0u27NvSPBsbrbZxq5barJZqGriqAdH+rdXqyko5W8LNmq3gvrn1qInSDbyb2+Xmg5tSN4tuIje2BIYbv2al39Trhyu+G0x1pF/Jtps7OmSS1OaW6KDHnrobwZXmi343ioJibTeq7CSpJP3mnj26dNg1BsJzo8oGPtv8IU82SelD5Nn3La1t8IJzN6/Oh7FtWxDCD3NOprHpsMNeEm6VMVWSqZ2kjG1O5msM/Wwptc2JXjIFMWT14ekzpjY7SfqcZ5/xySnZRPTnfu1ksmssbX6TXyznOj45JbvqSnpKRBaO6oI97VkexnTgMvPo4mvjz/JKsvhkzDOZcCPPvjkrZxnycxue+OaKR0cbH7n2ro1xfGv/ute9rlxHjwLZXq+dpA44oL2HKO4gOvxBxsdOUtrVXoIyCQKBt6DFlnpnfJhbklI2sf6PT/zjNz/mPv4SMFaSvpZh6ht5Z5xc7GIXK49X2dLPPzuEZl/oITaVyXR92WLXOEn6bo9ZJ5lkyCMy/FIm0yMj7Hn8IJlk9ZNl19xhmqTMXR3RIUM2meaOp02HfcQvfJRM9tmliyfgnGV8ttBlH17qZPlGHt7sWy/acz+sk/TgFp+OsdVnwlOnn0y4w1fAKpDfd999+3vYLhhyEgLss0M3SV8H6vxjh061F1zMgR+tue4HfWSe+Mk0rrmxM8uzlUz+Jymfv/Qk7Nh14Ct5j5MIypOUhAibPic8Uua9D6dkskNeksLjPZJ5gndndHicTFLFHPiFjMGWuSpnO+p4yWQTJuziS8LZqWWXlveYxxfVkxR9cvManG3Qm8dSn+ePZ754SvL0N7T/X2vPcvrxlTBE6q4DOXpsGde84OrROu9XhxazAycHYzuXh54EVTLNjw36SmQsNpXWXJK+RuA5yxlDn/FqxwtvR7V/ZkvOS+6/9a1vLRhJhMHMGEl6Asw4/h+LJ8kHX3JKOvCVtGPX43TmSJZekr42XVPzw6v24iMe//GSNO74NxAYCAwEBgJ7OgJLe/oEx/zOHIFNm5ZaQmV7bW1B//blfWr72lJ5tOWglhQ4eLXqihurnvqHd67VU4+vtOB+a7vh+p/Pf6mWU5W16jcvp23b3lIHy81GtbLKGSdbqmp7S80stwREE203MKut1eQbf2V1W7sB3t4SKafVajY3uaq1ZnB5U+rU1n9yy9ScKsmxoWq/lqRYbjw21pqPqeV2g7WxJxPwlqpq/wNa+mJbasPyvvXw331oPeUvH1xPf8ID6plP+M366yc/rJ722AfXX//pg+pZf/KAEs7t0+wKJLa3RM2mTW3OzcZqo6r0M1W2rjXLGzZVy5vUftXmseW02rZ9pWppQ23YOPnbWrXa5NeaT8uN59DdrU12dcPGNv+NtX1lrZYbVqsNo8bu/9L+Mr20vLHVql73ujf05IabZLsykJtv2+tt6ya00hIdj3vc48pNmnqSSqKrl8lU14eZpPPdzElUbGwJmCQl4CWD76aQPfUk1Hrg5ibQlu/ldp3d+OrHUxKiN9vQTtITQ+rGcsNJl21ySn30lOwk6QeC2sHiLJPDDz+8++Z6CJLcCBuT30p6yI35bIftuW8u5z5yeEl6kKtNXyCA1BcJLvwyX/3qyYTJrJtMbX3m5GZe3TgoSVvfVsRkGQZqyaSXTCWePv7TN0d+w02Z7JQjgyehoO4b9OT04yQ75dlG/FOyn+zsNy4+SiY+u+TNgS901JXJdG3JzDqLdTLaSskJdtTRjA/85iQQnqCF/dme+ZFHi+PPMvoF4Gzrd43okidjTknKOMnkr2tIJpnaZLVnokNeEOQMCGtQcGyHj+vgXA2PVszyymTCiz/mrMTnA/t8YxcPkVEuEjl8uyDIWuvmNcskk79s4pH3KEaSniQ0hnH5Tp+Mkpy6Ulud3FxP0j8PZj6bxpgDVO+7ZOfYMPCeIO+MFOPBlO94iP1dyyTtM311/X0wy5BLouh9An/X1GGfbPN79idJ/zyxVvQtzkESw3uBoYMOOqhjAj/j8E2pjy16yWRr5sGPnH6yxiWnX/JaaVec0uHEytvc5jbdH/N3KKlzW+ZklB0ifEqmufHFY2h2eUjASERJAFr/dt8YN8n6tTA+P4xjvuqLMtpw0q/uutAhAxtz0VZaw+rmo52kB/tkq72StL/TvyT9OiWn5yU72+YySU9/k3QcplZ1fTLG5Btsk3S+RIo+hznPnwuSVNad3WAwQfToo9lP9pN03xf7a5cXu/SwzVc9SdeDDR/gBVd9yDrHs7aNx77diup2ic39ZBE7+tiwg8Ucq73m8cjAW5lMc2/d/fqyja89aCAwEBgIDAT2fATEonv+LMcMT4eA/9F3qpWWMNhetWFzHdcyIF8+fkud0m4MJEK2LW0syYHNm6rdIFTtv+9yk21JhbXVutKVr1xyBKurVWtLK7Wt8Tbuu3+dUlUnNTq20XGNjvr2CSWhUCvba8PS5q7jlm2pKW5cxdtYXz92exmP7vFN55unVX3rxJVaXtqnlrdvrytd/uK11uRbV6WnLzbV9uZrWpJgW2MuNbri5S5TtXxQm83+dcJ3vls3OLjqJpeuummjm1yi6uaXrbpRq19j36r9mnzLz0y2ltZqNZvquydUa1dPBJnzyoal8os/bVrVpl8bWyJlW0vurLaEz4Z99u/z2F5t7rVcHlc6rWVITlpKfafF00e1yRy9WrV9eXOtNX5jd9up1dZuqDV8JWk+8t8fq1Yth975RvOoo44q5BwOBxy6efeTqUnKt2Ru0NzQucFz7dTn4KK5UsstAYLcFLqZxXPQH1n1zTt2pNDXxk+i2vxI+SZPw1ktyvmGVz2Z5OjyI5nayVSS8U2kPt/qbt26tftjDH3ITWgyyfv2j6+CFc+juznmc5LuC3m67KknUfSbdXoa+hZl8JCbYH18FbjhIQHHrKudpMjaQUHWt4/sJe1KtfWmTg4t1s1DcIWXpN/AV3vNtpPJ18Za/5ecnse/JP0bZXbosjtjro2SlJ/dZMijKIIBfDpJ1rFKQuR0lHw/jx4hJUqmuSaTbJJuUx8iy1clUsdHMOMLnuA2CZEe5KroT9LXQe14wc111tSvnInNJP09wi6+5Ak5Y2jjz3Vtfdaa60x//qY5mXxJ0ucznyUi4eeaszPrs2E3gfM6HN7sOtj9oiSDZnljqM99SXT3dZSk8MzwmpkAABAASURBVPlHTkcy9avjJ6nb3va2Xc4jNPjJThm+JOnJRX0SO3iLmLEz259LsjORT3baxE+mtrnbgcOGxy5cD9jRQUnK54Sgl55fmTG2cRbnra1/Jrrq7CL1XWXw2CLrs8u42vhkL3/5y/drpc0vMrMtfvuM8OtY+j2SwR91lKTrzvgbY+azjfR5fyXR1eVVyNqdREYCxK+02MUgkSTxRc+5Sfrh8vCHP7yvUY8Hwopv+pz/onRQtceAJA9m+xJX6mSTaXxtYyvnec4lnj7rFQ7qiC/6rPlF2ST9fQbPZKf9WYZf9Ku9FmUW+eqtu/8ju9jGTKb35lwno744hp0ckkl2osDRrrTXv/715QBXu5Ek6s3HtaRvDKVraW6LtuZ6Mr2vjIXI+xxMpnkm6f9fcC3MjQzdJOufzdVeePA3PjljO6i6dfVDkq059ZnIq/NNKSmmpKtMpnGTyY9ZTh+a9dUHDQQGAgOBgcCejcDSnj29MbszRWBtqd1ULvXkwInbqh7wu4+t3/6zF9SXWzLgG03x+KWqb7XypW/+7zq5JTZWTzuxDsxpdd0rL9dS429yH3HqCbVPVmrr2sZ62hH/Xd9ufLq/9fuvrWNOPLm2tkTExo2ba8upW1vqoVpKodH2bbW0tr3fBH3ok/9Xf3bEf9bXm953Gh3+F2+q7ZsuVhfbvLEuvjl1xcturI1tMEM1zXITtLElUnrZ5Dc2+sXb3Lw2bDupLrbv5nrHP/xLfXdb9cTISlOy0+XoluD41rdPraOPPa02NPl9Gv+S+63W8raT65RtqT97zj+UeR7T+r7a6PAnvqCe/qJX1nITXmvtA5sfBx6wT7O5oT7wyS/X17ZVtfxLp62rKeO87X3/V3d50JPr1x7ylHryS/65tjSfG7hN278GaEsobdu6pbZtaxmX1ue8ALtWnI3iIEBnZvh5ZEGFm/irXvWq5aBG83Suxkc+8pESDLiZxHND6dcuWEd4yI4WMm5cJVPcQOqXZMGXqPFTkUn6z96ys7S01M+hIOeXgci5uWRPn5KduU6HLH6Sfk0c1KhtHN9KqiN6ZP0ihqSRup0Abp7Nmc3llggiZ1w34NqCLfrkUZIGZ8N6ZaWX5NmwFV6/b4mV++zTrtO2bX0nT5J+zgC+cyDI0NNGboztAjKeXx8ynrmZu3588sk0xyQ9aKn2SqYdA616lv/4ySb7hLXN1Rzhre3XLqxreBhTP76EGp373ve+68EBvn6k7+yQsZFvZmd568l47M3BQrIT42TCvKr6e5Veku4HW9Ve8BKMzoGJXyRJ0nqmf+aCYK1EeoyrTNKvZzJhjD/bVncNkkmGPEqi6OtOv91cGH41xVz4NGOztSX2PD6m3yGf/EjS50NmHgPfThU8uGjTsZ6VM7GfpOAl2E1SH//4x3uChC/mR5eNWUepbSyJG/NzXo4Akz06eMZ2ALQdPIJxCTR9Sbp9dthQkk3SsTPfJB2PuR+PHPtK8taXz4WZZyx8/vKdnM8HQXGSfrAt/JL0zx76sxzZmYzJ/7mtTKZEoHmyod9clPrnw0K9B9iUcJDQVLfW+YjYTqb5z4lXjwqxwRab/J9l8WcyN/rKJCWBtCsuZOk6I4MdiTdtv27DtjlbN/xyvo7EgMBdP9v4SUqiBX9OLOKzk6SOOOKIvt704c1jklE3D6W+uc423k/91E/195sEBX+S1PxZMrfJJdPnURLN9fVi7mi2N8+fUJJuu9pLv89H612dTpK+vviVTPWZP/vZVPu6I+NzXb/3g//3eKTHuUl+QYdNfpPjNzk8JVtJmFpPTPIDgzycyCA6Sbpfc5tMkv7LfUn6OU1JqHcyHj3X13hzW8KMbe83/4/VP+OTpO9sZJsRiV11+kn69WRT36CBwEBgIDAQ2LsRWNq7p7+3z36p3RRsrG0t1t/QEgdbNh5S//aVU+v2D39Z3fIhL60bPvBFdYuHvbxe+Z9fqNXNB9T+a9vqnre8UV2yJRMOaNAtt/I217l6HdxSJCsbDqq3feiLdfuHvLLu/LC/q2+cvLWW99uvllpwu9ayEvvst2+1nEZtreo3Qtu3b61s2lAr+x5Qb/7AJ5veq+s2D31jfep7G+vk2lx10jH1S7e8gVpLYjSdqlpZW63V5ZU6bVtLkbTkjkTKvo1/uxtdtq684fjadOK36nunbaxf/d3X1d2e8O76tb94d93u0a+vn/vd59d9Hvu8+vdPf6PsKNlnrer37n/HOiDH1cqm/evTx22qWz3k9XXd+72olUfU+7+2vY5e3b9OabjYmXKjH7tG1Wlb2lwOrnd96rt1hwe9oG73m8+o9/7vcbXU5nBas/eeT32ljt50hTrpYlevT3z9pDLOyspaw7cZaT62u9batGG5lpeq1hr/5JNPrc377Ndv/DZv3tzl3BwiN3sCEDefto7j+WlcN/Yb2oXSz6RDEh3WOCcq7C4RzLrpczgiWTeLZN0MspekBPB+RUagY9u63Sh0JHLm8wOSUOs3yvxji4yg0PhJeh8eQT5KTChvd7vblefPbYt3QOG97nWv8lPEdg6Yl8QFHb9UJMHiBtZjD35i0k+EsilYTSYftAVddNh3roUb4DmwwUvSIF7qN+N8XVtb63UHuJq3X0G5053uVHyy+8eNv0BF/eCDDy7fwi+1pFK1l/nB2rhunrWRcbSVaK43lTP8R8Y1MG867PBPqc0/yoKxu93tbgUPc/PN7vWud72yo+aa17xmOYOBHT7x0/Wkd1ZEPkl/z5GFY5KebPI4i91Q8NTHH8kWczcW3+egxphJOsbVXjDVT9Zc5kfRPDIhoSfJZX25ruYCe+cB8aepn+4fO8ZGOpLJX7LJVN+1j9zME3xLosFKQO7bce8NiQEHUJqn5IQDJa1f45nfvP7M0fpw2DO797///fvaVjdP69M8lXj0Bf+CRD54VM01s779ahTbrrE+evDRtga8xxweqi2J+o53vKO8B/nr/Tv/MtEznvGMHswZ35jz2DMmrgf7+NZCcnqcjEuPL0ry/FbOB7napfKWt7ylPIbCB4mEq13tan3uPj/YML4x6MIuSV8D6sbHr/ZSb0VfZzNPAkCS9bDDDiu4WNvI+599nyuuDT2EZ3524lkrrqP3p/eqJBDfYe4RwWSaLz/4BwM21OGNyLN385vfvCcX/HqRBJb5fnxHAowMf31uJukHuybpiWx9rpnPxyTl0SRj2DGkRGSQZIx1JJHMX3XnT1mbzoOCJVvIZ5vrr85GMn2WJtOc+IzMSSKQfx6VsX4dSivw995ywLhkhfVnvmwm6f8vma97kj539lxLfO93ZD4OOZaohwdcvI9gak6uKaLDB77iwxhfnay2sX3OOxTdNTVfn6tJyrjsWgfeo3TZoqdPeybzMJYxk5QSL0lfd3Sqvcgk01ytI/Oz3vjhV7DsHLLTyPvquOOOKzs9va8lwciwA3+f+81cSaw4gNi18Rno/1t2j/n/Fh/Mkxziq3LQQGAgMBAYCAwEILDkz6C9F4GldkOyIVX7tWTKHW7zM7V5eamW23/bVlqiZcM+VZv2qTUHrG4/oR76az9XD7rLT9UhWau17St1YMs0POr+t6+LrxxdG07+Th2wvFqbWuJkQ0uu+JWeRxx2p9rnpG/VftuPr+Vtp5TEx/4N6gM2bK0Dtx1Th6wcU4+636/WJQzT9Oza2LSypS62dmLd/OoXq4f8yjVrY5NfqqVaaeVa82376vZKG3/zxg2NW9VcqAO3Vz3vj+5bV9v/1Dpkw7Za2Xpafelr363Pf+PoOv7UlZbYaPpZrYtf4qBqU63925/bXO+Q+o2fv0ltOOnrldNOrA0bN9XyvgfVfpsO6GfB3PQmN6zNS1XLbeA73vraddmNp1Z97yttvNVyIO22tda3cWP36/9n7zwAJCuqtv2ee7t7wiZyUAQUFRWzYMKA8pnAgH4GzAFRMYE554gZBbO/KOac/cw555xFRQRJm3dnprvv/d+n7tyZ3tlZWJS0S/X26ao659SpU2/VDefM7V7wu+Luu6oYblR/wyotX4JXlpeRbgA18uJGjL+kl06KXP/6ThbNJlIiQhGR9LnZ6/V64gax/Qsuj47TlxtLAjlu8L74xS+Km0ICSIIgHn+PCD3ucY8TN/foQ9zYU8ovngYhmcJTL/vvv78I1Al2V6xYIf7HGKukJAQlFBHiRhLCBjf4hZMOEYE43eziAze3PGXDXyMjQvyPCvx1kkDkfe97n2584xuLpy/wm7/OE8hFhKgzV4JM/lL+qle9KuHAeAwABvShTsDO2DzVwzzufOc7ixtfMEEnIhJ++BkR6Sb+Kle5ivhaEf24yefpH7AiUcEPj/JYPvOnD4QdyohIfuAbc+t6reFTl1/YYx1cFXzKrSH6YYNxwI2niwjqWfOPfvSj6Wtf++yzj1gbkmQEggQ7jMFfjtGjf1u/oDEZBwwJHBgbOzztAmb3uMc9tO++++qWt7ylSCbA43caIiLtAcZhvSkZh5JxsQHBwy4+sZ58PQIbBMXLly9PAQoJA/7nGJ44Yj+AI/3Qo4TwKyLS2lHHX+xjV1t4oQcxP9aB3zVgTBIozIkfN2bv4RN7hWCKMbFJP+bJ13kIlnjCBB2eyOBpEH4IGh2Gxj7zhuhLG/+wxZzph4ynydjLL3nJS9IxGRFpX0Q0+4h+Ec2xxDHN1+IiQiSZOH5JFnDMoscPlnL8gBXj4Ad1ZOBCG4oI4ROJK/j4HBGIkg/w8C0x/IHfBIskPZk7fUng8T+scFywD6wmgn8SLqwtbey2FNEcV60v8BmHEl3GoIT4Ch3HDz9AfNBBB4l9AEbvec97xL7inEZwy7GOPY5nvtaGjD3KOuIX50kCYxJN/BBsRKSEAf61gTR1bFAyJnXmTkkQD774yLEF3u985zvT+ZVjED5JRnShiBDrA582c2nPa2DG/6zDGNhn7hB6JE5YL/DkfEqAzu9h8fUkxsE35sZ+pY5d+nFMUY+I5BO8iEjHAwlfjh3GeMELXiD+dxsSFhxXnLtJhnGuoA/+sL74Lb/atcBnN1NyDh57HOLcw/nvpje9qaizFthgboyHzYhmz7Y2scNejGjWAF0oItJXxNhDESHs88PiJDBIPmEPLDjeWEtwwg7+IIuIdL6FRxufKdGjjh5jRzR6EQ1W8MAyIsS6ch5gDm9961tFIo/jk3Vg73GeZR2RY5ux2GckURmD45kEEOcDjmfaJEhb+/gQEQwp+rKmqZE/MgIZgYxARuByjUBxuZ795XTyEZFm7tshFb434GsvS50ceMJ9bq0vvfbxeu1DD9N9bryPDr5iR/e7wRV10jFH6CuveZCOue2VtFsphZMV3GgV/uv/fiukD776GL3wwYfotleqdJ8b7qo3PfHeev/T76wjria94qj/sexOuuUBu6enTJzZ0EPvemsdf/Sd9ebH3kX3vY706eOP0uNvdzXddb/QY269t971lPvoDcfdSTtITl4ofQ1p2vWq6KrAYkVEAAAQAElEQVQoe77pKlWn/ylHKdnC/6JznV2kD7z8gTrpiffU4+5ybR28j3Tr/Sb08EOvoTc86b5636ueoFtcc2dVM4P0VZ+dbe8Jd7uhPvWqx+qpd7mW7nSVUkdcY5lecv9b6nOve4zufODeGq8HWlLMOJFi2y99kE445k661/V30b0O2kuvPPZI3XDfJWl854L0yMOvp8fe8Vp66MF768WPurN6TvB4iOZtnFKlKKUodfd73ksnvuEEffxjH/FcIt1AR0QKvrjRg7iJjIiUhOBpDW4Ey7IUxE0dxF9p+WviySefnJIXJDP4C/AJJ5yQbMkv9LmB5+aRoIWbQIJ2HnnnL4kkYPiLHME0AQVybizb8fkLOTfB7Q0zfG66CXoIPgkEkNEP4q+Cv/vd78RfBgkO+Qszf6nlxx0JYLkpR4+vGuEr/2MGN9z8NZqkD3WCSQJyu5/mi+8RIX4YElvcpON7+2QK9vgLLV8DINjCR26A6R8R4qaYv7wzJkkkAlV+B4H/UQgcwAcb6NOPm3Lmx405mIEh/IhmjfhfmE488UQR7NHn/IgbbubCX5b5KgxrCwbMCdzoyxoQYPC/TzzykY8UwRqJI+bKHFkX+qDPukNghE36XxAxJn1ZK+bBX2PZN6wPgSa47L333nN7hoQWCTB8BEvGZoyI5i/3r3/968VfzOGDG3rY5cmiVatW6cMf/nBK5mEfvL/+9a+LJzfYE/iCLfYYJX0pwYkSH1lDnmxinvCgiEjHCvWWIiIlffCRoJA1/slPfpKSiQ960IPEX6pJRP3hD39IwTvrGBFiDH6kkuQdWLDnSHCSTGT/sh/wMyLEvHgqjIAYn/GXAJ59QdBFH57yYj+yP0mUMA4+chzSD5yYH1ixDtj42Mc+JgI1sMZXAnECfJ48oM3cGZsxqfN7LqO2sQ9FhAi42Q/YhIc+Y0UEzURghF8E8tQJIkkwsZYkVB7wgAcIHvuQhBDj0hG/6Yc9nt7AD5Ki4MM8IPSwSYku86XOfsDe1772NfEEFk9XHXPMMWI/8MQA4/LEAmNhh34Pf/jDRULsIx/5iDg3gAXHAk9hsDZg345FP+hxTh6D9XOe8xwxP3CLiJRwwU8StRzrzItji6TEi170oiRnXvhKP55EYH78L08cc/TFJ+QE58jAGL/BBVlEpH1J/5NPPlmMw1pyjmHteTqFpCWJI85P2GTv0JcnuFg3gvmIxg74MT/k6FKSRGK/kpRiv7bHFecnjjd4Ec18wRMs8RlblLSps94cHxwT3/jGN9JvhVDnKRVKZOhFRLomgSnnJDBv7VCSvCPZxn5k34AFPrNOH//4x8WxwHmL/cyxw/qT9Oa8yjxIDoE7OHCe5frGXKGIZh7gAp74A78tGZ9EDX1IlIIPe6At2ZtcR0icgyt7iD3HOYVrHNczbEH4TF947C/my/mQ9eMJO45tbEVESlpy7NIH39gHzAF/MmUEMgIZgYzA5RuBYtuZfvb0okKAmytsUdaDGakaajwqLXXQv8+EdNj1dtLzH3Ybvf1Z99XzHnCw7nrtFdqrlFYMhur0B1oy2UtJmLKoFcNp7eU+97nV1fXGp99Pz3rIbXXLK49rJw/A/wR01wOvqDvf5EraoaeUTFnRkfbbbYnudtOr6TZX20m7W+9qk9Jj7nJ9nfDUe+kpR95EN79Sqd1LaZmGc4mU9db7zd/OkYqe6sG0VixfkpIibOCoKk1U0s4h3Xyfnh51txvojc86Uic86a467ojr6zZXX6H9VnQ1Xs1ostdRPRxoUpWWmK7rrMpRt7uGjn/8nfXqxx+mexy4u3bzWMtMkzFUOKES/Q26yqR09xvuqOc9/NZ61oNvrdtce0/t4rl07WFhe3tb/si7HawnPfBQXXm5tMQym0g37L7blqIwhauha17jaukx8j333F2dTiclDLhhlF9FUWiUuGEj2OMG3uJkj2CJfujtvvvu6dH0U045Rdyc8yRGRCS7EaG0xl5XdOnPTSR9eVSem1X68ZfDJUuWiJvF1g900H/wgx+cEjURMecXuo94xCPSkyYEnvKLcehLyV9MuTHlZpugha8qYRsfIiLNlzlc5zrXEX+lRo/5MVf0CMAJ7tHR7Kvti238ph9PqHCjz5j8tZbguR0LW/Dpjk1wIighEcJNPoEhN/cRkf6iiu8RIYKR5cuXp99a4akQ7EdEwiYihN073OEO4gZ9ctKL7gEiwp+LvxmbJApJEv6aDK6DwSCtD/NDDg9MeUqBG3X8e4H/Cs1c2zGwDgasHz4deeSR4usS8M+PwACfmR/9mB9j8YQASQDGAhdk+IJPBLAkeOiHb/CwExHiL/ysD0/3YDMi0p5u/STBwBMGBI8QSadb3epWYn3wE3uUYEAZEWlPMxZt/DjssMNSIM1c4Z0fYY8+6LJuJFXYewRbBK9g384ZHWzRjoj013OSCejyNAZ/vQabiGZO4I39gw8+OAWI4AOPeaOHPcZkHdiTBJM8OQBWjEPSj30d0ewb5hzR7CX68tdvftCUQB0fCELBD/+YE4QtdPmx5oc85CFp/xG8Yh8ZtOOOO4r9RZAJH318pI6/lMwjIlKQjH3mwvg8ocIe4DzA10WwRX+IY5t1wRZ2eJqLcUiK0h8esoiY28+MBeEXYzIfzi/sZxKmHH/4iQ30oIhI5wT0IY6TI444QiRx8Y0kVZu4jIh0LOKf/AJTnjwgcL7C7I/Y4ptFySY+RoRYJ9aYBAdPHjFPcGj12OM8PcPebn87h77I8QnbjMHeZGxwYY4QOpTQ/vvvL3xmP7Ce7BP8IQHC8Uxf1hWbPKnFeZRzHX2xAyGjzfiUjAVeHFckUDlfgiPnJ/DFHuuAbfpENOuMrYhIOGCHY5YnUDgm6EvigTrHDHwIHNBlTObLmLTlV1syJ2xxXeIJHHQZl0RKRKT5k9BCn8RlRKR9+8AHPjAlP0kA4St+c87DDm1sQMyfr4pyHooIj6x0jmhlPD3yEB8LJPVZf/iMFRHpGoU/nHM49/BHCJJgJPbYV/il2Rfrgi7jcV4jKcdxyNqR/OMpGmQQ/oExdc794EJ71lQuMgIZgYxARuBiQ+Cyb7i47LuYPbw4EODmo8Zw6Q8eT1HhG+JIT1qM+f5lvOprmRMFSyUnHpSSLd2OVJrM0sxgSp0oNFaOqTRjhRMTJFAg+tT9Gd8B9TVhG4ScPctrJzNKDTWugUmqZ4apL5tw3DZ2MC0xOd0heXyk026f8O4v6+knfUuf+NYfVJQ99eppXXv/fRWWzdjeIKZVFAMV9dDjSTuav8LknIbwZVktlTMDldHRTF0pPInKSZLS1LVez4SPEy47Q2mFGZUTTPxPPYWTN9ysdTwOOuOeT8+0NGQ/JHztle7oBM+4fRhzwsndnYSprFXLuRELm/dw2LQDiX2Fy80r9qlH2Kgrozw3040kN3HUy7JMCRJuImlD3NTVTphQxxYyStoRoYhINiIi/VUefmuPOjbpQ51+bR2bEZFugNs6uuigy7iUBHcRoVaGLrJWjxJeRKRgTn6h2/LcTG/0IiLV8QEdGtiihIcO1PKoR0SaI3L4rd2Iho8OfOxFBKa8171yxgwcRvFGD32UsENJG37bhtdSRGOvbS8sI+bl2IAYEz38aW1yUw8PimhwauWMD7/VpR4RaR9QPz9iPOTYiGh8wQ78iKZNHR1KxqSODkR9YV/8Rxc+cuptCS+i8Q0+a4IsItIeBGva2MA+RB9K9CMirSV19C6IIhr91i76EeHjrkh2GD8ixCsiEh/bUETMYRjR1PFDfrGnXST9FhPa2MNf6i217bZEnzo+UbY2mTN9aEc0a4wcHiX9sE8bavWo4y8lxF7BdkSkOba+IoNPP+xRQm3fiEjHKGNENOPLL8alX0QkufyiH0RfbJmVjhlKqLVB37ZNnT60sUdJu61jKyJgp/MAdpFTwmz1qMOPiDQ/2lBEs0bUIfqNYsr4jEFfKCLSuSsi0jrKL/jtONQjwlzNzTsiUhvb6EVE8hVmO+eIRgceNigjYhNf4eFPRFBNFNHU8RHbyOkfEalvy0eZOmVEI0OPNn5B9I+IuXlFxNwc5Be20aEftiIaOxbNzQcZbXSpo0cdHnXKiPl+6ECjMhISrV6bnCJZRfKH8UmyksDgN0ie//znoyqSa9hJjdmPiEg1+BGRvqYW0aw384XacVsdeKx/22Y8jLRzoM2x0bYjQq2/8OgHRcQcdthkHEpkbSm/qLvI74xARiAjcMEIZI3LFQLF5Wq2ebJzwQNQcLOQftS1qjQzUzmdIgc8SgmViRg44THj5ESlznDoRITc15kGd6zcHu/05FsdpwWk0p+lkyU8pdKpplU6aTLWCXWcpCmd+OhoRrWTIz0yC8O+Sic0StuZdBaC/9GGegHPfbuadoJiRmUU1mje3/nhD/STn/1CS3qhsQ1naPdivQ65wR6iX+2kRFF0NBgO1C1q266d5DB5TJIuE/ar56B5zJmgIv3vRZGM1nWIMfB7zDq2oLDfExh10qNblCqcSOkPjYv97lin8FzG1NeEEytFXVu/EljU9r1XFuoYx0701UM3ChVGSLysa1G6YauNVdRShP0wv3RyRH5FuO2yHuFRhwqPb1F6c6PHDSQNZJQRIXS42ZdfyLmRdDW90YMiQgRiMGlTtnr0gdfapx7hFbY/yNCFR9kSY1JvbVLHh4hI/izUl19tH1fTm/EimrlHhPdflfgtLjTaOn60NrHT1imZB3L49IHgtyX80bHaOjoRzfjookc5SswJfkTjX0Sjj41RvcXq2G/52IDaNrKIxhZ1+Nik3s4ZHgQ/IoSMNhTR9KW+JWrt0A8brR5+tDzWj3rLox4RaY+Ca0QzbsvHDrqjtqjDQ4c6JW3WhDZ28AWiDUVsOgb69GvtU0evpYXtlo9txqFfq0MdOXxK+C2PdjtWRNBMAWZEpDnDaIMu6lDbd9ReRCBKexb7NNCDqLdzbdvw8DWiwRN52w8+cuyjHxHJl1be6iJDjzYlctYvIsQ+hR8RiFL/iKaeGP6gP2PQD12zkv/U4dFuKSLScUyfVkZdfmGjrVPSNjuNie5oG9vIwBxd6vDQi2j8o97ykEc0GMGP2LQeEcln9JBDEZGODcaIaGwib/1Ah7EjIp2H2zp8zb6otwQLf9oS/qgt2hGR8KGu2Rd1bM82NymQwcDH1nZEpL23kI8cfQhZW1Jnr7Ry2sgi5udMGz46ETHnY0SjA58kQ0TTjoi0bhEhXvTHR+oQbeZEv4hGBz5+ICNZgj5fE6PNE2E86dE+/cJTkPxWDfp8fYanYegPRTTrhv3RNnsaXkQzHn0ZY1SHOuNFNDr4Bw9CnzZ2aHNsUGKTcrQfbfjwqC8cp21jM2LT9UI/U0Zge0EgzyMjkBH4zxAo/rNuude2ikBEqTAVTkCUZVedsuebrY7GeoXYDF1/+K0ixjxFntsoxE2JVCjcxx8q3C/c7iiEVukSvsxX0XW1I0Up+nSilzQ7BiyCNgAAEABJREFU8F3rerymbrHfRcipB4myLApzCKYrWzRVkvMUusftbqUdZk7Xzmt/ryMOWKrPnnSMeIpl0omJiWS/FHZDhSIiUeGUTBFdyTxhPKSykBNEkZJF+CCZYQpTx/o9J09CMiahcFlGIeyW0ZFUqoiuCuvJnxGhsMHScy4sr80zQ6XnWTtRE2pfheAXaW6yVigiJNcUpcvmHRGpEtGUNCJiVtc41E7DmLDDXwBLJ2G4uWv1KNubferIKVviL4QRkX5TgO+qR0QSjepFhLAvvyIaecR8GdHULd7ie9SHiHn9iKYe0ZQYiIi58TT7Wjj+LHuuiNi0P4KI0MJ5yK+IRjeiKVvbFs2NGxFzdS14RTT9Rue0mI0F3TZpRjQ2NmHONiLmZRFNHfsRTR21iKYOf7RN/cJQRMzNM6KxGbE4L6KRy68W14iY24utLxZv9o6IxFuo09pJwgUfo7KI2MxPzb4iGtuzzTl/2v6MGdHoUG/1KCNizm4ri2h05Vdrw9VF322fVhgx3xdZRNOmDrV6lKO223pEox/RlC0f/dH+EY0cfkTMzUGzr4h5+eg+nRWnYtReW4+Y77cYL2JTeUTTbnUx3NbbEh4U0ehSbymi4Y3qRjQ8dCKaekRTtryIph0Rc+uNrLUTMc+PCESJIubrMCJiE+xG+2v2FRFpjIiY5cwXEfO8iEh6rTQi2mrit7bnmLOViHm9WVYqRtc+MWY/IiLZozlqs9WPCERzOqnhj4iG7+rcO2JTXptkmFNwJaLRGR3L7GR/lNfWWz/axCNfh+OaxG8j8VUefoOF/y2I39C6+93vLv5nL35rBZtt4oJ6RGyyNhGb+9GOpdlXRKMT0ZSz7LlioX57bLS+RzT9IpoSfkRTnzPiSsQ8r7XZlhbn96WPQPYgI5ARyAhc6gg40rvUfcgOXKoIzG8BbhtaEsF+olHn0IUaXrhoSUkX2daSO/sdpraHq363rULIuv448m631Gfe/TJ98u3P0/Me+b/azVrpKznWsNifhTktuZreC9uJaV0lUnqhkyqJh62mtfATvYU0qlMoolTM0ZYtjfbamjp/MeMGNSIUEemvz/wwKd9F5wbwgmxw0xoR4jc2+AviT3/6U/Fddewiu6D+WZ4RyAhkBDICGYHFEIiITZ6s4ZrEb3fxvwrxQ7Vcp7ju8Js8JPSRY4fy8nv9AYFMGYGMQEYgI7C9IFBsLxPJ89j2EAi7XJo6pkjJGFo8TdJVLepSOZTGa4nfP1lSSTtaXJuHlK/OaDt/cdPJX8K4IW2nyl/Z4JEQaXlbKiMiJWDQJynT3sBiNyK21C3zMwIZgYxARiAj0CCwhU+uJ1xbEFPn6zSUXK94YoU61yt+zJivFqHLtYdrV0S+/oBbpoxARiAjkBHYthHIyZRte/22be+dJEnf4+G7PKnOdiycSIGaqfWcNZnwPdeY5TyNMmZ2z3V+d2T2mzPmbN9vbjy5MWWWESFuVOFxkwrv/IibW/To097I8t89klg5v35ZlhHICGQEtmUEsu8XPwIRzfWIkSJCXGMiIj39KL/axAlJFb5axHUrovmdFIvzOyOQEcgIZAQyAts8AsU2P4M8gW0Xgajse0uuOmniPIlaju+5FPVQpak7nNZYPa2ohuo6wcIP10LutV2/uQmNMDCzs6RNYoWbVOqz7C0WJFIQUtKHm13+SkidG1tkmTICGYHLBALZiYzANocA1yOcJnEfEXO/fxIR6aupXGu47pDApy6/aLvI74xARiAjkBHICGzzCORkyja/hNv4BML+Qy5G3/Usryxc4TGU0luV7/UMBxJPsjjl4nu10S7bbT0i0vfSSX6QFGknGmFs2sYWyjbhUhSF6M+j1qhGxNxNr/IrI/AfI5A7ZgQyApd3BLjOtNcmrjMkTiKa6xMy8CGBEtE8lYJOy0eWKSOQEcgIZAQyAtsqAo5Qt1XXs9/bPgIO8OWbK34vpbnvmptSajqJMnDShP/2WLVFvhGzulQPnAhw2zI+t2eKSEikx6fbeZIQiWj4LW9LZcS8HgkVHrXmJpab2S312e75eYIZgYxARiAjcJEhENFcZ7i2cJ0hcYJx2pTt9aZNsqAT0fRBnikjkBHICGQEMgLbKgI5mbKtrtx24Df5kcqJFKidDrdXo5sy1FFdmsLcTk8qu1K6Cas0rIa6PLy4IWWeEU481bVIiNBu+dS3RO1NbKtLGRHiZlb5lRHICGQEMgIZgf8CAa4pdOdaE9Fco9o2ZUT4kh1U5/4o0PZJzPyREcgIZAQyAhmBbRgBR6jbsPfZ9csyAlvlWyhG9JpfSwlV5kKNjISKopSC7WoqXHcSpkyltvtXxCwOLiOaOpOOmK/TXozapElEoxvRlIvpZl5GICOQEcgIZAQuDAIRzTVl4bWGdkQji2jK1m7Epu2Wn8uMQEYgI5ARyAhsawg4Mt3WXL44/c22L0kEuJ1iA0JyAiV9laduPICHnFZbUm8IaUsNJ39mBDICGYGMQEYgI5ARyAhkBDICGYGMQEZg6xH47zSJSP87C7l3RuC/QCCcPOFJlJRISXa8JetCocL/pFJKZbic16GRKSOQEcgIZAQyAhmBjEBGICOQEcgIXM4QyNO9zCBQXGY8yY5c/hBwImXuiZSFs7eMBEoi1zdLpJiHbGG33M4IZAQyAhmBjEBGICOQEcgIZAQuWwhkbzIC2yMCOZmyPa7qNjkntiI04rwTJpslUXIGZQSgXM0IZAQyAhmBjEBGICOQEbiYEMhmMwIZgYzA+SKwIHo9X90szAhctAikxAhb0OR6PUtyudlA8KBRAcmW0XauZwQyAhmBjEBGICOQEbhcI5AnnxHICGQEMgKXFAKOYi+pofI4GYFFEHCChCTK0KJqlmp+jDbcgswjuULeBB2IOuxMGYGMQEYgI5ARyAhsBwjkKWQEMgIZgYxARmAbRCAnU7bBRdueXN48MeIkyugESba4vYArkWiBlF8ZgYxARiAjkBG45BHII2YEMgIZgYxARiAjcPlGICdTLt/rf6nP3rkSHjxJ/2MPm7FwLUyaIy2QN+1RufIrI5ARyAhkBLYGgayTEcgIZAQyAhmBjEBGICNwESFA/HoRmcpmMgL/OQLhri25utm7lVFuJsyMjEBGYDtGIE8tI5ARyAhkBDICGYGMQEYgI3DZQyAnUy57a5I9yghkBLZ1BLL/GYGMQEYgI5ARyAhkBDICGYGMwHaNQE6mbNfLmyeXEdh6BLJmRiAjkBHICGQEMgIZgYxARiAjkBHICGwdAjmZsnU4Za3LJgLZq4xARiAjkBHICGQEMgIZgYxARiAjkBHICFziCORkyiUOeR4wI5ARyAhkBDICGYGMQEYgI5ARyAhkBDICGYFtGYGtS6ZsyzPMvmcEMgKXAgKVxxwlN/M7I5ARyAhkBDICGYGMQEYgI5ARuOwjkD3cKgRyMmWrYMpKGYGMQEYgI5ARyAhkBDICGYGMQEYgI3BZRSD7lRG4pBHIyZRLGvE8XkYgI5ARyAhkBDICGYGMQEYgI5ARkDIGGYGMwDaMQE6mbMOLl13PCGQEMgIZgYxARiAjkBHICFyyCOTRMgIZgYxARgAEcjIFFDJlBDICFxEC7e+kLDS3Jf5CvdzOCGQEMgIZgYzAxYBANpkRyAhkBDICGYGLGIGcTLmIAc3mMgIZgc0RqOta0OaSzMkIZAQyAhmBLSGQ+RmBjEBGICOQEcgIXHYRyMmUy+7aZM8yAts0AiRPWmonsrDd8nOZEcgIbDcI5IlkBDICGYGMQEYgI5ARuFwgkJMpl4tlzpPMCFxyCCyWMIkIRczTJedNHikjsDUIZJ2MQEYgI5ARyAhkBDICGYGMwIVDICdTLhxeWTsjkBEYQaB2fTMKqVKdaFhXqazc3kzPffP7v0Agd80IZAQyAhmBjEBGICOQEcgIZAQuNQRyMuVSg/6yN3Ab7CbPaDgMJixuKHEXfFRyjJx4qEOpMfIBDxphuTrbb3OBZQvf1m39GNVPdUL0OReaCnzIZpqi7W9G+24Es62FctqNaBO1hrXI57z+IsLGp0UFm4rmx8IetHmnJj2xab9GC/0RmjfWiDf5BLMR3U1kIw1sQCOsTaoLZM6fCKrbDaHm1DIc9gVVHrKqJRdeTT43sbaFxqweY7Xk3rVpYYc5cRLQb5QScys+ZvtsaizNqGVRLmoIAZR8w86oFu2W5tcvqY+qLVZPSvSdFybWfDPXMgIZgYxARiAjkBHICGQEMgIZgUsBgSbiuRQGzkNeRhAgTnN05ncKA4d2i7po1Q68q4E5ViISRgCZk+TozJI1tElf81GFh2wuIjU/9bVtJUrGlOSu0qf2h9+qa/eu+5aZiMbdN/GtJ9dVDf1ZmcxA4CLZcd3vWX8YvWrZShX00nywbzl+JCuuz5b0T61a813MgJ8IJ2d1lfy06RF56oQiY1lOFUq67jesB/50H8vhu6u78Gmf8BxmK3OdBELlHsx4kPy10Orwa/RljBJWZg5Sh8a41eR+8nzBE/2BdavUp0pjUqeWVP1RD22DPvbbCtqE4CdCUSmBMioPDx3m9qcHmt44o7KgVWtonyonWGr3rWbHBotawrU5E1QYv7YeZKnEfNmGVh5UfUsq1FI/Kmabp0TNZ+M//SuPVVuCjofyu5HRL5FlQ6/FXL80Z68BHaxKMbSiOdac1YI5S4bVUpudbSdf0XQbt2d7WMHGzMcX7FX2q5pt1y6TEfpY00Vqpg+MJHIv7zlkWKKErJ7fGYGMQEYgI5ARyAhkBDICGYGMwKWAQE6mXAqgX/xDXogRQilmc+HglDBNDvPcv6kqisJyh20RKU50TcNhbV6hlN+IWUV3mX832yoIEq1JnyTzILWQmejn4DDx+UgyKibXKxfymArrUm/7ud7IXHGgjic1HmOLyNbs9m0zCo/fzLDlzpbuq7BGbUq2N9WCW9pxRqfuqnCFsQcObqvZJNPQCZ1kZ9Zs5TlDuDPLsgdYkcIyPs1QRKRRU/LBxhsN+cVokKt+U8PFjdYZqKMZ96pwxG2mW9FWqB6QbXAHt9Whl+RlMqPSYDgjebyI0vWBNUpFXaT1G1oWqpNnQ0nJSmlvGhMS60S9JfdWIkmh2Ved9gbt4RArUne8p0E5odUxoXWdSU11O5pO2oxbp1pdh8I1lqIypnIio3Ziw27O+mNpbd1BpaQoee819tl7hduLv+clMdsxFlNMzEIRYQRk2x7LddmhGQ8zKJR8HiiSP5jAncr9qtl5WtVSJLNkWa1CQ5cuxO/HNDvLBtMohUr3CH/avOZe4DzbqFxCVnPNb6+VrC98c5N+Se56fmcEMgIZgYxARiAjkBHICGQEMgKXDgLcl186Iy8cNbcvBQQckoVDRZPUV0FioPXCSRRVHfX7BIGhFFQXQ8dzlQpnGYaSqqKTwkNp6LixkrVS0FlblgQOjju17dq242ZrMYpSQkDhrVe6h9/oD9xhaI1IFiq3Kgf2YU5XdYypsudyvAQAABAASURBVH6F3VkaeMShOg4xw5+1FDaUSJKrjW7zKb/McmArwalpmCfbqG2hKZExrv1CloL7So6wJdcJovsexm8V9qUsS8uksG/MvlatKCqFS/nVd0lAncaKMKd9Y78w1oVIpFgtCRoNB+GezdBUwyVbkip2wWNOmbfRtMGEbRUyRlBH0ZlwcsT9rYdsAO7FwPKBouzIjok5dIpxaVgqnLEooqMOMjtRK6wrrVdDQ9l40XhVGzVoaNlgloYBVpVbLr3OKitrDVV2OhrU0prpvtZ0Q484/iO6+VGv1JFPep3W2Bw2xqJnWENReAzryviW7i0SKWZV9meQgCtV20/Zpsz3YOp17b/oRGqmL9mPcF/EkFLiobBGx9yGxMtjMI7MpXfCyHzq4T1QVYWKsit5oMGw0MDV1W6tMoEJerWzU2BYmhcln56/cRZku/KoA5Xe7e5vnaEp8N+lkrxS2NAceawwCaPp2Bto9EV/gVF4PtFIwnbCK1W4bDj5MyOQEcgIZAQyAhmBjEBGICOwDSKwHbic4o/tYB55Cv8FAhXBMMGrg8m1tnO26cxKOtfx4trumM5xcH+ug741Dgw3ulxfhcNGOQasUkjn+FDEela3VKkuJASJjhzZZCRKCA4hm1ZF0Guq69q2sKDZFxotNfYJMT2kILQJJLFBL8ZNHR1Uzw4sO+ZqnXyhDjEOenNBtMeljRJTH7pHZUZVV1a3ZTCROZUDdjfJK4TblYNedOSOVXQ0YxVrqPI8p/tTqqqBBqbCiRWbk8Uums+agWob81vUE3tofxtibrAQu5PfHtH+rPcAvzhtvZ50/Cl66qvfp09+/TdaVyk9eRLWAvfa9oqy1MB+DzVwoqLUmpm+VlU9rfT6nekhzrbyStPaMsyXSM7wQMu08xJ+63R/fPanZ+hvztistRMb3N/dPELzxj/aQ9WeF2Qn6loR4REHTnxJ5H8qr2tvrKs/nTHQD09drfWTV1J/fLl1lGi9jayxD/92eW4trbb+dN2x76FpJ2FmhvbfNqedvBi47tyGVhuDlR7uLOuuUlerizGtdlLImmm9ao8e9ip5aidq2/XbntYKr5WVBNXGyWaSZi2z0HDFZt2S+HpSZUB/Z8COec5b9cRXvVenfO4Hti51nETsFlJlv2qvi9hzTp2IZKTX2/kY64UtyikVeVz55dE8pti8KJiTFDymLKpSw0zvH9lmODFTIEjksaxHd2s0b69v0rM8TA0zf2YEMgIZgYxARiAjkBHICFwSCOQxMgKjCDg0GG3m+uULAZbfVDt6jI74C/yHvnu6nv6O7+oxb/yWHvTqr+ioN35NL/rU73TSl/+uPzjYPs0B8LQzC+6lbsgBYziANlVSXdciGBQhs+sWylyHfATeHqOWSvfvmIqBRS7D0rB+mahuQ0sHo7VKAkfzZQqeWjDVDjbRKpKmax6nrir7MFAdjrht1hUVBK8OoisngAamYUiwKuQtOeg2W/BqOxtOOoRbIRyrrWXq9Wx7qHqw0fMdqucAOjymodD6SnI8bz1p2qrR7QkMxoxP6YRKDKdsdcZy95cVXEtv97NABksCiGLK9YFZUKNHbC2/as+h7kq/O3NKP/jnBn33tA36wq9P1YwXgCSDRfZaDvDxaKhOzKjrsSpnB4rehJwT0Os+9Vfd4biTdf0Hvl4HHfN23f8Vn9Uf7NZ5Yb+HHdXdrs6ppMOPfqme+rYv6rZHvVLn2ly3N+aETWE0PFgdXo9KHQf8cNzV/vozQhEhecXCpLpQFNIGSZ//2g+Nz3Ij2tPNDryueKaEJNBf10ovfPe3dOybv6onvvU7+sAPzhYJPCOs3tiExsoxTfVnVDrh0i0Lrd440Oox6YM/OUvPeNcPdMxJX9UL3/9d/XF9oXUK9T2Ch2ve3iNeFXNrw1sZPaU1qaNUQ3YuaQ6t43WpvYdm+/P1re5YJ7X+dMa0/rZ+qb71uzX6zu/+7TFsx3tA9QaV5bTnWBkbg+b+lhgjRlUar2P7Hfco62mL0AlzxlRFV26pdssCl4PUHoQ52PHelvd8VDO20/gX1gprBceAbdppKWzPXcyWxcqvjEBGICOQEcgIZAQyAueDQBZlBDICFxMCbWRxMZnPZrcFBIrC4Z+DM8fXeuU7P6Qv/vIf+spv/qkf/v1cffs3p+qTDorf9rGv6L7HvVV3fcxr9Mkfnq7VA2nov7STPGjmOLuVCPRgROlAL1RXTeBXOOpzjkGlm8SOqFTmERh6aOsWssjscGkys3DkWbolU+1OAckvB5yFI0lkwTgmq1vA251st65dWs+fME32xZ+FZeHQN9yfwLVyIoZqWJbISSWlObhFVkCFirKrwHHbGwxrzRSlnNvQ9/5ytr76yzP0+7OmtaGPB4X42kx/0Bevwn0Ks0NpNFURkkGonZBRITkctzcyNV7RJzxGkBDwOMm1ECG0Bt2lWl1N6pz+uNaXy9Nvedg0XZxI6assSmk4VJnGKlMy48u/OFf3OOYkvf1TX9eaconKFTtrbVXql6eervsc9SJ9+Xt/l3oSbjlXonJ8XFV0NLFsudauHwrsUow/O5Bdsf3aCZVQuManrACGIfvpBEjheQ1dd75En/7mjzVjzao/pXvd9UBz/bb8mGe+XJ/47u/0hV+cpv/79Rl66bs+pWec8CGttiPTdB5WmnCCx6paPz2jzkRHL37bV/SCt39Un/3xafra78/Tx779J732XZ9N2Niq3bCTxo66cMbeR1BhFolrnJuSzyK1KhVei9r9arfBYGjsN7jLRo3pbGeE6mV7am09YWtSdHycDFnbWrzqKAVedUpfFR42TFJhe87AeWGtZ3zMsV6Y6CVFISlCAVhyaSw19/LgQcMe2U7lvQq+Yj/DhnDUSSuqmTICGYGMQEYgI7B9IpBnlRHICGQELvsIcFt/2fcye3ixIVATmNn69AxBotTvLdeqoZMH4xOKqq/J4UZ1N65znF6rv2R3nTW+r5598v/p239dp43ePZU6Dh5twO/ageHQ7dokgr26VCSSiuGMqe8AcyiVDhE7prL239sLh4tdl6Gh+1RQZWNQXTuGLN0orcPf+ivnPyoVA5PlYUltGjgYbcgcB6ByiF3FjIPXgQP/oTyMHDNLlZUtKzQl1SZbtUHXhyqqgctBSlJM2V5lXOoqNDTbsb0GVW0fparTk2NsffZnZ+pRx5+iJ7zxE3rYc9+gbq/0rEP9gT0qxyUnN+jnDnTy3Cr3rxlRVVHZlb49GTjZ0POYExrUPSdFDKj9D3wJnK1VuR52O6qh7cj6tl0ulTWNTWIpyq41HOiHbUxXmnKS6w8rpaed9EGd3dtR1bJJ7dBZqwP3ndD1rziu5cN12nHZUp12+lmaHkhhl3fwINfevdDO03/U9fcYao+dSvtYqXI2qK5rkXBoRpNfhdzFPrvqShGFcZbGO6VtMS/pHwbp7KrrBIS0pDut3TpyykEgr5Uz0noSFJO7af34Cq0aW6Fv/ukMrSkkL7/q/sC6tWZmNqjuOqlRSV/66Z+1trebNpTLbWOZZrq761/nDpMfhVENe1t7zeS1q6EozKksqV2CXaVwdirqKmFXuCf9BgPvgxiqchKlNq92MgkfqjEnpMybDhlzee3kV1dVTLocU8XvCQ0KDWJMA3srW61ri6pp6wBqKYX1OSZsfxgDhe3JRHJkEPL6Fx7Rc3bH2npKY3c0cJLGHquO0MBrOfB8Bj6OKu/HWn65L+pSapmR3xmBjEBGICNwmUAgO5ERyAhkBDIClysEHL5cruabJ7sAgYiQYzmNjZHQkDb0Q73J5Rr0p/Ty595fn3rzY/RR0wkvPkp9J1U2lMs05SD4VW9/b0oqEBQOHdkNbNdhqda4PNd0TiGd47+8ry47Wlf0HOB31R8MNBwOHYhW6jvYnTGts+5q07mun2daY9rotMTAES1BKl+f2eCYcbXHWKUxra3HE612wLna/c4x8bsb66tSfQe4lQPP2jZkGrq+MXpaZ92V9udc00r1tFpLtLGYdNBqRoRClcKJo74TFutVaI0KnVd0tKosxFzWWm2qnNC6ekxrPZ7zBJpasodWdnfTud1dtW7yCjrP/HW2NHBiIzz2dFXZfk8bPA/8PNs+nK1I9lZFx3a6WleFBuZV7utcjQiip4oxrXcyZpUTEys7oTXGD0yn1dEwChW2P9PvuyV1w8kOJwdqgmrbkg0Vts3Xfz7//b9pdblCw7GlGh/v6S2vephe9+R76O3Pva/ef8ITdeQdD9GNrrWfZjZMpQTG0D686kXH6UPveIFe8YJHqxey1Vp9hbEKrTMea6MrsFwbIedqtEaFZjyv6ekp75dKEWEXaoHPC177KZVLd1W3ntKTH/lA9Wy/NBWmvvtU3SWaGkiHH3Y79b0n6uV76n1f/ItIXhTdngYzQ5W9CfWL0C9PXafpzqRibIkOPvhm6ventWGmVj/GPJ5MoYGTDRvDa2b98+zHeQqtUmnqaLX5G6KwfpF0lV6hgToadpbqvOG41kVX51r/bK/XesunaqnT62rGyayyO2aONHRio7betOe9rpBWpXGk86QGD2O23us37dkOFao8Jj6t8/hr1Pixlrr59DnH/dhfa9ze4GTaBu/v1e67Sl3b6+k8l+u8Bzd6HDCrrRf2UR5frtP2MMqvjEBGICPw3yCQ+2YEMgIZgYxARiAj8J8h4JDgP+uYe20/CDhudKAoVZ5S4WCv7s9oWbFRywbSHuZdyXTQrtKdb3Ytdfsb1Xcge976vqbNXzuUhkUpgs9VNvSr9dIr/+/3etgJX9JDXvdFPe8Tv9a3zpTWdAv1uxOKCDln4UBWOsd9v/C7aT3xLd/RQ1/+JT3iNV/U53+zWmfaTr/TcSBdaKMj8C/+9F/60HdO14/+5QC2K/1mvXTS//1N933RJ/TMk3+sb51aaYP1+t7N084kVA5cBw5EN7j8p219+g/r9JR3/lz3fsHn9Jz3/0bv/9G5+uuG0Lqiaz9KFU5IzMxMqS7HtMZz+u1a2//qWXroa76mR3kO7/7mmfrDKgfM9t0ifey7Z+n7v/67A/ylmimX6rxqiU75wdB2z9O/NkoztlE7uO9b/8xC+tJfpZd+6Ld68Cs+p6e+8/t6z3fP1N/7cv8x1Ua9Yy9mhpU2WveflfSV0yo95ZQf6wGv+Ixe/Imf6o+ew8roaegkS62hejFUeIxu9B1a91WYl7465MC77payaf3xn/9S1XESwJmyvXbeQTtIgnaSdGWzH3vEDXTzq++kXZeNm6O0ll/8+dn69A/O0jd/cXbi1bY+49pnvv9Xvf/b/9K3/imd5vanfrZaR7/ko3r1B3+g1XakdrJmYN839gea8jwG1vnrGWs0TWZk3Urd5todjXkOhR2zmqIeqigKFcNp3e+20s6xUatX9/Xhz3xLU+47qKSy0zU2IfB+8/s+rKH711NrdJubLtOycp161UZ1y1CgH2OaKkqRoPjhWdJLPvo7Hf26L+kBx39RdoN/AAAQAElEQVRaz/ngL3SyfT99IJEAGURhtEKVUZvy/uBHd3/i/fm0d/9Ij3z1F/TaT/5Wv5+SKu8zfrfF5lV7kMoV9pdFYp//xZXP/X5Gz/H+e/BLP+/xvq7XfPYv+tm/ZZ9t3+P0va+8zfTj0zbo/d89Qx/76Ur927b+al/e+Y1/eM9/TE9/5w/1Ne+Pf5tH0u70WvrsH6d09Alf0NPf/X195Idna6X7DEwkT4a2Wan2jlGah9XtWX5nBC53COQJZwQyAhmBjEBGICOQEbjUESC2udSdyA5cugg4TpNjyxSgjfmv//Jf56MeyPkPlXYtqiTW1a66t0i08MOz1cy0JVLXCutdW+/y5M/8SA869mX64Oe/qZ/+6R/66V/+qQ988bt69PNO0Mvf/RXxI6d1t+uAudRfVksPferb9NRXvFnf/vWp+s1pZ+pnf/ybXvy6E/W8l79F64fStMd1zKpXvuU9OvGDX9RJH/+eTv76OXroM07UWz/+Rf3p3Gl95kd/0HEvf7Oed9IntNZ+9MNBZuHA2WH2H86r9JBnnKSnvfpt+vqPfqG/nbFSn/nWz/WSt3xIx7z0FH3/HzNa6Sh16KRDPblC53rME973fT3oSW/W2z/2Jf3k1H/rx3/5l97+oU/rEU94oU47V/r1abXedsr79OVvflsKR9zRsZ+FTnz3+/X6//ceff7L3xXI9MsyfdXlmOe/1+O/VZ/75g/153+co69+/9d6/Smf0v2OO1Hf+N15TnwU4ptBYbAJ0l9x8ld13Mveok9+59f6+T9X6yNf/oEe/Ng36Ye/+4c2eJFm+n2H0kMZbqmqzPGEJZFMmR5Maabum6Rer6fBYGCJk1Yr1+rMVUp+eYryUOoa2yVRqywqJxaaBNBLXv1mvendn9Kr33SKNtTG0b3Xml72lvfq1e/9vF5xytf0/Lf8SM858d365T/X6KNf/IbW2eAAL8pCRbenmc64vu7k14ZhV2O9Cd3qevtpmW0YKRVel9L1MgrVTn70itDObu8xIY2PLdOGakKnniMNrDzVl4aWnTkj/flf56nnvlfba1ftPCl1na4qykoznh8zrK13Ovvpccfr2Oe8Tp/4yrf0S++/3/3jLH3q27/UCe//vA4/+sX683lKe5zEzIx95n8seuUp39KjXvAWfe7bv9GP/3SmPvn1n+jo496mr33/VHXHV6iuQrUTUvgCkTR654e+qHs/8gV6+Ylv11e/92P96Z9n6Gd//ZdO/vQ39LBnvE6vevc3tMqODaNM473v01/Rq9/9WT3vHZ/UN/8mPeQpr9ebP/hp/eq0VfrCz/+mxx//Dr34HV+St4Me9uQ364Wvf5d++Oez9MUf/1Uv/3+f1BNf/jGd403FU1oyduG9HZ5z8OEyv7cVBLKfGYGMQEYgI5ARyAhkBDIC2xMCxfY0mTyX/wCByoF4LRHkOobVzMyM+v3aQeCY1pu/0SbTV2Rcnvzx/9PyHXZUvXG9bnPg9TVuXsfkeFfv//ZZeutnfqrO+K4ad7T64Dsdoofe5X9UDByCLtlZH/3eX3Tyl/+g82xz2Au97H3f1G/Wd1Ut3VG77bxUj3vQ4brP/9xAE3LUOJgRgbdsfMr2+drLmf1CP/j72XrbZ76ps/tjIpCc2rBK5cRy9Sd31dd+d65+drqV3WeNh/yHxznqhSfp1PWTqro76uCrXVFPe8CddM29d1HVG9fPz6701Dd+XBt60hp3W61CH/r673TKF3+u9d2dNTW1UWP1OmnqPAfT06o6k/rrP1YZrKGq/gYt8RzKqq9O5fb0enWHq9TTGu25y4qUBDjLNh/xkvfoZ2dMadVMpf13m9QT738n3fbG17Htvs7WrnrR2z4nkgADJ2TWW/8TX/2zvvyjP2udlqvXmVAx01fZH6qsSn3n+z8TPpQku6IrT08qxlTVPfWdQSoMmN/qFB2Nh3TLm95QS3u1eFrkH6v6esBzT9HLPvJrARFfi9o4I21Yt1H99RvT2vcldZfs6jVfruliZ1W2MTAP/vrOjlpdLNdvzlqvz/34jxoYb76u1amHKq3nzIjLUuv6lZjHB/7vu5qOjoYza3XXQw/SUttBr2CTuV5UHftdKDyJFW7f7ba31JC+g47e/7kfGEWpHpOmLfvC9/6lDbFUneG07njLg7TEm3Q4rLWhrqSxjsas45r+cvpKnbuxr5hepxX1Kt3s6rvo4AP2lmamNF1OamrHq+h5b/mYNlh/2pj2XX76m6fq8z/9uzaO76mx8Z569QYNB9Oqy56+9aPfaNWU/VTXa9FNazpwH/p96yc/0+TyFRpMr9E1di91+wP30V47dTQ96Ou8Ygd9+od/1qmrJbAo3afyZDaM7aRzi531rBM+qn9vHHeia8aurdVUZ1yrervoU79drUe8+CM621nJc/69UrVtrXNGaU13B/3wb+fpmz//hwbGulYhF+pP9xN+bASSPR7m4nlnqxmBjEBGICOQEcgIZAQyAhmBjMCiCBSLcjPz8oOAdwBBeO0ZOw+hesYhYx3qq6eP/d/P9RoH4C9429d1t8e8Sf84a42D2int3Nmohx95qMqhHNo1QeNbPvIlrSpWqIpxnfjaR+o+h++ne99hb33grcdoysmZVbFM7/z0t1JASJD5lzNWq3JQvmaq0suff4RuduBOOvqeB+n9b3uhXvqcx6kTSkEjfvWdPJgqx1R3x7Rh4xo960lH6+NveYQ+/NZHOlmzXjzBsq7YQc9+9Tu1si8576I3ffB7OqdaqjVVTwff4lZ6zhP+R7e9+U56xdPvoKvuu49mejvon+tCP/njQE6Z6DxJp3zm65rY7UoO9ENH3/eu+sCJD9f/vfOJevcbHqvdl3Z1pV2W6epX6uh9b32mHvng+zmwLzSc2aB9dt9JH37zY/WRNz1bt7v5Aaps631f/YfOHIxpZmKFrnfgTfXK595bd7rZrjruqJvo8DvfWWsG4zpn45i+8J1fa8r6JHTe95mvaDC+k4rehA7c39id9BB98i2P1cPvc9eUwFm/dnVKdpVlKedC3KsQIJWdkphanbKjYX9GznHokGsU2nN8Rrt0pzWzYb3nuFwf/+4fdZdHv1FPe/0ntdJZiGrppIqJJalvKamKnrGb0EYnO9xMYwxcGZZdTZkGtj+YWqfDb3MTffStD9eTjr6vJu2CPOHp/rSKbqHTp6Xf/3O1IsL4DHXjA3Z1wsMKKNkW60nwDymG6pp36MH7eS9tVOF5fO1HPxdYnDOlhMvHv/h9RW8nLelUuvstnZax/Ymxccl7YmizDN+TtPuuO+oqV9pdH37ns/XxNz1Vzzr2bnrWo2+n1xx/tKroaEN3B/3+zDXi6Y5er6O18np//AtaHcu0dmaoq+yxzHvqGH3Ya37kXQ/VoL9RvV7PSb1CUxs2+GiQ5yEnTKRdly/Rsx9/jD77/56uN77waB37sEN1wvPvretf/7oqlu2qVVqibzgZA3ZQpdBMXaocX6ppJ0HueNtb6RNvfYLe/qpjPf9KtRNka50wWjnoaN89dtHnP/h0ffBND9M19tnDCaVxbXAi62vf/7lWe9H9Fv/j0PhYV4WPEXn1IlJF+ZURyAhkBDICGYGMQEYgI5ARyAhccggUl9xQeaTLGgK1HZqphiLgGzoocx5CS/zX/o6D9bpYoq//5K9611d/q8//ZqVWdnZXObFU19lzQu948cO09wppopTo88s/rdO/1zmz0luuq159f+3YJcSTQ0g5WJR6Ze2/9k9q47CXAvQU+q2fVm8wVDhJ8uGvnKtuKRWSxuzMcpfLTGMmeDPDGXU6pYbrztULH3U3HXZNaW/LrmB6wwuPVNnfoA2OrM/eMKPSYw9D+vr3f6X1Dk7HiqHueberiAC9sDGH4Xrm426rTlSqVOpLX/1Omv+vT5f+ed56zUxv0C7jAz3k0N20r6RdTPu63wdee6xucMVSe9r27m6PDTconEDoFZU606u0j/V2GkqdWukphu/97Jc6e611io7ucMfrpzGmrFOY7na3fTTW7YnE07d/9getlvSP9dK/N1Ra1x+q6K/W84+5ma5ZSnvY3n0O2UP3Puzm2mlFT2O9UN/jdm3HU05jOfelym2jrF6noxXm7u72e1/yYB1+7T11hc5GdYeF1g6X6t+dPfW5P63S7R//Jv1klcTviMxYtw/VlRNfM7ZVCz/Bn3EKbbTFvgZT5+j+t72qnnyPK4v53vWm+6pn/7w0nk/HFqSv/fBszZRL1HMy4gZX2UM7lLKtYdonjFNZi6dewnuijBmF285jaJ8rLFV/sE7nVaW+/qdKxbjS13JOPXvKCYyudh4vtKN1x4zx9Kq1Gu+MKerCvkrFcKCr7Sqd+PyjtVMoJT7YP3i0zw7SzHonk5zEMAoCq422c5Y/zlg30KAI7brzpF7yhLtoL/N3tv2H3mEvPer+d1KvWK9O2Vdpm9jq2fldS+mNz36sbnO1Ma2QZJHACrrCbrvIy6epgbTSY1pdtXwskN2qXXMi8LbXvpKeeZ9raA8DfpAndLeDb6COE1RjHuTKe67QW59/d13dxvZw5yMPvaH32Iyx7+nMs1drsmdbtqconFCZca1SBB64mt8ZgYxARiAjkBHICGQEMgIZgYzAJYqAb9sv0fHyYJcxBIrC0aF9quqBCBinhn0NZ3+Lo+NQdbJ0KO3AMDoT6k0s1+TEmK6wk9SRO/ldmX712z9pYtkKDR3k/eXUv+mxz/qwjnv2+0zv1lOf+x4N16/RhJMaS3qdFGwy4t1ve5B20FoHvn19+OOf0iOe/i495TUf0bSdqAqJrxqRLHBcqrGxMdX41J/SAVdYris4fhyf6cuxqINsacwZjKrb1Uz0NK3mtWHoNEBvuSonEV740o/rSc/9iI55xsl6wjPerpe86BSNeb5Lykp/+O0v0tMKvz/1PI2v2F1Tg7722nMnOQbXUgfWjDHhsZfVM1rhwLpbb7TPUlENHGjXiqJWf2qDbCrJw4mfkPTPf69UZ4y0UKF3vesrevTTPqJjn3aKHv2st+t5z3uvJrtDxcw6nXrqqdaWzt0gVeOTkhNZS53Q2tU4TDhpsmO1UTtb4+p77ara+sPpjR43zJED9WEq+ag1VE3AXlvmOXRnZnRF23j2w2+jdx3/KN3lxlfTZH+dzZcaTuyi8zq76jHPe6PWurPjetuSyk6hiclxRWDNAr/LRLWKMeNZ93XcQw7VnuYtq6e0TFMa09BJjdo7JeQp6MOf/6amnRABp4fd+7YyPCnZUCrcS6kuJ7I8hDkDk1RactitbqBdlthhr9nHv/ojnWnex778U8XYMlWez7Of8HAZHfW8N7pjPe+PfppvWK8yDU2kF9a48YH/+6le+uYv6Ikv+Kie+/KvqNPpaWxiXPxvTSS0+tZdTaU3bllHM2vP1a4TSgmg3cuBdrF8z+U9RX+9hv2+xid6nqXxtm3nZMSPLW+wzld/dLre9sHv6lmv+JCe88qP61e/+4MGzuT1P0LGRAAAEABJREFUxibEV5Fq6/CuvH+6RalJJ26ustuk2BU7d6VxC3ddUqpbTauaXq/dd1quJeaN1UPt6nlea+9dnUDpqj+oNfC6Mr/Scp4CqnystfbNSliw/i3By5QRyAhkBDICGYGMQEYgI5ARyAhcfAj4lv3iM36Zs5wd2gyBMGfgYLXrCgFpv9tTZ3JSww3n6C0vvqe+/oZ76iPHP0BjUyu1fsNAX/vxH/WRb5yh1Vbuu2/fEd3ZZ5+tdevWqnawuHaqr3/8+xydeua5Ov2cVTrjjDMUM+u1bPo87ThznpY5Gpx0v4cevo9ud8Au6m04R+PlmP411dGXf79Sd3jM2/Xe75ypdWU4USF1rDu9oa+ew/CJbkdLxsoU+E/0ug5cJRcaDmYcTIbK8TENJBHorh/UminGrLCD/r1yWqeetVb/cPn38zbqrJVrtcxavQ1n6Dr77a7JkFadu8bBdld9j7jLHnumIH+sdKua0bgTQXLyxabViQlVrlQOjvnfWsqiq3EnQXjqhUCWwJ2gd/VKf9ZjThTUOufsM3T2eWfrjPPO05nnrNc5561UMfVv7dA5T1e/4grryHOQ+L0ag6idd9jNI0hj9n+8nFAMpSXdUjGY8nxDlRM5+FBH2J/KfTcq3GOIZ/bHWRzhT2nfnYLRQTtJL7jfNfSpV99De3XWqNiwxkmCCa2ZmdQPf/dv2VN6qq6mNJiess2iadsmeDKn6WlpbHypeh6oNL9ykqpX9DTmxEgRfQ29PvxWzemr1tte7WTVWl3zChLrF3XhslZPspbUddInBvJ8ivTkkldJ9z5kL41tWKlzV27Q137yV50j6QOf+5Y6XSm8d66yhxJO/ZCmNK3SGzai9rjSoOzoPEkPf+F7dNvHvEmv/dxv9PHv/VGnntfX7/56poqyp+HGDfa1L8YynCIpMuwP1HWyZI/ly5NvE13SG8Pk4wonbHr2c8x7ev3adfZfWu+x13kSn/rVWt3qmDfrhR/6jt71pZ/pF6et1s//erb+esYqyWMNBgOVwzqNZbfUc9JmxsfFsD+jZeOdZH9gwYxpMPSaep95W4uvtpmliDL5Y1VNO3m2ZKmTM1GI16CqNeFjtFbHc/c6+fhj3yFrKSLaai4zAhmBjEBGICOQEcgIZAQyApdfBC7mmTd36BfzINn8ZRuBriNWwi82w7QTKwMnDnZY5gB0nTRh16/pYPx/b3MjLXEgOdWZ1Ds+8gXNOKImIHSsqQkHnsuXTiqqoQ684XV1wquO0YmveJxe9+LH68Tjn6J3nfA0nfjsh+sNz39sstepKy233Wc88g76xNueqFtfdz8tc6JkbNmuWl3uqpe/4xOasjMEm5X1JscnHOhLjkU1bca0eUlmH6Zc6fWWir/+j3U6sthS+z027vzHUP3hUE950pF61Ysfqte/9JF67UsfpxNe/Gi94bkP1smvfLyeeex9HJZK4dDURtQbW6J/n7OalmacBKiLUhvBxImNGXXVd/AKVqWD28pJnMJZiygLma0BVlzpSLYzqamNMzY50LOf9gCdaExe95JjddLLj9UbX/JYJ6qO0pte9Bi96GlHp+B6zPPtOjkQDqTPOm9Vmgdfh+kzoVKanqlUlF05RlfpEjbBd2UsO5633KOIwgmmWnURGnZ6qoqeSqeHJpzeWDHcqL29mG995QMUg2nbKe3vuP7y93+5lPWkejBU10mb4bCv8Bx4M5e+Ew6dslTt5IPdTLLSY3kkVFTVpRMc0kc+/xttdD3c+eDrX12TliYf7WykWSp9llGpSQAUCU9SGDtIWl70teNOu6lctptO+exa1ZM7aTC1QXe//S3FExthHQx0nGXoDzYa82Hyfcr817zru/r1mdNaP7azOst30kMf/AA98Zgj9ZpX3F+192Xj/5DuYjwvq3q9jlGrtWr1msSvPLPaazy0PdZ5anoono6adHJxYy15avqz8yUveOO7tLJYrlXDUjc/+KZ6/COO0stf+Ajd/tDbJp+YW8drUtmOu6m240VZKiKM4ZTcTFRa3mXvDGdUlLV5tTlq1sI1by11ilobNqx3S8nHThGul5ryJ19dW+fmlO0OTWYpwgwqmII8Q5moQogyZQQyAhmBjEBGICOQEcgIXHYRyJ5tOwgQG2073mZPL3IE5gMsgmtprFMqNKMpB9+VAzwGHPPHQ+66v1bEOvWW7aCzq0l99WerRVLDIu17pT0dr9Xq1ENtOOs0HeDI+CAnYG68i3RDl9dz+2Z7SQfwdMFQIugn0Ox68P1s/IUPu4k+8Mr7aJdyRnU95kTNTvrhn4YpYMT+9Mx6hRMDg3KJ/nRGJed4EjH+b/8h641Z3te61WdqmTt0IScMxgZT/it+pb3tw03sS/JpZ/tkusmu0nXs1xIHmujvs8dyTXQqTTjoPfVvp8kxs9ZHqTUObftOIJ3ncr38ChkfqXQA3HVgOzO9UXvtfSUjJvWjqzIkT1E777aLSgf9VVWpv1baf4V00G7SDXaUDrQ/B+0sXXdXaXcPvlzSzk5UdYx5WZaactR+rqPlDT46Ib668tM/nKp6fIVmqq4x6qanHmoniuogIdBRwb/agHoNBvbhHxuk82x3Sj3V6qjbC5dS17xu0VVVDjU03lfYdfdka2i+HNhX1qqiEOsDDczvRqXSCbaO50IiorROp5D9qFVVpeddylNMX/EpexPqxkDHPexwjbtzWDdsd+AskN1Kdj2y6o40LCpVtey5tMTjPPGYh6kaTmuDkzof/dyXrDOmsWpKdzn0WupaXpowUFleeq4kamB5qvrmL/6m6XKFhhtX63XPOVzH3HZH3fEa0tW8xhPeqYOpoYpyEnV7JC31RAZ1X9XYUq2Nns6alvqWTtsb9tePfv93lTvuovUzA5FQYSww+sUfVmtq2FXXft70arvrhQ+9ke58nULsp13HZxTmF92O14lZNjaHEU5uheqQ906V8DZ8rkuKWtHxzIxRXc2oI4m5gj0KZmvcBwprUFuGfHpYiDmfYYf/sFICe7svbKGjuZet1CaDNjQPauQNT+abnd8ZgYxARiAjkBHICGQE/lsEcv+MwOUSgeJyOes86TkECkdX1XDgdpGCvHEHdtUMQWGl0kFgzxIC3Su5su9OPU1tXKPe0uU66V0fFEFnbfntD9lf4/WUYrBRf/37afqbA7yN5mMVHeg8M/7w57Md0MrJD+k9n/6GzrUCCQoPo6XWv8KuexLPa2LcwWrXAaZ52B9zcErHYTGuF7/2/+lLv1yvf1n2O3d+0vPfqKGj1MnhOh2w146i14Rl+++5XGOD1eoVoac9460pUCaYdJeU7CAY/eGv/uy+SsHr7RwNd6fO09TalZrql3r9B36hM2znLNNvV0tHPflV+uw3f5XCTwJafudi3JYmlkzq578/VWdb7yzHqGvs8Jjrt735dbXEM8X31534tpRsmTLf8a9De2nVjPTnU9c6eSAZWl1hB2l5b6iZ6fVaN6j1ind+S/+y/pmm17zrB/r2j36ljRunNNYdT18H8jCWtG8H6qpTciMcfa+3H0ce80zd90lv0F884X87QbDK2HlZdPJH/pzmsHyiVn/Vv3TzG1whzR9LlaP3Ga99WQZN91KicIunUuSswowHrmbHKqNQFIWmKuksr+Xqfld8laXbX6s9nLdY4mQJiYHadlubNqWiNLcIm6s0WcjWJDC94QFL1Z9arcKcYoxdV+iKy7s6wEko5xxUurNzKCqKjrrO5tRVXwU80zlnny2eIJkcG9eyMSWM7ZJ++ruhBrZX9sY8nhX9ps8eNr+sWxn/KRVOqDz9+I+ItT7Nnd74oZ/qY1/6phMpQ/UmJlV0PK/ZfqtXrdSS8Qn1euPmj9u2Eq2rpe9++zvq9kqvz5TlHc9a6rgfb5JqhSfAPCozXE3yrmcwnOmLp39kTDqWRT3jT7+tNPAcB05i8bRLYda0/XMuRZ/+9t90r0e+TI94xmv1uBf9P9GDeQ7szXDY916wImC5z+g70uq3HCy29VxmBDICGYGMQEbg8oZAnm9GICOQEfjvEMh30/8dftt0b4LkwsFVt2y2gcMv9devV8+z6talOmY4LlXhYNThr57zhPtqReno3ImLszbM6F8b5NBNWmb9/XefVG84pbXlTnrwsz+s2z323XrAK7+sR7z+mzr4UW/UHR9/gt74me9qlSNJ51X0ug9/W3c+7s166PEf0/Pf/ws96tXf12/+fq46M2tUbvinrrOv0isFlwSUM9NSd1zriuV69kkf1J2OPUX3etq7tGKvq9rfgXaePlcnPfWBGh9Kk+55/DP+V+P9c9JXV6YndtftjnuX7v7Sz+hBr/6WbnHs+3WLR71dT3vzZ3T6msLzkyb60iHXu7J2mSi0wTbe/eVf6a5P+aTu8Pj36V7Hnqi/rgwVEztpI25IOvCau6nor9fGmUprujvr0EeerMMe8wad8pkfyN31vwfvrhUbTtf02tWanthNt3jE/9PdX/xZHXn8F3X4Mz+i/3nsyTr6pSfrZ39fqQ3GeUlId771TTRe1hr0lunTvzpXhz7+k7rdsZ/Qx37wV220TqfuOzif1sRYoZmhvCpFCsiHFaG027axrt/XBgf2GzrL9Zd1PR3xjPfphh77Oo96q27x6P+n933jxxpEreE5f9ORh9xQyz2Xnok3Af1k1ys+tHEzbMZjSL0Y01L7VDiJwW+WELB3yAzU3hleTxXSa976fVVjy9WdWadj7nsXsSfGi8IJkJCs4yFtUer7s6+e6qrQ5PgS8fWZMfMKj7Tcqte/6t4aq50WcIKstN1Drn9lLbMjE5ZZTWVHGrqvnADkaQ3YpbG5zY2uqnrNvzWoSh311I/rRe/+rZ78xu/rJW//sDb2lmitk0ThpBxIDe0P8773oQeps+50dbulfvivWjd+xPt0+JM+pHd+5TdaMyhV9rreP7X60zOeh6dhP250wL7qb1ilmXJSX/3Vv/S0t/9ar/7kabrLUW/WmWutYCeXdEPDmQ1pbTyUwjiVReVEWNdJlvFkq6M6JbG6lk040dXpdBThfu5fRuF1lgael8bGUvKyHz3he3ScKPKkf/vP1Zqe3Eury521ulqeZAO5/3BGRVkpCklhRbCqOsleKV6VPyAUXM3vjEBGICOQEdi2EMjeZgQyAhmBjMBlBoF8R32ZWYpLyRHHW3VFcFWlIG+X7ox2rdZpydRqTfaH6tTSuF2bMF1pqbS71mhi7T+1U6/SG179DofFjfw1T7+77n7L62pJvd6B8oymbO03fz1dP/nl71U5AiwcWO+2885KTyLY5n5X2UdDB5R/Oe10fet739Opp/7FyZvV2kln66VPeqAYD+p4XNwriATraT34Afd0YDjUdL9SWZcarP6Xxtb9U0+83120rx1d5mRE6eQL/4XtK5/6cC2bPkex9jzNOAvwz3PW65d//Kc2DG3MgeawP9CyJbK/0oqO9KLH3EUH7r1Mu5XrtcN4V1MbZ9R3sqQsCi3rlRIqm6UAABAASURBVLrmfldU6a78T0P77Cjd7FpX1PjUv9Xrr5ZhdCAfDpYnFYZzXzv/5ucfq73HptRZe7Z2XL5c/zj9HJ36z7N01rlrZXhU1UOt2GlHLelIhlaPuOfBOmC3UstmztGSbqGpqSkH89Mee6BnHXMf7TQ41/P5t5YO18ju2JdShfHpOclR2IPSOE/2enIsryPudKjxnJbBV3QmVTgZMozSiYoZ7dzZqMfe47Z62sNur0lZxf4aOu3mTNTS6bO043Cl+C+PPdW0DmMzqzS24QxNOGFVWrfwqKzJcFBpOiSSYz/8w9+0fijtZIMHX7t52qWyktXlfIFHkT2U105aVs5oef8c6by/iSTS0MmTce8FfHjgYQd7nmdol+pcTaw7Q0fe/mbawWMUda1h7f59aXm1RsvrNVpWrxN9lnWkx9/vcO2m1Rpbv1LDtWv1ne98Xz/80U/UHWzU7W98Te0xtl7lhjPVk7SkkMqh9KA731i3s6/V2X/S5HhPE0tXGPMZLZ/o6oXH3U87TJ2hFcNztWS4tukX0nX3ku7lJIxWnqaxwVr99Mc/1Oc/938aK0OHHXJTLfO8lvaNoQEc81j4t7Se0o6Dlequ/5eKmbVGTxrM9JPNCScgx6bO1dKp8zQ5XJ/wYZ6l+/aGQy3ZuFLlqjM06bl2zRuYDIE6K/bQqn5HJOJ22mVngXNhy92yl+qDqjaidtg8VwTRcvf8zghkBDIClzgCecCMQEYgI5ARyAhsjwgU2+Ok8py2DgHHpk5oFBo6GK/qvvhr/YnPOErPvO+t9KanP9yJhVITjtKKYd/BXKVdHY29+/mP06uP+V89/yGH69lH3yvxJ+tKVyylZ9//+vrwyx6s597/lrrV1XbQzfZdqvvd/Mo68fH30ieOf5ye/YBbaLySdrGdtz3nAXrPC47WA29xgG6211Ld4YAVOvFp99anTnqM7nCtHTThKQxNG0xVOSb+j92ukwi3vmahD73yaD36dgfq0H2W6DF3vLY+9+Yn6n63uYbGmZD1O44cd3N512vupC+e9Eid/KwH6YE331833r1n2yv0tHvfRB9/0UP0lTc9WbvYbwJe/kefpe7z+iccpg++4IE69vADdPsrd/WQW15Z73zew/WJ1x+n/XeSxhy4jzlb0RnUevHjj9Dbn31/3ecGy/TwW+2nlz7ynrrPodcRwf9ySQddUfrSSY/SR5//UD30oD112FUmdXM79qQjbqRTnndffentx+mau0r19MDzrbWL+7z/2ffSB595b93zGmO61wFL9Px73kBffu0DdY9rSm996gON+5103H3vkJIgPJ0xrECpUF171sNaxWBaO0atp9zzIH3lzY/XicfcVQ/y2LfZQzrq4P30+sceoY8bv8ccfi1d0dG5c08a81nAU9Orj72/jn/YoXrnsx6q3UJaZn+cM9Lrnv1Ivezh/6N3Pf8o7WndnsIIFxp0C22w3o/+vEErB25HR3vuMKZ9dhYhvMJJKLwbVAMp+uppoBWSXv+Mh+mlD76V3vnsB6V24TmEE0tLLDvsWmN62xP/Vy/2XvnAyx6r/XeRYlipEyGeTrmB5/HaJ9xXL3nYnfXSx91fLHlX0rV3kz75huP0hifcT3c5YCcdfr3d9bon3Eefe+1D9cy7HWB7B+stz3ywJtwB/aWltJvncuJxd9H7n3eUjrjOCt1m39ALHnhLfe6VR+r+15Le9eR764UPOkTPPeouThJKXR8HO3hCz7rfzfTZ1zxWTzzsmvqfK5d64t0P1Idf9Ug9595X1ZueZN8ffpjucZvrp0TPUvv26P89RK845m466UlH6j53vIlxsC0nveyK7nLI/nqFfT7+6Lvoyfc5VB3r11Go8v7a35vzjcc9UK886jAd/8QHpP09Zrld0Hd/9DONjY9rqZOfd7vDLVK/aSf/hpUnpjEjHaqMmQp3gFwwnpImo5iR3xmBjMD5IZBlGYGMQEYgI5ARyAhkBM4XgeJ8pVm43SPg+DvNsXAA11GlG+3d1T0O3ks3ufqyJmDnKyQhlaHUvtqOodtd50o67MD9dA1+tNX8bgy1xAHzLg5tr7eDdL9b7K3jjz1cr33a/+q5D7udDrnmjtpvhbTCumNO2hQO9Xhy5Lq7dPSEI2+rVz71AXrpMXfWTa48oV2LoSbUV1e1Q3alWDCc7KkdUGtqvXbpStdaLj36iAN0wlPurqPveqD2GZOTOlI5GIigvOcgvsNf/AcztifddN9ST73/TZL+a449TPe91T7af3mt3ctKPBkx5qMghjPqVFPayb5dd9eOHnqHa+s1TzrC/h2sG+zV006OP0nwkHQaGJMVHfpLN7xiTy948B30lPvdUrc5YA/xlMRYKAXMveFAO1bSDZxpeuy9DtZrn3IvnfScB+joO11XN9pjTDtqRpPGfCkOOFCf8Ng7aVo3cZbjBQ+/g1577J11n1tdPSUwdqlr3fyqO+uIm1xZV91R6jqBVRtz/rcXh80K/5NfrNOY12NpVesK9vlQJ2Se+dBb643PvK+ecb9b6LbXWK69jdfS/lA99w/bKdyvZ7rp1XbXXW+ynw7cdwd1+1MqvVZyouN6V95Fhx90Jd1orwmRDCtUqnKnDZU0436f+vK3VDg5UNQzuuMtb6Il5lnsFaxF2S065simBl7XStfdexcddtCVdcur7+ywX+rw3Z0oVdif5R7vFp7gPTzedXcN26o1Vlbu6/UxBktt6Rb776o7HriXruK96KnYptffG3mF53T76+6oFz/2znrWow/Xba67i3Z15uEa7nSPA/fVza68o9iD4XHkvdKtpB0kHXSlMT33qEN0/OO9N26xj5xD0+7m33SfZbrXzfbTNXY2wtMbVBShMfe1OV1rJ+mYO99Qr3vag/WgO95AV1khOYekg6+8VHe60X7aY8W498BA+HfVXcd0h+vsoptcdQftPll4pWY0PTNtubTnpHTra++qO91w97Su4fUYVJV6ndCk/Tv0mhO6+4131347jIl1Hdqvs9ZKp53+D+O1QTfabxfd7KpddS2YGO+pcAKltk4RHX/6HTZiqsN13ggpM22nCORpZQQyAhmBjEBGICOQEcgIXFIIFJfUQHmcyyYChYMsvzV0AFeoSH+3HpNfjsH4Skt0Cw2GQw0GZgyknmlFqaRnjqYHQxGfFU4GjGkox4aa6FfaxSYg5z0cEFdinI3+a3tVdhXqaGh9wr1x660wLTE1uqW6jtT5Ggby0vzB1EaNl2Oa7Eyk8QmCl3nwZZbtVEhh37q1VJb+0JT9GagobbnT07DaIPxabn2eqlg2lAigJz252nUrSA5gu85CdIpSffc2Q8ttl/+NZnkofTXJYqc6Ko07WB0vatUkX5w8WOEePdcJ0iftLD6DCJ7ISYShkxryqzaGuIfPXbfDCuMOp8MJAr5mVaevZ5RGRuoONmoH2ypmao0VMnYu3aHr5Ab2e+5fu190LPT4g+l1drnvOZca1IVmvCadolLXiRqbUXdYi3Ena2mp59cz9j0DVhuAjm3gYu216dluz5iE+0fXtpw4GPPCFe7DnkBeeMj+QLKawvXzbPMHv/it6un1Wh7TuushV/cYUpqjEyMdj1HK4KtUeE2Gwpo0UcjrIqV5WMZ/RTy0waIsU1/nT2QXrT3UcGajugavY7x79m3Sfk6Yas/LrqnyBEpXlo+Xgt8S/vI0S8fDd+3LhP0gYcMcmDe/Y4I347a11DrOj6jn+dg1DQZT6sRAPSfxwhMeH5/0CKXkxM/0zIx9rNNY4Dpuu+OWdkxLbAvcDZumBtMK2/V28Up7zrYXXq+wXq8bTlZJS4wPicgxj4MfE55xz4kQj5TWvjcjLa2V9uDQ8+VJrfd+8v8U9ZR6U2frZcceoR187E56bxgi4yn7LjF+5X2ttFJ2Qn7ZjocW1FbNvfTf2YOMQEYgI5ARyAhkBDICGYGMwDaIAHHDNuh2dvmiQCBspGMicCuLrpMclXqOu7rmjbMz6oFDv0rRdXhYlE5WyAFgLQJEx24pQCwd/A78V3513MsBfuXAd8KRcJeAvZp2wEzg2XfAO1S3E7Ysh55Sr+yK4JPgdczcFHQPB+bJY4SDwXDAKveXlpW201+tyXq9yulhCiy7VV98Nafuz2iilI1WIpIso3SsGOo7wYKfveja5lCd4VR6cmWpfRtzAFsWoYhCCncbzIhX7Y9ChcJBaNdzGbeBwkEuGFlkSWG70w79w/VSpYPeiaJrzAYO/Gsne+S5DcRn5U8SBTxhICcAlnRL8cRK5azBmAfqSaod4KNT1WF7hL3hsSHZ9lATHriUNHDwXjsoBq9xt8PEu3LipLKtztgYTfHVEBISYWxlQWFvwgmRCWeCyrpWj/lMrU94Vca6MAZDz93DaEkn1LGt8HyLstTQa1o6cVDZRs8gpcTGUOZX6riDV9tc6dwzp70uU9qlWqlr7lhqNws61vNQCvBV423tOYJJaU/DcqupMM69iIRD6bJAv64TFpOFvP5OSxmjkgGdMKDveKdU4aRC5QQH83JOQlGFAiH/LbHnO5yeEogwRtDfO2IiQj2PVxSFKvevrSfPrbBMnuuE6+PeF+PG2btdY97PpX0HszFnQ1gnyN010S3UYX9bt3LCJI1l/3qem6oZkbChb9cJsjCvqGqPLftUaGAf+vapUCnZRvgYGyPxVQwUbtfWhSrbq508Ks2XE3Hs8zGvR9/2vv/1r2j5YJXe/pLjtGshLfFx1vF8vJyyqzJEWBfYWN3v2jNRIo28qpF6rmYEMgIZgYxARiAjkBHICGQEMgIXDgHfil+4Dll7O0Kg9lyIqChnqYxKHQd8oYFScOYQbChvEzcGRIYOus3SWFezAVulrgPPOhzqF10V3QlFUYgkS+l27VRGoa56jvI6ttl10NoTfSsHfmFy3T6MRaleSWjrRilF1ElGsuXaV5zUToPTdLWdh1rWG6jvhApjyq/xbkd2zUbso4PXgUPW2uN1bau0vBdd+9lTdHtSpzBHtm1JSM5FuOG3ZQP38UysWzrpUCr4xzzcJ0Kz0oHGO2OWdNTMrXA47Xp3UhGh8Nw6kstQIdlOODEkjTs5UVoGb8wRbhlSF5wLV4qOZLn8ck0RPZW2V0epYRFyDkLd3pilpWVoSCEpitL+dzSICc0w56Kr6JTqOOAuolBhu0V0UlnJr4g04bHxSTekoiylCHU8v8K+RC3LpTBucr3wmg4VkpoxC9cMh/XhTnteffEUxg32HNPn3/wMffnNj9V7XvwA8XRRD2W6iorJQEdEasHulkr1MgqPUKnjvVEYyVJVg5lLaSBnSRSelwrPP5Vda5ldhlh3m3F/20ouFpLnX9jWkrGOkHVlFoNFiLHKsKJ9KWwrPBlP01MtPKeOEgbgkICQ7ZYNWa8w1uGWq/4c2FatblmocKvwfhi61vF6dbxYY0VPY0VHXct65hWS9UMWeVaFxmJSvWJcskxlVypKy0JFdFztmkIGV4UTLGUnpFJUJWfaAAAQAElEQVSyUNHppZXgq0Sff/sr9c3/91zdaDdpqcVlOabCCU/wsjkZHqVp+DgWk7SOqFMGH1DlD8hFfmcEMgIZgYxARiAjkBHICGQEMgIXGgHu9S90p9xhO0MgBVztViDAgqQ27molGnkhC4eHKVirO9QSJRUHrJToFCpsp0iBeqPrOsKFZB/Q17wVhZS+SvGq5z5Gn33rs3TSix6lnVf01Bsr1H59hj7JD9uzCX9i39QI5PhYBJbIamwTVELWbN7WtY9NXfa1IfGik0v6z5qbldNHwrY2eTW4zbHolBqV+1UqNUgjJXadBHMf8Mq51jwKjNTyK8tbPfhuJkgpkVHChxCgSx1CNk9YbGlWymTogFIq4Rfz/sIf9dn1Tj3UZD3Q8mqgHarapdRzqdpCKNlxx7Z0tbEq46EtviKNKr/oWHgq9OrMlmb7zZo3UiVtj2i5BeldG+tqwRhVkmzxg0WeExbslLlWqkT6nP2gUXi8Yl5v1gHMIBVewZvtwQygcLtoZW40Kq6Yx2frJQmamhmEe/ntbrREcpGva/G1Nb6yxnhyX6VUi5JOiFdryXUyOS6UvDWftXa7MOV3RiAjkBHICGQEMgIZgYxARiAj8J8hkO+n/zPcttxrW5IQdc0S8VbtwC09YeK/kisFZ4WD0jBVJiVKGYTZYEwjQZxmX9hJEV1qV65WctTpVmeWmmYKFsOswkRJoOckB1Uo2bGo68bEUOl/YeG3VSaLoQbDjSpLM52cSLZT8qZKY1ndvaQh9vCzZbgd5iIR9VrWl/hwlcLzqxI1NjX/mrMxy6pdQi7KSjxIoLZPmCfbr0wpeRMDKfCVDrVS8FtLwmcT+qWbpecS6tuPymSG3wkaYyInLNCjXdouFKmUetbrmhreIPVFN/lTyatYJULfas24XrfaNDRRzhEdS2u5DMs6iaoGE/PclNRtiEcg7ENEqIhaPc+zY5Ixr43z0DzyKkP3q9W88MHN5GPD8acxkD3Eh6EKW7SLZsOD6Fu5TenCvigRdVk7msrsZ8fl7AQsE9hRJrJok3eR/LCbavQa4dC+sFpNy5/450FqqvZPltemgev9xPPHlt7u14oYp/Gu8riV2N/YlO0ESjRMeC/zsD/jccCEtpiD5fRDvfSeiqIW+ELwhK/tnMMcH88KLBZuzBJ8t5o3vKaWPzMCGYGMQEYgI5ARyAhkBDICGYELh0C6m75wXbL2doUAwZWp8qSGJkrIVaXgzIFdmJpgfU6iuZf7Ut98I6FL9IeUOuWmBNcacnQpESz6U4kx27Ltuqo07nhw0sHjEs04kB6q5HsMVhxWeMzIEJ1leUNYSMmMhu3Pwj2sF666xicFw+FH4WRGKey55YRA8gldyMqb2EJu3mbvWV2PkkS25CFoeQIYTJEwXItndV3z27zaY6dA2E2/6eVi9t20Uhd0WjJm4QlAs4ousOWifVveVkl0JDfMsJY/N33Dm1On0pLHAc+G6NP4I++Lwoh3nHwj6ZWWxc6EiXqaLuqbEKOMUMgYySO0NmeVPbbf5jdteqQaTChJ4FZMSR5yVoydlhJr7oNu+ASJxIP9b4ToU7MzFKOUWI28Mh8bLubepWsQM2jIjDm77jGbYIKbJpoqCz8a+4nrAbCXhjXDzZFuVZprgdB7AJw3kbcNSvtQz5JSUsXG3G+OZ5mbZuZ3RiAjkBHICGQEMgIZgYzA5Q2BPN+LBoGRu/iLxmC2si0hUNnZQaLCwSlPDlBCTWBoOUFnSw7A6llyJzVRXqUU4UmWqAlqCeYg+RUteZzZJERYRsDI5nMKIaUwUsDXGHQH27Q/lSUdK+FP19a7/ks9PwIq121CRTEm/ioP8VSNOyafGvvuaP3WN/ooPVXhkcOa+OKSkdyyGhZpNR4RcGO3aaEBoQOZW1i3MM82/Cn0kUCyf5sQ+CVfOvJADcmvSO66MvsODBay9VmGNDQPUrLpMVuJExgNr2WMlGG7NpWGdX8k+AVhGysWOw2itF7gJeNdOKHkrtr0Zc3afs8xvY7WE8ZrY2mj4UlFwtZKbrvpSmX7plppDLls+mAPUnrBxh8a5rqPmu5qXvBaisRC2z7wNaJktJ1REqaPOmHV9mpKeJWlkIvm7TmkdcNwzRM36CqNX0qpTEPgpNoXFipWUz1j1tG09TZKTvaJPSW/kj56rgQkMQ77aWDfhia5b4DjrDrypv9AcgKRJ45AHdewpNTH/tmcoPRkkDx2Q5p7Wce6qAzNg2xRlBC2oLAsvzMCGYGMQEYgI5ARyAhsQwhkVzMClzkEuPO+zDmVHbokESDsqlNQVjgIkykY3n/5pkhUp8/z+SA8WyBORuS4r0gk25UDyIasuyWbDnAb3dJKhf2qVA/5wkOtQb8vnoIoHXLHbPCOGWgzD2wnbCG95yq0Cn+EfVIiWpBsU/iIMWssfAcye6M5avrLrxQIp7lpRKr0wq8kxy40y4VHM8mT7dKSxi9Xkh1KdCDqyT+SI1DDUFIMzb6amdDALsEzdSX7mvWw4URqWYsEgKlpN7L0Gf6EXKS38UxlQq2ppbFdJV/gwu92/NGOZo++mQyEyqxNekGND/YJufug4iK9m7plqdVoq3VAF/BqOl+AUiMujAvUoNWO18qaMvmJj5D1EzeNQfojtYxSYUrMhjH7Oc9pbTMXCAV4GHXpojQhgTab6ix2pceH6J105gdIzcRf8JHs2bYdXCDJzYxARiAjkBHICGQELloEsrWMQEZge0Yg3VdvzxPMc7sgBIi+HMjPBmdo1wTfBOwOslNE1u4SB2CVFaAUbPIVBrd5h//KnoJMzJms6r+Gl+pbSFBfYxNC4ACQZAJ8i+Gq+d0Kd2TcWV8KD15a2omwuFK3MyZV+NrRYFDRNaVACGGbgLLhbRokDqzXt6VKKeiv3LTNKpESD/7Q7WFK0HQlOxf20SOZq0RKPnU8p5YKyTqKqrHtepjT6Cn1qd2GXEhUKtcgF8y97xK2Cyk9adKxlaavXMMHOJB42YfaliGam5L9sVwVZbWpyIOE+xWJlDDDfkNKr9oyJUrN9OFu8uQakl/YNwNdQ2TG6LtKUxx6HgN1NGNbzDGN0SbmwvomzIB37Xp4EOYZ3j8yutbwu1IyZplrRsKs2U/ZrrxHhh5n6HE0Oxs0NqHaLSjmLRgZensGlkVDzfjU+/7oW1aZXKUv5CqM8PhhH+kmxqViPzS3Z9g3Unr6xDLmV6FHZ/oaA5IjzW/sVFj1FAul8d10F/MKKVxLds2kXxpzYF3ja5Fakl8AOUtDzxOqOSZdx24az2p0seWEVEm7nZfrNsxnpoxARiAjkBHICMwjkGsZgYxARiAjsFUIcI+9VYpZaXtEgOU3EZB5egRgmwZXlpk/+m44TaA3ym/q8JVMVA5ba1PDn/2cHWe2lQoCvXDQmBqz+rWZfqdAk99MiSgVRTOyKktqif/Slz5uNQPSaCkx24aVqTqYlSrXCmkRPyyYfVsuqGliCmpazeesxaaRPmfttv1mFejXUlJb5AM5bLpA8yPDNc357foib/ok9lwltdJHazs1/EEbctXvzUZalLe5WfpBhnHemPsufPNkBr2NjYN7QVZhbV2ktyWpTBsm1UYNNtJmpCSc+8DqPFmD9XRXv+d0Nq00tuAtqoMxhJuRbW/G25RRO2ECJe6ixlsb9oG1TIQ2fFM7dluyhxa1o7R759QwsYDmZR4raUthpkfRvMl5mfIrI5ARyAhsRwjkqWQEMgIZgYxARuCSRoD77Et6zDzeZQoBbwEirVkKl37bQ/MJ7FxLb5gmv81tZYuVSoFbYa1SSn+3p6RfEqS/uhepCr+wjqyrWT6CMA8+P2IaRUejsvTndRQkVJVeqU0PE/WWkpBRTCP26WhNRhV1aJN2ksDR/AubbsG1taQR6RPO5oR6yxWvljHrBza65qODaCGptT2rb1XhZ0gUal+0U51KS+6LXWhOliqjH0jnKdyH7hp50YYSiwo0q0cVSs6kSuFqYanSEjG3khr+Q0ki6zRUSA0nXEm1ljNb0scyv5NU6dOyULJRSlhP9ebDDL9jlhKPxmw/qpDFm75hQskaXnuM2T5JMcmoLeDDMiGG2vHQan2jrtZWmo85JAVdD/NDfpnlqlL/VGkZm5ZhGZzUR35RgVylb2F5aQqTWgoJGYXmXoVrkAvemwrhZMoIZAQuOQTySBmBjEBGICOQEcgIbMMIjNxVb8OzyK5fogg08RdbB2qHpg41bXRGqeH6s2VuWnXLfZG5xpsqRF0pOGxqBIeJZpubFraxKcMteLMUbkKzxWzVLSWTc+25ijZ7IWppXoj92daIcKSquQFgSgub2vIL29CWNTaRYN/kdxpjE9lmjQthd7O+izPacdtSae02HyfcHXKhxlF0ICm154RNUwteiKEF7E2bcwqzdjeVLmih05JF9IVcnX8jn28tVqPLKDU69DNtLmjEi322uiP4wdpMdZZJAanVj8005xnIWprn5lpGYCsRyGoZgYxARiAjkBHICGQEMgIg4Dt8ikwZgYxARiAjkBHYThHI08oIZAQyAhmBjEBGICOQEcgIXMQI5GTKRQxoNpcRyAhkBC4KBLKNjEBGICOQEcgIZAQyAhmBjEBG4LKLQE6mXHbXJnuWEdjWEMj+ZgQyAhmBjEBGICOQEcgIZAQyAhmBywUCOZlyuVjmPMktI5AlGYGMQEYgI5ARyAhkBDICGYGMQEYgI5ARuHAI5GTKhcPrsqGdvcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBG4FJD4BJLplxqM8wDZwQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICNwiSFweRgoJ1MuD6uc55gRyAhkBDICGYGMQEYgI5ARyAhkBDIC54dAlmUELhQCOZlyoeDKyhmBjEBGICOQEcgIZAQyAhmBjEBG4LKCQPYjI5ARuLQQyMmUSwv5PG5GICOQEcgIZAQyAhmBjEBG4PKIQJ5zRiAjkBHYDhDIyZTtYBHzFDICGYGMQEYgI5ARyAhkBC5eBLL1jEBGICOQEcgIjCKQkymjaOR6RiAjkBHICGQEMgIZge0HgTyTjEBGICOQEcgIZAQuJgRyMuViAjabzQhkBDICGYGMQEbgP0Eg98kIZAQyAhmBjEBGICNw2UcgJ1Mu+2uUPcwIZAQyAhmByzoC2b+MQEYgI5ARyAhkBDICGYHLFQI5mXK5Wu482YxARiAjMI9ArmUEMgIZgYxARiAjkBHICGQEMgL/GQI5mfKf4ZZ7ZQQyApcOAnnUjEBGICOQEcgIZAQyAhmBjEBGICNwqSOQkymX+hJkB7Z/BPIMMwIZgYxARiAjkBHICGQEMgIZgYxARmB7QiAnU7an1bwo55JtZQQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOwKALbVTJl0RlmZkYgI5ARyAhkBDICGYGMQEYgI5ARyAhkBDIC2xUCl/ZkcjLl0l6BPH5GICOQEcgIZAQyAhmBjEBGk1cFiQAAEABJREFUICOQEcgIXB4QyHPcjhDIyZTtaDHzVDICGYGMQEYgI5ARyAhkBDICGYGMwEWLQLaWEcgILIZATqYshkrmZQQyAhmBjEBGICOQEcgIZAQyAtsuAtnzjEBGICNwMSOQkykXM8DZfEYgI5ARyAhkBDICGYGMQEZgaxDIOhmBjEBGICOw7SCQkynbzlpdbJ4OBoNku65rQanhj6qq/Nm84UNNa+s+R/Xb+qjNhVbQgRbyLyvthb7RhvBvOBxSzNHCNoIWZ+qjOLQ22nKhnPaFpVFbo31H+aP1xfwZ7bc1dexBW6Pb6lxY/bbfRVmO+tDiAK8lxqJO2VKr17YXK0f7tPsB3mJ9R3mj+2Qxu6M87I22R+uLyeBBo3rUR3nUoZbf1mmP0iifOjQqX1hv5W25UH5Bbfq1tJju+ckW099aXrt26DMG5WKEDFoogze6vsjhUW4NoQttje4lrbOYX6NzbeWUEP4hb+ttCR9CRnlhaEt9sL1QBm90Pbd2HPot1F2MN6ozKh+ttzotry3hj9ZH26P8tt6W6G0tjfZpsWl5bbu11fJpIxttw4PgQZJoXiChC7WKo3XGaPkXVI72uyDdVr61fbZWr7W7sKQ/BL8tqS9Go/LR+mK6/w3vorDd2mjLhf6069eWC+UL21uyM6p3YXRGxx09xrEBYXeUTxuamZmhUNsfXSgx/4MP+kJ0bUvqi9GW5K0vi/W5MLwt2b8wNv5T3a0Z+8LqoA+dn0/IofPTybKMwEWNQE6mXNSIboP2Op2OuMhEhCJiLqFSFPPbI6KRXZjpRczbiojUtbXJyQ5KzNmPiEjjzzYvc0VEbOJTxHy7LMuEWzunhW0CZHDGABdvcEAXigghj2jscSFFzpqgj86WCPliFNHYWkzW8iIirTttxqNk7IgL7ovuQoqIC71+EbHQzEXaHsWtNdzy2nZE4wNzb3GIiDSXiEhqEU2ZGv5o9Vzd4jui6YNd9gOKESH6wpNf7RrDczO92SfIkS30NSmMfEQ0Y8BaqBsxL0MORUSaF/VRYjz6U0bM60TM15G1fUb3K7yIeT3ao4Td0fZ/Wo9oxoiIRU1ExKJzW1R5K5n43q4dXVoMWBvayCmhiPnxWz76EZHWXH6BG30j5s+NZp/vO2Le7vkqXopC5sTwlOzldv7wWoqIVEUe0Zx7IpoSAVghoy8Eb2uIPozb9sEO/SIi4Y4M3OVXRIj1bHS11a+IxvfRDhGb87Ykj9hcN6LhRTQlfSPm64u14bUUsaluy9/aEtzAIaKxEzG/J8EsouGDJ7oR82tFP8aJiAt1zEVsqh8RmEnXTsZg3NZ2ElyEHxHNWBdkMmLr9LCDrxD1liJiDpOIaNmLlhHz8oj5+qLK/wUz4r+zzRwjGhsRTQlv1CXWj3ZEpMQE+4b2liiisbMlOfyIC9ZBD8IfiHrrC3UoItI9Fsc+baj1r9frJVnbJ2Lrx8TOQoqIC73+rS9tiS/9fn+h6U3a7Vw3YS5oRMQCztY1sQ1dkPb56URc8NgRF6wz6kNEzGHb8hfzISJacS4zApcIAvPR8iUyXB7ksoYAJyKIi0x7Io8ITU9PX2SuYn/UWNuOiHQTNSpr6+hAbfuCyguje0G2LkjOWFCrR30Uu5YfEenEj4wAGT51Lt7U6dfe5CNHBnEhRcaaoBfR2InYvER+QYStLem0Y3ATi06r27bhnR+1+uenc2nKIuYxa/2IaHi023lSgjs81oB5UbI+yKgjG6XFeKPyto5d7NHmBol+8LALD1lLbRs5axMx7yuyUaLPaDtiy7qjeqP11kY7FuPCg9DDV84F+IoMHoQ+5X9CEfGfdNusT+vjZoJFGOhCi4g2YaEDtcyI5ia85THvtg4mEZECh5ZHP+oRDR/MaLOPkHGcw6MdceFwwE5d15jZjM5PtpnyRciIaK4V4LKY2YgGB/xjzuwn9MCu7UMdObggj4h03oSH7vkR+uhhKyLmVLEJtXJwRw8foIh53blOl7EK/kJbcuv8ZKN9wKBtRzTrATbg0NqgjU5EpGsyeNJu5dTRafm0LyrinBjRrAf2IyIdU/g9Ov5onbEXtuFdGhTR+H5Z8efixGB0TZgvxHjsDQh5RKQkJsez/EIHcjW9qUOp8V9+YCeiwb/dO6O81jw8zgH41xL+4TOEDF3qlBGRjgPqFyfhF/YpodYneN1ul2JRQndRwUXEjGgwvbDm8Atq+43WW15bnp9sVCdicV8W9mdd2365zAhc0gjkZMoljfhlbLyITS8anKC4oIyNjV0kCZWIxU+EEQ0/oikXgyViy7LF9C8uHphArf2Ieb/ACllL3KC2em0ZEenmEB0ulpTocfKnzZMqGzduTBdv2sgj5sfADjzK/5YiNreLL9yIYJuSsdoS3vlRxKb20KV/S7QvLP03fReO1dqibGXUIdrMkxLcKaGIEGvykY98RP/85z/T2rVy+Oi0a0cdau1RX4wiGpy4QWLPYAfcv/vd7+oVr3iFPvWpT6X1n5qaSt0vyB5KEZH6bEkXPoTu+RFzQY4udcqISPOGz7ngK1/5in7yk5+kJ5mQw99aimjmHtGUbb8La6ftd3GWEZEC+dExuNEGF9aNxBLrxr5hDZlDRNMHOf0iIq0LewbdiNCojYhGju4FEfYvSAd5ROMD9UuS1q1bJ/bHl770JR1//PFin4ADfkPgBg4tRUTaQy1++Epyee3atVQT9vRrbSTm+XxgN2IeT/rCa8f97W9/q3e+85163/vel/Yz6wCxLphFH6J+QbS1ehdkZ0vyhfYjzn9NI2JLpjbhR2yOD/iDA1iBdURjCx8gDIAhdYh2RKPTYgfvoiDOidjBD8ZiXPyCt6WxIiLtFXQuTsKf87MfEVsUL+y7sL3FjhZcGF2rX6xv1iCi2UOsS0SkY2nlypX62c9+lo7n1gHk1EmQUbYUsWWcWp3zK8EDWqgT0dhFxr6hhNCjZE9FRNoryPEPwj/aHAcQ+m2bPrQjgmIzwu5mzP+QgS3GO+OMM/SLX/xCGzZsSImoCzIXEWlOF6T338gj4ny743vEpjoRsYlfEbFFGxFbli3WifEW42+Jd2H1t2Qn8zMCW4NATqZsDUrbuQ4XFy4kESEuMpzQCeram5yLYvqjJ7aICz6JRlywzqhfERdOf7TvBdUjNrcd0fDAjoD70Y9+tFavXp2CJjBsbTLviNjkAhkR6VFzMH/e856XLqITExOJx42LZl/IZ6ubXKBa3taWEY2vi+lHRBpXsy/GjGj0I5pyVrTVRUQkfyNiq/uMKkZE6j/K+0/rEY2tiJgzERFz9lkfbmbmhK5EhF7/+tfrfve7n+51r3ulR4DRs0gEftRZd7CCB0UExaLUrinjsDc4rrAzPj6u29zmNnr605+uI488UkcccUTyC72IEOO0BkfrLY8yYsvjRkSyh96WKCKSCPsRkfSZG0zKiBAB8x3ucAcdeOCBaa9ERLqZRue/oYj4b7onX7fWQERcKP3WLrhQ54YbHFibc889V8cdd5z+9re/iVdEUKRjvNVvS/rRh71CIuZVr3qV3v72tyfd1Ol8PlobrUpE/EdzaPtfHOWSJUuST4cffrie9axniX3yv//7v2l+EZFK5s4xwH6ijIi0t5kfWH7mM59JCRmODRJUEZH2GfrayldEY7NV5xg74IADdP3rX1+PetSj9MAHPnCTczOJBHQjth7TiKDLpUIR82NHzNe3xpmISGsE3qP6rMX69evT+Y066wT+6LV89NnDyFgP9MAuIi6ScwDHBmNgl3EiQmeeeaae8pSnaM2aNXP7BJ2IoLhIibluySCyiK0fM2JT3Yjzb29pXPgRm/aFd2kR6836Mz6YtHvkMY95jG50oxuJRCp7o5VT0ocSith0LhGbttG5IIqItIcX02MP4R8+REQ658iviEjnEWT4HRFpP8kvzjXPeMYz9Ic//GFuH9PfotQHm9QXo4hYjL0ZjzE3Yy5gMGZEpOv/TW96U/36179OPnI8nJ8PC8xcKs2IeRy2Zq7/rZOjY1CPaMaPWLz8b8fL/TMCFwaBnEy5MGhth7pcVJgWJ3XKIx3ULV++PP21PKI5ScFfjDihbYmPDOJCFjFvBx59KKGF9cXao7y2D7wtETrQluRbw6c/1OpGzF+I4SFjbpT77bef3vrWt+phD3sYInEjz8WQRkQzd3COaP4qC5++L3rRi/SSl7xEN77xjdNfd7h4sg7YRCdi0zHhbZmULsJt31E9xhrlb6lOH3Qh6qN6tBdSK6ekDyU6bUl9awh9qNWlDrXtxUrk0KhsYXtrZBGRbp4i5rFmrUh2YI8AmKRHRKSbLngRzZqyVlrktRCL9sYSfQIG5E984hNTz6td7Wr6+Mc/rg984AO62c1ulsZAZ3QcFCNibn2RwWspYl4Gb6Ec3mKEXrvnIiKNHdHMbXT/8uQB/dt9jf/4CA/CDkR9IbX8heVCvfNr03eURnXhj7ZH64vJ4LW0UBf+Ql5EpGOTPUHCEyyOOeaYlGy75S1vmdTpB14RkW74abPWCKmDFzj/7ne/S4mzRz7ykfrNb36T8EaOHkQdon5+hA6EDiVE/aIgbF0YOvbYY9OwV73qVfXJT35S73nPe3Tzm9887VXmjBAsIiIF7ewhguRb3epWAs9ddtlFd7nLXURShvab3/zm1Be86bu1BMYRDf7UP/vZz6ZAiWOPJ8xI2JAYZW6tTfTaelsiH6WW35atrG1vqWz1KEd1aLe0GB8e8lHfaLf80To8CN5Cgg+N2olo8IEPviRMli5dKq737Guw4lxHCR8eex0brCH9kDEW9YhIa9W24V0QoQu1epxHsB8xb+sqV7mKSDqSBGPciGjV/+uSsVvCGHXKlha2W/6WSvRbQqetU462qW+J0IVaOXWobS9WIh+lxXS2xKNfK6MOte2FJWuDnHWgjIj0BwXWjadp0ecaSYKFeksR8+vZ8iixAUWc/5qi0xL9zo/wEX8o0WvLtv+o7xHNuA95yEP06le/WpzDIxoefds+2OOcPspDRnuUFvJG2xGb20UOtTY4R0Ica+DYYspxFrF5/7Yf5agd2hA8iHpLtKEttVs+5age7Za2xEe+mGxLPPgQ/SDqEPULoohN8UC/XWvqEfNy2hC2IeqZMgIXJwLFxWk8277sI8DNLSckTugRIW6w8JoLScT8yWnhCYk+EPxRWoyHPXQouYmjTHp1nQIK6otR22e0pA5hYzFCBiFry7ZOe5TgtzTKx5e2DQ5tmxKckNGvLQkMuGDf7W53S0/2MEcuhm94wxu0ww47iBJ9CD1KbN3kJjehqutd73rppjQiUuCGjHEjmjZjwoOoQ9ShZGD2A3/gQbOsOXyRwVtYRkTSgc+F/Jvf/KaucIUr6Ha3u92cL8gg+rfUtikZjxIarbe651ei3xL9R2m0H/xWj5L2QkIfHmVLtMELPCH6QtRZJwhd2hD19phAj6RKxDxGyCFklBBj0F6shIcOPlCy/hABHi3EMWIAABAASURBVLa5oeOJlMMOO0xPfvKTU4BJn4hm7am3RH+INuNBtCnhUaekzXiUtFtC3lLLo/z617+unXfeWYceemjav+hwM4kMioiUcGqxwn/qC+2jq9kXMnyYbab9TR0dCBk61OEvRshaHeqLEf1aPnVotN3WKbHVUttGH4qI5CN+QejBZ55gwZ6IiITDwQcfnP76yXHLnsEWxzslsite8YoJR57uww54yS+CRBcJ63322SfZiNj0HIsNCD2IOjYoaUO0IXijJfWWkKG7NYQu/dp5U4e3NfShD30oJY9f+9rXiqdTeJqLfdzixvhgRAlGPPVIAvF73/uewImndN797nenp0cY/7jjjkvnI/AmuNgaHxgLjOkPUefrRszjCU94QvLr9re/vd7//venZBeBHz5c6UpXSmOh19LC8fC7pYUy2sgoW1rMDjzkbUl9lLABwaNED8yYC3UIGSW0sE4feBB1qK2DBW0IHkQdfEmYUGccrl13vvOdxXnoTne6kzgnsZ6cE9o++ATWEZH2d0RzzCCHsLWQ4EPwKSHmAMFj7IhI6wKPNn+hx2/Gp6QPfIg6hC5EHcLWBRF6LaHb1ilptzTapt4S4y0kZPAoW8JPeNhrS+otodfWkbcEf5RanbZsZa0+5SivrVO2fRaWyKDRvujAoxwleC0xp4jmmkRf9NhDEZG+EksygPMk5zyIfq0euhA2IGS027Kt024JHoQNeNQh6vAg6tjDD8Zkb3JsR4RWrVql3XffXZxz0aVvez5Bh4Qve+s617lO8r/ViYi0t9FnPowBIaeE3xLtlk8dX2hDrQ4lsrakDqEDMQbnRXxDJyIoEkXM12FEzLdbG5TIIOqjBA8a5TFmS/CpU0LoRsyPQXuUWl1K5sr5YGE/2sgg9FqC39qiDr/VoQ21ckra6FC27YjGN/pBLZ+ypdYn5G1/bLTU6uUyI3BRI5CTKRcS0e1NnZMOFxVO6px8qHNy5+QzOteI5kTW8pDTt21vTUkfLniUUERzM8a4tBfagAfBp4Soj9JCXttuy4W68CH4bUk9YtP5wYPakzN19FtfIyLdAIIbN+4kIh784AenwCKiuek477zz0qPKfP2HCz4XTGxAYEzCggv7j370o2QL2/CxRQlWrAcU0YxHHYqIFIxhS7Mv+kPwoFl2ChJH2/AjgiIR9pgnfxnme9D//ve/ddZZZ6XAkX5QUlzkIyKS76Mi9KFR3vnVt1YXvZawFxEUmxE6LTOi0YmI5GfEpiXrwo0YeFOnH/saTKhHRAq4aLPWyCDayKHR8dp2y2v16MvaIAdrbvZY+2td61rpL/aMjy4ySnyiZA/Ao++ozYhmHvgyKsM+bfq0hA59IeQQdSgi0m8jse488syY6KMTEWnv4NsoD1mLVUTjR0RTIoOw3fahDcHDNwgZ/rV8ylFClzYlRD1i0zHgtRQRbTWtc9to+7ZtSngQ9YXU+oY8ItLas07oMWf8JkDH9y9+8YvpGGwxow/HOscPvDbA4LinL09fYB95G8hiF6IvMoj2KMFDPsqjHtHMGRmEXku00dkaitjUTtsnIhKWEVsu+a0TMOHpPMaE6M+eoYSos4/R/djHPia+2sPTEKeeemr6+g1fwTnxxBPFnn/hC1+YxkQf/Oh/fkSf9tgC84jm3PvLX/4yrQ1JFLCPaOaAfyQxWad//etfaX3htcRYEY1uRNDchCLmeRFNPaIpsbGJ8oVoRESad9ulXUfa2F2MkLUUMd8/Yr7eyikjNuWDF3z2IuvC7zbxRM/nPvc5kSTjSaO73vWu6TrAHmbPgyXHAyXr3vqFHeqULbXtiGhZ6Xwy13CFtXOR+PgTEfrqV7+aAlyeko1ojkHGAhNsjhJ9IXiUWyLkCwldeJQQdYj6hSH6QPShxE+IekvIRgl+2x6tt7yIecxaHiW6LTEGvIUUccF9sdH2p77QRsuLiHQcgb/84riMiHTNoj9rxvFtUVozji2ebkIfGfyW0Iff2m75bQkfHcqWd0El+vjEuOzPdj/BO/vss/X3v/89/VGINjrsY/Yu53D+cPiFL3whfcUQX/GtHY893tbPzx/GHyVsLNSP2HQ9kLdEcjki0v5nvIhI5wFsRgSsRQk51NoZVYI32l5YR94S/kK0F+qNtpFD6EJgDcFbqAcfHWihvNWFD7XtC1My73aMth886vCpt2U7xsIS3UwZgQuLwPnp52TK+aFzOZC1Fx+mygWFkhPRKB9eS5yUIORcnNCF4BEk8DsCPMaNLS5IXMToSxsdAgouaO0FGBm/OUJwiZwTIbrY52R82mmnie9QI4MfEZvcAEfMX3DwAx1s0DdiXhYR6aYgorkRwF5EI0dffuErdWxENHrMEV/g4zc34fiLLnruli6EXKDhMS58+sBjnoxFf4ID5OAS0fwoJToRkW5YIyJdSJctW5b+OtLK6E/gQcDLHCMaDLAV0dTlF3qMCx8f23WIiDR3fGjH1siLfozVlm09IpIW9iDkEMyIZlwCpL/85S8pQIqIdOMSEWk8dCEt8sIe7NYn/MIOAQ43GGBIXwg9CF3mFxEJ84hmPLAhQEMH/YjG77ZNH3BrbbKO4NP2wRcIfQh9dKlD2KREBx8Wylh3dCBsI0cXol9L9IVHGdH4SB3fIpo50Rcee6UNFM855xxxHJBkQxd7jBURab+M1pHjP8SNJPs1IuiSdLFNg3EoIdabNnuVfvAYG1+xTbsl9KizRuCOT+hB8Ft99Dh24MMDF/TZwy1eyCOaeaMz2j+i4WMHPn6jw/wiQn/961/FzTIyxqBsddo6Jf2Ro/vnP/85/cWSeeI3MvqgB2EfLCKa323gRwFbPEb1Ipq/XqIPtfOhjn8kJakzLsQ8KbEFPyLS8T5qU34hwzdu8jkWOO9hDz8h5FabO7awiQ2I46fFmLWhH/K2T1vSv61TQuhFNOcj7NCXteIYAaeIZi0Yp+3PWPSbnJxMxyJzA4eI5phED2r7sJ8hgnX4PJlDiQ1KxgUnfneFdsT8nqWNXkSk36ViHdlH8MAlIhImjI/v+AIxdltGNHNgvhB6EQ2PvS6/Ipp1pV9EpOPF7Lk3/NExaSPEHmPTxh/qzAcZ48Cj5Fjk+the6+iHTltSR48x2Af0wybHcbsO8NBhXoyBnHMD117swMMOfMqFhA48SnQimjljF35LyOFBrDX+ECTTBx18hJjLP/7xj5SQhb+QsAMPn6mzp7guUYfflozT2qYOMSZYMteISGuMDuPCo+Q8wG8Zwdfsa7Te2qeEwAkfsEt/dCNitqfSGOi1DK5v4M884dGHEv9arPEzotlL+AVefKWPvq0uZWs3Iub2FjzsgM8f//jHdK/TrjUyiL4QdaitcxxwrmAO+BMRiNLxmCqzH6N9YDEH+nGO4bxIf/ijehGNrYhI91sRkRIT7XGHz5wr6cN8scHcIxr9xfwBJ/qghw8RzRiMHREpQYN9jhEwwOaoHmNFRMKO8SOaOmvDuRr7EQ2Pftht/cAW/dnDEZHuU9CHsIUcv+gT0dgA3/YeoZ0j8pawxzjIOAY4vrHRnk+Qt7oR0VbT+rAHsc21AgG6EY1ORKR9qNkXY8xWk9/UIyLpMD/2WbuWo3aoQxHNmlCXX+w15gvGzJFjAYJncfKv1aUNIWOe4NXK4OFbRKQ+6EVESk61OvgHvyXGPv3009P9DOuGHDutPnq0I5rzEvbpMyoHY64l8CMazFo5+ysi5r6KxrmG8yNyKGJen3EYbzunPL1LCIHiEhonD7MNI8BJCGIKEZEuZtQ5mRH8PuhBD9KOO+6ovfbaS/yFkjo/TPanP/1JXLzQ5cTFifPII49M34/nl8v5q8CVr3xl8cj1rrvuKh655KKAXZ7q4FFM5HzthK8hcCMeEekigr2IEC98g9oTPT+CyI05j5Cjhwyb1LlZ50T8gAc8IF2YkLVEH4jx0Kd+yCGHpPlyUn/mM58p/CQQuPWtbz3Xnx9cZOwvf/nLKUj68Ic/nPo8+9nPTkmR5z73uYmPPR6hZnx84X9HiYi5R1G5SHDB4vFmdLkI8Hsa4MpvEoDB3nvvLXCLiDQGvkcEMIgAiKddsI8e6xARCW+wJ0mDjD7Mj5KOlFxUuRAxFy6sv/rVr5J9eNiiP/yI5iLHXPlKA39hvvrVr64999wzPZXDI/5cpJlfRCQb2G+J8cCSuVLy11AeJcc39gGP5eL3fe5zn/SXLvoxLvbwha8G0Bc7L3vZy7TTTjuJ8VmXfffdVz/4wQ/ShZ35QRENvvz1NSJ0wgknpK8XoIvPYMtfsRmHMSghxowIhklrh4wx8JO/2OI7FBFp3vjEX3QJLvfff//0Y5dghgHsoYv/+MoNFBd5+rCu+Ma6sIfQhbjB44dpmR/7keMAvRve8Ib6/Oc/n7DBJrrYBXNKcIN/jWtcQ9Buu+0mbtLRYw74RJ19RmDBPgN/ZOw3fMIXxkSPNrKIBgt4HMN8fY25kBy9973vnW6EwQw5c46IdHwQ2LOn2CfMFcyZP3NjjvgaEWmf0I92awNfscm+wE/arN+KFSuELXxkP/z4xz9O47f9sIHf2ON3icCOR75ZF/DYY4890v/ugl5EoJbwjIj0w5esM/sC+4z1/Oc/P+0p7GP3ve99b7ph5CsRrBm8a17zmulcx9M9zJnzHvNkP/CVLgbBf3RZx7ZN2frB8cv5hj0GtozPWtz//vcXN8yMj35EpACHvcHxwvpwXsMuc8RnftiYm9WIRpd+Cwl7EZH2N8cK51zWFt+xw3GPL3e84x3TjxDjO76yd/iKE76R6MMOa8R8WWfaLTFn+UUbrJgTdTBChg3GZu9GNHsGfkTjN3sEfc6D+MQ5EKwpGevlL395Wnv06MfXjCh5WpASHBiXOjrsG+otnuwrcMMPvu5mV9NX7ejDOZC5woMiIv3AbkTolFNOSdchfIuItD+4pkWEbnvb26ZzAjLmxY+pcr5hvbg+shfZk+11gvUDV8bAb3x5zWteI8YHL/YC8wXriOZ8g/9HHXVU2ofY5rhirKc97WnJF+YIrtgcpYhmv0c0JT6CAT5ERNpX6MOLiHRc4g88/GEPPOc5z0lPEXFc85s3rD1r8bjHPS6N3Y4bEQkjbHMMcV7HV3AA34hGjq8f/OAH0z7EH75uBI//6Qw/OAfAZy+Chfx60pOelOZOu93v4MPY9GXMFlPOjTyJwLHIcU0f1pwnSUft08emk89cE7i+YZs9g8+sHed49AiYOU4iQviOHX7vh6dMuT+4wQ1uILDhPI8f+B8RmE8Y02ZeXEt4eorzKOdr/OPcyu/7MJdWjxIiecR9EXPhqUZw53c/fv7zn6dzREQzRhrIH/SJaNY1InTSSSfp+te/frputuOBK+cP5sUx4m7JR8aPiPT7eZwTOddwvmW9//73v6c9EBFpjzAXcAZXcCERjJ12fOyCwz3vec+kzz7HPjr05X8Cwz7jYJ95/c///E86L6PTHofY4zfmGId+7DnO6eDGeYo6hV/EAAAQAElEQVRxOA44d7FXGRN/wIt5sm704xyOHtc+1o49gz9cE7lHg8c+wR/ON+x98EGnLUmG8OTWDjvskO7hOK7Z4/x4PX5GRDoeqDMHxuD+iHGZK8csa9Dee6GHbXQZhxKiX0SkNWFO8CDudfiqOHsUXxmf4+oRj3hEuu9sbTFf+jEnfkQePNABw2tf+9oCG77mxzm59SEiGCL5TwW72OAciT6YcL5nLowDoQfhDzot1viPbX4DifMYa8MxBbb4w95lndChLIoiPRndHhOMjQ0wwT/okEMOSddbYgzGxjfGZm/gE7p8ZZTx9t1333ROxga6UESk41z5lRG4iBDIyZSLCMjt2UxEpOlxEqNCyUWLCxw3uB/96EfFiZlfd+eizM0E/2XeQQcdJG7Q0edERl/+EhIR4rFuLlrcAN3jHvdIJzb+msPFgcd8udAQJHFjxcmfrP8RRxwhstqccDl5csLENhTR+AiPE21EpN8qQZdxWx0CUdr8Aj261FviIoif3KxQwudmiJIfl33Tm95ENfnK12DoHxFiDpygwYRxuLhGRLoQcQGLaHzjokYbHexz8xERKUtPG+PcuHKjjB43xgRSjEWQwJy5SSGIa3FlXPpxYefC9O1vf1vcJPJDkNyQIWNcLjLXve510wWZPlygIhq/GJuLO1gxJ8ZGznj4ik/Y4SLFmvPfjHIDyMWcG0wuzO2Pp77xjW8UF1rGoA/9KSMi3URRR4Yd/gLFzdX3v/99sWb8j0g88s+4BKDMB13a+Igt2vhGwEJyC58e/vCHpwCIvw6RSOPHPdFFj5K/wkVE+mFMfvgVPuMwL26ebnGLW4j/QhXfoIhIaxwRKVDT7IvfdmCNjz766HTjHxEJT9aLcdrfxuEHRmnjM12pMwfw5ThhDviNH8gimgAJ7CMiJSE4hrjxZf8RtDz2sY9Nxxi/9k+b37bBl9YuNx7YZz7cXJIYYRzss/74AuFPRKS/3HAzExGw0nzxiT7ocaMU0fhCGzsochPEVwI4PtlPyD7xiU+k36VgPrTxA9/AhWCQAIQ9QeBLIIbPb3nLW1If6tiFGJt2ROMTY7IX8R8560RgCo81oGS+h/jGivVj3IhIa0MfAhqCOI4ZfofhuOOOS4lbzkHg+dCHPjRhjS62sM0PX9Lm/EQylhtw/G79YgzmhW/Y1eyL+bJ+NJG1OGCLvhB9KdmPzJU2+tAPf/hDcWP9jW98IyU/OZdyXgRTvnLBcca4jIM+a0UdYp6cuwj4OF9GhAhEOX4YH18iIp2P6MvYlBGRvoaIvxyLBH+cHwkIOKY4f+AvyVtukDkPRUQ61rDZ2sFHbNDmXB3RrF9EU4IL+syXJDZ11o1zKjfc9KcvdeaFz4yLHuvCniHJQ1KQufKjqFxb0Gd9uQZFRDoWmRfEWPjETT1tiDb+YZd2W1KPiIQP43OzT38CXc4R1NGBCCYo+ToSfGzSZg5ve9vbUhLlIQ95SNqDzJvzEb+LxHHM3NlL7EWOz/ve977i3MdcsYE/rGdEiL9ccy3kvM4YnC8h9Jj3lf1HCH60mgCKpDJJw4gQ1ygS/fyFH//Q3xJFRDongzdjMw4l+tRbX1gbfIwIRCmxxrmDgJhAngCbfpyvCMoiIp03sYEPnONf8YpXJHzBgmtEMuQP/sclfnOMvetmwg3fscc84UU05yuul+DMtQys+c0bgmHW7Fvf+lb6AW/GZD70A3/mQKANLhzLL3jBC/TiF784nUu5jpGQoH9EpHMB/dpjh9/1ufvd7y4SW1yHOUaOOOIIkTRhH6ELgQ3z5NxMAgb/8bMdH3lEgx36+Mha8ocozuXf+c53BAackzgm2HNc//jjEvpgEREJd/BiHBLYXI84D7KH+KME82PuEc1epi9jsX74x34hCcV9Fuv01Kc+VSQDwJl9+dKXvjT9EYB+EZHqXC+5p+P+i8CbcxI4gBvjYjciUmKLa9AeTlQzJr4xbkQzb45jMCEpin2OYzAAI5IgHOPsdXwCX64bHGvsb/TBJKKZF/7CY024jlAHY85PjIMudhmfMfGRknWGF9FgCZ8+7BFscF7mPohxOY/yX6rjD8kO7k2wwdzQ5fjkGs29KomME088USTssMU5iXswfGAMiH7w+G0p/OB6yPWMcxp/ICEpwLmKtcZ+Oxb9IhoMsYcMHtdg9gzXDc7b3HNwT8b9xTve8Q5xfkAfXTChbP3guCEZTMm5iDG5H+a8EdGMhT4U0bRZK3Dl2MMOiX/WgTr9IfS5fnCu4z4BfeZKkoR7kpNPPhn30+8yPcTnyIgQSUvOc1y/mT/riM2W2GvYZd3AJCLSOYKn0eQXx1rE/LEbEek6wHHENdwqaR/z5BJ1CF8pGYMyU0bgokCguCiM/H/27jPs1uUs6Pjzjx9EscSG2GMvWGLvemJXLBEL2BM7lqjYiI1EQFFQY8FOSAQLdgUVKwn2htixBxUL9oLluvjg85vZ93rXfrNLyuF4cs5a1773zNx97pln2jNrvTcdL9wIGMjUrloLL3lgQDJQukVhQHPI8YY3vOH4sA/7sONtb3vbeitjYnHqXBFZg5xFCJ02KjY3BloTr4nMYGnSNrlarOGzqKDfTRcDqtse+OSl1doI4j3OD59MLMre4hic8cIbPMcfByAWFfjwnKLrL3TI22iTgVMHk4KFtYWEScUkZfAXAzzjB5lqnYKrjwUueQtvZQsdG0uTEDny7NeOjzwdgJwfTLSpImsiYtcmAp+FF1/pqdaCz2bLG543vvGNh4W6CdNfGcJv8eKghU1ybIgHGuAbefWENxmyi2biVO9qbcJNhPBu1nzGZ3zGWsDT7YBHLCw0TOhk2OEjkAfVWnzZtNi04bNhsxjXL0zG9MyhCH9qT5JiJw4WvDbxFmD6Hd8tPqUWPuzxURy1vTxf6eefxbj6WZzyafpM3U3M8CNLn8WGVD3FC706bDTZ9Rsa6N4+iTG/ldkGYu+Qkf8WDurtJpbU4kCd+eu5sNm0sMPrDbbNCBsWjzYVnjuLJPrZoh9Y4NLlTZpYwTn0YAOvMr8B/9xe+NRP/dT1bNvQqBc5zzOe0c138p5F7ePNpPb3HMFbVJKjkwzfLPj5KrYWTeJi0cyGuH7ap33aof61+z8btduZHnrxigG/vfV1SOgwxIJbPObAQD9il89kvC12U8B4o4/YsIih+NODx2bKYpYc3916YZNePlv8OjBRppcPeKXVIYXnt3jQYWOvbuqtDnhswOTxSqs1ZtGlTN7CGK9DEe1n0W3zQ49Nkjq4zaOP0FO7n9oMsO1ZsWC0WeHvcX70c4ttOkbmRK/FqBTOG2CpMZd9ddb3xFd8jM8W+9XhcAUvPuOfGDp0gzPWqou2QVcnKdq1z96K28gZ541PNmAOBukyztIhfuTI6x82etU6SNe/HVo6yLXJERubUrcWxdOYqf5TH+Pt6KLXpsVzTw5e32JbzG3M+W1jjldboHsmxYscn+SNiezxF52ccZcu9cODbrNiPtR+nl0Hdp4VGy669Fs68JKBq9YNAnEjN3ZtVPUxf/3IGGQOcChjE2fDy1cHYfwXk9FJ7+OgWn3RBl1stKu+5LnwbPNB3fg4vqmHw1Q2HP6JhXmDPfHGd5wfKR3GafLGDZtzBwDKJ8v6q1ZkbAS1B7zYyw/gA/Da3O0vz7A+Z8zV3uhoxnh8ytXBlral3/Nh/HGbwTjmEEj/MhcMP5+n75hjrD9szKxRxNp4YoPtueBr7Zua1Tpk0a88A9rHmGsTSbe2UR/6q/VWnX23i/DpE/o1X8izoz20Nxn9yksrutwENo+5hWjDyI/XvOY166bIdd3Zm7bTjm6TaTv9Vb0cnphbjCH43KClnz0pv8yt1WHcFFvPLHsOOcjRixfg/+iP/ug1LuJjny6A7nCKHeOJ9Z3+ok5vectb1k0Z/dyzrs30Kf2bLS+P6JKnRx7w3VpEbNTJHCPOxhYxxKvML3H0LJl3+cwnvtQ+NGIbnR5zq8MK8bWGY8szRYf4Sj2DxlXrLfOMdZrxmQ5zn/rrl7X188fcpc76qefNAQb/6PSc0MtnwI9qzct8hcOnLvLWd+Lh2TFeG6uMgewY07WN9sVLfur6mZ/5meurkmJkXBJ7z6U6onkhRW9FdIGysVnBeK89xFCfgwN42NGHlfVRPHAOkbWR9Znnznig/4q5/QLbM4+LhxiRk6JVa4ySZ+c4P1MffNWio9FZrb8qN+t4sfysz/qswwf/pPTL3+Ddi8BNekfgJTu5/X+LwDsfAQOTSdnEb8Cq1kLdoOcNkMHKW9Xj6oMG72DC5sbgaZKgw0GJiciJv42AicOgCedtFnsGfzLw1MKB2psbOFf7gEWUTRS6icpkju5tjNQpOhp91WFSMuhbTJkI+MoOP7x9MBkq4+FT7QlHmR44eukz+ZBXRp9JXBkNP1CurUeefiBGJmhv0fiibPI2aZKzWaQXXuwtkuRf8YpXrLeC1WqLV7/61WtCdthBTl34NzaqdciF5q0GmklJXbTL8eDDZ/VxQ4ast0I26SZuLPS6kcM/ZX8ylT/VWlzBkQP0W4yyaTEIV3tRCqdMr7xFjPqzTQedfLNx8fYIDp/UpkyqncVKXMZvOh3WWITQB8iJS7XeEFsIiSkdU3c81Zqs9dGxqX+PDjGzuFd26KevsV2t2PL5OD90wSuzI1Uv8YCHo8Nb1OrwtvEUW+2nzmLsFpA3UWRsdtmWr92H6LPBcVWaLJ1wfFeulj6+sG8zK0+PWMkP8AW+dj3E0IKLHH/p007eUsJZlNXmZddike2P/MiPfOjaMTmbE/rcLlIGbEnh6avWm354vmg/b7n5R796z0GQhb72qy3judGGnln9mh90wNnQ21iQ11/pq1Ybs3ucH7xAPaV4q5NyXOJHjq/6Gjobx/nhW7WuqMOzWduvk3x5HtSLPX2ZjDazgZCni5zUxlbqgAONTbar5YuDSFeZ9RE0C95XPBgHHBgrw7NNjxQMzqbR5kXZ4Suf6Jfi81wpS22g4aoVL7Ghk1/gOD/8ULdq8Rznp1r1rg5zhtsU9AOHlDZn+gRdbPGlWl+7kncQ57CPPTHFo86ujrPlABIfUF90ee2HDtiC18+V6TpdWz5Wa9xE93ypiw2xDRF9nj0bxWr99TV+2mBW681nRdX6GqgNtEU9xOte97rDoTFfxEXKDweN1bq5iY9+Oqs1Zshrd7bxK0uBjbe+YQzir3qIiTrZjON57Wtfu/oG3deA/7pML19tdBwEei7cQHBLykEzvfirpY88nAMXz1V16P8Oooz/aMr41NWhrNS8wRagD59NNZq6i7e89hoe5QEydAKHsJ4V9TbWwjmMrNZXGskD8f7kT/7kFU/rB/EBYkef9uPHPH/wNuh8cXA1Ly7M3fj1UXVG98yIMzuAD/qVTbIDFeMq3bXbE6+61B4XxIgvnmm66VQXeXr0dXodhpLjG8BX+zCGToBuHB46X9iGlyrTpU1tbMmIM1t49Hd8ubgecgAAEABJREFUytLhN27Lu22jT6DzjYxDZuO+OtSuo/YwP9Kh707bk8PnkKQ6jHF46HLrhw3thEf9AJyDFbJigMZvZTSpGw3aTln90Kv1PB/nB55P8PLVun2k7rV9phdo4+m/yiOnrmSBZ1EbaTvtjOamD31ktAEeczSawwwp3/CdLh1u2BkP6GEDzqGgw0l8FdR6abUy53+1/a7WS6g59HKzxSGhWJ5saxzip1jSNQdB1Rp70awDrI/Gtj4jr43RHTjymb4B8ZNXx2rdwJF34EQGDXiOrT3kHTjyQd46RpvOgSt7eLW/AygHwHit7fEDPqjXpIOTjk0p4Eu11rvjq3HMC0h2j/NDFxsP6CfmWDFZmdt/twg8CxF4ybOg46biBRyB2oO7QQuoqtTgZBIxKBqgLFzgqrUo9UbOIGeDBW8gMzBKDXAOLGYgr23D6TSdZNmhk256THQGYafpaAC+Wos8NqrLps2kjseGkxxbDnbos2BCMxHzCd2mnW1viwzydA8NrwWscrUmOjEgNym9UzcT1vDWXmzzjx7p0MjCkZNel/HZ+NNFd+0FlEMivGDs02fhT496itscVqgHvSZ6etAq4muRiUYPOUg8ymJBLz+qFePqMIHic+o/dDxiRpeDKun0CzwADh9ZvOzwlz9o8nyVsu+2B140KR1k0PhmUQiHnz5800focRgHzyaaPudgyaKpuky8FsfodFlIsFGtRddxftDoOLNrseLNKps2VvyoHRuLArwOCLUZ28r0SmvzqS95Kb18FXtlvBZW1foNGotf/pCXAn546wNn8yke8HTWtuE5qtbCC41ecoBc7T6JBkeHlD98ga+tC40MutRBJ9z4S7dNLZoDpQrreuMsY8Er5vjolfLVhkObeEuljJdeOHk4sZFni2/e4k9c+QlvIYZW++aCvENRb3XJe4PIJtvVane6HeId52eea3ptnqrDJsGbLLd22CEL1JF+8nTWrqv2RreQHv/rLv78qLs+dZpd/9QXzXhE3kER3fD0s6eONjvVegbx8aFadanW19fwHQ8+1WEMrdbX1+ikC7mSLIBDs4it1vVrOMTaC3C+iAF/gOeKDL5qjfXV2sCIIdpxfsicyeUf/sHJu6HhbazDBnptLrxl1l/oEBephbi8jZg4w4kBxeRsXOBmvKvWuKZcu67qAPCTA9V6xumCFz88bPHTdXZ+2jTBqZuDOamDIDQHOGTY99xL3eyhn6+1bSizAfCQnWdGf4Gnt7q06XF+vL3nF8DDV2MUeX3UMySPBvjiNpv+4Tet4E41T9w00Km+3q67zea2mdQNFV+zVffRwXf81TrkZI99/V7eYQNetz3oJAvPH7Lqik4HsCFXtjnFj8dYIYWX0j9yyuT0kdrtLDZi5+YlXusDKbsOCD3DvjJiAzt+0s0nsnSqJ5w+46bL9EW2QLX6N50ObegXI+nE+Dg/5libYnrP4rp9gqdazy4ce/oGn5XJD9CvrsraFt1BV+26anM0h+2+AixvDlIXoEwHOX5L4cSWH3jk4aXaB/AJP95q9cHj/Fg7wXlxQi+g4yStPmV+Qqdbiq7unh1652YdfnQHu/IOEsm4HeGgRCyMvWQB36oVc345JIenk55q2Xe4e5wfdsGZXf+qNQZUa3yiA5AFeNnEzBYaf+Clbnt4jtHERhs4HGOfnBswZK110OHI8hHeV3ikn/IpnyJZvho7FNxykuoDfGHbWsdX0eC1P53y7EnBF/pCX2jVSfzNF3hGF5/Zx6eP6yfo8BX08kFG30Yf+/j47yYyfgeMdMHXlpUny188fstGX3fLxDghPmSsoa371EUsqsO4wmcv3mZ8oINN+tTfVwXZcMhOD1t4pPBg8vhr+wVXrXXZ8E/MHHZWa5xC05Z1Jzey0hvcIvBsROAlz4aSm44XdgQMRmpYezAyCBqcDIgGN1euDYLK8Dao3jqhKUvJGFRH16QGSjRlb8Lw0gVfe1I0MLNvoESv7Qc+OLLw9MOx6Y0zGZs1eHRX4NHoZtPG1URAh5seFibe9lnckQVoZPEPsFddJij62MBLPzmAT4pOh7JUGcjzFw+gnx588NcTKxwZfBMPOGV6LOblXfk2YdJF3m+LaJdnnnlmLSzowE8WT+16DI5d9ZjypPjhxYgObUweXZ2HZnMLxxd8+OWrtaCEU+aT1OTr7ZRFgIW0ulXr6x/0qMPISMWH3dr65OkZv/khT+/wogO8cPQoy0vh1c8VWXl0UF02XMr4vUVXR3L44dDcjJD3ezvij04XfyrFVX+Z6pKfOLBPjwWJvMUbfSMPp154LNjpduvqOr54gBiSYwufFF5KXgpq+zG0ai3YhjZ4ZbaVQW0+uvioneTx1I6ZW1/wNmdSi7ehS/1QMt/4L6WXHX1pcPjg6Zaiy+MHcMrw6usWARk30qr1fCqjD5CBc4NIauPneadH7G1gXcP2pt7bYRsXutWzWhsNOgAZabWereP8qOuZXNoXDzvVkuV3tfrVcX7wu1qtn1vQqnu1NhLV4VN3KV/IwMvTPzrhavOi8Q3v0JXxSMHgHYIp+10W9cQzeuW1ibT27T06q1XH0UGODmUp/gHlahX5RR4YQ9xM8qzamNT+OsEcdNWOE/uAntEvZVPM4D2L47N440f3LKAzjl4tv/kBB+CBPDlt4XAUzmENfdrFQZJn32YCzhteNvjicFXeV6GkbMLT5wDEm311NsbBqXu1NgLV5bkjQ5YvfK9kV38RJ79TgseGDp0uvkirgx14fXoJPuU/vhqDzL1kbXrkbZQdzNDFn2r1X/zK6nI8+PBHrMQNSmzl+eV3Gar1g8/w4sg3Bx0O08g6BCdHh7R2nadO9LDLJh6Aj6wUoE+Kjy0xqg63qarV7rVjrl7s0jFgjHJ4Ro8DM/hqPYt0gnmZIGbiAKoVG3l2a7cnP+k4zs/4pwx/otb4ROYNb3jD6gfqy6/qcBiMV90r7IcbdW9+85vXbyr57Rk0txOsYfhm3gGL+fyPndq+4OWbMdJhBv7pi+zW5tNup+iKlcMlOvz+xviPd+jaEp3P6KA65nbUR33UR63fV8LjYEE642510K+O+nW14qxcu43MgWjH+aH7TNZfjZo8u3D0SgH/xFS+WvWYMhxgQxyq9fJNLNSbXs80HX6gFp95wAtBOpT5Y26rDl+rEVd+1LZlHePgl0/0SOlnV97BnjxbdAJlevBJ2UGXJ4MOqhUj40m1vhqFj/3jwQe/w3dFeDrla8d08lL9gS15fsiTVx5QhleWVrKHg38ybg9pJ3lfk8U/N2Oq9ccS+CAW1erzS8H5n75aHfOCcJ49Oug7WS7PhTL76gs/QLd6VGsMxYPm+aQHwJGrPZ+gw0tvcIvAsxWB22HKsxXJF7Ceak1KqmgQAjO4WVi6ImiS8Obf9Xq/EeLNyQxg+Mka+AY3eQMdXRWWtWg0scFDTGowViZPloyyCadamxn4aukwwJPx9svk4y2I1KKdTm8V6TCA02ECoM8bCRMiXeP32FQmU9vX6hIXOsngrT2wK+Onf/DKeAGciYDdATLy8PzHp0wOTWoRI482ZW915X21wiLJosVm0EbJGwHfqaeHnJRtKRkgX3eLC3WtoFcd2RpZeXVCHD3yJjDp4PCZ0JXZUAYmUTipBSzfbORsrCxiTdA2tXjwj91qLSb4dpwfOodHnk/sTexGDu1kX5Pt4JRr14++av1FKrx4gDydUn7Ik/OdYX3UVw/gfc2CDjdG1IcP+PhBhryyFFSrv8Lxn6w2xcsuPL7JK+OTsgdPRrzHVu264EGjSx4o16aPLHztfkqnMr7Js19bRn7qggcvPkCfWMCh4dVv5w2ut3QOKv2WBZB33detGm8uXQcnW10WWupE1zW+ti9swgO2lNlT9txKLdLR5PktrS0vD0duUm0mXx0ONiySjWl4XUmfH1e+bgP61b22XvEeerX6Gnl2Bk9GvaRk4cUOD159QB3GF7zw+MHwyYMp4wFwoFrPSW3f6Bl8tZ5n5eP8sCV+ytW6dccvuuHI1l198MKdoqu9atPga+cr5DUOy9BTGydO5G1Kxo5xwNtWtxXZ1TfIkFUWo2r5TaZCWnVEU8BHtzJZZXh25NmUosHjlQJ4QDdQF20u9fsccMZRuvUHvPo12dmoe3vuDfO8RKBfbP0mgAMFB3RuSTn09vUJ4xxf+AXorD0uVKtu6OB48PG8O+TA72unbg6IldRz5eYlgHOQ8EBsxW3yj0rZAEOrHV+4arUj/9RfTPCpm7Tu2lyd4fTt4TMPu3UA5yDKAY3Nua8UiatNtnqxNfLqx57nAY88YBOfPB625OGqFTP8x/lhbw7aXvrSl66/uCM2fqPDuGOzLC925sxTZPVnN+/I+i0TfdLbcrE1dgE6xNetUbZrx4rdenjDij54eTb4rR7y6qfODu7Ewzw4/cOBOV51A9VqR18TcXDoN518Fcn6RepFkbGD7xX1i39lzv/44RaBGwXq7TaAvuk3P6zZ2Ko7/0+RFU+pdqcXj7KUT9qN//OM4cHr2TCGuxXkIAK/A9Lq8FVuOsjrG2h0iLV2EWv+aRc4sXZTZPjYlBdPdZJnV0ovqJbvcOwc56da7Vs7NvSc6HUIRk+1/qqNvqpdrEX0VYda+pEXPvSR01b0erHC3/FV/5g6wOk7+MipI3t0w/G5urSRPjF+4Kskqx7wCuTkxVYK5zkTczTlaq0t6GeLXnggXzsO+Pkk5Z94ytedXeXBkwd4pfPbKOZy860D0jlkmvjg5Rt+ceNTteqEdj3v1vZrfMR7nJ/a/tSmD55vJ3mNTepBjq/yaEAZ4JPCjbxUGe0Gtwg8GxF4ybOh5KbjPTcC1wOKAdogU3vguqapoXK1BkN8Nh7e5tqse8Pre8kWBg5STPoGttr8x4MPHD2KdTdQKhvwpMBgKwX3+ZVr+4gOrmWH7ndZ0HzH2nVDOh2WwPlxMTLePPphOXUxuRv8xQGgA/x0ygN5uIHa9YBHh5cqy7MrXvImOLrlq8tkqgzQ8FZroiALX0kugE+BPqlrzmy6ieM2irpY1HizbkHggGVk+IWXHJCHk9c++PigzD4b6NXyF26+VlRhW28QTGje3kKQr9aP4smTJ4dmMVAd3pBVh2vErgDbZPhusa8AmHzxXgMdfKvWgqFafRGebilfj/Pjza9y7X6ijtXa5MoPjc8n+/onRiNPHyQ+6ZSr9Zeo4P1eh9TCFo9UmX78FjrwAL5a8ZPHAw/kJybeDtd+a8c3scNTrcWg/GyUfNWJHTg6pfgnPyn9aAPX5WrFBG346RQHKdzwjz/w1/zXPPJoDsPweZ78AKs3Wf5yhTf3/oqX8cEPdVqo4geVZPnD5uiaOrEPB/QDKQE2pDYKcDYXbJMDaAAfvfLeMMu7SUQG36T+AosbAN6eW/D5nRibPnTgGaHjGthDo3OAv3jolq9dPziAT7s7iFa2Mb/mow+oq76EBmrrQasu/WLKdOGTDq7uZODZ5jO9rkdeQnsAABAASURBVH3D2WzBqd/IwQ9UB19r66q7lD0y9EqBekuvcfiUPd+1fWdPf/OXU+QdTJBll7zUgl1KVgovLn67o1o/eA5f2yf067L8ABo7UvWlR55uduG83dU34X3lS38h77egqsNvgOhPbkD6Sk11OMCufSBNziGRg2G26LC58uOn5ki/KcBetcaw4/zwA+7Mrmegdl34g8aeAwltJu95+oAP+ID1w8CeL8+WOU/eG3V67kNtnfB8lNbDm2g49tid9sLLN/ja/HB4qzVXTZkMPHlv+n2Vw9rAXGtccGDh7b2YuKFG58iSq90v2JtytcZOZbzaiZzywOCl1eGrMtWKpbFGXPQxcZvxR7wcnNHHb3MAvfonPkDOXIVXnizd7IxtvqqvMny1nkt5OCCPj61qzXvy2k0/dqjhZqn5z/xFhi/VqgP91brtIZ5u1s5fH/OVD4caxhNybFWyS5Yd6wIIL458vdGP8bKlP45u/QoPP8VA/m1ve5tk9VN8AAKPmOmP1ZqT5fV3MUL3+x7q8Na3vnXFQ3vzEW30V4d2EWPx1VYOq+DExnxB5/imLnygA4wv6owHTR4N1I4DHF5xqpY/eOnjE9+Hx9cPrZscijgocNBV+9n2FT0y9PDXISmf1Vlen+G/F0T41J8dtn0FVQrYMu5NXopXWtvn63y1Dn/m0MyhGn6xqVY7V4fx8zg/tXFndtW1uqR1p39ixJ/aeP7WzsOPDikQK3OjcVnftf5XV+Pi+Ff7K6h0OVgbPcr8nrI1o7zff6FDG+pX1WGsYI8MvDxewG94ODGAG7lrGnp1GT+UQSW5wS0Cz0oEbocpz0oY33OV1B5QDG4zkBmUTC61acozaNUekOFM5FJvOQyuomAwg7OQlAfKAJ0dAx28dPD0K+OpLhP3cX5q26w7f070+kcekJXSqx6134LUTk3qeLx54KsfqMLvu8+AMn9Bw6BMXgp3DdeDOTyfJ5Wnr1qTGj/EoDr8tQ00YAExesjCibW4KLONDq/MZ/m6qzscGpv0KduI2RRZePidAV+98hULh0fqS6fJj4w8mWu98HSiSX1VAo5f5KX43cpQ9mvs+OhRVyDv9xfg/fYMGXGkEw3A0SvvAMXmwCRqUWHRAi9u5KpLPxgZtvnhB3fZdMX5ePDxPVnxE08/Alk7Zsjk/YAp++zUPrDwZq9aE603KuJJLxvkpLXpdCh7A22x67aTzYLY28DP71SwoR7kQSVZAE8HgKBTSkbehkwd6LTZEDt4/Hgs4LwBEx83wODJD+AhD193dof+qFR94clI2Zs419ZBJxqojaud8oUMmvrR562esjpoI37hcb2abvoGhw9tynTA1dYvBsquEdOtb5LnrxsD8nS6AVAdLz3fRHv7Tae3m/Rqc3x00e8WEbqFb+2NABo7eKV+Z8FmWN6zVK1+on/C1X7W+UGnONDBnnrDy6s/Gt9HTjp0NzKqwxV+7YuPntr2HHIo69cWqvyuTaOjtv98YI9u8ZBWawEtjxfIe96qg29+PJSs34ugm47aOodXyi+b9GqNcXB46WSvNr52SleFbV2n95Ya7+d93ucteTGpTWffm01037mXamdfT6z918rEvfYBbbU28MYherQ3Q/J84qsyv+iiX3lgyhbycGSkeKsVM31Dn3n9619/eFuObrNN1qEI3W6lOVBBswGTwrPv9wfEWRymb6LX3pTBAzj22aKbD1I6qjUGwqE7INcXbKQ9Sw7N604fPnT6jkd80K/RdNau77UM+8NXrX5PdgBvtVhqH66oS7X8Pc5PdfhBY23igFKc/D6Jv8gkr83YES/pKbLiLs+OMv/EUB5Uyxd1RGMTfmSu/TIHmV8c/IsVnYA/UvGV16/o8HyZi+QdnrJBf7UOCthQJst27bgNHu7afu24sFPbb3k6qvW7UsYqc2q1vsLCH/UdPXSPvaGh08He/ACzZ8uzDM//SrKeM3wK6Pqvr3GNLvz0o8uLgbK6OxyAt57gj7zU+Fgdxla6J358pQOfv6gn70aK51q93eSwBqlWH2HLV5fUx80tY1+1Dgz4QEbfoAeP/HF+5KvVD9BO1OUfHn5A0AHUBcCzYY4fOf6zA4+HnDpK4R3wzCG9AwN46yw81htiYUymmzx9dKOzXa3f7XAjGk3M6KUHn3bQP60j+E4ODaADuumSrw4HNvj8wKpY8J1OdHJ0odNNVl6KVknW2ClTrTwe9uHYGn54eTgwebrdwlH2Q7cOGvngti4ZetTX+E3ODVS3xNEAudq+mHfw68vqoF+gkzPO0Ytem9/XA42tcGyIO97az+Pk6cBzg1sEnosI3A5TnosoP49tGNgMPgYlbkqBSQIeVGvyqz2YwZHzZrw6DN74DcYGWQsmb3zlTZ74a8tWa4LHa5CsOzydbMMf5+d6MEQz0NIJL3+yrAlVCqo1EVdr8WPhSZ9bJ27QWND66ovB14Tqqwh0+as59M6iBp294+pTe1KEInOdji90DF7ehl7ZWxkn+HRa0KDBiwtdJkR+KuORr1Zd6IY/zg9a7fidxUubwPveqQ2cOloEeaPjhpBFK/t4TLrVuspPZ+3Y08Wm1CGB1I+LkWHfpobPZPyQmvbxptb1W+2uDrX7gevR1eFQBT85QCd97CiLsavMFhL6i/awKGHPBnYOoNiiH5BXpst1exsp/MoOH7wdwuOmi0UjG8pkgbd+DgDl+Q20OT/FDB4/H6vVt/jKZrXizV61vhdOzobrOD82xGhw5Ok50asfSgfwVEtX7fQ4P7X7LFuu8PPFAswiGY4cnfqqVHtbiFen9LF8Pa4+eK6Kj83WfoOLQZvrp9XBLtzomRROHaUDU67tC9/R/MWN6rDQ0ofgjAfqos9bjF4vxMVtZPGOXmOFsoWa/lw7Vt7A0c037Uc3Pm3mzTd93tj6qkZtGbZdpSejj/hqYnV4y+e3C/QZizmyeH3lpzre7/3eb7UZn9D5iVdau96er/HBwQi/6cGvr8nzjw7ptOt8Rc/XEP0FCDR1wOc5cOtM2W8RjE00gFdd0OXHBj50ND6qS7XqcJwfPp3J+v0FB3gOCJXFUduQrQ639rwdVC8bpNp1rZ2SYZs9tmrj+cEuPXiq9YOcNiYf/MEffNg8oYkBX9yo81UFelyxh9c+Drjp+biP+7jDwRkZY4VYuxnm5h2ct+1k1JNtUPuQoVqbdLS66wfVMV/xqL2ZpUs9+OzARFkfcOjipQE80Lb4vJU1/+Hz1TB2+SH1lRy+o3meJq7GKhsytLqLF73qLyUzcVUegKe39g8Gz3NFFx7yxlOHB+oLN0B28pPiUQ80oMx/eXWgVx4oS+Emr6xe9NWOc7XmeLp8DRjNWOBH4Y3Nfkjab364qSMW6PSAarUV/YO/zuOBFxv6+aLOeKpL/1aH4/w4OMBjrv/cz/3cpZu/9OhHfnfKs68sDm5D6KNupbn9QQ8a/ewA/UH/Y792f9If8OI7za76S8myLw/4DfjgRq8xzOESHjr4IDY27mRr9w+yDuvM8eyC2s+nergp42CNDF50Kb1SeoHxXczl2eOzdsFTuy7VumlqvvTcOzC0hiCrfuJl/vHcsqM+5OXVS/ryl798/Yg6PL/hrBnYA/Bi6aYXee1k/CPPN/Xgn1uYDrbYwk+PdQI6mPrRV62/oIZnytU6zKgOzwSdQyfLHvtiaD3hr/vBV6sNtY+2Zst6Ba8XJw58+ekGivpUa70mRvjF7Dg/bJL1IoBdByDThmLp9gt9J+vqm/ybPD+Acm1/6HajiKy+O/NMtfq+F1TWfsf5seZlE+9ZXPr5Mjh5eHR2xHdw8PJo+Ku1xpg8usMxZWOv8Vx/1o5kxAQPvW7b0uVW0vS96jB26Xv4jQ/6FBngGTT+06+OYk2nw5WXvexlq03R4MWsdnzoIg+PLn+DWwSeiwi85LkwcrPx/I2AwadaDhqADHpSkwaksnQGJqkBEo/bHQY9hxUWkv7CiwWnH0WzQDf42UQM/+hSRmMDjq5qTQb01x4Yj/ODfiZr8JSSA3TU9rt2ig7QDbAmB38i1ERMr2uu6kvWJOqKJrxrrBYiJjU0slI0vpHhB71SNtAmpR8/e3CA3Gte85o1gVkY+QsE4mUCwosH0FPb/2pNyGwAOvACtscP5eP84GHTgmd+ANU1Uos9CxcTuA2oersp4CaFep+ia2KU0iHlh9SEZ7GC15tDV6Bd7Wcf3Qbe4ogvr3zlKw+3ObS1N9bavTrcmCBbe3FDDpCR0qXtbYyVbWIdvuk/NgquO2s39dQWfAPk+Qvv4MSmzETNNj8cVLme7/vN4oKPfkBee7uuy4b+6uaBhaG3l/5EJR42qtVu5OjhK5r2mLxNPP0W6FIL4LqTo4c8fmntNqZDWaou1XprTwcg562L6/AW9A7kPFPawWLDptKBoKvz2pIMH+mSr+0Du2yw9TTQN+mkx0GOvwZkYUSOP6OHfjipeADloeOlo1qLcbc59AMLVPr0F3Fzg0fM3aKy2LRA5D+gb9LadaGTbleIfT3CRtRvU2g/h3Hqqg+Rw8sv19enT+gf+qgYOhh47Wtfu8Yai0CLaGOUhZ1FqkMFB2zA8+qtmQNKh2bqyYaUDX1TWX8GfJwDZv2Bj2TdovKM4hE7dQT4+W4jNG9/Habw0QGKDYmFY3VYtKs/PWT5wH61xgz+DBznh51q1fM4P8roZ3b1bb5MmU6HGfwxbtg0aCP+6w/GFLFwsMGmOtduGzJ0qYd8tTYheEC17KEbJ40ln/AJn7D+YpKxRFt6Zm0A+Og3FYxB2kXZ8+0WUXW4QWPRzRc/lKovqYPbD54XdauHnzM28VSXWPDFTQn+OjDR/8n7/v/wqqfnzYJe/6wO/WP6F73aA78Nl76mvqC2LX3ceI9HX3XAZ/OgT9AzddSWx/khy7czu9pUXPmhXK0xG87hjX7h+dJfHeSKn7+iwo7xwrV6vGQHqsmutHbb6PtiYdxnT92A+HtG+VWtdq2dGnuq5RNettSD//Jk6RQjt0EZ9NU5Bygf//Eff3gG9Wn+ar/auuhgT0qmWv1Hnk6APmV87IsnvFij8QPNgZu+4kBV3H29V6zMiZ47hywOM8jg9yzwsTocJuh/DrXf//3f/zB+iJEDR3x8Iaee7E+ZnslXq9/xDRwPPnx2a4OsQxvPm37uefOm/5lnnlmxVZ/aMXDDwzOpPvqR58FX0bSFuZ5NMPbZI8/k2JGqszqZD/V77aKe+MiTk0czx5JxKKZfGZc8g8Zd8yy+SrLqKS4KfHjluT5g34GIZ8GLGr5qGzb0fzc/AH51cZjluXZDSHt51o07tW3QTYe0No4ufQ6O/8C61DzPvnp4NqQO7+HYI6e/k/OMG+utO3w9R3z5r3+ieXljjcg2OS+L1EmbGC/F0xxB3nhmfYJPH2NLXcSbbe2nvaV8NMY4VMLHF0BWCkdGXjvoN8YlB+vV4eWKOVa/MM8ZT8WCPuMafvKAjom9fO34yZOp3c/qLkUbqFYFxhAsAAAQAElEQVQbH+eHf9rPOFpbj5hd2znZ1rNr/ueHg2extfYyJqiHmLtBZs3DN3WkQ6wdqmtL46Y1iTWiPmIOMa5U6xnx7LFVrTGKzAD8DW4ReC4icDtMeS6i/Dy2YVAEXDSQmQylNnEmDoOSAX14ag9YBlIDnpN1p9EOJNxa8LbZotTi3CRBH930VOtWhMHSxGoQrC4DNHvskHPCf5yf6vz/WIMmv2zKDLr4rv06zg+91UUf2xbL9JL1ZvU4P3wxuFsUyeOzkcdDJ6iWTROjso063lN8/WNrZc7/+KNM51lctxHoMnGbJOS9MfBGwuJA3cYnsg5x2CB7rcdEjw8enzpbzEktFqR8MhGaRNkRf29BLZAdFFjoezvviqXJtXb7jb3a5dGjTbQlO5/zOZ9zWAhZCOCn38LCJOc71yZBb659VcaBmkWFCRN9+MWkWpMqf8HUxYJCfNTFgvYTP/ET15slsTJJ4wViMikflF2XtYH2xthC2YbYZM53+sSuWn1B3Y7zYxFv4ape7JKxaRan8fNkW+0uZdOmRUoH2/DVuhprsaXMlsMIfMpSID8grvJ4+Y9fmU68tQ8g0Pginh/yIR+y4ubgRFz5C+dwTuzJ4qfToQQ9+hK9eNHlnwbq5qskngOx0eYWnnTrf+O751JfY4cMQGOzWrFGq/2WHz+/9Qf9xm9LOOizCVR/bxwtqIwltZ+34/zUw/1F/fSnN77xjYevaulz+gjbFvmeTfrUFy8f5P3WiUMy9fLsOXB0Rdjm0yGYxRlefmpn/UPZ5sKbRb67eiw29Om3tW9YqLt6n+6ugyM0eZvEV73qVat/6GP6p01YdYmP/imudNZud1e3vXXzjOqPfuNJHY2x4mXxjF/8tQs/1V994Wr3SX6Jlf6Bh7wymePBB56/9MHLexaNEQ4y9CV9ztcf8WgnmwdyY4uq2uO5PBp/5PlQuw3pr9bXifCIqWeQX+yIjxtRNnPi5TeT1InP1VocO4yyaeGnvs8v18ZtRMRMvOlGr92PtA2cMVjKr0nVwVxl48Y/8dWHxEB98QJtZP7gCxltw4b60esv+MjjddtJnowyverhwM4mWf93Ld4z4MagenjO2atdTzxkgQ0DW3wGeKV0OoQy5rJf+y9muNWjf+NzgOBATp6ua6guRT6a3yDoVUc4dqTV4bCGj8rqVx02mHD4xIY8X80TdJg7jD/mIQcG4us59cyJm1g7KPackbNhV3ey9BoP6JSnX6pvjX0xrh2zoXlZIM82v8irP5w5UZ8j7+ta4uOmhT7oNzH0A36JAVkbYm/QbYi9cTdm2fQZB5555plD/+Mv3/jFBnvWQdIBNHFTrta8Qv/I2SBqM+3pa7l8ETf6Hd6QUwd6yPHDIYM5zvPo5oH6iq9DXDxkxp9KcQGaG0FuctXuM9ZoxiY3QtzirT1u8xloDy82jLvk+arfiYE2FPNq/YYLH8VX3dgXS7+BRk57mre0tbGWQ/ilcJ5F463DCbdd5fUN/cdNUl9rxU8nvxxQTJ7+2mMo2/TRK27GMD4a8/k9c43+o1+T1f/J8dnz6XfPxNd4o81rx4of1bpdp57mC2OXl1X0u+HmWXd7zhrv0z/909e8IIbVanv1dDDEP7fH+OSmlvUL37Sl9S2/+DMpe2T4Wa0Xi8Y8/cTB1syH+qfYGGONDepJjh5+0CMuUjgxpRPPjJeeCTFGB/LDr4xXWh3a1eE3HHDYDCdPDh+7cMZ4Bzzw+hHgn69Q8lvdyZFhT//y4suLOTh1tS6xllU/7WZe57e+gIdu9ZOSp5/OG9wi8FxE4CXPhZGbjedvBGovSsZDE5cJ3Y/FXQ/o8gbGam0KDMQGLZOAgdGEbEHioMBG2GLeZOjq5PHgY8CzICDnIINOOGQ4p9ZsmPANwAb6oVuo8ctmD2+1/KgOH7wGYXkpHrI2TnTyzZsA+NobD5saPhp4TXJ47vtkUmfXwF2tze3YkB7Hsf78m8WVzTz9M6Eb5L1dpp9/YmZRh84OmkMPCzdlPHw3MZsILLZMDupBb3W4XirGbo5Ua5Lmo42JBZg3R/SzbYKyUPN7MbWvBNPHBnv0Th2k5NBspMWFP2Ji4q/WIRG9+GxEbWTw8NUGUD0syvhKv1Ts2amYuEC1Dk7EgCw94mOR7S2vTQx5C1v2+EW4th46vZXBw0fxtxiyGKjNQwYfntoLIZMxfn5JLSj5ipd+gOavPZGz+KaDf2igWgtIMeKb2yJ8l6enWptAvAPixkd68Fqw6VeeEzg28NIhXx0WcGKrrJ/w140HPOzwG42c/qlfOISp1qEl/NNAHelxGDFvs9nx9RI0/YW/7FgQsU0nmjgpW2zz01t4/OojpRevRRZ5zwEZ9eanjTs6Ghk6p1ytvq2eZKr1tt5bKvzsiaebFHwgC9CU+VwdNhDaSRlNjLSp54KPeOG1jzeL6s4eH9kwFulTeMZHXw3SHhb9x/mBR6/O0nHY/JOnhz19HAGPGIij2PB38FKbVBsk+tDo4Lu31cZDOP5WaxyiC5BFUwey7Fq4qovYo+ERS3QpHJCv1lhqgWoTQSeamBlXtJP+RT/+4/zQoz7GfXU0LqHDneQ1VuAFdIkhGTRfBfRmm3/iqI4Wyw5UtAue2rEUJ3r1LeOENmeDLodlYqZcm5+s+pvH6LfxQwe1eejjk80N+3RNHarVz/CLtQ0hOrteABznhyy/jJNixJ4bHFLthIYHTb3dvNCW+hM9NqjK+oEN2alyjRdi7MYEHs8ffO22lp9Y8o0dB33qqMw2oE978ZkP5K4BrzKavAMOvoDB0YOm7K/XDL/2Me8Yo9WtdjzxK8+85ZDL3KM+DlLRjc3mW7GBN+45vKKTfgcC6seuDTV9bkLAVSs++qX2og8fOT5K9Xdt6OaaugN49vhik0wWXl3psAn1zGtnfQKOjNQmzdiizdjQJjbNDsOsU4wdeOl344Be87CUz2h0Tp6/aNXaZKOpo9sEniF5dPOC+U99lN0+oaNaX8kTm4kDGXkban7wia9sszfpyNNn/NRnyALPu0MMf90IXX+lizw5/cxhoJiJhdg4ZNCGbrjAWe+JIX1kpORt7KX6uUNSNGXAV6k4sOuQyGEufdpRaj5yO8hzRpZedhxYGD/I1+6DdPB76qzMR+MKPvocYFZrXvHyjD5/nEDM6AXGe2X1pIMv2oAOugF6tQ5WHAbg0w70oTm8c6BSrXGVX/D064f4B6wdjLueE2OttkTjb3X4KLM/sYIDDu+8JEDTPmyIi4MevOyhsQ/URUzxkUev1s1Y45w6uC1WrfmlWrHCO0C29lqQj56p6jA2mgPQ8Wqv2usQ7QDvwNlzxCexEmPty1fliugCMjIO4fRXMSDr5Yi60MVft3LwVWvcNo6IhX6rjx23zy0Cz1EEXvIc2bmZeT5F4MoXA5uBD0reQCUvrS6DqcHM4IsHkJHCGwyrdVJNFg2+Wm9oDaS1dRmADZxDr4isSYc+wA77oDYdP8BMfnQqg7rjo4MPtScKZboMrvD4Ab8tHtDZRDfAy7PFBn4Duzcq1VrUkYWX1t3bHIN9bT/orM3PtkUonQZ5snAmILbUhy44KT62+Td6autFg0fnq3h6Szt60Kq1maYPj7dr9FrAsgWnPFDbzymzAUxicFP3uvNBHepOTuzwXscAD79q81WrP9GtXnzlj7pUqw+gsVtdJnS46vDBLyVLN3tiIK++eOkG+ID6Ko8dKT4y8Hj4CicPT4ZeKRpAA/jQLKzpspFimy40qTKaMhlAB7z+pB76QrUOZqrVt/CTVz/y+OHkyVsokFemk3/y1Xr+5PlGB/rTgE6+sINX7NUfXpkemxGpMqhWO+Jjj3/yeEYXPWj6Bd18kgJ8teurXK2F0LXN48GHbjyKbFSHGLCDv1r9Rh5Uq9/gJVcdPuIk5Y/64IWrVl34JOb0wuPDM8+tcrVsqZc24If82JGOv+zLj5x+ygYe+mvrOs4PO3jpOovrHx742psv8SQrxUAv+vDBATxo8uhs8kVZ3dDl0QA6u5PC6ZdwoMK+Dj7xoMPTU63YiRs8X6rVj9nED4cmVmTEDa1aYxQe4yCd+PAzWK12FDe02ptJdVMmh79abTLxg6dfXY/zMzy154ITtQ568OOjC45vUkAH/NDlB68fV6u/HueHfrJ45PlPHg7wQ1otP9HoUOfj/CifyYojWbFkF46PUnqHTx6OTmm14q3MBzg2q4uPxyM+1cKyqb0Vxl7tOU1Z/KV8otd8SUY7KrPJNr/5KFWGHxm68Ur5Tx8+ZYeq8g4c0djjD3l66MSv3fGheX7RAR34+CSt/bzIs8kHm0h85KsVazqnzC4+NgZPlu1q9UPy7NJrE6cM+ADk+SA/AAdGD1llutlhE23so9Xup3SBwVVrfK9WPzrODzvipS9VJ2b/o7u69At69Dlthp+9zXms9Vm1nm+4am2uq1VvvGTECtCNT0qfOqFXq7/B46tddkCgzfAd56e23jO7bNb2mxxbYjLpxKZabYaGT120hTjSM3yTr5Yv8PiO84NX+9LNH3rASVr1FKPavsHzV3zJ4SE3eXqV1Vtdhx+fPBo8eXqlaABef4SvVluyRedxfmr3X3zskaWvurTnybbiQQadLnaBGJGVr1aM8bCBRoY8mUp2xUpsZp1HdhHO/2rznNllky/y5LW/28H0u22HNj7jYQsN77QDHrjxRd9lW5vgr1Z78JcufFIgTy95KT/J0K8sD6f+QB7+BrcIPBcReMlzYeTZsHHT8QUTgWoNkrQbjAxCBi0DkYEP3uBlcJPHU60BuPbAX62FsQHPoGiSwU9+UnIGPQPn2Kg9cNZO8bCNR/548GGfjMGbPjZqy2DBy5YUvVoLZjQTBBodyuolxYdfvrauatWLn/wA1ZrE5OHpOs7P6Duz6w0Fn4AyoBtvtSZM10rZPM6P+pEfHnWTB/DodPEV7hRZbYSGl154eTrdIsLjrZW3Rd4y+XEyb85d/503K24F4R/52nWr3QfoR1dXuk2AeOmGB8rSatULL1/gyPNd/jg/8ODMLl55dUKnZ/DadWKLpu5w+PHRi1e5kl3x0N/w8xPP6CBTm08e1C7zV5mf1UVP7b5MDwP08kMc4Ko1yfMBzRspunz315u9avUTtNp5dpTJ04l/8vSOLjT44ZfCSavVJ8nSpa5iiHacHz6SHX345PGe5Kf+4wP+ST0v9AG62aJTmU58lFYrHnB8QacH4OEnvDx+8cZDH73TdnjQ0aRgcCMLJz88dI/dCnltCoYOMTqqFT/2LcKPBx99Ba62vDrSOSk25Xlu6R6d13XEgzb+KZPFS1e1+r46KwPy6OTAcX7IATQ4abX6FD89D2InRQd0KJ/iy4aUH1J0OgA5vPJo6i7FI0VjW6pcLX344dD4UNsfuOP80IvnzK4Yqxv7Q4eHY0e/gicjhUOXr9ZziIYfvjZOWysPnly17I0sHB+Vjwcf/vINHtCtjEyXPP5J0ZXRR588K+OqtwAAEABJREFUWXj65LXj8MLjxTf0SnHVR4b+apXxV2tTLE6gdkzp5hcecmhw8qA2nzwau3yprRsef2398njgr6FaxWrFkH/48AN5PtDNztRLn8Fbra8ZTBmOzHF++A9PfsD4iO4Gho2Xr3P6Cpsbdm4VuW3kazbamT39WcqXavXD2nWHP85PtXxn7zg/bE2enPZhk28n+dD3yMLXrr96KZMlg853+dp1rJad2ileMg6U8ONlF75aayDl4/zAncn6V9smGfL8Ilu7XuMLOrwywEcBXeojHR528A4PvWh44EcODi998tpVPavVJ8nTPXXCQ36AHjLK+Oiq1u2a2v7bEOMD6PTzo1p/npocO+jyaPLjU3WJM/vH+ZEO31lc/YBstdZbtdPBVWs+Iocf8FkZjH34avVh9ULjB16+syk/89PgarcveXTp9Fm66QH4+SSli25pRWT5KF5ktJl0+Ks13sPX9vFadil48B9b1YobW/TwC15ZvrbPdGgTOP5UK57H+UGrbVed6amWXrqO80O2tv98hWfDTS23sej157VP1jW20YmvtgxeOsY2PnR4efWVVis+9AN0IF5s4FGmH8BJ4fDXri++6lLH4/Z5j4/Ae0IFXvKe4OTNx+cmAgYmlqrLZKk8+Eflaw+YaAZiqUlKeg21dcJVayKf/KTXdgyU8OAarwzq0TrQgAFWCsiPvknhK8kadKvlU729n+Qx0jn5SSukJStTu3xNr4dx+NCrh+Sqiy/H+eErvjO7/k2+WpPdcX7gxN3E5rqoK6a+yuKKtK8d+UqDq5C+n+v6de0J6xRd/8jLVMv28eADX11wysfVp7qUhiatO3x1qR/m6uL3cX6qS1lsj/NzrUPeJKl+Jt/q4o8JGH7kpKA6rj/kxBGY0K9p9FdrYVVbDg5P7fJ1vjbOosMPhdLnem616jmyZNiVgsFXF/+P8wNfnbnjIfxCnP9VS++ZfYiuLnVHU+/hGZ0V1FOhNh+dmKvVJlMe3crVxZ/j/FTn/8fybexCVJIFI6cgD+S1nXSA/OSl2l0KhjYpHD14attSHnptHL66y1vMDW7qVXf0odXDOPj7uqc8tGrF4Tg/Q5OCE7X+VYuntn40cNz7DE6qXkOevBRt8PK1dVarjeCGPnW9X8ZTLbT8ypz/VUvHmV3/hiYFC3n+x48zWXOFFFSSBbXzT5KpzVOtfnc84nMtL193MtWK6fHgU5umiFcKxld5MLTa/Oh1l8dTuzy8cGDiWT1k+zg/13pGrrrUrVqxrS6yo+948CFXPSjdJfBKUjD52ry1U3gwPPKPgqHzGb26+HScH37V1il/ota/6qE2H3nE4TP+uUXlqz++SuOrHn5fwtdD/RioPH6H0p/0SZ+0NpG1bVUrRuiAn2zUxlfQC9BkqkuM8Q7+ePCpLvTa8vhq52vXqbrEYHTU5lEmc5wf+TNZ/+Rr81QXO8e9T/V2tIkXvfSA4/xMWlvvlPGd5PWvuvhKT/VQ3I7zU53/73+189fjIMrorJa+sXWcn9oyZ3bRJq1W+Zp38nw5rj7KtfUMD3K1/B37cEOXVlDLjgw+ePn7KVx14T3OT7XK9bCe2uXj/NTO105P1Po381O1fISsJA9BbRx/ACI/a+OVQbV8GZ7j/OA7k4WXVis/+OPe51q23l5/tXytLpK189pgkPRc26iW3anz0GrL4jfXHuenWjbw+oqSNZDfyqMfj7XRybb0GQPIKqNLARyQB2NPvlqyte1Uh881z+Rr09DrLv8oOp7nGG7mXmQRuB2mvMga/FbdF1YEHCqYtLxZ8lc35P2Ynd9e8H1hb+N9DchBigmtWpNhtd7mP9+jUS0XTb7q4s2mX4c3YZq8F/EJ/+EhIx7VqjtdFgFPELuQxLf2AZQ8AtvervrNGF/xgaOvkl1vV8R6FW7/vUsRqB1LizO3rABF2lMKrx3lb3CLwC0Cz68IVGtT5HdS3JT02wp+ONKPv/ohSb/t4De2/MjkcX6MqWdymZNuz7Zo3OAWgecyAm9vy3zrWawuB57WOjj9dpg1ph/QnfnYIQsaICe9wS0CL4YI3A5TXgytfKvjCzYCNvjV+lqTycvk582fH/dzgOJwxcZe6ru6+PFJZwH7fA/OTN4maj9E7O2metbecD/J/9p/fUJMxAEvfZNXfhKIkVhVa3NQe1Hhryf5wTU+8WX0ydf2i9xx+7xbEXDLTZz9GLPYag8KxV16g1sEbhF4/kWgWuPlcX7MN2dy+GFVP47rhzP90LAxE81GzLNtvJznG/8NbhF4agRuDF+gEai9lvF8jiHPrWf2fd7nfQ7rIDed4Hy93zpz+G7pLQIvpgjcDlNeTK19q+sLLgK+t1t33x826ZnQLFKry3Vsm0/fR5/FqtTi9fkeEPUxUasTnwGfax9qyL8jIB504R0d8k8DMsNfXW6dwImpGOKhxyFN7cUHPB74G7xrEagdb3G0YKsd24n3u6b1JnWLwC0CX1ARuH42jbnGQeOkZ7i6HLAc56daNwXRq8tXYIz1xwv4c6vaLQLvKRGY57laz+48m9Zknu3j/Mifyfq9lNpz9tDgb3CLwIshArfDlBdDK9/q+IKNwEx2KmjxatEqraDW1UwZkxu8dCZEvGjPZ7iun7w6jL/X+cHdT/FMneXVvXZs6LvPf79cDy8OyIwOqRjW5plFxeDv67qV3/kIaDNSYjpp7fYbHPwNbhG4ReALLALvkmLPrvFxhI2d8rXHS3lgfB6aZ5qcMkC/wS0Ctwj8/4nA/WfQs+kZrdbhp7KXSMeDT7UOSD33nusH6Ftyi8ALPgK3w5QXfBPfKvhCjkB1eWNg8pqJzSRo0jOpyUuP81Mtfnzwx/P8Uy0P+Vo7X60/36h+i/iE/8RE3U362OiRqn9tfcpPAnbowEMPmPzoqa0Lb93l8d3gXY+A9htpsRV7bQjkh3ZLbxF4OAK30vMlAp5VvtTdIUrtMRLN2FodfhMLH4CvzaN8g1sEbhF47iNgjjUHex4BD+DMxUB5XiLJD07quYa7wS0CL4YI3A5TXgytfKvjCzYCM8GpoMnLxDYb/Jn0TIboAA4dXz3/F6vV+lFCdeO/+qqPq+HqAvckIGdix0NWWV79pU+DkRGz0UOGD8qjRxkvn2pvGuTx3uBdj8DEUApoqtbbL/kXFNwqc4vAe2AEjHvjdjXZS1p7PDReDrI2rlq3J42fvsrnGccnhRv+W3qLwC0C/38iUK35tlpfc+aF5xN4Rj2vtWlw6PDSG9wi8GKJwO0w5cXS0rd6viAjUHeTmEWtSWwODFTY5GbDj6YMhn6Ng3++wvg7k7ay/Dvq//BVq4pkZQYv/zioHV8xFMtrmSnD8Wl00F/b1uBeqOkXdL1qx58dcZYCMb4uw93gFoFbBJ5fEfCcjkfGy2odnnh2a4+R8AAf/slfj6loN7hF4BaB5zYC8zxKWa79cksePOoZxetlF/oNbhF4sUTgdpjyYmnpJ9TTwmbIBkLlaxjapENTlpcOkJ/8O5KSB3gnlX9nYWTvp4/TM3zoj/L5UbiRkQKyA9f892nD86j0UXIORIb3mj446TW+9qK0Wt9jrV0+rj7VeqvwKLnxd9IRu+a9xg3fo+jj+/BMOvLKYMrvSDo6LbLZJC9fb19P+tCleKV4B3ccx4oDfD1aHu0a6o6vdr7uUrpBbdzIwslLgfzA/fLgp66Pow+fFA+Qn7pe54cG967C03Rc06/zUw92x7dr+nUej5s/UkD2ml6779ZO8WjTejje8E+D8eVpfNd0Mtf+oA1u8JOiPS6PBq7pyvdB/e/jrssjzwcwNHgw5fsp3kfRH4UjCw8mLwVwT/Nx+KRPA/rAk/j4jn7NJw/gwaPycAN4HgdTH7zDc50f3KRo4FHl8XVo0vv6H8WD7xpPP4AfUAbXZXly8GDy8E8CvE+jP45n6kO+Hv8cek6Hh1+Tl97XrTz8wwuH912F0UN+dN1P0cB1na7zaI8CegDapPfzyjO2XfsCPwB/LT/46xQPGNw1/3Ue/VF893nGJ/xPArpG9loG/r7cxOxRtPu8yqNXHoy8/DVc67vPc63jOk9+ypNe467zQ58UbWBs36cNHt81bfy7puN5FFzLPYoO9zie67bAN3Bt91r2Oo93+OAB3IDy1GOex0nx3D9AGVrtcWDKeG9wi8CLJQK3w5QXS0s/oZ4GT4DFQFhdrvVV0JcNqEK16JOXXg++BurRh/YkqK3Ln1obPvJgynQBZSmQB9d5MhX0xb9VeMp/6jwsdMjDjW44+dq6r/Nowy8FtfnQ8MI9DtjBhz6pyWrk0I/jWF91EePhqW2D3NNgYlut30upVns+SpdJmh322ZYeVx84RfjJK5OT8l0K6K8ONPxwoLZ9+acBWTrJ08dm7borX8vzG9TWjxdPtfqDPD30kZOXviNwzStPt5SsfLXaaMrSSrJs1/aJDD9q05QxwYHxrTYdbQDvAFy1dMvzgTyooC60VXgX/6uta/oQ+2yMutr1mvLwTT3w8w2dnPaRh5cqy7v5o4xnZOXhQG0/aqdw7wyMLr6wSXZw7AO4RwGZ2vUcmcFV6017bb/oAWOjNp5eeFB3OHh9XDow9cc7OHZHJzzgA5AfWm3dcIBuKT14666fwpGrLTNltuSr1YeueSY/PuIbYAdMuZrsE9Nq2RkmOsCU+cN35UqyoFpyfMJfLbz/lKXV4qkU3w7ohlQfMkD5GoZn+jYaXG2d8LXz5MdXsccL6Odn7f4yPGiAPik8HfLS2vzoU67W+I2nWuMruSnL1x0PPFk6Jq9c2+fBSa+hWrGDI8t/ebLqI/+OAFl8/CIrX1v3/TIa/uGtoN4hoAsMszw9yvJSQL+0Ho6ROuHTnvJ4nga1/autS4yqy1xA3thGJ1/GtjIae/C15ZXhh08eDg+QR6ttF71aY5A8Oj758UUekJuUT/JPA7pq6x8Z/RqeLHtSuInZ0NhHexzUrsP4NfJTHjn62IHHIx2ou1hX67lAw19b/+iR1sO4+3zXPtPDtrS6xJgeeOkAPfLwdEiVnwT1sC+P4q27+rHBF3zTFvJwaPLXdutOf7Vi8zg+eHroABNn+RvcInCLwNMjcDtMeXqMXvAcBuC6G2wNqkDFpQba2gOzPPwAurzBd2j0HZAnwIEz+9h/dLgWWNuHam364clWl0XdlI/zYwKv1iRXLRl0cDzi8zg8VhMgOt+lyrV1Dw4er7KUf/KDhxuAQ6sG9ciUHXzSj/3Yjz1+0k/6Scfnfu7nPsSrnuIL8LJb27eHGB9TEFskclIgT9fkpdVhkman7vxWF/xg+ODk+SYlpw7y+KpLe6BVD03meI534EMWW7X0HednbI//szDlN6C7tv94lIF8bfyp5h36Rw5j3cnB8aFaP4SLDtiWgutY4AfV6scVlrXghlfgG5AHg2dHGdSWkx8YO8rkQW2+axr6Owpssg/o8MOQcOTh2JBHUx5adXzMx3zM8cY3vvESl2o9n3jEB5ChgyC3oesAABAASURBVLwyGpy0tu+1U3buA76B+7T75dE79tDZlMJJq9Uu8veB/OCq1Qf5PXjp6DnOT7V42ODjcX4mrW1HmdxJWv+mj9MLgQbqbiHNBp3w8vjokVYP3UiDr22L7ury7JEfPcf5kT+T1Relytf6h59OgM7PD//wDz8+7uM+buklB2rblH93oN4xPXwbn6plUllGHfgp/yTARwZUq+2O8zPlM7twyjOOwk0c5AePp7Yf8GLPR3kpmf/7f//vOvz49//+3x8//sf/+ONTPuVTVgw9Y3jwAvnxrVo+1J1uto4Hn8lLyU29a/MrV0vHcX7w1KadxSf+G5184b/y7/ydv/P4Xb/rdx3qogwep4Qtsnjk8dVdf6zW+ACPjg+/8n1AGxia8uTvp3Wnu3Z92Zh6mDeUgRgB+rSnVPm+zvtlsuZAabWew+P8jA06AJ3s0XuSD2X52j5OvrafEwN4/NcwtNGHp7YcX5S1zy/5Jb/k+N//+3+v/lWt9ucneTz8kh6P+MAD+gBebFL9Wp6u2nYHB88vqRhInwb8wcOe54ANZXoGpwyUh3/S2j6gA/hq1Vu57vLKA9Vl3Ke3Wu2nXnygB156nB8pPPpZXP/EprYevNXSIX88S59qaaKTfTalygj8kk4ZDcBdQ93pucbLkx09teedKaPf4BaBWwSeHIHbYcpVfF6M2euJQf2rNenOQCqtPQjjNegeDz7K6NIHqEsyuOoyYV2I9zJ0QJkkavObDOBrD+zXdic/Ezi+wdFTSdai9VF4xNo8/ATXE3918Zlu/NJqLfz4SQYO7dqG8jsDY5fOn/EzfsbxCZ/wCcfv+B2/47IQoAsPe2KiPHYnhXsckEMjW8kuoHNlzv9Gz9SDzOSrFQs81cWv6pQ81uEL3xVq4/CyB0eXlL5q9a3j/LA/tLP42H/XPBZXGGv3CXlgYSodm/KALOAPkOfHpHieBrXrdC3H99r4sX1fT206uwN46AHy9AB5AD914CMcgJeCarWHPDx56cjBjyya8jsDdA3Q84f/8B8+/vSf/tOr3digEx6P/HXd9INf8At+wfETfsJPWJsFZXx4pNftxyfyeNBBBb2eMRk46aOgusQBnX4gfw11x8fe0PCyPeXHpeMD/uGhZ/CTXuu6X0+y6OJGR7XieZyfweGpTsz+Ry8aW2TRUeCl1aX+aAC/NqqwLIBfmfO/usOPHvwn6aENgA0NoA+gDyiT/bAP+7B1GDD4L8iUPfUYX+XZg5feBz7Cid3wKj8K0KtLn1MeefyThwdwA/TLDw9/8IDBw6FL4b/wF/7CK9a/7/f9vuPNb37z8Yt/8S9eB1l+fJUMqFbb4p+ylB4gT58U1D7U/bzP+zzFpX9lHvw3ftIHpqxfPWBZ9iZ/nVYHGQDP/s/6WT/r+BE/4kccn/M5nwP1ROAn2Wr1efnj/NTWO216oha9Nh5fBX2BavlZPYSbQrXoU5aOfXmgrA5ve9vbjj/0h/7Q8bt/9+8+tMXv/b2/93jLW95y/PN//s9XXxCbisgTwbP+yZ/8yccnfdInHXSYu+mUh/v9v//3L/0ON/7gH/yDx2d91metePKhtn4+qe8YYlserjYPfrhq+Sc/c8/w4YETU2uJX/bLftklpvwkwxa+avWT2vqPqw99AN+/+Tf/5vi+3/f7Hj/xJ/7E43/9r/+1fKcfe/VQefB8QH9nQJ2rtZ4g9xf/4l88ft2v+3XHR3/0R6820tfUAR/f1EOKt7Yf1/mhwYF6+3rCq6MUP5Cne56R2nJTt2rF9HjwmTWoYu3ncPKjT/ldBf7xR1qteZWu8W9s1PZzaENXJsv/+7xTloLhlV7LK9/gFoEXegTe3fq95N1VcJN/z45A7UHYYFo7PzUyAAODMZxBve4mLmX42nK1UziDMZ3y1wAHrnH0AzKDH93K8LV1w9fOX/tGHm9t/0y61xMd2rXdydM3+dp66YKXkqNLCqo14aOTA/Jo92Hk8dyH4R28RTacN0nf5bt8lzVhe/NHR7XK4mBBcZyfkTuzT/w3vpGt1sKdLCEp/fJAedLacYQTZ/i6w9WOFfzEma2JFXtkpXC1+eGUpfjJPw7u81wv0ujlOyAvrW2DXj5La+PwgGrFku7a9Tme8KktXy05eo8HHzbpmRR66GwPDR6gVUsPmePBB165Wgvc4/xMTGvbp+tEP/JfteTwALbpPN6FT7U2JLXTH/yDf/Dx/b7f91uaaseL/mrh+L0y539sn8mSh1eH2nxktNk1XR6PlCyolvz4Tw/AMyk+5XcEqsWmz8nQIV/7OYZ7mj6+1NYjTwbI0yc/9ZCfesqjqzu69NrW0OCqS79QPs4P/jNZbVvbvjIgy758tWKG/9o2eoVlHSzL4IGXl+KnS7lafDb2+IxF/L6m8+3//J//szZR1bJLFqDhlSo/CtDAo2hPwtHL1+Hhu3ztPimPp1px1MbH+anO/x/9jx+16fKgWvK18eJgzJUeDz7sPMiupDYvm9UlJmTwSjHWjq88PH6pGMsPH1xtPRX2BehgFc7/xIDP+I2NX/yLf/HVLtd4tJN14auLb/Dsoj0K6AX8EvfaG8XJk0GTVpJHAjsIdEnHf2V5+qR0DW+1/MRD5mmADwwfPWDK1TqAqBaKPTdAP/ADP/D40T/6Rx8f9EEfdPyoH/Wjju/23b7b8bW/9tc+vuJX/IrHH/gDf2DJLIHH/Mfmf/gP/+H4gA/4gOOH//AffvywH/bDjle/+tUrT6ey1MHTj/yRP3LZ+ek//aevuvGBWvWWVuvZk79uFzaqJSOPTpacOlarvyrDD48yPXDH+dE/9Iszu/ilU5a/D6PnT/7JP3mAN73pTccX+SJfZPmhzfDX9mvKbF3rHB147wMaGHzt+js8+RJf4ksc3+E7fIfj5/7cn3v8/J//89eh7Vf5Kl/l+Gbf7JutNqndF6u1nqmWmvv6arf7Il79h0/soPg8abWeE2UwdcGvjtLhF188gC40eXGWgtp+yd8H/OA+/n557EmNQ9aEtet/Lc/XetgeHB6y/K9W+40NtNo4dHi813XDA3+D52UEbk49jyJwO0x5HjXG/w9XqmV2Bk0DsLeSkAZYYIBFB9Wa0GbANZHUxpFRNujL18bDDdCBNik8/XDVWlCMbim+8YlfyngHRpafaLPQVyZPP/yjAI3u4aWfXnLS0W1Rojy6yakjnbXjRw8eOPLVWrTghZMC+Ws4zk91/PW//tfXpslG5pt+02+6YuyAhQ9000leWXqKrYWE9ElwbYvP5GvH+VoO39iQB9Vl8iWLnzyavPR//s//KbsWIXjEih5IfuOpFC9f/bjmWYSr//CrH1kgDyePTXn08wXAo9e2o53gh48MHXAWI/ysVvzQyErx0HUf6LGxJMt3vPL01baJh1zd6a3d/9HIVOvaNXt4x57+J49Hyn/04ZNHU0ZXBtWKu/zQqvUM1fYL7Z2FavVdfqnjcX4mrTu9fBo8v2YhKQ9OsUubK+MdP+XR4cVHXqpcrf4Ppwzk2QOjY/DSAXR56QBZ9rQ7nDZkS5kuOEAO7zXAiwMcuryUnDw8PZPSyxY6vmr1M3i68MFL8cHhldJTrXFA/4KX1o45Hcf5ga8WnzGLnHTox/lhg3/kz+J6o4lPHp4O9qVsA30c/Y/8kT+y+L/Nt/k2q/3wVatfkbWp0tZskJOSqy7jBRyAB/J4gTyAfxTgGRif8cNNHfkER7461H/K+LSxsvoBcnRJ0UduePDjU0anTwrUGa1aX20hC+DEt1K81H2eXzqqFUO8mNipDuN8tfoGG8ps47mfotMlRaNLKgbV8UN/6A9dtv/7f//vq0/gq9YzjEf5OD9kxEB58PLwJ/nyb8pS/pIxzsvjB+QJ1K67/KOAr4PXv8QfTuomjZS+0Y2Gn0320fAANGXplPFew8hIB/CPv/JA/63Wwcef/bN/dt1KcZPja37Nr3n4CpbDkX/2z/7ZteqH8nRDfJkv82WOj/iIjzh+6S/9pYdbeb5a85rXvGaNy1/6S3/p4/Wvf/3Cu8kl/6Ef+qHEFl1GvdWlWjj9iX/aux6OrbqTAeSmTvDKUn7JS4F6wpPRj+mVRxt55WuoVt+p1kH6l/pSX+p45plnjvnwd26pjG4pnWzo/+woj8yjUnSgX6A70HJTSwy+wTf4ButrhG5Fiu/7vM/7HP/oH/2j4yt8ha+Adb3QYmMVzv/EDNBXO258AnBSdCmYPNvqg0eKBtDVhY1qjS/VmpfwivFpdj3bUjgyUjJw04fhlAeU78M1jf2hw/OL7n/7b//t8UW/6Bddddd2+NDxSgEcu/J4pGT5JFUGZNDhxIAcIKtuY3N48cu/+3DTcIvACzMCL3lhVutWq3c2ArUnIHIGWamB1cRoIDW4yhtwTTJ44PDA4TFgw5vA0eCvAQ+4j6ODPQO7gRwos0NPtRb3FpzVWtSzhT666KXHAUS1Fpd0wE8qD5SBfG19bPIdnl4poF/KN3QAp47kLTLR5AEaIMN3KajtEx6AZ+TweQuj/Lf/9t9evlfE1mIbP2AbjxSxNo/846Ba+thQL3rE6ToPV61JWl4s8NApxQvQ4CrJ8s3GSl0gpNMuyvyEG1kx04fUoVqLR3wD9N8HOvDD06XMP/nBkYdXR7z6iXT44PlFZnDV2njQAY7HfNDIqOew0MUGfWBs461WvOXRAHn1Ji8W+AEeOCAPquO93uu91uINr3rQgQfgAfIDyvSpJxwZ6bMBY7taC+wpS9lkm71q9YfqsuCEV3e8x/mZvlSdpWPx1c6jQYqtvLpb5LEB0Krlw3F+qhXnM7v+8WOAPXmpmEir1d7ycHTqj8dTPviwkFEf8nTzz4YCXR3R6JPHUzsO8vjpqO1ztfq+etZ+7siTZQc/XdXadKPBV9Rc4jbyePmDhywmKTk6J88XtOFTrlZc8OjT0uP8GEfJApsbePmRZftkW21ODzqAk8KBKcPdB7T7gOcap16eHbbFWv8YverHH2V86PyCpwMvujKeATaAsrRamyLyeMmKabX6G54B+OP8iEnt9mED8EGfFTv8fD5ZV4zQ2APVmsPweNalwycF/Ji6yE/b4KULDvBDyne6AR/5gxcNyIsHmjwbQB7IX8PgyMB/sS/2xSQXv9lZiKf8xy/tV3tc4zvf+CFOYqQO1KABZfbHb3n2AByAA+Tq7rlAu8ZVl/59nB/6AR/If52v83UON0G//bf/9usmhK/hvPzlL1/Pna/KnCJP/Kcev/AX/sL1dS0HAQ5N3HbRXg5THK7A/6Jf9IsOwBa7gGL+1h4PqrXOgeef+lar/+Afv4emf+AB9Ii1PF724UB1aAN5+GlTfGw9Dqrjy3/5L79+w82hBv5qrRNs6umpVp8Y28ZE7crO4/QOvlp1M7f+uT/3547f83t+z9Llq6V/7+/9vXVrSLx+9s/+2euA67f9tt92fItv8S2WDF/0HfUVB3k+8AlNjODHFj71R7sGtuHRqzWn1B4P6KiOz//Oya1kAAAQAElEQVT8z19j7uiqVpYcm9Nf5cnoE+ItZWsxX/0HB9iUDkl+YGhSdcMztNr9hT0+wNf2SV4/wT9+KVcP1QEfwEd/3cmTgyOHB+C7wS0Ctwg8PgIveTzpRnkxROD+QGmANpCalP7lv/yXx5/4E3/ikJoYTJIGd0CuOuCq41//6399+H7wn/kzf2a9vavWQtSAPFB3A7ZJwGT3r/7VvzpMnk7daw/4aNXhCq3vHf+Tf/JP1gRqogL84498bRl5uOP8eNPEbxPaWXziv//0n/7T+q7zn//zf/74L//lv6zJnL/qB8SDbj4BdafwP//n/7y+885vOD5JwfiBp7pM0LXz9NIF8Ju8Pv3TP/2weLO4o3+AL3jIeJPnx/8cuKDzTfo0IF974eIGzFvf+taDLnb5PfUbfdred5bF3ts5dDbokQ7gr9bGsDr+3b/7d8cf/aN/dMVR3fiMh7y2IE/vp37qpx7/8T/+x9Wmo2vSarIr9ZbQ98/VmT566K5WXOlXBuqiTv/jf/yPdU1b28Bb2Omn5C32/vgf/+PHX/gLf2FtoBipJI+Eai1C6AF02ACx47v2f+tv/a2lhw00dayWb8r8c+D2p/7Un1rPkvrgERM0PAN1t4j7K3/lrxxi5RnBzzn8lewF0Onim+vYb3nLW9ZBTD3MdxF4JzPVpX3Z4QMVtfVXa7PCvr6qLrVpcJ7vj//4jz+kQ8dznB+65IE6aj+LaO1tUzNthnayX9pBGZCDB7VtXuertSmq3ffZ+4zP+Iz1Wwn/9b/+1xUnuGq1V0X87UA92OKfzXK1xolP+7RPO/7m3/ybFz0E+QXoNSb6/YS///f//urrteXwVcum/IDnTrv/pb/0l1Zd6WC39gaGH3Tzw3PAvk0IO7Xrip8+suKtzcjBG5c+8zM/81L/4fNMDG+1xm39W98ix548//BVh488O/Ls4AHswaOjVauutdPBSe9DPczzV//qXz2MV54bvPOcsafMN3nt4rk2Bxlb+I13/MAH+FS7T4ulev6Df/APjj/2x/7Y8d/+239bG0V66UT/h//wHx7GXGO5uqEButlQ12q1l/iwh64P/7W/9tcWXtzpohO9Wn2GP+zDkeEbfcrV8kd9jDFkqzXW4MVHnsy1fj7hRRMTugAZqToYi9TXOMkvMgDPfaDDJvfv/t2/u+pCL152pff575er9fUQ9TTnkDGW67vizb5Yqg8ez4of5TUvswH4DarVN+UBGn3H+anWM0YfGqjW2HWSV/9DG344POzKi5my+v2YH/Nj1hrmH//jf4z0RCCj3elWD3qq1b5sATopwVu7f+Nnu0Jafdzc6bdBIIx9+OXVU17bkaPP2sgaxzipXK2+ga866B5ZYwWcscj4ip9f6PcB/hrowa9t4NkHfNHv0NHg/HC+fu/5g8dzX/+U+QPopvd7fI/vsdroN/yG33B8/+///Vdfw0uvOumrvkKlzhMPdDR+aAN9yu/S+D0cerUHXnbYAPJkpGDk/sbf+BtrTGdv4kXWehaQUU8puwBdOgcy6HDiYG1g3Yr+KOALW3wAeCa9zk8c6SYD1A2g0YEfTJ6P6uD3fzy7bvSQA/onXjzsAT7TBWetog2tnfDd4BaBWwTesQi85B1ju3G9UCNgMJ1BWB0N2h/5kR+5Dkm+1tf6WoffTHjZy162FpkmMrwGXXIG4Te/+c3rbQoe3w3+7t/9u6/Fk+uvfryMTgsy/PImuG/yTb7Jmvi/3Jf7csdX/+pffX2X+Ct/5a+8rnCa3PB+5+/8nY/3fd/3Xd9l/npf7+ut7zEb4A369OCT93sOFh5/5+/8neMNb3jD8oUP3+f7fJ/jpS996fH+7//+a5LkM3/5T7+JmZzro94kfafv9J3WWxj+2FwMH1vAm5hv9I2+0VqckfmqX/WrHj/tp/20g28mU4safCY5C1X23vf0n62ZwOTxiDGZ93pwA8H3qL/u1/26y3+28eA1+fHDYZbvEYMf+2N/7OFrQPT/5t/8m7EuwLcy53/kzmT5KsWrHb1d/Lbf9tse4vMlv+SXPOj77M/+7LWIERsLZnhx+a7f9buudvn6X//rr5sSFmJ8ok/Kxqte9arVLxxM/MAf+AOPr/E1vsa6cq7t58o5XjF55pln1qabbYulr/bVvtpqb21IJ314xYq/Fjf8EEPt442UvqOP4cdLRl7sxfKn/tSfevyLf/EvDm8EP+iDPuj4Sl/pKx0W52Pjy37ZL3u4siwW3/E7fsfVx1/96ldTsRbpdF7HUZ4N/oiLK8Z0fatv9a1WH/edeH5pS4sW/OJIDzk/RshnsuLzyle+8tBvLP7m2WAcvxh5Tr7dt/t26yqvN3K+N063uokFP37tr/21q73IseEAUCzR2XjFK16x6vgNv+E3XO2PZ3ilA3yd/JPSa3k+PopXTNR7eNWHr/qBccFfLXF9Xv+wKUWnZ3ywgRAjMt/yW37Lw+8LeNbY84PM13rf+73fe/VHm4LRQ5d+w4/v+T2/5+qTv/JX/srV38QU3XNDv/jqG3wTV4cX8HwZO/J0kQPqhkf68pe/fG1y9S0/zMhfPpLBS8df/st/eR3ivOwcN/Uvzyu/bdLoGD71w28sM+7wxzikb+ojfieA/6ObrE2FsUK/MLZ9r+/1vQ58dPGR7gEHa35H47Wvfe2hv+Hhi6+FeOMsj5ctNmyC5D2f8J4lNvnlubnWT5cYaQPAjjHSwp0MGh3qJ33Vq/ZYwRd0ODQgfw1wNleeHTcG1NGzp4+rB1/5wgeHvfqOsUx7+HqGeLBhU4AH78g4TFLHD/mQD1kx0S5+i8Gzo0/4iob66E/0+LqBdjMOGbvo4R9/2cCn7fimzj/gB/yANQcZG4y17PurR/jlpeTxk2ULDpBXNmbRrY3oEQN+muv4zgfy8PqBlxHkzUvo4mYs1B76Fl10m6u0pfaly/wIzDnXG18+kKPLmGn81e/F2cHT6MPH7oB6gSlLHUjQo/3ZEINv/a2/9fpRUzH9QT/oB63x7PM///PX75V4nvRPv1siT8fY0Y78p0/shsammNBtLMTjYB9+ZPGSV4bHOzgpPLo4ycOJJ73y8FJAfniURxceeHrgAV4pnPpL6SRjHSCu8vrWD/khP+Tgv7LD3pGVAnhrMDaMP/ra+73f+625y4+1igs+drTR2KJbX/A1Gs88PeZXdL5dA93X4BBc2dqBTsB/svL6kb7INp+Md1LPhDXA6BYbef5Nqo/JO3yQAv3dGEc/u/jl2ZDHo35SIE7mFeOP37yxPlAm+yt+xa9YB2xs848ePPx2SPtRH/VRay753t/7ex++0uhZEl90PoiTdaRxhX362ATji0MLtrSdPmntoe76u3Has2j9NjLk8PFHP4UfQOMje+Teer704os4ev79ng9eOL7xl198UEc0Ohwooekb4mENh+/X//pfv5614ZP+lt/yW9Y86YXHr/k1v+YwBpqvPX/8VrcB/NfA1nX5lr9F4MUcgdthyou59c+6z8RoYDQgezPgaqrB3oTgsMTgajD3Q2sGeYsvA+xv/a2/9cBjcLcBsrk3IDuEMQFYvNk8mchNIKe5NZjbAFooKvuesb/+Qa9J1WLYwYq3sxa4r3vd6w6LOG9iTIRk+Mo/E4RJTx1+yk/5KYcFsgWsQxX+4PVWwWGFiRsfX23+vfHjn+86+1X/X/2rf/XafHvLa3LFx2e25NVXnWwq6LWI8NUci3w0GyD88g4i1AefOvFVbE166G9605vWmxe+io042hzyz6KFHH/xWjiYRC28fN/am3A3RmwKbdbxArzSAX4PqI8DHrZ+3s/7ecdv/I2/8RBb/lqQmcDZtqkwCWvTT/zET1x/ocBkzHcbCm868CmzZ6PHhh+N81aNnw4BLAjFSX35Tae3tGIm1q4M2wjavDlQ00foBWLFVwcJYqgv2pya7G1uyFvgiAsf1FfKj88+D4Ys1G0QbMBshCxu+MsH/uoXFpJucYiLt7Tk+UmXWNA9eTTy/BIv/dabYvHQz9QX7+jFS5eDP88Nn23QvKnyfODXb8WIPvr5TsYGkm/6hds74qQ+eNxY8qw4LMFP1nOo/7H1437cjzv8VQn1IWPTY1FHL//EFsgDOumRf3eADs8HHepOLzvaDnzwB3/w4fmz2dU+Fnjo/Bdrcg5ajC82bf7qhb5kUU23enk28NFtfGDP8w5HD7z2Yc9NDXIOzKR49RcHHvq31O2Un/yTf/I6TPMc6dd84T+d9JGTB/RI6fd2XR28VbdJcZjmuSKv32hnByJ4/QaD9nzT+bzbOLLNF/Wnjz3tY0PlQOll5+HLr/pVv+r47b/9tx8Okx0c+KFMC2cy/PC8OORg2xjmRptnmL980Mf5Qb+YiI8Nkf5Gv4NyMdQHHZ7ydfgsoC3k57BQHDyn+qXNAv1w/KCXTXWA18bydPMVHx+kePlKzmZLeWjo8uIgJeu5VC9jofFK/PhAv/iRoctBirmGfT57voylnh+6zCv6El485OgHxnkx8YyYY2zq8dlckLE5MwabUxya2/jwSf3UG+04jrUZUx84B5ieWX2PH3zWdvqaAw9twy+gLlI2xy9546SDRPbcVKTPM+EZMSY4QNG+7HtGxMoGSB+UFx929R982tbbZs+XzREe44TnxBjJdwe845v+bVyxIRUn/faX//JffjiMZMMzZNwe36UD6gGU1YW8+su7WaR/ifnrX//6dZgiBuIiVsZnfrKjj7DlOVUfesRXG3qu6PdcwQN1gHMwar6F4/f4gjbAF4AHkBUnfirzyUEsWWMPm/gnxY9GHxxQlg4oD31SerUFGqDnG3/jb3y4vaC/vvGNb1y3Uxx44DPPiDM+/PQY283bYuHQ2BxtTtB+P+fn/Jz1l4jwqgs5/ujfE0drHHM0vPnVeobeRwE98I9K4QYcWnlWPKv+ypPxiv/GHDa0qbjyWSqW9AJtqR97xtHFw7pB24/+qQtesoOnS7uZ/4yH5scP//APPzy/DsvJObi1NlFf/FK+Stn09atnzpc8DlXMA/R74UHGOMsfLy+sO9k3TjiMNVbxQ5uyM/W17qDDuGMdbWzCI+baQ56cuqo/Xul94CteKV89G8Z4zz4/1Nszrg8Yr43l/KBP/ecw0uGPufNjPuZj1iGJ9apnDx8/xF77sO82t7HOesWc4ABGfcYPvpDDO0DH5G/pLQIv9gjcDlNe5D3AYG3AFAYHEzavBk5XJg3MFo9SCzEDt4HcZGCjbJFpcPcVGZtdEynwNsqGzqLMZtygPQOv1ATs7cXb3va29eNsTswtIk0INtI2h8oW4PyxQOInvd5EmMyU+ckXk5mvr9iE8NsGzoGBRaN6Waiwi5+stxAmDxOjCdcm35s8Cxv86mNxyR8y6mwicQhk4ertq6vfJlcy4mfhY9GCj5zJT96Gmg44fsKJFTsmt6GphzrBi5e40ks/WROkX7Z3q8fGRj0tiPED9ZMCeXbkxdiC3GRuM2sz5c8cOiRDmwU1C/4L9gAAEABJREFU2zZ72tmbVAsSh2dwJm46vbWhk6/an4/w2swi2ObMgt8mh+/8tsjDaxHoTbG4WMBoW9+FFlMxokcstI8y/x0c+Z65N5T6oTe2Fo4WlXzHw8745Jq/gzf2XRW3kLB4dxCHzwLVxswiyaGGNzhutaCpPz1AO0n5A9RXqh7ahh/06P8OZWxs8VtE8UmeLQc//LQ4E0sHMPjRxMYGAy+9nhV93qGDN1Ji5ODkLW95yzp483UDix2+80W8bOTZ8/x4M2mj5CCPvM2UBa32s0FSh+s6kgfsvztABx/A5KU2t+rncMBizrMLr73xqv/Y5SNf9TvPIvAs28hrG/1c/1UHC3Y4fU3c6ETzjBoD6LbxBNrKBkuftDj0tSnPjmfIItmhJD9sgumRF9vxiy55KTp9xiKHf/qAfmissHnmA7+MPfTwRd9nyxion1nIO9z1jI1ON5q0rQWxfqtPOVTiM92eT7z8oFs9xUf/Nh7bsNAxGz/jL/v4+SNmnjV9z/PwoR/6oevriXzHp8+ps76B3+bWBo1NG2oHC8CYNTxiQRa/lC0bf3Rjo3aBQ5f3HOvfDnMcYJOhA8+A+ouhfqK90R14OOx2UCkexkKHHp5P/okDeRsjB+Tq7iBY/7eZMZ9pbzz0Sck6WPDXWoxJYm8cUj+/dyG+DilsprSZ8dKhqUMyOvw4r3jxV0qnVF31d31s2sP4Yhzlq3mGXXl6xEqqfcgqq//UT9t7bowD6iCG2kN/NqaQ0x/44yDffOXQRb8wDo4e/jmcUC99gE82YcYHsnSbU9Wdb+rlOTQHs2GjKj4Oqhw6eq7g6eWz9FFA14D6aRM2taFNLF+NDWKgzzv8+Kf/9J8exrKP/diPXQfDaNMXPHviLCbsqRP7dGtTeeMIHmsG/Q7f00D/Z9NLIBtNm3JzuT6gL9HPjwF9V73onRRN+VHALz6NHBlgTWXMs3kVG2OEZ9m459CDXc8+efnpG2S1obbjo7qKqb4/Lw7YExNy4uCZNAZY43gR4MBi9EgHHuU/GrwUyKsvkLeGcvgnZg6htI966SPa08HIyOEfOXl9kp9uFfPZIbV2RgN4B9RFLAbotC4h5wDEfGDc0se9ZLK+o8Pv2dBBToofWKuJibWL/m2NNM+nNYf+ZQz3IsQ60nNCn3h7RvijjlL1UAdrEwfg+pLxWGw8L+gO/4efL/oDfdfAP2V1m1Q8rLO0uTWnfoBu/OIXGF6HY+ri8MXLSHm3Yzxf+gD72sccxm96xZ8/5kLxNP4aP8xv2g4N8A2wdYNbBG4RePsI3A5T3j4mLyqMwdkga8C0aDb5miycghs8DdxoNnkGXDiDsFsSJgkLAG+rTA4GaAO5ycqEJpA2j/QDePJ0WnSa/E1gaDYdfDF5uIKpTD9+C0UbHvp8l9pbO3l+sYnPWwkTGH5g42LR6KouOnt8BGx882/+zdf1WGWbTXXiB1n+WcjzR5kdOHm3JCy06UTni800eRMpv+i0wJe3yJeySb+NmIUxfptFOtHpkrJjgpPH79AJzZs4deKLMhts4xNX6X2g2yEMukUBm3TSoY291bHRhxdjC3966SEjb4K2aGfTxp5OebYtuOnSNr/pN/2mdb0d3YEIO2JkEYDH4pkMWTrRvPFEs2hhj10bPpsSeRtgeECfuDhgkHorB08e6AdkLOD0KXk49RI39sYuOXUTawtL/tJJ5hrUhW58/Oa/RYY3rPjQ6bHIkUdjb9raW1WydLApzyfxEnMLIjjPjDdEbHgLBkdGyqYDFPxuL7AD0Gz24B0+4WODbXpsfpT5Jh7sAn6TlT5bwN74NDodGrDDL20ntenTDp4BMecfOQdl6qHOfFQH7fEzf+bPXOpsLPGRteD2xkxb2mBjIEfehlV5xgE4C2w4mxRtRY+y1GYcjj1jgJQuNL4DvHBS9eCfcXAWyWygwdv42Zgq2/jyV54+z5tDXHW2gIcXAxtLebce0NiSipcxyiKeH/Aj5yt37MKLPV7PMR+MT/BAGZ1+hwX6GZto3sTq++jqLg5s8BWIhfrilcLRpwzIweGDN5Z4C67ODk3JsMs3C3i8DonUjTwaHfLklfmAR9n4yV/1xIdus2LT71nB4yCEHYdW6PiU1dHmxXPKH5sm9tlSR88ofmMS/drGGGEjhg/dIYKDc/xwnktfeeE/IH8N7BrrvURwiIPHc+dgQl+2SXGYTYbvdPJHWR6/Aydjqnr4Ogbb8uojFjZ4YuTgdGSkgC40uuX5Q45+G0v1NCZI0dlD0y+kDsqnHzjMgPODn3jp5YfbBzaI6qVOcPgeBXyC54dNGXv6hRTAO8zCw4axU3+UZ88hkvjrX+KijfA6jEfXPurKDzJ85y8ez7x+J38f+HUNNtH6D7CG0EboMyfxk79gdKHLs3udyl/D0KcdyQF4hynqZr5jQyynPg5xtJM+QxZe/cRB2bwiJY9PDLSZ9pFHo48v1lIObMSPXTRrAXQbbjzvDNAx/Ooi7zBIfJT5oH+4bYPXxl2Kj208ylK+qhtZdHFQH+ngpMoAj+eZHjqMmfQ4OMWHPuA5NFcoGzPQRw7OiwmHMJ4rePExR9D78pe//NCX6FYG1rt8cAjNB/qk5IB66MP6On50eXbosV6RDk382eULHJC/BvxipL/Lszd0ODb0AX7B85kf1uPGPmv54fMsvexlL1tfeXcoSoZN8ygea1rrf88NPD3wfGQbsDGAB0z5lt4i8GKPwO0w5UXeAwyqBmWDu82yAdIbdjgD+Qyi8AZWeCEzqZDFK4UfXqmFrwEZL7qJgA0p3CxM5em2gGVP2e0COgzmyiZnbz/gLHLws4c2PL7SoczW4JQdCkltXPlDlh/kgc0P8LUIb3jQ1fNaD31wfPcGDY8JlL98somg02TKFpw3sOrhTbwFm0UCmjeHUrcK4PCaENmgVxnI88/ixIRv8aiONtBo/JHiAXRK4eSlwOJQ6mDJRIkmDuwBZb6rDz/YpsftIbYs7k207KHRJTZSB1VSb+bhyEktIuiyqaAH3gGSTbEfHxRnb3K8HUJzSMAXumyQ+WnRTAafNpfi56t2sKjnk7xNA9+AemgXNL6IsYNAfciC1CLD20j+odPHNj/EAkyePmWpNtBHyWsTcvB4bcTwsemg4L3f+73Xd7WV4fnnoM0ixltl8YTTDuh08Fne4oZuOPJi4mAPzYJoZMSRfZtYeW+sxUneWzobTXQLXTrIK1+n8u8u8JPvUvHkMzvTDmzDi78YKvMNDi85ddIGfLFhECsbCYetdKEPv7LDPbyzeKSHXu2Kz8YIHa9DVDjP4cTHgYP+oz/pq3xQB31F7MmC0Uu3PD66/OYEHBk2yAGHKeQ+8AM/8KBfn9Uu7LGl3elwA4Ucec8H3Z5tMaCXLnrEUB5dH8Dr2fB22bMBtLdNkU0ZGf1Lyg45/oqfMpvagF15dUfjDxn8A/jFgj9oUrr4SHZwdMEDb3Thbew8l3B02KjDe/NPPxp9dMHjkwKHxvQ7oCaLTxzQ8PHL8+eQHp9DDn0Lnm586siGa/bKMy7TRefw0jtlOOM1HjLiTL/4S/GKFX7jF76xpx5oM0cZD4YmPnxR1q/pUg825OkB8tpR3q05/UV/1Yf4rx8Zs/hpDqGPHnbh6AODl+ez/mDc46PY6ov6pr5DNxwfPW/iZlxSP3rcCELjmzjQySacOCg/DsgA9fFM4xMXeujmt+cBnf8OUqRobEj5j64O5OXNOeZ09h0g8peccZNO6w68QFl6H/g1OH2WvDYyx7pxyC8x0B/oxQ/YZ5csGT7Ko0kfBWTg1Wny2sMYLd6eX20ghXMg51kWJ4eGZNTRLUf2vEzQlmzqo3TjkcJPneXhbaDR+C2e/FAvOOseegbgngbDK8UrVQ/+0g0nb2xh3xpifBEzdDLjpzw+eG0Ar6yu1ym6Ouh78vovvW6eWpOh0cU2HnV1O0tZTOnDIyXvdih+NuA9W17eoFnP4VMfPHTou3zDS4YNoG0Afnz4yU3beNmIH9CNNiAe+OEfBWhg+NiTp0te/dmE45dxVuogS38ybuhbwFgyz5j11thTL3V34EYf3XROXhkM/6T8AlO+pbcIvNgjcDtMeZH3AAOiwdjg6XqmssWEVGhMEuhSAIdmQWByUTbYosHjldKHZuIw2Sib4NDgARkpQDeZSsngG7oyGwAPG2hSk8fQ5ekiyzc8bEotZMmahEx03mr4SoQNqt9o8fbfGwn22SFPP1k6Rzc8wAMPTD545QE6Pb4rzxdfMyLPvre0aN6WKsOPPN7RK8+21ELXm24LE28s3VZx9fyaVx4v4MOkDgDYs+HgFz5lKf14t+/HgddtABOsyVU8vN2xILjmw08/3+XpVcYzwIYNLDtwbiV42+grOyZ7b8a9qdd22oMevCZ6ei0e0b1hknrb4ru8rtDT54CETTFkC4781AltcHh81YcO15HpEQ9vMPHpI3jwAzroAvyCm4Xt2JKi48UjLw7qI6+fqYvvwFtYusnggA1YsNNJjn15/dAm0Y0OV3fh6fG21KEUusMF+tmZQzLPrPiIqdRGw1dsfK2IvAUU/fwE8vDXqfy7CvxUD7qldAN+iim6Mv1wUmOH+GlnclL9Tps4HLKYdbigr5AdObzKbnPQ60DXQlA8fO3Npk3fFXt26JUCByD6HJ3aX4wcaDr8opMN/PxSpl99yMpL2QHyQ5MOaBO8+qhnRpsA/Z5tt4TIet75zQ4gL0Ub3+GU6ZPqv3iMpXTyXer50OZs4OO/FK/8+Kt+8FOmlw2p5w8NwEkB2uiQH5pUGUyb4PdGXWqz7jljy2GWN6Q2PMpk1F86esRdPJT1Aak40I2PTjg8/FE2fqPRpQyPHyhL1RmPwzvycMroUjBydOs7cOj4peIIJ+UTHBllfisDPOyNnPLgpfDqP6lngw5ATuqgA68DUG3redZP3VBS/oiP+Ij1o9LmZ7rUhyxd5Ogeu/J0agd182wYg/XL0edZ0HfIG0/pIkMW0DVleTbYHMAPN4B38lJ8UkAe4JGiGXfRBsRVvZTxobOBX1kKZl51Q4cMmr4n9VUT8vwnK38f8A2QZ5M/Nua+OjMHKZ61+SrS6MBPFv/gnpbi5zcQa3rJmG89v0A7m9uNTcB8o2/rY+YFm2N+Gs/Vja7RS5e8FB6Qk8IDfusH/CaPd1L5+0DmGkfXlCePB8DD8W/y6ij+/ICbVB7gZx+Peio7LBYfeDyAfjQpXji6vPySeibx04EG4KWeZ3V2SIlHDOgZfXjkyToQ8qJkcPiAMll9UVkd8cPLs08vHjgweX44uOK3MRCePbEhixfAAflrYE9Zm0nJyMPTJYWH44f1Fj2+ZuTZNn5Ifb3Oc++Alg7POnlAHpDjp1QZ3+SVx5b8DW4RuEXg7SNwO0x5+5i8qDAzaJrELGRV3o8rGkhnsDVY41M2kZgkDLx4yaHLkwHyBl+TDDl05cEr0wUHlE0G6PjRAJqUTim6SW9sV+sHbUeGPW2rYKUAABAASURBVDzk8EjpJetwwKZB3htsVzwtyF2ddoLv7aw3Quh08AnI00NftX75nJ1q3T44zo94nMnyZXhNvjbCynNwYkK1sMdv08g3uvBUVKzfx5CBk6LbiJDzvVdvLb0t89sRfiODv9VaZNfWQW58R2dPCtCUpYAdfoihDZrrx34wzS0Sby4tWlwVHll6xYJsterMR/JoUrzyFoH04/dmXYwdMDgUcghg82nh6o0gfjq9SeOfxbE3kvjI+OqPQyU6HIzxkx0HFWTHDh3yUn2Tb0O3qGLP12L46bvyFtD04CEzsnDV+irYcX70nTNZcUaTr9a1WW2trJ4TS/46END2vvvuzfL4r8+xj5eu2nG0SaLHTR8LHnVzRZlPDg48e/jZcTiD1yEbW2Ipxm6/uE3kdznET7zIiyl+ManWX9OqoN4tqC4xEsPafZFN9TvOj/yZLJt4+K9c277DQb9x5BkVJ22kr9tA4LMgllbrmTMGOFyiF391OKgQU1+Fmbqyw56Y4dOXxElc9CkgZvoTXfoKO9dQD9entg9000s/WannRt7NGX2afm3BpvZgiw+ve93r1l8cooMtsvoXfcoATqpOUn0DP/300Ds6+e+ZgqMfv7rUji9ddNNFB7p87brJo4PhxVNbfmTQ8Er5AYaPLJpNobzbE+QcHMI7YFLW/9DJ0SPlK5q8TaQU1PaPHbz6Pzx9ng169I2hK6NPqh9U60diyeNDr92G8nhtbsRff1XGC9ipO17ytcv4+D08aIAcvfIAX7Xa2ziBX13JVmv8hCPnq618sJnWpvqNFOhPnm19ymEL/tFPX93pYh+9OtzkQBc78vq+fkIn/foSHP1iKWb46Rgf6eIjnLx4TRluoJrsJa1WHcfX6kKjS4E9+vQNebzwcKB6SIevvhkDbL7drsDvEFodHSrSC8SenifB1NfBhvm5WnO8r6BWh98vwcM3do7zw6czufwb/AVxlandh8cX7WteHBZt4Ksw2kNbeKaBsmdaG7BXuw/xZWTZHRocG+oNP2nt2OETH3zy0idBtch0yUwqP3Afp+2GJo+uvnDK49P4WR36nA1/tW7z8REvGUCH9P+xdx/gui1nQcfXPz5qsEZFxR6s2LsiWK4NooJGQcWGsSEqSCyRqKgBRYIVK00k9o6Iil2jIvbeFRXsFbGXhOdx/WbOu/c6O+feREi5uff7nvOemXn7vDNr2iq7Wn1Anh56q7VeqqAXHb+YsQGUjZ1kJnZweKR4CEsB+/BwQJ6sPq8M4KT8FEt65YEyfnQ29Ck4/g7eOIDuoIVNeUAvkB+40gcnpat2vfGIozmRTX1X/zEXuNZd3/L6GvB0E5/o4bN07MLTN/hqxbXCdoNbBG4ReJoI3A5TniYwbyn0s02vQdNAagD1sSr+eYTS5GHARoPDV63NJLw7JPAGarJAuVoTnEWOSWZw1ZJVxktHbVzdD9TsDa2626gdj378wgOqtfA5zp/ymazNbd3rdVBCn7s+Q3eHziTnCQCvCtj02sj5+Nz4JqUTVKtO8lMnk46Y0DlptTaMcMAEOq8zOZSw4KPXBlk96FKuXX95utipVrzYoUsd3Dnx4TkLajj66MADyMHTI1Xmg7xvidABZ8KtvSmonZpsLbbFwSGKuxriAWzY6bjaoKe23/D8ZpcNwC+LBbbQTfSeAFIHBwEOiICnEHwDgz6+WvyzZSPNFxttB0+eynDwASemNlNs4GVXyo4UwNGHh282S/L0+XaApyPgxNJCGQ+52nGfMhxddMPRUbveaOqHLo+HLjh3SNlwkKKfuRtss+0xdHfM8KuztDrclXYt+caMDajv6fjejffBLfT10bFDzgKRrM2nQ1BxEU/6xRBdvNjSHnwnJyb0SNWFjjcH0EmPlL3a/YpN5UnxKE/qsMdYwWcHKO7S6hP6nH6Cb3wXX36z4VsUyj4IqB6e/hJ3Tx9JtQO+2u0pRvqROEn1Q6A/sE2GHvZqt+/4OTj2ph50oyuTk2dDqh7ir5/q2+x4rFwKLKbpAvQATx+RlYdnU6ru9NOjXK2/Oqat6WJDfcRMPVwn9JCxwKaHzmqNlfwF9FZrfMVLBoyNao15ZI/zNyk5PHhP9BqjpMpoPtSq7OOH6qQvu1Yd1MJPnPmgDEa3PDpdFv2126FadoZP6rrCb+PJH3WtzU8ezlMZeB064x1gG48UaA98AM+k6oMuha/txxWHpq/Vtj2y7FcrvviVHZCq33H+4Ab4Qs61qy1sqvWf6avaVR5dHn9tX6q12aGrWm1M13H+pPqN1CaRDqAv0q/v6z/6ET7XlkMK/Kf43T9l9VQHSLqkbEqfDtDB0Pk9+Wqy64AUjX381arTMMDJDw9/PDUJ58kRr8fg8fSXemkPvuLH8xDqXj8eMVdv9ulWV+sbOtGq9T0wvOjXNqS7kjwR8JOr1vWEiR0p0B5suYZd09pEqh7au7ZuT9HyxU0VOsnSy1d5oKzutcdeZXhQW486XfFocED+IdSWq50+pNM1/qCNntr11Q5wtX2q7q4JazD+e1oXn3nAjS7XMp21eeXBcf6k9Dm0PYuHa1x7wCvXtlsdXofkn5sX6PjYqdYhTnXXz/Chsc0nuq5QLb/rXoYfdB7njywbI4sGXMsnef3lODwAvjpcc8rk8MBLB5T5pYyHbmkFta4bZTxo5h/tb0zUh6Yv6VtznetveGvHCf+1LE8f28vI7b9bBG4ReJMi8KYcprxJim5Mb78RMCFYUDqxVgtPJRikgceDpQZXhyzyBlsf65P60KxJXp7s0G0KDcxea0CDx4dHmT4gDydfrcnNBFNBL5gy3tqTQO2UXkzefcZHDzvyJjLvi6L7Wj68vMUMPhNO7YkVzcSCTufYUr6COimj0wHk4eQfLjT91Rw0d6vFrDq8+iHe5AB6tSbr49GPrrqPAbsWfMgOJhxUwDkEkWpDMuhAHcTAR2XZ4Ac6UE/tSk584HwgjZwN7NAsLMTFQdDUq1obm9opmSvU9plu/lr0VodDIH7wiU7+8dlBgZQONAdd+Lwq4MCJD3jRautGx8+nehwHD4ZHqn6ADm1f+261x1/xevJGTOQH8E9+UvI+RMd/ODLy/jJMdehPDozQPF1Bh4/NTv3wo7lrNDhlYBOKH+irPo5pI+ovMKCLAdqkbMG7O2vxBC/mbNSun/iR4fekZBwgiSt+NDj0SSevDPDBDcCxJx2YOCvXbhP5gWr1bzrIslsdvpFD1jghlgNses/7OH/oZ7I2iuSUZ6zSdq4BdN8FElf6p2/4y1VwPi4oNuzjBZOHV657v4cGP1CbXq1xCp4t+vVj3/lR9sFPPsLzY3RVKwZTB3SbAjxeOSOLlz+TdzCjjMcrd/rvfMizWk880EeOTXIDZI4Hv+oOQwYvOUhlcdcGUuMAPB44qTLa5OteH5qNukU9WXdF8WorByr0V2tjinegWm1bHb43Q7cPo7JJRl+dvHGhOhy6VYe79/N4O16xIs/2HCDTeZy/uvcVT7XsHuevWm1znL+JB56zuP5VazNc95vCKx2TJybg+Kssb34UA4eaDrzq3gc81RpP2fTNBnXgt/ipi7L2xUufOBhX5ckMXupakNa2Qc4842DSxtUYDEdHbR59kH90ocnPB059M8UYQqc60eF7ODaw+AE/+IgHXPPViikcvXiPRz958orV3fWkPECudnzwV+tmCZ99BBqf+BqT8fqwarVssgc3cJw/9VP3M7s2otVK6VM/MnzC55AGn79SV/c+iIHxll70a0qugl5Q3dXrSlMXB3zsssMuPZNq98nDU+ZpJanxAI4OfOpD9/QZcsrqgQcvuYFqxec4f7XrdWbf4N/IVW9Agxg6G2zB8aU2f+0UHo+Ub9KR1Y/h9FEbf3lxkaoDPrJiLu9VR4fndFinSD2l61sh+PHiww88Fco3f9FnaMZEPGyQr/sYwNX2G09113700EGGraEPzrjs1WRl7SLFp33JGLvJsAFfHfqR6xwef3V4etX8QR8+sujsT7k6XJe1fdd30X3IXeqpQLx0olXruqlWf592YqM2jp1KcoNbBK4RuOXfxAjcDlPexEA9l9kMuCYAdz/czTZ4ew3G6z4WxgZufyHDe5cGa3cc/bUEg7U7y+6gw9FjELfA8af60H341eBtEjGRTRyru4kKvfbEwDY+ssNLlt7BKcvzpbYedzLdySFPzmRqYy7viRs2yNCjrvj4hl5JDk8PyNAvBdVaRA+OHB21ZWofxtTmq3s8eTGT2hh6UsGC2assfOE/2tMBWxaIDor4jK86vLJAl8UIXfSIPTogV3vT4r1yvnvywZ/5lEcnY6Nvwazs1ZfautkCJluvwugX6kxWHNkAdEgHlNVrylL9YPT7QCcdAJ82ssl99atfvWJM3sLfExwWmg47pl76hP7ogMyhFN0DeOmrvTCo3Qbs4vEUgz4qXsrq5tFqh4ZkPWasrsNfWx4v4Befaz/2bdHCL7LqZCNMVko3fosndIt+G22LJngHJZ5UqW2jdr9xffHBhkz9gb7iMMpHNt2xEwMxG1+0GRsW2p4qQqNDG1l4+uCnO5nsqgcfX/jCFx76jE2RmMFfobq7LuFrx5SOCmpB3efpoRsPor7Ch/ETDg/Ax2e88hbPeG0ELYyrtcH1xJj2x1c7Rsf5o5N+m1OHJ3S4xqrDX/Op7Rd8dfirMPR7j9zTK7Xrg84fBxMOOrXnqX79Q6ttE09tmUU8/2O/Np0/wIbAgZDxUxvYkOqvxs7avMYo4yp+9aLHE0xsq68DTXj2bZq0v1eC9Fs4H/vGq//7Fom+Bq9+p1uHx7vVEU6M9Tt4UK1N+9QHDh97QB7Au3tJp7+cpk/BWfijq4+UDDygUwqvjzoAVDdPA0ptdtHrPo51307k2KsO4wHdrqsZF+h0OOJpOW2FF4/vfdDrkIJ/cGJrQ6JPiI/XBcc/vNXq33jp4d/g+SGPXx5PtcYmeGV4bU23MrxYy9vE6JPavzrcfPjAD/zAtYFxqIcHP2BbCgZvrjUWse+VH2MUPvqrw6GRtkcnI619iEuPQ3op3xyykhU7B+r8Juu7CXjQtGV1iLPX5MQOnz+lKu+vRhkjx46N4Qd/8AevwzA4PtSOJ52gktyB+OKblH7EwckPjs7afUQeD7oU0CEWUk/o8NHBsCc0XSO+i1R73sNTrbau1mYS/8hL2Z1DPnEyRnuawau0bjLAvfKVr1ztxw9g0+8aF4va+scWnXgG1KG2bbRq6dI/xJGc8cmmX16baDt044EPabveyfJF/xcH44wDLXxoxgjffNPm6NU6ZOVHbZvwyuo8finXrkOleAfVih1eNshVawyZfLUOZpQBPnU4zh+5M1n/xF0ZD0Rt3eoKB6yPxMAc4EkKfU/d+Y1uTHGjwrxFH9554sR3blzz2o9OsXL98GVe++JbdeAhzw8+gdr1wsMWOTxsKAN+kJFHk44sPLtez3UtaRc0N1kc9Jhz56YBOfzmL3ljupS8P+25IZc5AAAQAElEQVRtvicLZ5yRVkTW64pso7t2+an/qy8+axx+GgvpVdehqZu+7WC5tj71W4rP/2rHgO6zuNpe+vYJN69vEXjrR+B2mPLWj/mzyqJB2IBrkDbg+pCjvG80eNTU4GyR506hwZ3zFiAGYhMYXhOGJyXQ0WwM8ZkcvJ5Av4lxBmo20aWAXeUBEwu7U2ZreNgjU3tCkAcWHhb/fDBRAZsXE5lvo0j5ASxE6Lcg4i8cOY8LW+RUj00m/GaDP9Xa7MFVhx/f0Mc3NGU0fthAV2tR7s9BmgTZHx4pwP8Q6OKnxSIfpT5GSIcNIpvyUjrJTyqO1WFhQo9vuJAfPe7qzqLD0y4Oo/C96EUvOvDRYzF53ZCoa+16s8tvfOSutr1+Uh3u7DlkcNjmL3TUXuhZcOgzPjxqw1YdDojosJAVNwt/6bQPvyxkLfz1CbzsS6u10BOHKw6NLU9K8VNe/W3AbE4syPSNarX5VXbybKlrdXzIh3zI4Q4UHXTZPFnY2NjpO3BsqjO9bKinx2zF7lM/9VPX3Xdtc42ZAz+bHjiv+9g8WhT5jo8NjYPB93iP9zj0V7LAd2Pg9GcLbLTaT6VY9Ntc8x1YWPFNLNnwtJF48FU9gfwVyMHjU3/lenxxjh+9Wv27WtcH3HH+2DqTteiuVsr36vBzeOY1A7iJkbiJswWhOI9tKX+0MV9s+pRtInyHYDbvbMPjdzBgs1UdDoDJ0olHLCzE9bPa/vAJ8BsPUCbHprI8/fJok9e+npwgy6YNnzbBz6a6+is0+gvZ6nBg5HCOLza78GSMm75j4Zphg7yNuW8lkXeAJk7GZtcq2/qcDTh/1B2N7BWqtbGEw8fXybMt75DV60I2Nvou/40TQ6/d1soTE7rYrA7tRo8x3xzi9Qt8cGSkA9XqE/wnL/UUHX7jlT4L9+IXv/gwLmjP6vBKgL+SZuPl0Mhf7sHHVweZDl1tpBykXm2qL1/B8B+PftUaAxRr11F+5PlUrQ0xO2j00Am8vumQCz/dNr/qJAY+HksGv76uPSsqlj54dTVXqYubFMYobQwPXB8OZ+knOKl+Qbcn3uDotsGWVoc78+Zk7Wmc0tf0DYDfB52Nz3Sqoz7nxgKf5Nkmoz3MX/ome/ohmacD8tUal4en7st0wPOBXal4VatPHOePDrgzu8YVfUps+WT+k6Lpn3jl6aod28GRIYuurdgCrhkpX7yG5YknNyvETlvoX2zgoUu/Q3N4TRcgK2UXD/3V8ld56JNXHzcobLbhbIK1s+t+2sRNCE83iju96OYdPMYF1wM/ah+GsclXuuVdE/w+zt/YP7OrLdRFnl72B+AG4OghSycZ5eruGhkeMtUa/8VZmZz0Kqd8haHx0xNt6mUcdyPAvKyu1QHnkLX2WkbdxAXOvKnvGrOsFYyFQOy8omy8ZWd8FbPxoVr9DO04f+JR3eFq17V23Y5HP9cvnUBMpEjWUG5gVAf/XvGKV0AfnjAVF3z4xebTP/3TV//wRKq2fYd3eIfDNapdP/ZjP3aN0a7XarWZNjCOmC/IG5fV03qIEXR+DbBpvVSttRwZ17SnXqa+/IEnD6dcKT72uvpC3P67ReAWgWeMwAuekXojPucjUHvwNJAaUA3mNsLuetugmawM4Ba47rTOZGAQtujz8UubGgO1u+lknH6bEG0ODe4GevrJusvucXi42rbZRXOy7+6SycUGG94Ex5Y7jTaUJk28tSeZaSCLKTbf+73f+7AI9WcqbdT57J3k0SW1aLJJtRG26STrDpHNvMUUH02GJm38tTc94zfc1Ef9XvKSlxwW7mxWd5Mx3y3gbLLJWDQ4nDCxTh2O81c7Dmf2sX/VYWL9hE/4hMPmyeLA463iZOHhoIJe8aGTMJvVWvDAsekvu+DnpwMTMZR3cObDkBYtFhk22L51oB7a3ULa91P85SB5/UB92WTH3XeLwrmbCs8HbWthI0bAwt7Bjf5gIa4e7sDYRPqYokU6WX5U68DAptD3QrwigF/f0v42BmjqzIfqsABFswBlny7xldZ+rcrGSx1stIB4qr/4VsTWoqV2HoK8lC365P05TgshmxI+2Sh6ouC1r33teg+bDFB/fvrzjNpMn7QRcUjioMAhyHxHQkzVy+GjzTJb+p7r0IbFoYrYuFsPp131T7H9tE/7tGPq5kkGsdK+7uD7XpC2xEee/65NcXDNusbgQN3XW1wHtDFf9ePaPOJBRj2lgM9AXG0O4ADb+MjrK9qJT2hswFv4uv74rW1cSz4WrP3pA+Kg3nXvg6da9GN6X/WqV60FLN/0v2rdQVc2dthcqzPbxi1x8l0aT6bYpOOrvVHmG7+lA3wVNzbla/uBXvdyFrDiql9pX/VxiKLeFtoOyoxv5MaGu9D6FP3akI8ve9nLDteja1x9xNA16oOY8K5p16jFtPHLtWQj7zF4cdI/bL7dZXeIREd1Ny6I53u913sdxjrjIV+0Bb/I89NTa/ru+KOfipP6aRN9SZkM/4w1xlAyfENz/eoX8uRr+wBHhqx4StmtDnVxUM938dBW2tlYob3EwZgujg7MfQNJfF1j5h82XY+ub3rZUl/XlA2P/vD+7//+a8OCDsYHfd34ildMyKJLxYpuB03je+36KHsyik2x4bd2MV7M3ePqbpOiTnzWjhMbcVU314NNFjo+44zXwdwwcHDIFn/4BcSaXWOSvNRGTnuqgzg5eNXPzY+uM9cA/2xa9RsHYNV6ooE/9BnXzOvq4mDIZt5TFK43vtkAs88f6RXggH741FNPHewo87v2awpi7nrik7w+Sge/lcVRvD2RgEaWPnqAg1B9St44yG/y6gzkK8na6JNV0E/Nc2JvTjJGeyJQamw2zmp/a4HRSa46zDH6j40vHOCX/iVf+5tGeIydfAN40IF+zhfrAteZQ1TtrO3Mj9YZDmN9TLta6wny4m29pZ/p64CPnjg1L2hncaJfPxZ3cTzOn5ieyep/2l37ub7o5R/agDI8WfXH53qB10fZkFoPeBqq9lqs9jhozaWPsO+ARxtVa+yhgx066J52Yks7u/ngiWH+u5aBccoNJXqNA+pJBx/dAHNzxdgpdsZaMXHo6Om+asWvWn3ANaxfGZf5Yrya2Lj29Dd+V4cfG9pWe+mrxobxWb3UAQ9e8/1Hf/RHH9ZDrhl6HMy99KUvXQdC+MhWh3XDZ3zGZ6zx13jpOnM46DDe9a593DSjt/Z1KUaefjO389/TSPLwfNev8fP3Iz7iIw5jBl1iwhcx9EqsuvC7OsRMW7kW+Fe73uh03eAWgVsE3rQI3A5T3rQ4PWe5DKAqZ0A20JsgTMYWqDbSDh2cZls4m3wMsmQM3GQsat0B95imDbPJzeYfHi8+KVl2PO5oQaZMvlqTLNs29mgOOEyYeMjiM2lYIFvYu8tOF6h7eRtGk6hNpLvNFhnqQkftyVSZLQsRr1vYmJjATILkLaoszGxEnPyb9KvDJGaSVx92AT18NMFb/FgUig0cWrXuPtCvbNNi449+PPhVd5hqxWQQL3vZy9aGWWy9tuFJE4ciFgFTN7z0snPNi52yQzL1Je9xT08Tmazp0OZ46HKXUrsDd3VM9NqCrIWm+rOjnjbNNoEOpcS1omYtyPEo4CNjsehAjl79xCPw7hrzQYzxsT9y1bpTwwdtpO7uFDp40bfoxi/1ZIO+YQNLvrpbQKm/mNhgWJxqC/XXD+HoYLu6izkdIyc9zp/64VMXCzcLIX3MtWHxe7KszTzZSnE9lus68jFdoG+7y+YjqeyrO8bqsJDip4WyeFz1WETbzPCF7/j4MrIWiOqGZgFp0+QAzOJc/fBL6YX31JlFqgXY6KjtM7tXoFdfUe+xiT5yk2dDXjy0szIeUK2DKhsYBz/qo8+JKb38cFdf22hnbe4pE31Tv7MxdC3SzwdxoFedXJd89Dpc7cU8vfgG2NBHxFg72KiLk6eVLNTR6avW9Xo8+vHxUXb5r6+zd8VNni/yfOSfTZdNqn7OnrhoWxtxfmmL4VU3GxPtov7azwGLhTBefFL6pRbHNtuuZfzGXk8OTn/Cj9fmhE6Pxg9OnegQc39BSazxoVtkS9EdBjrcM5bqVw624KvVrx1suH7ZAdqbbrGvDpt+7efwB019xZkOAEcOXGMnzwfjjlirn+vfE102GGJLBg97dNno2fwbV8TEWGxDhZcP1foApDjb3PHd4QJb5IE8vdrY5gwv/fzku9R3jMTTXeHafY0sOcCeTREe86Z28XqCeqPzWYzpcs3qE8ZbG/facaWPHhswbaM+6u81TQcz7k6PP3QC+m3ejUnGV2OhQ7ba1zQe4ADbHKt/8U+76mfGFnbxAH7y8f3e7/0OrxfiZd+1IiZeZRBvccD/TOBJIu2h/1RrXFY//UTMXd98Os5fta4/McLjlTWxdADGv9rjiDxwgKAf0yUu/D7OX+164zmL69qVHsexErpdb9rTgZFxmQ/mVeOjeaFah+O1dREUE/XQL7Xz2IPnBx4bWWsHfcx4A1eteh/nj0y1NvZncX1M2nXkOjOfGJ8cWtnU81MdavtAVr90KItfW9usm5fFslrx0+cdOhoXa8uK6XH+xErd+eeQ9UStf7X5FKo1F1aH60U/5CMaPfywJtDP9B99Aq1a9dQvHBQ5lDJWsakux+VXrVLt60gfVgexdGhhztHv9H1jnTqyPfHgA37Xgn6qruLhINI6wdqEAfxSQIYeusWAT9ZjbNNjbtYfPemFd2T4r019c8j6cmgjh0++OhzYu1b4bq7TTyY+6sYOebYdtlsHqKOxgixb+p86GIPx0j/Ajj5qrnT9GsOv+tVXXIwr2seYKC7awhxpjUsX+1LXvmvMQS3/2APy6De4ReAWgTctAi9409huXM/VCBg0ZwBWRwMxMKCalNGlFgvVurMB584EvmpN4Mf5M0DTZcLHQ87iQlpblszJuu4a45cHJgQ0k4kUrvaES5dJCI/JxAR4pfMVwJGV9+jn+KEM6OafvImZX/SRk+cPPL7By+O3eMA38nDK+Nms1qKNr9VaiMkD3y0hd52I4dmj45kAT3V3F7Vaj4VXa+FCL19AtRZBx/kjB8c36YlaOvDLo1dLB1/g4dRbnKfeaHTUrhO+4/zhMzGrf22f0MZWbRx5d5u0Hxl0faf23ZbRjTZ4MgAvvJS8VDvxja3TjbuYy/O7dgzk4YZXX5CHY3Pkpcr0qz8b1V2fHhp/jvOHv3bd9An1Fwe6yeOj42S9+1e7rhCjjz15OHWSVoenq+DpkdJl02DxC2cRCCfPF/2crPri54MUDY8yQIe7XjvKdJEfmHK1+gY/yWuHqeNx+dXuF1B48OMbPcpo4jR6+IVXuVobCzhgYykVE4tbdZGns1o+wfGdvDxd6scmO2jw9IDj/KHRgyZvXMKjfJJXP6JPHsjTK4+ffTh2yMHV7gfy+EDttsYL4NBHZnTSB49eSVYc8KlDbVxtffB8VR901wp5ZXboQ4erHVP9E10boHXn5wAAEABJREFUkGeE/WrVF3+9YR3owIsOtIkyfcrydLqm5Iefbr7ZdHhEnW2b3Np1GD54+WrNJ6Oj7usMRx976kdGOvVQRh+AB/zCx1dtxR+8cMrydIuXlB9AHpAng59uOLzw8nTA08OelLwUkEWHw0tWHaq7sZkefREPGXGki43aMUEj+7rXvW71eTLGASn9dMoP4OezMj1kq9WnarcxGlk28SuzSw6eT3C122v46FOXKw2ObD1eLzygNp5ueoyR4zM59umsfYjEPnxF/O5gGh8d4oofER/wtAuf3YVHY0eKR6osX93FkA/Vmp/ZVAbHo5/ritzYZB9JmU5xJaf+aABNmU/o5Os+9rXrRE/d45UBvdWac9inE9BHF/+qVQd5eKmYsDtrM3m+AXQ66r7tj/M3uDO7xgD6q5WHG4BXF3WDq10H8qMfjQ/KtXVUa52hvYeXv3yjB8DD8VFZHh3efObahVeu3T+M13BkAJoyP5X5Ko5w/ILDQ/fkhwYnzmSMbXQAdLEkx59qXbP46cQjVcaj703d2R4aPWzix2seQwP4yaFX6/qEp++hDv5Va71HJ1l+0wn4CMSLPJ6x6YYjfmV4NtiUx0te2YENGl66atcZ3w1uEbhF4E2PwO0w5U2P1XOWs/aAbXA1+E5qkK7WwsaACwy6AoGvkl2LADJotXXVljM5AQM4fQQM5MomC2VAlg6ABqo1yVfLBjk+VGsSwjOTLH/Q8NT+s3Pox/mDr+0rvmrptRDAYxIjB072tRiQN9HWlqvWxIp+1WECoh8ObYC8vMd43XlQfuqpp6DWokgGTvpMgIePYsiG+MiTEb/aflVQq14yQ5OvTSNPH5wUVCu2Y0MstMVx/tSNzJldPouXMlBn8lIgX93FiB44siZsOtkgqx/UbgN0fHTAS9VRCs8HPGyTlyrTg6dSXP1BGUCwJx3gD/lq+Ugej5SMeLFX937Bk0cjL1WGx0sfeSmfJ18tf6oVN3bUAx1fdfhVyxcLT4+N0+vxXU+B+TAp8MqDV0fQvAokJcsmfWKrLHbKA/yrrV+eDxO7qQt8Rfyu31TLp9EjHZvqcJVRFzR65cH0zWrpnZiRre7skKPLwrJacSJvY1l77MDDPr7j0Q8PgH+EOiwwybHFDpr4ADzSar0+Rme1DnOr9T45fWyMXLWuCfiRPc6furFxZleM0MjVHvPoHhpZMSeDj2686PLqrYw2uGqNPcpotWOIB8AP0F0tP9lQbzLH5ccHPkmru0V53bdD7VjwiWi1nuKgr1rtYjNwnD968I3vyvyqrVu/qo6P/MiPXO3s7qi+QdcpvmJGXh6QVQ/5al0zcHjYGLx6iTsYm1KAf/Sra7ViAjdxqe0fW3SRk+I/zt81z9+hn6S7mLGt7DpDZ1cZyMPJ64vydKqHvBRt+NAAf2x68FTrib5qzbcjg4csHn0cnp7afUMd+Ky+dPKTj+ZF+OFHGz3ygE447SbFPzhydOODlyrzR9uwU9sHsk+CarUFf4/zNzqVySsDZXbpP9nu+gGesQevjI999fUtqerwTTL+0YMfj1SZnPLoVmZT30DHp4wHbfD0KdeuozJeevDyZehotfuYPL1Dq42fMln2qnWN4BdfMvDauLZNMgC+Ng5/tWJElzLZ2v1HXAbPx2q1wXH+8MHhEcMTta5JKUCXXkGdlfURtoAY0DF5dLK168o+HD5rKHm80tr1mDw5oI7gWv/a+vBqF/qqNSbhZYd/UiCOeODQa8dp8lJ+qAs7x/mTsn9mV5zQ8dEBV921Expe8urPnhQOr9jK45Pn0wAcUJZWyx4+eqrVpvLH+dM+aGf2ro3UzbUNRw86e8q14zpleiavPnjVie0rns4p41E3+gCa9Aa3CNwi8MYj8II3znLjeC5HwKBcrYH9ePSr1oRlkAUGY4OwFP9x/gzWZ7L+DY9C7Uld/goG8toTBryBmj6yAA6wU91NIHDotfWiK8MDr3zAmdT4JA9f9zpMEnDjO54KatkZ3xbi/G/4TbRk8LPJX3Cy3P3DO3SpeiHKk/GROQsBj+BXy16F5Q7wgTvEJfMQzz6fqjXJ106Hr1qTMhVXnDKfasdxaPynDw2PWCjLi+fwsQsH4KZMjgx8tXwSAzh68LKBDshpK/naccBHD5wUj1SZrLL8AJ1XmclrL3LKePFJq7V5lh9dV56HMrXrAT86PNHBb3Lw0tFVrevlOH+164RGFpzoO7q4KEvFaeheUfI4s9fYvE72oR/6oevDkXCeRvFosldhyFarH5FlB44/tf1WBnDj65SlE9Pqsev+OH/VwlXLZzb0g+P81b1+utke/fIAvjq5j9UXyAP1hayW7+SU6Z78pPBklCelV54NgAddDB1GKcurmzyo7e/wwfGDnto0OADore6unymjkZGOH/KVZNWTDTB86jW88Ivx0X/w6Hgf+quMjhW9Wu1QO4U7zp96nMn6B0dOobZPfAfweKulB+9x/qrVzldb1zy5uueplry68L12ue7tseO7AV4jOc6f15q0Cbx09LuOqtUPxp+TfemvZNeBjgw/8JBXVqdJ5at1+EA33+DQ5at1QEGez1K00SnFBy9FA6NjdMLhUZYnJ1VWF7JwNkDqOvLXPP5q1ZEcGTr13WrF4jh/tfNDP1HrX7Xay2anNs9x/vCdyYqBlE6pOYcd+dp9ml+ggl768Nug4ZVHl8cwupWrxS8/uvEfD35PwmEZ/OiEmzyd8gCfWNb2Gc24jh/wT1y9lqNP+PaL1wbha8vUrl/tMhrddMmzIV+bTxke1MaxBQ+ueXr4B48fDcijyaNd9Q8eDR+afG1b+JWB/iQdmaGpKzyA4wNd1V3fGTxZeXQpIFc7HmRdD/gGX/d64AC5arU7fn4Pbsp0HecP7UwWr/aRl+Kb/PDU9qO2zWpdF8f5G31jh48jpz7XcnVKHOsaRwNXOh1wUoxoUv1p7ChXd/aP84dGprqLLT0naV1n6qRueOaad00oDx+f2QMV0TVPoNMPj2cRzv+0Lx1w6GzA6Q9kTpblC5r84PihjFfKByn9wzMydIPB45Nnq1oHx6MPjQ7pDW4RuEXgjUfgBW+c5cbxXI6AwXTqN/nag3+1BvChV49NOsejX/Uo98aTsTEDfHVnY2hXLXVPH3ztydhE5rsH/oqBD2gpmyyqYX0svU4OD209LI/g4OsNddY9rnZ+bPDDBOc9d/55F59OeCA/UN3FYHCT1j2tWujxadLqMfkrfgk84b/qDvuQf8oYJl/3/NVj9vANVGtBdZw/stWZ2/+U5abt5cHg5a9Q97Lww1c91g8Hfzz6Tbm2fN2ntfMPeR6Wa/NV61UEH/D1mL22s2AZfibrnld5oLqL05V/+oi0WuzovkngGwU+tOfVqM/93M9dT114Z9079OxWa1F2HMedbgrIX9Nr/iGttk08A/VkHB+HR7423+hEe7p8tXyssN31i1V4mv9q89bjKRu1cVdRPk35mq/NWzt9SKuWb2Tplg48LMNXklWH2vmFOP+r+3Ld5+mp+3LtPPwpdmdf/grPRK+t48pfb4h7Er26s1ktlquta34RH/03+EfFp01cG76X4FF9d6Rd59U6nKKjtk34UVIbN+UnpdWK+/HoV/cytfP0I9cu104f4mrja6dXuvwVRidc9ZgPx/lzPZpzPuuzPuvwgWObIThy0rq3cbLf/UNXqE2vncKB2uXa6RV33ezAP4TRDf90+XpDvXhr4+XJDyjX47QrbviktfnkB6q7fgdXSe7g4bU5hIc2am/4xNyHQH081LcpyOt7Yv5QRvmqT756bP6ox/2pXa7u/K4n549Hv+pR7li6r3bvCI8yD2n8rxb1em1A1MbjUQa1cfJXqHt87Xx1Vwe8D23DPR1Ui1Q7JVut+h3nT/lM1r+n8++Kv/Jf80vBg/9q24Qe3odp3fPUfX74auNqp3Rdoe7xdZ/HU/flus+jDdT+S0P+mp6/JFmbb/qhFG9tfO10cPysjZs4PcRd+wMaWVBbTh5c5ZXrnl47Tx6gD9SmKY8O+RvcInCLwP9fBG6HKf9/8bpxPwsiUK0J3eBvsnGnwSShXPeTw0xmx1vh99DW+OPU31MN4yN8bR8fyrwV3Hwbm3j7NK9faUebJf2t3nztZxMwURk7+oo71oBdwC56vflsj91beovAFyYCM47VfhLEhl9/NdbRW7vP1k7h3t5AHcH4PXnXJphXoVyjeOrtt678fzZCdTfv62Piro+B6rFDg+P2u0XgrRCBaj1FZ20w5qqVrZ2uwu2/WwRuEXhOR+AFz+na3Sr3nI2ABZSFq9SmU6pc9xNY3ee/wIF4EwXrDW3VxplobS5GFV8nf0uf/RHQXhbv2lD+zelx7T5SrTvf9OvH7EmrtUmonR7nr+7zZ/H27xaBt3kEavdJfdYm17XCqUqy+vDKvJ3+Vz1Wh9pl9XXNOjBXtUqyYA5cVuH23xcoAnUfTwqqNU7qX0DsQT3Od9x+twi8lSJwHe+u1/w1/1Zy5WbmFoFbBN5GEbgdpryNAv+WNPt80V17AWVBOxPXpM+WGFyfPOBbbZ/5V/d55Rs8+yKgzZ7Oq/rCt19tHW9sQ8APUJv/6Xy64W8ReGtHoJ7cJ6e/1pPpb20/35z2qnW4Ut2pNdar8x3ilnmLRKDuY173+beIsZvSWwSeIQKu97rvg/Xk/DOouJFuEbhF4DkQgWfLYcpzIJS3KrwtImABy65JTTrwsDz4t0Z6tW2T/CSbV54n0W+4Z0cE6n5x9Jbw6NoP6t5W3efZrdbmTf4Gtwg8GyOgL4Nno29fWJ+eqV5Du471cNUX1uxN/kEEqrtvRj0g3Yq3CDxrIuD6f9Y4c3PkFoFndwSeE97dDlOeE834/K1E7QVr7fStHYknTZr1hr7gqzfEv7X9vdl780VAm745tL259Lw5fLnpuEXgCxqBenx8q8fLX1C9zwa5esO61D1uDvXrHvds8Pu56EPdYvxcbNe3xzrV7ou3OfztsfW+MD7fZG8ReDwCt8OUx+NxK72dRaD2ZFY7fTa6/6SJtp69/j4bY/hs8+lJbfoF8bEe7wdXvfIP4Qti4yZzi8BbKwL1eH9+a9l9W9qpN6xzvSHubenjzfYtArcIvOUiUPfXuzmbpUnlnxVwc+IWgVsE3mIRuB2mvMVCe1P81orA3BVkr+4nNeW3NNQbt1fdvaJx9fU22b6lW+fNr1+bgbpv0zenleoxddXqO7VTtsFjTLfCLQJvwwg8qT8+Cfc2dPHNYlqdBkahsvzDV3zghiZ/g1sEbhH4/4/A25uEa772XP325vvN31sEbhH4gkfgdpjyBY/dc0LS4A+eVBl4MLTJTwo/+c///M9XvIPB3yHODBw4s8fTHSqgD+ADytKBkR38dSH70I/hJTv88lf8VebKg+9JQHb4Jn3Ih2dwwwPHV2X5alhWOngFeSm4+kcObuDKd6VNflL8Vz1XObSBKz/c8MFPnp7J40G7plcaPH4pGNrITI31bLMAABAASURBVBltcK9//esV3wCGd1IMZIA8uNLkwZPwV5nx7yGv8pWPnmodbgweD/yU5a+4yY+NK/1J+eFHqyTrGwGDnxSBzWsZ7kkwPJOSw6cM5MHVx+GBH8ALlK+8yoOXf93rXidZfq/Mo/+uPNf8I/Jj/KN/+CYdv5QB2cHJX4GO4YGXh5MfGThlMLhrHh1ccfJPgqs8GfCQ74q75vFNeVK4K8ADuKst5blmHuLRRuZhXiyG9lBu8GQGHuKmXLufXnVc81c7I3PVCQeuMkN/mF55yAz9ir/m0YdvYgQ3PEObMhp/p4wO4EG1rn95UK25bHjIVkiLb/ALcf43es/sgVcK4IH8Q5kr3zX/kI8sGPykcAMjP7SHKb7xQ37o8kD5SoejE37yUgAvBehA/gpX3OQnfcg3dh+m+K5tq/x0th/qnvKkVzl6wEPc2EcbuUte9m4su9KveuAB5kmv9KuNp8tfZUfH4B6W4QE8uOq84uUHHvI8E57OoU8KB5Svdbvm0cbO8MKBa3nyk6KPnPwVr/wkuPKjP5S50p+JNrLD8zAdenXXD666h/4kObQn8cI/HTyMJ70A/6Sj8+nKeB/CyDzE38q3CNwi8IYRuB2mvGFMnleYai36VNrgOYuSSavjv//3/74Wfv/3//7f43//7/+9+PGSqSTrzxXCkTNg18Yj2lyhzaD/v/7X/1o6poyHDJ5q0ep+IqqdR8c7UK3sFe8v+0CObocXyniqVQ/lwctfoR7XyS+6yA8f2dp8da9zePHhUf6v//W/Hj/zZ/7M45t/829+vPu7v/vxAR/wAcuHoePFx0Z1wF9tHeevWgv2M7vo0uGp7QcdZNEmf03lJzZ4avsNr/wkQKttm+7atuhB44P2Jvt//s//WT7CATjtjm/44WrrqNZCo3YZjQ38/uTl6LimP/Wn/tTj237bb7vk2BUzNr7H9/gex/f//t//4AM9gFy1+hI+OLrJ6X/KAI1/9FRQdzLVijceQJZewFdp7Tgq0wHYGVp1kGODDtdQ7brjq5Y9crXz+ABeaXXI0zN6j/PHZrXifhbXP3QZvPQrV6vPVUgrfjLVsj18fIRnk275gfFPGT9euqdc3en1Z53R6AHDwyexJ48OhiatJEvP6K/t+yKc//GLXLV8P1GrjeiUl7IppaO6i091N07Rg69a9o7zB0fuzD4mU60yujqQe8hHBp1v6LX9+1N/6k8d3+f7fJ/jN/2m37TaYOToqYgt3TL/9t/+2+PbfJtvc/yoH/WjFFe/kXmoU3ls0QfmmoFXHjnplK825Sc+2pYcXnhpteLC1kBtHDqZ2v4rAzrYAnTDTV6qXFsHnXDVasfaKR7xQ5O/Ajwbg6ODv66N6uCT8pUHL11kxUgKh0e+dv9SHj6+1/azdspWdddWZOkhQ7Y2jezg0eT5972+1/c6fugP/aGrrnShDS9ddAC02rrIKuOTKstLlau7PgL3EKqFwrsy538jX63+WNLPX37x6WRZ15MUDG7S6o4OR/fonLXBcf7UGV7dzuLSb3zWPspXvDJdUlCtvicPhiY+5KXsTopH2w4fHrbZe6/3eq/je37P74ll6azHddeu/2I4/6PzTB6LK12jG20ArnaM2azu5Kq7+OLnLz2Try2nXJt36Fe98nwiD+TJyEtry8oDca3u+il5AI8+cvLio53Q8FQrRvKALfXCCyYPjw4H6Kwtq+w6lFar3fGSgQPqCSdPJ9ro4As8qCSPxXEhHv1H7lF22Zm8dPRL6Qb42UO/AtqnfMqnHN/0m37T47f8lt+y5tpqxRANkCUjz8fadPpr56vlB57qLpbkyLONXxnU5qnu+g06XnR6pHBSMLjRJRVPPqFJa/uBv5I8ds1qn+r4+T//5x/f7tt9u+M//af/tOpKFjM90hvcInCLwJsegdthypseq+ckp4FzBmuDeHX8t//2346P+IiPON75nd/5+LJf9sse7/me73n8lb/yV44v/sW/+PHFvtgXW3EYmUnpIW9RsxjO/+DOZG1gXvOa1xwvetGLjhe/+MWrXHsiwVOtSag6/AzqM+DLw1VrQlBm5zh/eMgrw5+o9Y9P4we8Mh68Jh5McFIApzyADz9atXyb8thEwy8lL61W3Y5HP3q+8Tf+xscv/+W//Phbf+tvHX/pL/2l4xM/8RNXfNFqxwD76KBzbMGzpwzQ4AB5KVDH2rquPNWaJGvXAS+54aETbgAejj75ai0I4IaHvAkc7o/8kT9y/Mgf+SOP93mf9zne//3f//igD/qg45f9sl922EBapGmD6s4HeslLq6WSHRl4UI/j2YHH9+f//J8//upf/avr0ERZzPTJv/AX/sLxqZ/6qQd7dKPV1qOMr1rtyPcXvvCFx7f6Vt/qkP7hP/yH10LGwnLs8IeMlC75T/iET1h1/Af/4B8sPWh8Q69WnBwi/Jyf83OOH/2jf/RhYzz6ho8e18/I1JZTJiuld+Dn/tyfe3zpL/2l1/VXrfrRoU7DI62tR35siUW1rpnj/JE7k9UWk2ePruqO7zh/dJzJWsSiy/Nv8hXUklHH2uVq6UcUT7FyzX+Fr/AVVsz49A7v8A4rVmzQ9x/+w39YZTKAPinAM2ltG3wevPzwy+MF6ld7gQqPX4qGH8hf8cqgdh34io8cwIsOP/r5X/d+DR86XvAZn/EZx5/8k3/y+GN/7I+tGFz1kMczuH/1r/7V8Tf+xt84fuNv/I0r9mwNfXS6roZ/0to+XMvjy8hL6dP/J88+0LbqCj92yCvTOaA8MDLDRw+acm1/lAfokMdXrb5Tu42O88d+7TIfarfDSVp9il54ZfD6179+jbXq5Jr6E3/iTxzv9E7vdOhrePFMyvbIVnf9bXCTVquNyNbO00Ee8F2KfpVR5j9eeXy15at1A8I4Y4zCR0dtP/COLrKVZMWHPrwQUmX50SGv/sr0KIPauocfDlx50MaulI7a8ccL9BV2pfW4TvNSteJFFvAFnuwA3fLsfe2v/bVX+zhYpBd+oFpZevhZ9/bI1qaPnPSKJ1ybhx+jx5yhb1TL1yufPKCrtr0Kao21MuouZWvSa35wbMpPfcnJ45Vng0945KeOyvB45UF156syIAPom7KUHrLVuk7k4aXsVqsvTdmBl82zecVazOF2bR66a+up1nWiXmwAeb5e+Y7Lr1olY4MMXimorY9PygN0yk/d+KkMRr623itOnk/ShzD+wdeWhWObjDoPDZ5t47P5ynVqPEGHH8B3xfHt6isa3VIy8tWK/ciqa7Xaifzx6OeaQVOsVtzJ0AMnVZ68lO3aa4JrGV5ZXckAZSlgV/ug/47f8TuOv/7X//q6Wfo//sf/eGKfI3uDWwRuEXjjEbgdprzxGD2nOaq7QdQAa/H/Zb7Ml1mn1p/zOZ+zNq6f+Zmfebzru77rOkipDpORAV5gZoBWNlArwwM4qQn8H/2jf7QWlTaZBnO4ak02Jp7j0Y+8CQEPlDwc3Q/LeMYGHnRQSRaQX5nzP7yj5yyuf1OuPYlVdz6h0Tty8g9twh3nTwrO7Nqck7Wh/I//8T+uydEBlbJJywEVnXirFX/8oIJeoD3Yu8Zn8iZf/HimjuxXS58JmhJ28MgD5WpN6LV54clOSl+luHTJXOlsw/24H/fjjt/6W3/rOsj43b/7dx+//tf/+uMVr3jFuhNo0/yVvtJXOv7iX/yLK57k6WVfyqfaNuiCB9c6kQHwQN9RppsOdRygg6z4VMtvvPjYQkeb8t/+2397tdPv+l2/a8XiS3yJL7H8rNadKfz0ScHHfMzHHL/tt/2244/+0T+6dI/OasnxA//HfdzHHb/5N//mwzXDFh/4Lj3OH57a8T+LS5d0YHyk7+/+3b+77rb/vb/399a1xyZ5evErSyvJqodMtTbjbOKHA/J8kWenWhtS+AEyx6MfOwANXr5a/RkLHfTZ4CvjU5bXRsaS//k//+fxuZ/7uSvW+PCQ+/f//t8f6vXlvtyXW/Ejgzby6sYmXO36kaudHzx+ePKADJDXT2v7C0cGP5CvVsxq6xRzcrXL+KrVRvjRpGNPPOBAbT52lIdHqt4O/ciiAzzkJy/lL3520fgzMvjxzEJfHq6S3LUJfgh6pPjEcvJs4AFsAHk2ydR9TGrrJotGV933LTJogB7p4PAq19bBBhg+NMAf6cgp44OrLVutNuDD0PDhmbq5no2xoFr9rbqLC17ATm08XfyUosmjT15a97zj+/BfU3IADp+UPJ3VYRw3b1bQd/7hhRj+al27cGTB5GvTxs7glWvrxQ+qFTN60fGyhQZXu17w+tnwTFzxyU8q9ngryaoPPQpSuv/pP/2nx2d/9mcv//XTkZFWx7/5N//mMP8Zc2vbJzs6qjUW0HWcP7arhaPjOH/j55ld/2rrWYXzPzJnsnwwBrE3ZenYkwfKtetUWxcdgM2Jwdit1pip3w0O73H+pODMrsOY0U0HHH465dURXR5eqowuVaarWmOUMqjtqzygRwrqnsa/sUsPwAv3z/7ZPzuMy//5P//n9VQCXmNUbXl8o48/Ux4cXfLj96RwfB+6snxtvdWKC3y1rgH87A9OCtgdvVJ64K6+yMPjv0Jte3B0j/zf//t///gX/+Jf3PlAtvZ8X9s34zQ5tAHl2v5OXsp3KWCDP/Lgmq/uxiE6h1e+WteSvOuQbHV37SqDSnLXF+ren/Gj7nHauXqMv1p11/bGI9cHu9XxJb/kl1ztwQj/4AfgbnCLwC0CzxyB22HKM8fnOU81YBqMgcnVUygq/apXvWotfP7Lf/kva9PzY37Mj1kTAr4Xnnf2a09CBl4TFplqTQLy+CY1sP+En/ATjle+8pXHJ3/yJ68Bng6yeEyS/Kh7+cENHS+ccu1JgoxFABwb/MADLwVo8PwxWVV39YCrsCyflMkC9oD8Yrj8BwfQqyVbLb1s8gX77/k9v2cdIHlyw+QFD8jik7KJt7qLHXztiQ8Nz+BM0srqxD59eOZwCm144ZWHR/3hAPmrD2TwVqs+6PgGak/U7MPhpa86fsbP+Bnrzvunf/qnH55W+QW/4Bcc7nrpT15tevWrX710snFtr5HnB53odV/vKbNVHSb/CuuKdbUWInwdv9SVPrjqjo8QvHaojt/7e3/voY9/1Ed91FpgoLMjtRGQgtr26BNvAM+OFKAp088PKV/VTx5UKwbyNlX0qB9wyEZPtTYOo+8X/aJfdHzoh37oeprJpoCNatXpOH/K4zM9dNJ/klZfqpY+POB49ONX7XrpN+QAcrU2IvS8/vWvX3m02nh28KGrq7J40S+PBtjwWoOna37dr/t1yw8LVXzkfvyP//HHt/gW3+LuoGVkpNXir1Y9yBznT8oG3VJxOtGLl4/yoFoLQ/wWjrX14OG3FJ88X6TK+gYZeTakAI7M8JGB40O1YqSMd6A2Hi8+vsrXxj/kq1b/gB87/CFbm1Yhr7rVzkPgxyetjZ++Ud1t/q4+qs/x6Df56q5v0YdfHOQyBIW0AAAQAElEQVTx1KarB1F4oG5ScMVPXkoeyPOTjDwgB+c6YBOfcaK2PXR8eNAmL1VP9B/7Y3/s8bN+1s9a1wo+eCke9LEHB6rVb6rVx47zxzbesX2i7uLBLjl0ebRJyaFVSyd5NPjaY5Q4Hudv8Pw7i3f/qnVwCiG+9OGt3V/YpQ8ND5pybboyPCArVWf4sQ0P0OirVp/Tz+iCJzN5KcDLbrXioZ3orJY8mjp/3+/7fY93eZd3Wf2NXEXligkdnhD5eT/v5x2/5Jf8koWvFu04f/wc36QAjtxJXv+Mm/QOTgqqdU1gqm2zWu2KH56P0qvOsaHO8ugD1aoHWu16ytPHpvYbGTqP8wc/uOETJ3jjrHT8ONnXv+EjRw+6FHFo0ilPHj99fJJOWR7gB+jVAVetue6bfJNvcvzsn/2zj1/6S3/p8bW+1tdac6j64AHkBvgjzyc0oDx+qJcy+3D4qjUmVqt/TLvxhbwUL934r7bh0dHwKtMvhZv8pJXsE4H8yHgy2KvWX+/rfb1VX7RqxcX8VdtneHWpTZPnDwN08UMe8L22HD40gEaGLmXg+lBGA0OHA+TFAS86/mrFDw4djk10ZfxSuGkHuOHX9/g8/OwAaxP2Ad6pP144/FK60QE5+BvcInCLwJMjcDtMeXJcnjdYA7GBU/o7f+fvXE+iGJC9rmDQtQH6Ol/n6xxec3BHQ2CqxTeDr9TAbdCdAZg+A7y0Or7qV/2qh032D/khP2RNtHhrP+ViMCfHD+nYMIDTwR8TCTvkAB68ZNkG+Kr1ZAFetslbLJInA2pPUvTD0yc/8lPmDx10kwNo1VqoKZPDIy+tXSd5d+kqpDUpyvCLDJ21aZOv1uSuXnilFq5SMoPjFz/gyUrpVRe02nrlyaEDPknpwQ9qtyUaPL3yYjG8cGhwdMrjIU//N/pG3+j4bt/tux2+XQIs1DxV4SkVPL4Zo0yf9iLDbzrkpWhwbAF1gR9bwydFo5c/6IC8dv4iX+SLrBiSxUsXoJtt8SRr4c/Pr/yVv/Lip6N23OTJjg51njw8OoAH/EBnH55+NpXlgTIf4FxX9MCpCxz/Z9FJH/rX//pff10z3vl35wgPO1K68ExZyjbgk7IUrzpXa+NCjr1qbd4cavIDL5nj/E2+WhuK4/yxpR5ndvV9fo8cHL3oDn3w0uVRcm3vIFbZtahuUnbxs0VeaqzhrzL98tXy+zh//GaTrrO4fMNXu93oGFq15Ng5zh++0cdXeX4Cfpwsqx+QR+MnW+j0guFDx1fbLlll7Yfv8z7v85ZtsgCNTG1+upXJAXrZktbm4SNdtccEbUgGH3l6AXmp+pEno4yXDmltHejkB8jKSwFZKXl1YVPM4fFJ6ZPW9rP2ZgIvOUCHOsvX5pt+QQ9f0cjQpT/QyxY5ttWR/9Xqb/jgyJFXF3m2yGpnB3e+N4MGJ8VTu/6+/QUH6MDDH/akbNOHLuUXvtryg6cTXkoHv2pfT+Sqtbmv+++NVUhrbho7C3H+x/aZ3G3y6MWjH40dZYDPDQ7xkMeLhx9wYsZPeCmcuOJ1sAiHZ2RGJxw/pi7kyeCfPBvyrtNqzWnKtetmfCVDD9DmynwATz311Doc/rpf9+tCr+sNnwLd8mLOJhzdcICfxk14uvQdMrXnW37jV0f0KUtr+0eGfO3y2KFfnjxZevHJw8uzL48XHx5lPAAej1iLJZnahxfy+iceebHnC35AvlpPi6ADNqQDeMgDOLZr12PKdLGNd1L8dLEHz+9qzSvGZWVABx68ZAAcIKcM+M7O4NVLHg2eXTzjH336CxqcMn21+w9+OO1OrnbM+ARf93xswEnJ0cn2k2D49Ad0dcP/pb7Ul1rzHhweeHk0NvmozB8pn+TZw48PXmrcgJcnJ63dJtPv4PhLD3myyuhklaW15fiDPv2IT3RU6+lU/OjsiaMUj3YgK48ffnSQUa7WNVfdzU94yRznjz5+ScmisTV+nyy3f7cI3CLwNBF4wdPgb+jnUQQMoCadWfz4zkftwV0YDKrgq3/1r742MAZXCycDNMDjFQwHLr/iV/yK4x//43+8nmoxEAM8Jgx4QJYOg7iJlrzHs//hP/yHh0Mcr1T883/+z9ekh84vMvgAmm8tyJukvEry037aT1tPR9BjMqCbTXImGf7j99oNH2ykf8Nv+A2HBSt+dD6RGVmvJ6jTh3/4h6/vHliMs0ePeoHqblEJj06Xgye64ejn72d91mfdLZjIOmxh44t+0S964Lfx/EN/6A+tCY8c4L+JTb0+7dM+7fjAD/zA41f+yl+5+Omlh8+12wu/7y54jaL2QYlXUxxsePXEAoAcHy0SfAvHh8jEQv2qddjFtnaT4mVDXl9hE4hXtTY7yuh45fF95Ed+5PGdv/N3XnfDHF6g4WEXXVm9PHr7a3/tr10Lbe+4T3vTwwYZKZBXR20kPyBGcN4H910VT0L5VoX6skNWP9CfpPjEX79Xz9r1oA+vFNRe3I0veOGV1eFaJlc7fhW2u7b0iPu/+3f/bh1C6hdeS/BB3d/3+37f4QkesjYL9BKUirlH58kNTh/Sl9QVD7mrD3T9y3/5L9emjX/a2kJLv6TLkzjuDP+1v/bX1ut66i8+eNkA2udzPudzlu9s/Lk/9+eOn/JTfsrxd/7O31l9g22++riyR6f1SR/w45f48ok9fPqhb4HI8xOP+pCFQ+eXa5rvbGsXMQL8wSelV31cv3jEp/b1x8+pA9ts4YV3bXlFy9Mwv/23//b1NIz+gr92O+ETC7zk2WT/Yz/2Yw/92Pv0eOCrFV8+AT5LXcsf/dEfva5PdWRfbMmwxX98yvxTphOuWtdRpbgWu/T+gT/wB9ZHq73brt/qz+SqxU+eDdeRvmFs8L2rP/gH/+DysXZ8yKqXOBtn5ekhuwye/9HluhADPmpjdeAru+rkNTZjtLHEpt61q83xjK7q1Has/iNDl8NAee3u+jTW6fv6xj/5J/9kfWOIXT6wS5e8NtDvjF+/+Bf/4jUOqwvfgT4gttV6xUS/IMcfvuNxPRj3baTU4/f//t+/Xkf0Ghpdw0sO8JPPrhv6XSv8VXc+ktF/qrv5kL9k9AHj9Ad/8AevV/3EZvwgczz6wcnyj2ztmPFPW/J57BsPzYnmOHfY6alWH2GzWn44sNYmcOLwqle9an1/h7z2Nm6ypw1cQ8Z9T795mhAd7Th/+PU9fknhtfPHf/zHH+Z3dsRAHcQeTd+Y+cP1DKcvuaZOleugSFm94PhYrToc508biJ1vVnzYh33YoW2U2eYH/4AyO74/5htdfNLv1YlPXtfUhqBaa4jasVX/09T6h74y53/w6kK/2PLP9eYpml/za37Nmmu1S+25gD/GKjEGUxe+AX7oJ8ZQsUQH6k6uWodt5mXzlCd21InvpzvrX20ecmLMJ98G83Sv7665jtnRPwngA3i1hXhUB5uebvRNkNpxUEdjAJq6kxEP/a1a44Z6+dabdZJXtNnSRurHnhiQ+df/+l8fdCnrt+r803/6T18f3HZtk+Gj+NIhz45+pc580A99T4jf+LQDGwC/euE3prkOXV/6htjyAd/TgbpqC32PHmCtqs/wjy9sjvzoU5df/at/9erv5ij1IKv+wy9ufBYD8lJ1McdoL3wAn7ZV/z/+x//44fVo16a5UwzETp2Ht1oxtWao1pyLhw066BZn1zo5NH6zwz9+eJXOtW1trK7iTEad6SBDHzljFD3GSG3ndW3XMJ7afQbvDW4RuEXg6SNwO0x5+tg8LygGX4O4wf4rfsWvuOpso2fCWYXzP4MqnjO7FidkTCwGdXw+LPc1v+bXPD7kQz7ksOD7ht/wGx502YQZrPH/6T/9pw932r/BN/gGayFRrQUgug/S+b6Gx/5NADZuPn77Nb7G1zhM5BbXJgC8Jld3tt77vd/7cGhgIrBh/1W/6lcdL3nJSw4HPn/5L//l5efx6IfHosHiAN1hkUdc3Znh93f9rt91fYQLu3qaqOnEa6PoNZX3eI/3OHxL5sPPgxU8YgLISGtPOiZnr7uIiY+xovmeyItf/OJD3V/zmtesTQZ/PBLtA67qL8/OS1/60vWdEXUFbL385S8/fFvifd/3fQ+vTFgc4X/Ri150sKV+/DDh4/dx1e/4Hb/j+ugtue/9vb/3WhSoEz8slEysHnn99t/+2x/sioWnNF772teuBa42o3NSixL+wKkTQAPVkrnStZc+YjHKJ5O4BY1Je3RZ5IiJR41/8k/+yYcNw3f6Tt9pxVlM2Kgd1+Pyo1ddpewjsW3T847v+I7r+z7i5CmZr/JVvsra1OC12OALWX/9RxvZ2KHB0zNQ2+4Vzx922JSXVqs9lWsvfKq7vl1bj79CJPYWLN/sm32z9dedbHx9uNe1YqN4nD86+cNXfVpf/wE/4AesBS6aNnNdWEjxpbb+U3Qd6uH3JBm6WOtn6vjVvtpXO+BtEGxM/dUYfcM16poiD9j4hb/wFx6uYW3gL9HoSxaW/tqBRTq7NjFzzTpw9ErPO73TO60PV9OhjbUvX11jdANPDoi7xb3yt/yW33JdF+plk87vd37nd15Pss0GXHuxWa3rWvz0f20j7gN46FRndbdJoYM9dj/pkz7p+GE/7Ict3e6ST73J0eFbN/qjumkPfcmm2AJZ3fnFJn421BOwYQwxXng6wuGLWOhjNgF084ucVJlcta6b4/zV7jt4qsPh1Jf/8l/++H7f7/uta951wf7QyYPqMCZ58k9MLIYdprBtvHJwxmdjKLvGWI/5+15N7b57ml9xNXYZG7WFMUIMq8PCWly0o3g4MOKPj70aL/DRTc8A3wYntRkVf31G7I2/nlLUNhNbfVffx8vnH/yDf/AhBtrbtfDKV75yPf3mm1MOmejVz9i0odO/6WLb+KPf2Kzog/6KmsNV89xLzzHWtccPbWazIa6AfXqr9cqQp6v8xQtjuY2vOYwd8WGHbaAv2US5zt7v/d7vcPBivDVGm6foxKPf4Hd9SyvJunbZN5abp8TaXPGq80BEnM2JfPCqgrZ2GCLu6kiGbte0sd9BhJjpB8Z1r9ZW60DDHK1v6gfoYmre1Fdc7/qrQyd9QRvY/OtX2snhhf6l/xizXF94xIO/rnf11H+0JRmH9NrIWkF7otlQ8ntV/PxPzF0/xmo85qPv/t2/++H60+7iIl5k3vVd33WtLcTWGM+nb/2tv/XCGf/F5FR5909syEPU7u/arXbc5cnQj5e/7Bqv9fOXn3OvepijHPrRpc74xUV9tFNt3dpBHIyf+g1+NhzGun69EutQQLy9Uq2fWMvo5w4J8PJVTPijrN31edecvvETf+JPPMRXe894zI742IDr7/qq75nhM5YZRxzE4dFG/OO79mZDfVwzxgV1VTeH/Q7fjQn6hP49/UIM+MkHdIeenlB1fWgz4y09DsZqx0bf1xfEyE0c/YYP5qQf/sN/+Jqf9AHrLzxiwIa+r03ckDGe/cAf+APXGO4vZOFR7GhO9gAAEABJREFUd3xAXaSgWjcMtN9Lz2seDpiHZzxTf3UXFzTy2sg45Vrx6qA6WSfxCR2/+kvFV981DoqZuphjHGaIM53AnKoNtbXDCmO2uU8/cGAvNvjol5pz+alutePHJp36G5oxbfxGEwvj/oxB1omuEzHWJ/Q/f91Kv8IPqrX2tVbSXsZla15tY206/vBpAA5M+ZbeInCLwHG84HkUhFtVnxCB6u7xQZs2k4iB0gTiAETeIC0lbvA2CMsblE0ITr0tHEwoFnkmXTIWa/hMADMpKFfrrio9JtUZtN2pccfFXS2yNp4WT/jYIiuly4LFBGfQtyG0gDRpWjybMPCauMnid1fH5GLhZJHh7ppDF4s3m013okyW6mdyhPNXWSyCHASQt+Cx0HNnk151nLiwwaZFo1deHHKYVOFNVOrmDqDJDh8/2LNAMyna2NJrAWOxOnotAmxW1cVTKxY7Fo0WHxYCFhbuRFTrCRATPFmHXCZkC3GL1z/zZ/7MWpxaqFiUWHTj4ae7zCZnPv2gH/SD7p6e4WclWaAdZeiX1qbVnuxrl9Hw8sViQ5uJladOLBrEhC1tywevf4mD9naHCo9DBpsQcuzRJ63WQYW8tqptE9+7vdu7HfrAn/2zf/YA6jT9QfzI0EM/+9XaYMAN/XjwQ4Oq1oZHubbNejxVL3R2rnnyyvAWcRa82lpbWrioh024DWG16necP3gyZ/bOT5s/umxk2FLv4fmbf/NvHg4jbAD1J3XSR8RZu/srMTbG7qY55KLHghRNnp1qXZvkbDjdKdYnXDO+/WPxZ4P1k37ST1obcNeFduO7QxrXJb/5JqWTbmV+un4cpNgUVodXC10X+qFFs/FHHatDPycLyEpnbMGjX9VuF3bGBj5tbLNu88yG69117DqwITC22WSQqyQLXNfuvrsj6xozPtn8iCl58Ro7tW3b+Bn78LhGxcRGzDVvEY2fT+KhHgxV6xBuynBs8xtOzF2/YqCtbSY81aN/a/PaPuvfDntsKPFpX3W1gabTmGeTND44bJC34TH+1D6gcq2yO3dhXbf8xWOsYNvGSDu7Zn1zCN2myYE3W1dQ3ylXq18a58ReG+hzxlab8uoQJ08bVOuvxjns9eTKj/gRP2IdLrPBtvGR/+Yq+vkM5IHxl1/6hrJroDqM9Q7EzVfGO+ODQwmbQHHGN0DOXyTTx+XNLeLKvo2s8dZ8h6aewEZVLLSNa0u7ucb1P4c2ePgtHX+v+drtyXdjE90O5WxuXvayl61rwfhpo+QatymrfQBXexyjT30cjmg3fdGmzSZP+2pDTwDaYKm/uVpfEfvq4L8Y0KMv8tc3rxw2GbfETZvZKPKR7mo9RWKccBhfre9Rqbvr2vyk/4kDnXTTq37iAMeGOdyY5Zrhk2vOWGAzyxYZbWhedgAkvsYa16fXIPG4Xul1DUkB/dKBao1v1aDW+gefu/i+vSN24mMd4qko15AxbsYsgsZBT7tV6waSuPNBnK0/qsM16KAVTl21rblY3zUma0/10Zb6jWseH/3qyw83YtygchjqMNAY5IkGB3Z8m7UC3eTUnaz+qN9oN9eqfmutNHzsVOsv2rHDPv/pMwY4tBFfc5V5Qx3MyWJClh62pOzarLv2HAJbSxnL8TmMsaYjr8w344c1knnE/OfmnTrpT/NEyOhWB0/iGLesB1x75jmHgfqMG0zVukHHD/WQVmu+FjfzjbkMXv/TL/VX37TT36f+fFNXh1cODdnTj/minznYxMOGulTrJod6uGHFd7qNk8YZ9vDpr2TlHShrN3O/p2zwuJFkvKGbLT7KoylXq8+KIX+1U+36Tfzx0eOad70bq1zv6kkPfa4Zc6H6ji40sTT2GhvE1p+Hxi8WZKrH5qra/qgP+RvcIvB2EIG3uIsveItbuBl4VkfAxAA4aaFrUK19Wu1QwWRk0jdwGoSrtfio1obVYt6Juw2EzawJ2wGFCcbCl16yBn1pte7GmhAM6N/hO3yHNVCbTC3y3JlwN89daps3C0cTNFkD/HH+5E3cFiUWejYSwIKbHRtBd2yqtTE1yVmwHefPQtCBhgnH4sidKJO/CYU/Fix0orlj4FDJIs9dF3E4VRz8MuGxxRe48c2isTpsuizWLeptgGy4nnrqqXVHpfbkRM6kZ0Nh4WIRZrPpLhDdNhwmWbGyARYfd5QsLCzUHELxQ920DX3asvYdGQt+iy93tNTH5Mpfi2iPyIrTd/ku3+VwKMWP6rBoRKNrdMo/HVSPkejnk35jEc0fca396CpmPNrXAtRiyCbcXRFxFgN/ss/iwEESXjBy8kD5CuJvUWrytzlyx8zCH14f5Qs/LJrJ0QEmL30SkIev1oJmZNRr8uqLBy9c3bcv/NisDhsOfVc93c21aLXgxWPRa7FEplqLQfnRicfdWDgLJ6l+gq6PWAyRtwHhH79ck/Ke+HK45+6UAzavvDhMQLNYx0vftDm9FpPkHGDo8xZi+FzrUnc/3QF3/dt8WzhbgNFDLx2V4npUWZu67vRj4wS/tZXNkGsDThtZ+NPvGlJnebrE11Mjyq5N8mAZePQfGj7x8CSUxb8+5vp1IKFfuDOI3cZNWttHsXO92sirBz714p9NEN3GBrprt49xzsGMa1a81Mc16u6mhS1fyAGxrVY/utqVVw9jB93qSp5N8bLxsNEzPrs+KyLrMMt1RrcNv3HA+OlOpCeFbC7ZV89pD22J32aVP651MYdz17c6yPJB7PUlPjmAdcBEN5ueWKJLzFyn9HOqWn6NPByaDWm1XoHSJ9m0AbPpqw7jso0cfr44NJAan43NDkaNxQ4Y5PGRlT4EsRycPF+Mn57SMD4YF42Hxjw2XI948AI4BxLy4m1j5PDOOO6gzeG4dvd0DF5gLmLTdekxfjL6DbvqKk7oeGtv/rRN7bYUa2U8fJHaONrYuObd/fe0hENnNP3QRpwMnXBg2pPf5m8bOf5W6zBdm5tTzJfqpH/b1OF1fdo0ai966fcEDt/hHQDgN396esgBcHU4bDOPuL74oj84uNJv3YCgl07Ax2qNB+Yf15oNHDmx4pdxwJxl021uIF+tJw7Ztek27hhLtaNDN3pt2s0pE0vtB/9MUHuu1Eb6JVl6tJ95WX932KQt+WsDLjZ0ioPrU8znoNDGnzxZG+za7SuGdKsTXQ4C+K7PG1fZMUc5zBEn8eC/MZstaxhtRK/+b3wylmlnG3g+kdF35K0njCfWVdrBAZ+DHboAPvrViW/KDp/Jmg8ccrBjbOeD8Vbf4R/eaq3b6CDvINn6whysbcTMmMuWMRuf+mk/Bwvw+pInHo2X5kJjDR3s43eQI9580BetexywiZWy+nqaxxqHT2S0ozjTryyW4mYMUTc0c42YaD98/CeHn06Hdg6o2TMHucGDRz9DZwu/+pAxz7zoRS869D393tMpYlB7He3gmpy+bmzVZ9TZeGo84xc8ffzBS688/2v3oYdlcnC1x1xjOn5t7ukz16O+Zq1Fp3qIOf9Hjh3jn/6lD/PL2sTBKv0OxfglX7vN6SJX937Rd4M3dwRu+t6eIvCCtydnb76++SNgYAUmShsJBwAWz+4IGkDlTRAWsiY6A6sBG83dEZOju7AGZAOsyQqYyA3kJh14wPtJLZBGj7s8JtPaiyyLdQO2w4Jqff1fmTzd1bojYKFNH102GhYGJj84E8rw84G/eDzuig6qtWE1gfABzmKYDZtc8nykH1hMm6TwKYsZvXyDA+IxixYLDD5ZbNGJt1pPkIg1udqP0aMps6c96LKpFH+HU3TB0wPUyYQPZ5JW5q8yWZO/Q6hqHV7RT/dx/qQWc3D84HN1ONg6yetARd3oUB6gV77uJ9ErrjaeXnjxpoNv6gZHXtkj5cqeeBh+NP1LG+G3OKmeuPnEO1C7HW3utCNZ7SMWFk74HCBJ+SPFc7ULN1BNdqV4AX9r0+hWxoAm1S6DZ0ec8agvW3jclcIjvmKP7o4fmkM97U0PnXTA4wHKNi3V3XdWxgaa64Fe183odsBYrW+e8EF8peQcdvLN5gqOLD1sA4t9C1v9g894+DOLZItLMnwDta9LsvQMjQy6elXrKRs88HTWxqG7Xizq4I0peGp/+8cG1oEFnMNJPKB2+9PJT7bUS1kc1JVuPimrFz6bN7oG8PHZWGdzTIdxrDpsZOm1cMcDqsNin7zr0xjGH3bgLNjFjx90sQkP2JKiSWvHjmx1OFTFQw6Pja+xuTrcOWafLXRtKuUfG+pK1maAbgfkeKvD+IXHJswYaazCWx02AfhtpKR88eqTPuk6JccWPJ9snKTmBfyAX+jyfJKybSzC6zBPG09cbY7QHXoZ96t1vcPVng/kwegWB3W8HqZUTL0B8AUvXxyE8KE62AcOCNTfIYX4yVNChj8vfOEL18ZfGaC5W47PplBM2OA/feaP6m6jyZ6NCt/J1q4Tf5QH6JDHL97oDqz0Q7aMZ3TAO4ysfQDFZ3IATdkhHL/JiJt4o9NDPx5ltME52KLf0yfji8MAvDbitfunMsDDP3roZE/fkEeHFxs2lOGr1bZo1bopo03E1YE+vDoAvpOx4SQvJvhcv/TWHjOMEfjJ4ndNo+OtoN8oqMvEwYG+AyDy9IoJBdoVjw2/OrGFx9ip7jaqrifXDh89rYsHL3n+80tbOISzJmC3Wn/xz+E2e+KPn12HadVhoy62cGhATFx/4mTeU4bnozwf3Ixhl39SgKd2H6z9ZEq1nuzwNA66sYfvowfOwSydDjH4AjegbH5VV3KAH8ZxPOa82rb44okesTMuiQc5sSCnPtrAnON1Fjg3G+iRFwN+KTtMkjpoHpyyOLIv3uxJXZvk4dHxAbbJag9lc6dxk5x64beOlZpLxZAeMnymW97TLw7U8SkPj4MyfdSYBdSbHXTji4NM/MZQfZc8vfj4ST/cyCjjvwJa7RthtduS//D4zGfi6mkY9YVXDyl9bjqxBSfll8MdPrqBqDw+kKGj9hin/BjcCrcIPE8j8ILnab1v1X4QgdoLD4MrkonMAtPdJxOYxaK7hQZngykei3qpSc2ifCYAdHwmF2lt3fD4DczwJm8DNlmTmEWqjaWDHAc1FlrVYQLnF16DPR3yJnc26aLToA+HZiGChtfiRX5O5elSJ7rk8aNL3fHjJ9sWEMCdGX45rbehI8Nm3derWgtFPqCbiKXsmxwBvewAtmpPSHw32VXrSRo0+k1+aA5TpHB8pus4f+5Cw1drwX+i7lL1sygxQfLDYgJdnh53e5QBGpueDlG2qWeHDuU3BegE1WLnF9sWS2IBqT9IPSli8YBHu7tjLMZiLcZSfJ4ukj4T0MEufwGfxVl9lPUteQdO4o6fPvGGr+0vXN3nlQfoszip1uEbG2jVWoSyowzo1D54avPD81Gqf/ADT7U2XXypfRdLnj7tJH5klOmFI+dwszo8WQJXHbMQsxDU7uyps4UcnRZHwKtr4qs/A764A8gO3eJDJ5s2vuo+/QMNn3aVlOIAABAASURBVDvCDg/YtFDzWLQ25iM5ttVfnjwZupXpxqduaHj5gAeIs77pTiI+h5p04/VEDF6bPOVqtQc+snBSOmvT2IPzlIiFrdcHbezxADQpHUAdpeoMT55eeb7h13fhq8O1QsZdXTjtSx4fOYd78uIhpQc/XmUpHFDGp47VGgvQ6RG72v3TWCyeZPAa88TTHVKbOodqnihy8MQX1yDeAa+vyLtjSh7oJ/jc+baxpd9TgXQe52/6jWvVxs/1arwm6zrl58m2Dsqk9KuLvPo6tKgOd8xr16Na32Ohw9MI2pmeAXL0uJvvaTV9wWsv+mu1noCh/+mgWofu6OKgTmwoi2ntDTmauQ6OPY/243EdiZW6u1bU3TXkLj261xP4biNJTls7lKBPWT20m41h7f6IBk8ej1Q9pVPWnvRW6+AdjRz/q8PciHeuB37jB9V6goNdcmj6LZpxgJy8wzRPwnmF1FMEnqbAb2xG5yMeOIePfGKfPsAf7UsfvDI8fjjy+qR87XrAKU99lT3xUvtpKLTRxX90duH5rsw3NrwKpE+Yp93MgQN4r77APRPwhYzNMD72HYjo4+Ks7V3b89SWJ3VGBr+xyiGkWDhk5q8+anOuDmLAH/MQO2TYME5U60aHscYTbfisqdSTHq/twTnc8RSg/mdt5NqTeipDPDzZU1tXtdYA+jk94saePJ30kdFW/JHnO7uuYzh9XL3Zkdf3lem0/uH7cf5q9+kze5jb6Rpb7A4fvdVaHxm7jDNkzCH6phjxB5DnA1lP29GJzhd+GHM8HaNNjCX06LPaBC9ZuIHaTx4p1/YBj7YRC/jah6vwcOJEFx/UAx7UHk/wKPOXXam2p0ucAXp1ONiEdxjHT3bxD9BVrXFTG5DFD/ggrdZYR0aZbimo1hoCjd9w5NgRN/45dJZ3uF9hWQeZMujajvzUFV67SEdnbblqzbloN7hF4BaB+wjcDlPuY/G8zBl4Vdzga2A1qM6A7jFPd99MgAZ9tOuAPIP6pCbC4YMbIMcGWrU2CWhO+o/zZ3Hs3WBPK7hrYdNjw2Mi4pMN4sl294+sAj/5rSyPFx7AA5OBSZcPJgupxYMUH5DHK6WrOtx1dzeWL5O6S2tBwU61FkITP3WDP86fPLtDO1F3/8SILYixhbdaiw14fgCT76Rk6OV7tSZQuKsOdPy1daGpc23+2gutsYEuT46u8V9KD1+HB18leQzw4altA1G9tQedJmV5eE/2mNQtpsgA7S2u4izvcX/xpoMs3wBeQM8V6GYHP1/UF12eHLx6AHy163DVVRtH7klAB11k3CWkS7lamx11Anwhr434wQc2B0ceoJHHDyym4eu+farVv9Dpkx7nT+p9bm3kYIBdsr5NwC8fCKX/ZF1Pr8jrsxNfsXUn00bEKwTV4ekAOgbIssl/eb5KlemzCLbJ9uqBja67azYLFrxs4eULH0cWTlmqDnQNTYyU4ceHeTTZoa740GcxXR0OAfBWayw5zh/50XcW1yYaDx/Jek3F5sj3eei+8lcr1nBkrnrka/dt/aDuecUI7jh/Xp2q1kKTPXWlj/xJXv1EWf3GhvxAtXyo+76IH9BBHzn84sUuO/I28w66Ha767oKNoENw7Xycv+qxOL3yla9cY41DF/L0eNxcOk/8HOdP/dhm08aNPv3H9TrX6cl22HTU7rv44QB/9U95rxqpi8NShzxoDvu8ToHuUNU4eLXplUsLfQcUDgC9KgQcfFQrXsf5q/uYncXH/umvEOrAJl+VAZwUOAhRrtaBD5wDBjFy7UzdXTfzVJ/XDcRs+jz9dJBV1ymrl3K12mF4xEoen/ZVxqdtj0c/5Wod2uJDMwYh27DTLa8dR55OuNr9URuQhfeUgAMz/cUh/ctf/vL1F/R88wedPrrYIVOtjZdyteYdPgF1HzvK+JXla8tVq6/B0y8dujo7sNPm5oShSQF+dQLK1eEgS5s64DHeeFLE+IOOH/CDjZFDezoYXtcQHhta85B+7qkz7a79feeHbmuikan9tIUPlU6/QtNXjYfqJ5bkHFbyp3Zb8g+vVGzFfeiTuj745Hs9XuuZ9dGnfMqnHMZuN5nwOtDGdwV4uqW120B5oFrs/NOOngJF46u1l2tcHPR3tsQDn4Md7UUvBeogJUdevrq7No/zZ/wWizO7+rEU4KdL3cnTSV+1DoQc3PDPEyzagT9S/lgvevKGDusEvoHafZQeNHa0Df0Dtete2w6eusfhY1eqbeiRx0cvGpw6VWvMR0fDA+TVxzwpL77iAFePy8CJg37NHr1jgy70a8p2dXddocE5aOKHJ63Zo8urqnMQ6DCOLjyAHMAnhaOHv1K4oSmThZPnY6V4g1sEbhE4I/CCE27/nscRMGgbRA2UBtEJhQHTItGg6U60O514PLkBR2ZkTWLK6KOjWoM9PaNTWhtfHU7z0b2K4VFoOgzewOTCvoWgxTfdeOkYG/irNXGjw+PhF3n04/xZAKGf2fWnaU1aeJUHhk5e/dz5Is8XZXRlQDffam+m6SBHJz55uEqy/JNBk9Ihj09+cOwANtXbIgNNfPGqlzyZ2o8Hw9GFD0+1FrzDQxd6dedH7UUEfnzS4/zxf/LwoHYdTvLdP3gAQbd4yJPlN5/Qxcijzxb9cO6+ScVfSgYfeSmgTwpHDs8zAX51pE/s8CpLgTrRBUcvHFBGk7/ilR8C3exUh9c80EcGXn3oqh1XdAdHV7varVrXBBmxGn/duSZTrTaiGxznDw/9ynwm61Ufmz8bEIt/ti040V/60peuPl4dNvjaA538AL7J89GByGlq9ZvafbqCWotfvoLa9SNLbp7KsKGxYLXB1sa1ZSmoVp2ORz/+y1YLX63F6HH+qmVPvL1CoN7uBNtUqKs75TaSXlXhAzjF1gaVXj4qg+rwZI3vYnhnXpyMMfx2pxS/2OKdeFRrEV8tP6rl43H+xJB+NmvfKdSm9PCTfnrwwOE/xe7qBkcWfVL0yUsHBi/lIxn6qlVXdahWe9lweAdfbLxS5ACWHvHSHsf5q1a94MnqF15Jqg7X58my/nqQvuJDja7batWd7eP82bigq4d6SunTd8VTno/40aolLzZwvkOAxyZz+gi/ybrr7U47n+k4zp++5TWGM3s4/DEW0Au80y+lDx3UfZ9THuCzfO14ieeU+VUbLy7V8tk3QI7zxw5+tvjGnvKk5gixQldPNDqB/KliXe9SZXLVwpFR1wp5tWt111/0LfyI9CnTUR02aNX66yfDgzY+1NZJ1rUE5N1U8NSRAwwHiuqsLaXKeOiR0stHttVxdNS9j3jUgTxeQBbASe/hWP1Vmc5qxdo4dpw/T3iwQQf6iVr/5KfuNtEOf2xKHbJqWz5oGxvqasUR7qGe4xl+bPhWS3V46m+uoelzYiJOdLoBpAzUHc73jcTIobRDE/0VnV6+qJc8F2qPr+jK9Go3dVG+8npStDpe9rKXrX5BF2CLPFvKrvORZ6fu21+Zj1K22ADkpWhSB+ST1z/Q6Z5Ue8IbZ6rVh8nhAWLBBh3K5JQnj44fTgrwwkvhweDFxOEwn30LDA+d/JDX5sroDgWlaOSrNX7LD6BVq88dl594k6ULWl+jX75a/el49FMXevBXiwZX3eklSxc+NH1VefpntcZida0OPzaltfuGmAC6gDw/ySjL0y0/cnxyyIxmvvRUnTb1lJVrywfe2SFHT+05rLYP8LXzdPJ5+JTRB5T5pCx/g1sEbhE4bn/N59YJjjVRGzgNyNd4GHwNmsA7+9WaNAyiwy9vEK9NO84fXO1FlwEfwJE5yWsyYcvH1+B9FNAkgMaWlIwJlQ8Gdnzw5JSrNaHjg6cbXooHf7UWcJ6mgffaDJ1katPwkR/ZSnHd1bdoqZa/ZBDw85U+OABPHg1+8vAAD6itu3rMdzR86g7k+WlCpNOdUDr5g1atxYLNobryB9/oqbAtQOMTGl768dIPV5tX/grV8nEpecJ/1eoLx/mzUODfmV13MenhK9smc3jv+VtYoJnk+cIvtEnlB8jSiQbqyf6gkaFP3eSvssrVeoxWfoAcX8RicNf84PgA71U2OF/HJ8eWlB6LTGWLGG0ithbCaKC27/SQqahaizH6+UseDaFascdP3sKsWk83oOP1Hre8Jwq816z+PnrnrrNDOHrlRzc6/iuwRxfeoSuzxzZe8ujyAH7KfCPnCRkHMmgeKbbgxjvADhrdZK54+cHhq31I6Lp/6qmn1sGQu6JeScDr7pr41o4RHH9Gh7K8QxRPFriGPBXhEIZOvPorW+qGX1qtcbD2tQWHFx2v1IYFvrrrT+4Kw1ussouvkqxxg68KIyd/hZGBkxcj+do6pgzHDp+uOLGpDht/r31d60YfOf6PjL4h7266NvG4vCcPZwy38Oaz69dd6Oqun4pfbb9qx+s4f9UaZ/WFs7jGBbrZ5a+8j6C67r0i5YOZ7ni7u+x68U0OfoHx2feg9EOv2ejj1WofNuideNLN5qSTnzKf4chUd3VRPs6flK7hZ98hP9xnfuZnrnqhiQne2vVXL2U+m8e0jYMt+FPtsoMO6BRzeGUpnBQMTn7w6g4/+rQHHerjDj2fPLFZLR/JDS89AA8cmrxNqfh5osM1i4eN2n2efrzw8mTQjWtwylI89MpL+QRXOzbwcNKRqdaYBkcGHni6B86rVWIIp4ynWtdQtdreXMIfT014+gOf+mgbm2uy/MAjRX9jQAaP61ib+/6GNoWjF52uCmr5Ua15jr/GGf2XrIMWTA56jIH8IA83KRxfxVdenLS1b69UhzEbXv09VUfOnMOWPDx/1NsBthT/+IoPnc0BZbJSuGsqT6cDVvWu/bRN7frWbgNy7EnpqtYapDYfPKhWO6sfvbU37Wj8VD95QA/7UvWAk1ay62YAuqeE8QDlal1f1eof9FZr3Dke/bSHLBmpuknx8ku+WtfO8MKh8X3k6t5/bVXdzcPDM3JS/pHHi+4JqurwZJEyQOcHfqk682Fiow0BXa57/aN2TOren2r1R3rc5PE6uznTOORJQuOEV8XMzdYLbOGtrWP6DH/gB6oVS/zicZy/asWc//DH+ZM/k9u/WwRuETgj8IITbv+exxEwIM6g7ZFAA7vBUlqtycbk73FnE4R32w386D6QaiD2xW+DLj6pcNLh8VgTAf1XPBm6LNzxujvpg2104h+fyLj7gpeMMttk8EjplpKVmoTwwvOBTxYKJg55Xzx3N5Ve9Orw7rvvP5C3cJfabNAJ2MdLflL68U3KZrUmt8lPSgZfbTrfpzw6ak+WeMnBu8PFtthP3cUHiIN3xavjPd/zPbGvCVCG/tr6yNHJHr1oeMSpWgsfPOjwdb9YIDf8aNe8Mn3kxHNoZMQM3cbX49F89S0HCwP8eF/2spctf72TrTwyfJEH5OgZwHfNK7PHj8FLycJJlfGJWbUWBGzQDX+F4wk/eqr1V0i0he/8uMtOt7qwD0+PV2yUPRExclL20Ie/WgtROHS7VvHQAAAQAElEQVRmh6da1xza8NM/PFI0r9/VfifbY7zsencfXZ5eG2u+aGtPHJATB+m0hVRdLDbZIy820gG6Jo+XvIU1XfDsOSjDpx6uEzxok1aKC+DwsueDi6NnEc//6GbHI921P8ZqI3WS7u7SytMD6FLmhxR4zLm6O/RQJ3Ws/adb8ZCVDtADh1eqjMZPqTK/0NgCrj14rwnUfduhOVjyAc3a7S029NTmqx0T+GqNHfJ4rsAe0A9qy1Tr2vXkDhljXHXwhY/q79CC7+KLB41eqetO6oDZQRW6bz2wIW+8VAd/8UIZv5RueDrpxgdP18RNmS8ADxljhL5m0e9JIU9QOQDSb7QLGXWU6q+eCiDv7jQ8YJd/Nvd0qgtAkz4E+Cvf0PlKF5DHg3foDn3gxdDchE+f5pt6qws6/5Sl6kCHjTU+upTRHKzCiQ85+tAGxAg/XjQ8yr7jMU9lupbZpcf4Q5cPdSuTw092dI1faOxIxR6fGyN46UBTR3OgvHlRPPhgXofzyhh9ZKRsytsg0oufXuDa5Z94DS9+gI5/fFT2gV1Pp6ir/oEOj4eMv/bCB/4ANPxw+gkeuAFlfFefhvaklD118TqZviUWDhfpmTrQBeD4JU+GHU/68MWBLR2e8CFn3IUnA/QP9tnzmiJ5dCm7U0/XBDzdPryK35NI5MUTnoxU/bUhvWTwSsHg8LKPxndloCwF8K5Dh/FkvTaFrh7K6Owp4+cvPNvK6MryY1eZDmWgTIcn0/w1LTivXWrziSc/9XF/HY0uB2bkPHWpTAaQ4Ys8G+T4APDDA3l0KRtSZX6QoRNOih9NefJSgB+NDmWAD8BL8YwefPLi5K/gGSON0+qGNvLy/lIXvx2czWEKOYf/rnlPY1199QTkrAvZJqsfOECR96Sh8ct3xbz6a6ylDy+f8PAXThmefim8/PgHp43h4fCTh1eWl97gFoFbBI7bkynP905gYDRImqw/6IM+aG0+LAgsWC2+PMpsYPb+ulhZoJsEDLIW3+TdAfY9A98+8eFXG2iTi4WllNwMvPgN2FJ478BLfRzWExgWcxax7uz4wJ67fvPYLV18xQ8eDvJwJi760dg0aZCzqUG3ObDYMymZ4CzmLCLcVeKTP2tpYeExc4dFJikLLD6QoQc/3cACh172ANz4OH6wj0cZnR28QB6/PB4pHnnfeVAfd2/dwRNncXHw5LBH/LWDjwjSQ2aAHnm20ZSlbEkBurbEg64sBXzFA8igyUsHLGrQxMa7+PqK9619/8DC0h1E/us7Jnh9TLy0iTvOZG2YLQ7oUE8LR/WzefbINV/IgIkL3ybPJ3qk6sI39bHAkJLHK0WbVNyUyeGTRwPyV6DfZlUfRfcxTQcn+g9fLb69p+wjp3SJA73sTipPD7qUff7Kw+F7aJMMnPqyiw+OjMUXnNfuHBDis0GV4pECd6BtcHxnxfcGLEKBzaq7qvrYLOTx0ynWbLEDdwU0f/XJkwau97k+9EE032LwCom6XetEL6ALjQ763+d93ufwtIK+7UOK7OLBq8/oK/qFa9C3M2ww9Ck89AN6lKfeyh7b199cs+5sqrMniBxAehqDHBnAH/ZGHg2gXeGKwwuMTy9+8YsXmzbxKoUx0F1CPvBZW6sHvxbj+Z82PZP1b/SiT34RHv3Ht8HLA7b5rf2wedTfmK0NjJ++faJNyI0tebzk9We+w3k9CN5HLtHGV23h2tR/PDngda65TrWJuorlbADHf3Js0sVH9Te3aANPAKDbKGgfeU/A+P4DXwD7PkBMh42nMQGf+rnOXF/8xQvk2ZIHYnMtw+GhTwr4im9ofITnI9+MP3TwzYcw4fVB/d3TCw55xJoOej0VpK4vf/nLD0+KGRdcm64HYzbdbOIhQzfbAA3AoQ0Or42njbp+7A6zJ63gjUXmoeGVihEbYOoDD+j3dKC8D/m6eWCMdO2927u926G/4iGHR518X0hbOCjUzq5RbeE61Scc0F791ddtGP2VMHr5a4zgF1viRfek/DRmoZtLvL5oHrbucIjkr59YH5Dhj7bg40d91Ecd2kI76RMOV/g5vuBVD+nEVArIg2uebbp8JBTeQYjvtfFTP1cXG3p9T/9nhw5jqnqJq/GMnw60vRYtDl6Nxqd+dJGj32GFtcXEx4ZXf3E9OCTHT6+bTe/7vu+7Dt7RPMFrDFN3fcp6Sf+ikx1Alh/yUjaBMhjcyGgDOKkPEePRrvqIuLClr/iLL/y0/sFDfoCsPDt0oUvhgLaAA3jFBa9+bTzWR8TYeKWNzWdsP/XUU4c+pc6eDNX/xB8Y46wvXA900i1m7MoPsA9nTmJT3lpFnTwZhw5cU1JAdlK6yQ1u8vTIP4lPG6CRdY160k1eWzm8Vl91cRPE963oMM6Z1/RZuq19rIW9Qqbd+atPGnfe8R3fcfUJOvGTMy+yY3xiX8wBmr7tr1zqb3Szpz5AHj89yvL0wiurh1RZHo0OOHnpDW4RuEXgdpjyvO8DBkRgMDWRu3NggrNYc0fNY4oeQbWxccAgxWtwNahaZFvIeGzbhh+YBG2mLc7xCDIbYOTg5N31esUrXrHuypKzyDdZeP/Y6zk2JgZ4kx2Z0WdgJ0+nPLw8kDeR4B9w+GDRTw+9vmlhAvI4pHfk50+fqp96Wiy688YPE7xJ26bJBGixxY44qLuUTQDPH3bY5ruFweTR5UdGHQBZKX4LLzz0WFxaCNiwi60FJr8teLSVDwe6o2GxTwbQBSzoruWxiTYgTnxVZm/4+ckfAK+MNrzyYkXeBsLG0ebM3RAbO/pM4GLp7h1f2BcvsvqVxQE+iysLUItHqfh+0id90kEnXjb4MT4ow5MFaAAeD5xFhDhaSMCJKxl88uoxZXzy6kkWD4CTwuG34XNoWB2f+ImfuL5ZoB+9y7u8y+Fggt/aiT1gcSdVb0CPMr1ALODYAPLw0quPg7v6yR8LLTR2PCEhDy+FUx93xtz9gnMN2HgA1xm/tYF+zSYeKTn+TDo60R00Okhx95Cc75e4Xm1E9AfXE1l1k5LRLvSOHjR3JV1TeCyY6fKXOfDxHQ85h0F4XI++rYGuPEA/P6VXHFmvisD5KCvf3O37sA/7sMMmkczowiuvjejRRtc8HD1Anm9SfPI2z/S5K2jcVB+HtsYZBw7aTd21KRmybE5+Un12bEyKl25jCB8HyNBhE8cOuvGBDteQAwfxxOcaIHfVSfYDPuAD1l+JYMPhBTvqDfjKZ5sBmx71dJ1qM6Dd9X3jvuv0qp8d8uotpdeHZ+ngmw2izflLXvKSwwbVhu3d3/3d14eF2WTfhtm4Z2NtE8JfvDZS2o89wJaUbnl1Ic+mMvtSeHnxUBYnMSOLxq4UHt1fqPJXQ/Q7j8ibA/gObHRsZvHTR4e5zrdg+GFzrT87XDPuGTfGtnqwxT/ygA4pPfJDd7jgMMU4ahNFnw2W/mUjfZXhs3rTIQ/Q6Ru8jZsxWtncboMutg6FtS1efvGVvNTNE3wOJPUv/NobzTXPBhBL6wbxc/hkLNR+XjVQH3FEo1cM2KJDHxEf45EDFK8u8Y0NMXbN040X3RzhcF57wNlA6ofqRqf6w9MrVZ/BSwF/8fFF2fXBR/1Kncg45DFOmv/NudrWh2DxoXst7uM//uPXusVrPXSOPjcI6HewYuPMhrKUT/o+WX7rJ+ZwPniSDZ3vbJDx0VljCZxrRJxcf/qDfmnzLJ542SfHjpRPA3Dy+OSlA8r4jSUO1dTRgZgYA/U3DrgJxd+xQ55tegf0LfLK6FMf+cE5GHGg5Fo2RouD/uIGhZhbT+gv2t346WloT04ZW43j5hs+ebqVf/oV/Wypy9U+PLv0GoPQjXX6saft8Kq76xYfHeogD9CUR4+6A3qkeAaU4ZXlR0Z/ZdM4Zy3Ed3U2F+F1bblBo75j32GWmDjM0/dcE8ZLY4tDWnLqzR5b4uVg3fjgGjK/+pYMfjGyhneQbV641ok9a0fp+EufslS/YwttYjU4etBucIvALQK3w5TnfR8wIJpIpO5CWiTYDLuTaEC2oHQnzibRJt4Aa3FlEJfaxFkwfNzHfdxh0wJs0Az4JiuDskHY3S8HACZkA7MBmU2TgDsi7sy4Q+5DhOw6YLFhc8cCHx9nUnMHwzcKNB4avDxbDmec8rszy67Jnq82gZ6asOExWbNhweAumydgTNLqRo9Jx50A9bYB9Y65R04tkiw8PYGAl2622SXHzviD5u6mBSafTHJ40MmKnXfY6YIjC49HXSc+Fu826u6MaRN+ePLDIldsLIDw06e+5MXH46Fiyz+4173udesVF3VwSGQxAc+m9mDf5pxPnkQa3PDwUV692MHvfVwLZ/GzobTAl+evO0cWZjZAJn2+0MEfNvlsordYEAP9TH+xwVM3dxz1C/b4QsfHfMzHHF5F44eFB13yFqZ08GtswMvrR+j635XuUAzeBoUv6sMvcuwBZSngBz6vXLkW+KEP6e8WzRbC7nhZ6OHjG59H1oGGhbG+wi/+s8Wuj63a+L761a+GWq/58NVBiGvCYh0fvfB0youPp7+0p1fq4Pl5tY3P4v3zPu/zDt/XcBikP1u4emXJHW+LdYbpllp02lxZ6IrB6ERjA97iFo/6W9S6Hh18OpjkK7Dgdy1aTNLDFzrkbVKMNfqberpGtC85ccPHH5spZZtSbSl+fBjAj5dOKbz4krExcgfQk3YO+SxQlT2Jof2MR+TES+qw1dNexgll+uhig17XFDBWwKG5TrW5BamDBbHVh10HYkKHgzd9BD89cOqmLC++7Lkmxcu4N3zsoLm+9Vm6bCDR0cTDYYfxwWt17PPDwl3s6BM3dRwZqbK748YKfZOv/AB08kt7KdsA6CfsqJvxB7jmtLn+wJepjzx5ethS9ld76HKNGINcC8YHd2pdO+poPKYDn9QTEeYSdWJP3mZAHxYHhwzk2DJOuoZsGtjVHmjqYG7iu5jzB5Bh58M//MMPMbDZ4ScaOXTXFntiaF6yOdGXXDc2guTZAuT0c+3uetDfXG+f/dmffdDtL8N4nYpecmzJs6WuUmV5gG4DaHw1HtLnWhMDMURjc2Skr3nNaw536+Hp0MZ8k0eHd5ebTvXhp8NPY4O+43pw7YsTOX3O0wjuaDvcnkMw6wPXkTbhJ17XmwNy17Rr2dj4yZ/8yYc5S31dv+ZCbWQs5hN/0Gwazf/6kzmArHGBDT7xA6853LygjsY086s5xzztWuejDTf/6VV/basd1J+f7Mqj0akM8GsDYxq72p4NvngaQ7uKk5tE+M1nrsfXvva1h42u+tPHhptCrkH9RjvhZxOwq++7ySA29IuTNZR1Bz/wkRFbeo3tDnKMTfqB/v+qV73q0JZ84rc6s2/j7Ckp1xYcXfD0yRuv5MVFnxwaHW7O2LA7oPFarvYVA3OFfiIuDq3oUA8yDh0nvuzR55pDM66LkTYcGXXSjg6u1MnYIQbq5FUvfc3cQP/osZ4w37hW+QNc09ZudKgXuzJZJwAAEABJREFUvUDdxJA8/IA+RMY1qu/r78ZZ7cVnTySba42VdMCpg4N9ZeONeUH7o8GxYR7R1uwMXjqx4Is+oP84DKSf/64z7eqpG+OYuvKRTfL6lxtp2pG/xh7trb/RyVeHMfwg49qxHrBGN56ap7QLvJiy6RoUQ74C8616ORhXFj9Ap3WRJ1l9rwcNsCvlK5vyN7hF4BaBHYHbN1N2HJ7X/xtABcAgaiKzuTMBWrTYcFq8G0Bn4jGQypORd7fIZtjgbWHgIIOeodOLx6sd7kqYLOgzwbJtkLaRoMOCiF0Lr//H3l3A/ZZVdQPfP0BFMcYECwYFO0AQQQEHLBCVESlFZVARFIGhu186pLu7u3Po7u7u7ob3/91n1jNnHp87de/M3Fj3M2vW2qv32vvE3v9zzuNXORf4usjw5wLmwufXWH7Zy4VPbb+8WSSw02YjRzpi+mXFDZNcYb96iE+HPh0x+BPfzYIFtBsgiy037fTY8M0vW6ANyLX9guS9cxc4NxByLd9u9t0MqpVYbAA5W3nwxUb/LVLdiMrDjZCnA+izVUdYTmiLKBdP9pUff3y7ISdzk0bOrvy4gPqF9aCDDpofWWNLTg/IC4jDxk2kGnmqB7hJ1vbLad10sNMHmD958IGnLQ+bKm48jbsbHmOrzhVb3uzd6Lmx0GYL+DJv/FosL3pyw9eWlwWgfOhXXPMQ3xiVDQzYwgDtxghmjyc3N/1uWIAbW0956Bugq1909UHbBpVFofj4xhQmU0fHhl+U8Oiwc0yYI3zrE74+kdED+m6Drfzh0YWBWtF3c+ZG3Fy2eDaXLJKNNTldvvXVfLWJ6LhnT1bAtz7SsYDxy7Nj1jxW49Ljk5755Jc1fH0tLJac3dS6GVXDOmYrJh032G5o5U/OXh0Af+LgAW24ZMbAXHTTKU998qsgG/PIL7v6A/A84WXh4Bwidvkj41f9gDyKp49oPsgsaN2EWliaLzbNjJFf6R2bdPkt/2i+8Z0jzAPHER7gV3/UwHnZokMt6JPB4liwu8F2fpAH/+XPZo88y58xZsev+jtfOF/zR0dOdND0+BfTItH1wA047Di1YSYWHbrGDs0WH7ZoE0uOFhZeMROLrjhqY6zo4LNhi6cWrikAbSPLcSFvC8eKxa/56Bde9n7pl4++WACan3ziiUOH7XnOc56h//TFXoOamT/szXHnJ09K+ZWejC/6+sEfIKNrvtmkVDd8f5nIN07Q4rOr+cCeL/zi0ZM7Pec21ytzy/lVDfSFjB09dXROAtrs9Y9PNCwOnuNejhaC8uLL9dncN1e02RQ4Tp275GB+2VQxX8QB9OQhH+dTCzYbvOaqOSg3dTA2NhDEkAtgJzf1NJ/YieG8Z27Jl3868uLHUyPOu+a7TTr5+Q6McaTDRl5APVzv2IsH8ycurI2PZsuXcyJf+iuO/pi7jnu+6ZqD7jNcl/Xb9RwGxtAxqA98lX92ZW+e2PTQX7V17qQnL7Xgh6427BrhRyD5OIfbsKrrAr9y1xd27jnMGTwyfIDGE8fx40kG+vhAvcSSi3sdc8SctyFiwe+pGHqOS3poc0F92fLNH5rMXJBzXdfYAHJzwpj5AUcM5xTHN3v9p4eG5e6pKK8Z6j+wGeEapD5iwfJC8w8DNNBn+bnX0C/XQPHwyPlynNuM40tMWC6wjSXnXzmRyR+Nb6z5WAO7dXzzypjbPDKvxFdjx4c+mjP0Ab8wvnE0RxwTrktiyMfcU1c62u6bYBu9dArURK6Oc35tqKgFO9dlG6pqIB57OrBzjDni/KhNzidcsL1d/MZdgQOxAr2ZsmdHfZ/05gRaibspcAJenyhdXEvHhcTJFWaDD5ygXRDQbOmQw3hAu+zQLjj4bLXRgE216ZPz7QIAXBzY0ildPIAHuzkuGZ/4FiT42nLkmz96aHHoARc/Fx667Mhd+OiwpSMnWJsPunjoAjwLKvZo8djA7PQDFqP4dNF8uNCJqQ3rW+nKEZ+PsqFfNMw3YCsmXuWBBuIAtnT5pA8DMnrbaTpk/MFsYfOHrPTJyQCeNtCWk7pqi8FeH/UN5kde7NQWzQYmp89P2ZcP+gC/5rQ2oM8ezT+//AAyfKAN6MJk/JPhwfjGVxvNH0xGH2jLGU8+9PkB7OiUnE7pr+tYfJhd2Rh7MateZOzJ4fKLFpcuG225lJw+33h8yEtd6GrTo2PuaaPlB/PJH5oPutqg/KEBWzrAwogPdNmi2fCJ9iQA7MkCWHxywB/Ah/H4AdryF09fYECXb/LSxyPT1t9q00EDNuTVN7wC8dD0C8SkW/1jSweIBbND8402huzpatMB/AC6ZHhomB577dLB1w++yNFqgU9PbiUjx2PLDx0yOmhABy4d/uQBswXkgA4M+GNr4akOnjTxhItzMD57eflF1bh6ypEvvtmj5UFXTvh4aMe+Nj1Ah0ycigvLh4yuNh32eOwAntrzqU2GhwbsKg8y85a8/MBALECHnI18qs1XAZ7+a7OlzxZPHmh8QFZY7dSMHT689lW2eGT6zbYwHjt6RYtFzq/45GQFeHwUn29AzpYdGshPvfjTZoOm7/zDD312oHTxgXkA02GPliuszYY/baDNtxzJybRhcjygTRfWBnKjgy8PdnjmglzpAHL+6dLBK6y/coXx0cYdLW967NniVRztyoU+wKPDDgbsYTI5sRFDnvxqkwM6MCATiy86AB+PLZoOGoiztq9xwJcbrC4wGXv6ZcsX38WH6br2slc/7eLjsZcXH0Vr0wH4cMnQBfTEJAPFF0ObDA2qXf7oqgssZ8BfAT00WzQ5f/rABl/+sDYdcnEAHmCnzZe2mNr4xtK5oWTlm5y/0mcjDqBLLjYdvMI2rrRtAvIvH232nl6yaaVtI5IPduWvdMnxxQbimNd4xrzs+EfTp9fQFegKzNd8ugwHcgWcKJ0UnRzVwclT24mWzIlTmwzgFyZHw+xdEGCAD9jywc6JHcYD5MDJnA9Y280COXBCx3fh4ad49LTFgukBfsQgR8N0YD6KxwZfznhiAHqwXOumWZtPvKoPPbYwGR/o4pX/4skb7aIEy4UO0F9tfH7Eo1+gLVegj4AuOSyvdQ70ayOInAzwrU0fxgNyKNmajwbyoye+Npq+ODAeIOcLTQaTAzQ5rA209UE+1VYfNcbTz/IjB232aHHYs6Pjpk1eoGR84/PHTpsc1haDLeAH8AnI6eEVjc8expcHzB6PHpodGg/Qw9M32E2pHPkio0OfTE742mQ1L8jw4JJrs8UD6kPGd/HpADJx8fmlI1f5s6UDyp6cDV08emwrHzw6fAC2oHwVZkOXPbk24JeOmmiTFWizMYe9NqDtSSJy8d2IosXnA73GlY9jkR96MD156Be6bPgnh6v+2uQAnx2aHcCD+YbF1Cd2JWODD+NV3OLRRQNyvgC+Nju+xaWjjS4eTI8+0KaHh1Zb/cErOcxP6cB8AnowYF+YDrtqk/ENlwwN+NYHdNn49d5TJD5e6lUGTxN4PdGYevLDL/SeGPLra9Woalk++BRLjmLwD+jB9MjR5GggZ+11HfABXf0wT8o/Hhl/bNiLiQ/o4VWepUu/ZOzEJMND02fHB0wGk7EF2iXHLz9k635q01tjumLgsSUH5ROPrHh00Xjbc8QjK1u5smdTNB21o6N+pa9WdOVLp8Ax6/wjFn06bOmz5Yt/x3fpsKWHj9ZH+uzo4FUbD9DBR1cO/KNhfJgO0B8yftDsxZQrDMRiQw7QbNmh2fJLV9/ooGEyPumtgQy/8Fqmv9p8kvOlrTawGOqFJpcf0F6DHMnx+OCPb/ZyF58OKD1+0NV/NtprH5UHH2zZkOurOGg2gC5MRzxyNnDxYfOj8qLLB6BHv2LRxZcXTA7j48Fre7b4eOLLEY8eQKsJDPD4Y1M0G/HxgTYMxNeWPxs8dsWHtY2XOHTou7fkU0w8+bFF46HVgw0f2mT0YDowGdrTU3x6JdBrO56M9IqeJ9lsZvv2jKdTPG0iHzbiqwnf5QcfvQZy44jHVv5oumQN+3IFOvc9VYF+MmVPVXIf9eOE6ATp5AjQQHdK5qTtBOpEjl9Aji7MXrswmi+2fDgh46FhgOa3fOC5iGizJcMD23nltzAdNtrowug18FMXKfHZkFfeYpLjgfKD5wLEvnTZ08GDXZzI2OCRw9rkaoAH+CNb87TZy6HyggGZzQG+0PyVHzQdbdiFlR/02hc7cekDOuWvbAuTA+MB48P88aMN84EP+ILxSk5HHtpk2qD8yEebTtUCj5w+OzmQ84sWB7DDqw0TNF7ZFZ+P4vNDzp4+mgyg14DHtnjGnx2+PGC5Gnc6ci7/7LTpkenbWoZXMnmQ8Y3PHxkf2oAcBkWTs9Hmg0wbxuMHDdOVL794gA4eLFc88uKh8cjZi0GGrjjlmw4ofTS9sik+zC8/akKHLp75TR/PN07oel2CHhq40YfFZ4emDxdUTtriwPwaK23jyBZUv9mQ49GHATu5odnCZVM5sKXDroAuGq549OSKRwbI8PgC4uGLg19YboCMHhka0IHx2MNqJie5ksNkYqPLB0zOHhRdeK1fPL7R4rDhl0+6/KHJtZ2LfGfI+/5elfCdFN+58D0Sdj7A6EOzXomoWsi7/PIH+CKH1YEtPbHkoc0GT5uNNkwfDejD9PWjdPnFB2RsyhceOZ5+lQ+2ZABNxic9OmIDNBk9bf61+cQD+gbXk3peg6DDlk825GUjXvHEKxk5O7LCePTNP7rokslHDO3SQwM+YTZoOZZ+HYf4gB6/agb4lANZnYfRdMShTwdP/7TRBSXTrrz5k8taly/x8GA6YoiJJ2d8fvABukB/iicP/rXZ8k3OJ318gC6fdOgCMnnjsUOLT5/cK07lq+KUH7b0CtPX5gtmB/jUN/7x+UGv9elo49Pho/zyUf0kkx9dNL3tWO3JS0bOR+UthraYdOjTAdr806GvLQ+YT3wgH/poMjQM+NNfduLA+lw6MB5/dPmoNn1yvIqBxy8+oAvQJeMLzQ6WOx0gBl0yeWjXsUCXrEAcNvTwtNUJXT7F4ostmpwNHUCmzRYN49PnV3yvgXkCxaYK7LspXvnxbR6vBzn/Os/yIwZ7tuWrMD6ajliw9pq/PT+ykxQ6WFdgL6xAb6bshYNyUqbk5Cre+qSJ54RZPBjPyRWmD9D00E64oGgydAEfa11tFwOYX3plj68NyMqObvFKp3jVJgfiA3TJtMWA8fhmD+iVDF+bDl7RsAsgXDYwf3jw+gLFHh+saW1+6aPB2g8ZP2sbNaDvpoK+Nhv0Gti6ecFDw9UfbT4Ae7LiocvfGtMlK4wuf2g5lo/SKV750aarTadg7QePDt3SK3nJyMWq3OkWj442W6BNl7z4aFBymA6gT1agTb7G4hp/PD5LFzZe+JUzHnttfDQeGtSNHRpfDnzSg/nDXwM+uZsnfLbaQLt8oAE5P/KG8QA/8oLZ0sPHQwN8cnz22kAMPDRMl2+2pY8P8OiVTZGC4VwAABAASURBVOWNx44OXrXZqy8MfKxPbB/qKx02AB8uEINPGE9ObNAw2do3unzIkx4bcdElY1c+8QvWPH1gS1b25GzxgHgwPfmg6dIhw0Pjly0eKD5Z0WzJ8ABazjB7cnygDaqfeGi+8OWPB9jDZAAN6MMlL//s0TAdNqBo+uTavtXhw971K66P5H7uc58bvsdQ5yy1EAfww69+VZscX5tvNB20GPBapk0Hr2LQ02d2+AWlS38tw1/nQJ8PPDL6eMZWX9FkdNB4aLposPa/tlcbr7b5YLmPoLJhS4d//vAK7+SHDJQMrv7ywRc5IJOPumqjy7926eJrl17lVLqlV5guHf7RBdpsyh8dNoAOfvFg+viF0aDaZYeHVncyMfCAnPHRJaOrDeOhC/DKHo0vF7ntpEtOxgYuXXy0c71vs3k6wWtueGTlGw3w8fipfPEBPrn4cPHoklUbBnS289mSrW201QcWk6zo0jdn8EDxYH0Vg422mHRKnwzwT5dsDWTF50N8PtBkAI8/NL44YLsfbb7WumzosiMHdLbzyPHI0XDpocmqTV4xyAA5DNAVF8ZjA9D86ONahg/Klpx+6ZQMXkPlATu3sfdXknyTSt0A/mte85rh6RRtPuUAxGBTPsnQMBm6MJoNLD9AT7uhK9AV6Nd8Dvg5UCfLwgqCdrJEA21QNAzw1np4BWRFF96uuz6Rlw68nb/d7ph0Ki4M1rrVhrfHoAfIYLDWWdNka72iC5MDNsVD44HiwQAPrHWqXXI1KJpMG17zinbzQrYT0AFlT0cb3glKBoO1jnbljAbkxUODdZtOAVkBHrp0q73moUHlXrp49LXhasMAH15D6RVvV+3i81Fx8bTLtjB+0Wu85qNBydd0+SxMp+Rw8d08rWXogtLRZgOv89YuncKlR4YG6JKXPd52KF380kevoXQqb7Jd8fBB6VgEummrGzl8ICd8dEHZVXuNSyZHQMYHvIbtsrJb66DX/HW/yn67jvZ2oLv2c0x0yQqzLX/FW/dnTZec/k526/zpADYAvYbirf2saXLApjDajbycjJnzE1xtenKoNn2AD+PD1V5jNCDfDsUvLG7piFd0ybXRAL2G7TmQ7cSrWpSMXvGKXrfVoeKZ4+xguZIBbbbHBuVnJ73t/V3rrvNZ0/yU3nb+Wramd9IjL9jJHx6gU/bVxgPFL4wH1npo9dvO1y4+GtDdCW/nlR5+xV7zii5Zxan2euyMpeOgeGwB3wXVLj/b+dWGS3c7JgPHxC8ZvYJ1zFOe8pTF3iXWx538lAEZ0KYLg+LBa/46PhkoHprtGooHg/KFplcYXVA61d6uU+3tetvbpcdPyYq3HdMp3nZdsjWUHh4aoHcFJVcntOsl2lwD7GrOkWvDlYc2wANFw9thJ5vtOt3uChyoFegnUw7Uke9+dwW6Al2BvaQCbuQK3LS5IQQWlTAgX6e7vb2WNb33VMB4FtSYwWCnLHfF30l3X+et+1o1gvELo8G+3tcTP/+9L4IxdO4CNrTgHsu9b5z29YzMM2B+Fazb6IKef/v6aHf+e2MFejNlbxyVzqkr0BXoChyAFXCjtxMcgKXYr7q804389nHWYTz4gIFVR6tGxdJWD1C8xvtmBYzhGvbNXnTWe1sF6ukTee00v3bi0W3oCnQF9mwFejNlz9azvXUFugJdga7AHq6Am8Y17GH37e54VOD4qBqz46rvxv+46u5PesenRvtTv7svXYGuwO5XYFfnj13xdz9ie+gKdAW2V6A3U7ZXpNtdga5AV6ArsFdVwEJ7DcczuVY/mSpgzE6m0PtU2O0Ln+3tfaoznWxXoCtwklTA+RXsFGxX/J10m9cV6ArsXgV6M2X36tfWXYGuQFfgRKhAu+wK7D8V6M2BXY+lRQ9Ya2xvr2VNdwW6Al2BrkBXoCuw91SgN1P2nrHoTLoC+3YFOvuuwElYgV6gn4TF3s1QvTmwmwVs865AV6Ar0BXoCnQF9soK9GbKXjksndRJVYGO0xXoCuybFegF+t4/br3hddzHSK3Acbdoza5AV6Ar0BXoCnQFTu4K9GbKyT0Cxz/+HrX43ve+N77zne9Mn9/61reGmzk8gA9P4eZ/JduQO/5HTgCzKyg/+OSADC7Y3t6J/93vfrfYE/MHNMpeu/SKt5bj0cGDtdHg29/+NjSBbBJH/o8e+NznPjeucY1rjHe+851HSsbAr0bRMB9yAWqrDkC79AvTR7OBC3bi46311jQZ24pRsjVGA3oADdBgTcubT7zyuV2n+PTIji+UHT/ilH3x8ciKXxi/aHindvHKV+kVX3vte61Hpm3M0KDs8LUBXoE2KJvSI684aECv5ObeBz7wgfGMZzxjfOMb3yDaEdiV76997Wtbx27xGJXPNWYHyOnKpdqlR4anTQ7jfeUrXxnXv/71x+Uud7nx+Mc//mgxS48uoF+YL+2C4lebHFR7jfnVLrn6aIPilb/CZAWlU+3GJ08FesPruNddrcBxt2jNrkBXoCvQFegKdAVO7gqcRJspJ3c3O/6uKuDPL5J985vfHOhrX/va4yIXuciwmDnVqU41eeTaFih00HjbwY2ghRo+XYsccMpTnnL6KTsyfugVaOOD7Xp4/PJT+njigTUPTU9cPmG8ouGygbX5pvMDP/ADWxsjlYNFnFil98AHPnDc/va3H5e85CWHjQZ2/NAXix4axodf+cpXjotd7GLjnve856wDPl22dGE8GJQMzV5+azmetrwAmu4a1ECbjA4a1i7Qxq925YIHyH/wB39wa/FcPskK5Mq+2tsxOR5fRWsDPFh/yODyJRdt9cer2Ph02eHDeHC1y++aVzI8oF1+xMHTRrNXczyAR4ZmB+PB9PAKSs+xIy96paMP5Gtdcjz43//938ff/u3fjle96lVzU5N/wB4239jyjfeud71rvPSlLx02O/Adw8997nPH8573vPH85z9/vOAFL5j4iCOOGC984QsHGfyiF71o8j/1qU/NOay//PPJj1y00U984hPHj/3Yj43b3OY24773ve/4h3/4h/Gyl71sGJdrXeta4+IXv/j4+te/Po+bsoP5ZM+P/sHVRuNpA236hcnUSv3IYcem/OiQw+IUxisfeOy014Df0BXoCnQFugJdga5AV6ArcFJU4MCIcYoDo5vdy2OqgMUZ+OhHPzrucpe7jCc96Unj4Q9/+NaCzmLG4sbipejyZxGDroUOP7WQQdP3Szs5H/TJYXa12EHjA3r46MJ8oenxWTJtvuWGB/iGyfC1iy4fhfErHrqg4lnEsbdQxdOmYwGJFlsscQBZYU8OiHPXu951POUpT5m/7muzoaMfYsN8kK3ttYG4+PKgC2uzAWiLW5hfmB5bNB1QdjAgowfTLVu6tXCHydf6dAE+G6BdGB/g8YUGa3nJyi89QE9O6kKmxpUDG3x+6NBVSzxYG5Rs7Q/NH0DT4wfGg6tNDvDI1LZk2vIoWY1NxSw9+ciLXumgS140u+L90A/90NzEFEN8cfhhj7axBQN2Zzvb2caf/dmfjRe/+MXcDcfvX/zFX4y//Mu/HH/913890OQXuMAFxvnPf/7xV3/1V+N85zvftKFzqUtdavC9PU/9xVP3y172slPnHve4x3wa6xWveMX4rd/6rfGhD31o3OlOd5pPqniaRs5ykoic5YiG9Q/WJzx6eGh2MFnplEwOeNWmwxafDVnh0lnz6K+BbkNXoCvQFegKdAW6Al2BXVagBV2B41mB3kw5ngXb39RrMQP/0i/90jjtaU87n564xCUusdXVWrxsX8ho1yLGoszii5GNBnw+f+M3fmP81E/91LCoIYcteMjZa8PsABuAXxifDZ6FWuWjTSY2DEqvZHj8wKD4MF2x0WAtJysevkW9nAGZhS25XOSEB8ofmx/5kR+Zv9hf+tKXnhtT5zrXueZimR45XzAfMH/syeWsjQbk9OniawMyID/tgtIjA/h4/PID+MEjo6MNa+ufXOhd5zrXGdo22bTpAXr8wdr0Ye0C7TVfmw1Mhz9YXFALeTwytRVbG9CBK+8a+8J8o0uvdPH5AyXDK3nx5Irm/+Y3v/nstyeR6AH2lTs9+vj0YTyYHlwx0CUrHlx2aMcHPaDf4lRfypaMrvEWA98mDPp0pzvdOPzww8fVrna18d///d/jCle4wrjMZS4znyL5uZ/7uXHFK15x/M///M+4ylWuMq5+9atPLE71gS/+K6fPfvaz4/Of//zcTOHnDGc4wzjHOc4xfuZnfmYcfPDB4xd+4RemzMaN+OzkJmdtfvWBX5hv8eih6dIz5tp06LLTRuMBbXYAny1+YXJtUDx+6JI1dAW6Al2BrkBXYH+tQPerK9AVOPkq0JspJ1/t94rIFjMSsTizEHnf+943F/wWRPgWJrXYsZCx4LNAAdqwBRJdi14LmB/+4R+emwd4nkrxVAc7Pumyoce3Nj4d+tpyIgOe7sCnD4Oy/+pXvzpfMeCbHRnQD216MP90yGD9gelVH/iXAx472OsTaDpsgdzIYH1Di6FdtLzx+GTviQDxnv70p8/Fp3wqllzo06NPhmZf8eCCL37xi1sbU+zw1YgfNB/wGuQlHpk80WxtesFiiQno4KH1u/S10eLQ4b94RdPH06aDBvh48uQbLSad8kcPmId4ciOXO0zGhq02wNM2TtqAf3x2ZNr42vzygcbTHxjg0ceD+cBHy7to9njk+kVfrnjAOIuJXxgfaJMXTQfNp37zp218zAM0EKt00XIF7Piko23z7na3u90Ad7jDHeZTZjZQyH/2Z392Pkly5zvfedz61rcet73tbceFLnShOR8rLh/8wWw+8YlPzHNB5SxHdVBH+ThXkOGzWefDT/mlr4ZyZ0fGDwzYi8eeDhrQwaPDB9CG6QH+tNVMDHI8ecmJD/Z0+WzoCnQFugJdgb2iAp1EV6Ar0BXYLyrQmyn7xTDuXicsRniwCLEosfiwEKoFiEUJHYBvE4HOE57whPHe9753bpxYtNDng6za/OLbYOGHfWF6Fo218Hnzm988jjjiiPGxj31sPtFB1wYNH/xWfBjv1Kc+9ZCv70NUThZTYsP0+LAB8ZznPGe8/e1vnxsR4lvAyUsOfAG5sPUdile/+tXzqQRyPPHpaMPlQ5wPfvCD83sUX/7yl4lm7nyLjSEP9vqJxheLr8L88PnMZz5zeJVCfnT1D58/vn70R390fsNEXd7whjfM71fwzQ8536XLP1t8OvpB5kkG9Xr3u9891EX+dORHj47Y2vhywasc8co3Pt2Kg08uD/HY6ANf6mq+kFe+aHJ6b3zjG+crK3KTI5/8wOLIDS0eOzx2XnN505veNMcWnw4sftnIC1RcfrXpAX602aD5AGLYpCgZXfHpAW251hyTB13AD0wHiCkfgK/2+iwnPsWjRy4uGmjDBdrbdUtfDDSgXzmyERPPeMoNjU8HsOEXtkGkX3Ljs2zZ4cmXrbGjj2YLjB8e8MFm327xlIs2PXL2YmrbBDGFYDn0AAAQAElEQVQHjeOXvvQlac1vuYgp1sc//vHx7Gc/e77GxL+5Lw/+YP2RK74PQ/sujLhk9Aum49X/2K+aTXYFugJdgWOpQIu7Al2BrkBXoCtw9Ar0ZsrR63HAtSw4LEaq46c//emHxZMFj8WMhYiFz2//9m8PGyJk//qv/zo3Gnyo9sxnPvN8NcjmAxsLJAtnv4TT/+QnPzn98cNWrEc/+tFzwwFPfL+We0Xh937v9+Z3HeRw0EEHDU9yyIE/+dH3S7uFk4Wo1xh+8id/cv7Czt6iTIwznvGMw6aDhZgPZPLnw56/8zu/M+j7Rd3il0+LuVpUeV2B7z/90z8df/zHfzz763sTfNKVK5/0LSJf//rXD69P/OZv/ua44AUvOH2rCZ/ypsf2kY985NDvP/zDP+Rm/tpP57znPe+sjf5d97rXnfEufOELjz/5kz8ZpznNacaNb3zjWWd+9J1Pdl7V4M83M8597nOPH//xHx+/+qu/On2XrjGjO5mb/9E3PsaDrjr8/u///tC/M53pTDN3f6lFLnKmf8tb3nI+uXDHO95x42HMj4+qj3FVT0x50RVXfmxhT4vY7PrHf/zH2V8fMfWdjl/7tV8bL3/5y5lOYP/3f//3w3j/wR/8wVATr5EYMzUG8qYshldL+BKj7DxhoRZy84FgMvpy0R/5W2ibC/iAjvrUpoF6+yCr8X3iE584N2ZueMMbTny9611vjgOZb5CwZ8u/zSH1lL/+/dEf/dEcO/NAXfRPLDbyZ6d2+qD2ZznLWWbfzSWbNuT02bEB7PDQ+EVro/EAGo8+vAYyvh2f+PqCxtcPgOYHXy5nPetZ58adea9+ZD5AS86HuU+PTJvchqj5ceUrX3luCp5xcyzqp/F8y1veMjdeyR2fXiXkSxznEd91+eVf/uWBz6ccHYfqi/frv/7rg675oLZs9dUY+3C2Oe0YP+SQQ4a4YsoJyK+hK3BAVqA73RXoCnQFugJdga7AiVaB3kw50Uq7bzi2YLEgATK2QIEteCxCgEWqBRW+7yZYbFqI+wsfFi2+q2ARzIcFmUW0hZFFOv98WuT87u/+7vANFTb8klmw+qsg7GyqeCrjP//zP+efhz300EPnXx2xCAT0bYKgfdTVXxex+PqVX/mVuRFhQSgHecI2OR772McO34K51a1uNb/x4NUgizI+xLRYh/0lFRs0Fvv+Goq/fKIP/nIJOZ/iq4Pc3//+9w/fQMHzTZGzn/3sc2PEBpDvVdAB4rCVzxe+8IW5qSJPNZEL+TnPec7htQyxb3SjG83vUlgw3uIWtxj3vve954KWD+Cjn/e5z33GT/zET4xnPetZ84kYC9zPfOYzQwwx5VuLTTba8jamP//zPz+f/LFI5esRj3jE/CCpTQWbZG9961uHTSl+jJUa/vRP//Tsm1pr+wCpb2fwK6YY9PVFGxaf3FMFNhr02caBsZCHfNjQU2ubdQ95yEOGJ5PMLU8n2ZDj28KarlqzY2OB7aO+NpPMQ2Mqtrnzkpe8hNmsG1uLbbl46oEOkCMli3oyOmKgf/EXf3HIR3y6cjZ3gf7Lg72NFDX6wAc+MC560YvO8XjoQx86N6Z8X8bmWfnkB9h0M0fw//mf/3l+t8TxZRPmqU996hxDOdOVH6Ar3na62uaSvOmwg9mg1Z0eoFNtNmi6axk+W2NsvMnoaauJcWcjR7piAHr4eLAnUcwx46Vuaum8QFce9Dw9gufDuY4ZG1WOCU+8+U6NuK997Wvnx3SdC9i+7W1vmxuu4tU4eDLNq0vq+LSnPW14EkZtzWnxxaO/HfRzO6/be0cFOouuQFegK9AV6Ap0BboC+0IFejNlXxilEzlHiwogDAzQFjMwsCCxiPUdBZsNr3vd68Y1rnGN4ddmmyaehPAkA11gQfSa17xmWERp+8XaaykWR55AEePTn/70sMlhse0x/8tf/vLD0wn+opBFvZieJuCbD205wB779xSHV1X4/shHPjI3KizS+KaDJ08xr3SlKw1/StaGhUWXP1PMJ9qGysMe9rCB9oSABbqFoM0KG0UWh3Qt5tQEZvMv//IvQ96eILGAtzlBzyLfQg8N5ATLC6D5sYAn09f73//+Q32uec1rzlddbnCDG8ynIvzCTweI68Oh+vae97xn/tWWQza/wnvyxRMn5buwvNnBFdNTGjZebGB4ykd9vVrkqQo6FqMWyvrnzzmrrb/6Iqb+ydFTSNe//vXnh4orFlugLU808GehLWg9DcTOBoQxJvuP//gPaG5EeFrFn5v2VI4NLItnC2t1kL9aUZaH3Mwdi2gbE2pinD1ZRNe81O+yYQfUXH5Au6Dy5dtcs+ljzqi9+eYv2ngdR9/vdre7zSdt2KoZ2yc/+cnzr1/ZDFBPG0E2e8wl85Mu3zYY1F1bPR7wgAfMPzlsM8bGnTrxZyNNjmzo4q1x0XTI9Bng48EAzQdcbRioBcwelD2sbdwdw2zVUn0d6zYO8eQK01/H4FP7MY95zLAJZ146D8BqwgbQ81qPTTBPBDl3mHs299jbYKXj2ODLpqI/GY1nfvABtD2ZpD+OV0/BOCbufve7D/XGLz394puN/OE9CO2qK9AV6Ap0BboCXYGuQFfgAKtAb6YcYAN+fLtrAWLBBCzybBpY8FqUWKzWYpNfMgtxfAthrwBYtLC1IOPLL9FA218VsengaQKvqvDBrwWQDRp/BchTEniAH4tdNp4eeNSjHjVfv5CDjRCxyMThSz71JIGY9CzgLcYtyMTht/Jkw4/FV8nEpEMG5A0ffPDBwxMi9PmlZzMItuEkBr01yKug+PL12pONGXHJyeq1H7X0HQj5iE0uhjroL13Y0x7o7VB24uiHDQL9xeeLH9iTAfzY8BBHDHz+2KHpVl+1yY4N9Mmf0fVKCJ/lC/YkBp6FMj054fNtg0jbxhSZOuOTAxt6ngzCky8dddS26LYJpp905S0O2Trf7W0yccwV9QL80gPk/OEZF08naVvMw/IVB+1VLNimAH00HrnXk9QDn08xbQrZxJOzuPh04YLSr1wKl3xXeNd6Y27Yld+x+YcGG3L+xxbMxuZ/ZNWG9Uu/N6KtV/fQxuQd73jH0B9yevQBmo65ZBPNOcP8VQe1JGPvqSYbMNpq4YklTwmZp/Lgp3zT1+bfsaeGbMjp8gHj0SNng9/QFegKdAW6Al2BrkBXoCvQFTghFejNlBNStQPExsLEAgSuLntk3+LUIsUiyOLExgZcr1GQWUTRs2CyeGFf2CKGz2c84xnY87UWGxDsfcTVY/8Ww76dQa/0KfNnMeW1CjEtnMTj2yIYj1zeFl947AA9Psk8nYEnR21PQtgsom8TBp8vQM4/LB+YHlosmC950kN7cqL42jsBP+w9lUCuLUd1hU93utPN1z68+kSObwMKbTH+uMc9bn6o08KQHyA+P2hYDvqgLT+Ar63WNgXU2kKeXr0aoc708ICYcmKnjcY7NqBvASyuXCyYfU/F0xtqpI7G0Hh4egHIyytRbCzI9cnYiHWa05wGGl6LkZ9xgtVAfejKz1NJFNFAbG0Y0GOHtwa5yJmMjvqg6fAjjrZXSfjxdIrczV19sgGgnr7BwsbTM/TU02aPPl3ucpcjmmNb/sjZ2DzEYwOm4h7633H1p39gHbbGGyZTC1ibnprhqZk2vlfR8ADdNdCh69sx5Ozx9B1mf9rTnnZu0KiZ+rDHo2PTjw3Zve51LyZzTqDx6MLmjX6LRYmNeOjC6IauQFegK9AV6Ap0BboCXYGuwPGtQG+mHN+KHSD6FiC6CluYWITAFr+AzAIFz6KFHtC2ECKz6IHxLFwsiNih8crONz98WNQGgdeCLL5hr+Wwt8Atn2zYAr4qF226cuCfDI++PKqtH3TI6Fvca1voek2Ens0Nm0FXu9rV5p9ergU7W3L6Fu78wnj8yRENqq/oAjprqDxhQCYn/vnyaz2ep3zElodvQ/gehNj/9E//NH/5h20+8AHUi1xc9oAtv2jfprHQ9cFOTwTZtEGTi29RD/PFBz6sVvJC8wPvBGRgLZMPf3xZQH/4wx+eT0XYPLBA9n0Oc8D3b7we4tsuamsc+DLOsI0YfuVBji9XMkCmDQN1E5fMXIABHhngiy5/+giTq1nJ5E0HoL0GhPaEjPzNXX0wd9GethLH5h0f4vCLBmRi8FW0vMnoFl+M7UB/O2932mKt7flfA5m8YDmTFZYzML4lh9XaMcB36ZdN+aJT8rJXf3IyftFVN37x2KgRGfCtH09ykXvyypz2kV/HAXnFZ1dx+Mdn09AV6Ap0BboCXYGuQFegK9AVOCEV6M2UE1K1/d/maD20gKlFiQWJhQgFixELJAsUfDp0i6aDpgdrW+BYCGmzQ/t2hFdZfFvh7W9/+/CRyTe96U3DNyp8q8LGClvAhi07fsWz6EXLBaZHBy0n7QL2RdMv2sLPX7PxrYh6HcP3RXw414Jfn/kSjw9PLKCBOOR8lY5fxPHxdgXkpS9fenzj80eGb3NDrmTa6uX7FTZ78HxnwiaEJ3rI2cmLv8IWpBaq+nP44YcP36lh56mXF77whfNDv2zFYScH7aJhOeEBcm387UAO1nxtNvybAzYetOXv2yLAmAPjb7PCdzqMBz32/OkHXCAHPvg1J9Bk9PRdmw6eRTbMV8nW8tIjB+qIxy8aj71YvqmD9sqb73oA81X+wPjI3WssfLDRD77MNbZrkA//dOVOH2+ts7u0+MfFx1pPTmVT9BoXTQetf2qqrS+78qV/dNZy/dVmR6bmeGh++S85Pjk+Xze72c2GJ5180Fp9vUJmvB0TdPlki+aPLdzQFegKdAW6Al2BrkBXoCvQFTihFdiPNlNOaAnabl0BCxZQPAsQi5U1z0LE4oSOjQxtNB26bPDxgAUMPrkFvcUOPswW31/4OetZzzr8dRTgdSIfp/SxWhsXFk38wmw9kcCOX37Q+GLBeJUDWfEt5MWkA/D5FYOvM5/5zMOHVutVDR8H9ZdZLBD5oSMHNmjAD5/i8UcX4O8E/BSoI+BvzWNvccjeRknJtMXxLQlPqXhqxV+NseHjQ7hkcpGXXGA27H3o02bV6U9/+uHDqBe5yEXG2c52tvlXic5znvMMMdnTX+ejzY9+w9p8i4PeDmxB8emWnTyMjSc28M0HfymmwNj7zo2PwMK+TcMG8KdWsHGE5UAmnvzliPZXesQsGVq/2QB8uIAftJzI+EDj2dwov9pk5h8br/XIWf42qsxboO2v3+gnf+LrN+zjs3j6wheMzx//5iJMBu8OiFP2a7p4O+HjoydHuVd9qlZ41R/+AF3x0GpbbTRgs33+4fFtbOmzVUc1A2KIyd7TVZ5Q8fTSJS5xifnkk+/T8EFPbMAHQDd0BboCXYGuQFegK9AV6ArsqxU4+fPuzZSTfwz2+gwsVCw+4ErWAkXbwsYCyEJHG9CBAdqC2QLSItE3OTy1wd5f2LEg8kSIxQ6ajVjsgIUUqMUUOd1aTGvTA2h5ADnJsR9R5gAAEABJREFUDR+IR+61EXHYiyMf/tmIIUe2FuM3velNmc4nZRB0yMRnC/gkQ4sH84dXMjRgD9Mp0Lbw02ZHB/aUg4W6nPyVGPnTFZtOtfH8NRs83xuRAx6gwxea3WMf+1jk8FoKfXWYjM3/vFJFH5+NfNDAeOmLvyCEz04bvTE9xv/4XOux1TYn/GUlm0Ge3hAHH4ivzoBzG0X8oMn15XrXu978nobxKlsfq6Vn7HzHR970jTnsr73Im//y5a++oCsv9oAeG/X3oVm80mPvLxKJqybyo8sHHXL2aDry1fa9G/h+97sf0Vzsa/Ntk8tfVUKLyR/bqXjk//COJKftdnnJdsJrW/J1eyc/5IAuWNPb9fVXzvoPSl/fAFs2oGSFydSnZOv5Wzy+6fElFjB/tMUDdLVh/nxQmY2xoW8u0DPfbJRWfLihK9AV6Ap0BboCXYGuwElWgQ60X1WgN1P2q+Hc852xIOHVgga2WLEowbdogfFgcotBdC12fB/DxoW/fGOh5Dsg5HxYEPPhL5n4jgeeBREfaK9O2HDxyzMb/uVBRqdAWw7asEU42kKbDWCPZ1EFV37if/CDHxy+u+C7I3TlCd/znvccaK90lC+5iAfTEU/OhfGAGAAtNgzorYGOj5Se73znIx58y/FiF7vYkJsNBzoWhHL4m7/5m+FDp3yIqx73ve9958dMLfDFojudbf5HTg/vwhe+8FyE+6irD6byK54PAXtChX/95RtszAc7ful6Ykdt6Xzxi1+cvugcE4itH+LQkw/ffFz84hfHGjaTvBpDF4M+7HUmGyRqzR6wg80Xf5lJXnLyWs0lL3nJWQdzhg9jTH7YYYfNunrK6IlPfOJW3v7SzhWucIX5F6HoV3z+0Z400f+nPe1p0684nu7RB/o+cAx7quezn/3s9Eufnvpe85rXHJ/73OeGHIzLda5znTmmL33pS8eDHvSg6VMtXvziFw9PF+kbPccLvhqANa1dsCt+yXeFxVjLtrfJ+AZFw0Bd4LKB1UPN9JMNwNemW5gtPnkBOb520WpKT5tfmJyfkmnj4x1yyCHzSSu1xzOPH/rQhyKHp4Tkx86Hjf2FMN/kMV7leyr2/7oCXYGuQFegK9AV2GUFWtAV6ArsXIHeTNm5LgcUd72osEixQKkFjkVNtWELRQsTckWqBQyaLX2YT7LLXvayczF5m9vcZviGgYWxhQ5fdP1VDrZ+tbfQ8eFRj+vbhDnHOc4x/MUa/gA9GFR8PL5gwKdFNLlYMH0yULnTY0eX3iMf+chhkeWJBtjTDDZZvMLxd3/3d3OhzF6fYP0r3+WfPzJYndD0LJLp0MdDi68N7nKXuwzfi9Hn053udDMPf43GqyS+GVM+LApf9KIXDa8iqZVvyaipj6DapLrRjW40a62P/APx5CMOG68H2azx6pBa83HooYeOC17wglQnsKMvT7584JbAJo6nWry6Uhsh+AXsgLacYYDHDxpUbW5yk5vMjRRP1Jz97GcfcpGj8fd0iY2O9773vXOzo3zAfNgwsdmiZr7/4rUg/bL55HUnC2p9MF782SxD+9ixNv+3u93thqeP6PJJX95yBTaf1M7rVuKo9QUucAGq86kYmyK+/WKM1BL4+Kw+qNNtb3vbOef5lLcxusUtbjHn0r/927/N79bI5ZDNZgCnt7/97ef4GXdtNrC84e1QcnlXTcUqfXJjyA7WBtpsCpdMG+izDZ3SYUMHkK3b9MVWL3xtmK48Sh8fjS9HOnhi4KMBPnnR/KL5gtnDnihzPNA1Dl6pMn8cu+pvbtCzaSU/xyDf/PBhzLTpNHQFugJdga7AflmB7lRXoCvQFTjRK9CbKSd6iff+ALVgsbjwjRK/5uJpW3jogUUqmUWJBYmFDL6271rYdPCNC/oWtRZIFo9XvepVhwXkGc5whuEvyNCxoLVYsxDy675f+y996UsPC1FxbWSc6UxnGhbbPiCJZ8Fr4YXvWyowezmIKSc0HU8UWFzLXx4WU3TI/MUY37Ogo41vA8WmjgW9zRXx5HuHO9xh4Iujn3RtQqiFpzXoiYsvlvj4/Ft4a9OxcJezP+dLH19e7GALax9blZO2hTieRbw68SEHNfeh3nOd61zDR2ktui3gPWHhSQg6+gTzDdByY6uuXie5/OUvPyzi+dBPT8bYtJK3POmubdn5mCo5mt1//dd/6cYwLghxy0abD3Pi3Oc+99w8wKMD27zSL321ifWyl71s+F6ODQu1gs973vOO5zznOcMmmz7wx7bG0vdiPFEjf4tnf0XHfPE0kzzo8w/L0dM7PlJq/PTdhpTXfnzE10dk9Y0ftTZGaiaWV63MJeNpXC51qUvNp3XEkI/Xox7ykIcMc8J46Jvj4aIXvejwehA/dPmVh6dVfBzV4p9PG1Py8lSUjRl8uVWt5KIPMD/8ockdj45VPsxPPHFKX36OQWPquCPjQz3R5Nowv4CMH7VTJ3Uxb+kAOoCO8XX8il05mRvm8SGbDSJ50BODDeADXz/Pec5zas6NKYTY8uLTk1L08cjYaKuN8bApyK88nW8udKELDeMnvmPC5pl6GxP5yQNtrNXDk2D4fDd0BboCXYG9pwKdSVegK9AV6ArsSxXozZR9abROhFwtMsqtxYmnHDwlgQ/IYN9z8BdXLG4sbIoPW6BYxN7//vfXHBYtfGlY7FhA2gT40Ic+NPiwqWLTovxYtPkl2XdVPJFRevVaBD8WWeVLrFrMk8mPL7nRs1i1OWExbJFn0UTG3hMYcrjrXe86X7lgb5FmE8S3OzyN4kkJf1Hmcpe73Hwqgh09PvzJVa/JyJf/tYzOq171qmHjwaaAvNh4wkHOj3nMY+ZCnJ6YbOnwYyHN1tMfNpDkp47qRFe/+LJQtPlhoU5XXS3G+bSQ57P6W3Y1FnT48bpO1dkv9MbPwlOO4orDhi5/wMKZnJ2nRTytw5+Y+kBHrY0DPlsbN0cccYTmBDoIvvWLHRuLarXXJ/6Nv/l2/vOff27E8EWPvr7pFx+eEvF6D32v8HhtrGSFxZMjH9e//vWHb5zI32tFf/7nfz7H9yUvecnw14PUm74+qIEczdVXvvKV4xOf+MS09X0avuiR0/WaktrIn56aPvjBDx42Vcjpylce/MpbPHPNZszhhx8+n0jxhJDNO5t7asWm7GH9X/N8V4cfG1FkbNRJPPqwzRA1evSjH6055x8ZfblM5uZ//AJ940edbTzqi7Ghzzcdcm2bYOKj+WRrk0Ne5ujG7eyXOOyMCTDf+fVECRt6AE3Op3MQunjk4OEPf/jc4FQjbXL5PPnJTx7mgLng+PRdGjHJ6MHGy3xUD215kTV0BboCu1mBNu8KdAW6Al2BrsABWoHeTDlAB766bVFRtEWOBYiFER6ZNqiFhwUOmTY5usACzMKq2jDbwvSBtkWQePTpoPHF1i5+0fRLDouPZxNg7VN+BRav/NHnBybDA9qAH5gOXxUbH41Hrm1BicbjA8ZD49MHYvPHBh8tZwt2+nTwyeXkCQKYP7WgvwYyup7oQLNd+6CLxxami7fWEX9tiyaXu3zReHLgA7DhB09sNN/0yNmQofmByditZfpMBpOj2bHhUxtd+ZcOfTK6gF/ttY02fbp80AP4YJ0HOzI8vtBszV26fMDVVhd6eKXLhzh4ZOxhfDQbuOpFr6B01BDQ8zQFPv2yLf3C9MQ33+WOj8eHNnu48kKT0yODAX18vtBk2jA50Bd14IsOOX1tfIAWo+Rs6OHT5YceXDr44mgD9uzw2dIFZNqwNtAG9MXghz2ettqh+QLo0pGHNj4ev2z5bThwK9A97wp0BboCXYGuQFegK7C7FejNlN2t4H5gb4GiGxaQFiUWHxYeteCotoWchQtdCxLYIgXQt1ApX3gWxjA/7GBytrB47Pi3iBSbTzw6aKANs4Hlgcc3H3h8a8uBjE98PIDHnhwf0CED5DAdsdF08MWrtn7giwfQxdNf+bDhhxyIqQ3zRb9irPl4dGB+xUTD2kCdxOBDHPr4YotFRr+Ajhh0+Cp9bf2vNtvSxWOPx4Zv+mLD5GRFwwXsyCuP4ssXDdNBA69owGzw2amRXPDpw0BMemhYW9/Y0Zdf5UpOr2QwXTb6RIZmR5ccrnili+eJhpJrk2nzwRcfMB551RWPDrlYRZOLQx9oswP0CtMHxUPrI3909BXNhzaajvyqja48So+MnrjwdiAXk76x0C4deYNq8y9uxdCmz7b00HhlUxiv7NDygfVL/LUevjh8Abra+NowfbQc0HzgywPGE4+tNhpvH4JOtSvQFegKdAW6Al2BrkBXYC+qQG+m7EWDcXKkYvFhUWGBIb6Fo8UHGp/cAtfCxUJOm8xCBW1RAuMBumT4RfODR45eY37x+BCbrHTxtC2OAD1tT3fwTw7LnR80Hh25wnig7MnpiqGfZKD4eHTJ2YPyVTz6+PIpnrb+woAMiFVtdPmySBWLTP74chCbHr/i4MGArnbJ2KHxyxeaboG2PGC+8dGwfEvGLyg/5PLAo1c2MD/1JA09OdAjqza6gD5an2F+i2cs2eKVrXlQNH265KWHxoflD5PhyVVd0Hj8wNprXfyqOZk2PcCeLhC75DAeoK/fQLtk9NUQD/AHtudIH690+ZEPXunTAXgwHVgM8enjiYPPDtYm10bjoeE1iL0TXzy++TAWdABbsYumxz89vGqXHvz9738fGuQI9vTkDeOh4crHGPKLV0DHuNARby3nu/KlXzqwGGzxYbr4fGjjN3QFugJdga5AV6Ar0BXoCnQFTkgFejPlhFRtP7KxqNAdCwzYYmONyS1i8EDJLVLI8AqvZfjsLHpq0YKmA8joAPZ4BXyD4rMDFmJ02MB0+K7c0WxKDuPB7NElZ8sfHjkgw6MLtAEdmA09uaP9gg7LpYAuHe2dMJ4Y4AUveMH8FocPkbJbx+CXLh5dcm15lW/91sYnZ0MmPzx0gTY5TJffomEyPPrkeOLiwdqArGKS4cHs0DBfaHpksJwseNmT4cMAXXy24uGhyx/Mh+9h+NYIO4AP6FdbXfgrHqxd8tKvOPh80wOnOtWpBhm+3GEbQWRstcnlB8yD8l/6dNfApnTQ4sF4padd/tFkAA3KRgx6QHwyND9w2WiTlZ02OcDXBzygjb+G8lMymC6gpw3o4aGLvx4DsuLLnZ68xcdH42nTRQN+C9Phkz6gRw7IioePBmxh8tIjxwf4cENXoCvQFegKdAW6Al2BrkBX4IRUoDdTTkjV9lMbC471YsNCRFdrEYMuecng4hWuxRs7NnQsXGA6gEybXFxyNBmMB1cbbSFW7bItO/pofFB6eGxB8ehq80de+jCeRR05PUBHm1y7cvcLOj6/ayjeGpcPPDFgf7Wm/hILOf/8kFUOaPrkaDraaLnAdPHI2MsPH11AF02nfNEpmoxO8ejxqV0Yjz68BraAbmE0HVh+lZM24AcuHe2ixUMD/tbgY8X18VH2ZHCBtn7wVzzxyyc5GR08Omc4LC0AABAASURBVOar/PC0AVm12dsIwpcTTI6mYx7wSU+bnAwUDbOB6YiHZqctL/owPiADaCAOXECXTbVhPDZy0SYXC18/YYAvH7j08IE2zA85DIouOQxKhmYnDno7H48P/UWLTx8PaJeMnL02rD9o+kAMfEAXj4+itYtmW3p4bOHSRzd0BboCXYGuQFegK9AV6Ap0BY5vBXoz5fhWbD/WXy84LEZAdbfoXeHSgy3e4AKLJHTZoscY8y+1oCvuWl488p1gu7zafICdbIpfuqVT/MKVLz2w1qt26Zas8K74JYct4rzeQhdYJOKhyUHlgF7DWqdyKd21bG2DLt1j0yl5YbYFxYPXQK4Nr6F4lR9Z5YEGpbMTvZapj80EmO4a1nr422NU/LXeWqfm65q39lP2ax6av7UNvWqTgdKDC0pne3tX+qVXcu2it2MyIBe45OjqJ7r42/Fadkw02RrKD96xxdnef7aA7XZZtfWnaHrrGNqgfKDXwHbdLttd6a91m+4KdAW6Al2BrkBXoCvQFegK7KoCvZmyq8rsyG9mV2D3K7BexKELdt/z/utBjap3a7p4jbsCXYGuQFegK9AV6Ap0BboCXYGuwJ6twDF7682UY65PS7sCJ0oFbAis4UQJsp85rXrtZ93q7nQFugJdga5AV6Ar0BXoCnQF9lwF2tNJVoHeTDnJSt2BugJdga5AV6Ar0BXoCnQFugJdga5AV2B7BbrdFdgXK9CbKfviqHXOXYGuQFegK9AV6Ap0BboCXYGuwMlZgY7dFegKHOAV6M2UA3wCdPe7Al2BrkBXoCvQFegKdAUOlAp0P7sCXYGuQFdgT1WgN1P2VCXbT1egK9AV6Ap0BboCXYGuwJ6vQHvsCnQFugJdga7AXliB3kzZCwelU+oKdAW6Al2BrkBXYN+uQGffFegKdAW6Al2BrsD+XYHeTNm/x7d71xXoCnQFugJdgeNagdbrCnQFugJdga5AV6Ar0BU4jhXozZTjWKhW6wp0BboCXYG9sQKdU1egK9AV6Ap0BboCXYGuQFfgpK9Ab6ac9DXviF2BrsCBXoHuf1egK9AV6Ap0BboCXYGuQFegK7BPV6A3U/bp4evkuwInXQU6UlegK9AV6Ap0BboCXYGuQFegK9AV6AosFejNlKUO/f/9swLdq65AV6Ar0BXoCnQFugJdga5AV6Ar0BXoCuzxCvRmyh4v6e46bPuuQFegK9AV6Ap0BboCXYGuQFegK9AV6Ap0BfbmCuyZzZS9uYedW1egK9AV6Ap0BboCXYGuQFegK9AV6Ap0BboCe6YC7WVWoDdTZhn6f12BrkBXoCvQFegKdAW6Al2BrkBXoCuwv1ag+9UV2NMV6M2UPV3R9tcV6Ap0BboCXYGuQFegK9AV6Ap0BXa/Au2hK9AV2Isr0Jspe/HgdGpdga5AV6Ar0BXoCnQFugJdgX2rAp1tV6Ar0BU4MCrQmykHxjh3L7sCXYGuQFegK9AV6Ap0BXZVgeZ3BboCXYGuQFfgeFagN1OOZ8FavSvQFegKdAW6Al2BrsDeUIHOoSvQFegKdAW6Al2Bk68CvZly8tW+I3cFugJdga5AV+BAq0D3tyvQFegKdAW6Al2BrsB+UYHeTNkvhrE70RXoCnQFugInXgXac1egK9AV6Ap0BboCXYGuQFfg6BXozZSj16NbXYGuQFdg/6hA96Ir0BXoCnQFugJdga5AV6Ar0BU40SrQmyknWmnbcVegK3B8K9D6XYGuQFegK9AV6Ap0BboCXYGuQFdgX6hAb6bsC6PUOe7NFejcugJdga5AV6Ar0BXoCnQFugJdga5AV+AAq0BvphxgA750t//fFegKdAW6Al2BrkBXoCvQFegKdAW6Al2BrsAJrcC+s5lyQnvYdl2BrkBXoCvQFegKdAW6Al2BrkBXoCvQFegK7DsV2Acy7c2UfWCQOsWuQFegK9AV6Ap0BboCXYGuQFegK9AV2Lsr0NkdWBXozZQDa7y7t12BrkBXoCvQFegKdAW6Al2BrkBXoCrQuCvQFTiBFejNlBNYuDbrCnQFugJdga5AV6Ar0BXoCnQFTo4KdMyuQFegK3DyV6A3U07+MegMugJdga5AV6Ar0BXoCnQF9vcKdP+6Al2BrkBXYL+qQG+m7FfD2Z3pCnQFugJdga5AV6ArsOcq0J66Al2BrkBXoCvQFdi5Ar2ZsnNdDhju97///aP19Zvf/Ob43ve+N3nf+c53Jv7ud787gAb9b33rW8j/A6VPUD7oa68BD6x5a/2Sifntb397xkbzv5axrzYa0IPXUL6LVzpsQfHXtFjF325fetvxWn8nGT878ctujUuveGzRhY9NTncN2/XJ1jx0+SZb09rkMH7RVUf84qELild6cPFe/epXj8c//vHja1/72lTnl3w2Nv8rvQ15tP/WOgSlx77aRdMtGi7dwnhsAB59+ZhzeF/96lfn3Ks2HqBbuGi+ii7ZGvNd7dKDAX5B6WmTATQQAwb4BdolK4y3k7z4MKADg7ItjEe+vV18+LgAH2s9/vBgfDRAAzVYt0uPrPiwYxTGf8QjHjGe+cxnIueYIcjKlk88sKa1AT2ABmzhgrUMb91e09t98wPYwK973evGta51rfH5z39+aI9j+bddR6w1bx1vTa/nbPHX9aqw/B0bvY5XunjgM5/5zHjUox413v3ud5doq1/kmIWL3t7GrzxKBuPBYN0f+niFi9ZmA48xJiIrHnoyN/9b05vm/K/qRAYmc/O/7fS6vRFv9bfi4G0HNgAfLqg2zB6gjRVMb43Rrr83velNx6Mf/ejx9a9/HWsLyn5th3Zdh4F+wk95ylPGzW9+83m9Fw8fvt3tbjfHlFOx1j7XNB902BVfu2i+6PCBj6YLa4OiC+OB8oFmAwM+YcAGoIE45gnQJitaG+DB22Edg0y7dNcx8cmBHAF6DWVXvNKBt8tKZ1d4ra9/9PgB8tK/0oEBHUAHBkVX/tVey9CueTBY+9L+xje+Me52t7uNJzzhCfMcy4cc1np4dAujyQG6gF3Ra93Kj6z4bAFewdq+eLvCa1t0+aWvDa9hzdtJlxyUTdFw6Vc/qg0DNmR0gevA4x73uPHOd76TaB6L+BqFy676/KUvfYl46pLx95WvfGW22eBRQANytsXXxgfmD13nEXw0QLOBAd3ia6OPC5TdTrryKTmfRcMFO9k1ryuwN1agN1P2xlE5CXNKsnUSFtbJ/TnPec548pOfPBcnFihveMMbxvvf//550+gEe4pTnGLSToZsYCe/U53qVJpTlmQLT+bqf0lGknlBZkeUBJq5JJn4lKc85fiBH/iB4Yb9sMMOG//zP/8zF9/ikTkBJ5lxGBefT6CNL18XDTxttnCSrTyqXTr6wj8+e74AeRLsLdvkqBwI6MMgyewLGj85ypYvfJhvtPpqJ9nqlzzYksN0k0VOVxsfnWQrHn1Anixx6QD8wugkg4+x+YePZrdpTn/JYo+fLGOnjnRAssjR7NklC6/04CRzDK961auOi170ouP1r3891dlX8tnY/C9Z+lG+Nqz5X+mIg5EsMeSlTsnSJqOLb+xhvtgli288evhJhgXHj/zIj4zb3OY248///M+HGxTjUXr80wds4GSJl2TOB7ySoZNs9Y0vsmSpX7LY4NEFcpYjOlnk1ZZH0SWHAdkai5Us9vIuOZ0k0NHGld/SKUwpyZwXfMgzybQbx/Efm1JFA/6dZ5761KeOD37wg7M+yZKTvNUgOSoO/YrPnj9t/CTDzeU///M/j7/+678ebvhLJ8nMfWz+8blB85xTtHbp8gXUAT9Z4pMDMnw00KYL0HhyKt9o+knmvCBPMi572cuO2972tuOVr3zl5NMp3e99b9nExuMXH9YGfIiVRHOOwzoeWv3oOW9SQuOj17Z8Fw/WJq94aPw18EUPL8nM/653veu45CUvOSzAxS6ZhV+So41t+U5CbY5FstDi8Z8sx0bFYZMsvPLPOFnsksw86LEvP9qlVzxyvJKhQfHVqWRJiLbypyOnJFvxtCklgbbmGj79AsJkqUXRSaYfOsnSP3kC9q4/ZPSrlmi8L37xi+NGN7rRuMQlLjF9VM7k7OGqFZlr+YUvfOG5QeIcR8c58T//8z/HTW5yk8G/eHQ/97nPjWte85pzTPn4wR/8wSEmWXJUH8RIlra68YkHioaTDHIb5xe4wAXGQx/60JnzOPJfkkmJgdB3mK2Y+Oxh7cqTTpLpC1+bjP2LX/zi8ZKXvGTI33Ggr6WTLDnzB9iRiYFWC1g7CXLwS0cDv/zJEZCB8pcsMejLgQ66MBqUPnpXkCw5kL/jHe8YT3rSk8bTn/70CS972cvGu971rnmdkrdzX3JU7IqnJsniR/5yTZY2v6Un1x/+4R/eGm8ytrA+gyte8YrjH/7hH7AmlG3pTebmf8XfkNNfclQ8PDWFAV2x0fKD1QYfDZLFHh+s7cl3BXSTxZZOkq3jdGz+JRn6RW/TnP8lmedWvJ1ySDLnHTmDZDl+k0zfalH9YK/eMBibf+RgQ87NKefP//f//t88DpPFN5tk8cuuYqnTj/3Yj40jjjhiPOhBDxpXucpVhh8SPvnJT86czIPynSy+ksy8+HzRi1407ne/+w33X/e85z3HS1/60nnNdJyIMzb/1EP+YsKf/vSn57z70Ic+NOtCvlGb4wofEyTZUcw3geP0uc997vSVLP1NMvuShEpDV2CfqEBvpuwTw3TiJukkmiwnrn/9138dF7zgBYebr0MPPXTSZz/72cev//qvj5/6qZ8af/u3fzvccCXZOkEnmSe/sfnnJJks7STzJLlhb2EndIDnRJ0EuQV45HKyW87f+973vnkTdq973WsunMhcMOgyRJeNdpKZDz18PBeLZDlZa/ML0PzQ006Ouriyx+MfDZLFB17ZwkmgeWFGsCvMzkVQu3DJ8dZQNwnySZb6yY++CyXMH5skW/3UBknmuFScsflX+nJOFhs0vjh8btTmGLFLMi+a5GRwyWE2lVOSGW9s/uHTTZYasd2wp198NB036D/0Qz80+W7u8fiTU12o6bIpH/LaScaWDpyE2cxHGx/D2KP5A3gwHlpcYCPFDekNbnCD8fznP39c+9rXHnJNlnpUjklm3ZMwn/1IFhqD3+TobXxjK67cCuMni64+lgy/IMmMoc03SDLHKFlqTQbIgFiwfskbDegA/CTTL37lgyaXB6yN5gPGo5tkxh8YxwBJZq34AcmSr/pe5CIXGc43/HHBv7zVQTtZYmiLn2RrbOnR59MYwWBs/iXZ/H/MviHowfrMDxrgJ0sMbVC58IVOMvOXA3kSaPadHJiXSeaiUYyx+Ye/QTMHtsliV4uVykMcdOXCBrDHB3Qc+/hgHYMMjx4f6pIssbQBOeATZlO0tvzYr/llh5cs/pLM+o/NP3Kyysu5unzIz5hs1Gb/6dEXM1l8kZW++mkDenCSGYt/8lOf+tRzHMaR//gEpV++xU4ybceR/9Y8NqUqPL19AAAQAElEQVR7pPhofsmKz67oJHN8x+YfPj35b5pb53x8bfwk02+SuWlUcdWaDpA7QLOB6aHxk8WHWmqTA/WA5eDcBrMD+AAfpnvd6153POtZzxq3utWt5o8TamqeOAeTJ5kbD+KyKT90nJ/5B/pHp+QwYAPI4cqVDbk+y8HC7Q53uMNWPeiWDV1t/mE+8JJozlpOYvO/ZOFtyJk3PbRYNhz+8i//chy6uXdRA37g0tFOMudlknkcJ4s/9mpdOdHF4ztZdPDKH5qMDv9JtvqWLLQalg79JDNnMZLFJ/mxgXE617nONZwz3YO5P/vTP/3T8bu/+7vjoIMOGv/4j/84XTgOEXKCxVTTJLPP2pUrnQK6+MCYJ5k1Z0tHnz21kmReE/Ho8pdk63jD0zfysflHjrcht2qDBmR00VUnc4Vtkjk22kmozPwRydJGHxsk/1d3HZe9viWLnth4SWb/6WoXlFzeyZIj2bqPReOD7T70lQ4fa8CnD8hh9YdBkvlE4+///u+P85///OPf/u3fxl3ucpd5DT3Tmc40zAex9Id+5Yp3vetdb7j20Lnc5S437WzE/Nmf/dnku7dOlv6wZwv4eeELXzgufvGLj3/6p3+a58Ak2HM8J7Eb/5PPX/zFX8wNwYrHnZzhhq7AvlKBU+wriXaeJ00F3GCJ5MLtZHv9619/XPnKV54bKX4BdlP28z//88MOtwuBi50LvROhi3CdBLXdtMEgWU7UaBcKeuzpiAe04ZI7+ZP/wR/8Afb4tV/7tXHa0552nsRdZMTmhz6QhzY/AF18cfliVzccSaYvzsmTzAu2iwleknlBZcMXnpjaQDztAj7YWpCLr82OvC6U7MiSxbeaJZk3WGgxgLxh9qXPd7LkyCe5GOTo0kWv7UsXv3STaM6bID7YJpm/wn35y1+efApkoGh6fOtjkvk0R/mkA+iAJFv1LR22aqCvaHUp//jabPlhQ0cbX//x6YNkqUWSrXz1lX6SOXZj84+fDZo1hskBH9p8i03Pos0vRfi3vvWtZ/5JtvwnGf6xF4uPZMnD/CIrIONTH/C01U2bPYxPB5YHnWrzj59k9oV/NslS9yTzhlPu/NE1J5OFr80G5pPvAjZJZk2SRZ9vcvpoT+Zoo8ueDI9ffO1jgsoryVYNxXaeKZ/w2Pwrf+qAl2TaaI/NP3H5Uxd0kg13zGNWm1/jN5mb/+EBftmRyxtsxPM/ccgtFPCNDwF9GIgnB7WlQ8aGDNS8NKf5w0syf/FLlmOq+HyxhUuPTJ7J0h9xigcnmQuYZBkn/Sh7dmhQueEBcYA4cuYXP8msGT670kFX/4uXLLrsyZMlx5L/6I/+6JybcirfaL7lXnqF8fmSa/mjXzQ98qc97WnT77nPfe6J5UWPPV2+xas2Gh+QAX60ydB0k8xfgPHkgIcurEZJ5nGFl2RultAB/FYeaDo1/nLXLr6c0SDJfCXHPKLDF+ALFhdOMs85dABbmG9ygE6WHMueXpL51B8dsfXZ8eD6LW4tuB17fLLhS5sczQZOln6T0QNimeNsk2UeoAE7cnrstfUpWebula50peEYO+yww+ZxwYYuG3rGApY7mXHjA40P8wsn2Zq/8mZDly86/OLR1S57OtqF6SWZ86v6xYYfMjRdOFnqwV5u5MlyjJMXsE2W/NDGASRHjaucycrm2LAc6POD9mu+p4c9zeCHLjyv3vgxwD1TsvRp3e/KV12qr/wliy75wx72sHm+/bu/+7s5/+nKTX/FMJdgfumj9YU/vNKXa7LUQL3w6eLDfLKH8diiyfhLojlz0K77NUy+5FP2eMcE9LfL5ZQsMcj5o1MYnSxyutolE1eeAB+UjC/9SRbb0tUH+uRqxWeyXBfUFN9xxley2OJpA7bJUk8bKTYMf+InfmK8973vnecyT497WsVmJf/u38QG/Jz3vOedT9ui/+qv/mp4woSeJ1t+9md/dm6weurbk51y0x+6NhYrtjHSD3J8eWnDxwT87CRPMo87cudPuSaZmzVocchG/+sK7CMVOMU+kmeneSJVwMly7dqFy0nMbrHH0W9yk5uMO97xjsOjfm54bLIkmbvgeC4eTq78JJknQ9+dSDIXAE7C/MFOkMCJnD5wQiajMzb/nMgBHsw3GyfYt7/97fNiXzK2STZWY+sGLVnayXLx4dfJGubLDQTMiE/5k1UMNBCbDqBHji+m+OhkuUHC44eNG0bx8PSPHZoP9aODJkPzD8spWfyR4dPjN8m8sSg+GZ/aSWbNx+afWPTlhxYPBmqeZPrZqM466kPRfGnDLuxsy0+SefNacr7oyK8wWhz2sPzY6xssLzLx+HYTQQ+PjD09MfDZ0YXp4BcN0wclM65omC7gjy4/SWafxR6bf2LQpwPTY7MRzaegbCT8+I//+Lzg4zku2NIFePqYZGuxlWTWl2+6yTKe5ZeNfstbPG2QLHNWLqULJ4s9XW3zii1AJ5l9Gpt/Ym7QbBufZMml4qlx6SSZN2F86gN/bOEksz/6WDfmaxk6yZwPdLSPCcQUp3ThaieZ+coNb6z+FY8+Ngz4g/EK1Bpf/mrFlizJHD+8qq26kfHBpmjz2DGoXnSLLy81gtkWzSceoMuGD7Hx5JSEaM6J4oshNl/0KJABPo0dmb4kiz0+f2LImUwe/GgDOuzwyGG+k8xFfJJ501wxyyZZ5hjf9PmF6QG0nOhry8P5XTw2eEA8OvQL9KlocjRb+ckV5ifJHCd+ADtx6MBySjI3CvjQpsO+2vywZUOGTpZ5Wm2+2CRLPGNRbfqAb/3C5xvGQyfLsYHGX/dXmz0oOf/yEl9s84OMDsDXTpaxce0Qu3hqxq820K6Y7PFgIEeYT3piJ6EyvALHr0f76WDyk2TOTW18gM8erZYwOb5c+Nfmj4xuzQ98cnz67PWfzn/913/NjfcrXOEKw6KfLzrk7Iqmy7f81YyMHxjwDZLMc1DR7EsuByAGOXt+C5LFlg4b1wz1S5ZjQU7syOhoy0kMfBiPP+cLPD7oqwU+HppcX9DyYEdPbvBxAfEAv/I861nPOmwyeh3rVa961fj4xz8+ayrOta997blBLl+67MTQDzGBeWjBTS4fuSaZP6TQT5b6JJm+5I0vPl+wWMki1+ZLTL5KJ1nkSeb1Bl98kCwxxOefDzHoAPwkc37imwvs0EAsOnSPCSofOms6WXLC4xdWoyRzM1M8/sVhq390YDI5G9NkqRsefb7Y6A9/cmUP2AM62nTYoNnTJcdPlmOXLj6dt771rfM+nH+vvv/SL/3SHDNPl/ih0wbbaU5zmmFjhQ/x3b+//OUvH8bcd1me8YxnDBsoZF7X+shHPjJsXPPvdRuvyIkHxOYHrd9yo5dkzotq4+0KkqUfu5LjiyNG+UPjJcduy76hK7A3VOAUe0MSncPJVwEnroruBGYB5UQLnOjJYSd7cifcQw45ZJqc4xznmIshcvp0nXwJv/Od78wLoZO4thMle3IXIvp8JpmbAS5MeHy85S1vGW4SkswLW7JgtnzwmSwXWnZ4blqSzNeAvJ/90Y9+dPoVV36wixA9NF8WzC5Advj5EHts/iWZ/cID8qIPxuYfvaLloh9f+MIXxhFHHDHq2zIbtbkoJRP3ec973uyTvrOVE7/a5PS1iy9HbXygn+zQZHCSeUOJBnIVj0/fpHAR9TqFmy150nFRrHj88CmmPnkX38XWxyTp8UPOLsnR6ln9Ubux+ceebmEx2IvLl/e8jatY+iU2Gt6YT9/0tfWDjg0McXxfgj88NvqIZgeSDOOaLBffD3/4w/OxdjcY9JKlTvx+9rOfHT68SEe+7OUM0xUfnz+Ap73OjR81Mt5uaujwAfgBbjbZJcvclbPcLSaTzI1GsQA7uurEVhsG5EmGD/b6xsinPvWpeVzRUR9y+ax18V7zmteMZz/72eNNb3rTnMvJkgcZ3WSpibjy5+MTn/jEfDe6ck0WG7XXH/31nr65yEYOfB0TiJdk5oAem39JjrZ4FjvJRjK25rO8kky7sfknFh6wifvIRz5yPvK8Ec0bRfwk0y8eSDJv+tTVPLQZa+z1U0z56If+8G989JUtGR4aGLfi4fOpDcj5MUae3PMdGLzSoV/5wWRiJUFu9ZmePD/2sY8NHyVUb4s0fviH5UfP2PMlPl/GhzMfuPVLJT2gn+YxPTQbgE4yHJPmiXOEGGR0k2zVkm988V/xilcMN9xoxwQ/4rJlhy4eG+0k0OxnXV/0UVy/kso/WeZjsujyLX8+yeVgEW5u4nGYLLp4YqrXm9/85q1rRunIg483vOEN81sTzlna/KslOsmca/zgiYFm63sET3ziE8cHPvCBqTM2/8iTJT49/aeLdsy5fjkHq9NGfR7v5GUH0wXkQG30W3w+XGu9UksmRzHQZUNPmy/zAR/Q0zcybXUzx+UC6JecDkgyzysVH09MuvxVW0zf6TB2jiP+yOnRp5csvvSXPpmNImPIv/FiZ0FPlizHqf7L03dBzEt++Su/pZssdcdPFlosugANyh4PJIuua8ALXvCCob76ICe6/LGTm7zVqGLSUcsC+nSrL44xND2LVtc7TxDQ55e/8gWzl9NxBT6SpU5iqSUfzksWx5e5zGXmhsVDHvKQ6VJuk9j8Dy0P+vKQpzlR/eR7ozbnNj36ZPqPdg6C8dgnSx2Nlfqpo/OHfiWZxzk9vmB+nNfI2bimu89w7UwWX/TkIA4M5JVknt/Zuld729veNs9L+o9H75iA39JLMue4vNgYK7Tc5PLYxz52OL+5l2OnXnToAn7cU6iDPJNlg9cHuJ3z6QO2gD47uvqi7fzstRk0WZJZdz7H5l+y1GNDzjryh2bvdXd2Bx988LxfUgN8cjG8MkMfj16ScbOb3WxuuPiuCjtjr78ll6cfTr0yZJy84o9Hjy90ssw7MdSLrXyTo3KVwwkBfvhlmyzjw7/YMH5DV2BfqMAp9oUkT7IcD+BATpJOYE7EaCe4JPPG1AnPiZs8yXxSRancEDvhlf4b3/jGeZL/6Z/+aeItoMPed1ecyN1kuAlwU8D2N37jN+YvK07mHlv1y4tHE53Yk+WEzd6uO6dJZhy2HjM/29nONm8kznCGM4yf/MmfnB/mE+tnfuZnhou9+HLXD/2yieLCQtdH8c585jPPX21Lh9573vOeUf9cWFxUyNnDPlDqQusieuMb33h49cm72r/3e78332F20dRXNZG395zPc57zzAubhaD+yEsM77u6kbzOda4zbxz0K1lqT27x4tcGNuLLBU4ybyzoaBs7G0l09f2QQw4ZfrXwC4YbLnXnW94wP8Dii756yFM9PZXho5JJuJ/wgAc8YP6qQdcFWH/UTt8tiviqPolhPD3JhL7QhS40znKWs8xfTSw61ZTTJPOmAQ3Y2JDyOpd+GB83CWopptqrFV3xQJJxvvOdb9ZCX894xjOOv/mbvxnyZGuuJRnnPOc5B/mhhx46Dt7ckPzO7/zO/LW0apEsNf/DP/zDgmWnsQAAEABJREFUOb8snsSREyyH//7v/559MGfl83M/93PzFTiLn2SplXGgL7cC9TR+NR/JQbLYeBee7gMf+EDsedOn7Rddc/yP//iPh8evT3/60w/Hl8WGOiSZuRp/N1u//Mu/POefutN3LDnOHvOYx8z68Ck/dfQxVDlZWBx++OGzJn//938/j6Hqs2PBpmmS4RHhP/mTP5nHqnHhZxzLv2QZX7pJ5o3j2PyT7wbNnOSCrrmDXgNbbXPMHFUD72+bd3/0R380j31ykCxjiOZP/p6wUyvfF/BrnPPEQQcdNDcszEP1sfg1vuacGrGTY7KMj2OYPMmw6ci/eaNOl7nMZeZmnlzM81/5lV8ZxtvmjRzo8gnTh9UdBknmeFssyOUXf/EX59ME3os39vpsscJWreQlF2Om7bF/5xQ5ysG4ox37bJLMjV050Gd/n/vcZ46j+eFYURM1smmgX/ICdPXhGte4xjx3OZ6cl/lxfuCTHh2AJkOTwXj8qLU6q70xlOev/uqvDo+s2yhMMh9BZ28eJpl/5cL5gy+1UDe++MU3Dx3f9T0v5y6bJnxUP5yr1cPcFfO3fuu35jF89atffc6/Gmt5JsvG7G//9m/P48q52Xj42Cva+cNmDP9yYCM3c9TrNBapXksVyzmXbznTudSlLjXjyZ99AR94sDE1B5wrHW/i6Tc/5PT4YotOMjcMjZ2NVrVMsvUKgBzlZT76VkLZ8MeP3KpOfNbCGU3OPsm8D3AcycV505yRm7G0UWJs+aQP2IJk+eXeNxuS5QPM5i4dOTtfGUd9dj6V58UudrGh/8bMdbT8yp2dOsDsYG2x4OIZD+0ksz766MObB22Oe9cWx4a5I77ziGsOX/pdfRHfZlaS2X+1Krl5q13nc3PwN3/zN+f3J8wv11F90Ed/MSlZziPsk4WW37GBPtNJFhv2+qY/8q3aiCUfmxV4//Iv/zLPtV7dSDKvsc4FZPT0ly/52aBAO6cmmR/vVU8y10k0YC8fceXgGHbecD01Fxx75kKSWXM+6bL144XrsfGVk/lzutOdbp4nbWLooz7RRbvmOJZsuLnmGjdxHJfG2KZRstSE/jFB5UyHf4DWH/PS3HMdv+QlLzlcNx23+iW244EefXbmDl1t9xP6o27uB9A+qF/6dAA7r2SZT84Ljmu1udOd7jTP+/JLMunSL562utBXL7TrIEyGD9BVa/HxbFrxI75v7JjXakcvyZwfZHz5oPXY/DN+2ubIpjnnDQz4BOy1+YZ3B8wjOZWvJDMvOSTHbXxH/+sK7IkK7KaP3kzZzQLuL+ZOkuu+uOjiAXwnN7QLjwuHCwqeC6ETr5Nyspz8XIDY47EtwGPjZO/Cwh+ZkzPaItbFyA2+GzYLG/rJ4tfFgB4btJMwuc0RF0C/WLvgev/TxdeNEJ9O2GLALhYWJzaCLn3pS89vv9z//vefC0g6FrUeRXaD5QQPxBETrU9uWPwSqD8WFv76i4vwDW94w+EmSww38G4+bTi4CXexcpOdZFh8secvyfw1RM18TEyO+igXMYEPB+qnm0Hx8eC1TpLh4u+RbmPkxv3BD37w8GExCyy/vLgRYSOWGPwcccQR82PDfkXVB3+d4/KXv/y8KfTIsJsuebpp9OuFuGLc4x73mB8x8w6vvriR5I8uHbSbBhsn8vn3f//3+eV5N1Q2Bjw5QQcky80X2mOnvo1jLNn41ctGgBr6To95oUZ0k8wFz9j884uRBZXY/uKAxc+GPX9F9+uMMXTTaJFmg0Lbhtn5NpswVQtzCg34cdMvlvzxfITNhhK+ufO///u/80NwxttGmjES07xQZ3RhN5DavkOkRmiyAotJPH5K7mbtvve977A55Mv7njSyGSBPN65uqhxLcgTq5lgQy1yywOZPX80Hi3sxKj/jJr75ZTzdEJujjiXHp3liDNnJxVyx4OffcZosxyWfuwJ9SbI1TmPzT0w5bMitG0j5J9labKo/uZrSNb7mAOxGW+0tiIypBSRdfoGxYoe2ODWPnUvufve7z/ng+w1qaI74hZSejRY+HNtqCuRAT24Pf/jD54aEc59zC544vkNB5nzh2LGx4fhIMj8O+cEPfnDa8S2nOlfyK4Yaq5FxtrhD25CxUeF7VTZmHNc2hx2jSeYNrtwcI3K/5S1vOYyvxY2PJzuH4fuV1bmGT3NAPHnz7RhRN7Y2OK51rWvNDWU10R+6lbPFoA+Hmvc2I9Dy8ZrBHe94x60xS8JkgviIZMnXGDpOzCNz1J/2tVC+973vPSwS/JLPRh8sOPjXZqdtzJ1Ly6c+ofXH5mKS4dygXmqs1uwtCM1b1yv5mjcWcsbuzne+8/yrNfyoMZws5yLjwq9fqY2Lv3zjuFBzx946fpL51zHML4tzf7LYBrhrQJI5942DY1e+xq7sx+afuYBnU9sCyzmSvW8gGCfH4kZt/pdk1lv/ksyNRP11fhZbn42PRbDaAb6NZ8XhKFn6iZcEawLdJHPzIMnM3XnCHDG35OJbC87fV7va1WYuFr3mhpoli6/qX7K05Ts2//jfoHncm5PGIckw7p6idA1yPtIXPvy44skgNqWrj8kyr5IFk9MHaL5hoAZ82EySv+uKxbi5a84YU9dttvJkC9DOc3yIrYZJhnsHmwNJ5uY8uTmB53ro3Ou65z5Cbcz1+itGYgA2hdG7AvXS38JstJPMRae8tG3mG0sL+rH5554kyTzfmdtJ5vHNfiMet7/97aHh/Oj64h6hjh05O94KzC/K4oiHPvWpTz3Pa4cddtj84cJx5lx8yCGHEM95IZa8P/CBD8xzoU1o589b3OIWQ+398KTGNs/Md76dfzlQf/ZycA/jRxvXcfeG8nAv4nxC99hADskyT/hMMl99tCnqHu0XfuEXhh+yzAl1cz5yPDnvmNeVC1v1VWfHqKfg3D84r7CRjw1w+dBNMue540af8Vyz/Hlp5zebuea6fptb8mSrJkXrKzm+2qkzP44PdaUL6LFB02Hj3I5nk9J5B18b0E+W45yu/PVNHE9W8YNeQ7L0B489P+hjAnolX9PFSzLnkWOUPFnOF3LSz9JrvHMFmrv3VKA3U/aesThZM3EiWyew/WTq5EbHCQ5t4ZpkuFHFZ5ssJ0InWXp4QBte65WczMVJ2w2BGzU3kWibAU6ySebFOQk3E+Qwic3/LPgtZiw2LLzdMOOJ5xddF03+2bhgbkyGRbVNFAt7v+J49FIuLuouqG4oxAbJEpecrZsLNJ9e9/BrrhthmykegSb3S5ULtIu+vvhrBjYDvOvs4uzXFj74s4iVmwsqf2qfLBcuteGbngU8rF/bcZK5IWTR7RUnffNLixtHcS1E2bipFF8sfiye9MPH59TdRooPr9rUkLuFI7mbB4+z+vXTosHiAliwuRC7CXKTmSx5s/dKiBhoN0T8Wly6AdEv+ZDzr85om1Owx1LZ0PUrnycxbBbYAFHPJHNRSZcfCzM3hW5ojb95ZOGvrsZTTV/72tcOGwxuZvhhx5daoNVFLgV4xkgMN1fmljzdbFj86r8Y+mTTgh1ddskyZ5LMm143U0mGX4vkUrpiGx88N/ZuksT0HrMFjEWGm1Q3rTY6jIGND3Zu4Om6UWKvz/I0ljaMLHw9Ms9OvIpDt+xgj+ybB2rilSo1pM+vfJPl10oLHTeDXkExpmyrv/THkf/YHUnOvqOTZbyKLv1kqZO6kgF+4fKNdrNPR59sWNgw9SdfbTAZYzrJ4osdMFfVyiLY/DFebsZtJugrG3WVi8XBoYceijUcA+aCOe1YNlfNeXlZQNJHm3NeG7I5y5/Fms1bx54nxDiTN1/Gq/JkT4YPLFbrfGDcbVAffvjh48Y3vvHgl0/2tUnDj/6pBz82HN2w66NNW3NcbsYZbUOAvr644Xeecn7zpJqnFswPCxXnSb7lQl//5WbuimNBWLl54o4fr0zQVQ86QP+0YbJkuWk3z/hXX78IW0w5xzhnWtQky421RbVjli8LCMeYMbfxpQ5880vuqSo1dAw6F/mugI0xc9Aih44nBcxp3w9wXPhYp3Ndkvl0kuNZPdjI2aLD/HaNg42lxacnv8S2GeS8IQdjwMaTPvpmk8E8Mu7ydUzLWVybXMkyR+VVwKda26xF21iy6eTaZGPEpqlYIFlqmSx+xHTdUydy5z6xkkVPDHyQLDZ4IFnaYmqXDqwN0Otjw0aRftg0MGZi0wPGgX6SreN+bPunVljyLl3YQtucMtaegnL99kQQmXnHDrAtSJZzSnJUP5KFXuvyYcHsnK2WjmW1dg5xjnX9peMHB+NpvFx7xDHHk8xFsZwdU/Kh78m+JPMpDBsm7jX4c57x44LNVcdjkvkncOXETr3RhcXBL0yGFgtOMq91SWZd5Vgyuuat+xr1ly/ewQcfPJ88M1edU+Q+Nv/IgPsEMW3y2WByH6cP/DofOK4cI44VvI3p0e7BzE/Hvs1Q5wTHnfjm/1rXBpvrt/OOc40xtolgQ9u1xhMb9F1XnGfVRDyQZP7pZ+cNds69bGzmsznssMOgLdAvfcJgD4NkmRNo/umoh80j89lxre82dcw95wO6zqfqR58d0A95Opc6N3ut07nTfFVH+u4H6fJhbFxv5ONc7JzgnOcHCmPFl7xLv2KxRSdL7knmE3yu7cbfXLMh4x7P/QEf9PULDfDxzEX+0QXJMqfoyw12nRRXvbX5KDv8aq95xSdDl/+ikyV/7WTSyC2gv9XYRoizjdXNrsBeW4HeTNlrh+akTSz5vyc6GdRJsmgnWbRfep0I3Uwli612yZPMX7foJou8fLlxrBMlnCwn9v/4j/8YF73oRecvKEmGixMbJ3u+AX8gWXyiXdjcgMPJwkf7RZHcBUte/NTGhBte7STzJsEFx02jTRC/RiRLTuyPCWz4+CWZjfySzCcwxLQRYDHn4uci64bdja6bNTfM4vMN+2WYvUVGsiwqkgy/jCUZbs6TUJ/5ItQOTjJv9rQtuPSdzyTzl0V89vgWwmPzz42PsfP0zqY53EgYFzSZ/rjhMs7y58NCNll+4XKToKb03PTL3Q0dvSTzlx7+3Fj6BdxNVfnRdzfj7OmDyteNDZ9u2Mn5ZScnT3XIz6IITjJrwT7JfAdejeUmths+9nTdRFtUJZm/5npc10aFceKbjnER05yD5YROMn/Bw7MJ56ajYtLhyw26+tLhC1RsOn5ZI3MzZlOj7NkYe/rmBpskQx/puLGRgxqQyddCwILP+MnZvFUzY6gvaDVAszMGcrAgFYdNshyf+BZiFgjyIxfH4sbxR27sQMnlzG+y1J+NXNnRJ0Pj7y7wx5dFrT65cdUvPNjTVjYBKn6yHAtq5okK9XLTbR6rPT12NgDx9NMvt/L0FECS+UE+NdJPfswlvzSL6U85q0OSYbEuJ7XTZ7HYkB9yyCFzc9P5hA88MfQHBviwBTDao/rOGcaTXpL5GpoNLfnYNKEHkswFFnsbpjZTKoacLBT0UX9tOskd0OPLeUL/5TFnAf8AABAASURBVE0nyfD0hrltA8VCiT+LW/13DDtn8qFPasiXX9/lwAdMniy54SXLPBPTL5/65TUcfeAf8M+f+sFADknmr5bagE0SYbaOezEstDxFkmQuNsXQL5taamEDEmYvHtqGi/MDXU+D4LMBYjuP2JzxWovYjil983QJPxZSY/OPvRwcHxb/akp/I5rj42kabec8euKwR/OnLmLS4Yus5ikfeElmf8nw+GALkgznFnPYZoENPfOHHp/w7kCSeW0xNkmGjfqa43IDSWYIeSULjT+Zx/I/fVALtXYsq4XxUU994dOing4ov1WLZIknDDt4Dfwni47zZpJZSzpkfIrrXGfTAV8O9fSSzdrSI6Nvc1FeNkrw1NlrFMbeeKoPf/rgxwE6NvvYJks90foAkyeZ80WsZDlmxNAuOV39tzmaLP2wCWKjCM+cdX5KwmRu4LCxMcRObvpmY1GO5o1NlyTzmz7iySlZrvFodnxwmGRuHNFzXlBvcv33Wkz9YGMTm414dGwc0PMURrL4SDJfaT58s2nsvCOWe7Mk856FnTh+wKiNFm2xXM/o28gem398b9A89pPlnEGXDiBTR4BOllqrheNZnmg2aMcPO7FsEiWLPnt84Ec3P3zwxy7JqHuWOjfQs9GkL+aGOcWn2pCZP/VRaHy8ZImF5rv6ps2PezD+nY8dkza7/EDgHtR5iw09uRY4h4mZLL6TzGO65PJn40cB9q6J4rKhI3ayzClyuslRbTp0yUBy1BhrN3QFDoQKnOJA6GT38dgr4IS4k5aTpJMpmZNu0W4UksyLMBn7JHMDhY6TMX0nXm3YBYuuCzl9gE8P+JXDDQE9MoAP2K2BrNougBYOLkhJ5sVYTBdpep6QGJt/5PoDu/kQR/wk80ZGn8g3qtMHOjnqooG/Br4tyJPFXp78ualga/EuD7VwQUsy3PjwYSEsDz7k4Vcuup4kICeDLQRhv2LwyZc2XRjwQYbnpt9FFt8rER4FtTCy2MAvXTVzM8KfBVxy1FjyxZ4uTBfPTQaei7YLrhtrv5B4aoUeHf1PMjxZoh5uYPHdXNIRT44u3Gg5W0wlGTbE6HgCwg2fjRU3oW4e0GRs3PTKQxvmA/ZLcpJ5kyZXfJBkfuuFjpyA+rqRVHs3pHLEkwtaHHrkaAs22A0RPh2YHNa/ZJkr4oAk88adPMnw2G2S4RddedFRL76TDE8EJJl/tcQjxPonH2OoBjYUPP3j6RM+2cuZXrLcACfLAtz40AMWjnQs0tipjb6w1Q9PpeDzp03miaQkw6sKeJ78cgPtGJEzf/pAFw2SzBvasfnH1wbt9n/OFeaZzUjHs1/6xZVvkhnP/MMbR/4jMy42ObD03zxVO/PKL49qavzlqS76aAPE+cexaUyqbzahHDs2GuTjeAB+vRXLsW1+yhN2A45WZ77lAGoTAs2O/yTzY8ny8IulvNEwPfEcL8YKLa5cyZJlfjmn8AfIxLVxYaGgLhbyZGjnlyTzsXu1UAdPhphfNhxtDNKrvPVdLl4j4lsO8pE7ftVEfdglS07Jck7EE5u+DVS2fl32CL3Y+PLFT5aFULLM5aoD++qvmOgC/v1Cm2TOBbrAUzfqLV9zhn80e7VMMiyKxainEsfmH38bNF8DMN/Q+q3uNjDVmo1xlrtYZHRAkrlZKw5fakxuw7KOGz4L5MIfW5tq+L4X5qkGcz7J/FYNHbH4VOsks7/6Zb769dsGmT6KI9ckY0/8k5uNKX3yFKdFoOsnvhrA8lPviodX9LFhffJjRrL0VR/MCdcsMovzZOmLGiSZfR9H/qMD5CcP7KKT5Z4Ez4IWNh5ydYx6xUcc8z3JPF/L3fFzlrOcZbY9DaCmYugv2mLWsZJk/iVBOQPxjYenXGB6eMaJPd9J5qYEmgzIKwk0Y5JpJAuPDvsk81tg6pNkeCLSud7TJOaaftH91re+NWyssLHwdy+gdvruiRx8m7D8iAX0jS1MtyBZcmCjruTml/4Cbfau6XJ2bPBD5qku2KYSHfOdD3J2YtiI4dvTdHTw6amz13yqzTe6jks2eGz4Q5OzReMDsiRzzpQNnSRzU0EOxt94mQ813/gaR/5LMseFLn7d42knmT8A2sBWX+MgjtiuI/phLMR0PccH8jLP1MMxrS0cGUgy70PLlzqKp15+BPN0nA0dctdmc00/xuYfvQ2aOYvhno0ev+s4ePqD714BFgev7Nf6eHSSILfqR1/fk4WvT3hTqf/XFTgAKnCKA6CP3cVjqECdKHel4mTr5ElO1wkSz6JK2w1ykrkZkWSevOk6mRamp80Oj49k0cUvHkyXXhLN6U98kCw8OlO4+V+yxCbHT5b2RrS10ePCIia5m04nfb/8u+Fm5wLkRpTczYn4gI+dIDkqDxceF0t6SebFzwJjbP6pEf/i871h7fI/F0U33BT8QiNftZGjGx4LPTL+4GTJoWj+xbHg9jgtG3m4wHuM2astdPULuLB7JJedhbOLOd+AHuBPDnTZuGnzqK0FpxsaOfs11i+7/KgDfbb09cGFXFvNAZ90yfFh/sX1C5a2Jzf8auY9dhh4xccvUmzFpsc+WerAXhuISy52sswHeSWZF380PX2Wc9mycdNLBvDlDFs8sONTDuRALJAsN8h4/CRLmy057PFmtp4wEDvJ/MtC5onjSC7s1Vdcum7oqw7mh1eZ3Mix4ROULuxpDDmqkYWfzT6/XPErr8LGIVnqgQeSzBvOsfmXLHW1EPfLoF++HRv8mgNyFZufjfqsq3yTxY4Mf3dBHPOOHzfwaplk5qm/2uZPssSVA6j48rMANIcsuoGFmw0WN7r0bISJw5dvxCQZNnaTzCdDvJ7Gj0W3GopHf2z+sbH5xz8wVhY2xsoGzkZl5iqOcaWPB5JMWfWv/IoBkkU+Nv/0tSBZ5taGPc+7fCeZNP9yM79sLpJZNNIlc1ON5ykcuaqHTV+/zjtXuEGvPPTZuPNns1pOfOADbceEWNpA7cUiA2LJ2/nI4tOxbVFrQ8U8Vqd6coYdfZgvWDvJnF/JMsb4oPwXnSxyfBsR8k4yF7t05FaQZH44Osmo8w4ZW31Cg2TxiZcsG53lS47qoV6OS5tDnpxKMp+o0UdPltGzmHStoK9P5Vu8ZInhyUz2auUcbnHq127nHn0pW/GSpSaVlwUcn65leHLkG95dEFseNoHl5niwAeH7EPosbpL5WolY8oSPCyRL3+lWvoX1g+86J6PpFWgD9QT45hq78iEX9dd2bfSjhc1Px0Zdv2rjn72+sjFWXkXh39MTSeamlqcHkwxPE5IBNWHjOuh44tu11/kXJJk/MlWOyeJLTknmPQ5afDpFa/MLJ5nnCvE8zWDj3XnY02E2b8015zG14gOwtTE3Nv+cx5PMTRybK/rJR8WiC9QqWXISK8k8r2xczP7TQSeZxySaDd3yZQySTDuvyjg/0EsybeRG3zjB8ob9cAKD8pVk9pvN2PyrWBty8mGQZMYrPTw++EoWGZ42TKYGNpE97eGcZMzcz7hfEocOXaDf2kk055jhafCZLLXVxqcL2/Tgy3WTnvEhSzJrkSx2Sea9o5zosS1cfWJXgOe87bVwG+RqSaYvZGPzz3mCD/PDHE2WWBvRrJ1YdOXH1nUiWX5AMf/ZAnI4OSpn+njs5Uqn4uGLgQc3dAUOhAr0ZsqBMMrH0MdkuThsV3FCBE6WZE6eAO0G26P1SebrIU6myeKHjcU5PRdRJ+w6qbrI8ldtOvTZ42uDopOjfIpNlzzJvJih8ZzEixYvybwwiT82/9hWTIsCFxYXOYsqN4Vu8r07C/vAaC1U+d6YH+N/5TvJvJhrywe2+GNcfvRzTZPpK11QN2peZ6HnF7Ekw+tKLm7ql4TZjIWgB5IMizcLOe/v+zaL93m9nuARal+cVwP1gdm6iYHVyUWeH3ngoQvL29MtFj9+MfVaj6c5bMb4DolvINB1QYf5UwM0Wz61AZ4+wwBPLH0zHvLg3wLHEwSwGx5QtJsDfWAHkmzdmPAJ1EtctHjGFA3YkJkH2slSUzyQLO3qR5JZb7XTH5gev/IA/Og/32hYm37J8fSR3Lv17I2VtsU7fTraQB/U2A2TTTVPEKCBVyUsfOmrIX2Let/ZsEj2+G+Nvc05visPcdmBotnLFU9c44FH7gkmvzZaVFik2pizceA8QL/0kqVu2kCN4N2F2gDgRx/kidZvbeNReWiTyV8/8P2q7nylbjZQvN+udrA5ZXHFDni1jT+/qJoz+u/JNjFtNvBtXji2yQC58TFfjZF31fk1Z8XgTx4AzYdYxoSvZKmbfuLRS5Y5hxaDPrpgrafOIMnWeVHf5SyWRWOyyBxfdPVTTeQsdznLHU+NjG/F4sMiHZYHv2sZPsBLMo/FyhnfOMFsbQ46l1jc2eRTI09G2TxgIze6fsFNMheh2mRw1a/aYpYNOTrJPF615eo4p6edBJqg3vgWUsliI0cxkqP06CRLW90ZJ7EgGf6JYRHG1rcX+PO0lA1w4+sYr3MtXZAs/qofeHxbpJszNv3JHHsWYjYCxJIbn2IlGY5LffZUi3OxOPIF7NnsLshLDD84WHDZNLBh4LpiU9IYygvoR+Umh+MTu/IVix2cLBtT2skyRmi+k6WG1aZv3ssDnWTeB4zNP3k793oV1atXrl+ehHCO9LQhfSAHvp0/8M1dm52e+HA+cE3WP68j66tYG/fDK3Cu254AcX7kFzjP80ensDigYpElmRsd/5+9u4C2NUkPuv/+m7UGgg7u0LhDowmaDu4MnqCToEEneNAJEiDYECx4EixBgzvMAMGd4JJJcPcAWZD1vb+q++yzz5nbtztfpqdvT++97nOr6vF6qt6yV448fO26sgXHVrX6nCccfcDVazM+Uu1AsjaNP4AtejzRepw/B3V0qLNx2yG7sQAPXnbEjl/Kp8jl35TJTx7fyGKslm/H+avdLrX/MtaJWv/wA3qkC3n+pz9X6+YXP+iGk5fWjgX8yX65tvkCV9seWu04wrOBZ/Ds0gmHPn3COsm3Rxwyea0aiCE5MeIDOfrIwQM4uqo15k386u6wDJ1d46c8udr85OvOd7pda9Xqt7XT4/yRZX9gfMLvFR/rMn11npbE78Ozp+ihD/JBHn9tm/JTT09SkcHnW2x4qzX+VmteQWMfDVSS5evILsT5n7qAM3v7d4vAayICz7wmanmr5ItGoPbA+EKMBlEDpgHbxs9AaUPh8X8Lj9oTBHkn+xYeJhcDNhxZeSl+OFCtgZo+NDigDOQfwjUf2rW+sYHHZIUuLzUZWPTwzaOcFr4WVu6weTfaIpbP6oW/kjwR+FibT55N+gmZqODYr9Zig/7a+eP84anWY6LuFJ2ow6ZPakFN3xyyiD1daNMe1YofnL/2Y1J87rnnDotFTxSYGC14LZ6qtWCzUcHvbin9NlC19dDL59qLWGU8vg0zuk3Y7nh5fJ5ud1DpUxepOvJV3qsV9MlLtcHkK9m1EKkOmz6+kXHbaZPUAAAQAElEQVSHz4bOEykOB/jv7u+zzz677igTrNbCamxdxwad73DsalMpXG27/K2tA03fQScLLKTg5T3tIbXxZK92LEc/GqguiwuyYnecv6m3v/RwFtefORZPH6Tjm4+M4ql9J52cWNikOcQSD/GxoVe2gBYb9ulzZ9om2J1QBwXuUOkHNqzz1Iv64R1gg4+146Fcracx1FEs4IDY+wgnn8TCI8EOetjn9+icvJT84P//ptXhqQl+egS7WndIr6/52v6zwZ9qXRPaD44vHo3Wd8RNHKXGLn1LXfUFsg6C+e2w1SbRwpoOmxH9mh+19csDm2dtAfRZOqXaSr8Vd7r5LJb025zRS6eNt7x+D49fmUy1XhtRB3gHA2js0oVHuXY/phsfvFfF8LmDObbf4z3eY4012lGbjq/6F3/hbDrpoVed5G3C+ABXu+9f2x88HvziKQ/QHFxUl2vDuGvMdejER5sBGwRtwVdp7Tgf5w/Pmay2Vzfluqszm+i1ZVw3yuyD2nh+8Zu8p2TEygcy8YCK2BpXauuv1hjFLlnAR2V2baDp8lSTx+19IFP9fMxSnH3ks/Z1pb3Js8XQpHD08csdchtzfcHrVfh8DwldXh9Qj+pwA8BfX9LXzWPGFDrwTSr/GQW2HaC49n3LxOGO7+VoM4e44iGW6jG2asdyyi8l5TM9UrElU3d6qkvbDI1v1Zpfj0c/smKkyDcHQDa0YuQbROYv46L5y2EVfvN2tfqo/mdeM35qI98d0c54jCOuazFn2+Ggv8ambF1hvvZXiMy9xvXj/OGrXQ+2wOD4WXtcgzvZ79WRfXHFJy7DI076Ezp96Mryg3vv937v9cSQfigOs3ZzvakjWwPk6a/tZ7U20/SxOfzKgFy1ro1rObbRAPt43ehhH26APXlPXtHvlVJ+qoM+To88HvTafo2tarW58nH+8J/JGiOqFUO24dgSQ/lqybnhRL+PPFs7efXQvGDePM5fdegzeM7i+scPOsdWbZ9q28NUdzjjELvGOin5as1P8oAMmnTqAj95tmrrl0fjk2tPvfjjdSg69Al9FI+n3Og0DxgX4MgDeTRtKv76Az3ktRO9Q5fW7gvyZKvV7vL8rF2nukvpw3+DWwReCxG4Haa8Flr5M1hHg68B00Rnk+4v01g4+HaFQdcgblBlxgDq0U50g72BGd4G3CEBPvxw10AOrVpoZaBQrclHfgDv5KX8u+ZHh0NjT17qsWQThknSXR138C2ETEYmqNGBn+yLAf7hpZ9dC4GRQwfKtTdGePhATqostnhM5nAOUtwtptOCRDqxxEe2WgsG8sAm2uRokaBdqvWIe3X4Kz54bNy1DV0WfNpWu7j7xgfAXxOyhaEFvY2Qu+/sWoSikxMv9tzpQqskC7yX7bUGd0zVh+1qLVRtUG0+4PhJBx4bueqwULdxPs4fOltsAnHgD/xJXosi/Yx87XiIDRr9tX1Sn9p5tGrJHuevWnn8bB2PfmJUrUWDDwx6gsEHfOHx1dbHL3ch4egAcOCRqqW/9oeEtYGF+RzMOPggo25S/ceHbpXZ0wZTX3XDwwf6J++OK5rNsXhqR/J4HArIk8EP+IVfyp4YDh5OXdiEr9YhHDrwp4bJqjP9AF67OYRghz08dH1GgN7Xve51lwMA39XhmzrSz0eP47NR3bseHE5Wh2u8uowh6kRO/+WnvP4zej/8wz986bEB0w58cJjCHj71VUebSmWxF28+0IFfuVp9R5kNtvDTI+Z0wNPtiQJP0NBNDxl89Dlwcy05/Kmts3ab4PWB1Vksk6OXrKcaxMkTRfTCeb0H3Ycd6SbPB3KuK2X5am2kjBFwnkKQotGjLg7UfHdk8NJKsjY0eACEWJPlR7W+ayRvvOMHPtcEX6rVVux4EgoOj2uYLnompUMeXQrQxcrhUO2/pKLNybOjbcj52DfdNr9kxEpKhzxapbiuX/4osKUd8db+5g28Q6jnn3/+8NFJfc4TBLXl2WR7dLBPplp9TZvUjgtf2aDfU3/ktE21/IAHdNHj2zgOW9jwZOLw1rZ9fAZ+bPBNLPhElVR7+uty7IurMQ0vv9CleF8K1PaTDfrI144LPWJNN6BvUvxipQyUze/i5YnTkZPaUErn4AcvmepwGCLvGmSPDVAdbrjIeyLFa5ryxhu66GDL/Fld2qb2tVMdDkhr09ggI9VWNrHmZTqux/jjwQ+9Wvprx2riJFZ84bcUL5o5/jh/cPoGuteDPHGnbzv4q62rWuM7OfLWAvSKLRxfycNVa0w7Va8UDg9QL3j6perqUFHZk5SuZTzVeg2Ob+Lj6Tj+OoSEI6tP0UmHsnzdyY0/UnRAlg06pbXrRwcaX/ED9eSLOro5wb4yPil7+KZf00+eHLwUTh7UjiE8cM3QM9+jszaDUy96qsMax9NF9AA2a8e3Wu1NB33H+XOzhCx7Z3HRJ+/pGrr5C+DdWHHQL/6eKmMfnj71pkNsjLte3WNL/6jW2I8ONzbpoQO+WvZrx3h4XEvmBXx0H7ffLQKvkQg88xqp562aLxABgyvSpLUHx+uB3V1vC0QfE3Vnx8BpA2CTT9Yga9D1pIJFFpyP1FVrwLVJ8CginWBsSQEc+UmP88fGmax/eFbm0X/VWmwrkpmUDnlAxqRRewIePncf6Hbn2F0pd23dPfIqjUc9TUj04JfS9STAg5c9fLUnIrbRwNCkeKvL4mVkTOZo4mwSsogz4XmSRkxncqqIrLjSB6oVD3fwEU2I9KmntrGI8pce0NSPfosGPP48qbwYmNzh2MJvM+JAhQ50/vm+Ab3VumPu8Xx/yYbuam0M0B1UWYQ5NHHXB51dvlnwK1frcGVixA+Lr+P8ObTxQbiJI9sWeTaGNpZ4Rw6N7lNsxYHMxGVSdajWAhDfyKKTV4YnO/lqLSrQ/QlHB3AW5fo2+2QdHliY2nTzoXZboNE3aW1dDmS0KRo5Mu4gVSt2bJGxcBdHd3+9EgFfLf/RP+7jPu6YO95oFkt8cgA3cdOOrj0LOrrwVctOxYUF+oQ+VpsmVuJg8ebOuH5IN7vwnq6Rd2gnVvIUOQxzx9biWL3Yg/+MAP1sek2ND/yxUFY3frlmp3+NH2TY9Nd21NuhrzajB4/64dE33/jGN2JdfZm/6DanbHnlz+LQ3UV/DQsdMz3AkwfKH/ZhH3bYbIljtdrIdeQww2bY5lZ88Q4Pv/hBp74Dz5a8uimjuYuujjZb2pJdQBc6P72e4zDYopj/aPxVR6814gfV4eCAjO+/iIlrFE17ua58e8Ehkdji08aeRhBzsaKTXZtWd96nbuo7NPbB+ALPhg/sOqhCowPd94Pk2eArf+BthmsfrIoHGdcaP+X5JqVbSj85+WqNj/oMun7gMBhd3I/z5/s/9JoHjEfagu1qjSFobJA/2VebsqFcu435Td/zzz+/xjF189SCcdjdbfOjjax2I8d+Rd26BmVql9l/r/d6r8Omi12grl4Z0Rb04WeTLqky4Jfx2gcobSQdcug/5NE/I8AO37x66fBUHfjGJzb5Yh5lA61asZA/XsKPPF6gHkSkteMiP/XgC344fMquK3OCtlO2OaXLUzR48Smb57WpGyf8pwPe9WAsJYuOv7Zt9HlVwmGAb1Ogk9Hu9OAx7knhXIuuCT57vUJfqFZ71376pFqHw8ZKh35uULFPX23btVP2AN3qww4+qToA9Gr1UXlQLZvkfFcFzjjpOvbEqjalA55eOm2+5R3y6z9ontZlg3/KIyMPhyZPDo0ebTF5dvRdfK416wmxIWNdaT0mb9zDSydZ/FL66MajjGfKeOGlg3P9eQrR2ItGZnTQWTsuZJTxOPgkj5dvDnWU0cUPLz5lPEAZT7XGCzh28MPL65szfsIZP/kvtm5wGHfmRhQ5Oqo1dskf5686/9//jPGuNYfnrr9q8Tr0dzDMT9//UQe+sumQRb82j1gHGLfp5hs+N7us88hae1kHy5M/zl+1DsbJ4PckoTWGdZCbpsYrfYotOHOlJ9PhyJwqbv9uEXhNROB2mPKaaOYXrmTtyQWHwQ8YTG3mpQZViwXvtfuYHrrB3MfoDKDusBpkTQYGaIOzicQG0cbR3R4HL+7szyRVrYm/WhMR24BuNg3+7MINoF3np8yHwV/na9tAqyTLlgUg3eR9e8NdJa8reDzbRt9JvgUXgdpy9AI4clL15StAq9biZWj4asvXHQ0/HjJSUK1XK+Q9bk/WgkzZ5KgspmItDz9A3+iyuTNZW6TgtUGRWpD7CCef1Z0uebIOR8T7Ez/xEw8LEfLubLj7VvsjjWSU0UzGNjo2XmJlA2FTzx++VWuC1/buWusT2l8/4IuNqseq3Qk5zh8ZftSOlYWlCdmGnB02yLLn8XcLB/6eostOtfqS8uOgWu0yMWKLTXWqVp9Aq81Hh7IYSfHht1nUFvq6O85i4fUMoO9YiOId3yqqLvoV2Cbvw4HyFlXkPU3CFjv4gCcCPFou7xBTm2hPsRBHG2wLfDLVajuP/NuQe40Fr9j54KKDzGr5gp9teuWl11A7DvypDk/GiD2bdGpP75pbJFrc0QX0J/rUyaZe/AY3+qtLW6GRYwedLNzkJ6VH3nUrtp7A8CqOjSN/bHBsEup+/bQPORsD/hvP+K5fiov62FTYZLOBnz82AuLoiQnybL7f+73fOlQbX+HlLRo94UHeX8bgkz5LN32eONKf2SVDfyW7QJ2r1T/1d3K+b6ON+UCvtuOT68VimAzbteX0J/3DNe+1BHXVV72Ww676KasHo9L50KPrUyzIiCV7NvQOdMmyI/UtDna9ToJPPW2MPLpv0WxhD9SPDDuAjBS4NhzW2vjyRzuwa/FOxoGsAyN1FzuHQTbE6gfHT2Nj7UNJ+LqLJR3V6uPyfLGJ1EfV2U0A8eE/2zYXYuwpOfb0PX6R5Tf5h6l6wIFrujY3xpL1dJYxUr/zDQYbddeg10XYwUMPeXmgTKfNNz7xdb1LjTl4P/IjP3KNd/jwk4OXr9Z15SmH6jCPmaO1J/4K2wXEbgp1R8MLhjZ5qQ2UjS+/gGvQ2K/PeoVh/MFLfnyTF9tqtY0ywFetOh3nrzr/v/8PD72APuVJB0f3x3zMx6xXWfSxj//4j19KvM4y/NXhw9z6m+uC//qA1EGXv7RCD91L+PyPbLX8s245zp852UZdXPV3PGzqV/oxnJsT+q1DEjcE8IsRf6t1rVerveijw5jG/mli0aX4pQAP32rH6JqGPoBn8tJq6bN+46PrgL+ue3QwuqVumKgbPvHRxp7kIYNerXgcj35wj7Irwadv6ee1bVeHA1MxMTeJi34t9jbxrheHsg6jyY1OdZGvXWcGaudrp3AD+MVwDlw99YNWmxddGcibp2z++fxRH/VRq/+IkXHGAYSxg76JtZQ/gAw9tesojy6tjTNmT9nBjkMT16QxRixm/DRu41P32r4qPwR2rZ2sVx3K0KM/G8+MqfjNEQ7/avugntYRbiagOyhn15iuANMyfQAAEABJREFUDtrYQTPd1eEvtzkwddMI/4A41KY7GNPH5xU5KRv0aUu8YuGwqLYfo+c6ZRPA8VO/qV1/8vA3uEXg1RSB22HKq6m1XkZfq7XYcSfcRsnC3WbD3XNgMWKhYqJ1t81gbgA1IFbr42HccyfW5sapu82vxYSyBY+BGN5dIpONxYeB04LXRC5Ph4kFzcBs0pOS840P9sfmp3zKpxx0mkDwVGuRMnmLPyf5npihm5wyursRygbxSX2Etjr85QJ28KEZ7AEdtRfzbJpIXv/6118WGLXtu8OKZiFCvzrRA0ykJiN3YtDggEUM/Wy6yyC2JkqytdumdgoHqrVY4hsdNh02OD6cxwebBXdHfRPFKw82Sh5FF3v2yGkfmxiP/8tb7GgfH0I0qfKhWo/lezLE5s7mwUZS/WysTebax+Oy017q4XDHQkJ99QUb1Le85S2HBYQFnkWUtlEXsZCKu4nY4srGghyf2HPH1Z0/sRleiyZ8Nq7qZTHFtniA6cv608SXLB72Ab/YFw/29Xs+W2yMDF36hcWMd7vF1+LLps9ixbVBXt+l/xqqVaxW/9Q3LNrwO4hiQ77u+NQRzSabXXcx5+BF3G3ibQzwkaXDYsZdU/EC7Ngseg3F9TV3SfGKh9jAP/fcc6sfqTtH6ZRqUxtCd6X1DW1h4WTj+7a3vQ3LesJKbLSDmFokiykb9NSuE2Z8fJW3oNNuriOxr9YdbXLHo1+1xiRF/VXf8iSUwyf1Ewd3xiwujVf6Nxv4QXVYPOqj4mLx7poA6u0bMJ6+YZOv+g//xMHTJjbgYmTBSR+aFD9/1MFTRh5rdj1rIwtcfZsvNsLu5OEVm+rQt9jWf6oVdzFTJ9eF65QeseavvsZ/PrAP+HAN+q87vq5NcdFW8q4F1w376gds7PBoL2O9b6KwxR/9wPWpH9GPvzrUxxMPxhIHdfq9wyMbBP4Yv421Yq9MFlzn9TcHX54cYMeBqXraqDp8c1gvdnToD64jhz6eIFEf/nkqCZ1uvunf6qnMFrnJa8Pq8HqSAyq+q7dDT/Hih3YT+2r1PbqrQ7+0ET4e/Wq3E/2ud/3bGFmt69n1r93gtLNNMl6gbsZld/gdiDxSueT4rB5jVzyNY+qqjxqrvVJHn3jUvh74zA83KNijB86c7DU48TXnijndrnt9DuDXH/ih3ejR7/k6MXPd69d44auDb9rcgZbDcL65pjwFxz6o7R/d7I5eeeO89uLD2KHbeCKeru2x5/qiQzy1BT8d2sGDas25+OnWlq5z15C6O5RiT2yP81f7Q6jmRv1F3xNjTxR98id/8uGJKX6pG99OkTXu0C2GDqf4yY+3vvWt68aH66h2fY0D+oBxUazFx7Xrw8N80ZeMT+qozsDcyo529THbaRP1gxdPeVDbjj5Ml3pVa+zA+ySgly43v/QRvprb6FU/svJSdO3Jjli6Vsy5/BUX8dZW+qg8eW0sZUPs9R1915qiovag19hmbNEHXIfGFLziZpNPfvRIjbv6JjygCB7wiy2xqNYcJLbjk/hYh+IFZMF13rXiujSfa/tnn93fYnMwra9rR/OLOZccH6rDuM4v8agu/YRNceOX+Oof/IEnYww3n+gXxjNzuz6tL4opoJOf2qNaB/gV1MqbTxxsm0OM2+Islm6sGF/cpNGftBehsW8MNYa4oaAfmxOA9Zq/kGiMst5TT+O4dbbDYHrgxEHdzNWuGfWYMpwnAMVHe4olG/Ls8+NJQB6v9RBbbNJFRll6g1sEXg0ReObV4OS7lY9PWWUM3AYtKddsxC0YLEA9ieLJBXmDrYnC5IwfL6jWQnTkj/NncWDQ95cG3NFyZ/dEH29+85sPT4FYoJhsZuA3SVj0mnhmADbp137E0OCKbjHOvkkHn0naRMzPGYTh+Sc1YVnMeHwRbp5EYdtkwGe60cAb3vAGbq4J0gRTrTwaGF62pi4mpCV0/jf6xEk91Vsd1fckrwWgRZ/YOCyo1rvDfKW/WgsDr3XAWSTCA/KPg2qhq/WqggWCOE3sPTVh4jTBuUvtY4tiSIheUB0WOjbuNjA26eqHBtRL26iLhaXDDpOthbsJ3cJanC2yxJZ+/NVh8qXPZO9OkKdU6BNr/lisiCcZeDbE2QGCGFrs8Ilvnk6wCOM7Gbz6Cf3u+pCz0WNb/Phu069/zMGIvlOtzYwFpruqDrjYH5o7POqjLtqOHrqBxZA7V3xySOUQxWKFL3zim3pc56u1GIKjq3Zb8dHhAL2DJw8sUtVDfT0p4Dpi0+GBOonPyLBHh1Q7OnDSRupmU6Hurh+vXtGNr/YrH+5G2dDCqwOd8vRJLaTU0aHA29/+9oNOr4HwXcwAGXd3bYZ9yK5afR3+OH/qfSbrWpJn351cBzUf/MEfvB4jhsfPbu0+rVytTcPYcwCifvqf7zDpe2jGKO1C9+iqlh+uCa8muf7JajfjhgNEYwibbFlg1x5ztKnrUB93YKotjvNHPzizqz5SC0FP8NDtIIIddXPAIqZ4yJNzwKgtbNzgx7a8vusJB9cJH/V5T8m5RvgH8FWr/5Kdsj7s2nS9uPaN2+rGJp7hndQhqb7i6SYbSr673myQxYHMyEptED3NgV8/dOff9eH6E0ubrrprN74OjE1l8wg7+hNf+azfoIFqxZVN7aYe+rK+p2/hoc+1So8nP+Rdp/qivsB3ca/WeGrBrq9MTI0XXn3ER5e2GTm6XPvGzcHxpbZfNi7smidnAzfjtHmMDB/pBmLkLnd1GAPZg5cOnzwbrlPx0LfVlx03MdQFLx6y2k7/wksWTv3xOPg0vxgjxIOMQxBjret26spP4wo95OnB72BNe6KxC0cHuiflHD6qBxv66vQVOlx3Un5Ulxss5G3a+PDGN77xcr1Xh/YzptBPFlRrvLQJJeMpV325Ql40NtSFfw7Z9F/Xnba1MeULngG8+pmY6QdeUfDEhM2oQxJj3PPPP7985i+o1us48nzUh8x3+jz98BxiQ+oJJG2mv0o9DVodDgz0Db5OTLWrNvA6p34ETwc/pUBMADts6JNAHtSOB94XAv2ZfnHWR/QFsmOnWmNktb6vJkbGUnUQI4fKtdvSEyXaw/qiWodK2t+hgHh4Usm147AAfvxmi03fURMXbWU+o8u1SfY4f+p6Jssfr9WKuXENTqyqNRdoMzcJtAe8uLLlsLI6zEV0VmssIT/AD/nadXKga4w31ho3HYAZdxzuuoYcKtXuj+SsJbweSg8b7MqjOYhw7bjOlNVbql6uK7Ls6KfGT32aDjFzXUwfwK/dyNMPpo4OF7UlPcZtqScGHXKLBXtiX611OV3802fNteZ71y9ZY7k2U19/9cn4bg7SRm46uiaO82fsF2v+i5XrRtl8C0eWbe2CbkzhMz9O8Sf+09fY4V+1xgYC9FWyN7hF4FURgWdeipc3nnffCFRr8joe/Qy87ioYyA30BnGk2gOdTR6eGaTRDJzKUmUTMp5qTWYGVYMjHpOEzQe6yd0EIq2Irglg9LBPxmIAH5+q5a8yXQbhoR/nD54M/ehs00fW3SB5/Bau+JzY8606LGLxmVwsHE51a8FQrXrQWa0FlrhUF3/ppU/Kh+P8KVeL5zh/5Acnjmzxv1p1UiZrwSpvwU7meMIPnU0sdKkLnDpayLPDV2DRI9Z8IFO7XrUXC3jIS/FI6ZWnc2h8BHD8BPL4xVO7kcPPJ/LV2gDqG/yqbRsvOf7go4ccnXyHowteihdOik4fm2MHn3bnn7rSTzd87TuU9NMxgIcMHeySxSPlK1vKaHThJ8sfZbql+OHQyMhXktUHqrVY8Fgxnx1yWZyTrc3HDn36rTxdk1LER/WW5w9ePMoAvVqbyNr24Mnwaa5tvtamj4wY4B1Qz9oHP+ygs8l38vyStzCzwHKwaGODhw4y0vFPGU2qzhaTtX3lW+0YkMEzcnhHjk109UDXxtWKr3GFX6C23uP8KY+Os7j+jZwCW1KAl17XjzZQHtvoePk6ftArfvjRAZyU7OTJ0etgRlz1KzT42vWGF2NxoW/s0lOtMYJM3eWPR79qxQCdb7Xrz+bx4Dc2pXTjZ1uqLrX9GVl+jD/VOgBmp1o+HedPTODoqdZ4WTs9yYsPj/6CRx6/tFr06vBjj22xkNbGj7/o5IamDrV50OjHW7t/qxe98OjktL8yPn7A1+bHiwdu8nQoswunrA3Jq5PUuM0Xevle2yd3hNlz17b2OMjm6CHLHhy91ToYR0cbXXjg+MGOa4AMnHbDKw9X2zZ/6ZSi4alWXznOn3bVz8/swqnLNa+6GDvQ5fnAPhsDaNc2lAFbeGvXWbzYqh1nNHFRP/7XxtNVLX/wk8NbrX4iTzfgEzpf8ErJ01td+uFx/sYO2vU1Rp4edPLqCOTZkIqJlA36+YCHTLX8QseHDrSPFB+alD5PfzjIdxDsUIV9dLTj0U/5UXbpvqbVrtfQn5TqJ3y2UeaLjT4/Rmb0qj8/rBHg8JJTP4Beu308uUEeHZ9xFx1YY2lLOipsay6iWz8SH/ardShGBg4/UCZkDUY3/5XFW0zIyuPVd6X8o9/TKJ5acehXrYMXsgPV6g/0ALKji298t55gV5mtaonLy5BxjfCL3/AAni44NGU2yAzAAfL49MPqsi5Sj5EZHaObjtoxk8fHTzaV6cU78YOTx0MXmrw2wwvwkMeHx01Hr2I6SEVzQxFNe4oHmwCNLjqUAT1SODbwkJU+DqrVFnjI4SE7KX1ThrvBKxeBm+WXFoHbYcpLi9O7PVe1Jh8DmInMIGfANwjD1R78DJQGOgGpJGuylxnemeQM0GSVychPSj9dBmWDtTIdeEYPXnn0GXCl8HjhTUDs4KOLLfnaG2d68eH3xIjHOdlQR4+5ewXCHU+PjLqLT4dXU/CwIwZk2YWTl7ILp8wekIerVkzg8NIjzxd04O6iFA4NKHsi5Dh/7kC421CtSedEPfZftWwdj35jz6KAjxYZ1aLCiYU6sgfJpjwf4ae+Ysq3ai2GqnWIRP8AGfLk5Kv1SC8dZOHQa/cteD6xiyaFk+Kjly/VOnTgqzJdUoBv+PUfebrQTPjKfOcT3WD0VGsBhx+wV3e2lNkaWTzyoHYd2KePHTZBtdqoNg9+9GugFy+dnnxBc6dOGSjjka87P6u1qSB7nD/21bs2j/KJXguy6pKOHnUC4kCHTUTd8VWrfekQt2rFSJlMte7W0qdM19RfXv/yhAN+Byp8w6tc2w67U65WfejSF2rH/zh/9J3J+letVP3oQ6vWGIUwh510o8PhwS+OymxoC4tWdZOHIyOtra9a7UcGj7R2HOisTZcfWxW2y7VHH0R1iAk/2AHyZNEnz051sYuOd/TLw9ErJUceXv0Gd10mK/5k8AO85ACb0urS5ujk+CwdvVK8UqDfSPFof3ZBtQ5X5AHbYwc/Hcrwyuzg45sUDuDTH/DySarN8KDhkXeNy5PHAyfPLyletuiCq1Yb4eW3vkCeH/iO80fHmax/tfTsEV0AABAASURBVPsjnoU4/5Oni45qHXTwEcC/6U1vOrmOw0GieeQjPuIjDk8iePrFPEPOUw/uwmNkr3bbk6/dD+HplPKVf7Wvv6kbXYBP6OTl4cjJw9vIo4mDMrxyteKhXB1uKhznj+yZrG9H8IFc7Vjwpe78YOtaJzm6x8fa9VGuXU/2xB6OPBllbWxessGkA5+0Wk9K4Af41Wlkx194oIwmJU8nOYBOL1t4tP2UpbXrhk52ZOhCd03pd2i1YwJPFxl58RKTasUXLx/Qj/OHl77q8MozH6wzTtIaA9DlB/COH1Jl+rWFPJtg+F8oJfvRH/3Rh/g6vLfGIQd/LUO3dr/WX62xmq/H+eOjODg84UO16PSJEZx1jbL6a184efaMIcf5gxOvM7vk6a3dZ/gx8vjk8UmV6ZEq4wXV4Qk+fHMQULvfweGVDpCvTeeHNlJH9RIDOsWB32TwVLLLX9cMnQNDpxeTelerXZX5zEa15md24OkH7OGpVt85zh8/avPjOVFr7pPnm7L8tVztvsk+3+gdHjHmA3y1dNVO8VXLNn6vwuHzej9b8lL1A8f5wyc/cKJWffUD/HSCCukFgU9iPzHkZ22/XlDoxQk3jlsE3uUReOZdbvFm8KmKQO2Bq/agZ3A0GEpr4zhcrcHS4I1u0IMHygBN2eBIXt6gez2JVtBrg4YfHUJKR935A8eOQZm+AXxkpQZjeGV8bI/M4JTZwOsRX5tYjzNa9LpT80Ef9EGHD295dcLjp+4g4qWf7knl6QHoUzbxsQVfrUmJDByYPJnaEx6fyPMZj0Og4/x5VPVMDj6aFOVfDMgPj8lMHo49+bEvnspsWhTJ8wEejxSOb1J88FJl9azWgqB2O5KvVt+oTcPLNh/QpRX0WozI0Fubnz02apfJ4Bl/0PDDocnTqQxM9HAWr+gmZrLkauvEhwaPl3y1/EYDtdsGD144KT3Sah0o8Zc8OsBfrQXKlK9t4KWDnEecPUKtbBMmpujk4KTK7A0oVyvucHiqFUu2j0e/auXYGT5+1MYj1s6PTjh28Q3QSQcawItGZ7UOuuDx6UdeVfJxQY8yw+MH1eVauNanztWKZW1/Bnecv+Edm9qzWm3FJj9OtnXoM77DVSsmcMejH/4py+MbvdJqccrzGQ+EviRfLbt8qlYby48evICNSvYe0IkXTF5/Hd2Yp3504INzHdfWV6044mMbH10W9VK80uvxovahDl51O84fm2ey6gDvGpUOjo5q2apt+zh/tfPVpe1P9OqPUnrIArbYmfa8LuNVVkegXK02m3qR5VNtm8f5Q6sW39QVD95q+Tt6j0c/MYZTlOKVhyc7sYTjt3Ts4OdftepY2xc6qjV3mWfoqQ6vOHlc3bcUPOLu1Q2P7Xu1zGudXgNCn/Zhr7ZucRq78PTyRX78kOfPlPmBR13QqhWb4/zx6UzWoQja8NauAx3w1eoHeNmHnzwZfgy+WtcAOhqYvJQ+wMcp1+4r6scnoO2qi6/8rw4/NGl1scUHOsmiOZhSZou/tW3wE45f8ngBXvAwr1wtP6rDr+7iQYY+NuTZ519tXjbYAiPrGqitAz9ZNDx0oSvrd15x9RSs12Gq1cfoJ4OXfrxsS6vVVte06hInPC8E1WGdww/rGzqqdc3QXy37x/lTHj/wn6jFxx910l5DR6sky7dqxVMdjvNXre+ska2Wr9Uas/FYE9JH77WtU3Tpw8OfoVXrABgOj5SseCp7JcyrcV5nFuuRQwP0SQeqlcVLFz/x0ClGyhjk8cgPTh6+7nSQBdUaH/DUptPvOoCjq1oH0OMj2mf6TJ9pja304uOHlKwUfvL8qFac6EDDwz4Q18ENHh8aIE8XHH8e8sDjowftGsiiwUlBpbj6Cr0KUrzyLwS15dDHD3LK1eoz8je4ReDVEIFnXg1O3nx8eSNQLQMGRqBgUJsBeQZFgz58tSbOwZOp1mAqfzz6jbzi8I688uTRJ38tA29gh6OXzOCGXxldeXjIwMNJlclO2XvA3hv1QTofbvShRh9X9VFPH/Yy0atrtQZ0eul5mNae4E18dPODreGFU66gFlRr8QJPH5AHNqYOdTxq6UNo9Nad7FJw9R9ZRXbUTx7Iw8kDfl2XyV0vivDUros8X/DIk5XSyR949MGj0S1ek8cD4PFJa9eDrAVQtfoQGtxx/thQJgNO1FowSGvLy9PNl8lLa8cVbSZmeHrolEeTVqtd5eGu7VfQa9En81CWPvyDl+c3Xrqq5XN1uR7wig+ffQPFhy896g0PV13s0XGcv2r1E2V8UnCS1j/6Vub8Dx4PnJRPcCdp+cBndpTlpVOuXV+4usvTA4dfvjZNmW6AbsOjTlJlscA/dLhqtfXx6De2hxd6ZNSB/3B0gGlPefgBMnTUfd/Q9TEpf2vTyQ+gVaut4KpLrOg8zh9ZtDO7/FeuVh6+7vQeD361aXxEwj95ZUCfVP34iwcMXqpc2098E5vq8L67V6x8nFbcRr98bft0VOtpCrYAndepPFnADyk5fLX1yOO7hms+eTB0bUxHbXn4asWYLrTj/E1+6nWi1rVAF5qyek+bwOElX1u3+sLhHT642nS60MhI8dgokKkuY4Ey/XWHIzty0mpdlxVVqy/I+MaO7xF4VcCBvevbR369+uPbPHgc0PGLTuXahwHsDp4NUF38Gv7xbWTxoZGVh59UHg2or/LQKsWLfvZr4yaPd/JS5bGvj1BQe9xiA8Dhk5fin36ABqq1Kb72CS8Z9IGh0wGHRwrw1vYXnX9waPJSMUGTN69K8YBr3ZOHv7YhX9uGPPnRXRs/cRg6nmr1cfaP88cHus/s+qcv+7aEgxRy13R8gJ2hode2N7Sl6PwPz5k88V91+PaTtY6/hEcHuBZSZgfAV6tvTFkbwrMHVykex/n/w3Ld0cSA7pNt6ZOqW7WucWUwbSA/MtVlbIYH/GBv/JCKZ3X4KL7vn7BHX93ZqJZ9soAuID8wfinTMbbk8QI86GDodednhW2NDzL8A/L4J6/Mbym4tkE3HFAP5YkJnDw/atuCG73VqidcJVlxxk8PPrZq0+AW09V/eBTrjgeudpkudFBd7CmPvtoxueZFfxxUC00W1JZdyNt/twi8iiJwO0x5FTXWy+nqDGTVGiAN5AZeeBPBpHyQR5/BcvjQJo8uDyc/vAZmOGV65K/T2vavcfRUa5FyPPqZVGTpo0taXRa31/LH+RseeBs/k5k76T5w5jsGFtdobPF36gxXnRru/l3T5IdSXSZSegbPtynTN/lqxVpd+OOAw6KATw50yFeSx0I93p66qgMh9q7Lg3tcqi58Raute2SldKE9BDJk1QOtWvWCn7rCkwfqOmU88gBNei1TQa1Fwcqc/w0df236iV7/6n75Ie/EpVqLterSZlNHeuUplAe19Y6+8VuKl96h4ScLasuJj8U3Hk9FeaqAHHn88tJq9fPRV1v+OH/Dc2bXXSwpGSlgQwoH5AGbU5anG57tSWvbGb5qxQc/Hnj8yvLVips84Bu+oSvDA3hAHsgDPFI4crU3l3D60uCmXC2flMlU63pnA+A/Hv30MTzXOKTqEt/j/FWrr57ZdbcQP78e2kevJAvqzhe2667MbnWJD4HaZfmJP1vKgL/V8gWeTinaNcCDat35nVcByeNj+7of0IHf+IaGB05adz4pA3rwDQ8cEBMpoE8K8FWy6xqtnYeoVnvh55MUVKsNHpdne2zV1oUPTlp7k8SuMrjWje84f3BnsuxPOjJ4yLGFNgBX2+bQtNXISYdXiiat1gEBm8Ztf6HDUxQOT2rro9umHg8Z+mvT5OHpq1Zs2FI+zh9ZAIdXXqosT/ZkW/9q61TAA9RXGVSrjxmLlK8BL31wleQSP7aq1cb6yPDRLU+WAL65dpTh4eSBMn9HDg3QgQ7k8eCt7Qc8qF2e2FT3rjOy7JOvzWtehScvHdvVGj/YAYM/zh95uGq1hzw4zh9/z2Q9WSdVHhq/5CdG1SWGeNn3hBIfXZPV8h8NkJVWq52qJV9Br/zKnP/Vxp3ZF/xHn1dvzDmYlKWAL0AeqL9UHaS19Y9MtXxCG7lKccHIDb8Y1h198JjHFpz8yJKhG9R92cGJd7XaRRzJwx3nD8/0bfgTdflXXfyHrF2uFBeQX5mr/+AGavMq113bjP0rsWULHq96yg99cMq1deK59lm+7uZEdPEhI1/bPtx1GZ0tODqUweTR2K8ufa9afQsPGn5pdblGlI8HPzZq+39Nr63vmh0dXOPIK8PX1lNd/EK7wS0Cr4YIPPNqcPLm48sfgWoN/mPJoCpfSe7RqjXAHufPIHgmiz4Do3Tk0a7zBnI4UPd1V0vP42jXOHkTiHT0TQoHKslFnwIevtQdbcpSdHzy0mrJV4orvzLnf9W98ola5dGhPHCNm3hNiue6LhZhcOBaTvlxMDzVPfJ1Ha7bg92RkSdUd7JDg5/8ta7avEO75pt6wIFrHuVqxUgeVGtBdDz6Xcs/lB0fHrGupFrp/PdQBn7qOOk1T235h7jaePLVPZ/hwMhMeu3f4PCxC+S1Lb6pZ23dcHiqtaDBC6fd5EEleQdfqsfirn0gWEkW0C0zPJNe4+TrTqa6tNXw01Mt+4OrXT7OX93lz+KSHz7lgcfhJkbDM+XhnRS97uxUUAuGpzaudorId+k1aJ8pj70pS+tO/rr80M6UpXUno0zucbbhr6G2XL1jOn1l9NmUyfNZOnrqvuw1bXiehKstP7yT1uPxD+tVrb5RLdFqlVfh/K92f5/6nKh7dGVQSS60sVNdcHWXX8yP/qtWrt4xnbrXfRqBoV3bggePo03fqZZPymRB7VeuHK6QB6PjOj+8cED5OI6lr4Ja11C10uPqR58NaW0+YwccGLbrPP8GPyl6bfm6nw7PtU+Dq+75ox8e56+6hz/OHxtnsv7VtqFQ75i/5r3O4x8/5NFqy9fd5hNtoDYdL1ztsjwckK/7eDiADuQfB0Pj1+Rr66qdTj93vU6M6Br+63xtGbh68Ty+xwHdfBp7ysNXrb6lXEkW4F+ZR/+NTN3x1DvmR27SR+KXZPRcEGdmcNcy1Tv4ha86Je7/m3rVptHjZtl9rpdeYme4a+usLv6gubYq2Xv4hTj/Gx11xzO4k7z+VZdrozbfQ57j/LGl35zZe/+Gt+7L1i5jHh75usNflx/HU5u3doofX+1y7XTwUoBHOlB3fHDVO8RrZCbFBx6W4W5wi8DTHIHbYcrT3DpPgW+PG8iv3aouRQPg3CkgZyK4EF+jmYnDxEKMhKLu4qb8cgG7dd+WRTe/LDxeLrtPi1715Iu4Py4WaC8nVJcFBF/Atb3qurh4XUOQfJbe4JWJwMO2eld5wS5gz7UqnbJ87UOIut930J4OeOleVKvPk3B9Sq/rqvzuCi9Wzxeji0u1nqiSN56T0WduY4eIvPKgPXghrf1kjzyY/o5+g6c7AtrLdaXN5jp7MY/JvBjPi9Fdx7WvcXk6+UBuUvkb3CI1NBHxAAAQAElEQVRwi8ArG4HbYcorG/93G+sGeZVxp8BmUNngD/dahtobn4nFfGj2XRUTdq8n3Wo9VVQdr4Xfdf3l9Uv1vo6J8ssFY2/01zvGHU/tfoLPNeRRZXjlG7wLIvAYE/WObfUYtpcFVdu2hbu+Wt179Lnul18WJ94FStWNGXOG67N2veFe6/2/7mIhHi8EnjKZOOKZPvNaj59YvNJQuw2vN+Ljk/4++Vcy1U8eBy/mE5kX43m10+e6qv3EkzbTlrXb9Un1qxfneZI82th3jStX64kWeL4ct98tArcIPBURuB2mPBXN8PQ6Ue84IVxPogZ13k8qbzNooDfpKL+WQQwsbidmHkGdPNrLHRs22L9un8mjvdz2nwb91eX1mfFH/5z8uyqtd7yWtEFt/2qn+ofFU70j/7Wvt/w7LwJi/s7T9tI1sQueJFG7X+izeOuu/CS5VwNNnVwD5gz+OkSs10a/r3d+PWdsF9d65+vXRjd46RFwvWoT/VubkKx9/co/DVCtp8Pqfnrtm3pcl+Urybs1aDN114ZAZeGMWVOG+/QCneDF5NgaPgfO+Kc8KdwNbhG4ReCVjcDtMOWVjf+ryrrBG1w7bbBXtmEfmhQMDf21CuKi7nW38BAbuKHJv1wwNticybhad7mH9nLZfozedzlKnau1WBQDDswiaFK4lwuqd1DNLkDQBvyqO77aeXg8N3j5I1A75i+/pfsW6vF2H7Z9bb66n97X9uorqedcA7y36YSTr11X+Vc7qBN4uephrqX/OpYvl62b3pcegWo9SaBtjvM3m/BprxN1+YcHXBBPUabefa7FT09Ypz20F5j1BLzy6FK+hmv85P//prVj79qmgx1pbbz8DW4RuEXglY3A7TDllY3/q8p6tTal1cVvA7sJBqK6PAFgs1h3fOivTviMey0WgCapSVjcANzLDWyaiG1U2KpWO1rYKb87w9RZXatV1Ym/dCHeBf9dtzW7gFltU62/BqJc20fXVO08/A3efSNQ99u5WtenGk//kL/uQ8r6tPTdAdRNfapVHWV1X4V3g/+qS5u+s6sjTqD2/FstE3Arc/vvFY2Avlytv4RkHjb2a5va7TTOVS9bHxkbt/TTF4G63ybWE9pOG15rqs1XOx1aNdl7afWS2potgtOHlNkG1ghoN7hF4BaBVz4Ct8OUV74N3vkevAs0GtwN7LXfJVVmtpKs73KszO2/NWma/IRi0mrh4d6VoJ1A9ZpoI3UFFrEWH9Xh53UC6bsKam90ru1dbx4t0q5pyq6va9wt/86PgL4B3vman6yRTYBLCuQfwowX01fwyePTp6WvZlAf/qun+ijXvlbg0F5toA7X8ND/a9rkH/Ioo0lfDMQJGC9qj29k4KQvFdgDL5X/xvfSIlC7TfRvbfTSpJ4OLv6+lvvEdd0nFq4roIXQgfyLAb4XgheSZWfWLewrD681wuRv6S0Ctwi8shF4ag5TXtkw3Kw/KQIzAQyPsgW9Qf5DP/RDj2/4Db/h8d/+239bd15sUmsvHgz+I/NaTcWqdjx++S//5cc3+kbf6PiH//AfXp7gebnjog1MwP/kn/yT43t9r+91/Iyf8TPWIQ78y237adBfHZ/6qZ96fPInf/Lx/u///sfX/Jpfc/XXj/3Yj12vOmmfa3hn+0z343S6Tv7H//gfx7f4Ft/i+CE/5IdcWLTLyGi3C+GWeVkiYAwzlon7NUwbvBxGR7eU7QH2H9rDAyfVj/n7nb7Tdzq+7/f9vgcc2qsZ9HHXghj8n//zf1a93vjGNx6uDfBqqZu20H4D6gOmPPUYPjSADgeGZ9La88aUXyilB606/vN//s9rnP/BP/gHX/7KD9qLwbX96/yLyd3oT46AWGof1+5P/Ik/8Xj++eeP//W//teae6bfowN9AZB5stZ3HpVdYwpf+Ajk4dDAu9Kfd17N3jmaqrWupc1YJT5i8iEf8iFrLTdxely7Tdyk6OTwXwMa3ZPKP4Q5NMHzwR/8wcf7vM/7XHx6yHsr3yLwaozAu4PPt8OUd4dWfCfUwWB/rea6XK0NuMEcj9TEYnL4Tb/pNx1//s//+eMzf+bPvN4NvpbDC/BLB8hNftKRu+Yd3PBMOjzXdLjH6b2WwXNdnvy1noe4a5mHfEOb9CGdrtp3WfH8wT/4B4+/8Bf+wuFgo1oLKjxoQH50TBnuYf66jA6ucdd57YT+D/7BPzh+22/7bcev/tW/WvGyEbvmXYTzv4dxHJ7x7WS5N5nDA3iAH8hfw+AmRXuYn/J1Onn8QBnIg8lPCjf+SC2AvuyX/bLH7/gdv+P423/7bx9/9a/+1eOn/tSfuuL/Q3/oDz2+wBf4AseP+lE/avVxstfwUOeU6X3INzR4CyZp3bVzteIuvj4w++/+3b87/vSf/tPHr/21vxbrommvapWv/7vWDf+wfO3PNW3wcIDswMMy/OAmHZwyUH4IY0MKHtKVyQL54bkuX+Ou8ZMnN/lrXnjxlKIPbcrSocs/BHeL//Af/sPHF/pCX+j4Nt/m2yyy/lK7rehcyEf/KT/OxiPySq7pC3H+R+5M1nVTXfra2OJHbZv4BqqVrU2zsP6jf/SPHr/lt/yWdeBg47MYzv8e1pNNcJJW35IHytM/H+cr+vBN/mEZHsCDyUuvYWhjZ1I8aMrqNPX/3b/7dx+/+Tf/5sO18dk/+2fHtnxfmUf/kXuUXQkdMpPKX8dFeWQmhQPX5ev8Q3m8TwLxJP/7ft/vW4ejb37zm9d8CO+aJjv+qas6/8pf+SuPH/bDftjx9re//VLH4cFPn/QhDM/QR391/If/8B+O3/7bf/vx637dr1v2R3Z4p3yd6jfgB/yAH3B8/s//+Y8f/+N//CKTAQpSID/wuDLfrvHKw/8wxQeu8VMWN/gpTwr3UOd1+ZrvOk/uGtRX+ZpH/iEeDh+Y/KTXuIf50VOteQZdu/zZP/tn11qJDn3ATagv/sW/+PHlvtyXW4f+05b4HwdT10npeRzf2L+mDW76Nh3VwQ990pyE36Hmc889d3zJL/klj//0n/7T6kdjZ1J81wAP4Calf/LTnujw0msY3+Cu6eQB/KTy1zzKLwTDR3byeK/zaHAP0+ERG3RlefHRln/xL/7F9XQvuWqN6df1gAcV8eN3/a7fdXzRL/pFj6/1tb7W4hX3auWryxiAma3rlB643/pbf+vxZ/7Mn1l9BR1c21TGKx24Lg/vpHiGTv/kJ0UfGBw+uEkHDwemLAXXuIf58YOuyeMBZOHlrwH+uvwK5W9mbxG4F4Fn7pVuhddsBEziBimDl4lvynCCIq3W3S40PJ/ls3yW43Wvex3yGtxN0g5VIOTxyVeXBQX9JiQpGqAbL1x1+X4EHDow0AL5AXR+KJOld/KT2qzI15602FK+BnrgAT1og6sUFwxuFc7/atNq1w/9RK8N03VarQnzX/7Lf7niIG7o+Nljt4JaCxeZaulR59o0vNXSRUYZ7/DAKVeSBWgys1DSXmImVsOPfp1Hu8bVXf2GDw89yuoByAC4arXj+Cit7Rf6Nd91Hg2vFL661Hfs1cah463WQqSCWvnxpzp+0k/6SSuWX+/rfb3DQgj85b/8lxefBZENiAUKYfqAPKite/pz7TL9D/mq1b7kLJTQxR+v+ihXawEmP/U5nvDDh1ytOsiDavlPr/I1DG5so9WOjfy1TrzgGofnGqdcXeqmzHcpUL9J5UcX+wCtWu0oPzy1dSpXSIuHbYXBj63RBa89asvri2Sqdf2wD6oVI/zH+SM/us7iiqfxwcL4P/7H/3j8sT/2x9Y45vrEVy1/6KJ/cPTRRUe1+rk8wIcuJQcnre3L+ArvyQuHBnyobatCugdj1zUsDzB81s/6WSWrXdije/ya+NTWV626VItf/8TLV0rIS+GkA6NHWT2k1Yrr5GvPCxXU0n/Ny1926JZiQq9We6GzY2yS8mXgOH91Z+8sXmzToTw6a/ORFSs0+Unla/PAka+7crX6BD7y/MX3UoAP6vG9v/f3Pn79r//1x8//+T//cEgHzw4d8tV6MoHuX/gLf+Hxa37Nrzne+ta3rnFpeKSgdjzpVb7Wo8xP6YAyvdUxfQMOvVrtojwAL6/f6A9/7s/9ufVkC3+u+yS+avUf+pWlteOlDKrVnnQe509bqvOZXbalaGTla+uEU1a/2n7yCa66tLcy2dE5csqTr7CtdUrt/EKc//HnTNY/+sfeQjz6D162Wj7X1kF/7fpWF59q54dOVn70KPMPyA/U1vtX/spfOYw9n/iJn7hih16bJg/oU2/5avk1+qrlCx71wQOGfo3j0//+3/972flH/+gfHZ/0SZ+EdY1f+NlwDXpyxtOz1iu/5/f8nnVoW9un2im9Y1Na24+l8NF/dNbm17/IAHjpI7Z1zfFN+VoXnmr1OzQAJ6UDr/yTAN/Qa7ef8uDpqKAu8NAGHkQy/HyP93iP5TM8nH5Vu/7o5IcmBeL+N//m3zz+/b//9+tmGj44vHQDfJPSqyyFA8r4gTlqcHRd0+p+fWrX+//9v/+31h7aeWToqE1nq7Zs7RQdv7Tu+ODwD1464xRf0Kt7bYcH1I6VevADjq7Jk0WrVl89Hv3ola3th/wNbhF4WiJwO0x5WlriFfLDoMW0Aaz2IGfimwmiQl6DIl40g5rFZu2FoUEQXooZH/rkpWToNGgq44GTHxjapAZnfKBaE8Fx/qq1ADiz664KPrbpwzvyUosDdHgpmQE4eXLSatVTHm7oymT5L48GxAzAsYUH8IWslAwe/J/jc3yONTlYqJJBg5cHJlcpWRt+8oBOOtiQKuNTlsdDT+32Q8MnrY2jU5lNbTX8tenVZYGAD4wOKVtw1b3Y15anlw1+4wPs1KaTpwd+8pXiPahWjOjio1Qda99Bm/Jx/uijC/0srn/o1VpwQuD5a3/tr60Fp0MV/PBf8At+wdWf3B3+0T/6Rx+/5Jf8klV/dHbx0Eu+Wj5NHWtvHvGi4zvO36Tk4avVn5Sr5cPJtuJHVrspo0sfB/jGrvzwXOuXR9N/5GvbgsM//a122w0e77VtsYMjgwdMGR86mry2lUeHl8KzRQ6tWjE+zt/QJ61O7LHic5y/arUZem0afSdp6WCDTSmc8UW+WnGVh5cCPox8bR7xBvjEVN6i9Of+3J97/Mgf+SMPT9nVto2mPfHRVbv/kaUXna9s1ZaZPDogh7+2fTg6pfT+7J/9s48v/aW/9OGVM3i8dEjxTH7qTR98teLGBwBfu08qkxcfKX7A3pSlgH51QKtW/MnDV1gOeshXy6Y8unQxnP/xffjk+QNO0rqmxv/RDV+tdpNHl9JJnn5jpZR/aEBZOrr1NfxwA3RUq4gfKJCpja9tGw5teEa27scSz5NgfDTOuAY96WbecVCibuywQb/x0Q0HsVCu1thigzY8x/lDO5PVJnTI1/YfDdDLdu3rGk5/FpP/+T//59JbdzLVakO6yEkrybLjEOhH/IgfcfyCX/ALVrsjc5M46wAAEABJREFU0AXkwfgt5e+k8ujqP37pE3D8gsNTret5dKLVjrf8cf6Gl4/4avtIN3v4QLX8Hr1SeHITs1Pd+ofGH3Q69Z1rO+hoUgJSdDj64ACc9BqnPABf2195eDJAHlSXdvgm3+SbHD/wB/7AFXN1Gxn2x3ZFbF1L1ZIdPjyLeP7HhmsZre76xEla1xpe/aM6vsJX+AqHpzVrj2v6pZiJzef9vJ/3+Dk/5+ccH/RBH3R4clN/JQvowsNWtfqY8nH+4Ma29EStf/ITbzyQ1fKJrHrDqXPt+rGF91M/9VNXvemolj204T1e5IcXVIuTLTZX4fyvNp5/dIofnpN0+VetfoZWrfjTUa06uNbJssNPabVk1AFNbMXyh//wH344RCXvmmeLDPvk8I7hamXRarcTBF348AM4OuTZUwZ44OXhx5YUL9Du+Gr7CwfgpCMrhSMrz/9J8QE24AA+/PDKdb8/ksfPPzC88tWKMTl4OPm6Gyfoh7vBLQJPSwRuhylPS0u8Qn4Y0Ax4MzgpG+hqD1wGcpMIHBre2oOdQc7ALuU+HfjkpUB+ZPBaEMHJGygN5uh43allix20SQeHhyx+8pNXlkefvLI8XLUm4dp+012tiVCe/7XrWxv/KZ/yKYcfeXrY409tPnLV0nucPzrwwANy/LaAExd0egA96PBTtvidSRkdbWJ/ql8LULzy7FRrkSEPX9tvetknz/7YHRw8XEXVgtqyaHShkyWjDE8vgFeWokury+JbHcjAozNAH4CXwqmjdHjkgf6h3rV9glNH/YRO8sqjC69ybX560aq1mEHzqDLcF/7CX3gdZNDFDt5v8A2+wfGWt7xlvf+sXu7KwaOThWNXCvhLV3X89//+39ekj4+ffJOi46WDLngAh45fGU35SUAXfrzqqnzND0cvvyx65ekGeKVkpdpPnrwYkIGr1rWAVq0YwYNrffJwtfsOnWTYAWjaXzo0ttDIVqsf150NsT3OH55q0eXJH+dPvlpxpheos5T/1Wpn+pXJ8ekUXXUiLw9PDg9ZMUUD+oXDtPd93/ddT9qJTbXk6SU/svJ00cGOFA891fKlWtfm2FJHdGV26TcuuOYHRxfd1Yp/tcYW9OP8kaNHfEeXMYovU54U7hRZd+fh+E4enr9o+jkf5KXs8AG/PDx+NslLq2P6NB54ekYOPztkh07fyLJNBl/tWOGrPX6g8YW8GNErtspAWUqn1MaQPXGgGw4POpvy9A8NHbAj5buUDTr4pTx1fCiH9jggD376T//pq894woO+P/JH/sh60oNMtfqw9hu/pHwdu7V58MNL8aiD/KT41YENeHWtVn+Br9ZNBjpGRlqtfomHv+opzuA4f7599kt/6S89vvE3/sbLV3aAGEvFg87q5D6WPWXATyk+/uAFcFPGIy/udPIDP55pd3TK+SdF4zs8eTjlasUaroJegB9OgX286gkvD9jWDkOHQycH4GvP89Uak/iMp1rXJx3WK3Qf569aseX3f/2v//XEHCs+dCtUkgXVolWHPvyLftEvWgcXo/84f/xQpm908GvyJ8uyxy8xBOI5Mnj5CE8GXopHWq2xStmrRnhHBu+P+3E/bm369Q1tA0eXdqhdV2UyfKVTWZ5vytLBifeU6Zg8uxPDkWWrOsSR3Oggx1614ofveJFftfoyf8hiZ0d55OlVR7HmDzybeIA8GYCXDrxo1eqH1fIJnTya2MnX9uGLfbEvdvhungMV8njplldPMmxI4aXk0fhe+7qWJ4M2oB/gv+6TdOGjqzr8lLW5mJOlW1q7TflUrZjhJ4tOv/ookxcveDakeKXk4fioXFuv/MQWTZ4++WrFzniGjzz/jvMnX61rDi+7ta/Nk3z7d4vAUxOB22HKU9MUr5wjBmFgIAMGxH/+z//5ulvi3eu/8Tf+xlqY89BAKgXV2kTXnlDIGiTpqrAc/+bf/Jv1fQrfCzFAGgwNinjxKcPT631iH/Zi87/8l/+yJqnRR5m8tLZuOqq1cPSorAHf4AvPRrUmBfrRTSTkB2xm0NQX8IVstTZV1Xok0yL5p/yUn3L803/6T1cc+Dp28Jv0a2+u1Yl+HwI0aXqMFw4/PJBXFz4qS23MZzJRRgd8Ys/rKD/hJ/yEwzv5JkyTGln2pYAdZXp+2S/7ZYePA1sombTgydAtDsNLbgCOb1K2TbT4HUbQJw5/62/9rYN+OtD4J6UbaAP2yNPDb3c7//pf/+srdvzBV7vPsDdlqbs142vtzZv+95N/8k8+fufv/J2rP4ktG/zjBzky1apKtRaK2pY9fAjk+AcPR0Zs9TV1UHYgIa+O+gx+dfxn/+yfHT/2x/7Y9Y0T/OrnUXoydGgTcupDv1dG8H/kR37kOnSBw8tXvgzATf5xae26sEm/x4Sl6i2+Uw/+8YG/fAB0sytWXmXxBIZvxvBXn6VDPfT9al1vdNPh3WwfTPQNC3rw0SkdP0dPteL9d/7O3zn0ER/7pZvc8E7KFjng+uM/e/yygNfGfBvZScmrizqSqY4//sf/+HqiCL9Y8J1/8tqPP55G+vAP//D17j9dtX2tneIlp4/zQ14fwEuXOtMFfG9IDI1p6sen2n1u8rX14tf3XYP6L7+r9cg8//msX5FTL7HAo63g+CGtrV+/GX74z/bZPtsa96rD4+O+AeRVNXVApwe/+rH3b//tv10LVnZ9b8U4a0xmh131JDf1hifrFTgbbI/7ux7Ehi/VGvtdr7WfUDSGuevqyQbXGp1iiJ8+YPPIR+3vO07ufjt0gKObTXLiW3d1r53nX7X6qrjRTad481Gf/f2///ev17XQxICMugE4vOLDjv6o7T2d5ls08Hzmn5TMiwGf8fzJP/kn17zhcO7zfJ7Ps3w0/rNf22d5/GzLk5t83a8jGt7aeDHhP7/EqjrY9FFKc5N6kaFXrOkF6kjWWAjQtKV2cvDzute9bvlKNzp+eTLioF2rdahA9jh/8GeyNjliJoa1Xy8iq8/xXVsYE/RRevjGdzbwqIu+OXa1lz5q02ns/Nf/+l8zs/oafgV+8aN2XKrV3mjqyz79+pV5gw/K/MEj5Qfb9PALTp1ch29729uON73pTccnfMInrA/rk8ErRZfXv12D6qL+xiLfv/n7f//vrwMSetkA5B5Cbd/ZpdM1WK1rFA6oCzuuQU+x/Yk/8ScOvOoiBtKZg9gRQ9eAeON1TfGVLj7SR149j0c/eXr0HTrFDkn/wKt+eODI04eP7re+9a3rEMhcwTa+2nO2dmS39rpImyqLiye4xFdKjm6gDnik1RrfzGvmUW2Ihg8Mj/yLAZt8Vx9trb7KtduAr+LDF/Rq9XU86lr7YMd4U61DLPbJ0YVH/HxrSD8YHcZGeqs1P1brcNX8eJw/8mS1vdjx0+teDte0HxybJ+vyh83aPk9endg1DrDrGtFmZPBI2ZAfEEe+ofGfnLnt9/7e33tY94uD9QbdZPDTwV8+6SPWE9ajf+gP/aG1vqGL//qHWMjru1Kytf0WUzrNofqQMh7geqrWq1CuXeOab8qxiY+cPFt84Zf8DW4ReBoi8MzT4MTNh1cuAgYkg53BihcmOR/+8/i5AwSLzPd8z/c8PHbtkMNgbVAz+JGRKtNRrUUZvEWkwdFpvPfHv+N3/I7rPe7v832+z5okyRgQDbwWIWx+22/7bdfjpf66iUdNP9/n+3yHxZ6Bn5+AjwO1B+i3v/3tB97Xv/71y37tiZgNkxldPjDpQ7lka8vR62Ngn+tzfa71cdJrmkUJ+tf4Gl9j+fTzft7PW4/GWrj/ql/1qy7vvZNRT5Po5/7cn/sQs5/1s37W+tCYeHnywfvHYnIdO5NY7YmZDxbg7gzOZKGu1WExyP+v//W//vGLf/EvPr7Ld/kuh3qKJ95qHRiZ4LSBzcTn/Jyfc31QlR/0ft2v+3UPi1J0kx3d/KlWvMSpWgu54/xVa/K3ufDBNPZ/zI/5Mes7AHRpK/2EHvWgkz6Tp1j4axw2ktpX/T0+7q8Y0WWRxg+y7ALl0+yyT5/FAPo3/abfdPU7NtXdXzDxeLLH6G1Q1R8/HRUVC8hWB7/F6u/+3b+78N/yW37LQxmQwWdBoG/o58oY1eUrf+WvvD7GSD+bX+bLfJnDplIfpVds9S1xp0tMLPy8PiQG3+pbfav17QR/QQi/+tOtruxI685ntBcCB1F06KdAvPHyk20Lny//5b/8ugYGV3sRq876w/wlJ7EUXx/5JMt/7aQuFlN4xef7f//vv/rb9/ge32NtEH2cUrzZBeR+2k/7aYf+ZXP+fu/3fsfX+Tpf5xAXvlgo1V39jBPk2OI/O74vYUEttr5no42/+3f/7qseDlWq1SeO81cd+oMPZP6rf/Wvlt1v9+2+3aFf+nijmLq+qsMiTJyee+65dSCsr2oXY5jvWLCvXacNyNH7hje8YV1LaEB8bKi+1Jf6Uodr2zhlo+KDkeJsM4EH1K6r/Bvf+MZVB391wV/P0vb8cbBi8+MR+tefY5X+dFZtXaviwb9v/a2/9Rof+YZWe4yYMhzbxk3XAD3GD7HT1nT8gT/wB9bBpfbiD7AonXp+v+/3/Q4L9m//7b/92vipE71iKMX/SZ/0SYcDgS/yRb7IYUzRvsZYbcAXPHi1q0NwH6tEd3g11xR7vk0k3ni1PTnjoWv4q37Vr7ru1LqmXD82TPj4gW+APXh9rnacq9UvjSfmJ+3zXb/rdz0+7MM+7NCO9LluXZNjnw66vspX+SqHsd0mRp91bdm4G1O1j/lKjNkn80KAzie8+iu+D/iADzjYdk3oQw6S4V1f1erP+EfuOH+1x9szu/5Vqx+KLd7afYA9/sM73Oar2Mmrq/FVfSkhJ9UH1N8hrBgZB2zU9Hft7q+Jmaurg69iob21Af+1kb77G3/jb6Ru+SWjbflhPjfe+YA3PHvk9BfjjLYQT+OOPm58oFs9pOLi9Qe+6aP+CtHrz2vDePyBH/iBh37FR21FrxiwQ15Kh5Q/1WHecX2yrT3ZNoapw/PPP4911YFdBR+EFwt11//U3zXoAFa/cg0Yo6o1V4ql6w7e+EVGvbSDec68YY1A7/jGzguBDatrgd3a7TxtZ6Pq+rOGevOb33y4XtnSZ13/YiAmNrb8UY/3fd/3XesVH9PWD9WLPj4Zk9kRC3EkT5+xUapecPj91Tt8/IbTX+Vt7o0BaN/8m3/zdf2a47Sftvp7f+/vXT6wi18fwWvMcaCGz5pAfKXPPvvs4dssYlVdrg8Hver01b7aV1s21Ms165UovldrjXK8yI9ebYZt4mccVh80utDESxz0mcGhi5nDLH3SWlAsAJ36Ol6vaqEbg7/zd/7Oa91h3UavfsiW1BpRncwnaPRLtY3DDDr0H9efPqi+riMHUfzAC2ofXusHZIzl3+27fbdl12G/Nho+KahW/+UvX7SLQ0ztrN+41sy97GsvfuoTP/Nn/sx1eKTOH//xH7/mXf3Kda++3+E7fIe1piKLR530H6Dbdr0AABAASURBVGOTeLIDxwcpcO2Z89nQ/9HIyNNDzjrXWO7aFwdzCl38B2QqyQ1uEXgqIvDMU+HFzYlXLAIGMYOTAc5psTtCJgcbaZPrX/pLf2l9wNMg+IN+0A9akx1nDZzkag9o6KBaPDb/Bj8TvQWeO2cWBDa28CYY/AZN3yowYJpA3aF2ym4BZMHwzb7ZN1sn3/ys7k2gdBznz+LJBFWtj0jSTzf/nHBbcMB99Ed/9LqTdoqsO1nq4CCmOmzM6DNxWSBZdJKxMXMIIxYGd3pNdjajfAL04CXvbuuHfMiHHDaHDlNMDhZLfDBZsG2iIQfU3x10h1fuiJmkAX53mx3i2OzzwR0Ni0WbJ/WyYecPnXwwub3lLW9Z8bew03Y2bGJuUYUXiAsZPldrcQkPB+S1mYWFhYTFrkMtm/qP+qiPWvot4E20NkijxySujM9CyQLaAsKdKwtuCwI4cWJH/as1ycNV6w4MfRZlb33rWw997k/9qT91KPPhvd/7vRe/xZV6WIiI1/Hox3exs9CxGNVO+gayBY7+qA7K1aqLvk+mdplfFhz0f4kv8SXWQZTFjgXyLOZskm3qxb32nVF35X1QVCoG+rI62GTK22QfVz/1vCq+YNaChw4x8pegXBfy5Pmorflh4Sn+8urvGrSZtcDTB9x1stEWM3f7bIKrdU2JIT599Tf8ht+wnnbwkUKbQvGw2fS0DZscZYMtba7fOYixoCPrT/ei49MetQ83lflNH7ynnCwIXfv+0oG+7RAHzSJSHdSPzWs59XIn3Mbd4tEmif98ef/3f//DNcC+Da52eNvb3rb+5K42trmzma9WP6K/dh6dnmr1Qxs4MXUNuI7Iicmv+BW/Yl0zxgzjBd/4rB9ZlBrP6LEB9ZejPu7jPm59n+BnngtTfPrBx3zMx6y/HiQW6uwvbfl2ioMWPNXhp+7qIs+OdOhex7DRMhbMmImujtU6bMCrjsYzmx1/0cpYJvb846e66dv4+EOH8Uv9xfJf/It/sZ7KMzfYlPMDLz53McVfjPRD458++iHnGIjHxosedtTDxkn7GQv1N9e0PmlTxW88eOmuVpzlwfimnZX1DwdVYmxxLg7y5i4bH3OOsbLCvsb+63iSMc59xEd8xGGs1C7V4ZCQn3iX4GP+UzdoPvHHYQLfHaagGf/QxULZtSJuAB7v5OlQ1lZs4sczccCHXrseDkMcNlTrwNP4aIx1qKpPkqUDjBz79GtLc454u7Ztco2PbKCDuQ7IenqFHvWr1nipjAfd+MZPcyI8nEM946z2dP1ZV/DRuON6NUaoM37j7HH+5F07aJ5Wcs0ac/E5ZHEDQx7fyb76BZ/hlCduNl3s2WDq0+706w8OGW0G1UMd+UIX38kbe4w55ifrELzv9V7vtTaSUrxsjb9k1M1Yh+4a92SY+ak6XBPV8hPvQ6APjn35qYvUOKLvakt58TCO88mNJnOhsUKbqreNrQ2x8c6BhWvQX4ijV9xcE/isO4yz5j/tVK2/CmZdpP9Yg+ATH7L8A9V6MohvNrfaXDzF1UGcVL2NAc8999w6yKWHDqm4OZD62l/7ax+uOfzixWfjh/ixw65rWt7BR7WeRrXuEWttS0+FZfXFlXnCf2zzgW59XczECZ4YvHpZg+nT+oGxCU3szU36Nn5rUvwDYuhwynjqOuGjNRFZa0VtMbxwdEjhxEZZ3hj4pje9aa1JXR/qqP+7Ts2r//gf/+PLWF6tPuUmhn6gna0Nre8cKBp3tQM76i1Vv7E3NvU7h2F0iCsbrhXXBz3GT+Op/qbPk3PghGZdy6Y1hXkLnZ+uV/VxbTnkkRcDceQDX+jRj/lGF77adeKPfqEv0f328yapsQ6PNYZ+yu9q9bGKyhvcIvBUROCZp8KLmxOvaAQMtAY2m3YLMgtzCyIDqo2cxaWJ0EBoUjfp1N1ABk/HpBYxJhobJROCuxE2pQ4HDK5oJjV3FS2yyHpywt0dH0Wz2LZYsFkwubItQNWaQA3SgB6y8iZ5qTtRUr4c58+daGW8NvZSMupr4jTQ25A4jVcvp+426gZ/k6O7dxbk7mZ6bccm6FS7HgPGQ1e1JrjqsIG3gbDx9CSFCcAJP3+kte8qqJeJCr+DBps0k9D4Z8P8lre8Zd1BtTiyuXGXii/8tpixGTYJ8seC3qRvsuG3jYG2Uxe6TV7jKxtighcO8A+OLrFxR1LZIstdJIukr/7Vv/phQWEjhs/EL2a176jxX9nix6EDP9/nfd7ncMeYD2LtkVL2q7WJp6dam9fj/PEF6HsOX2x0PLHj6QOLLgtdcbfZ8SSMOCqfomuzpB7qpQ4mZQtkC6JqPdXDl+/5Pb8n9rWZJlst+9XCVcs3uiz4HJB4MkMb+GCtfs1Hiwo87NGDxmcfM33uXFR6QsPBpFdljvOnL4hpbf2ugRP9gv/YQBQvm2G2XE/syQ84MNK+HgUnwxcLexs57ajPunOt/1mwWFyLj7ahf/Q4GNBOFufuULkWHajN3WR9lW11IKeuUte0wyV9Rb9z7eJDo3v4+aYu8NVhY6dNLZwcDNrIWBy67vFIydBFTr3gHQoZN/jlQMWmkA3+eKIMr/GE7/oRPQ4OLDjFyQYIDxkpG/TKsyGtfcAKbwzwVIr2NFa4e+6Q0zVHJxl58XOQQsbYpq8Zu9zhFtdZaBsLHSTYvLAtBvokv/R1ftEB1F0Kxy/5avVT7WMx7MDZ5t3CVn3J2IwMb7UeL/cKArt4vuJX/IqHvA0G3foL/eLjgMFhlQM8i2tjo6cexMDGQZvqu3zXT6Q2wa41myX1c3DptS1top2O84dPP2HDAbiDHdeUPik+xlg86NUpsf/xb+eOtbk1zsBZeBv/+KNuxl1jlHjYkLChTVyPdNIhNupZrWvcxsO17XrV9+badsCE/3HAR3gpYN8hkzut2rs6XGv8qA7tjofPbJMFtetoDEOD41/t8RSO/tp8yvqaflKtp4scdIuhcV4fxE8PwMuuPFm2XWtSB4Pay3Vhk6094fHhr/26hnlVmW5+ThzpdUBsbCSrH7BnzDHuO6CxcdceNpzmdGM2HgdB/GRPSr724/3mFusN14GxxKEMHmMt39hVpoc834C4mTNnvnddastnn3320L+MkfiNhWTJ1F1c1cV4YU41b7gmHeLYtKqzQ04yfFBmTwzdmbdecvChHcz7+j8+T82ReRyoA+CTdHiq9WSHvlytJ13ZFl/zuTnG2OLgmh/kzakOA/hivDeuuK5du+jmHymf9B19RQzIGwOMU+Z1ax98YqxNxi9lsq4x17+6O7Ayt4mxgyPjsTY2/4sjeXWiozrceDB3mXvElx+uXTzqU7stzEv6D5vGMLyuY/O/+U078YXcSwX+0uegnYwx01pEDJTNFcY7ZX3cNcKGdQOc+KmHMVpKF0BzkGC94zo0x5qP3EAj74BFPMWCHH5ybAI8yuZhfA4vHKoYi/Q/hz76s7YnT6b2uEWXtbqDeHF3A0dbVId1o7ZVbzbortacMTrIa0/XJp9dr64Vazo8rkN9380VZde/dnINeyJLX1Rffcn3xthzE1JdxZA/1SEW5NmbOvgwt37icB6ejLWAMZtN15O51npX+2sfsmJMN31kpDe4ReBpicAzT4sjNz9e2QhUazNqEWiAN9kYIC2GTXAWyTx0Ij2DdLUWt/Bw+Kv1uL9B0mTprqTFGh56gYER3Z0rqUMAhwN4LZQNlCYBi1ByFmhSclI6ak++yvxzIi9vojR58EXZN0akdNokWASQZ9dJenXYHLFHDx6LMpOkhWC1Ft10optQLTrExcKpth/VZbKCd0BChm1+y89EwL4nO9zJNWm4O8MfNtFMXPzmh8282JKlB6ibCZduixipTQO8elhQSekUV5sum0x8tf1kh65q1Q8NjoyJDg3Ooqc61AeNL3x2xx7dYQc59SNT+66BRZ96oOFzd8Fikw6vENSOGxo56QAbcOKBv1qHVfwaHnR6tCvb8I/kFq8ywCcWUvK177INTQqu7SjjJ6e/a3ftDYfmYIMthwiDUxaj8QUfe64j8adLLKTV6isji/dxUC00Pe5OkneQwBZ/gUd1LXyqwwEo/fQ6+NMf9DM4vPzjj/bTh/mKF5+8a19da9slo0wvR1zP+PmhTK8Fp0WczTO/+IqGB6/8QO16T1/GYxOvndnnG5ynZuiy8B4dfCQHz5YDCjJ8MGaw4RU714EFmLrAAfWgx6aEvPGEHFvotev7sCyu6OzV5tHf6NMe7Nt88R9YDKuD2OJDJ+8wmT3jHD/UBQ2PMp+kykNTJjvp+DY4eBsoKRw5eQfW8uIKT3d1OBCp1hhfO+WnTRc+9TDe4LcZrNYTgRa5+g379KPTT0adHGjqI8ZFMYDHqx8Yk6vDoUe17rxacNPjYBEvHdUag9zlvi7jw0OfFE3cxB/tTefdXDZdo3jQxBC9Omzaybm7SZbv/JInP3NBteYx45UDcHps2vCTx3udVuv6pYtdmzwxcecWnz7AhnmFrKcklOlFH0CTFz/pNeCnG06qTviB6wBO2/FRneHwGpOk+NDkAdujwzxLHp7f8uwp1+7n6ia2xm3XE30OOeiUp88BB9nZtMM7xKjWq2HK9I+M68BmiW60sVet9nfd26CZs6oVYwcE+Iw9UlCtmyrH+Rs97BgHAJz6VEsvmoM69YdHB6f4RY96ONzjG3y1aDaLx/nzNAV5fOpOp/iYV9WPXnh5MtXhGhx9p4p78xI91QVX21d4ul138mJbe/6lnw+uZWsqdG3PD+OwvHrxhR8ONdi1aa5WPMnQX9u2vodXn5XW5pv+RB8dwM0ueDdX2MTPFuCX8Q2fwxAp2fFJWXzZB/jpcHMIzYEEPP0OEqrDjTs0/qKxV0FdgA2Fhymf4AfQ4fQPOIcU9MEbt8VWf0ZziCFF44/1mUMHa57a9unC42kO/bpah2DwDo3omycw1BWvOtBZXdqdbrxorjP9hQ44cg6stDV8tfpzdbge+I9PfIBDYbKedEFji1449ivJoa1l8DiIoV8ZsGM+1zbGQ/L8EDd9DA9cteYSNhwG1T4wQ+eTviLVj/WBatWZfodT1eFwi7wYz+GgebU2L1q1bnSZk+gZ36dOx+13i8BTEoFnnhI/bm68ghEwOBqcDFYGNgOehbUFhDutJhl3oAxuNpXVWmgYwMmQlTc4H+fPIOquppNzj5a7G0kvPo9QskeXBSt5gzGaRXt1mfQN6rXL+Ot+nkztO2hz6MBPiwf88sDpvUcZT9cOj0+qA7rHVaU2nnyiz900fE7f3fGBM7GIifrhN3nicXAjfQjVQlWX7x/QQxbY4M7dABu2//t//+/iM2kBk5aJWBydzltQ4bd5kLfodIeAz07t+UYPoza+bFXr0Vw66OQ7OhkpXO144oHjG7onEOic+JOlc/iU3ZkgYyEyExxZOuDxmqSvy/oAmru47APl4ZmULTak9Lz97W8/PJHi4AaQqdbCggyAG6jWxM2f2vmhSWv2U50QAAAQAElEQVTjhj446UPQj/FpE/5U6zsu+rtrBE299GMpf/luIehQzbVjEYlOfvTjm/oP7oVSsvoBYMMhnJQO1yg5ixf6+MO+gyZ4vPq+pwTcodd33DElj59u8dOGcGTkPcXlWnAopi/SyX+Ah4zrwoLLQStf6JvFOZ4BPk2+Wn1duZKstqLPgk3qThzCyMEp81XcPTnD9uDR2PZEHBl3W9HwK8vj4Rt5+Wo9Kjw0fPq8+tElfsYq9RIz1x0wVvjgnxji05dHp5iRt4lmmx366QDVuibFEr52/cmwD/DxozaNjgH25KsVs8mTYa86bBqVay926SSnbeHZ0me0rU2R11vEhU+uV7x0aQN+0KfOxvKKydV++ogn5uglbyMlPkBfm5Q+B9QE8YqXvCcP+FY7JmzCi4u0utSRz3DjPzk4B4n8cHhMDsCrC37jfnUYP8iiS8nj4beUj/jV3wGTsjmiWnMRGqgk6+BFhrz+72BIfxTPsU+HfghvnPDaRnWRRZ866z/VmlNtwG2CHdi+4Q1vWE8POdA2Jh/nzwFa7Xa2qSbLJl/YUgf1O1kvvqu38sDEQJkPYGTgquULPn1AW9Khz9SmuTbUG96hGR/o4X91OOQ33rhOHGrpHzZK4oW37sf2OH/aolqbJ3prx/t49Ku7ct3lkcnyt1q+i4dDNq8feNWF7+rINj9r21c+zp+UTTS6qjW/aMPaT82MPL5TZLUlnHK1DgvlHQDBm5vHJ/xo0msQXzxDkxdDPNYZM//oL/zin/zwV6u+x/mjy6GoJwSN29ZXeF13+gndJ9t6ZYQ8qFa89Ru8x/njO1vSavUjOjxdQo9X66o1DuAB+B0GnOLre3LaGY4NAF8tW/gBf6z55B1KaAPtJlV3Nw48EWe95ACQbXXEf5w/fGey/tXuD7XTsbmI53/KYucpOXY9zVit2Nnc0+0JHT6LnXGlOjxxd5w/T5yxyyZdUnrGf7prx8Q8hg7IgFPF+kd2ZR79p39Wh0MlcvTwQVtItYs6o7EHT9ShpHJtm+KGH01dhk+Zfb7ASa1lhscaFp0uNGOIp4/wvv71+xuEQ9Om/MNnHc13bWPeowMeqKP1uCcga8eQHJ1uZFSHQxx6yaF5yov/5iMHsuZc44anIc230/54pk7SG9wi8LRE4HaY8rS0xCvoh4nSgG0CMWF6rNJgaFHg0ToDmgneIGkArI5P+7RPW5MpHNcnlTdAWkg4JDEIenTQyb4Nn8nHoIqHDLvygKzBGMijA/nak2R1WWSTQTfRGOg96o7XIG+ANjDj4b+FnbxHC008Hut0N0R9yJhcDNQWvcrucPMVvVqLALYAPXg9In68wK/u+0mGbLU+JCdvke/RxrExPOovfuKkDiZ3kxbwiKSySQmfRYe62qSQd1ePnDzXak+2/FXWxmyzqVx7sQQHqsNhFJqy2MrTV63Fh7xJtzpsaIaH3eP8sVVbL15QrRjK26iwz+/j/MGRrc7SsWxoD68tWEx6ssOGwuRqotV++MeHasn5r1r9o1K8l1+I879q4dk9i0/8V61FNX+rxcu+TO2y+vO3Wq80edzf3TXXD59tRvTzatklq+2m/sovBvg9qSV1QGKRJQbz1IT34OlDh3dN0+mxdq8s+M6HfuNpLKnrslp3l8RBLMl51cYmzWPr7rDy3SZI/dVRSm+1NhPTR9gdmjw8PjD5SeEAe/qKPB+kyoAt5dFFFk/t/jy0SnYdUtjg4RcHOsiAkdNO1docwOOrVvuSGxyFrm04Pk7sXH9eBZGKIRuegCFXd3fmtDU5dtHoA5Onlyx6tfxBh5fqX8NbO87wE1/56nI9HeePvWq9XiIP8OsHtf+KkLbVb/RLm3WHHja5eNgGZE516y+ZeA0ETZ/xetNzzz13uaupvzjQxet6Nq4O6G/iZBOrLjZE6kMXfnHnn7wYTJ5OPuBFG8AjDz9QrfrXjg8evktr9wlzDn5zAzw7Un2LHfzV6jva4zh/cGey+gTZumsf8mh40LSzQzdgXNUvvGbq8X7guwnqrl42cWNzdIgHXXyiD9jceHrH3XEp8JSizQteB/z4qjX/iq8ynYAudqS141A7RQf0oMsDZSk9QH7o9LvTrg7mRnOW+HkiyV114zMesYFnu1ofdHfw7dpxyCQ2UnJsVJexsGJy1Yfd2uXa6SK+wH911z7amW5PCDkUs7nnu5sQ+jrfRr+2q9Zcc5w/ePQzu/oVPeJiPpWf8bJafqOpLxqZaj2ZUPuwXTymfdFfCOjBi84H+thShlfmFxpQBtNf0axVPDVh3vF60Bvf+Mb1GrJNKD3ANSc+8gP0VVO8xAKCXsCWsrFz8rVlpv7wdJs31Ee99Rd4slJQLRtjFy+8etZuR3l0Y4v2c4ir7axHrR/Vg3582vB49FOWHZ/oHhw8YMtaEN7Taq5Z/J5ScaPCWG7t6/DTgYM6OWghawzET68yoIev4jQpPB/ZGjxa7Ziho1WrH1mD0oOXL1I8dEjxytOBrt3h0MDk0dEGV1v/6EMH1bqJQKe6OsTyGuvE9A1veMOaj9wg8boYGTrYptsNNu3s1TmvhjkstUYQF/UYPmV7B/555UdK1zxN5ylS/HD0a0tg3DNumEPMH+Iur4/ToQ34QUZ6g1sEnpYIPPO0OPKu8ONm4/ERsBgCHsnzbqqnOQyEBi4DnkFuDiMMaHAGQXmDmoFzBnKDKTy6dx9NTD7iajJ2p94C1yRFbmTwGsyrNdka6I/zR2915o61cZOhG7CjDOhy8GEgJuNuApx3OfHajFtcoc3da0+lkHXX3sTPF75aHPKHv/jZmfpWawKkGzjIoONJwD7AI6Xb0zomCvrd5WGXHXQ48TbRyXtsH37o7IoVHHDXGA4oW6yqT7UmRfgBPqgXH9RJmUzteg3eZIlWXTYVygA/ffqGvDskfEMboBtNeVI49YGbFI2uwcmj0aevmHhtHmxc4egA5MjAVbIvCarVfpgryYsCW+KCkW98FH9lealNfHV4zNbmRx/3qC3/9HXtSQdddKhD7U0g+ScBGfyuCU9LVYc7jl5R4IfDLNeuNhs77LJXm1cZ8FdKH1l+w7GvrD/73o67Rvy2qMdv06S98fIH/0B12WDD4RnbtWNcO0UHQ5ev3ccmb2POJh4412W1NrxsA/6jiWVt3ezihccjBbXjjFd80OSHJmWrWn0DHc674mLuWpqFHLv8w+OaFT+HmOzSYeyo1l/ywVOt8Uyef3iO8zcpfWfx8q9aebzVun4hhl8ejD58YlWtDSB9/KuW3eP8qQNfPSbt4NZfidBnhtem5WS7xBdemW5PJRpPLGb1af3Od7X0DeCAhW82Oq5TsuMbunjrO+YVeHrFCl4bwJGXR1MX5bqrOzzAK0WX59/YoxMNblJ8DsylDpDQ8OnnUuXadqrV9vQNnlxtujza+ClfMXWIkYxNt4MU47X5ztOYXouxWdEmnqzDx3f1lK/dN/lULR+MIXj4IU54lR3G4FMX/rge+YHOr4rKdTgqQ0b66YHaOqrly+hgwyua6uhJO365QUK3D0NK+cAvYxG/zK/qQAeQJ4emHsryZNGloJIs+yvz6fjP3OYwwdOSzz777PrLPmzRL15UKVfrejnOn7qdyfqnX4xPtdtev67WX7biM8CMb+oMB9SvWn++GM+MB/J8kD6E0QFPB73Gcr6gVZdr+Th/1Tp04rd4V4fXNh3CeSXE9cYPdN+4OEUudRUf5QE+VZc5vnbs0a/t1+6n8GOTr3iq5R/dxkP+G3Ok9B8v8qMDC171lae7OvQhelxTDjc8AWFdVC2b7FSrz48sfdV6SgiOXsDv4/yRmTHdOtdNKzgfutc3fMfuZDscAvLDepEeazYxRauWffjj6lc7frXTh/Qr1kvWAVi1nhaqll7+Hle/Kavb5KX8q21LuVrXTXXRg+c4f9JqzSn0qIs1hOvVoa/4AusXY4z118hIxcgBiznEWKC/GePNLfocfaeZtU4Xa2VPkFqXeyXJzQnx8OoufQ5j+IxPilb7iTZtDvBJ0V2HxlHzEBwb7N3gFoGXGoGXm++Zl9vATf/THQEDEw+lFkZSdy7lDaAm5toT+PAZ+CZfrQHUoAhnoK5kF95A6I66E3gTh4F3NifVmuh98Kv2QG8APc6f1BMS5M/i4oOr1oTBDlq1FgNoFiH8d6fQQtrdPB9adMcBv8enpTYQ7pTJe5yQHmCStdmgy90Kdqtl+3j0qw7+4/Go+iP0CybVmtjwT9xM2g6rfGDtOH/uKpkcqjXZ8cMGRV28k32yXP7BjR4xNxlqIwspTPO+sjygF1TLD7aP8wd3JiuW6k7vlD0Fou21C74KacUZLxxatT5IC4ehNp9ytXTDD8BPHKSArqHLqxPbvl0A76/I+Jgt/2rrxIOXPjwvBk/iG9rDdHRWK8tXGXblpWSABYPJ3saKn+7geixYXh+Tjgwd2q92Wys/CWrb18bV4ekriwp/AcXrQ2Jh08afarWx/sNudbizxx77tenyx/nDJ9a1n0ay4bBgcgiKBuiV0gfU9xRdC1iyyvD45Gv7OzbwPgn4X136ikW5hRp5+oC60yGOUnbR5Qeqw0Jb2TVATh6ov1QbSekhPwAHqtXH8fvzjOy6XvgkVUc0vBMTuArq8OQGu+6siYm6sVVd6rcYH/1HF346oCrJasOVOf9Dr9a4IH+i1j8xUGZHCkmfV2+qpQNeHR2C8MXrMMYTh2bqZuywcKZLmTwYn8nwzVhlTCVvw+TxezERb/qNta6BasUPjl9kxWn0sAt3nD/2Jo8fkGGf37VjcbIundUlhuTwSNEt6MlPWaq9vBoDb7MpJaOuUz9lQAcgxwc4/HC157fxC23y6DYidDos8b0SGwcf0/XYujFSGb9DKRsz8mODPTrEUsovOL7jk5eisaG9vH7FN/Np7XlZfPEAtkZuZOEfB9XqV9XjyBdc7b/64vpxo0KbOuDGYE7VlnyqrYd9YyD78Piq1X7qqC5wfJXikw7vlOFeCIZHWrseYuIJWvaNIb55Jtb0snttD4+48UUej7gPD7t0eyqo7g5T0OlCl+JhQ5kuqbVD7afE6IXDJ70GODbx8AHQz2++zWEIPjxkJ88mHk+u4vM6nj6oj9CBT54Mvcr8VZYf3OSrNaajA3MBfqBMpxS/63/wcJP3Omh1GFP4h1ZJ7gEdg1AHeTh5dsY3/Up8vOKsba3vHARbf+Elx/bYkqcHftqitn3xQ8PjtTQ81haePGHHU5j6tf7MPpuuX3EwrpN32EAH2eqyvsUPB9DxTv46lX8I1lr4vaY9epRr66/tPzl1RlNfdoYfbQAej7J0eKvLOCqmPq6s3j7M7NDKnOVj1K4fh0wOysnSUR1iYZw3hjvU8tSK/gUcsuITc2U+iLO89YQ29UqgG0x8tr+Ak2ejWt/k47PXGPmHpjy6xN44yefBS9/N4Va9V1EEbocpr6LGejldrQ6TMhs+AmeQM6iZYAziFicGTAOkFJ8BtY934AAAEABJREFUz2CHV1kezYAnTw7NwGow9IQInBNxA6+7bWjuctFFh5RdqTuicD5uSB8cGpxy7QlCmV6+OQyh0x0H/P6iAh+ADTrfPJrofWo+zEELv+nxLRC8Jg6TNn40Om1iTUIW7zZbTujJXEPdTX7w5KV84TNdJgWTtIWpO2g2Kuo4POrig1z8szC3IUZTdzQ66OSnMj4TWnW4W4AOxmd18UgmHBl+kAfy1eXASNmi5Th/Fs8Wa2d23W0beT55goFPFiGjk2zt+tf91OTJH7oAWTh5eoE8HeKsv8jzBS9ZcYcD+Ku1GVAm+zh4IRo8IDOp/ENgRxvWrg/61Jf/ZPFoo2rFUZnP+uNx/mwslM/sWoChg8HBvxDQX62NCH6LHvbdrbPJJadt9QN4cZJHZ8Mj7nBAWf8gM77L114s1V7U0KN/SunyCpG0Wpv04/yh0XlmF45uULtN+KrMf4BvUvkBd/NHD5xY+1CsvIUmPRNHNgHf4PEAeqvDoRu8V5vw1Pal9l/Q8siw8cxf93HN4K2oWP1ITAB9+L7SV/pKK+7GIT64/tD4K2Vj6shvY49DBWOPa4di+iZ23tOngwyatuCDhbQyPik6fdWyD1c7z64y+pvf/OblNzll4K8MkXeHnm78Nj9ons5TLz6oPz2e5kOTxztQ++4ufjR1FTd196QJHfS5PuXFHN/Iy7OvjtqMjerw+lvtVx35SS8+/L5PgU+endE1dHg4Kb88uSa+DrXFgD40/mivD/3QD13xM+7zAa1a/ZWe2vnj0a9atOPBb+zTX61NCXmbDv5WBx+M5Z4A8nSnzYaDfJsJr1fh14+opke5Wvb4W62xQ334fpw/PGey/vFfHW1UIYyF7hLThUYHPD/I0YMmD9AGrsvVQsMBBXJSIK8tHJyxY+624aoOf+nH/MlftNp/SYSMp0LJT+z4Lg/4LsWHZ2DK48fgJ30cvrb/tftr7fYxh+gjfGfL4Rb9M6/QyWd+weO1sYQnI60OOHR/bQw/PD9q2zWH4wdowHUuJr5fhhfA15ZRBnB8u26r2ocwriv2vC6G91q/gzljBjnrMno8BSOu7PIXOGynXx8lj199ARllh6PK+OHYkqJJq3XIAu9pKzhPw9I3cvxE95ofOU9Q4sMjvQZ8teMweD5W61qgk79wxihrpQF9Dc3YSjdeqVhYQ7FdW3ftfnCcP3Wjb+heF1J2qGIMpd9rPvisUV//+tev7774S1Jwbrzhr60T7lS7rld5wA8pvDpK4Sav/DjwZC+/1OkTPuETFosxkWx1eJLDUx3qKs511x4PddeuO1mK+EyuWuOgMhl93fpX3kG7J1F9DNarn9a0/CEv1tWqpzlN2fx2nD9tQzecGzsnaj0N9Gmf9mmLnw325gaTa8Irz/g+8AM/cI2h6HTwY8YLr4dOH6ZbXfhjfHNNi7FyteY++m5wi8DTEIHbYcrT0AqvoA8GJoOZgctCV967zRaKBm8Tt8WgjxZy0+BnEMQvHVzdDdgmU6f5Jnd8wF05kx5+H9syOHp/1cDpbgN+m34HGCYTHw/0bQg23EHgF1n8fKg9mKJX6zFJA6/vO+DzbqeB1wIdHu75559fk4oNBH0eQ1RHdHGgy2Th7gR+jxRahKnHLCItINXHRHy9MKtdf3KVZIFJR4Yv/GaDvHqYtD09wwd3SGxaa8vayFmY81NdfMRRXJS1iUeZydNLJ7/VFd1Epv1MPh4z98oCPD/Us1qTGVx1b1KiS718m4TvFuc+aueJotHHNz57RQoPv8Sw7uuiH/BRCvigLB2o1kIKfuyLz3H+TLL6CntSh1jqd5KWjPRJUDueT+J5Eo3PEzN8ytfAX+D1B5tLcfCtF7w2kha77jRWK+Z4B/C8FGBf/em2QWPfNSPu7lTbuIkXPL7q8FqeODn08giz9sOPRzs6bLFBohNOn6fD4spfVeGjBZ737i2e+Uleqp2k5KrLARE/By+lo1rX3JSlAA2/9nWte11Gn/WYNfvqYTGLF7Dl+gEWv4OT1t5I+TOM+q4Ngj5qAagO6u5JO9+X0Ydmg4SvomJB7TZSv+qweZD3TrnDArbJaFcHCr4JZaGNh38+uGcxrl7sW+A7oAbayaZejCfmrleGZ7w1/rkzJzauKzS80gF20NnwV2QcuqqjMcrd1Ln7Z3wgK442dfqCzbfxAJ6MuOsb9KGrR3U4sNOf9RN1FTNt4zCKPgc1ePkyBxZeT7GoNraJE/1seZJqvmFVHZ6iIufupnFdn1JvOsl7Ik/d+VRd+o76s1nJLjD+1P7LFr6NYe7gp/Zm11M6xkXXQrV00UG4dlvLD6ABZfHlpzwQMzgpvDiIPZp2kNa2IQ9q21AvdZp5p1pjLl3sodFJBk469ZcOjk3toZ3x2wTpW+othtpQ3MmTobtSXPZW5gX+ow8gT1qtMVaf1Re0nRiYA/E4vGTjOH/a/EzWX8bjp35sTOEfWXTXuDnOtcA/dSNT28facRk82jXU5oOrnecHgJu76eyLObvi5WksN0nw8QMvv/lQrc2ffqs+vu+gv/NbnzTvax9jABl84nE8+rl+HAiTcaDu9QXXfXW4NtjEWttf+Yc4fkyd+SfGnnhizxjEf/Uw7/vWhIMTT4HwZQ4GzNHGJO3PF/O3w8bRKybs0jk4dr3WQWbWF3TyEZDBIyXrKV6xcHPApps/xkP1dqBPF7pDFXLy5Oqu7vQO8GXy+PnFlhtLYq8N1MX17GlJ9XOY6M/46ut4PX1m7ahP0cX/0UsfnJR+gOZJYHqU6X7P93zP9a0pNDrVTV5fIG+9apyq1uuQcPjIy4NqjS/VumbY1I7V8fBX93E+WC5O1gnWyPKu6Q/4gA84+OLmFX3siQe9AN8AG7X11l3KTzz6FR56xMgYoh+7oamdxAOvuZXut7zlLWvMEAfg+pFqA31NfxQTr/3NPDay/GSLXbFm07rCmMCma4RNfGjs6j/VYb3kW13qz2f11Q8cylgPkxvd0hvcIvC0ROCZp8WRmx+vTAQMeLUnCSfGNgQGMAsTE5ZXc0y0FlI8NPBJDWpkDYbAAK1swDUROmV3GGGAtaD1GorB0YRrEK7WpONDqmw4tLDp9xihOxA2UuQ9Om3QrT1ByI8P7IHaNJOAyaf25srGyt1UeLbp9TgsGeCpCin/j0c/+m22+CvvIMNTH+LhzjOcSdbCi85HYpekti+DwC/PhpiJD3/YRbNpmUW2DYnFW7UmZjHxiLrFi6eF3K1SJxsOH9kT29oLUDFx+CSG9D777LNrgWChwYYvtLNvEmSbDxXX3gH46M95WgzjFQsTmbaxcUe3APAEgbwJUv1q65MfpdVqZz6xjwaORz/6606OPrwmX/3CI6gOKdhQDzGwOXokvuJUW35wD9Nq8T3EP65cXdDV5QAEcnytVp34CvirLWxCXTMO6aQWKF6NeMMb3rDea6+WH/iP80ffmTzxX20f2NFmmH3wTSy1uQ0xHMAjrdaj1tpc7Dy+q1/I68tSGwC+0ak9xHcW364h/UysHRZY2ONzHbOBf+xMHQanLC8F+K5TefUH8v6Cgjuo7tA5KHPtqZfNdkV8tUG1Yl5dvtFSm36cv9pxcoCin1j0uWbVwTji8EgdPILPVu0YnaKXf8YwvuMzBtqg2/A7qLDA0//pEz/Xl0MfGxv84ic2Xgtgz6uErlm+ANfybEK1nbHDQaXrii1156+7d/zglPjQLS9eUv6xY4x1aG2jxZ4xwYERfnWkk7yxVlt6tFpcjSf6pWvrYz/2Yw+LZvrwk5V3YOewjk9k9RkbGH3cky945el3R9PdcxtX44XYoBlrPaHhOnboy3915vf0WWOImLLj1SzfkfKdHvXnC/3qPKm6K1frbjk/HVy61rzjLw50AfrE3+GKeKsXPXTQX7u/0IcmRQPyeIF8tTbcx/njFxADf7ELv9c1q3Vto51sl3/oYlEtnPmsdr52ilC7TiM/PqENTvzU1UG+uqPpW+LrYNT16akRfo9M3bdRu4wH0DHA19r0weERL/1Af5t2VCcfqR4+fQuv+cWcbrxxoMG//4+9+4y2LLkOOn7+80kLYxBZ5DFRJCOiyIwwOdpEEwwyGScEJoPBJpicMRkjMiaKZLItkzE5ZxDJ5Jw+sJbg/qp6v3f6qcNIM6Pp7rl39e6q2rl25Trn3qf/6BdwLkuNv/GPPLuT0iH/YqFaccfPB2uzOFnb9XOxMce89a1vXb9lhCa2bPJh7MG5mHDhSo7fDo3i7VJODNjQl+gYOeuwCw521Mubq2Ll4KiPVMRufFyFy38jf8muf8p8GJ+MDfOFeLpcoF/8vMXr9zusKepr/GgX8vY2+MTbxae5m698prtav7dSHcYaw8aiecdYVc/hpZssf8jKi8vExFewxUg/MO7e8Y53HH5s2ZxIr/jqK/KgdhzkB+ilX7lah3d2XnjhhcOlsLlV/M1VDuzq6GKWXvlqrQ1smX/o478ynXhAtcYvW+qFz5g1Z+PVj+mUPy4fF1HkLtnDg0Ry/MADatutls/4RhadfgAPate9dgo3UB3mT3us6rDfnJh6m0ObumTR//jB/7HBZrX61vhLbyVZsZHhCzl5fHTpoy6cq8Pv9rngEAf2q8NDFJe1ZIA2hqsOvPqYvueBKLxYaju8/JQCtq2dfGZXv5UCfNXyU12s3eZuDy60ORszb3gLV7+vXbdq1ZuNK1wj8CRE4HqZ8iS0wqvoQ7V+3dvEBrz+50DgIOFJrwO6JxAuWmykbZhtErhcHV6TtMA7ZMCZFD2tcZmC3yJoY0OPydKEbcEDJlibQDfvLhRsCmx8pMo29G62bRIr6teiuDKX/9iq1iGLLmAC9t1hT3QsvHhmkq/9Z9rQLFQWMHT1NulX68mDhcbm3MbXX7vgE7A58dTJExoy1ZrQybqE8oTSn2C0YIHj8sEnD1xIeVrl9zTYBeLg6wwOkQ58yhexVSd0mzJv9djkib128Rs0Dgu+R4yfbrzq7uJF7GwW8NLrCbFLEBtNTxKqm00AW5XkBvis4JCrHT2V4yP72vRd73rX4Wk6HnalfNAH+OYtG7jaesXHYu6HGdXRIQcd1OaRB+pTrXZWF699Ogh6BdXB0ZMbBzgHRwc8dsHxkA/bDh8uBGwYscHVjoHNJJ8dYulBwwOnjvxW1reqtfDbQKuLfl+tNzP0MT7qM/qX/mID4G0A7UGfV8Lpqi3j1WJ9RpwHzwegPMC2NqkdK19TYw/f2972tmFbfQZOm4ijg7OveDhci5mxqE8Yi9rV22a1fbEZsgH3xNObKPhclunvLq9s+PR7uhlkx+WfvuFtsOo9+lRtf2unZGrnqxVLNm2cbWD55xJP//KXHKYtqqXbUzR+2LSr//iBT335ZgyQV2dP9rSD+cSTLU+7vK5fu878EVvzknamh04g3nD6hwtOMeOfuIilPz8qNg46+Oki73LERYpLY0/bjEN+6wd8qm2bvy4d9Gd1NrZc0Bqf6kHnGeDYgMZd+6EAABAASURBVNOX9DFP+bWXyzV90gWZ9vbVRpt//gPzmfnOQc9Fn7FsLuC/tjWWtCHd7Ngso3lryNsXYuhps8MWfjx4q4Nu9sUIj/jgdxi0KeaPSyMyfBEjsXQYwyOmfKFb/fkpBjbvddtX2AO1cXRV669nmd/Mc9rZmkWvSwV9nH9snmXZA3TY1PMNHfB15unatibu6PLAeNGuLnO8hVSt/oyGD8izra1dLBjrDqRDEwdt7/CoH579qG17eNH5q9+z7ZJKH9P/xNw8ab1805vedPiLbx5GsE0OiIM5UL/lV93qp5Nt49lcaa1nF1Rr7Mmbb13MWsNcxFmX6UKTVusNUYceY9DbBHTqbx/2YR+21gzjwIGczIA3jOjUdvQMnv/qisau+qPhAfJAHhizDndiox76rvnRGiom1i4/LKqu+MkCdsjaL7jEdfFizfG7MN6mMabZJodXSg7Ya/jLMPoeGWPAwydf7xq+2rHmk/lr8HxQP+uIdqEPTgq8dWF+ML6MKXOROcTFrLUDr3FuXbFHMN+JNX3mNBdX+jl5Ns++26ORsWa5tHG54nK9WuuIed1+57h8yKr/JbvelDDWjVNziTbjl9gZh8YCv6qlh5x1xFzAft32JzG3vzIu5hBfHfzVhvDmUIdxbeHrLi5j+QPos94el4/5z1i+ZNc/fb5a+zOI8QkPWXOevav1Ryyqteeg06War+SZT80r6nBcPnTwuTq05ewP6GMP/cK2LkTM0WKqzKbU2zPmjFl3qzVnGJvGinGhrtYMMVDW/i4UtDMb9OpjbNIJxu7MXS7IB6c+fJbilepz6uitaP3Rft9cYo6yr/Smkv4ltvaY5gdy4uFNV2uA9crbLca59qVHykd2zvaNOX2S3x44sW9OxAPUhZzLM31IfOydrA36l3nLgyFfOa8dMzaucI3AkxSB554kZ66+vP8jYJI0sUktGiY6C5ZNIvC02kTnqYiFz2vsJkD8vDWpupmubjZdJkc36vAOkvQ4gDhsk0Unb5Kn2w23BcSmwMHSwceBAB8bj4PRRR9eC6tDOx1w6lX7EGPRtlFwwYOG/wz8U7Z4WfwsuDamwCbTQW54yFso+emplPjMzXtFzYpJtRZ1hxQxcVBAJCflv80YW55K0F9bBs3li/q4pHBZ42IFbuTpqB1/bWlzbfOCV1xHn42mDR+f4cjdhdp2B+9A7uCmHenzZwo9yUKvbZMfo89BxIUZOoAfOl9sQvQDNG2PLi8F8vgdNB08bC5cojg4+rqCDbzLGJtkTy/wPwroshF1WCQ7NshUh0swPs9GskI6bKi1t40EhLaW0qettZUnO+pgzOhj6J4Y618OGzaAXhGGt7G36ZQH9FWHp5o2wHCgWhss+fFVmyrzhZxND5r6sAuHXq1+ds6Lo6+j2MQYW8aiTbBNb21bZ3lf9bMZs1l2YeTpI1viZ9OtvvTDmQu0p76on8LXHmd8VcZ3TuXZg69t39M/m1v9yybS0yny6kZv7XoZPy6SbC7pAZXkBvBro6mzcaDvqLNNK7v0EsALvFpMRjzVz9scfKyt21sf5kGxE0MHM4dYeHx0VusgSS9dNqv49V1xdMiFx0sGnzrySZ3w2Zw7iOLjR237fAS142X82zjT4emh9nKY0Ub6JvwAW2T1oTe/+c3rKzyeIk+cq4OcAz1/+Me2S2486mvuczCzBtAjfvjoZgcOzZgRb3OFjbM+b67Dj4/eyT///PPrL2bQzY5689NYcCjUb9kg9yjAo48a49YP+tj2tHX8wzMxpcuc4vKUvfFH3ZX54cDijcZ3v/vd2G+AntptIG/sskuOPHvsEECv1oHyuHz0R/zmh+Gd/uywLjYjK1+77UcP3Rc168CHLubWN+PUuNG/yeOz1loD5OHU0Rylzta96mZdOus0jvUtc6I6obFPlk15c5j+zHdlNvANf22/tZ+5xBzIP2PBhak1lT9kyQFzpIOZy+7avsFX6w0kNH3LQxx+1LaBh91qzXt00u0BDBl912WCeQqvix3jWEzwwo08vepiTnfJZf52Kedyls7avpAlQ1aeT9rBZY++b5zo89qYHJ10s+drfvq6PNnaOu0bXBrQWbsubJBTFwdRdXHwtwbSi5cOaXX4GsbM8cbzzKEuwPlHH/6xTc5eyJt32seFgj0Pv9GMQfsFMiOrLvLmLPsc4027usiz5p/94nvt+mkL9auoXm1FD1/sNfUn+x622cCkzfRF7WA/KHb2iWgjK+9yQmr+MybYVR498mDweMibJ8VdPdVHPfkjRddOLvn4AU8HnXyUd9DXn+kFaKA6zEf2a2KCF15qvYDXHsr0sjc6zenWKmuB9dD4Qa8dx+rQf7ULWUAPkLc3tS/xkFCZLOCfFJ+8dvI1UDh10Mf5qC9L9QNrBR0uE+HIoNvXu2iyF7X2Tz/jk7mbTnaq1c7K1mt9wAWJdq79ALda8yOf2MAr1cddwGh7l4zawryBxid8x+Ujf0mu/64ReCIi8NwT4cXViVctAjMxVcsHZZOpicskb6JTtsCYvKaMGc4kK8VLFr725C8/QK5ak+dx+pAhz568g361No21fToe8yFHB//owc4vKRh8tQ6qdX+Kh45J6eKvhXf0TP3wVWszSi8e/GTZxmfziUZH7TrIw+GRAjLVWnTQR5ZNC9fQlQHbcAPVytZO6cYjhvL8ciFRm04HASk+NpUfBNXyiw68dMrTWy0R5WrFFJ5edahWfDDhAXWLg1d/MrV1wZ2hWq8k00leOnR+V8u/wT0sJQvYYrNafZCfx+VTXf4/li58tct41Ztd+OPyEYNLsuqGVttHvPAALxp7+JX5i1atWKGj2cSRZWP8GT7pWVYeHzmb6+rwpgFdeB8Eteuij5Kt1rg6y0yeH8flI+U7frbk4S6kVW9lvpADaPjQa9vDQx5ftd7cqVbcj8uHzCVZ+mrTlfFLyfJZTGrrlGevWges2nj88HQCebLwgC6pNkCT0sXH2jocUow3hzo8xi+Z8Uee7tq2R+ek6AP4yLED5NEmj64M+EDH4OSr1RfRBk9WmQyQH738Vh+8fD8uDOiXZP0747XT1A2RXnR56dl+7bqeeeitsK9+LENOWh3WCT7wZ9pAysfqpv3pAeqAX1qbfrZ3vIhPbX/4wRYRupVr09hQRgNswEnZhpu6i5FytdpBfqBafZZ+fGTl1Zf88N1N2cE3eLzVFFcsa5f5Obz018ZjRuM3OpvntkSHJ4MHr7IUb7Xeupw8PjKgdr3wksFDBx44PPDS2v6gow2c6XBkrT1kQG05NGWARyo+8FJ6a/OiiRU8n9gA8rV58OMDo0M6gBetNj+bgBwe+mrT8OlD1ZonybJ9XD768PgiJU+PNqDnwnLTN5TxwAHl2uMJf217gx8eOuXZlUeX5xNb1c0YOi4f9EuyfJUnU611U5kc+XqwPT7OxTF+uuAmzyaAHxwbxrl6wCuTkWdLWb52n0Kr28MzGl34xFb8ldnBK08P/cYYqNs6kSeD30WZ8md8xmdI1nhFW4XLf3jou2RvYiJf2x8+KKsPX2rHiZyyFI+Untp+oLEzqTw/8dEnX1sXudGhfmjK+GrzqCscXnj1p1PbKLNDln48tftSbXk8+Ec3fvrg8aPpv8psoVdrXfZGijdR8LFBhzerXLDpPy7cyJNRxsMPUK05ZfB4hpctPFI49tmo7TMZNFAbN/xw4z9Z+do8aOzQBZSvcI3AkxCB554EJ64+vLoRMClVa1Nn4jKBmchNnBYadB6a7NBMZsoD8HinjH/K9Jmgq7WgWSjQ4cnVXtjIoo3cebJFexxUazHFR4+0WhscdpTZla/u24Ac9z5osnzDC+CULUK19cHXrb3aCxNe8aHjnMcPD8RVCodnfIVTrm2DPXoqyQIyYg8gqtVmdWufr+fY0Qnwk5fWjjmbyo8C7UEeb207+KubjV11E3v8eI/LR90mrw+gSS+k9/hXtzoQ+Qrk1Umd+aEsNspDr6AfCuODuFjUMfJl9NGDhx358Xvok5JHr1t7aHB0An6Rl2eDTrrh8KEPTZ587bEhLz5k8JAD+OCkfozN74Gg+y61dIB+oCwF9NVub3g6+MWWMh642nWq1phBG5voU8YPL+VbtcaS/HH54EW7ZFf/kEcbe/B44EB10AfQxAldHg3I8xm/3xDQDvjpBuj42DiX4c666KYDn7w3nLwh4amvPuWpH3k0OtnAKwVo5NGMYykcO+c8XjgpIAPgwJlXXhvhYwvf2Efjv/qyM3zw+PHyGx1OWYoXyI89eTKAHXT86PJwYGyzOzGXJ6csj58sfvKDU2YHHx5l6fh35oVTNh7pUrfhldJDXvoooAM/m8PHH7LwUjxAHfAMnQ9w+ODwwIkBfWiDJ4cPD53ijs5/vOh4pejSu6DPkMcHJq/+7A6OHB30yw+wD688slOmQx4e3zmFhyM3vuKHY3Pw7CkPTRmIB7y8+tInD8iyJaVPqiwP8AI4QIYuNHn87OHhGxpAxz94NDj88NIBPPL0oQHxlJKbvD4Gh48NeSBPHowuOLJ8g9feUmV68JGF4xcgAw+HJg9PD5xUWR7g4Zs8EGc4fGT5iQ4HlPFJ2ZKSgRv/8KHBoZ910QmPjia1v4MD6IAOesnCAzgp//EAeXjxQOPr4OlHk6LRhV8enm388uTxkVXGK0UHeIHY4/P7KFJvO3jTypsY+OnHxwb/8cAPTn5s0IsfDp1ucuhoyujKk1fGQ6+8VJk8Pcrw5OH4oIwH4FE3eXQp+uTR4aYtJ2Ufniwe/PJSeDh6Bsc+PDqa/Ogan7x9BS9+3oDxNoi3zL2R4g0xNF+3VH8y6kYXO/wBaJPKo5sf4MiPjDyf4MnjldIrxSeFVwf85z6BBgfYwD8p3BWuEXgSInC9THkSWuFV9sHExAWTlAkYzCJrghu6yRCPdPjRTJQz4eEH6Gjw6CMjhUcfGFsmfPzk+TD0F5PSSdYEPRMyOXggz/aZBgfISfGxLY9PWX2VAZ+U4ZXxwikDeiZlSxkfHD55dSVHDxg7eNUfD7oUTkp+gF7xJEce4IHHM3bkATqbeOgTH3k6pI8DOsjRA5QnhSc//sIrs4GPj3jg+cc3dtEAOXQydwGdnBSNPFkyQBkNoD8M6ECzOLMlxlI4OoA8PWe/2YADw4OP7Lvf/e51UaAMxoY8H9Vbnqw6y8MpoyvTTy+gE+5MHzl4G5Th9z12ed8lJos+QB4oSwF7UvUmR4a98RkNjgybeNDgpfzWf9DgAHnpxFQejg66lOXhJk8XHP100sc3KTxesmjSKaMBctLXve5167KH3gG8gBwcPimAU2afbjh5be2vUPiBUjx+98BXPNDwkcGjTLeULDwQEzigzL+hw9GhTHbo8nDK0ilrGzhyo2docGj4xQteeeLGR2V0tJFXlh/AQ5eylH9w+KRiAH8GeIAXnn7pyExKVp5/49fYGX59hS689ADlqTtZOsjhQZtU/lEwNiclB+hjny0wOsYU00v7AAAQAElEQVQmHB6AH50O9UUbXybGynjoNCbx0KWMNjrw0CkF8Mr6zJTh2BpZuuTR7wLdQ8cjTx5MmX556ZlfmY/SaYPRzz4dymTwKEvPdRaPwcuzwweAV0qHvFT5Lj8aPFk0KZtwgF7+wKOf+eHpxSNFl448XmWydA0eTnnw08foo0OKV3yMffGhC+BFowMfPUAenozfIVPGwwaclG44QEZKRgrOeWWxJsMmfjB68PIHyKPJo5MVEzg0ZXhw5kHDw8akePGgydNDDuBRhleWwknJwAH6yA8vHng88sN/juvgyaKTFzd5suhAefTgBYP3Rie6y0lfc4NHJy9Fm5T+ycPjgQP0Azg0fsrTp13JKaNJ8ZJTxqMsj08M7uLIAO0rxQ9GN1llgK5MhxQPvPwAGhx7k8KhK0vRpECev8MDh4+vHhz4vRNfs/L7VX4/xe//+K0aX2H118F8tQovPeTokdJz1st3gDZtaX7EAz91IS8Ph5duOPrultlEwyuPZwAvGl2Du6bXCLzaEbheprzaLfAE2Dcxmfi4YuIC8vAmM6kywKdsQlMGFosp4yePDwx+ZJThAd6ZEOmgCw7QQQbuUYBnAJ8JWmoyZwuNPilbAB1NCvgihQPycGDyUj5JB08vHN8nj04He/JjD/0shzY88GTg5OmUB3iA/F0YPPtodAA60OTH/nEc6wJg4oMfj/RRgIc/UnzqIQX0S9HZVMaHR4omBXAADvBZmYzygwANj7ZEP+uRZxP+UTA8s1HFe1eWHTj1QJ+Ysa08OqRwgE9SgEd9Ro6uydOpfAb88FLA/jklO3rJOYTh8UTO7zl4O8P3ieHIPQzQ+YxOj7L8pGhswQE+sTt4fOSGZrMpDy8VU7zKYHjRAJz0Lp6MeKkP+2ziHTyZATh5PJPHC0cvkB8cfXDKYGT4Do+XLuPgcz7nc9ZfBhJPv5Xgawl4yOETDykYHDqdYGyh0zk4KT74SdGB8sDoxEeXFA+7eJTPPIODx0NGPZTR8JIf+/IDeIYuD8hL4SePH44+KZCnUx6vPP7Jw+ORjjz/lPGi6SvK2h0PWSk6QBvAD6b8qJTs2JIq4ycvzx5bYHDobMPJ4wPyZ8CjPCn9xj2cQwN5cmB4xGXy7OGV8mPy+OXx0TEpvgE4PMryIwNHBh5OHrALhy7WcPIAn3T6irx6nMtswI8eOvgMTx7QryzFe7YxOClAp4uc/PAObXDw+M5lPOTQ5MUdXR7IG898waM8eLxn/F26MjoZ9fPbOuYhB0s0dtH4hE9K59DI+OqDg7xDKBp+9gH+0UEekBk+euD4P3JiLQ+HDpTpkgfK5OTZkbID5Ef/0MgCdO2Mhw44PPL0Af4NDn544cjjgVMmjwfADU35DHiV6Z760QWHJi9VBvKAToAOLy9VRgd8gDcG2Qd40KRDJ4MPDo0v8viB/PDKj59kJp7w2oU8IIcuVQZ4BuDpBPLo4s8XgI9ueTzo+ODPeTzKAA2wKx2g4y5uaFL1pXt42KNXfdD9yKzfTsFnDWTLWPA7OH4/jNwAfnRleXrpglOWovGJ/mkbZXx40MUCL4CjR6oM8CjDKwM4AK8sVR69yle4RuDVjsD1MuXVboFX2b7JCZi8xhVlmy0TFpx06FJlgGaCNkFOXmpyluKV0jf88vBAfiZEOky8+OmUVpJHQu2vJVTrqyZ0EjCZSyvJorEFINga3vFlyuhwAJ8UDh3U1ikPRicevoPqxiYd1brMmNgMD/nRbxGa/HH51NZRXUrHeiKPH0BU62s+YqcMyAN5fPLSKU869pVfDNT2AS99QB6oHzvy1apnbd/gq/X93NrpcfnwmQ+X7Hv8oxsMwSZHmR04ctWyczzmwz5+svLYpbXrAw9XrfZiR3viITdl6eDw619weJTVh5x8tb76Qrf2rq27Oh72oQs/Oj3Vau/q5jdC2EDnh9SGXvooqG2zWvXjLzvs0cMWeWUpOOOV1UGqHaRnXvLK9FbIy282VuHyH9qU6ZaXmmOkyhe21Z5TR2WATv/k6ZInU606oQ+eP7VjB08eL9+rw6axWt/1pqdafROfMl4p2Up22aAfDd/A2IIH8HDS2rLyS8m9/6qlr7aP5JDIiTO7gByaPDr7tWXg0MigKZ9TstWaGwZPfvLDP/Lwkx8+OoavWm1THT5o+NFr4/hzLuMD1aqvPPq079kOfcro8rVllMk9CoZ/eJXx19bBnnkVDg0fX5XlATyQVy++1O4X8mgjY9yTVR6aMllAXhmtWmOhWl9xHRx9eGrT6QLwtf1WxkOnlF64gWq1ifJx+aBX97U5WUCvtLpw7n9TD3gYevg3euDETkoeyOOrVpvih6skyzZ9w0uXPByols/HvU/tGLODjhdp8tK6X3ftMpnhrZY/yoCcFPBXSrc8QDfWXFLDy+sj8mj4+S4vVVZXeaCMRg5+dFZr3qfnOH3GV3yDNh/RUS0UXXCrcPkPja26pV/Q69/oYQdADk4ekAXoaIDO8UUeH4Cr++2gV6u9yKpntep3XD7o8FI0aW0d8Oxe2Fa/l4pvtdqpblN8+Ks1VujCz3cpoBsfwIuGj050OGm11kp0ZfxS8rXHoDJZOIBXSocUXVsoy0u1S6V4A3irVR/5IdBNJzjjxxd8dFYrlmceeYB+XD619V+ya43il/zQ6Zw8OeWhi412HRl0PqFL+ale5NGkg8NTuz3kB6qVxSdDrlrjvjaND/QOXXn4q9XG1Yobm3TgBZVk6SNDduhS/LV5lMESuP53jcATEIHrZcrL3AhPm7pqLZgmJnBcPtXNX6a4FNfkNrSZnAdvYpZHlzfhmcRNhPJotSfRyUvRauNNnHBkRo+yvPRxQI4+/LUnWzKDgz+X5atVb7arNbnjq475KNOtTFe1+Cqomzw+CKkYAPwAfnSgiw0cHincpLMIkTvj0UF1Y1MZnHUrkyNft7wV0pKVqdZCju94zKda7Y+NblDd6IK/6wMc3fD4lSvJsju4icEinP6rbvTTU7uMn6wUu7z0UYAHP1+Gb3SiDR4OvXZ9lclVNxsAdDg0+eq++hyXj/40dLq193nMoF/YVkzZn3y1+uPgpLVtz8GHPqCfsOEwcDzgQ3bQ1cril+E/HbV1w4G6nw+OTLXqKD96637Z4/Kh95LcxIoNZXJiUFs/nBjUnmPQ4MDol9a2Qb5am0k87MDRj2/yg4fDV60+pIwXH7yvCdX+DZmJqzhOG9GDr7ZN8sp0AHoGBw+q1XbH5YN+Sda/yZ/5z3lMo1N+YlEpLp3VzQGBLP5q0Y57n2rV9V7xJsFLplptOPnq8FGWjp/yU3+42nzweIE8kK9u7JKDGxp5+Uqy+nvd5vEjDN+U4cD0EfkXC6Nr0tp9yHjhGzw74kJndeO/Mh5pJVkxww8/MghTRlNGqy2jjI7G3pSlcFKAR1qttqRDneGlyvJS5ckrg+PyoV9eeimusacsX6261Y5BBb2ALhl6a+PJ8e9MwzNlabV0Dv7MX93U47h8xqdLdslUsgvoWpnLf3RcksXDH/m7QBf/gDy+2vpqp2ed5KdMRpmMPKiWr8flY9ybB6aPzBhkp7buC9vqC3Si8xnd103og5OygRefdGDKZx7ytfWj04GfP9La7SZ/pivXlpMH6HTLA2XpQLXqW92Mw2r1l+PeZ3wfP+6hV1Kt+h+XD92gutEpHnWrb3xRx+PykYpvdTOP1+anCz8eKYC7iN38q9v6Dl1KJ6a6pd/1v1p9Cx8bdI+/FfQC+mqX6aidh8cgPrVxyrXz9NWuS7XiNG14XD61aZfsihcf6KyNl0cD8tXiY++495HnM79GHmny6LX9ga/WwwJ4MnCAr1IgduTRRzf7aAC9ts6Rq12uncKzQY4ucgPKtfnox4dWrT4oT642j/IAPBnl2vRqxeU4fWrTTqhr9hqBVy0Czx3H8aoZvxp+ciJQ3Sw6d70yuVULbfJdmct/8Jdk/atNP+PO+dr0xXz5b2jVWoCOe5+65avb/D3yQxP66n7+wdXGT5mS2jiTtkXhjLMQnMvyZKUPgqHV1okHDsgP1C19cHjYq242N3BDry0zPg7+XB55NPmRl4d7GAzfw+iDH77qoX0EbyVZcJaBmLJ83fIpPwrOcvjqVrZu82gPgnpPntFZt7TB0SEP5EHd8imfacp1S9ef7tLPY2byeGrLydMDauPq/lR70127n5xlyJ2htuwZ9yD+ejTfyFRrI1O3/PX4/HH5nHVciuufy4uVufffXZ7auqtld+quPwP8Nme16ce9D3xt2Xuom/6KNjipzaK0Nv+U4QYm3sq1+eipnYcHdVtGhwOTr91mfK/NO/7jq02XfxBMnxGHocuDKUtr65YfqFtc3ebRa5fHT7iBu7jqJpZ4Ksl9MDLVarfj3oefQ4OSh5u8FNStTrGHA8MrPyB+k5dWNzbpP+59auusbujHQz4jN+mw1dbxsPJdfG1+eqr74naXd8pSda5u1sPq8Dn3m4mFlH70SWvzw52hbvHkapdH7kG8fIGvzVuPTvGe4UG6h15b15QnHZsjWw/nE5ORk9bmnfrdpY/u4R0bM7bgzzxDhx9d1ToIsjG81c26PTgy4CynDIbnrL+27+hnf2rja6fo4CyrXLf06j36W4VtwVm2bvHj12K6/Fe3tLo/X7flC+vNv7ofP7YmxXi2U934Ojx1i8N/F2rTqxtS3eZvkA/IsFHvyVuPxplrxm/5Ua0f1JatnaJNG9bG1U7R+CAFdYvXV+iDB2e+sX0XPzxnOp7aes/46j1iPfJk2K5kF5/yKlz+q42/ZNe/kZOODflFvPff3fLwId+lwdX9NuBAvXd4Mld4ryJwZX6ZInC9THmZAnlV83RGwCJWe0M0C4jJ/vx04ZWsGfvsWaRrLxyTR2NbWq0n1Mr8rNbGDo08HJhFi//w+K/w9Eegdt9Qk7rNKz/roF+ro/4M5PXzwSs/qcDHGc98l4fjv7GrXN1sYKtVFXgZvECevBTA1eZVflJh/JSOj/LVzSF08I9KyaCb16QTP/lnHVz0TX+o3ebVmv9fTN3FbuTlX4zMk8LDX/3e1xb4JD845YGpX+246B/TV4bnfU3ZJEuffO024IcxXLvMR7hq9W285K7wdEegdvuqhX6ljfW3usWjva+gD+kr9AJ64KTvbxj79fLU7ZXx/6r1GoEnLwLXy5Qnr02uHr0fI2ARs3BV68mlRfK4fDxdmIXlUnzF/o19izQ/GJLnx9CkNnLjU91u1tDI1MbJ04NXqnyFawSe1ggYg/q4VB30aXlpPR0bvhnP/Jev7bd6KRvraLXxxvrgq3XRgq7eUvyV7BMPtf2s1uH/3G61aY+qhDrX5pM3r0npEb9HyT5LNP1h6q1e+siLrT858uTI6D/yteMq/6RC7YcILpT4qN3VR37qIa9+YiI/ddRXlF8KsDfy9LE9UK09w/DwsW5jiu+4fp76COhP2lI7S6v19pj88WI/j+CjH1lau//oz+zBv9KgHgO1JZ6z6gAAEABJREFU7Su/0nav+q8ReJYicL1MeZZa81qX9zkCs3jMAjbl91nheyFoEWWvWk+0iFpMzzgbOXhPv2waa//uA5xNpR8jpUdZSlaqfIWnOwLa8m4NHoS7y/MslOu2n6vP9Gnp0xQD43nmlkmN28kb1+qnTjPWa29s8cHXjgVdeOGlTzJM/Sbl6+QnhXsYDI/41J4fq3WIfRrqf7wMHzHww8lU6fdSfeTF1B8PGToG9B94fYquJw34NcA3dbXmwSmrj1Q91OkuHm548L0UGD3iZY2t+8ck3bUvfOTZxlubD+5phavfx2HeEYfabVy7XfW52nn0lwP0G3rpkp++p/xKgj4Laq8vbFXr8lv+CtcIXCPw+AhcL1MeH6Mrx2sgAhax+esiFrLq5onwK1l9ixiwWWSHbb7I160Pg/djeRZZPLUXPGW/QwFHjr7q5mIG7grXCDyNEdDvHab0bXlQrY1e9dRUid/GqXpM6jCoAtX6qxdotTe08vjQ8dXezHv6TVf1fpmf2H8pMHUwJ6kTkKdzaPIPAzwONNViOcuLy0I+4/+JgXlfNdVfPMTwxdQfDxmy9ADl6onsP2ffKm6vdcwcUN34rP6I6lPJoq2vwg6NrkV4if8Zb+JojZWnV1lKNRz/5AGatLZf8ld4OiOgXbWvMSf/ctdi+hC9+k3tPiMP90qDevFB3ex/Z30xhoytV9r+Vf81As9KBK6XKc9KS17r8T5HYBYNaXXzCqdF9HiFP2xazKRMsVl7QVUG1Xv4VN38Mj4Zi1+1Np6jq+7Xc1w/T2UE9A+OS8Hkpc866Mv6t3raYAJ9XflpAn67MK09JrWjeoG6xcHb0NbGkZl6jg5PyMVAbIb2JKfqxN9qHXjl4V6Mz7VlzvzqTceLkX/yeR7vobqDal0W6AfKj5e85RAzJXGr1ps9dAwcT8inus+T8XeQtenqY+zwH4+0WvUaWm3e4yV+xJsKNuiWZ/tsVx4e/Txm4e4CPXdx1/KjIyBm4NFcLz9VO9OqXSfPj3p5+lZ1s49jZ/qRPDvSVxLUix1Qu07T319Ju1fd1wg8axG4XqY8ay16rc97HQGbn6/6Vb/q8bk+1+damzGLZrUuMI73w+f7fb/vt/6U3S/9pb/08PTLwmZRBcx7YgBn4au94MF/ns/zeQ5/ntFThbrFo6kDGfkrPN0RmHbUH4DaSAev/KzCn//zf3718c/9uT/3qqJ+bRyAp6H+dfumyWxS+c1/880HfuAH3lwwwNUex+cnhuqsvavjAz7gA44v8kW+yPGf//N/vm8Tfrw/P++FLb5XhzcrtCGQr9bbRY9T9a2/9bde7f93/+7fXfxiRKf0cbLPCl3bT9/5wl/4C681QlkcHldHPLX7FF5l+qTVunyH1yelTwrwh5/aWfp//s//Wb7Cj49iUK3xA2cd/6AP+qBDH7MmqiP8SwU26a5ti09f8St+xTUWq7VnwDNfxaoOHzJ8R1O+wvsWAfE7w/um5X2T0o8+/+f//KutXXLTUq25iE/KLxX0Y/O9vqJv6bd0w71U3Y+T/1W/6let8fKNv/E3XntQtsnwgw/yV7hG4BqBx0fgucezXDmuEXh2I2DBsGB62mvxsgGyuL2/amzxYpcfbFtQ2baYAfk5fKDDgZFz0YKn9hOO2hs5PLXz6Fd4eiOgb5y9VwZn3LOaNy71+zmoGJv6/ntb31eT3/xSrUMf36vljrGrftpSvYx9eUQb92odINFqy5D/n//zfx4AHu+TDOPjtKF2lOezOUr6KPgf/+N/rLcxzrGhU5zAo2SfBZo6qq+6yOsz4qcfvJj4nWXJ/Yf/8B/WxZY15V/+y39J7epjMvRL35/wIJvaWv3A9/pe3+v4pt/0mx7/4l/8i0PfqdtxwE+81Rpb6opnLl6U8bwUGP3GsDxdfBZLbaEM2Ppbf+tvLT/wDk4d8CsPVJO9po+JgJgDMQSPYX/ZydrPHK2ttTkD/DD26uVpRzb0n3/6T//peqCn//zX//pf1zhl75UE9QLGzfjBnjrWy1M/+q5wjcCzHoHrZcqz3sLvRf1MoGd2ZQsZnLwUDG5SOBOx9IxTBmfZyU+KPgAHpjy6JoUf+qRwYOyf82eecx4PGL1ok7eQocFJB4Y+ZXSgfDcd3OCVwd0yny2iFjJ0NmaRlocD5MDZN3xw6AA/XYOr24VwcPgmPyncAB1AeVL5M+/D8vhGRr2U8YLJS4fnjJ88+gAcOJdH7+AmxTcwuLu86GjsD00eHqCdYXgGhwco36WNHjTwIDr8AP7JT0o3mPK73/3uya50ZH75L//lx6/5Nb9mvTXFzshIwWK+/HfOj+wFvf6hDe5uimFw+JTB5IcGBwbPl3NZ/i4v3F1+uDPfXXrtfgwP8Ovn0jM8yP7wSwfInPNTlo6Ou/nxb1J0OqTgnFceGLx0ZPmuPDy168d2tQ5jw3vmG358xv5ZDz4wPCN/t+wwMHyT4pEHkz+n5/zwwI2NSc809HOZz+auwcnD3eVTBviAvIOMdMryA9Vk15NihTPfOc/PcxkvOOPEZ3Djn/KDYOQmPfOcbckPbXilYPBnnsHdtY8f1K5ztfoKHBk6gDyY/KRw4v6//tf/unmj6T/+x/94o6P2xR0+MHKTPsgffAPjh/LInHHn/JleEbmB4auWb7/jd/yO48/+2T97/Ot//a+P173udTd80/+NBUhyleyCus1DoEsH7tYHftpfHuChf/Dy9NR+cIEHwEkdgKUADsiTk0556g8HBi8/tuTB0CaFO/PAn/VNflL8k8erPDD4KZ/pk59ULIZv0qFN+axv+M88Z79HRooHyIPJ0yd2Lsd+8S/+xcdv+k2/6YEXf/jIgcmPjrspnsEN7/iKBoYurW7ePNLnjsunWvMN+qV4X175rj644T2nk/cwTT1dkLvYqA5jE54swDv+KgNlePm7AA8Gf87DjewZP/VDr/vHD9wVrhG4RuDhEbhepjw8Nq8ZykysdbtJsCBUayGZvIn+uHxM/JdkbXakJn0TMT1DIzMTdd1OzLOg1l6QyJPDX7d88KOrNh4fPL21ccqAffjJS+u2PsojPyn9db8efGB0yePHKw8vDtWqP1qFtMorc++/ai3+eMjV5lPGwmcpqO0rPrE42xs6OXCXZ3DwtW2SUQZ1a7dai39tHDp7+NkE9CkD9GrVY/LwZKqlSxk899xzi0+98MLV5qnbFP5MVwZ0StmvVjyHD55eKcAzaW3eCmoBXjwjX60n3OqHxpZ8tewQwg8vj0cKzjrQh6bfkxk9eAE6GTB0eLL6P354OCmoVuzOMvJ46MMj/yN+xI84fsgP+SEr7g5HteVq14N+fGdgj206QLXGNf1ok+I5Lp/BwV+Ky69KdsnNAReiNp6P+Gv7ww49UnyTVst3/PBk8LEtX63D3pmOr7Yd+YHaOHXGP/Lo9NWmT7627Wq1+dknMnTAAXlydPLvnOKtJKsutfN4IMlJa+PJA7jhYUMZ4Gevui/W1fJzZKT0kJXWLX/t/PDQC8QGr/z0F/kB9GrVg2ztfLVYBqfALl/l6USTB9XyHQ+oXUZTt5FTRocjX93YRhtcbft8hmcPyINqjWd5gEb2DLV1sI1eu4yHDKiNk+eTtFqXlcfpQ4ci30FtudqpNQEd39mW/OClbFerXemBGx55c4r07AudcMM3KRx9AA7A4Z/8pLXj9WW+zJc5/uE//IfrTY+v/JW/8mqzMw9d/BqcVJk/fJNnAwyvfO12RB+Z2rihDz/64KR3oXZ88JEBd3mUqzVXyAN9WVqteo2ceFSrn6kDHvWR4gHy09fUQXl4+KGMr7YeFzvocOhsv+Utb1mxdfFDR3XTj8aH4/LBT+6SXf9q61TgA1l5PNWqS3XT3/Gg4avWnMz+cfnQDS+9FJesvDm7ti6yaPCTV64k90HtrymqK4J6SNmorU+eHvqGhh9vteIOz2/pjBV5UK3xIE9PJbvqJfPf/tt/O37Mj/kxx0d+5Efe4KpVN3T2pWNvdEwqNtXyY3jxj798hScPLz+yeMhL4dCnXNvP6j7/6cODd2QqxcVHf7Xy6PoS/q/21b7a8Tf+xt9YY/OLf/EvvuqKl2C1ysflw094PlVrDNBzIa066uOV4g1UK17kBln38wz+ml4jcI3Aex+B62XKex+zZ05iJmUTuoVABS14Jl5vTcDJWww92frf//t/r4nZpA7wo59TMrUn8P/0n/7TQR+54TP5T16KHw6MHosCudqTPr7qZhFSxstvIA8nTw/f6IWrLUen+qoXnuMiVF3+v/8fGjk6qvVaPVx18/olet3K8hUPPDtsyNeOA12swEnxgmp9X1V8pyxWePCCqRPfq5u//qEM1JN+UHsDVK1YeVWeLv7RxcZAtTZ8/D0uH3YuyVq48Sqj1V600TwpYk8e4KFPCthRri3Dv/GrdizI0a8/ScnRSRa/zR+7aHjpUxZTZXggTwZNqgwP6JGSpX9owzdlKf/wA7zkABqo1kYFXRmPr2JIbfbg+KZMjr7a8WcP4NHGeNABPJ38l1ZrbOGtlk15cupBRlmeHWm1xpc8PjxjA4+82JJDg8OrDJSlw8MnZf789//+39efh6RD/eD9rg8eT9JGFr12e9MNtKEULzll9ulVlq/tu3Jt+fGDTvi7QOfg5NUZrzEjpZdfaACdbTFWJoteya54D358U5bnO7nRW1sGzrjCI09R7brwnw9k2EFj37hRBuTgAf+k9JCpbYMO9skNfeTwwVU3/ldrvI8eKV+kdJAB7Fc3X5uYsjpr47EBjx9Oyh594kwnOiCnjA6qQ31rtyccOSndZPBLARwb6quMD9CLJi8OlewaE/jQ+SVPX7UOnNWhvpjh8UnxwfFNGZ5NuqXK8Mp4+QSHv3ac+QPg6cIn9bWZwfGJHjQpvFS5WuNJmR688HQMsE9mfMJX2z4cfkB2ymTgwMQaDQ8c3foZ2pf9sl/2+IJf8Auu316pVp9BV09pJbnxszq0OSRd4lK3/sCzw2e+sguHT1me7mqtK8e9D133sjdJtfwhV93gH5ZRH/Zqr4n4tAWcPBt1u36bs+EHqnUYxQ+0S7X6kTqR54v4opOrVv9Srh0HsVV+/vnnD79rM3xk9UV+wuFhg97J0z1lODJS8QTV6vN00EUPwEcOoPEXP5CHp4c9czYZtNpxPefR8J5Bm9HBDh+1JztwtWNQ27e6v1/TzQcy5K3zcED7sIdOF93KAH1An+MDOpy2w4+Pn9Wawyb2Zxp+ZXWXkuEHQBvb9CvXbnN86ijFI1WmA6gPe5MfP/jIVu3Y4rE+oqPhp48tOtmFm/as1hr+Fb7CVzje8IY3rLew2CWLl266yNKhHvSh01PbLt5qjV28I8PvkZPW5sdzhWsErhF46RF47qWruGp4f0fg5bZnMqbTAuBHUH/qT/2p68Lg3/27f3d88id/8vEhH/Ihx8d93Mcdf+/v/b116LcwV8cv+AW/4PiW3/JbHm9961uPP/Nn/sSSgEQAABAASURBVMza1JvkTej00Vsdr3/964//8l/+y+HHrr7Ld/kux7f/9t/++LE/9sce73rXu9YlBV6TfbU2WyZ7iwB/LKCf+qmfevDp7//9v78WHItIbV42vF77837ezzt+0S/6RUse3eLzl//yXz5+/I//8YcfMWT3h//wH37883/+z9cCPHU4HvP5Lb/ltxw/62f9rBUPPtHNpvRf/at/dfyMn/Ez1uunyvyVsv3v//2/Pz7lUz7l8J3vb/Ntvs2K0R//4398bdLEiI5qbRwtiORqb0x+3+/7fccP+AE/YMXp5/7cn3s4rLPNVWm1NoDK9IgXGPt4LOS/5Jf8kuPDPuzDju/9vb/38ba3ve3QnmTwgmr5AyfOUgs4eXr5ie93/s7feVOPj/mYjzn8KCi6jQA68LRTX/llv+yXrY0fHfTRIf/zf/7PP37Oz/k5qy7aWjv8tJ/209brrHT9qT/1p1aMvvt3/+7Hx3/8xx/vuvQNPtEtnqPnda973dooeP37B/7AH3h8o2/0jY4f9sN+2PErfsWvWHb1PbyAffWR/pE/8keOn/yTf/LxDb7BNzg++qM/+visz/qsdeA78/GRT+JYrb503Pvo+z/9p//04zM/8zNXzPBot3/wD/7BIc76Al8/6ZM+6fgW3+JbrD6jXxIfG3/tr/211R/1fz86zB5/tb26SvHzmS55suLzC3/hL1x9DQ3uZ/7Mn3nwR6qvVatPiBVZfej7f//vf3yTb/JN1hM9Y8OGlqz2qFbfw0snW/LSSnL8+l//6w/zAX42PuqjPur4tt/2267+Xq0frqtWHP/kn/yTB3vmih/0g37Q8Wmf9mnrko7v1Yol28flo/3p1m5f5+t8nUM7/obf8BvWAaVa7XthWzLSu1DbP/jaY4ad+THmP/bH/tjxs3/2zz7+5t/8m2us4zPe2fc7EeYS9sigSWvb1UeNOXEUL+1CTlua77Sd9vWG0Gd91metvoAHP10OCg4BdHz6p3/6ivHv/t2/+/jQD/3QNQbRavuMf2Iurx2AePv9BU9jv9W3+lbHx37sx675Vf/Q74ZXSr5adpT1Sf7S8453vGP1EXJwv/k3/+Y1p5gLfV1MvfHpg2Tp0jaf+ImfeHz2Z3/2qpuvlKkzX8SDb2JZrbGr73/4h3/4YY7Tjr/39/7e1X546KRfKj58YJOPxv8nfMInrLn5B//gH3z8xb/4F7GtNscDquVDtS6PMaiLFND3J/7En1hz5Vve8pb1xtbv+T2/Z/XHmSfwidnf+Tt/Z60hxjHf/tAf+kNrbjTf/Npf+2tXX1U3dv/6X//rx/f5Pt/n+B7f43scYsFO3cYYT7XGGxobYmg+5J9LNuPmO3/n77z06IseKEwsyMiLA13mro/4iI+4mct+22/7bVSu+UzcqlX2n75Wt/HQPvqseKLTrR7ybPzbf/tv17yrndiCN2+YD7R3bd3/5J/8k9VXPBlXB3O8dvkO3+E7HNpJv6aPDnk8tf0wN/BBH7DWGF/qDMeWNzW0AduADmlt2/IPgmrtKR5EO+PUWVms1J2fUjFXzxdeeGH1jd/+23/7jT4+qD85gF97iOd3+k7fafWNn/ATfsLxj/7RP1rtjF8dpNXqp+zSUdtPZfX+1b/6Vy862nH5mJfo5p9+Z94zTxrXf/AP/sGbvodfXO1lrEPK4KJi6asd7z/35/7cWgve+c53rvpUa/zz7+1vf/vxfb/v9z3U4Uf+yB+51jnxsB8wtvk4Ouk9gxiYt8zN8vYL5jn7J33A3Mk/NKl90Tf/5t98raf2f3Trn+qJbn0TD3njsTqbO/7qX/2rq8/943/8jxeeX3TUHlvGqa/32DdWa17RtwDd2kJflJKV/tE/+kfXXtW690N/6A897N/wMMBvfGND3rhVZ3W0vukv9lt8HvrIw5m/2feDrfYp9gPs0qnuZNT/L/yFv7DWoM/5nM9ZbfeH//AfXnOBdcA+Sd3440fI6dRGcHwxVunjG9uAbl/9IWvOMj+Zw7Vr7biyixdOG+KxP7eXNC+KwUC15pcpX9NrBK4ReGkReO6lib9o6SvjExwBEzf3LASfeNlIW8gdRL78l//yN4u2idtriDbkFghPtn7iT/yJx2d8xmesg5MNy0d+5Eeuza9Fgb7R6+DyJb7Elzgs7jYTwKLxxje+8ZBaNCy27INqXdpYbCwQFmp+2dxYLGwa6Le4sUG/SxObUjIWJrodtC34FjwHCxvcr/JVvspBFz46AJvSBwF5dscW2/jZsAmwybAI2yyRr9ai+SW/5Jc8fvSP/tGHQ7/Dne/7ftfv+l2Pb/bNvtlaxPhNj4XYgjqyX/trf+3DJvx3/a7fdTiMqZd28ONkeNkdXimo1mZKHC26v/E3/sbD0w2XR+ptIXfJ8fzzzx8/6kf9KCJrgadPfSD4IhUXOtT3b//tv318sS/2xQ4bfRt8Fx4uiCzQNhOvu1xs0MEnusVVG7NHB33V4bCiHg7Y/tKCzaWLrk+6XDy4KLO5pFOMbC4dWr/SV/pKh74mTnSJr7b3/Xm/rm/DqN1t+unQRv7KiUPo1EXfkRdPhwJ9zSERv83sr/yVv5KLa7Ms42KMT2TEAU6+OlyE2UTZbMGD6rB5I8NvFwMOD8aEfoFHfMTYweTrft2vuy5ZyIineBkXNpV48UkHyMprC3Flh1/wP+Wn/JQDGIN+nFGM8DosajMHXP3Apo4tm2K2xL3CekzdpBDVwo0fNnU/6Sf9pMOPVvorGTam2hZOu2gTfc68IL7aQx+xkbOB++AP/uB1+ck3fPqJvuCvULl40Q7qTq+D+Jf+0l96XaiMP2zUra+D5+sAHD4gLzYutsTGpcHURQzJ/Nbf+lsPcXThU1s3v9BsVsXT/KcMb6PrQGA8uQA2Jh3gzYc2xuYTF8XqODaMC/3RwUzf/m7f7bsd5gCHrL/yV/7KGnvDWzvm7Omv1ZpPv+bX/Jrrku6d73znIU4OLcaQAxFedZVWa85Vb2U+A/HWF10g6jP6hPmZ7y7aXCh6Q8EFgHFVrUOdQ7X4sKl++FyU6QsOU8e9j8OMPmGOc9mqz5P5nt/zex7mXgdsrPwE2kEKtIGvmLgI5I84qZ+vr1UrPtrzuHysJWRq15Me9VE/sXeA1+9cxoivw7y/tOLiR4yBuBqf2tX84ULQJbM4OGSYE7/cl/tyF2vHYc5885vfvObt3//7f/9a/7xy768n0SXOfOODOCuPf3x1+MbvoEXe/K9P+WtxfDZmqjXnWNfMZS6o+eGQ/Ot+3a873vrWt643Rzw80DZk2Bhb8uoEtI2+pr/DqwS/+CcvJvqNiwR+qwNeMrX9wGfcag/rjn5i7Xz729++5jeXIp/3837edXnGn2q1EfvWA2udfkaHtqWH/k+87CXg/SWmavXT4/LhB/9qj78L6qH/pk4PZbgQah+0jUFgzFovrSHaQZzNgQ6XX+NrfI3lBx9q2xcv9f4CX+ALHNrC/kR/sQ5pN3MVnvGZT8ra42J+/UNjV32Nmdq6EcXJHMEfa5E2dhFrv+LCzppPl77Nf3PkjEHydAP9h9/f7tt9u3XBZd7nB3/s197whjesi2ltYJ52EeHi11qnbw5vbd+qtRdhA1TrgYMDu/r7Spj2tX/SB/gvrz3t/6yHyvqY8cuevqoe/CSrD7hMVlbHurXpolhfdFHNPtA/8dEhbuZc86/6w7FJRp92aaDu5NTtG37Db7gudcXVfCDO2s541DZ4atedPvPG5/t8n2892DOOzF/mM/zWgom31Jyuf3vryD7BvoMdlzAeVNWuV+29K13mX358/a//9Q/ro/2PdrE3+EJf6AutOUBd7f/UVV3MFeYj/mkzcRMT+rSv/mUNsmbis6a79MKPF06drDv6vH5G1sObmeNq+4pf7K5wjcArHIHXhPrrZcpropkfXkkT+FDlLThSm/kP+qAPWk92TdQOBPhcHMyhx2JuQXO4IuPwq2xBtUjAeSrloGQhtDlEg3eIos/iaAPqkFC3Gy40fCZ8m+3qsBDZJDsA0E8nOQcb/BZtqad0fLPo0WEhVQeHS/YtzmTpwP8gqNYFBb5qHTLpIiNG1RKr1sbSgnhcPnj+wB/4A+vJlkVYmW1xkNrYWYjhq2UD3mJt42ejYgFUL0/WvNVjI+9JC98trBczy+bosBDDWXxt2sSbny5DyIC/9Jf+0nqt2xsOYk+mdr3IDqivGPPpq3/1r37Y6LiIoUPc1cmm0ybBZURtHdrJIk+PDSN5vOphgwovLmKHxneg/W16bL75RMZBB78DLxywibfBcXjih00iXvWkx4bFV1Js6rS3OLHlMsGFkgscethGc+BHZ2dSdaerunkSXq1NT+0UffhsfOmi0+bO02+bYAdJm88P/MAPXO0rfvqePjI+88Vmi68upugQYykb1Wrj4/JhB46sOFdrEwwHvtbX+lrr0oKsOLj8cHFD34DLJ/H5el/v660n9+Sqi/Zj9e2VufxXrcPGJbv4qsM8wAcHX2/X0MUPbWLjZvyaH/Qb9ZI6hBjvNrP80je1lQ2l/mOM6hvqxC8bd/3dQZduceXDGfgM6IGXB/Jw2lH5LW95y4qdAxUcOkCzCcXLp3/zb/7Nqjuf4fjGrksgcnw2j2hTPukz4olHu33AB3zA4UJVn6Rbv6AHr7LDsYPGm970pnVJ5MCsrdVZ7ManavkBZ8y6EOCfPkSP/m4z7kKDDP2ALWV2leWr1V/NJ9Xqf/ohPfonv8XZ4dhbC/qO+gA2R4+x7G0ul3Li4+Dg8kJcXKb/uB/349ba4IKaLF+8kWGcvetd71pvwNDHJ+0s5YPUuNZPyZAVX7zGiDEuxmhSdWcTnW98ocelrLfCvPmHZ9YdF5razCFVDMSUTfJ0sm0OdmCmy+Wr1CWSS+uZi/ilPi7+jCdjlR98oEueH8rV6m/0s8sfh1FlbU2PPskXUK151QUyXmNEX+SHsv5izndQI89WtS67xuZx+dDlAro6XJag8Q2QUQdzND4HKv5MX5HHj0/e+JZ6eGCMzNrJ9y/6Rb/o6r8vvPDCxeqx5gd+oXljlR1toQ34r29gFAs8DvN8YhsesMu+/EuB0cF/eb5Uh8s67W9u0Y+sqWy6dHDAh+Mr28aDOa06/vSf/tPrDQhtYbyQEQ9vK01bV2v+JVtJVtuwzYfa9LqlOfT+s3/2zw6X6mIB2Ien2wEbzvh0qciutVGbyAPxo3/Gk3WWTW3hIsEbFcYjPfzH69JDfzd3TYyWw5f/6FYnOi7F9QCLnL7o4skYZQvOfM4H84H+Wa3xT9b8xwcHeTbJ0G1NoNfFK3zteIxN/UXftM/AB9QRHb/5V2q+QWOLXjh1NAdUa45zOWFfwyaaOOLV98hL7Y3IantzhAv/ar0xzX/89gr8dxFkLmOzdl3V00WtdmPDm0VSMTeX8nEAj3p4i8Qc48KZXbFVZ/Mcefx0aBvxJcNHeSmfvPVr3sLrAohufpmf8dkfo5E1f9m7qx8h9OluAAAQAElEQVQeYC6x99D/7NXh8KozuSs8KAJX3DUC710Erpcp7128njluE7ZKmWBrHyJN7t6g8BQV3oRus2ZTjmYDYPPpTQAHCgdJm3O6bFKrm82lpw/wXtWcm3GHLU+z6bQYuI23wByXj0UF/yW7Fvfai6VDG19sPCxyFiZ8cHNo8n3T6nj++efXQu/VdDx0Wji8YeFAQLdDtgVFvpK8B9TG08E//LVx4lCtQ5A68APdZsBC7kmXuAHyNqSeejDiLYdqbchqp2TE0kHEU0EbGPF26CRj8bXIy9MpHVA/eT7YgMs7eHmSxCe+2gB5UmGDIt58xkdGWvvpHl/FF6+8zYDLGfna/UO/oNPbDvSg8cEFh4Uczls4YuFihA2LuCc+fK8dQ3S2XYJ54lI7FjYentiqr40Y3eIhbwOmnR322AV0uGjTL8VR/djho4uran1dTRkev82zS56RhwPn8vDW9kss8YDhUwdg024jox7Ggtjg1+887cZv0w5HnoyDyHf8jt9xXYS4iDz3Mfzsix0ZZXGAk6/tE7oyWU+S2ftSX+pLrde7yQExcZjyBJRdG/rabUAfHj6JjxQPnQ4jysCGTr80fjwZxCu22sjBhf/ktL3UZRsdvvZhM0sHWy4UbPS0FT6g39vso3uzBo5P5AHZAXbxgWrNM3Bk4I7LxzzjEEHW5aQYoYuNsv5NvzcVqjXP4OVbtd4IUQ84l1L6nqfF5g+24MXG2GTTJt5GHQ2IycWN9ZU2B2Z0+nxdBl6eTj4og9qXIA566Dbu+icaey56HLLIKI88+3gA2+jk8ai3VH+0iXdZUK2vZzlcknHhRU7fIkce3tNO437axdsSo89lEx6X2J6AssEfcbVhrw5zhEtFNHMOG9qAjbe97W3HO9/5znXpw3/zokMaHf4Mrr5cu3/Kk+XXAJ/ZNw+4gEHHR78LLDbNB+d+hx/gcWA2Vynru97EoFt7erru4kRd1celSHWYo/hKBrBRrYsFZfXS7i7XxFL7qQ976u8NFXzWrWp9FYHfLg+tjeZ6PuD39hhe/jvI42OPfSCPl01gbYRzqVmtwyU+bWjOQTMmKmrXuiNTrfWLLjbokhrX1k46xNUlKh7xoYuPYiPG9HgbyZxTrUsF+wFy5nFjm0xtW/LHvU9tf+4V36ektg56J7bi75LQWurAjeZiwEG0OrxdqK7qwKhLHzyf+ImfeBjv6qruDs7eXsLztkuf1Z7iozyAT75aca9dz9Fh7vU2lDLdDt5s0SOO5tXq0O+sbeYVh3x6jVkXJPri2DAP8UN9HJDVw9xL1ld7HLpr+4LPm5jkfeWFXX5IRx87/FAG8vqxNxm8QQmHx75LfPnjzTMPWdDYMEb4Ta/xzydt4A2lan2dRz+kR73BrCHGvfEBV62+SU/tOkye39Xqr+zihwMuvej31oi3csioh3rbj+LxMEk8h+ahILv6rrrSieatH5cV3gTlrz4Cj+7i1lyuztX6Go+xhwZfLf/J0c0H/d+49JYkPnOxNpH35ppUvMYGWbhJ5e0TlPnpskhbW8t8Zdnbgnytji6gjsavt1hqz0/qYG/CH+uyeNDLR+kVrhG4RuClR+B6mfLSY/hUa5iJ1YRerafRKmQRqtZvheCxeLkQMKl7s8MiUnuytnGazalX7OnCZzGz8TWZW0zggQWGTocLem0e8bNrUanWomnRgq8O3yO2GFhQyMzibSNBpwMiP+gAcGQtOnRaOJQ9wUC36VWWPwNeMDh5vlpg4ap1CKC/gloLKN8UbETIAPrJTn4uOmyghkYGvToc7mwIyNAHbLJtnOBmQZQnM7JSIN6ebNNtQ4aPn0DMHNzFw2KOVq03MEaXDRA95Ocpk7Ru+ehxELZY08UmeSmawzN5X2vQNlJ6Pa1EZxdoW2Vv3tgEsksHGnB4g/P6LX1wno5LbU5t7OhVFnOpzTC9bIodnLeo6EFjTyzIorFXuw3VoXYeP8Aztidfm0cZDzo9Lgdd0Ogn/KrdT1yy4PMqPJ+AMnt8UXf86gZXrf5UrYuCMz//a9uX5wN6bVsucOCNXT5VaxzRXx3aAN7rysflwx4d0ktxHYTIK1frkgfegcK4UVdldL57ik3ehZmY8oU8GrxDt7KndlJ4T/r5Qw994qUfvfGNb1z11ZZo1YoDW1OWKtMlVQb01m1c0M031fqNGnR2bDzlzSVsu1AQD7r44IJV3qUTuk2ri1/zl003veoI6HNQc1lMh7cr+KJutceLGDgMo9OLRke12oWN6qae9DrA4PFGAXn9mX264dikCy95PPSjqxtZ+WpdEsl7Mop/AJ8nzcYwXb6iI8VLvlpP571Vo8xvNOBw6CAFp7/zjw900+ES1AUB34w5MvDocPT5uh09/IA3b88h0GUXHjLwUjrIypMxT8K5sJDypbbP+Bxa4R2m+WbuHx4HEBfL9OAB3gwh52LFIUubk1M3Xwth18WGFJDFT5b/+KrDXD1llyd04KnW2NJO6qSvubg7Lh8XoOpLB921x7IY1X5qfmFb/+ijHx8wVugzrvnkoAWPr1pfk6zW12vJ1e5r1Tr4U1pJ1qVQdbgU8XYPHQj0uoST6vMuaNhAc3CT9+ba8LMj1h60TL3wwte2NbEji/Ziobb8XX76qvXmJZ3mIhdm+JT5xhcX/Mr6nrlAzPE6YNLh0ls9yU3qjSKy+mW12vG4fOi5JGvOkuIhM3j6qsOFh0tQdlxOogMxwl8d5j59gz/iZIy7/KLT5Ql+Nuj0FgI5Dyfgq0P7V4eHCNVqWzS6rNXaQpkNeqo1/1Q3/g8dj3i5KDXvwLMnPS4fPriwuGTX3gEvmoco1eECVZ9UF+POmFAPazI95KT6PTn7Nn5WSMv32nm2ICfFX3t80DE0a6e8+QAPmjHGN8A3PrjoUT++2XPiIcs+Pna0U3WYx+jET1adxB4vgFM/D5vweeOpWv7TZazgUT/7Znltjtfcy0exop9deL5Lq5t24auL5+rQJnj4ol8dl4/UmkoHXj7xj1688HAuqeHYvIit9ldX+StcI3CNwEuPwHMvXcVVw9McARPuXf9N1i4rLApDkzcx47fYm6BNziZuPDaoUk+d8aLZzJKxsJChF3/tjb7FuvYCTIZ87YWenMXHosOmr2/AeSMGzuIEPBmV2gRbHPCi195cuzSxybDBBw4W7OBjU6pMRyW7Fho0hWoddvjCPhwa/pGtlgyauFjU8PLHxt8FkCfUnsDiQaNj8tJqLaDiM3QpG17hlXqjRVyPy4d99bxkb/75KpENNoT2q9bijo//oDoc8OnDx4Z0oFp+ODAdl48nfOrEL3rk+e6ALOVH7Vhf2NdvrKgnP1yI0O+pvbYWFzxs80VeSg+ceLEh7wkRuqehdNgAe2W8Wk/W+YMPDxk8njDDu8BThvcqtIsAdRYTX6FwWBo5Kd5qHSjGF/VCmzIe5UqyYHiqYzY06onINvBUl6xLRr7B0QnkHSLFRT3J4VWWH4CrW7vwtctoyvQZZ1KbN2NNvlrtqd+4YDguH213SVafFUOgTBeflMHkvYY9vldLX7V+zBmPrwSod7U22Hir9QOw1c3lI151Ezepy0EHbm1tU0rHcfmwPb5cissenProL/SDavVveLq1tXy1fnSXrCeSNs10e1JKrwMSmq8miBndnm6iOXygybuUkneYrNblBDt8p48tX9sh7ym8sjjzkTxw6cxXci5n0PBpH7rJSqv1mxRio+zyrbZNuGrNQ8OPhx4p/VLAzvCwj8eGG652vOThHbLIeKoqBZVk9Q11cfFtLLNBt1fLMbikNBfA1Zahk24XTHg8eeUDUAcpPJ7xacouMuTpQ8cvJcO2PLrUnC71NF88xbJafwGDT96KwWsOq+2bulSrf9JNb7X61ly+0EMvHeoC2JbiNwdpe7r4eVw++PmAfimuH9SsDpdv2t6hHj8aPfi9SWmuU3Zoqz1GlIfPmxDy+i/91WoTOMAveHlfAVMnb3XRP+CQzS9zjDbEC9jBIw/k9Wd+yqOPf8p46JGf8YLXJYo4uOQzxshJvSVgviPHR7L8U6YDn3zttoFTfhzQc+aVB/ShkZcH2rBa8wOeal22TBs7VPLN5dCsB2TgavNWh7jQqy+hvfvd71Zc/Whl7v3H5tQRSrxrt6v5VpxcptABlMnIazcy7Otf1WGugvNAAo/66X9+IFjb2MuoFzzf5F384aVX/5CqrzqOvfERP/2AjtpjA9+U8dAnpat2POnmJ154qb4A7w2WsYGm/7Lht0/gga/NiYl1ytdORz++uu3n5GuXxyc87EnJAW9+KPvKm/qSs9bL898DJnT7B7L2qPYk+MxvUvr5jy5VJksOXX3lB/DhMcbl6eZLtVi0pbrSQR6vMVOtCzm0as3p1eqn1eGDX0qfuYJ+eX6hAbrYkMcLznn+epPX/tglk4tEPOziQxcfuOrGp+P6uUbgGoH3KQLPvU9SV6FnJgK1J/DzZC9vM2ASN/GqbLXeUjGpK5uULRR4q/W1GpM9PDBRo+Gnwyuzvn7jYOKHDy2+XtP2BOaFF15Ym1r8dFdrcj/ufchbeD1h4JMnI9U6/FbHG97whoMei0vtg73NyOte97rDGwN+s8IG2+89ONBQazHiW+360wtfrYVt6BYdem1g+AEPJy8lM37LA29O+JqBty5cprgEsWHyZASdDimgB9Ah5uNTtWKCBo7Lhz0xxiMVZ36TvZCX31LtIsZgYjxx1wZ+f8WmlzxdtRd1ZfLVzcbdb1mQ1V7a8K5OvvFBe9eOnbdZ+ITm0MRXG0E8Y08K1Fm95G1s+CBPtnYb0w8PJ3bKtW3xVxmg44NjEy8/bEg8HdQffLXMIdKbVL5LzDY5fHRI2ZenR16KR1zxswGPRzqgfmi1/a6O2ajblDswir84ArF0KBVjbw2xXa1NP5vKdLMtP/bQBifVlujy1bq80F/hAL/5JtYTl9FRrX4mVrXbfWzCHZfPPF2EJ39BrTcX2BAPX9869zP5AX1HvMXFQcwm1ljWFjZ6vkbi8guIFf3sqAs7UnWQVuvNObroBMa+A6kLM76QlzpYiLmDnY07GQcTb36ZK7xezo63dKpjvi7i6SN5erzSXq0NL/v8AeJJHxxeKR9BteIpPzziyJYL5dr60I/LhyxA177aqDYP/IVltac8mZm/5MmgPwrw4FUfKV/YqT1+qnVJhDZ6yMjjk6pvJbu+urQyl/9q4y7ZNfeMXG282LMLT5c61KaRUZbi0Yfx8YOPbKLhUSZf3WfHhZOxoz31swFjzFccjS066SEvr03k6ZWiwdceN8psw0nx8EkZGEf8lcdbSdZaJOPtBm/TGesOWNY2F60u5tSjWusoXnoBO/SOb/SjswHwKAP9TQrGtze+8Y3rN0LweQNAHzLW0F0OPv/88+uiia66racyqNZvotBZrRjzR5kveKTK4lbJHh/6oR96mLN9BdXFjTecXB6JPT6/+cFf9VM3euAJi4UU1NYnP4B38mTUG3YNbAAAEABJREFUTQonj14tX+HQ2JBHV5av1sWHMl/0M3HBg86Pas255mN9yVqnL80cbS7zFUf89JClq4JabV+3dmq/kaIdMLDBX3rpkuq3o1/KnpjTX63fXCNr3+Dwz6bfHFNHbxmgVWudRlP2I9P0A/qAOumLxgJZdZeyQ4ZfIy9Fq60XD1ztPlOteMNrUzR5epTFxLzOBkDnA7q3mPRJfH4LCm0u9/mAZ6Ca7E1KDh85KUK1/LEOKVsL2FNnMVBnqbetxFiZv3RMqm3I8nf0Dh1ev8eLdq6bOJHRxviVKyIL4NDpJy9P1yJe/oOjE1/teF/Q6x9dMnW73inrH+IA6CIrxV9bhweY+oE5x1f1/AaMfa+3oemo7SO5KfODDj7KwyvTL3+FawSuEXh8BJ57PMuV41mOwEyeJlITrLIFwAXCud4mVrTakzZ+dIuCFA2PiR5tdMgDhyVvhXga7MmiFMB72kmeLpM4fQNw8tX6pX10T7PZ8kScnKeAfGdTmT4/aOr7qTa2DkXe2nCo8lUbvBbg2gsLGXrZoaN2Hat10LABUy981broYZ+euuWlg7y3aLwJ4fDGtlfEPanztQI6pk7H5WMDUt1s+MhXa5NwIa9DK13kXCbBAfZrb3LoY1uKRofYirPXky2kyp7guFgQE22CVx1GdnBiA4/uzQqLMV02dvRI6fJq6/CxDfjpskbe5kXsvA3iYMsvOs/A5mwS4JX5Y4NOl8NAtdphbOEDYkAnW1J1I+MiSxk/fWz7ywyeiPnKirZUL28yyJOhAz+98nDylWTZ11bGBZ3o7ONV5rOyPIFJXagpe3qs/3uzSp8XOzEUVzi/cUMnv+kiU9u2PKC/Wod1vgA4tvhBfmTVCw4clw8+MaWfT8N3Ia3D+tS9Wn2PrtFBZvTgryTrgCbjR409/dMv9DVveeh3+op62tyNPm+F8MNTWocEY9LY8GZO7f5crQsMPoPq5tCgrsCYMqbpoI8eb0LwB11sXKSS93sXcPLe8pKf303wVL06fKVFHdHVG69DD1666D3HDB5ungo70MKpJzxQlgK6ydMLr1y7XvC1+zje0YHXZt344AMZdKAfSh8HdNGjDas1zygDYxPdOOXT6KrdvrX9Q8NXHcajvsIfgEY3Wf7BaQt5hzh2xn/5avVf+ePeh271JAMcWv7v//2/q83ZwoYfH3BQgLMO6GvGkVR/0weNKU/wtQl+vPyUp09au270Dk2KF1RrHPCnWj6TVb/j8qktf8muf/oMWnX4KpF+b5z7IU82XDwYG/LmI0K1L1u1P7wU3sUzXvkZO/LVWnuqNT6Oy4fP6uOtvEvxEBN9w0EK3lsptfmVK2xrPpOBk5KR8gMMftLacnj4KRbeaHJh5O1FX0HwRpI3MOH8joOvouAjow/Ue/qB9iCobU/8+VOt/iAPR4ZvfJGXioVU+cwnzw+AhscFrHXOZVDtBzD6jzazjnjDQl5/AtZM/Vwbsw9q+0Tv+MKWPDv6ce16wIsRXfTTDbSzudLaQA8b/KsO8ZT3myTszdcqPUyiv7bf1eqrfmiWfmNBSrexoZ3kxYcfdJGnu/acwOdq9a/j9MFLRv+WIpEDaMpn4L9ytcaMC5QZA75SQ85X4Kr1O2bsHo/5sCvu/Mdf3XwFlQ/6lth5A9m4U1exta5KxUKqnzJl/qBHnnx133iC4yc6UCc4eb6Q5YsyvDIf0AC8eNGBD722DWV4fBXW+6BabTky+ileTHDmbP4o0wUnhZdXR+uh330yDr2BZZ20xvIV6PdSOugmL8+vuvVzeNCucI3ANQKPjsD1MuXR8XnmqdWqo4l4ZS7/mURrT6q1UxOuyRYfuklY/sK+FiKLGZyJGg6/jaDUQuipc+3D0tDxV2tjV9sP/KMXHx4pmw7lNn02CBbp2VTYOLIPyDs4k/FjoH5I1+ID6LJRRcMnhatuFjA62Gdv6ovPWyVw8uhodMpbSNWbTj7R4dKGvxZVfGT5Xq0NC7t0oEuVvY5bO97H5QOH7s0W8t5eEMtqbVTYPu592J4n/uzjR4LHVykuQLf48osNvHj4gYGfLiRqf5VD/dCrZbe2rtq+1k7x+OFaGxcHUd/1pdPvA1jM2WUPjk3AB2V48vxiz3fF0ek5Lh8bU3W/ZNc/NEAnhDj5IUf1taGgD9BJTp2ADapNBhmbT3ltxwd81eEwiD5QHQ7v1drQ42cbjP/sT5nd2rwOF3z0g8ToaEAdpWywzTd1539tWbTasSZbG69O1XrCPXi65NlywSDFRwdAsymXdyBmh8yZp1pPWfFUa1zjwUu+WvVHp99bHtWhffHADX+15MUFqKMLEwcWNn1Fw5sldIk7WXxo1epnbAI4cFw+7Hg7o1rjaGTQa8eKLnzGIn88nfPmiT7kxybp1L/5JCbsa1PfZccDr139VpGUz7V1H/c+2gqf19jZ9rUMeti+x7IuqcgPjl2Anyw+eb7K6xNeG8ejjnznD5p6unBwEaYsLyUvfRjQ5WklXbXrUDvVHuT8Rsz4I6WTvZGpbuZHT+jhjWd+41U/da89l7uorP0bDvSJAX1s4SdPVopWHRNj/Ob24Rdndajtg7Kn+vS4GBUztoefjYGRUyZXrf5bW1e1+tlx70NPtdqNb/fQS2bKdA6+tj5l+vlQ3ej0loOvHvjxT/UyBxyXjwO8CxV1ICMWUnHUrt7mc7mqbM6/iCyf8LM/6fjEb5cX+PwWBB36Pj6/2VAtn8ieZWrjj8tHO6BXi7c6fKrV9uqHTid/2fzkT/5kLIc3Mb3l5xDn4YG3z7x9gFiteYBdsoOjY3CDR7sLeODOtpVr+0WPslSMxRGvi/PRq2x861fessOvDfQdcxgbQJ3EAd18LCWLJq896JcfnDw7AK8yX5TpgvPWXO0fYoUbHv7W7m/s4ZWSrQ4xrA5fkRF/Y0S/4fPw8Gf0uzwY3XyQ5ye/q5t2rQ6f4aEL1PYFjS9ScM7Tpzyy6oBH7KRoUnxo+rK3teDt08w51ieXBGi1fSHzMCCLRt/Y1XZw7JoP5D28Ml+Kce26VKv/oosDHf6aHD10GCvqzkaFbQG6OiigTb660Yc2wI8z35TRa8vUHgt0wwPtx748kAe1ecUJnu98ZUMeDzyQ12/st/Rz66qvWuNVXyme4VVv+QE86PyaeqLBS69wjcA1Ao+PwHOPZ7lyvBYiUK1qmlRNqEAesvbEblJWNpnLV2ujKT+Lhzyeaj0F9dqlsh9otHCMXgse3tpPGZQB3tq+yOORzmWMvyaibCPngsPhw+IBR57PFgVli48NVLUOXnR4KoTPK/fjs0VDnY7Lh0xt+/R4um3xsaEZ3dXhB+w8bbyIrLdH8NBDN10ubfDLV+uQ6hfsa8elWj7xYeLil/79Enu1NqDH5cNfmyRxc5C5oJY9KahuNtr89fsW/PDL83zhAz7+2JCxJ1V/Pldrc4CPvBTdRRQ5T5XIVMsu3fRKgfqhayfx9aOU1eFNBa/X+ipHdfBdHdgAZJUdGn0liy22bQpccDiQicuHf/iHr6+Q0e9tBj7j4QN5esjZxPvKiLIfYsVPp00+e/jh+FshrRjjh0NzwKbLE0S6MUkdFvwg5JT5QA6NLDwbyvQAuNqve7NNrydk5ORtevAo1/bHBv8sW61+I7546a/WptiFT7Xavlp9yZNgtrz9Qa/8yHq7yZtc9NtoHZdPtdqe7/j5pT7K2hLvhW3xoNNVrXK1fjCZjB9N1Y54gTEHL68vkaWXP3QChwJ4+epwCTcxIUceHSjjA7V/M6eCXvNPtWKCTu64fKQ22XD+wouv2/HFj16jqaOveqGbS6rDwVOfg9PGUoB/YqcOF/XryainoHTj8UPC0vEXT+2xLq/tpOJa3fgtLuKq7my6/MU7v8VCn7J+7Lc99PNq1fd4ER+y3pTwmr16EIEzVrSTw4c4Da1a7csnvPBAHjgAAThvQfAPXjzFxlN2X6mENz/C42VTbOXFHW9tW9pl5lcXD/oGfvHETz9/5Pmrneg1R0w82Rs+ebJ0wEkBeTQ4eTh5uqVkpHTL48U3ZTRlvstLa7eldtSGLsTxA7zq5vCrrP70ejLuqxrV4cKOH2xV620vFwG+bobXj+NKyeOj82wbjl6+uCRF91sJxruytbFacx05duiqFFc/lKGnWv1q4kEXQBP38aP2WsAm297qcoHiLS1AXr2PywcPm3TUXjetc+bCatlnA1zYVxkvGVCtr+CIrbUZD/1SfECePP/Q4OwT+ARPDz/1LWuLy3ZtQo7eGbt+2wwffjS6AL300KtMBp9ytebo2nUhN3hxVjbWyHsbDm3000uf1FiEx6cvkfNml7ibW711h64OYlutccqG+YtefUW86SRPFxk0MvAV0k1/UEDHK09ftejwcHSoMz+VpfgBfrqr9VAMnQ/wtb8+5rLWpUB1+ItK5D3wwgOUyT0I2ADVenggrx/wSVzIW+/hvYGjzekbH/iNxkd5sUU3z4qHcaieAJ0PfpDYb2DJ01OtWOOBm5TeCmrtdWXol9LFNzaUh5ftcx6felRrLcdrHVA/vPoZH/nht8Xg5fHR7a1hl8q19xrqyQe2zaPy9Ewfqd229KiHvRRdtfF4ARwd0itcI3CNwOMj8NzjWa4cz3oETOhTRxPpTMC1J1g0eKnJ3WJmIlauvZiY4OHIwtscyPuRSakNnqfCLga8hm3DDedVbJuxs6w8HVILj7yDprw3FujzF4UsOi5pavsAT8YPbpGxYFsYXSR4eu77s56MWCSmznQC5Wotmhaa4XEZoG6+824jY+Fi0yWRywLxqJhbi6G/bGJB89aDv+RhU+uVYX8hwUaiWjbEEIgr/yhwSHEQ9qclbZ5sqH3/tzr8dR71G3vqSYbv1c2GbmLpcOpHPb3F40LGq7/0+aqQ14XVqbYv9IDRZYF1iWED5BD2IR/yIYe/dCJ2no55TdcbF948Eit+SfGpj0sjm0A4G0ixdPlkE63O8GTYxO/ixmvq/tSmp0u+38w/T3b90B4evC4LjuNY8XvTm950+MtBvtKlri69bKT8VoaNEv3sOJQ6sPi+ub6nP9Cp79ikTL+qDhdBx+WjX+pfLgls1PDRQae60Dv9Rdvxz8amWoeR495HHdihS0xtjtVVHLWHw6CndQ48eMWfKH3TvmzKo8EDPJ/wCZ9w+H0Er/N6awbPR3/0Rx8uF409MbQhZENMHcQd0jzF9MYUfRVVC9RrZS7/qZ++iOdSXL9TIs8XtNpy+rSDuAOtcWyM6B/6jP7rQs/bUnTz29dJXFjx1W/YGBveYuK32FcrfmKJnxy7+jwZeSn8cfko1/blUlz/qjUOyYipcVod2t5TaRtMjGzMVyBcCsB5C2B0qid+fZI97fYRH/ERh7J6+otAxpKY+KoQW9Xqm/Ls00UP3epTrR+0POOHjt+8Yezw0UWNGLHlzRr9z1gmW7uOYqFM/8OAXX3P3Gc+5L+LJReTZI1PdQAOmlIyo49/1SpW67BrDh2tvHIAABAASURBVGTbPGKeMAaBfm5cVoexLg50AQrY09f9To2+4+0Jfdjlilfz6fT7VngH+A4vNeaMNz9a6Y01c4lxb2xbUxzQ5d/61reuv8ah3figrc1HgA90S89+ib+xCg/wjHy1Dpd0ocGji5UUDrBvHPitEP2aT9YdY1Uc56/t8EdbsO/rSL4W6a0VbyB6u06fVWfrmD6GzxhjS5599vAA+uD0k+qY/qydybBduw3xTZlstdpUXehURzaGVt3UHY0tqfmBHbwf93Efdzz//POHupsPPPnXztph9JLjixjgd+nPBly1xo084MeAsnGhbfQBZXWQsg3w1h4T7FWHy0dxtF/QBsaSVB9wMV6bn15jjj7rmq9+Gme+duOg+qmf+qmHixlvV9SWYV8M2VavasVQ/2SfLnWrVuysQX5Xik/WJ+2sr5grjSU/Durii76K+M16bpyyZ5yppzlL7LUBRrFxGWSetcb6mqK3kzzMoF+d9KM3vOENK8b8JsfW6KAfoPEbyOPBi2Z8SNUPrVr68IohOv/wA3k08VbWF+D0SXhzLfyLAX2JL2Jt3FjTPv7jP35dPMLZh7kgkzcfqLM9jznl0z/90w8xtO7xhW11sMbTqY3t2cyL9LoAFkNvHPJNnQHfQQW92lUc0CDYlgJ5+wqpPquNasuJebX6C3k+THvyjT79iC1p7b9kKcYu7o0fc6Z+Yz9tHrWXrg5zL3n9QJ92sWke8gDBnhWtth/y7FmDa+P4wn+2B5SvcI3ANQKPj8D1MuXxMXqmOUyoJuqppEXRhG+itxiYYGtP/rU3E3DoI2PidYir/XSCTouIza5Nkwm9OhzubExs7G2IHY4dcmzC2CXHNv10S6u1cClbBC0Y+JQtNh/7sR+7FqbBkXE48zTEDyA6WPvtFL+rYpPn6wV8B/yW0ktOWZ5e+sXFRshGDN1FhY2PA+wLL7xwWHD5i3dS9XaogHP4cnh885vfvP6yiQ0UexZXui3us6hJbQL8qCJ5C7zLm+qwWXLI4Bd5PvKHjLy6147TB3/wB6+3ZqrDgiu2NpU27GJlk/Xmiz9k+ajOUvpqP3HU7q9//evXX2uxybOIe7pNj/ZzGHcg8tYK+WpdbFjUxdoFAZ1sqKd6a18bIAd9ePFi0xsyNlheh1dPm0WHcZvDz/7sz15tTxa/Dakn39XhMkJ8/RYJf2wgbIS1Cf/xk3NQ45d2c5nhssr3321gbLT4oA7axBsbLk746PvXvqrle958stGiF41uB14pG+qjDbQNXfLqr23wiIfNjLJDuAsyhyT19Tq/tw3QyAKy/JLSiUYn0H5wvrbCPwc3l0hoLr8cwo1F40r7eJrliasDgrHgbS68dA+wqW61N1X0wwHtN3WEV9eR0x9tWMXME3mbNjHW58T70z7t09YbSfSQUae5UHTI0cZ+rNK4cuFjrFTrLRtzB3tkJq3WBv64fOCqNfbpnzrJ81G5Olwg4oV3Aag95IELCjR1dBg09shd1C8f8Oo/+iacy1GbWfUUd3FxWSzO8nwlr73EU8oXsuywKWZSNvHLk4VXdhhwESHviba+LZbGhItAOqv1tH500sHGQDXZNX6MX+PYD0PzXV9k39cI9A31BC6P+FGtSy36j8sH7ZKsf8aJuGlbdXNANVfpy+ZzvC5oXI6aC5fQ5T/1QTN/uDhwweyApX968+vCsuYtKcAvFc9qHS7ljVux1e8cEn1lwLjXj8ROrLSTPHmxlbKtbvSKl5QedRQLefqr1cfk1RUfWTxS8afvDHjEQv912SO+/FFXF4rV8Smf8imHC079mg5zqbHKP/OcPqQ+H/MxH7N+tNrluTjxi9+zVvCBz+Sq1U5844M5Rd2Oy6c62MbLt9pzOzreasmqZ3X4VKvu6oAHLzybbJir4ejjlzdsaq/5Lh0cUI1l87I5zWWZuY4soIs/dJOXhztDbR9qp2MPL8BLnt/y6JNX5iucNccTf28xeahgLGlPY/mFy9qtDkBstZWvwtVex7SbfYt+7mGKSwlzB/3agX5y2pEvUr7Js1+t2B6Xz+DMuy5S7IVc5psnrdXmE181pB/vRWRdBtNZrYsAurW3edVlFdt8AOJqX0Ov9nGRYq3W/9VLv7Leve1tb1tvjqgzG2TZmLyyOLLDD6k2QmcfTd3g0ODh8PIHHp1+eumTDp/1FC+6vYj9BdrjoHa/dWFN1hxmzZ99HBvWYg97xNU6pM7GGrDv0/b2nNqfD2x6UOMCWB08NHGJYi7SFnjtBdDUQ/1q90eyo4NtdGXtoP7o4kNWXuzERqpMZsaXPJ/IyasffdV600UZXl/0u1947Vn4ac71MEl/sL+gQ9/0A/vV+qti9gP6gXr6vT4+mH/4QRfdQLn2HDv5uq0v3BWuEbhG4NEReO7R5Cv1WY+AhUAdTeJSk7UDm/Jshk3U1eFA6Y0LG3ILBh4y1fFRH/VRhwO2JweDN7lbZEz4Jm9P6rwu78mQQ4gNl4XGIa9aGxCT+3khOu594IAFwSWJvxpAp3K1ZNFrP/118HDw9fTUJs8i6wDuYsRfHbCRPy4fdQOf+Zmfedjg02FxpvtCXk/lZ+H2dRT+u833dMnhw+HdEwBxJGtDY8FXL3bx08tPi7SDvYOjMmDbpQc9Nnk2XYAs3+m0aIoj4JPFXSoGNoFipqxN6LOpJ+eCwcUMcMCxuYSfeLNf+0BKHtBFjzbU/t6isPg7lKq/A5iDuRiIC368fovE0x1tM36yJQ421GJvo2cDzi45dHHzfX/66Pa008GRXe1gQ6G+fOKftxu0je/nu9RyOaEv0WmjjIfftevlx1HZsZnwqqtLKXEgP/r5QIYO3zvWV8TfoVYfklaHeNuYjO9Sba3v0K9ct5sQcYETAxdZ6mGMaA9jwGFDXWaDw49KFdYhWEb9q9W/6XMIwy/29Njo+60PvleH19cdMI0tba7ODnJs62faZnTSJzbV2mjTAYdHP7LJ9OROm8Gry3H5yJPDR5e3UOh3+NNn+aWt8aFdRNYBAb/LCXX2dM0lmr7Nlr/s4FCpn5DT3tXhokabeDLPZrViwy5/q3UAFDt2qnXBoozHwcLTf0+aXVbCofHF5ZwnmOY8h3Py6FK21JcvDmNSsdDn9FNzoXrYrNOHzh8y2tsFgR/+g6eP3tq+qS+cudT4xaP/VStODtJ0uTAzHvQ7T7W1s693OYS7MMNDlq6HAb0urdTPgUu/MwaMaeMOnSz/1MfGnV/GyNRLndjCh9+8Lib6ofnM5YE217fFzQFWfPHTSbe8rzCKtcOQcWXjT1b9xER7jE38QB80f7ooYJt+KX8cfPigXbWJuZYNPPqM2AB9ydt+5n1QrcsZeDbw6B9klEG1Lqz4bi1xOenQigbYkJKV1v6rcuqrTc07+oqLLGPDxbg6mnOq1YfNi/q18SoOxo42VyfzrbjXHptsqLNY8VVZrPihv/ED3VqkjtqXPP+HPvU1X7lsIEMHXS5AHEjN7dY1uEqy3gBgU3z4zD96PRDRjvqK9VS/dTn39re/fa2b5g1vzVnPxo6+Za7ktz7CB7AMnf6r1pznolgfs2apz3H5qOfoq9bFJxy6ePvRTQdpMWDPHCiu4uDiTVq7D/BBXeYilb/mfmudi3R1U19y2vG4fPBrB/OVPLo66B/GgDWQPxfW1c7ijo8MPhfKxouxaEyKobcr0cjgleov5vuJvXmMrvFZDGv3JW3GrjrrO3QbD/oiX7xZJ6X3LtRuZzHlo7mCL2zhrVaMtaO9oUud4/LBj09qjdF/fNVIfPnGHvqF9dAXxm9ve6LDPw7Iu0AdvcaINd/6RpZtPGxZ37SRi151x2ssoFuP9A928fBFn0Kb+UM/MR7F25sseNkQE+OCLTgy8mhsmOvFl3404GGBecsaZ0+oTflIxvzJhnHv4ROamKGJoX2btoeXsml/Ra86muv0H22trbwFo62qQz+lS530AfsVZeugvsZXZXMovS7ZjEf7T/7zgR00+StcI3CNwIuLwHMvju2p4Lo6+RIiUHtB9fTEk5mZWKmcvE25pzWzkNSWwWOx9LsY8haB4ZFWazG2EfMnFB1ALY4WtOPyGf2X7PpHRoYeqfIAXk81vIpJfniGTwrwW7Tc2js0WBzh8Xs7oVrfwcVDpwsfBwmLEj6LzaSD4zt9sziie71UOvbkq7URZNcTDnqPy6c65lAwvrPNB3GXv7AdnpKT9TsCyoB+Kf/JymsLBxD5kZXSB+drOOwDl0gW3dr1RqdLWrftWDvPHl3oDgBelVV/ujzVgavNW63NkjclqtXWx+VDh9hZnMmoIxyYxRqNvzaD6qxveCWZ3EXF+jdtwd/xycYVP9CX6BQXPPLSarXDcfl4GsZ3G376hn4h3fgLr6yv0OspMT42a//uCzocG7VjqS/iQQN1GxdldVHH2r+RoA+pp6dL9AB8Zzjj5AEbbPOTb+ojrmhwUjHQNsaj1+m1mYMcOX5I8bFV3cTnuHzQavtOj/HuCSq7I3Nhu+/yQlnd0F2I6LM2y9oaDdBLhzw+fviLV3zzRBCdPf1en1UGeKXeDhsbo0OKJr0LtesAj8cTYBcR1X31rQ5fF/H1tPHvuPdhW1ZKh/yb3vSmQ7uJO5naB12xr276kfrZvLrYqltfjstH26hrdXhDzOVgbR4+jK0L6+GA622u6V/onjZqE/Ggi3+15c9jiryx5XDPH3wOmPq1i29ltqr1FLRalwd84xfd6GTpkpdWq/0nr531Z3q1U7XiQI4NsTnufRy+ldH4r7/4CoxY1dZbO70ncpgXtJ+60wfQlKV0ebqvXfQ9NuDR8VarzZVdzFWHj7JUvapD/zBm4EBtPnlfkfNmj3y16k/3lCelS16bOqS4wDFHs4Vfil6ttWdiYZz563P6lcs5eiqsq02qFVN46wdfj3sfOsVg9Ducqad2rK0DvXaeDnOhQ3ptHFXV4W1O7aJ8BofA559//rDWydPnK4O+FoaPD/Aj6wDIjv7nokE9HeCU9atpb7L4+C4/oAyq4/Wvf/1h/VQGeMhIzzA4DyzM32hwxo52EFc4OsRGnt9S9ZECbaHt9CWXgtbM4VcPPNUhfvxSVm881WEM8JltNPYmxSdvXBszvjpkTI4fddse+OgUL+0tZuNntfr02JBWq4/gt1YbD/qUvsgHPOC496n7bVVLXl+3T6tbOvnj8qHL3vCSvflXrYt4Y8e8wQY/1UmerL7hgkCq7GJAqj/cKHpIprYf+LFoF3Mie9qjWuORvdp5b6epO17jjxwYf8SVPgDvrTprln5CJz744TOniAkcmUp2gTI6OYhq+VOtfjttjjZ6yZjD9bVqzb9iBu9rO/Z06kOGD3SjK3uQaZ7Qf7R1tfrCcfmQr1Z55kQPL2rj9DX7JvqOywc/vfrspXjzr1o6juvnGoGnJwKvuqfPveoeXB24RuAagWc2AjZM1U39qpvNBuTQHQTBbDgGj+cK1whcI/DgCNgQGyuo8p66VuvtHGMlhKBFAAAQAElEQVQJziGmWk/J8YFqvQUjf4VrBB4VAX1o+tj0KYdEODRvolQ3PxTugOYg660Sl6PelCRXLTPV6p+rcP3vmY6AyzR9xBsa5qEXXnhhXR7I1+4Pz3QArpW7RuChEbgSnqUIXC9TnqXWvNblGoEnNAI23oB7NlLy1Xoa5hKlunka4ilmXTdax/VzjcCLiEDdHk49ySRifEmNLSBfm6926oALf4VrBB4XgdrzsX4FvBngaxH6lrcePUn3dQwHZ5cpvubkraJ5I4H+87xf3Xe5h36FZy8C3oLQX3y1WV/x9RR95Tr3PKVtfXX7GoFrBB4YgetlygPDckVeI3CNwMsRgdqb5mpdlngF3Ibba/O+FuZHF222av/QnLzN+HH5yF+S679rBK4ReEgEjJEBLPLGWHX4OofXxn1VwQUlerXeCsCnfIVrBB4XgXNfqf21BDK+SuK3fHw9wldnfQ3O1wp8dc9foUIj64LP4RnUfiMK3jpAzxWe3QhoZ7+V5+tWfjjV17BcqgGXK++Pml9tXCNwjcA1Aq90BK6XKa90hK/6rxF4jUegbjfQnko57Pluth9C9Jc3hMfGyiWKzZcygJNe4RqBawQeHIFqfW1uqDNmpN4O8IOsDrPGXbXeBqjWxeZx/Vwj8CIi4NJDf8J6np/h/RCyP8PqB5n9UKwfvPRjqv46jT7nAgWMnEO0ckXdFR4cgWcGq4/4rQ4/2P+Od7xj/ZgxnP4kfWYqeq3INQLXCLymI3C9THlNN/+18tcIvLIRsIk+b6CVWazWgc53qv0qvQsWfLUPfMflY9N9Sa7/rhG4RuARETCm5mBiHM0hlogxZFzBKw+f/LytIn+FawQeFQH9Rj8bnmq94XTbr55bfyEJ3/Dod/L6We3LE/1xZCbFc4VnMwIuTWo/TPF7TvqCPmKOOvenZ7P211pdI3CNwGslAtfLlNdKS1/reY3AqxCBun0t3ObaBspmqvYGy3eqfbfeJhvU3nRz1UZMeoVrBK4ReHAEjCcwY8VbKP68J27jzJjzVx8cXuCU8ct7E0z6moVrxV9UBPQZjNXNW1Bwted2lyLK+pN+qK/pexWx9ddeZPBI0fVBqfIVnt0I1O4D2tpar4+orb8yVpumfIVrBK4RuEbgaY7A9TLlaW69q+/XCDzhEbBp5qLUZclssqU2WNV6oomGD6DZeEuVr3CNwDUCOwIP+n/GiYNsdfiNFHzGXO0DS+03CYwzeHRjTHqFawQeFgF9RZ8Z+vQZODRlh2RlPNMX0SYPD4YHrXZ/hL/CsxuB2u2szaf99Zn5a1DPbs2vNbtG4BqB11IErpcpr6XWfkhdLW5IFjwg/6zA1MdBY+oEB6b8UtLRQ//k6TvHVBmc6Q8qwz1rULeHuYmRTbanmVNXlyqTn3Q2XlN+tdJps2lPfkw95B8FZAEeKZg8HfLPOvy///f/3ucqTrxGwcQMHgx+Uq+QT/7cvwb3aqcP8n/qMenw8HVwk8KBM0/t8QVvXEmHv1pfpZvyce9TW+bMPzyTYj3nlc/wKNqZ71nNv1bqX7uvTDue5+Vq/TW24wGful/uzFKbVjs90560vHYG49fD8kN/WHpeP8468J9pygPncT64h6V0nvmVAf5J5cHdMtwrCdWah457n5l36rb9zz6d60HkXD7zoQHxO+PlAdqrDePHpPyZ/KRwV7hG4BqBpzsC18uUp7v9XrL3JnQbJGm1XuO9uzi9ZCOvooJqWa/9hETdqlXPRXiJ/9XWa4NQHfQDMZVWy4L4rszpv9q0E+qZzM5mSIxUUPlBFyhoTwbcelG7jbTnHNanHrimXaXqBQcc5qvVz+Br95PJ00EG77MMtestHlNPMZA3Ph4VgwrbArxiRk+14roIl/9Gx7xCTr/+Jb2QX9V/fAOc4L8UDK5SXDB1VJh64qvNg45GjzwaUE84NFA75vDocPK18dXND9HSU1s/3tpzGJkBspPHjw8M7llP1flcR+Vq/WbIGX/NP3sRqD021Mz8X7s8+RczDvBYP+iQn1TeOD/T4OjGcx7Tyg+CGZvVfRcWx+VTu4/W9vmCWv9ql9laiPfDfw+ydcZVa056kCvVGmvqWrf54RW/uq1TbZ6hPwlpdVO/ar2NW9vnJ8G/qw/XCFwj8NIicL1MeWnxe2akbRAtVipkcTqX4Z5mUK9qHcDUzSIOXq46jS5pdfO0zmZIHMFx+VSX/4+bjcEqvFz/PcF6xH/cq1b9lcVL+jSANnRY9yN6/OW7etVu02ptZvEdl4/D/CVZl2t45fUHIA8GL/+swsToPO5qx2xwj6s7HXjxiauy/KTyQDwdRGrrr52ivVpQrXln+gWfq9VXHKT47EeYqzVvoMOpJ5nqmD4nBmjH5SN/Sda/am3UyUKQw6ev1bZfIS1fZGqXR091My7RAR2T0imPv1r+D/14Bj/qBrSROstPNadcO4aDv6bPXgSMqdrtbEyqIZy1QKp87hvKZ8BTW15fOperNeaPywetNh/dM94upEf+M8bZpxcjPWTNg8qDl/c7JXjl4WvbU35/Qm27fOEnf+WrtV7e9WV8VVdzYXXf/DPyx+Ujf0kWXfokgTqOP+oy+Wt6jcA1Ak9/BK6XKU9/G76kGswEb6NggrcYA+WhvSQDjxB+f5HUiy0LrbrN4gz3UoGu0V+tRZwdUK3NUt1/UKm9mTheIx99SdxtnFT5aTuM8H18nlSbA/XRB6QAXQrglav1JIoeeGBsjbzyswrnOlbrMF+tTfNs7sXiUfUfHdN/lMlIyYmztFo/dllbfwX9qgI/OaAfSGv7BG9cVIffnFAHc4Y61eYZGT8qi05+UvIADtSeYwZHz8SL3to65fXD2jEiq0yOjPLYVYZXBvLo40NtnXDPKtRtXP8/e3cBp9lRpQ28nnzLLu7u7u5OcIfgwR2Cu1twd3d3C+6Q4BDcneDutpble/91c7rvND0zkZlpmZpfTqrqeJ2qW3brvV31V1d5ID9g80agngF9HlSbe2bQtldzPHiB513Zc+k5rIMBOtDgksP+TCXp4yr/6OGj55U+qTKbxpkkzHV++F7Yif8rG8lkd6UpB0d8TNIPhOXxlNy8DvDGQqm6SkHJyKt/0UoH/FpBMtWr6qHN+acfrJVPw+6IwIjAjo/AHjte5abWuOkqZ1A3uJt4gMkIqCiadDOAOpp01U2qThYY0iMCFSOTpfjRlaQfolhAtcU/PGhgUez/wfXMbvA/sVFfC6eKifbYKFXXZ+ZtV3kpUDf1AeqkvtJkWkAq46EHHiT5l5sA8JsRxChJmz9vSfohwvbqO4+p/kMXmUrlPc9iXLyFk64HKF/1/WS5T/CtcPxXDzj5SiufTHLFk6Qf3CbToUiSPubgL56KV5XFZ94P5dnXL5NJT1v8K38X2f4fnTLJ5AM5PPTBb0ZIluu6sv7qLgbJxLMZ6z/qNEVAH0+mdvYcaXvgmZk4tv9/vPoLXcBzqU/BkYaT0i8FRWNLeWtQskn6eKAMbNrpk0+mQ2a6lCtNpnq1XfCPzTIzz4sDgOOvVN2TaTyCI8dvKcCTpB8IkYVL0l9YVB5/EsU1BX6oD+Crw6Bk8kt5TZ0bxkcERgQOSwS2ybvHNqmDuOkjUBOTiiZp973vfduNbnSj/pYADX4jg8mM/8k0gX30ox9tV7jCFdprXvOa/hYb7YhAxchkmUwbZPlnP/vZ7X73u1/75S9/2dUn6ZM/ftCRu8H/xN+CSEye97zntfvc5z7t5z//ed/4oa33EFjw2HDy+2Y3u1n3W/uBZGpvdVA/6Rw+/elPt6tc5SrtbW97W1/oOkwgh0fdk8huekjSxxObCPV/y1ve0q52tau1z3/+8/2Z2FYAKq6VJlPM6CEnFcvqY9oKHg5Nfi0hyVIdqw78scF685vf3K55zWu2L33pS30s0tfQ1KXSyqsPnFS98FZK17vf/e52rWtdq334wx/G1n8ahA4g3AJKJl/I0pOkkZXHwz/5JP3mEFlQPpQcXoBfulkhSa/aHe94x3bnO9+558WjZxb/E49FMv7bxBGoPp5MY5iy8Ut/+Pa3v73dmnue9BmpNcFee+3VLne5y7VnPOMZfVwwXqFRhK/KydT34AD6asAf8oCssmf6k5/8ZLv+9a/fLnGJS7R99tmn/fWvf+2H93Ql6fMYmbaT/yXL9VjN1Pe+9712vetdrz3/+c/v/nmmAN4adyrP94JkOpzHgx8+SdeRpMeW3HqAAw44oI/N73jHO/q4XHHn+3rwb/iwmSMw6rarIjAOU3ZVpNepnSTds2RKX/GKV7TXvva1HWdi7pkN/D91mE+073//+9sHPvCB9sY3vrFv8I5o1ZIpbmzQZWKXvuhFL2pPe9rT+sEBHD/gQU2m8psd1Lti87KXvazH5Cc/+UmPPdp6r78Fj8Wpxd6rXvWq7i5cMrW7OqifNpXHgG5ha7P8vve9r73zne/siyiHCUmW6k4G/2YGsQHJFK8kzbPxnve8p33hC1/oi95koq0WB29Y4emQepbE9pvf/GY705nO1C584Qu3v//97z2m4qmt8GiLZOt66dqVwDc+sck/5Re84AXtve99b/v617/e36rqN+hoVV95gCYWv/rVr9r5z3/+dqELXajL0IlXPPfbb7/21re+lYpWb0Cf/vSnt9Oe9rTtrne9a4916ZKKowO+LrD4Hz3J1D/vcIc7dLmnPvWpve8uyH0Dxp48XulmB22lvz73uc/9l42aNtns9d/d66f9xSBJPxD33HjGnvOc5/TD4Ladf56XJO2CF7xgfwbNBR/60If6i5Y///nP7QY3uEE761nP2swVyXS4maT94x//6P2Nve09a2xwQ3/E+/rXv76/MLLGOfDAA9tLX/rS9pGPfKQ/x3jqmcdLbmeDOojjSntJ2le+8pU+Zj3wgQ/s45Pxm4/4yZGR8jFJv91oHDT+iZsXM+qfpI9P+NviX5LF/9f+P745RPFCRb8xLqtf1WntPVyHHgyXRgQ2YATGYcoGbLQd6XJNPnQa4E1USfrEBrcZIEmvRjJtFGoyM9F1whH8n7iVLosBZSqlFgVlDy5Jn/Tb4h/6Itn0/yVT/MVCnECSvljcCJXnd5L+THheCsr3ZKIpa1P06gfKNq0WUVI86j9P5TcrJFNskiwdeNQtCXVOIukgbj0z+5+4VdHYJC+2n/3sZ9t3vvOdvqERT5BMujxv+FbTB78rgQ+Af/oC2/xTFgc4/Uud0PAm6X1NGR+wARILb8O/8Y1v9Ho7RIJPpk0GveTpIyt1ePzDH/6w7bffflBLevEBPiRT27CTTHmLf4eebvCxSxh/pXj5rryZQbuot/pWPcW18iPd3BHwTM3bWz8wjq/sE8qrRQLeM/rVr361/6zxL3/5S7/15SDlWMc6VvvgBz/Yvvvd7/YXWJ7FeqaOcpSjLB2o0AFK/zwPR38yjRlo97rXvfrc+pnPfKbrcDBzxStesdtHd6hPTt2kOxvET8yqbkm6yWS6pY90GQAAEABJREFUASemeDpy8T+8fINPsnSIxXdj0S9+8Yv2uc99rrnV4kZeW/yjG53MotjnGumugq3Z4RfgF/8Kqrw1uYEfERgR2FgRGIcpG6u9dri3yTShUWyAT9InYuUCE0DlpSvLcAUmDvk5zzyPDvAU1EQKDwq/Mi3aPC3ddMiDudzKsjrirUXySnrJmtDlV6PDgaLTWflK2UjSNy/8TYLUAa1nVvyPTrAC3Yt0yFQqX7CazErcanIlX5tU5fKN/EoZODwA37w850XDU/SiWcTJr6TjBWhSUDzyBaWv0sIX7xxf+UqLt9KSqbJ0bn+et7BDpytJb1P5wkkLqi+QLzk45epzFr/FX3qUK493XpYvKL+LF341HDwoXfJgLlflwlUKD0q29M9x8gVzej03RSudeMQBJNMYI19887TskgVF03+S9OJVr3rV/hOZBzzgAe3IRz5yv6WRTLTOsPhfMtlZZLf4r/TPkXPc3CaeOU15e3Q8AF+y7FMy5eHRk/S+lESxbwCSKd8Rh/xP7NTdX/256EUv2q585Su3W97ylu3oRz96/3kQfWLJz8pL9b+HPexhba+99mqPe9zj+iaOSrRPfepTPW4nP/nJofqGpWcW/0vSXvjCF7ZrXOMa7VGPetQC0xqZZMt4JstldNCZV/yPX3NU8VVatJXlwlcqDvLFtzJFK1tFg5v3yZU60MFcTr7k52mS3kbiSmZrUDZW0ud6V9LmPuIretmvsrToaACubFa5UjRQMvJgTp/TKr81OtmC4qkUvvIrUzS6Cy8PN4eiSVfWp8r40eepfMFqetHm8SUP4AuqvDJFr/ZGA0n6c8unZMonwdr7R88c8r8k/SDTIYCffB71qEftY9XRjna0fsviCU94QrvOda7Tf15N3yFi/RbJMY95zIYfHqCVfSlQX/NKkuYw5m9/+1tze8144OaGlCz7YpBMfh588MHU9ee6Z2b/o1dRClbmqzxP5UHxywM/L/Lh22Mc4xhbjDHFl0zPlDrAAT6TlQfySXrMlY1Zt73tbfu4tvfee/c6JMG2BMmWZTEgi0EcpFsDMV1JIwvgpaDyUlA4eaCcpPtHp34EJ4+eTD4qw8OBlWW+r4aHGzAiMCKwPiIwDlPWRzusmRcG6prIygkTb5K++DZB4/EWVGrQl9oQSqtcE1SSvqCAx2OjLl+6TZTklOEBXKVJ+uSDBw7wwQRTQJZucnBsmKjkAV/IeCNDHl1aQB5fkj5BKwM26QViUnLwZOnFh55Mi5ckUH2BxCa9eG1+pHTwU14MMZOX0guUySXTG2Y0ZSCvHvIWJsplp/xBg0NjBz5Jbwf64aX45PHK4wPlKz/EEW8y1Usej42cPFlp8cmjq6NUGY1++thLshQffHiSST8ZPPwuGlk4fOhSgAc+meqGVmW0JL3vlF0pXZXipUebVJ4OOHzJ5CcaX6QF9KsXfoC/QPsky22XTHVjlx72pOwk6RtgcSx5NsSXXrxswSVTfZTJ4ueDPDr98kWHwwNPjxSO3kqTyTd8cEn6M6CcBKovymWS9DEgmfo6nerBHjoZi3c+qQ97nhs+yRefMp6SoQPAFw9dyWSnaEm6b2U3mcpsnehEJ2pveMMbmsMCtsouG+pbuvHKi6+UPalnkU10ODaUATqddAH+0IkPXgrQpEUniw8PSKb2ow/gJVMgJoWTAvL04JGSw6eMDvwk4CUveUmPDTyAl4Ikkv4snPe85+1xcvhCj3om6bfjSn+lfAb4vMlmx8ENH5JJZ5JuFw4kUx3b4h8fQNWBLfoWpL45LDw5NpP0MQodJJFsAfjoqX5GHxwmetBA5astkkk3/iQ9FnjI6Qv8JOfZlZJDp1s+mXxJllP+o+Gjl5xUufTRD4eXLimQh8cHlOHJktF/pWhsyKNL8azk5zfeJH1sxVeAH5DBI53rhBMDeP0fTQrk1at0SeHoIwfQpUmW2o+v6oefXjzyyTJPkt53yAL2ik+ZDXoqr0yXNEk7+OCDqexjEltJet3xAzi+ig05OLLqKr5044EHaHDF25Uv/gefpPcZfPyU4k0mm0mW6o62EOtl9uWBugE3T/jgAAU9mXR4znyH63Wve127wAUu0A836eJPkl5PvuCDpwMNKCfpBxR4+KaO8kV32JpM8416t8U/fOLDD74l6c/mgtRjKUWnI0mPgXUH+WTiRStfkglHDtCJzg+2HKTwFS6Z6oRPuYAveNiQJumxFHd6pGTophO/78/4do2Y0pNMuuXJ4AfqQkYMlYE4sYNXWZ6MFNAPj062aPyAU5biSSa7cMrk1UM+mfo73iT98CyZcOjw+KXkAVn22cUDkkkWPpliA09OOmBEYERg7SMwDlPWvg3W1IP5JMMRA7ZJS95Aj27ySaZJIEmfdG3A0Qz+BnV5Mr5l8JCHPKRfwSQPR6cUn9SkYTKWuq7v7advSygDcvTVhGJCTtI/lghnguQTfYAvfC45NECOPjzobONJ0jcT8qAd8o+fdCn63fHLX/7y9rOf/awvKJL0j7ipL910OnRSD7qf9KQn9e8f0MFHE2+Sbqct/sF7g05OSo+r9H4/TR86OTrpQ4fjHxwecn67/6Y3van96U9/6vGwKUzSF1Vt8Y9+vItsX7iKo7x6JZFt2ugRj3hE8xMAtlw9JscWBjGDZ1+ZDbH0E4NnPvOZzTVbPPyV4iPPVuW1EV8teOjgk7dT+JLJj8LTkUyLBPL8KCCHj5y2ePjDH972339/qKU6k6FDPZKpn4gff7785S83ftiM8YnPdJJhw2+u9T8bx9/+9re9b5PtBg75H910SZP0uOJ5/OMf3z7+8Y/3wxGseOjnK/1iLi9FT9IXyOzShffHP/5xo+eLX/xi10MODT++ZDku8PSx40OjL3vZy5o6k0nS+6m8K+XaiW4yeOhTbym9+CovrTKfkvQFNlt//OMf22Me85h+rVoZr8W1PBmgr6ija9f77rtvc/VafNhmC51cycjDJ1Ms4dn9/e9/36+ikyseNP2fPnm69EV59WGfbPFrZ3gx8mzC26zo6/J0J+lvfJX5nUzPtvKvf/3rJnbagw12+UonWfzSZIp3EmL9WZThC56vfe1r7dGPfnS/xk8HGfQ5GCOU6WYjSfNsAzLo5ND4Ig7qrgzQksm+MkimcjKldPNHXNCVyYkj28c97nH7c1Rx5D8+NMAHsZQnJ0UH8q985Svbyw8ZJ5P0TVDp5i995NgV20c+8pG9LyUTr3qVLvpWAjpQB+3p5xGe50984hO9vyfZYpPyrGc9q39/ovSQUzc+JOn92jjK5re+9a322Mc+tn+0F11dyckDdvHByUvVDQ2+dIuPctWXHvVm9wMf+EDzrSXjDJ4//OEP/bASjRyAp1/KBigb8Mk0bvhgs/rRpQ74QJKmLsYRPHSKN31J+niFr3TKmz+e8pSnNPOu55nv6sOefBJsS0Bnkq6Lbrq0h+8eaVPf5MBsDE3S+1Q75J+6ikeSjknS24x/dOnr5kLPKD4+lD1jNnk4KToZfck6w7j9u9/9rvulbeis2Mgz6Jlhg6yfu3kuPZ9odCbTIS55OLblybPr+yi+Iyc+dIgPGj/wF+CtPHl89LONn1946Afk4eTh6U7S1wzybfGPHB148CdTDOHQQOG1CVto9AF9EfAdn7lcqu30Rd9UcjBrTodHZ5teIM/HJH1uVC9tTM54b25RT7wLd/u3mtjnB33wfJeiy/MHD8DDT/Qk/fnUD/RzfZSM9sODVz3Us/Qk03zPzyS936H7Lt7LFvMjf8lJk/T5ty3+Jel9puzyhc/JxMOeD4OrJ3/R6FmIdhvs0/nqV7+63/rz7Rcy6HilgC98lieTpPf98pf90usnlb5vY97mD334yOJTlkebp/IDRgRGBNY2AuMwZW3jv+bWDdKcSKZJRN5gDS810Fu4nPSkJ+0bhhve8IY9NUmYSF1D9TV2v8vHe45znKMvUH0c8pSnPGWrv2ZTeqV03/Oe92zeKri2/tCHPrRd/epX7+WTnexk7Qc/+EGf9Ew+JhBvWExIPt5m4gYmLBPNGc5whr4JtbDiL36THP/8rhavr+fTlSxPoGSTcGcJDjrooMa+xcONb3zjdrvb3a6pAx3+MovDAH5YcBASF3R4Pzfw1zT81vntb397XxDhAXySWhja1JzudKfrdRW3K13pSp2X73QnaRYS/C0fHQiwge5Dkje5yU2aTdDxjne8xgeTPZq4kmNLPpnqJ1YW4Mc//vH7QsBbMIcS/qIKvfX2mRxf1dfiKknT3r6dwL9zn/vc/a/xqDNd4gxPhq/gN7/5TVM/bXaPe9yjf6lfPG1oK258ZQuQpUNeqi5S/uO72MUu1g9vLKhOdapT9Q2qv8aknj7oZkFIh77HbzS8vqfh9sL5zne+dre73a2d4AQn6JsvuoENjv5Hp4Olvffeu7c9nIMK9ukFbCVTLC3c9W39Xr/Vt+j2Mwq+8yOZeMkm06ZR/fRJuvDpI9rQx0H1Xc8B/90IUG/8BQ6/9Ktb3OIWS4c3+PxFCc/lpS51qf68/OhHP2rHPvax+wdK/VWu05/+9O3Upz51I1u6pOomBcnyc89f/sNrR7FQN/7tueeeXY/+qs+IofbGb1Mm5mc729majZW/UIPnOMc5TtN31YtuMnPb87znTn92uChGgB9iZuHPPpxr8fAWnMpA/eiHv+lNb9oXyRbT/pqWq/KeFz7x8drXvnajDz/7fHJg5Gcv2pQfvjlw8YtfvD+XcOSSNG3PRkEyta3nmj4xO+MZz9jHRzdCxE28+OCjsfoqm8nUP+gWP3H0AUZ14au+KPaXvvSl++ai7LHhWcanziv7SfHN0yc/+ck9Hp51seQrm/otPuOzGNDJH3Xl4z777NPrYePJJl48fLCJEif23XgBpzjFKfrY4sCVfnzGhyT9A5h4yegf+jqbDlrZonslFP4yl7lM/zmTcc5bfOOOMdBfKeGrzbGxxgEL/z3r4odmI8QPupP070c4ODAm6JPnOte5+nhi/MNvXHSgV7b5mExtRYf6k0vSv3NBRtnYxg5Qd/HyE4sk/a95mUfEh+/f//73e7/iRzL1nyQ9dkl6W2kntun3Ey3Pv7r52LJ5ky79y8GStjAGmHfvf//7t4tc5CLNc+TgOUkf85L0fsT//fffv9vSFsYI+vXPqrtnQ38EbfFPLPizyPaDMmVtrD3JGZ/dDjMeicVd7nKXPhbhAyUrLqVDqm7mA2Op+cFc6Kd7dKor/XiMLeIqHnzSzvJi4CDM83KSk5ykb+LN0WKPP0nf/CtbT5z6kHHQX7gxbmt7+m9961v3zS3f6cXPZ74bA/htPLAe4JMPkeNDx6cuBXjJK9NnveI53XdxwIz/xS9+cZ/3tcPTnvY0bO3yl798X7/YSCfToW6SftibpPPgB+zrC3SBJEv9BaMx44QnPGFvJ3bJiK229SxaeyjrA2J84hOfuN397ndv/lqVPoTf+FuybKiTAwP1cajuL/KZV2zv9iYAABAASURBVB/0oAf1D4Drx2wn6XbFXlykyVQPZfL0ix0fjJV4tGkyHYg4hGfbmKmf8+8sZzlL/8A4HfyR8smzhHeOQxNPeDqMS54FZbb5KWVXPolkCYwD/PNBcP1L3O5973s3c5l2JSe1trBugNf/jPPGdzHVj+mgVMzLHj/h1Fcs1IG/1mXqSNb45sPfdKM7zCGfpPdv9ukoXZXCDRgRGBFY2wjssbbmh/W1jkAN0FIDt4lAvgZqA75JxcGJBYU3NHiAyR3dBxEdaljUeBvgrx+YCE2YFnf0qadNJDDhWBSRd13T5G7Ctln31sOmjP7y4eY3v3lfoLnWzx45E5LURh/OX8awECSXpE8+Ft1J+pfzk2lxhc6X0p2k67aws8j2e+Nb3epWzZtPk6ZNcpL+JwYthE2GFu9s+UK/Opp4fTkfiJXFfL35YodNqQnTIs7i7va3v33/kj0+/Enaec5znuZNrw1fW/wzoTrUYMdCyF/W8ObRBpWP3txYVKv/gn2L/yrmUnGyKLDwsdnwlz+8SeGvBYEP1Vl4iGmSvghVTwot1s9+9rM3i3VvTbSbBQpdtXFUNzbw8/WnP/1pExN1sUjUB2xy+Y3HgoQM35ST9EU/mxZa6lP6DloccDlwEHNtbIHqWw5iamFcOqRkxIR+fyXBJtkBhIMuOsQ/Sb9pYeHCjs2d/mdjZ2NBj1S7sJFMCy79Vqy0nzb3ttJbUYdNng02bODVIUlfWKojoEc9+cc3MSEHrw0s3vQ3CzIHOfq/hVgyvTFN0hf8NjE2l/oY2zYxNsduxzgcU0eHHzZ3niuHGfqzTRg/AD/mqbznXizkgbLNB5zDC4c0FnY2a66sq6M4JWk2Tw9+8IP7Bs3tLB9U5JvNlT7LV880/qoTvezo31Ixsalh1yIa3fOVpG804L0Bxy9u+OXVRQz32GOP3n/k2URz0CQGFrsW6TZl9PrLCvzDm0x9XV6b0yd2DobJiKW6WuDCK9OhHaV8J2uxLu8Q1HikLu9617uamLllQs5tIc8eG3SS16eSNHF94hOf2NjRD90wUEe39vR1sSMH2JaSneOTqZ/yAx0kE46P4gnnObIJtcFP0uNmXGHTZqnk+Uc/X9mUJ++5t/h3sGRM+eQnP9ncirBBZcfzgUaeLpsFBzPkjTs2g25DeHb15yR9Q0j3aqB/0+MARmw8Z9qQfJJm7LQJ0g/ltZsNInv6kjFAHfhms6k9jEPaCK/x1MGmzaR5TH/ByyaY+6RO2sWY6BBB2ZjEF30OL3sOMfUh7akNxcftN33TXyHxPGkH+tkix18gr7+Xz8YGY69DB/OfAyIyxm8bWvMufptcf4nPYaoDIYdNdPFRqg1tlB024/dNHLo/9rGPNYcY4mD+M/4m6Qdp/OEjfilI0v9SjLGUff3cs+l2A5wbnc94xjP6c5ukHxzRU37wvfQYl8yFxmiHmeJvHsKvXg4fqj3IG+M8Q2JtXvaXsBymXfayl+3jrTHH80eeDXz6PV3GQQeInmNjrLEKjznK9zfIJMv+mscczjg44Id5xzdP2DdmJ2kr/9EnzlL+eha0O7t8Mb8bsz1rXrzgSdLXH2TExmGStiSXpD8bxmDPrOeUP9ojSZ+n+aBMll4vBuA8N2Qchnquze3a1g0gccLjZYcYeg6sR+CMg3D6nzK96iRvfrvPfe7Tf5LkOdRviiZ+ePHxhy3+ml+Vjf38EHdt5+O7+JP0PqLPsu0A2fNoPMTjWYPnf8WLHHtJmn/0Sx1aadtLXvKS/ePkxhdrFi9/0MlUnI2fcMlyHOmHs940bplrjM3WpZ5XdpO0c57znM1hvsM2Y5FbWWLPD3OLtQc9fJayK6VfPzCGlH3PNj/vdKc7Neswz4D40OV51J/5rD3I0lP6kqn+cANGBEYE1jYCe6yt+WF9rSNg0DY4J9PAbNA2EVqEJOl/HtPEYqHqoMSkiMfEQI7/FkQ+oiZ14GJB5Jo8mjeKUrzeBFlQmvBMwg4KLOot/Lw5tam1+aLf4plvoN6uWkyyC/A43EjSD05saE1e8HTj4UOS/raOHpNRTWI2QHjVxyRpIvbm2ILJYoYfFsU2DLURUze86uPWi4nOAtJi+brXvW7/kJyNwo1udKO+CDIJsskXeZtwMm5uWBRb5J3mNKfp18Dptchn30EUfjEzcZO3SLVJsECzmXFgZTGj3haEJuhkakOy6stPetVTDC1YLFLcZKDDRs0ikX6bDLFJpoU0+STNJtDBg8W2xYWFr7jSqW35yEaSfgvBIoM+m259xsLCBtsBGnySvvFO0hdRZAsvVm3xr1I+eHPuUMAmxYGMwwSxsGBi240m9U2mumvXhYpmUSIu4mSBqR74xEtbs6sNHQToa/qfhbbFuz4xX+yKrb5FVl4/t/gUP4s1bU+fmxB85peyvJRdPqkn3d4EJtPbbc+NN1F8+OhHP9oPoRziWUSy5ZkRDzptWhyiOTzhrzfL6ki3RbMNl0Mgi0+bRYtiNulL0hftnmttR4ZOvvFJvnBs4/F23YGkgzF91uKcfnzqpT+pPx2eAZtXz7I+bJNTbWOBLBaArBSoX5L+0x4x4YN247N60wuMF/qmOHkm6cAjJcNX/gA4NGOD58lm90pXulJ/A2tTlKR5nkuGfgtmetTPDRZv7W2AHHCJvRSefn6TlSZTTMmya6Pl4Mj4waaFsn50wAEH9L7uwBhv6am4G1+1vZ8X6VPGHIcOfDMmSskY1ypmygCN7SR9zJGfA3tAPQCa+no2yYqzgwibJBukJP35JJNMhy1t8U+d2b7NbW7T+5H+ZdFvwa9v7Lt4+67/43OQxZZnxuaCHbERU7z6g2cYvzos1G/1P/7RZdw0pji0Me6Zi8SDbj8LcMjrMGHPPfds/BJHSvnLhljz3xhiY+0w1CGMPi71bLGjrciRSdI36dpaWb+iw4GIscBGij78/NBHPYcOdD0DNpPi4/lRV2MRXmOMVKykdNJPh7KUTW3gUMZz5GBOX3JAY9MlLuogRTMuG5/1eToOWhxCk0+mGzl8J6+OYmmONl4Ydzyr5pXqh3zBLwX0lE98dSjj2XeYIt4OCdTJxplthw345UGS3v/hCujxjDqg9lw6SDYfOohpi3/GIGOJA2IybuF4PuWNZ/qr/qQvOKTTn/lcdeS3stiRMUZrL2Mjnx0kmFvw6Df8AUmaucZhlTY48MADm8219nQTUp21W5KFl60fRiZZSiHZI1vtXnOVGPPbuI2Ghy4y8kDe3OJZrLgbV+9///v3McxtRvqBtpSqA1518pzRAci48ea2RtnxrKM5BHOwgWZONWbpu/ToS3jEkH4pMO94rhwyOewRT3MzGfx4qw7y1ivGMv6hewbUBU6/haeXb3RoX22pzawL+YjumcRrPEnSD5HKDjxbwJoqSV9PGWeAfuHQED9dydRu7JPhV8WRH3DWCuY1oJ76AP+SNAd3+okDVP6Jn/WU2HuJRJc6GKuMOfxjg/1ksq0efNEW+pq+acwyVngGxMfhDB7PKR3y0tLFH/kBIwIjAusjAnusDzeGF2sVAYOygTqZBnqTiUVhMt3GsDm22DSxmBBMBBaxSZYW7wb52tSZQJI0BwJO9On3plL96HZLwYbORO8gAj1Jv9ZKrwUZnI2uyY3uIx/5yH2xQrdFHF0mLZMvus2+1K0ZeHm28Fss1wLEJGgSJe/NjfrgV3ZbQGohCE8H4IsNJX0Wf3iAt1lSb43oqJjZzFucuV0Arw70iTGb9PBJql742fCWTmohDo8/SbM5E3OLGDJsgiT9L23Qb2MBhw6SKHZA54c3XmzJi7MUrxsIGOexgeeLVAy0PZm2YCSnbdUhSbMgVT/8FtRkxETK9kKkv+UUE4tJeEAvGiAvBWhSdCDv8EKq7cQF2FTxyRtNdpL0TWDl99577/7Wui3+8Y0Nui0ayVu0uHGzIHc5NHl+4reJcbhGH364JM2GQ3/iG1qSVptkfuqfyRR/POTYphs4jNBXtKkr2XDq4ZmQt1gjp02TSY+2QQMOB/jKJ/ZtDMgDBxps4Ve2QdHu+h0/kumgjDxdeOnBq12T9Fg4sEjSf27nGeIPPvbwgbb4Z2OAbqNhc1B86gYsbhds/Rs97LOHh31p6ZH39tAhBhvaQB3wKds06rsOXJT5Sxfd/KIHrzKQNzaoBz5lcg5E5C2WS0ZqY4/PLS9+s62NyJPT5vqeOtCPd55PpgW+jYV4s4EvSf9JkbeaydSWaEDc1EneZtLhrTyg20ZXPPgjHoVX98qzUQBX+XmqfmJU/QsNrzrIq6u8NmAXL7x88cnzg20Ho3T6mUKS3l+S9AMWYzeagyE66Ta+yDvwoAdOudI2+8deFZMpXvwCNm7iYWzExx9v+fnrTbvxOEnftPPTwXdb/GM3ST+ww8s/7eQwhA/0LNj6z+PY0e7KeNmRwvNdDN1u8UJAm7Crf+AD+og5iLyNFtkkS5s/8xSacYIdfipL6RcXaZI+t9IJ56Cb33iV9Q3PNP1uVBqP0NGMzQ7oyQL69DNjmTonad74q5P600kP3+D0RXWiS4oO8Ej56lBTXZNpPMFH1hyFx0sDduXhk/T+kUz1oqt8czDFD/zw9NbhAz10o9n402f94HYGvWhk6XIQqS0923AA3safXmORviNOaOQd5Bg/6bWBJZ+k/7wXzg1RN5bEOpkOTB7+8If3v3LFJ7qS9J9QJSHS25q9Xlj8Dx8/pEBcpWT5gBfgUV6I9AM8OHkgr67k5JP0/oE/SX8G6U3S7bfFvySL/0//iWmS5lDBQWIy/fyMPH3alH4/Z6LHHObAjj0a8MFbr1kfKbuhhsbvJN0H+HbIP/zk6YdKJn/YQYNDwyPv9p4bbHylW+qgT4qHT8bMZOpz7AJxpFObovPBmhVNng15NoA8QEuWfcInDni0uwOOJD3OydTG/HboisfBk/7EP/aT9NtYDor5Yg1U/YmP6gDIArocNEs9c3jl0fjmIAp/vbgyXqCj8Z+/8vgHjAiMCKx9BPZYexeGB2sZgSRL5g3SBnUIb/Rc4fbmx6Bfg7cB3ORhYDfY403SF7FwJiR4E4pNRFv8s8Ahl2Tpw7TerC9IfRKmjwwbFkvJ5BN9aPj4wz/XiaXAW1sTmrcxZOttDn4HIEmaSREvHN/ow1v+sGuitmHC76212xuu7NsweFOmbEL0FoEuMt480GlBra58VaaXfnxlS54M+1ILGvzoynR7o0jONW2LdvmauP0+mB8maGDhaLNYB1hujdDHf0AnXwDdymyzZ1K2qHK925VfbcwWXnQpoAfwHV0d4emTskdvvQHF47oqmqvk+pGFhrqICTmgvcjSDdDIsCOFk8ejzIYNjDwfiu4whL/K6kYGLz/kvdFhmx5Alg5vufC5VouXDmW+SenDL29xBk+ODXl4PPJSOqR48LOjjI+eyvMJj1sWZB0s6WvAG2xtasGvH5ITS7rFR1meDmU6pWJpI8Ume+zjs+hlC65ip83JsO3PAnCJAAAQAElEQVTNtM2nt9wWsN6EiodbVWzQZ8Nio2bj5CcBcHSzTS+w4Gan3s6LJTodgA6+ix3bZOgAcz68aPXMOkjiJx5y3oTzxQKTrD7MFttkpeSlyuRsIPU/ZfiKDRocvfLk9CV6fWeC7pLVFmT9fJEMHmVylYeHK3/h6fT23Phk7HQNHB9ayXo+xBSvPBArftGlfhbm/HGwzAZ56RzoqzIbla+UPjbEAk6eTPGyC8c2/fL48AB+KNPjzatNOZz+qt+68SY1PtnwohlPyaif2wV0O+hzg8FPBbQFHJ45sDcvz/MOHvnHD8B/46LU4QEae6XXc0EfKBpeOqXGWT+30TZuHAB4/GKOTx6OvLKbRvI2Um7ayVdc0b000Ie0nznDsy11a0ZerPjnkICsepCTKstXKg+0Bxw/+CO+nic4NDzwoPQ40GPHjZXic7sKziG/tgLGG3OcucSzzIZ48J9uKf10oMkXiBF75igH2uYSeb7xkSwZNslUSu8cr0+hwbGjb5jPyGtfKXArgqxbIvqs+sKT0e7akyxb6Gjqz0d9Qf/hFx18RMfnFgYdbvGhAXLo1ij8MoY6UKG7ynTQDeiBRydXeWW6gTzdUmU86q0M0JThiw6vnmygwasDPD44cnikAA6gF5+4wOnjUrfK0PmKVnLqBEfOzSB65eHE2OETeXzGSDrwAD7igyMDyl9p4fGgFZAF5mptyI5445MXW3W29qo8W/ygAw9/gEN3OD+/MVc4tMSHhg8NsAcvr+5s8Q8Pmtui1q5o8HB49Eu+iINbL/wQP3rUkYy5FK+5lDzZ6jtzm8ZR4wAdbqwZGzyHnktgnUcWn1jTSR8d8PySZ3vAiMCIwNpHYBymrH0brPRgl5YNzAwaqCuvbOErtfiFN1lIgcnJJCCPx8BusJc3wCsXD71k4UuGHDwcGl6y8LU4RcdvApXa+KFbyJKxYLdwdQ3YDQNv2/xsCI19b5vptNGji6yJTx6eXnzKFoZwyq7xuobrOqrU23fXU9H5VvrxAvUG6mKi5SteetnEo0zOos73RvyO3gYEDt1bQZvFM5/5zP2Gjk0yWYt9qdsffHFl140eb5D8PMVCnW6bPbrk6QPy6qtuaOrr+r03xX465Gqqn+AAvpJhi5y8+kiV1UkbwSnTN88rw5OXFw8peTFDA2QsmsQJvVI0stI54Ifnn5QPdMrTK4+fLnkpXjg+iKM8PWTlLU7wiosyGpAnL2byAF+lc37x4AN+dGWpsvrxQV5Kh3yl3prhd3XY21CgPbWvvubgAN2bOvLskJWf+1l5Cy228agjW8pADMjLS/UBehzcWcC5peODivI2fG5nsU3Os+VGmni5wqzfWmSis0GPN/R0sw1XbSKPzp4FKnr5Kw/4A8izpy9YAJO18bN4pkOenZOf/OT94JUMO/jkAR10SsmgATgpHgt0PsBJ4fGjufXATwdLDrHgtZPvYuCrjTNZgD5P2dTuYuNjhBbafkbnMMTmzy0JNDLskQf80GbklYFYSNnls7xxgKw8ICcFhcevXPpX4udl9opfCuZ0epRLFzr/jblowJio71a/lTc2oRnn2OC/fuww3a0SP+HyMwybZNfa8bBTQBasLLPNB7GplG900yEvFUt5PGJEDzygF54OB+VucLjh4eDXGOjaPh4y9FReWR7YLNFlbqHHWME3PPqvPD55B/viATzX4mP8xuOZ5R9f8ZOXAnRpARpeZak6GNf4QR7AV4qP/+T0aTR5Pxsj49nnm/YD5jlznp/QknUwhZ8dZUBOqr7ydPopqwMKN6r8TEQMgbrPZcnRJwXyfFVP/UOfMKejwTlQdYPGTTftC0+nvldy+OjhC7pxhm/y6i6PZgwrHBl+0UG2Uj7gdagDr25S/GjamQ5tRkaeP0CZTvzyaGCeV8aLr3TD4Sk59tHgAbwUyKNpS2X+4C95OKAsxct3eUBeTMjoA8o29/j5hUZGmZw8OT+rgsMP4OZ0tKoTWsnBKxfgYRteWnhplennB5z64ZXXrmzK01MpWyUrD0/GCwJ/WQyvw15jsINyP0emlww+/IDdKksBvLaWkqEfn9Qt4WoHuuD4iA8/Xz0TUi8s+EEnHjoAPjhzmjyoMdT44Hn0XMrj1wetPSo++AEd0gEjAiMC6yMCO+gwZX1UZnhx+CJgUjXwk7apN4hb1LhmaWFik49WPPhNJFU2sMNVGY0OKZqJh7yyiQZNSgYevfjQAJxJSp6cAxN5/rFjk2WSsTCkh69k3LggZxNoYvPzAROResDbiOEjIzXRsU0nXyzkTJj8QwfskregU8bPJ2nJkZFng2xNyHjI082mn/HgMWnSIe9nIt52+K2thQ5emzO+k/VGlCwbdMNVCucnKejk2KMXXd2AvE2dn+uIn2vj6gPoIgfISeHIqI/yHK/+6FJ0NHl8bMurU5Xh8NCHpixFx6csvxrgI6uO5IuHDN/Z17b6gXzRyVQ84PgL8JAtGv3weNiQxyPFB/DwU1o89Cuj08UHOuAsfuhQLqAPTh1sVuD9JhwekJOia395hxtkygab6MrkpeSkypWvFI4eII+PPJ1ua+ED6PBSC1F28ADf08FjQ6juPgxoEyr2YkIvEH98gBycVGzkK4XDA9iTotMthsCmG86tDvz6LN9dL4cvGX6WDjiy6J5v9SED8AA89MEVHT+8zSm8Z8Pv1tXNjRyHGDZ16k8HHkBemTydyuz6fb3futuI+GtR6lVAJ15ydJAlh84HeTT4AmOAvJ9LkpUHeOkgJyUnjyYvhS+ccgE6XUXTlnD4i0cqvnik2tc44pAEDein5bv2LT3S2kjIs+VD1X4i6YDMAZWNhDex3pCjsw3Yo1seyPMNj1QZXh5OGcgD/igXwJUP8uLm4NChnflB3xJj/tOpjmS1FV62yJVfNv7envupnnmHDD4x0v+k+MmJGTrdYlV5P2EA+Eove+zioUO+aPKgyuSUATugaHB0zHHs89HBEboDDzzlkzwoPj/RUgb4pWyKrfgo+/mbjwF7geFnNGjk0UD5ww+2pfD0qR8cXXwQNz/Z9PyIgzYxF9Lrhh1d8Oh0kCcrzybf5NHZ4QsetuhGky9cpcWn/dEdlLFDJyBnXMCHXgBPrzI+NoHyaoCfb+ox54NXLjxdhYMH/OGvvqTO9IudOpNTlpcCeXrk8cvDlYzDKTbUSx9UD3bUkT628JJnW0qeHnl0KR3w8tsDuukiA/Crj7R08IENPsijKUuV8ZVs5eHRlaVk8fhuEJtuGrkZ6UWUF0i+gYMP4FNPOoAyPJCnC5RuPMrihQ4vFlUPOLJwxhv8+hM8QCtQRtc++MXGvMMfNCkd8sDtFTziwS4/6MInHTAisPYRGB6IwDhMEYXdGAzYBmupMJhoa9KwuXdl2EK4Fo8GdZMBXoO+PNm5juIxqeFDxycP8LpCXxMDHLrJoq4Ky9MjJW/y8GEyvN6i2ejJ13c6bE7xurbsZwJofg/NFlmTFxtzn0xmfLDIwK+Mjz26pKBk0OiAs9CTeqMFR1ZKTt5CEb2AfvGky0Rvs2jz5a2csp/+uGEi/mSkbt2Q84YNDtCvPvB8Z0tZPeHEDMBL+WTz4jf++NzeEUeyZKR4yKKzQVaKBi9VLj4+AHggj85nfad++gNHvlLy8uyyxT/0bQE++smInTwdDpDI6YMWq/J40fhUdYBjFx3UwaCf2yjTxw9+k2EHPz3qI09f4elTJgvgq4xXH4EH8HTyURmvwxS63UBBZ5scvXj4AY9XikZn0fkLj1deiqfyygXsoBXwhR7yAF4KB5TJ8kn/LZqPi1rw+X6AzYefM2gLBytk3DzgLx/oKbs2rHynEw6t+PDCkQd40N2OUTbeiJtnnYwDBTzkyi/1KRx/Cg9Hh3pIyQBlNumjG5+yNrGBcwji9+ueS5t9t1P0Zbx8o58Mu/TJF+AhR5/x0oEVPnT22KYDDo+yA1d6LMrh5Oc2xJV81Z28Mr6qV8kVji06ABw6mZKFV+aH1LPDF3m8BfjYgNeGyg5T5Etv0eliVz30Xzq1B148+ozUXOJnJGLqYNrPFPUrutkpvfKAL3QXHU4eXr5SsVdmGw5PyfEFjm48fs4mNW6bO+TRxYCeksMPX3HDB8xP6uonTW6XyaubuttAyZdcyYoDWTq1uTxbZOULyK6Wh+MXfaDK6gmUAXkgD+TZEBcH8vzyU4W5TOlDA2jkyIPKqwOfxc18RKefUbiZYqzgH35Aj5QueKly4eGMf3A++u0FiHnQh8LdEjMXeh7RgbaxIZavn2myr2508tEcJy/G+NngG5pDPPVEVwb46PMNIHm3NgvvJYw8v9gp//Hp14AuMaFjW0APfjx8UJYnT6+UXv4qowG86iGvnsry+KT0AHk65MlL8WgrcujK5L1wwusnKPqqPLo68gFP4Xw/Co0P5IF6oLNBP3t4tgViRAceOuQ9k8p0VcpXPigDZSkoO5UWjh+VlyqrAxvWfg51ff9E//R9JfbowMcXvCUnLUCrvJQ+OC/0xMqYRVY9pPThwWv+YsPPjJXljQ3qBgpnLJUnRzff5KXFR7c4oEvRiwaHl44BhyMCQ2REYAdHYBym7OCAbjR1JgKTpJTv8sAkaEHjWrCB3BtXv43GZxA30NtskilAM3ngh5PidfCgDCya8HjbWxNCTRAmCz89QLfhh+cLvSauvfbaq3+bhQ5XrclbREn9vpmcb4CgkXGdGw6dbjgpv+ijmw04V/LlfWCOz3xVRzLyeNDlpX4+RIcbPHD4yJk4/XTClVp8dLCPZiGIzxtv34YRA+CL8Oh8pQuwJ/74XS/1VnSuD12ZnAmeHXLqxp48mkWP2zbKdGkzKRk4i2MpKDl+4IED7Ejh6ZMqg8qrtze+YupKO3n2+cVXH2b08yYyNlds8VV5e+BPKuIpn+nWH9m2QJSu5he75TsZZW9m4Rxm8ZWP/KAD1AdebT68eUVXBzLyfrIhzx/yaDbeyg6/tBk7ymyiV/8nb4HPng03e/jg6cSvTF594MS18GgA/xzg6CJHRhmdXJXh8Ih7pXCAP3jlyXn2bfrUD14dyDmI4o+fwmgLGxB4MYMnrywl41CTDr9hhytf1A1dGZ19dtnyLRl5v9l3mIHuL+PwmQ485OTpUMYPVymaPB/JyVefQxMndUQjbwyRt+mywfazDH3ZYRH79PCxbOClgy5AFz3wbFkoFy+85xcfKJ/p81yS8dMgeHRlqavpNu7yfl5lQyC26IAdgK6sDsqgbKOJNVtwbNABL8+32hjA4VVfeCldxUce3rV59rStFH0eC3LweOlEZ18M4ZUdyomZMlkp3pVAB33w8vzhByADhzbfGMKh04tGHo5dPqABOGnprP6Lj254PBWv0uXnZr5pgMfHorUtGbrUyTe08PoZE1z5IbbwcFK8ZZMtOFD88uLGh5LlC0BjU4peOpUBHfBS9Qfe0qP51hffy2bJsgVfclJlMmwBvA7C5N3QQQfGCrZqfKeLHB1Sov8zHAAAEABJREFUcvJAGfhzvFLPuQ9l+6mDnzf42ZXY1DxFFp+fFam7D/t6FtgFdErdqsPrw+jKwEsS47Fn3yGpVL3JSNXDvITXty7UgS1/ZQXdYR8eeXhx9O0p3x5R9uyQRQdwK4FO8WBTneigk68AnQ5y6kcPnDw6XnaU0fQZOPwlB08Gv3zR8SizDSfO9HiR5WYKuphIgfWJvmbc86ehyfCdHXn+06Wsjdgjty1gHx+gg32+wtMlJS8uUrrR5fmCB5AH8GSKh064kuMjn63N8NfP98SQHChbfCEPB9ijS54sG/TSB+eQzZoAj8NUeugghwe/W8Ziow/h47vbqvRUGY6cPzpAznpWGfAHnW78xiz6yeN1kOn7U2gDRgRGBNZPBMZhyvppizXzxIBdxg3kJiSpQdzi0e9PDfSuaMPLG9wN+CadkjURKJt45PHgR69J2xtnk0291WIDjYzNmclI3gk/XXwzScnb6NDryqa3yP56gIkKnR4TqEWCt0101KaGjIlICvBL1YNvUos5PDburhoXDzrbfsPqgIdeYAOk/t70eaOGR119RMxfHcGj/uU/Xt85Ycv1dhtsi1Cx4LeFn5/fiD1ZfHQ6rJG3IbXw5I948dVmzO/VHbTAofGbvJQc/b5RgCZvgShP1hVS33eAhxNDdbBYtWiTp4O+ovG1cPxTxssfm1B6HCSJibw4O2xw+EQfnAWJePBReVvAhpj6bgU/2BJHt3nI+bOebODjl/4gj1eZTXaU+eg7IHxWH9fVbaBtRMn4aYZFNb1+ZqP9gDaU0seemwz46VPWN8joO2InPwe21VfqDau3fnT5SYvNGDw6Wc+FNqEfXt3Q1INOZbLKAA6flD9SgMbn0qOvycORxyMPJy8lg+btvbdw1S/EXF9xqwCvv7bBD20qNvqewycLVnXAo819i4FvNjp8k0erVJ4PUraBjbFbHfAOb/hlk+V5gcNLXp5OZb7wW8pXeW0uL6W32py/dKLxG81BrHFDe7CDV9391Rc4N2zY1GfoY4dtOPa1D73sKjtcYoOPeCzC8QNl8nThJeOWhn7rTaoyOrvyNjVk+IOfLSm/4aVsufUhT5aPZPHyQZkMnLK8PkweP4AzlrFDji44usVKXh0d/tpIG5f87ItO8gCvsU+7s0O/vm5sRVfmi+dM/T1/NrviQj962VUG+Iuuf8HRzZZUmb98JK8s5RddUvTSQR8efVL7w9Nb8UOr8YAcv+HUnT78vs1gLqTL4Si6uPHpFre4Rf/rZd6E26jD85N/+pix308u+UjfPKWHfjhAPxwdUr4AeYBXmX7lAnXmiz4lj0/9fEwej/FXn5MXA7bcBvHMk6MPTl6Kj6/04IFTFzdz5M0lbpT4Dpf5i9+ADFn6pIC/4mr+9Jx5tvUB+fKXr36ORU5bqIO51zxm3ndgQgcf6HOwZ+2AX9/iE1vs29Qq65e+/4ZfWZuzyU9xcSuUHXTrDPJ+IqKt4Y1r6uhngGyLBT/ZBPhXA3x0opW/8oAfUnGmo9qCDL+K5hYPmrmKLvzqJqWjUn2MDH/h8OLjO5yf2+mv6m1MsjHXXvjc1HQ4iN/cTYZuftEJ5EHlpduB/peOyOjDDnHUyzgHx5aUDj7N7cnzmW/o5OAAOSCvnuh4fdfLx4PhyaE5FPfsenklrnDKZAA5uuX1Qyl5KX4pKD99P0z7m/N9XBwNeAaMi9rA2OBACh97xjo8fJbiYdcfVWDbz9zcHMbHJjk++paacZYMPdZV1uO+BSOGpQ99wIjAiMDaRmAcpqxt/Nfcek0cUhOGQd7EXXmDuCuLFjNo3nCZqOQ5P88XzqQgD4rHZo5e/G64mMRNfFI0dvylHmWHJSYTPplsTDBS+nzLgE58bkDQh67sVokFC14bJPJ4yVVKrzwZsgDOoYQNNBkLM/qACQvdB2Nt7vCb7EyWbkeg+xkEHjq9ZfBneS2aLSD4om7yNoo2omS8gfchWKkJ0mRsEectPB/YIecjsxaE6CZResSLDotLf+WADXhyfJjXT54esdWmFvt4LTwsqPhjg28xQxaPRa08WX7QS0a95eHQ+YBfHq/FiLe2/Kk/k8pXB2hi4jsx+GqBTJfy1gCdLR+t9Bt9MeabGLNtwW0Bo3584IvDCfrgAB3aHz+8Pui7NQ7aLO7EQLug3+pWt+p/ClGs/MlO9tinF91G2ybJ21m62bTxV1+yDnz4h1+syOBjky55+tye8lc1bNL1ZzTx54c3/zY2fMbPJrp68B9OHigDdgC7yqDoFm7aTp3hyRevPH/gQeUtBr2B5Q/b2lUfpd/NMbzy6m1Rh+6NtxTQa5NE1sGmmwhkABvweOgQQzg+AXkfgpXHY7zxBg8ePx1o4sO+ekqBeoo1OXrFlC2y8J5neXqA2NJVfznBJtOHtz2TNmz6lkMkfcQhLxn66KeHLH/glB2syTuQm9t3IAL4yG8yfC09/loSXQ444DwzeJX9aV84dHVQJ2WABxhvbX7oLf2Vxy+Pv1Iy2tPml9/aGd1YoIyP/1IgL850uyFg8U+Hvo8mrlJ18kzSTQ44GDR2siE2Ym4+IeMwhl18QB2lgD0pm2yhkYcjg44mbzyhDw//pWTwoCvLaz/PHj0OeGyG5fnmuas5Dp4dcmzIe57FWKyBn4DoLzakbqvRzYY/v20eMQ4Yz+lgA68xx6bJQRk/6S3AR15Znt9l28YfvnD46FRHdvGjK9Or/0jh0PQb/htDzS/GBD6g8ZNez6hbisYkZbTSrUyGDvOGgwll4wQ/xEtf0DfwsE+GPD/k+cZvdSIj5m6hKDuIBcZEt/u0p2fIrUO66NCPvZE374o5vMNOeJtS/trcmlPZU1Z/awK3EfliHtFP0M2d9PprU15ioKvTkY50JGLNt2PQHdTwUfu5Iealhls16oOuTl1gK/+jFwkfXz0n9JHlY+X5JI+PbuBw3jMltp4b/cfcQxYfvXSwIabk0QC6Mh6xktLpQMmco0/4HhQ5Pl3ucpdr8g5SrF0qTnTRX/JSvoLCw20N1NmBBnu+AafsWXPzjm7+k9VvSh8cX5XlxQAPfqm6wZUPUjTt5/BWvdmBdwOUPfM2feTxVp4d9YbT78jQr4xWfHTCO0Sp511/5x9bngF11GfdnjIP0ssnOsmrI518Z8ta7NnPfnb/sLq8mOPT1lJ/bctLNu1Djk/8p9ezKj9gRGBEYH1EYBymrI92WDMvarKQGvSdhLthUGUDuMnCmzyTokHfgQWHTS42+q40K5OR4rfg9FbHX+ExeeM1ibDhY3gWRDYRFjgmcrdMTCw2ZxZVJiETlYmETnLAT3j4aDFsg2LSMUmx7a2BgxCbdwtacvBSYEJy7ZNPFmsmJfJ8Y8sbQxtZmys/vbHwdJPBlU4HPA42+KMe9IqHt7kWzepA3ndRbLzKjrqKIRsmX4cf3tqTcy1a6o2DQwCbN4sdm3z8bPDRoY3vJ7Dn0McbJIcTbgxZXFmI4iOjjuJEVp3YRtNuNgAWwuT5Z6PGXzETu5IXT5M4vM2RsvZUb/rxiaF2sEBiQ1zE0q0GsWJPTHwQzlsvBxTi6QDMoZD2xa9dtgXq4jaNK8g2KjaAdIgdG+jk+UCfxY5DG3G3+eEveoG+KS/Gbj/pf3vuuWej2w0Y7WCxRK9641df/Vw7uBXjp2/6tp+G+UtM4uqQQZ3EXZzIWwSLN+AfX/jIvoNEi3J1sEDX32wK1NU3SfCyK+76hTq58cAn7QrYUrZhsPBmkw/k0KX81k7iwQc49tGl/IEDhdO3/KlUbawN1VNc3YDiI5v6FBmLRgtWfV4s9U+bJIdqniWxxccW/9i7293u1vQ3NHWAU188ytrYDQh9SZ35hUcfQwc2deqGLt5oYmWjX7rp5CtZ7Ug/255vC1f8cA5JyftZjQ9bq7s+7CZYbaq0M10lQyc/1E1K/1WucpWmb/BdHLS/bzs5PHZA5G08+ZJ14GQcI6fdjLviLS5+lmDzaNPJR3Xhs7FXuxhDqt7aQp/VR4xF2pkM3/zsxHPMDhxf1RWP51+/1V74xBKPdnI4aLyxgSx/yaKLr58qGg/1W8+1gwjjt5+Ascc2G76JoZ/7phU+P9U0btkMeFOuXnjpLVAGynzwvNv4qS+d8PqEAy+2bP7g0MpXY4z+wyf1xa/9HMxpW/HQr31TwS03sTYmajubIvr4IE+P7+Ho62JNH5rnwbNtvlImw0fPiD+NLT7qrC+Ij3lSH5Pi5yu/5MnKV4zlzVHa2eYKvQCP55FP+JJ0Er/oNM+IiwMTBD6RQXfg50CJbn5pP/OWWzS+Q+WAQh21i37AN7I25PDKfj4rZsYufYetL37xiw1e36AbX5L+s1x5fiWTn9qJTYdp4m0ONJ4bE7WDWzMODsTK2JKkeT5sWPloLaLdxJb/vpNmzDSG89tz4jlL0m9GGOf55/nybJHzPDvoNd+Kj9h4htW1Lf7pJ+ZW44X50ssZsfO9EX1LPd1SEaMk/RB+Idb/U9+eWfwPnV9i5CYfO2yIx4LcjGHWK+yJL340ddD3rXesQbSVlwhuc5Gb20jS1JtudRBTfU8M2AL0omtH/VbsxUDdjDn6k3WIW2V0lwxfvFjg53Oe85y+8dd+fEgi2SbQ4zBV/zLOscc3B9RJmsMP9TTeeT6T9D7D3yTNcyrWDr/UUT+g0/wLz7+Sc5PoKU95SlMf8TLmajMvBsiUzmTZbzGhV53M7drJgRy9SfotM7Jt8S9Jcwji9pNxXrvpf+pkfHNz03xBlow4alPjijEED3v80OfwqIefs5qT9Etzn76mbJzi08J0/8946VCILmtf+jth/G9EYERgzSMwDlPWvAnW1gEDPw8M8FKTqoEcPkl/W2HQtpBxqGBxd+xjH7tPqt5q2TRZ7JJNpkkKv8nCwt5i1kIYjo0kzYRu0WYR7K2QBY3fISvTbZKpTQS9ymTpMIk4sbeB5COcBQS6ictC3cbSQhIdng6gbAFkUWDCJQufpNdH2aRtknbIYBMAbFIsoJL0RVOShtfE6E22xR1+BwalV2qRZ1HIbpKGxwLHJD+vk1jZHFq0wHtrw+8kzT90C3btIlYWgRYnJmdvgfHik/JpnmdbOUnzm2ntYUFo82shIGYmZwcJeNmiQ3trW2+RxRfwrejayqLIoQscG+h8cLjjuzE2aw4HLGC1uQWOOmh7i0W84lhAB0imesvTyR9vfLx5dOXZoYbbA/ydQ5JmA4uuz7GpfsmyPjrhpA56LFYtgui22NZe7PENH9/YsHHRbvIWW+qnLbS9N7Rk1Im/JeNqsf7o7Sc5PGh0s6+P2Mw6KNIm8jZC+r6YJtPz53aGWFt4wZNlhx5lCy4bc3jtlCz3T4tjMRcLPiRbxoI/5JIsPQNJmufM867P6m9uGlnMlU322QY2mfz2LNtkqYvFNzybfGqLf2XLxpJubwwrxmKzYOnjjbyNg0W4hSU8IM8+EGv9U0yU0emyudP+dUDCPzQ8YmCxrZ3pQnvb2xbJCbIAABAASURBVN7WN1z6k0NfvOyrHxlxgEumcQstmeKLjialT+rQyvijn+pbDimSNBspN9jEonjFga/aF84zqE+JocMMsQNofOWTvmHTahPPNlqS5hnTRzwnbNgckNVX9UGH1fj5SAaNThtfbQzKJh4bBG1kvLTZwA/Q6DHuGPeNj2SN33zSR+jng1ixYTNozMbrOcNnvKMLTzLFkxzdSXpfbIt/DonUy7i8KPaNlhTYWNJrI0qWf/BJGn5xsmmHEzs+JWnkHGiIs3FUG+Fhy3OunyjrT/qZ+HmO4Ar47paE8dQhGTycWMm76eGavth4HvQz84ixka90z/3VXuTokOKh21wkD5dMcSJnU8Un8UNTPyle4xSf9Ss4PFV3qTalWx/lm5+12vAZy/EnWdpEJllqCz4m0/hh7iAnhmypl1hpKz4n6XMlf5Ipz0cbX/474FBXsXMbBs7BVZJmfjBXsOdGHZp+hJ//2slf9xJb9h14WDegiys7+NjWlvCeA+OgsczNAS8J9HH86G3xL5n8hAPmEGOQGLnV41CEPi8QjCNu0ZAFC/H+H5s9c8j/+MK2GNkoQxc/XoeVxlZ9UjlJU2986uC59fMiftu880t7JsHSIcnSc2F8oE/fq5ixl6TxRSylxlW3bhz2GnP0e7fIkvT2ZqMt/iVpnmlxcPOSbOlIln1YsK76H38RHNCLO1sOT+jgl/HSOCMO+g+cOKDzQf8wF5iX0QEaf/U1vGzAWbPQbd2hzbxQEz/20fGKLRsAXpkdsa5xSrvCk8GDV73lrXnp0d/FmR1tYz1gHUCm4p6kx9I6wFpQ+5Nti398TtLnO2tVY4P+bC2ib2s/NhasXUfpNYfoe8rJ9uNPfsCIwIjAzo/AOEzZ+THeEBaSaWA2SHM4mcor88oFyTIPXDKVkymFKzAhyScTLZnSwksBnkrlQZWlySQHn6Qv2ORBEslWIdmSnvxrmY1SkCzTkymfTGnFCW8y4eRBki38otNkXAttb8kKl0xv3Xwrw8RM3tsa/AUm4CR9Um2r/EuyCvZfUWzCJsv8SbbwtehJZLewWfKdsPifGCQT36K4BS8aXJIt9CfpfEla/av6SdW58PN0bjtZlp3zVD7ZOj2ZaBZQ+JOpXP7CzSGZ6HDJcn5eTrJUR3qTIK8KSZZ4MSSRdFyynIdM0vHy8/qvLCfLfGggiaRDspzviMX/kgmXZMnGAt3zSWQ7zO1WPklvw3bIv8IrrpYvXLKsF28ylZMphStI0n1RXk2+cOgFybJMkkIvpXOZyltEY/B2sDZz1Q/1CZtgi+Pzn//8/QCVXLKsO5nyyZRujc4GmjSZeOUL2Kp88a0sz/H6GXqyrCtZzpe+ZBmHHyRb4uZ65/TSUbbQCkommXQVL3oy4eTnkKS36UpZPMlEk18NSmZOS9KLSbreXlj8L8kW/bMt/s3lK5/kX/jaKv+SLGHJAohkGV/131asyIBkWU4ZlLw8SJZ5kn/NJxMumdLVfNqanq3ZSiZd5MBKnSWXbMmHN8kWbbBSFk8dpMgDPA6SbYI9c55FqVtLNpSeOy8r4JIQWbKRTOWOPOR/yYSjFyqZyvKFW5lXnkPyrzLJMi7JUp+hM1mmtcW/JEs+LopLvCvzykkkSwchyVRerQ9hTLKkOwnUEiTL5a3J85dApUn6oRncHJJlXcmUr7Yv2Urncqvlk0l+Tku2xJVuPEmW6qgMVtpKAt35kikPMedLlvFoSTr/3Bb8vDyXn+PxzWnJpAsuCXKHlTLJMi2Z8smUEkiW83TBgXn7JRNPMqXoyXJeecCIwIjA2kdgHKasfRsMDzZxBLzhUD2TZd2mcVPBLRS3Ptze8TbdzRM8rqU6dPHmwuScbO6JM0lfcKpzMuXFzKFKMi325EFb/JMmmzsmi2ruoP+Gmu1FwHdCvNV2G8ybaLdF3GYAbs743oI35Z5LzyN9tbnTT5UHjAiMCKweAc9KgcMReZxuZDlc8dMG86Fbgm47entfN8TcPMA7YERgRGBEYERgRGA9R2Acpqzn1hm+bfgI2IA5ALCI9HMM32Rw7fNzn/tc8zFC153h/J7YRzylJZNMhwbJlG74YKxSgdqQ1tuYf/7zn/06csWMSJJ+4NIW/xw4oSXpvxNfoMZ/IwKHOwKu7fvegu+F2Oy5iu6naZ5Lfz3D9Xzfv/DXPvQ9zzFjUs+p/IARgRGB1SOQpN/oStJvBiTpjL6F4Yamw0zfKHrDG97Q/GzIXOgnR76d4ltPycTfhcb/RgRGBEYERgRGBNZhBMZhyjpslOHSxorAtry16bIJS9IPBNxI8Vt1hwjA2zlg8+bNON4CssnmXkzON6TqCwonLkCc/ASjLf45SBGfRXbperT8gBGBwxOBJP0bBT4a6gOG+h/Q7/wlH9+f8Dt5fZB+qf6XbO7nUl0HjAgc0Qh4ljwv9Bi7lYH8uc997ubj5H/+85+XDtCN8z7w6VaY24rkBowIjAiMCIwIjAis5wiMw5T13Do7z7eheRdHwCaMSQtEvw2X9zFaBwdocEm2OCBIdo8Nm4V1W/xL0hfVYlQ3VcQG+PCc1MIcP55k94jPIjTjv50UAX3JT+r0J5s8ACdN0t+m63NJ+k0o/RINz05yaagdEdhUEfC8qJDnyHyXTON84d0I81dakul582wBzxq5ASMCIwIjAiMCIwLrOQIb6DBlPYdx+DYisHoEkvRrzhaRtUD01hu3RWRt4uAsNmuBiT7PK29GUEf1drBU9VN2cJKk3+ap2MG3xT+phbZ4LorjvxGBwx0B/cizR0EyHZjokw5Y9MF538OLlkzPNJkBIwIjAluPQDIdkOAw10lBEkmfGz1rXiYYz43tnjnPmucyST/Q7MzjfyMCIwIjAiMCu2EE1n+Vx2HK+m+j4eEGjoANWZJegyT95oXFI7yFI1AG8snEWwvJLriJ/5dMMXGwZDFtES0OFtTA5rVwycQLB5IpVps4PKNqOzkC+pFnDzAlTaZ+Ja9P6oeeV/lkoumj+AeMCIwIbD8C5jPjOE55z1SSfhPTs9UO+Qdfz5bn7xD0SEYERgRGBDZWBIa3u1UExmHKbtXco7K7OgIWh2xaMCZZestmEwdv4WiTBpThgYWkFA7M88qbBdSrYiCtsvpVXuzm5ST9jWYS6AEjAjskAp5BoB9KKZXXDz3H8nAgST8YlR8wIjAisO0ImM88U8Zyec8UIOWQxa0Vz1cyjelFS6YyvgEjAiMCOzcCQ/uIwIjA4YvAOEw5fHEbUiMChykCNmMEkmlxaAGpDCwigXySpQOXJFAdkuV8R2yS/yVTveb1r6olE21l7NCLX37AiMDhjUAy9THy+hSovBQkyzzKBcVb5ZGOCIwIbD0Cnpf5WJ4sP1fz+ZCGZJmmPGBEYCsRGOgRgRGBEYE1j8A4TFnzJhgOjAiMCIwIjAiMCIwIjAiMCGz+CIwajgiMCIwIjAhspgiMw5TN1JqjLiMCIwIjAiMCIwIjAiMCOzICQ9eIwIjAiMCIwIjAiMCqERiHKauGZSBHBEYERgRGBEYERgQ2agSG3yMCIwIjAiMCIwIjAiMCOzsC4zBlZ0d46B8RGBEYERgRGBHYfgQGx4jAiMCIwIjAiMCIwIjAiMAGisA4TNlAjTVcHREYERgRWF8RGN6MCIwIjAiMCIwIjAiMCIwIjAjsnhEYhym7Z7uPWo8I7L4RGDUfERgRGBEYERgRGBEYERgRGBEYERgROIIRGIcpRzCAQ3xEYFdEYNgYERgRGBEYERgRGBEYERgRGBEYERgRGBFYPxEYhynrpy02myejPiMCIwIjAiMCIwIjAiMCIwIjAiMCIwIjAiMCmzIC4zBli2YdhRGBEYERgRGBEYERgRGBEYERgRGBEYERgRGBEYHNH4EjVsNxmHLE4jekRwRGBEYERgRGBEYERgRGBEYERgRGBEYERgR2TQSGlXUTgXGYsm6aYjgyIjAiMCIwIjAiMCIwIjAiMCIwIjAisPkiMGo0IrAZIzAOUzZjq446jQiMCIwIjAiMCIwIjAiMCIwIjAgckQgM2RGBEYERgW1GYBymbDM8gzgiMCIwIjAiMCIwIjAiMCIwIrBRIjD8HBEYERgRGBHYVREYhym7KtLDzojAiMCIwIjAiMCIwIjAiMC/RmBgRgRGBEYERgRGBDZgBMZhygZstOHyiMCIwIjAiMCIwIjA2kZgWB8RGBEYERgRGBEYEdi9IzAOU3bv9h+1HxEYERgRGBHYfSIwajoiMCIwIjAiMCIwIjAiMCKwgyIwDlN2UCCHmhGBEYERgRGBnRGBoXNEYERgRGBEYERgRGBEYERgRGD9RWAcpqy/NhkejQiMCGz0CAz/RwRGBEYERgRGBEYERgRGBEYERgQ2dQTGYcqmbt5RuRGBQx+BwTkiMCIwIjAiMCIwIjAiMCIwIjAiMCIwInDoIjAOUw5dnAbX+ozA8GpEYERgRGBEYERgRGBEYERgRGBEYERgRGBEYJdHYBym7PKQD4MjAiMCIwIjAiMCIwIjAiMCIwIjAiMCIwIjAiMCGzkCh+4wZSPXcPg+IjAiMCIwIjAiMCIwIjAiMCIwIjAiMCIwIjAicOgiMLgOVQTGYcqhCtNgGhEYERgRGBEYERgRGBEYERgRGBEYERgRWK8RGH6NCOzqCIzDlF0d8XVm75///Gf3SAp6YfG/gw8+ePH/Q/ff//3f/7W5bEmthivaSA9dBMS2OOdtshFjy2dQ9RnpiIAI6BNAHvzv//6vpM37e0eM/63LCGg7wLlKV+aVBxz6CIgjIDFP5/MB2maDqqt6Vb7SOU5+DhWXStFKbmWKtjtCxWFH130ec7oPi52VvHSBw6unZFebO9gCdO8KKFvztPKr2F91Db0a38CNCIwIrL8IjMOU9dcmu9SjJM3mJUlL0v7nf/6nD+r/7//9v2Zi2trgD1+wxx5bdqOayJLs0rpsRmNiW/HUJtpK3DdKXctXfSlZ7g/KG6UOw8+dG4EkfewpK//2b/+2NAYVbqTrMwKe42Rqv3rWK02yPp3eAF4lWXomknSPxdV8IOYdsQn+py5AVdRvniZTvZMpRUumfPGaD+ELkvSxAz2Z8kWDA/Ny5XeHNJlit+Pq2vqBtz5ZaxRtmWSpDbZnq9qjUrpA6dmePHrxSkvWWgltZwO/C1baSqZ4J8trbLz4+ArkC5KJv8ojHREYEdg4EdhyF7xx/B6e7qAImARr80LlkY50pL6IM+gnqw/uRUuyxEsWOIypiWzlZIE+4LBFQKzFU0pSW0mTSNY9JJOftchJpnIypeu+AsPBnRoB4wUD+vcYL0RiY4HnmsfmEe2XpM8JcMrSAYc/AvVciGXFOpk2q4df6/qRVCeg//AqiaS/4FF30BGz/81x5kNlOqRJlvrfynKSlgWUrZnKkT2cEbA2ISo1lmsH5WS5HZS3BsU/b5Pq6ysPylbTUbzamq55OtdJNjl0PuE9tJBMOpMsifAJFIJP+qkyPOArgBtnQV9lAAAQAElEQVQwIjAisPEjMA5TNn4bHqEamAQpMOADeZNQkr4oSQLVAR0kW+IQk/SbLA5jyBdOOuCIRyCZ4ktTMsVfWyivZ+Bj9QeLBwsJkKS/vVrPvg/fdn4EjBf6CNA/ymIy+kfFYj2nnmX+mUeAvLYE8/aEH3DYI5CkiSOYby7hxfiwa1xfEvP+o07qKLX5lFYdpYD38EDe3FJ5dAAvLTyeebn6adHxb3ZQ/51RR+1Veo3l1Z6F215afmlvvOSrXQoHvzWo54IcXWSloNp5NVn01fCHFUcPmMvxCcCh8any6oSmT/IZfsCIwIjAxo/AOEzZ+G14hGrgbUIpqEF/tUnIpICveJRNBspAudLV5MkOOOwREFNSFV95ULGXX8/Af/2B/8BCgr8bxX++Dth5EdAn9JHqFzUejf6x82K+IzVrt2ozeg/ZXPWDeOUBRzwCnhGbLxsx2jwv81R+o4L+w3f1U8+qo+cfvuq6Mq+Mx9wiD+ia89MH5ngyeAGb0t0BxKHqWflKC394Uu0lpqVrHn/47enEX+1Ah7aSbk+u6Hj5oB/Qxaa09KAXlMyOTNkCdK60U77Mx0Q4vPwtH5UHjAiMCGzsCIzDlI3dfkfYe28TKDGwSw32JoX//M//XLo5oIxWk4a8CdAi+ulPf3q7whWu0P72t79B99/QypCZ88MNOHwR0CZiCZ73vOf1eP/xj388fMrWQEpfKLPyd7rTndrd73739o9//KPQI91NI6BPW2zq4+985zvbta51rXbBC16w3epWt1oaS3ZNaIaVQxMBzy8oXvPAq1/96nbZy162w/3ud7/23//936PtKkDbSeexnOeJeSbgPB82X+IqXzTpZoHnPve57cpXvnL7xS9+0W+41npkXj+xAIUzf9z2trdt97jHPXqfg0cH5I0tBXD77LNPu/nNb96/C4dXTKW7A4iDeoqDPlR9C+6IAD10f+c732k3uclN2nnPe952jWtco33qU59q2mB7uvlT7UAXfnLXve51293udrfeF+AK8FdeavxRH+m3v/3tdtOb3rTPH1e96lXb5z73uS6PVrrJAD5LdzTwD7AH2HbYI2WL3f32269d/vKXb5/97GeX1thoA0YERgQ2bgTGYcrGbbsd4rkBf67oLW95S7vXve7VDjrooKUFsQkAFJ/JovLPf/7z2wc/+MFmQjRh4DO5Sed8xT/Swx4BiwuxFNcXv/jF7UMf+lD7wx/+sLSAPOwad72E/lBWHQjpNxbDhRvp4YjAJhDRr/WNpzzlKe1GN7pR+8hHPtIOPPDA9prXvKZ9/OMf3wQ13FxV0FZqZN4w3jtId/D14Q9/uIGnPvWp7Xvf+16fD/DgHbD1CFQ8V3J4LsRPjP/rv/6rOQh4xzve0WzMvMSoOWGl3EYrVz3f/OY3tw984APtZz/7Wd+EF77qoyxWUjjp3//+9/aSl7ykPfvZz+5xgccD5PGIobz0da97XXvVq161dGsKHW0zw8o66k/6D3zF6YjUn45f//rX7exnP3t7/etf3770pS+1973vfc14fmjmd/J8AdaQ5Yv+4ICNv9qu8CtTcni8zDvLWc7SXvva17bPf/7z7T3veU8zFqGvlFHeGh7tsADfCsipj7K8Z1XZIWjVTfmFL3xhX8N9+tOfxjYOVHoUxv9GBDZ2BMZhysZuvyPs/XxRZoKxOHHbxKRUk8JqRkwKJgg3W8jZ6JvU4AAZPNIBRywC2kEsTc4mZtrE/d///d9l1z3wXx9Rh3kKv+6dHw7u1AjoE8aLfffdt/3lL39pFpj6hZtxl7rUpXaq7aH88EXAM6yNgMMvY9FPfvKTvimwUbOpQTO3HD4LQ0oExNmzcZSjHKU5fL73ve/dX3DUHIBno4PnXz/51a9+1W8RqGvVCR5deWUKZ80hBXj1OXlgLUIGXhwdSMEDMZWiSzczqHvVT15cgPyOqD8dl7vc5Xq/dJOEbreLvPSpOJf9raVzX7QhHfqBsUQefWuyxh794GpXu1off7wI9HzQ84IXvGDp4IyfW9NxRPD6F6AfsKuvmb/4xXc+siEvLSC3Ele0kY4IjAhsrAiMw5SN1V47xVuTAMVSg7sJQX5rm3U0EyXwRkBK3mafPKiJBB7AAXk0KTtSUHk8AA4U3sQ6L+MpMOGigeKvdI7DDy8tQC9Aq7wJWf6f//xnn6TnNP6zSUfxSAFcARl5eEBOCi8twEOfsnyl8vA16SqbmKXwUlD65MsGHQWFkxYvmrIUlD55gIaXTjQ4AAfk8aykwxcdDfAfHihXqh/JFxRtXoazMCkc3eUPmnKl8uUTHICTkpGupgcNvuh0FG6OL3qlaHM+tuBA4aXw0pJTLoCb05QBHQV45Svln3LxrUzRQPHTrwzkgTw5IF9QupWLBkcXuTlOGW3Oiw4KRw4oz6FwUotv44j+cNaznrUvzOGLX57OAnbl4cs+XjgpQJPCAWUAV/LyaFKAbiFceekcihefPECnTwoKJwVwRSc3L8PP/UcrQJOfp/TRMU/xrCwXTgrKBj4AB0p30eHQ2ai8FMABvNrJM+0aPdqJT3zidvKTn7yJHZ3oeNGU6QTK8PIF6AAevcZ5dGWALgWFL/45Th4Uj7T4VtOBjh+PPMCnjlI0gD4vw+FdmZKDw4++EtDogZdfCeJWOPka682vypXaaOKDk9IpBXPd8gCeT9LiLTwcqLjLF8+8PvAlgw7gCkq/cuWLHw7Aw0mrXGnViV5QdUMHyuTIK0vhpHxH0yfRwDyPz1oGL5oyG8rk4ArgVuaLRwqKLsVfupTlpfCVVl485emQAjwrZdALh04OTp5M5fGAKqOvLIuDtQw59XZAfdzjHrcfMuAlU/L4qowfFE+lfJnzyNdtIjcLyRzjGMdoQH9VxgNKBxxQZpuP8njk+Vm+HPnIR+633NAAmrSAnv/4j//oN2Lgbnazm0n6mk2fQqcTUp69yksLCq9+la9+hadwlc5xfC+/0C9zmcu0ox/96P22FDy7dMmXHByY49AAPD3ydEsBHfDoyltLSwYvvgEjAiMCOz8C4zBl58d4DSzsOpMmLIO3xYrUZMS6vInCgA/k4dFNsgZ6PCsnCDxwUhssPPJkXBtVpk8KT6+yPDkTJzl4ZXbg8MPho0celCw6PnQy7MHRAQfwKjs0Ug84vPTIAzyFow/NG3c0cjYccMp4gTJ7dMvT7QCh8vAFJUfX3A4ZAF8LETL0080uGnl0eHl1RMNDH0DHy39lfvBHHg6QJcMGOtt0Fo8Yy6PRhw+dHMBPXr4Ab+UrhbNYIk8nf8nRWfro4h8ZtCqjk+cHmpScFF498JJBx88OPBw+eLxo8lIy8sWLD54c/9DJy4Oi8xGfMl7y9OBnAy9QLrwyGl4Ar23k6VNGl9JNln5ybMDzRQrwKIsDHXgBGn10y5OnF04ZL31wynTI4/e84acbDiizgVcZDU5ZHo6vdP71r3/tC0+bRzx04uMXHfjl8cMDeTS8ZODoxAeU9WspOpqUXPmuDK9u+PhiHFOGhytdUn6Qx1eylaLxRwqHTwroIg+Hhzw+Kf/R2GIXHh8f4cnSAfCQkYfHq30qr4wHwNHDHhtwFQ98pYMNdM8WHmWyRadDvmh4yeP78Y9/3DctRzva0XrqOUUnj9/PMKoe6gbHf/L8kqLD0YdOtmySwYcur674+EMWv5SMPB71wKMsJYtHmby8OLABJwV4AZw60FV8dPCTPF5p2ZTSCS9fMuTh4dDoJUcPnDK6dFtQvMWzssxnOqUFeOWlc344vGIKP7fv2eN70aQVB/GmizwZOgA8Pnh5POjyUgAH8IijuLAtVS4eeXgp3WTQyImbGKLxEcij4cFLVroS0AF+KTpd+AE8f+mUouEpgMfDlhSg4UWDV6aLfr7TUeVK1UE8q4yXHICjR0qvFF1sjY3K4kVv0eXZIs8nZTRQZfLK2hZOnt7ihSMPB+TxoCsDNso3dDj1Lp/Q+AZvHCDPnrT0y+Ojiw6yAL1sFQ0dngwe5W0BeXHlAz6HGCU/18k/+viBDz8blUdTnusqeTLajy26yVYeDR/98lV3Zes+sSo8XMmxyyZ98PSzj64MtB/deNmUpwsPHHkyUvLwJQOPZ8CIwIjAronA+jlM2TX1HVZ2cAQM7gZzg7jUgP/Qhz60//7Z4A5XA7u8ycpEIW/i8dGwxz/+8e0Nb3hD94w+GxoyJmc8FsgmC28plMmbhOjAJ2VLHpCDo/BHP/pRe8xjHtN/Q2tigzvqUY/a6JPHR4bfyuyX7qoTHvknP/nJzUcyyfLDZoEv5OjgAz78fIb/zW9+0x772Me2j33sYw2dnAUSOXx4ADm2f/vb3/bfG/vdL356yQBxManiF0c+4yGrTB5861vfag95yEN6TG102QHkQMlVPf/0pz+1RzziEe39739/vxVQdtQTj9RGiax6+T20b+vA41Uf9tnAj88hm7z2vf/979+++MUv9m+88BUfHr5KVwPxAUVTfzql+sqb3vSm/gFb9cfDP/a0j5+pqTdgix6pevMTH9vwypWnCx+6uEvpBnjQAJp2kEfD94xnPKO3sTJePOjio/zlL3+5uab/rne9q79p0xfRxKNS9vkIfNTT7/u1DT/h1FH86eO3eLDHFyl7+OiU8gEvvfJSctpN6kN4viPABj4yZNnbf//92+Me97iGBo+/aOjsAXL8+PrXv96e9KQn9W+eeC74wl828SvTQ0ZZShZ4ruHoZwdNTMVIe/O98j//+c/box71qPac5zynf9dJXcjRA8jhl7JPL/yf//zndv9FP/zud7/bN/7Fg84GHnGssjjL08Mf/itL8cIrq5OyPNq73/3u9uAHP7h94hOf6O1cdLrRyYmJMt/VC54OfsiLQdWJbTLw8p41tvC/9KUv7fHWz9lBR5MCesjihRdneaBt6ydVYqEN4eXx6nvGOxsCtumB57c8MM6yQ5YceTx8h69xVn19kFK7ffKTn+zxJ6/uxUuWDj4DNo2FYvnLX/6yiY32JKeu+N1oMhYZD5TRqo7sK9NJF7/oxed7YOaEb37zm/0QDy++SvlLT5X58cQnPrG9973vhWqeV3oABP38U/7BD37Q7nnPe7YDDjig/2xFvPDQz3+6lQ8t0L2Sd45TR3T65cVUWX0Lioaur/AVD+CzVF8UH3Xjo5TvcOzhM4bf5z736d/GwF98UjqleOXZYY8c/fL8oY/e3//+930+gEMnJ89XKTk4ctpCm7sJ9chHPrL5RodxCV/J4pVfCXM9xcMHdvj7oAc9qHlmtQ1bgA668cPL49VX/XTkmc98ZjPGoeFhAx0fWfrl0ZTlxVPb4NNH6PnqV7/a+wibxStPhg4yQN2V2dWv8CqLI5q6eK6sM3wrRBmdLF5twS4/6CbDjvooVx4ejhzcZz7zmSY+4q6O6kx31Zs+fHSj80fZ88I+Xvbh0ZXZq5Q8W1WuFA9Al24L6GefHrbxqgNf5dmGZx/4UO4DH/jAvjbSh8Gcpj+c5wAAEABJREFUjkf92AZobFjHiL+xSJxA6WYHjzmDvLqTgzc24oPnJxq9aFJ1lr7yla9s1lT46ALqpIzXMwWnLLVWs24279KBB55+ef6VD8oDRgTWdQQ2gXPjMGUTNOJaVsHgbTLgw1577dUXp49+9KPbNa95zb4AthjGYxKoQf93v/tdu8AFLtDp5zrXuZrJzRVRbxXOdKYz9S/6mwhMPve97337ldGLXOQifeFhQUIPfcDkZtI55jGP2T9cZ0IxmdpswdNnQXD1q1+94bn4xS/er6ObbPgM5OlSDwBnAjSpOtRwLdakaCF5netcp8nDWTSwx0861NMGwk8VLNjlT3jCEzaT3iUvecku5xsDrsCSY6dSH2/kH36bvktc4hJ90U6XCZ9fgA0y/ONzlU3kD3vYw/oGTkwtrHxdny3X8G3mbcTEVfzI21iyeaITnaiRvcpVrtJtXvva1+5tYxHLttTGS53Vye+SxYHuYx/72M1GlT7+qBM/2WPrzGc+c/9A4EUvetF2/OMfv5n88YlX8Uq3Br7do442Yq94xSv69eS99967/+UA/cW1XgsN/vEHTTud4AQnaGJuM8gf+i04tan4lX14fuIB6oqmDynzFcDhBXjETdt87Wtf61d6baAufelL9w8c6ndiTK9DquMd73jt/Oc/f/NBPX/pgL/ipy8Xr1Ssz3nOc/Y20Ha3vOUte8y0D138EIu3v/3tvX34wEf60NTLIvJkJztZj5ODRHT900YQ/7777tsXbfTc4AY36H/9gH/8YUN98Pmw6AMe8IBG1xnOcIb+7Ild2WELv4Mrvp/73OdunlVyNtn6EF/wkRE3wJ8CMeLHKU95yu4vujKZC13oQj0OeOD322+/3rf9nEQdxNu3OdiysOQLObx0POtZz+r8FsDGIP3BxlubeW61p7iUDDkfLFQXz4u6Fo2/6J4fusXH8wYHHJi62k3GGOig4tKLvsAnf93Cx6K1kTJwoKYP6a/wZUec1Jd99bLwZ9uzhU/dydiIarPb3OY2zTPrr2Ph4Qtd9IA5jl0+OtTwHIvJxS52sf6NGjR1c13/jGc8Y4+bj8r6yzx4xcQmTszw/vGPf+zjvDFV+Utf+lLvj+h3vvOdu7w4sW8sU9c999yzOWQ3/qLpK/j5W/CEJzyh9wMfqPZXWtTXgc5JT3rSvoFWP23moMcYrN84oNSP6Trf+c63dPinfcTAppt+31SwiWVbvzHe+Wim8fanP/1ptyvW4oyHrP6iHfDw11+a0vZio53UHR/Qd9Do9Jx7DvSHK13pSo1ePvCdn8oATp0ODeDHRwbIF9BbPptr0NWXj/Jsyr/sZS9rxmt1rGez6oBHXfkMxx5ZcsZU+s3ZYqKM99SnPnX7yle+0p9TMSDHlwtf+MJ9zhZXOLoAfcZp/UGb8qPqUCmeAjj6fIyUHvYd2Gr30572tM13evDQDeRXgnoZy/lXPNYfNc7qc8Zk+s0x0uKjSx/+4Q9/2E5zmtP0+fsOd7hD/ysz2pqf5jl84qMsD9iTAjr0Q9+jU2dz4h3veMdmnuYfYLfk8as3nHWPQyz6PUu+T2K8w+NmmDYQT39NywsU449nw9ynjdk3Z3uO2XYwok3l4dk0FlS7K9Mj9axaR5i70f3VJD6RB/oAv/jKjpiak/kk5niNT3BeDqjnPC6+k8MPQJ5N6WEBsvywBiFv/BKPk5zkJH3OEguxUid14KM6WTcc61jHasZRB99sqguf1c3zQzea/gzMOfqtwym20MnhVy/1htPHlenHJ85etuhX8GTwiZvYs6tfXf/61+99zNyJhpc/+MlaH9ziFrdo6nfFK16xr5v95Tu6rLn5Qa6A3ICdF4GheURgHoFxmDKPxsgf5gjYEBrMLTZs2BxcODC4613v2hfc3gC6KUGxicUEYYPjkMKCwpffbeB8yf84xzlO+/73v99sIvEDGzqpRZsFiQnR5GOSoe8ud7lLP0SxqLboN+m86EUvauxb8Lz1rW9tFtEmOAsMmwkTKp0AP59KnwkfXmqD4VDDZshG3pskvt7+9rfvi3Z61B8vGXroc8BjYW8it4D1xsFm2iRnQU6viREvOW89/Ck/dAcVH/3oR/tNGgsjCw4byeItG2zy2aKl4mAhLT5sOjgQWwtFOky6eMlrL7GyqbAwsHmxMBNjiw6xKl51sPgUBwsWG5lvfOMbTSxM7NpEHOjlo1Qb2lyz4U8VevP38pe/vC+w+cFvE79U/bcFFoTqakFtE2Ohsf/++/fbCerhrfTd7373ZuHHD39RwNfyLWAsdG0I9Rc2LMYtvOjTjnylH40v/ioEnAWseosrPMBT9bNR034Oatilw6GCP7t5+tOfvt/uIbPv4uDCps0GxhtDm2O+n+Mc51hqX3FgU7wtqPhloYdXHNXFBlo/o1Od2eab/iLlF/+A+tEpL1VXfQIPv/1FEG1ikesAz2YV7W1ve1tzCGXR6AASn+eILD/I8JE+doG+UgtMBwQ24/6yl75Pn77HZzL8KVCGB8YCb5vp0042og5CLHjRxcZbO/aVbcj9NStx3GefffqC2TNl7KGfHjGp9I1vfGP/qw7aySGHZ0rfEBuxVHc26LZZ4Jv+ri5ijlb60Nm49a1v3Re98ngcmBxwwAHNQt5449kzXpziFKfoN7LElD/42WFTnn1leTh59i3+8YuHshSPZ1XeJsxzZ2Nr3GOfLjL46AFwUv7Du8lhEY5PX9fP+KjMjjHcAZwFvgMSz7nxm28OBdwK4pv+aMxwmINmg6HN9BfPKJy42XRrX8+lv8xEt+fAIYnNhbmCf/il+jU/bLyMFw6k9AMbSBsT/c+YZn7Qfm5VeU485ze+8Y2bVCzo8/zSpa3pdnBsE6tvGyOAAzZt7VAJrzjxW5vq//o3O+LsZqG21bf5Z07x3KPrs8YZz4pxynxnE2bM9Iz5TgW9bEj5x5Y22RFAL31025Bpd88DPFt8FAPzAh5l7YgmJSuW+oH+oI+h4TMvmb+MK3jMTWKjT5vnjOfiQK+6kKVTXhylaGzQZ06gu3D8wgMnVZbHyx9zkn6E5tnXf8SbTfGlF42MdCWwUzbFg3/6gL6ov+pPDgDJ06+N6WQf6JOnO93p+gseB+P6mPa1ecVnrnC4SF6ZPXm2yhebXzIOPeGtddhXl5LxPDok18f5CMg7OBVrayM2b7HYTJtj0M175m0HfXSZO6wVzDeeNx+EFUPgIEc/1r70+qCxA0DPp+cJTl2NqZ55h4LGci+F6PaMu03DJl46/cW1pz3taX0M9ryZ6xxOsaNe4mfMklZZ+4oBHVJ60MQMTYpfHs/2QJ9kj328xi5ji7rRoU7WiPwyFhi3jNWeD3OgfmSccfDHF7b5wG9+WaM6gLre9a7Xb+/6892eBe3EnvZWD7a0ob6pvyg7+PNSD97LRfrq2ZA6vDMn3e52t+s3DI11dGpD8wdf8Jm3yTq8Nm4Zr8wx+pAbuvo3XZ5vef7oH+pD3wxGdkRgRGAnRWAcpuykwO4uamvQNuB742sDaZFjkrjuda/bDzpsuMTDBGMTYBGN3+ThjcrZzna25q1pvYGxwDEJmhS81ZBaIFqomrxMLBZqJguLH6k3+VKTj0UEPpONhbg3WRbZJlB5eIcBJk26pPj5CExiUm+I4U1ubs5YYNgwmahtnG2mfbW++PHyVR1NqBabFrcWpK7M0qnebmdYYJVt8RIbGyMHIhaoNi82gg42vBnCSz8+E2ZN5uyJhRsc9Htbd8Mb3rC/9RJbC2EbSO3kMAkPXVV/dbIpssjy1t7hlU0TPvbUzeZH6lDEW2CHMOQsxGxiHDaJA1/odihA3u0CE7zNBJ/E3aKQXrzaCj/erYEFENtiZpGkD4iPPkUnOXhvgm2wxZpPFnpiZbHBjjxb2lFqAand6eePvmPTTp9FIZvoymhScvTUwk37iqtr5+rs4ENb4dEHPAP02/Dp36c61amaxfdnP/vZZkHmDaOYaE/6taF+btHqzSvQfxxm0MlPftm0SckU8E2ez/IAP5Ang/6FL3yheUZtiCwiHTpaiOHRrz0nDhzFU6z8bIpP0vJTf3MgqH5ofi6hv7p5pI9Z6HluHXr4M7l8YnsliJ2DSXVkX53cSLC43HPPPTu7elvAqwe9D3/4w/vBmb6l3S1YMToYwEOnVH3ps6n1rIq1NjJeoJFBZ5cNeannW14s8NEF1FP/wG/DgUfe8+qwUr+20VJ/vumbDknpOOigg/qf7KSHXf2xYlI4zwMaWIljB86YoS+yp09oO/al5LRP6WUDbg76IT36prjbWOiT6uJ5kKqb/uHAz3NvPPATF+OxjQVf8Im3zYiy58FG0XOn/2gDmxPjpgNt/d0GwNtxhzne9PNDjG0W6VN/MZY35nm+HchJHdSJI5rDVKnbQMY1G0ubYz958myJtTZXbzYKPGfmI+OI/ubNs80nuudX2wN9G84Gnh19Tt0cxjkctBGzgXNbzLON30EKew6rjD/Gfge3Ns3ekKuP50Cs2AB0k9kRQC894m4u1U+UjctSseWnAyF1Y1/bo5EFxgM+eZ6kaOZzsaS34m1jL3ZemBjX6dUmdOp7gD7y/GCvyvzQL5UBHiBfoH8D+tCMp1IvGawbjAv6qLEXH1oB25WnT54e9VFmWx6fNteH6bMZN9ZpT30fDzn+2gTT41aIG7TmPWsIz4XDFT7YrJOhlxxbyuTUHw/f4T0L4uZwwpipP7Lj4MJm2TNAjgx9Dkuk+pZDXIci5gWHAA4crSeMieqh7fnrBQMZvHTRr40cBnsG4RzK8Nt4q796vr0sMW86LLVeMT9YA0mNN+TM554lz6PbjA6ijDvkjSHGWON31UPfISflR8WlUjS+ik2l+MRNLFvDsXXwLLOJl07rQGU+KOufXgDx0YGqw17rLeOQtYQ+wJbYs1vAFzod5hn3xVL7k4Gnj1flN37jEX1ucyqLt75qrDXO4hc3bStv/ejA2kG0NY2XGfoimrGR/+IIxNwzZ51mHevlnLY03nhO8bClvuTVSczlB4wIjAjs/AiMw5SdH+NNbaEmE4tYGwqVNZGYcEws8iZmKbC4NmEZ6E0AFjgmF4O/Rbm8iQqebjwmeHhvQUwwxWvBjscbRz9FsMEz+eFlx+LI5MUum/AOGKQOKspXNP7SPcdZqKBZoKCRU6bT4opei1J1Qa8Uz4EHHkhVv5LJR286vN3ge21qyFuEmAzhLeT4of5o9Hir65o5PD34HKTwAQ8jFoJ89fbeJpY82QJvZfhu00uerzYgdFik8c3iDD8cn+ijmw2y2sbBFB54k7a2sWBgTxzI4Vd3fDa7eMWFz9pUm6HxQX3QVwM0wF8gBjbFeC3S6bS4Yc+bOJtketHFyuJI+9tQ4OUbfQ7ayFjEwtMNb1NnYYN2+ctfvv9UgS5+4oPHKwVo5GyYLD7ZFic0sfE2T+qAgT/w4iUGeG24yTsA8mYTDbDnQIyMNqCbbAFZcsp4+KTMHwBfQB8eeIYd1rAAABAASURBVHa1k/5hI4CHLWn1S3G08WODnDhbeLKhLvj55CBIvNVXu+Clhz184mVjK7WBI4fOD8AXOvmNB6ADupSLbpNXOs9znvP0Wz/sqAt+myw6bfbqgBA/G/CnOc1p+s+r6NUf9AN5dURnR1plbxLlHULyW54dz6z6Wsx6dvhA1oGieqgnnOeEHPvyNi34HJCpF1ueMSm9fJHigQNs0kmHsrznRx7YRPGDHFBfKVoBX+DoldIpb3NGrzxeee3sBoWyZ5ZP6iBe6uwQBc5GUB3k+YSfnqqPFI09B+VSzyEZdvQb/HyxIaTDDSBldqR0qht5+uggwx/jFD5jO114Af34bGbo1Cbw8qVTuQ586VI3z6bDAfqNS8VPRrzVxaGIlAw+emwiPSt8cdiCV1vzAw89+JUdotKnP3l2yAM4PssfFiADSmaeZxveBlNqk80PeeMbug0b/xzckuWjejj44pMY4sPjAEzM3RzTnwAez5Dnzxyo7KBSjAC5skkv2/BsAfxVRmNLikYWFA+a2KLXPCMPJ95uB5GDIwfkQeHl6aOL//AOBuT1Sb7yxyGBehlDbHLxoXnBQ69bK3QA/ZKsWNJvzBRHNOWDDz54af6gG804j+4QBY5O+m2ypdZPbOIBZPjId/O2VJ/Vh7QJmucAH3n6yIuNA8aygZ9PxgjtQY8yOTLqgkfZTR31cnDIlniwQ6f2phevw1x87EnJske/lH4+VQrHvjL76ieFl8ID/tApD/BJtwX4+cA2Pr7Qw2dlBwzoXg74SQ8a36puXiTww9yPhpcuN+GkDiu8QBIHZWNl+cU2GcAWHqCuaHRJ1bHsKdOB3xjn8J6M+MI5kJKab/jFV3at8ZTVR5uxSUZ7mNPdskNnE40OtqQDRgRGBHZ+BMZhys6P8aa2YLA3eNv0GfRNHMAEYWJTeXgDfU1C6GTweFvg6rDTfwccaCZCi2WTEhlvwkwMFhU2/WTZ9QaCXm9E0S1wvQ1n05tVi0nXPl2PlfcW1yRF1ltjegBZwDZ7/Ha1kx463VRw9dXES49DD9dk2bYpN4HhpVcK1I0e+pVNoCY8+i3c2UNz0IRukWVyLB1o8PjIwpOlF14ZD58tAOG8OTXRyuPll9TmBJ98yViM8s81dwdRrqfKk2VP/Nn2cyxy2lf91d31d7cSxNXGTvvygW82td58s6MNyk/26JXCscMnaQF7lV+ZkuGTOukffPfWjB16Lf7IKKPJWxTzzVtIbYWmrjZR+pY3eHDAZoJeiyf1BXSUj3gK4Onjb/2cCU79pdrANWv83vqJlYWTfiTvjaYDE3T938KNnL7Kro2mzQO/9Xd15wfgI1558uWHPLwUDogVHIBXthBXRgfw3p5L2WEfoKmfWLIljvqt9kO3gaDHYYW32TZc+obnROrNMT63EMSFfvxSQD9gU79HKyi7yjb5/PYWlS90kkcjr4yfDTeq0PQHeuXFlpw8QCODTh7QBdC9CVdXhw4W2HSjGTukDojxWcQ6qKuDUAe66GzxRR9gw0EmG8YJcnTD4yvd8IA8gAfklPHzG07ZeIefDjS2lIuORx4Oz7y+3mZqQz6iAe3qucWv/Wwc9Vft6Jl3M4UO/REPGQDHVvVJeXbh6+DFJkK/Fz8p3cZQPHz3jJKhDy/9nhl9DsDzFa+393jdDKjnyLNkHOKnG1XoxiwpXezwS2r88DzRW7iKsZ9h4GHLgRpZb+TZx8M+OXrxSdE85/qnQ28+eQ74JI7qa76hS1/ShvJk6ZDnxxEBOugD/NS/bLz46laelH9+NoDXxlBd9EftBjyjcMZQ8mKgLYxRdLr1QBbwFZ3/DlvIlQ15+sSleMmTUQbk8MEBdHh21UEens/sw2lvY5Rnji3AB/0YLyg5+TmQV+YT3/CZ09nVHvTQp4wPeCkD57lw0I1P/9LPtK3+q62Burg1oF5kyJeusq1uvqcBb47lQ/GLPRkHtFJ+4pMXA+B5UPacqzN/io9N/G5ZeT60szVQ2bbRRieDF9CFznd+iAEecmjGY31X/fRnz656k8HnAJSMevBDWrpKf+lFk6dTHOingy5ADq4ArvJkK7+1lC58ZZe8PP/YFRft7oBRmR4+A3g3zMjwg3/0odU8ae1JX8nhwyOFI1upPF/KTvmALv7obOKhE9CFjiaPpswXMZMnaxyBk+p/xufqk9Zj/GGXDnlp6aJjwIjAiMDOjcA4TNm58V332g28cycNwMDgPsdvLW/AL16TEH3kDew1mcDjMcADk4LJwETm2qzbIq6wOpUnxxY+kw05iwgLN3kLBhMSmkUze34ewyY5myB5i1wLWgsgmwKLAeDaMj6Ls7KFHyizi+6tFxs2GeRMYAX0uiXDHwsd9cOrXvTwSZkeIF+gTE5ZPWw6ldklC188UngLKnh2yODjK7rUIhNf6YHTLnB4ARx+evjJR4tGt25sCL1lcz3V9yfQ2SRfiz1xUH+xMIlLxbXeAvtJABsW4ewAdvksP/eND3Do0gJlfPMyP4sfTZ8qnd7MlQzb/C3ZeR4POan4WSDi8yYOTl31EziLUTjyUjh2QeWlRZMCuLkPtRFwNZc9sZMCeYd56mZhT55+N20sYOmyobMAdyDlkACd79pGngx7eOcpPDq8OkiV5aViCeTxyttkyheu4gtHnqxU2WaU33yC95xZeKuTuukbUodr+B1m8Jl8Af1sKeORlyoX0K1eNvBw6i6Fl/JhrocOvqEBfHBSZfrVteTk4VcCfP1sxm2rknPYhtdPOvhlTNLX0eHJsYemzC7QR+EcMMLjg8erLDboynyDk5fSLU9Gio8sWtXdc64M8IPKS8mRgSdPF7y8Z0JqHIDDq/08Cxbo2lG7OgDB60AVHxn65KWArJQtNvxkwHPlgHyuT/+m0waUvHqQkQf0kBcL+pSBejp4xOMg4BGPeET/hoExCPDVz4LQPTdk5AH9ylKbUTjADoBXPym8zSL7cMrqwT5/ip8+4Oc75Mwr4mRu4I84Arf08DnAldJHT+WVtwViPaeTBSvlqyyefkbCX8+OdqDDeG1TZjxx20y/85Mlday4+Zki3fjx0gnUD/ADnaz4VH+QpwedXfEixxc4eSBPXiqO7ABl8niU2QL1zKApazs8ZMlsDegoGntklPlTeTrR4PHTKYVz0K6O5jx082u1qzjqv8Y87UyPG7ligBfQIS1bym6+KFvHWKOwpW+4GYXX2odNPOoqJYcG+C4F6Ozh8RNdL2nc2nP7ws923IbDh0e96JGXAjR4epTVQd7tJTS3Aef1rLwbPejGNCkd5NVFmQ4pQJNqMyn78zqQg5OiA+W5DvWD3xbg0efEbs7HJz44DINnWz3xK5ddsoVDh1cmK48XyMOBKsMB/HB8B3MedtH/P3v3GW5ZUpYPf93w4Y8ZMGcwY2LMmEcUBTGMKAqIOKgImEARzDqomAPmLMksIiomEB3EiAmzYgJzFrOX78X47l+tuU+v3pxzuns6zOmeOlc/XVVPrqdqVVphw+M1b/BVXdkmB/Ch81sKRw4fMNfAeUrbWGes0S76pXGmfdW1hx/vhBmBGYFLF4F5mHLpYn0iLRn4DeCcM3jLN4U7E1h44CEnpY+8yaM4PMrwwJ1sixEbpD5uLI+2nWDo6sTi7ij9Fg8mJAtBhwAOAPCxge6xWXo8gmyTwAdlgIcdk5n3VOsTHrLKUmWPX5qU3HHGT76gjAfdAp9ONH5J6ZHWdzqVTXTy/CWrrhYb+NDJweOBkwKTvJQ8WXk4PpAB5OiDQ+cjPL0marhCcVKva1gs2iTy3+spdMuz5bCInEMv/ICtAnts9fBAnj0pXrKg9eETWTiy0i2Urzi68IHqowMdL3x54AC/tykeZfw2CV4XgnMwZ8Fuw2GB6649sHBhCw9fye1D8Xjoxs+ueqN5GoiMzaP+AfCi4ZUC/VSqTvh9H4QOiyZPKznU0wYWS9pFf6EHjydY6GJXSkdpUvrwSfkIWkZX3srhU4YHynzDK8b6n7vX/OjhmcVc40U3HjrIud4c0pGlD6BLC3yWJyMF7ErR2FY//RFOvrim8GyLjfxWnl5l/qBVvngpPMDHZ9eCsldz0D2lZqPh4MvBExpe1xu6spRudeUXwGMxD6dfqTs+9eKPw2R5ODrIw7dcHcp04YHDJ1+c/FGAHx8d/JDihQd0uXuNhs+YCo9PTKViYoxA4y++puh0wOEni98hGh4fa4UD6lYesXDded0NjU/08IMcvQANnqyxGJ8nc/iDDvCgu8b0RU8zKeMF6PWvKTk87KFrS7xsO2jHp6wuaHiV8ZLFB+fahNfP4Vs/fOoI5y63D1SrB15y8mjKxwE7Wzq9yvzbyuOjFw1PX7/zwUrXDr9suNXFxp68V4/osDEj43s/9AC60PhJpzwZfOjitj28pB9enfEDvJVTBnRI6ccPyCij1Z5UubzaoTxN0clL2ccLahMfPDpf0Ap49vPGNTjXOBmvhSibM8wTdPCVLNDftK2xQTzwsgfQ+SZVF9eOvDWJNYo28Z0M/dhrdG4osc8uG1L8dILmpWh4vZLl1TVjsteI0EDl2ScL+IfGt+bpESN0ePWF88HU//u//xu/QkUGqKv2Bg5t4MgBMk2Lh5P39J76i6H4weFlr34oA3zoQB5OXnoUsIOGv3l2lOHZEAc4dZWHx4uHH3DK27ihse16wQ/Iw8mTkcKRVZYHymiA3W0ZrmW65PHIb2nsK2tndPqVfT/KGIef71J014e+ZA7c+kxmwozAjMDFj8A8TLn4MT7xFgzUBmYDuzwwiB/nuEEcHV8HfmWAZoAv3oRGP73o7sCju9PR7zWUx6SAhy8mDTImOZt5E4XNCR4fFcPnNROyJhB2vddLBr2LInwAHY1fdMKxA+RNhFI8NsP4fFNEGb6gLpVRD3TlysOxVX4pXU3Ryu/bEvA2y+TxoQP4LYg1POA/u1KLIHwec2cbXkzoY8edVjJ4QPWgkZe6e8wHG0Y88uLsEWt0d5LpRqO/KRqw2NIG7gqLj3oANH7grzyccvXIHwZ8LvAZv3J5q4899S2teHb5gJ9NeDx4fSgTzsfc/IoCPh/Tw6OfSdmDJ0MHfdICPDpeUDy9DhuUvUrEP3zKaFK6yYsbmjwaPF1eNxJzH/lk12aMHjT+0yFPpik+8hbq6HTilSoX8NfmlkYXwEcXGj462KYXns82BPgc+mh3vGzjh6cHDj97gA7tiA4vBfL45YE8fvLusqP3yRA4dHzy+ij/4GxsyQG+SOHxKkuBfPFSfL0O+O9Or4Mqdr3+YcNCzlMWeNlVFwcG8AAekKEf4POkk9RrIOoOzxaZxo0PeMizrz5SOHx0SuGkAK/0bIENPkvpZaOyvbMO72kD/smXd+snGXhjM318qi90yusnYiPviQ36yJCFkyfrEIcdeHUUG3htKlb4qh+fD2zidVhSW/jh0MnjhyPPFr1w6GSa0o1fX26Kny5P5+Hz5IC60IEHTUq2dTLfkHMoLSaiUyA5AAAQAElEQVR40OFqlw4+wUnh8Z0N8INcedlXhq8dqTK9/FJ3fVbegYmNNhmvOthwOSzC79rljxi4nvV7fGhixRa6111qA45+ZR9cZlP9lAEaGX1GPMQOoEnplm994MjAocFL6ejhmac3awM/m9Ly4ufvsizjAKB0Kbw68VtKhix7UmUgBsrVJe9potKsJdDo5Bu8PD3wUnj2gDJ8bYq9udThi8Msv6LmVWFlHx3FC/CLh5QOdoA8ujwQEx+EZ0v7WEfwmRy+pniVAR185ic8II9X6sAXn6cNpYBOKVltqh3IKcOTxaNcfFM4evGJvzJQhtc/+YOfDrrkm8qfLVRv+emDc7ONPgfibLFZHmWHXOj1SR7dGIQuLU6ZTrwAH5wUjzxgGw7AS/ED+dLpUm5s0PE3xaesPxiXxd6r7sqVQ6cHwAM0eCA/YUZgRuDiR2Aeplz8GJ9oCx1wTW4mWYNycQb145xHN+ADMgCODim8PDz9dMHDmUDQ4QB87eM16dnUopkg3H2xyCXrqRZfV0fzsTQpPPDTlXQ5QKCDDSkegObuioWBMt/ISU2E6PA2A2TdkbKolrfgoovv8mTw80+ZPF3km8oD8vjIkAf4LdjU18LTpp4esvgsfB3meDrBooueAlm26fFrE/A2biZ/3yEgj0fqdRY2PGLMDziyUvLybPLPIYNJ2yaSjLvn6HzxMT4yfJSyJR7aTTzp5odFMNvu8MORx4PWu5/yZKVnAr6VV54+9qX8l2cHjW9w1QmvHlJ8eMh5pF3qYK/x860BsupVeSk5qTpJlfEBOuhEY5steL/UgOZ1F7blC9paPMiQRYejW5k8PcAvkMBZPGsftm1C8XpVSJm8lJxHf72XjxcPPHk86IX6oowPwEnB1jeycPWZjF9DoNdrDuhihq6dahMfHilQn+ppnk08TenAgx/eYYrUNaBfu3bR8eOxoVB2+Ol7OHDKfJLyR0qHtHg+guoRL2X1lveqD5qnmIw19PKFDjwATju7XnxolW4yYsFX+jySDe+JOr7Iu+bpUSdlfPSR9eqABT48P/CJFR55gI9t+TMBPrJk6MEvFspoyjaKPrQq70kqfGS0hRTIb/HuNCvzE40+QDecb/7Q75WBjg1odAF5Y4o8PvWnhw/iCV99aGw5LEM3tiujS+HkpXTgl4eT5w8bUnrRXKtS8nDoyp4c8B0gsXcdGQfJ0SsFvnPFd7ptYqWeUCQP2JXqB1L69Vt4dvQN33Kg64YbbhgHAGh4twAnTmSkyuj0AXm05pX5om6+96LsOxjGBLLGEnMqMEarq8NeNJt9NsiTU199Udk4zn928AJ92SuecH4pBp88WQczfPD0p/jSS0ZqjJWHbwzZEm+yaFL69AN5frrO1VWZHXRziTK88ROeDTh0KUDXFlJ0r7ayiQcej19PIa+PuR74ZwPrF+7gfVOMb/Jo6k9OWTvK09e8MoBjCx4ve56s8itVxgTXBr8A+jZlj79k6ZBHp1d80YE4ih9byg7h6VXGSw5UP3wPTKwr6GTDL93g98QmfrrwVg4PPwA+QBaffAF/814rU/YLWHTyW6q9PI1TPnboQpNnS0o3KN9+igbwo8nTQ5YuMZZ3061xwqf9+OJAS6z0JTrw0iGe/EajD44coFcK4MnhUXadwMn7rhg8u8Wxy4Y+RD9ZvIBeNHn88njIeJVH37GWQ2MHjbxygQ7yUrblJ8wIzAhc/AjMw5SLH+MTbcGAa0DmpAFe3iAuNSDDHwflIUuXAd7ATkcn3eJNCuj04fH0iEmBDhsLizz42pbiBXTY4NDrNSF6PG5qsiNDBz4LYRsDOHclHEaYGDuh2YDi4RueysmTV2aXPQseCzqPovuVIDi62PaEjM2VRbEyPyrflE6gzG96lcVBSk7eYtUCzqKUPjSPx/p4pYWpu7vo+NH4QRe98l0EOfhx91Yd1M9CyRMnNnTKftaPH/T4qUYHJ3jpoNfG389S88niAs0E7uOfePwcnw8pwivT5VF9H+3ktzKfPDZuoWKB6iAKP50OvpT5rr/wA/9hwB+AR0q3PF76pHBSuviD3naA3wJefHTxxRM02tbrSfyxaLYZ5zc8frx01F7LtcUeWXSpvlF+sWJD3D1VZUOAH50f4mhDSidb2sqdYd+o4R8+C06xx3OPe9zjYNNlEUqWTT8BiY9uHyB20Mg/MqB5PgJ8dAM0aaF0PsPh5Ru+LQ1OndxpZcMGRP3wkCNvIenpDrLqgw8NqL8UjgzAp4ymDdDVT/+/853vvBgbXM+emKJPnfVnG0RyHRP4TB95oC2ldEn5LgW1KU+HlCxe3x3Qnu5osmesUSaDB/DVt0VcI16Pe9SjHrXAs4GP3zbkngSwiSRPl2tLffA4yGNbzPxKjEXz1g95dcIrVWajeeUzAVk85NSNrebZpssYBOe1La9e4lE/ctrWk1IOHvHC04OmruTkAX3seaIKr4MhB2/aS93R6PYUndfYlMmAtlX1SfHSC8TPoRUZNNcuG8ZiOHNIX8/EzzcpGj5lwFZTeDwAvteVfsWGccH3gdCNdV6t8M0ROLL6vnZGd6DnOlZPutTHuOjw080ANtH0BXOU+tAByB8G2/qT38adDbKtH3k+GwOlnjJEcy2yJd54gNcJ8fgFODrue9/7HowvteFXv9AcFBm7+c4fbenVFBtkfcE8zhdAtt8wc9jiu2bkehjsdUoy+FwDUn7Qu03pYttcwl9zo3bGYy73NJWDXGV0sW6eLBygQxldCrwqYfxyqMU3TxW57vilzvwSNz55fYteqZsdcHTymx9++c2hkTEAnzZCZ0eZD3j9Ep6xy02ato82Ma97as01Vn62yRWUgTJddHuNS6rsoMmYqe+54XGnO91pUeYrOjk+0aGPsusbLXjExboBzRyj//vWjvkLnTywTrM+sHbiJ31SupvyRzzpgmffeKLsuzxeOaNTXzCu+5gq3WImxU8HWQAnPQ7ws88GPrr4Bs+WcRzdq1jirO9qKzHwRJADQz4b8/Ch1S4d+OktTh7gbcom3/G4zsVYHF3ndNNjHqCbXf7hhycrJSutXvXBhx841Iezfu1hYHXwwzXoKTk4ctWDNmFGYEbg4kdgHqZc/BifeAsGdAOwwdxgbGA34Z/J8e2AbWGBny4pHRYndCqbCEwKZNwVQXNYYcHHlgWAp0psFMu/1cU/C1CLD3k8FkD00a0MTF5+rtJiwOLFxIbHJMeOAwSLMrzwQJ4tss2Lg8MMmx00+sjjtwDxGocNAVrtq3N9M3HiBXDioM7KJlo49uj0QTsLcnq8Rw1nY+0QxF1sMcGPzj95QJcyvEMj+i1W3VHjowWnzbUPxomJlI/4HLp4TBufmMLxQX28M00vYMPPpbrDo/3wkIGX8s+GU3z5RMZdTm3Flju3FqdeRbKw9kQIf9How38c8Aed7sqJJSi+Kbo83dKWLarIw8mLv0ea1UkbwFl0oYs93eWHU9dtSn911z8pPv0G4LeRstnyGLZ+zq46A3G0yaKHLfIWw+4Yixde7WIRa2Nqo01n/RNH9jzOr53hHYT5MLJDDDrR1U8K6rdUGY88vUAZXl+A5xu8vJjwEQ6POjj4sbh2J9QTTOT4rV94Ckp9yOMlQ39jQyccuhRNHtCjzJ5YOEy0EbT5UTdxExu/TILPdWKzRY5/cHQC9X/Ri1600EW3egB8TcsPxy+8Nj3aCI7/Nln6CZ1SfMD16tcu6Lap4gN+7e3ATHs6iOUHO+LDrsU7eU+9aDsy2s/j/37ZAw+d4sUHeTi+SeHogz8O8KLzmw9SPsLRpUyXPuaup7q5cy7GaHjFwi+u+fUsMmTRpOpAXh4OXcoumrHIazl0qCfQPzw54Rrc51cmR6f6sU93wWsrxkN0fU/cjEH4zCGuNTT2ydMlJQ8nVeajlDx+sWG78TYGOpghoz30Q/4+/elPXxywmFfoIvvsZz97sVEzrxhj1ZleNvQhvrEF8NvYiTM6HYcBu/BkzSXK5YejS5k+fHzH0/pKjdvsmJv96ljpcDbOyq4j9eI/vXQC8VB2EKMv2KSrlzgo6yvkXJt84QM5fjhscoAG54YDG+ZL8g5m+IaXDfxAmT9ScvLwNrvaQbsY5+DMJWStI9jGq0wO0AEvLz7sAWWy1g38kNde97nPfRaHGQ95yEMWhwxk2VN/10Lj6JVk9eeDGABtr//p0+T4wiYf2APKDiLpFDMfnXWgqk2UjZ+uD/Mo/voqTx+ggzzbyuz5phM7Nu3Kxhw3Nhz8Osgng06fPDlPjClbJxiLgDGH7/qFTb/DX+2trtqu4KaS65cP1Ueuebb0e37Di5/43v/+9x+HzOKsvg7FzWvGRfz8IYtfnp/s0HMmYJvf5PFKC/wUM4c3Dp8ctqqTOkuN6eLmME0b4qdPShfAyx++Kdc/eaCeUjJk+eJGFRmHvfqI+Gkrtsjjqwz5+kumNHg68cNLrfFcAw4D9Rf66CdjLaP9+amMn40JMwIzApcmAvMw5dLE+cRaMVADA7BB3dMfJgOLLQP6UY7jRXvEIx6x4LdQUgZ0kbVhR7MYMakBdBO+jYbDCj89Z8HizoXFkQWNxQ4deIF8wd0wd77c9XIwgg6q22RiErIItNB52MMetribqD7yvntgU0aGj+ouD0zsUiBPj8fe3Q1wh8ydf3do3SV43OMet3jc3GOs+OnCb/FncWKio9ukxnfxcsjAd4sdvAAe3Qd1bTosPNzFkvLVosdGEo8Fo5/PtQiw4KFfvemxMDR5i49FH19tkDzeCm8hZGHAHp/ot5jhr40NXnf3vZOrDfABixo2bBQdvoiDGGg3BxDeu3f3uU8p8JM/Ym/j4c6nzY96W8ywqz+4Y7XtM2K4D+rnEEsfs+lE5xNgB50/nr5hk59wzXu8nR0LJTLktYsFDz79gR519IQHunaUwkvxVVYeXdkhlf5bHF6g/wF5B0wW7RY/FrF+YtRrIQ4R/cqPu9t0sWUhZCPoMEQ/udvd7rbg870Dd0TxsK3t2BRHh1MPfehDFzod+j33uc9d3DHWP/hnA6Mf88VmSRt4FYweOugUK2XXnF/YwosGL57K4uvAwmZauUDO3Ur9ln19Qt91F1fb67vqp9/ym73Ghn7ydFkYbscJfOTQ+a/fugbFQv3uete7Lvogvyz+fcSXHkBGahMnfg4q2Wpd6OULPnm87KkzUEbXRxxY4bPwvstd7rLoJ+h8IguUPZFiQ+T6ceglDsY0d4xdM/pfZfCz4+7ic57znEW/034PfvCDFxsYcVQf8bbpEC++k7Eh06fZ5SO/lzP84RF/14kDAmUicOpGj7IYe8Lt+c9//oLPeCnGDqy84mC8Njfg5Qs9DpK0Nd18qs4tjz7tezf00AfUT/93bagbfvrEgQ1PTfANDk0eKIuH7xzZxIs7GU8H+BUTd2dt0vinXmRsZMTNLzPRxZ7+QBefxZ8/Ps5KRhtLXY/qbF7yeqk+p220qU0vvdWhbbWz68CYmWlzKgAAEABJREFUYjz1BA1+vrrO6cXPJ/E1HngFCg7w7SgQV9ezsR+P+pGhS7kpvPigAfOA/q8vmRfg1B2PscEc6lf0xA2eHrbk1YlubezQ1HxnHnV9a0vjsXnFoTl+sZTyQapu2t2YZ74Tf09bmifUhTwbbJIRN+3k6UA4Ovgi77p48pOfvDgw1d7GKjE1p6kDUDc+8Fn7KZMFdKF5+sqYYaxx0K3P0CcG1h7mJXL8ESN9Rdl86Pq2FjBP6sPGaK+IeLrCYQYZttlhn11lePb1HxtfsXRjw3yvH9HLLl4HLFI22XZtoSnD80mqbHxy8GMOwGc8Mde6rp72tKctcOYnvIAc36yZPB1qvNEu+iFePuqj5ixP/JizxMc4KkauEf1b3NRNHemjW3uKjXEOHh2eTWANov+Jm/6jDdTb4acn+6yX8JNtHfnlF+3IHwfiy29jEF18gKOLTvocQGgnPmgrY5sx2nXoAFTs6OA3fvXyRKj+4mBQuT7IA2X8bMjDKevTYqxt9Svtbv1iLMDDN+Obudg4oUyOHkCX69VTM/o/GcAv9dA2rivzvzHG2GdOMB6ySRed2lMM6JswIzAjcPEjMA9TLn6MT7wFgzUnDcQmPIsVm68O7mhHgUEdv8HeIF4+ZXerTQwmeWX6pBYC7tibUNwV8EE2k44FvYWrRdV2IuCfMv3ueJm4fSwUHo5NeqVweE0mHk22wXEoYRFs0nbIgBedP/jVmyyoPjR5k6O7kBYM7ora2HoawGPRnh4hQ778JnSTZfHsyNPlKQ0LHHc6yfADTZ68iVssvDJg06uu6IA8fhOoAwJ5Cy7+oSs7nLDY8zitTYDYelxdXOlXVymgz0GQhaUFv8WvBYy7vfTxSQroxu8OoUUL3UAc6LfxwHPrW9/64FFxhxYWh+phcefQRn/QNhYWFmd00n8ceHTVnX8LOvx8x08P0C76IH/5gNa8QwUbLr6oOxoZCyfpM57xjAWvzbJFJN2gvFJAjm15dGVx03/hABzAB+QBO/q2OrAnFvqhjQB/9Q8+0OGuncMRB1TaxOGGzQwedCmgF1x11VVj46vtHMLoV/xz2Ked1Bsff9yZ84tYNgHs0scuurw49ZqCA/jwqKdrEh9AUy++4NGvfSBXn+C361OdxRUvHrx0ATg+8VVqk2GcsIDFi4cddLyAvAMNmws2XIcWuza1eNHpIqNs/FJfC2W+0ktP8/iUC2QAPWiuK/UQQ3XRZ/iFf8tHL7zNqQ1hrz2bT3Lo/CIjJc+GPB9tBF3vDixcX2jaT7zVzTUOx2/XpzpvdcgfB+TUxXViU0gf2/xST7orrx4Obh0wGDv0VX3Rxsu4QA6oC73qLEY27crs0EcP/VK85hS/6mMToI8YC2zS2MfHJ7wOTo3XrnX6+AWPD9AFJ++6MO/Y9BnbbWxt8vmHTq+UvM2bOqHB0y3PVzI2I2JNPxk85PAZT8XA4aADZX29dL7Qo9749U/XIX/UFb966t82Rvj1J+OueooLe+wCdECnFPCBvHnFPMoOvJSsvJRM0+LYMk4BbYVnK+d6d93qp2jk1UW+dZR3UO+pAptR1562dJBOP1t46JUH6kJeO7pOxeMBD3jAmBu0tb6ojJdN/A4fjQGdq+hzzWkjY7N2MI+7VlxncOSMl+YTceIHnWTk6Qb4gDnHgSGa/mwzrf+49ozHeNglL1UHeeC6cP3pv66LJz3pSeMg1OsqbJIF8vjZlYfTT5UdFPIbXhzQ8Jr3pZ5AYhedbdeWuuHlMzy6vNjTaQ6wHnDY5IDKNYRHf3eYLC7swJHXvm5y6aeehLMeEWc0UN0OPcRFe2tDNvRvYzq7/MUPrHeMS9oOnj342pQ3Dosb4JcnVtAdECrLk2WfvGvWeEVWWXoUuLbYdx2rX/2jCyi7vq399F1t7ltBDubZpJd9fPitTx22qLMxGQ7gK0/zUrKArvoqxuInxtrRGgkveQeM4u6pRe0Dhwb0D+sWfWWrD5+6oVsXWicaY7SNsUG76zN04aWLvHTCjMCMwMWPwDxMufgxPtEWOvhzUt5gbOIwEEvh9wEewJevZbjCFidPv9SkUB72TEQmAmnL0vJI0cnLS+kpjzx8gU/N4y0fPBtolZEvXR6/FDRPzoIGbssrT48UDVSGnS2+NPzqv6XJkwPkAH4LFzgyUkAWXZ5f+Ar4TLZSgMcCh4wywAsvbVkeKKNJ6xP8FkzUeNDxtV3k8cFLldGkcGT4Kw8H+IX3MCg/PvlCeasLnh16S5OKkRRdCugiZ/Gl7ICDnAVe21f90EB1yFcPHfJAHg00Dw/gpOzJ8xEPYMsClm00KXz5WyZr0VwaXoAuxS8FzUtLbwpHl/pI8YMtnX/obKEVlOGVtRdd8tUjXvDlwV8eebwtswe2ODSAlw5peeTxKsuzo4xPCrZ+44OTVic5ZXhQv+ULeIAy3WRtbCyEpfoJGry0vIfltzx8UwZ4t34oqw9/qq98aPLwpZPlmxQd4JEeB+RLx9+yfPFN6WZTii4vRd/KwbfcfPnwkoffz5NRB3EpHY8yGXl60MpbPNoW8OHBCy8FrispO/DklZuXkiMvjybPBykcILfPh9f1qM+Xd5vSgYe8lA90yGvr4umGA3D7QGeh8mSqDz+6tNByU3h5wA49xSkXLy9maAU0eTabLw8f0EBpUrxbHL3qjCZPXh5uyyePDuTpkZcqywNy5OXFufXBB1f9ZABe6Rbwkiu/usjjKb5yeOFBcfL4yZVODh1eimcLeB1GSR1MGPvlK0/OQaA+5XBNuXrw0YUXHsijowF5PPxQFhs4ZXj5yimD6oBXFluyyvjhKi8PD+DKB19gE7704rd26MWDhn9Lo1sZDV9TeHkpkN8HOslK8dBdHvjq49u2nmjll5ZPild7yNMlBfJgm1ema4vjC3l6AX34AF5leHx8ggfF0QXgmpIrncw+Hh0/2MZAecKMwIzAxY/APEy5+DG+0BZudn0dyDlyNnl8FwJMJvTsp3BHAf9A6c03Lf5Maflr+zD+8kjBlmdb3ua3PPJoQB7IA/ktmDyLPxufyJZ/mycL4AAeIA+2NOXSjsJveeTPF2rvMD1H0eAL4rSVtYCx2PCKlsfUlT3BZDGuThY6+C1692Xh6W3afMvSfaBzH7eV26fdlHJtnEkvOjjKBhrY0sUArlAam6D4bYqnZfmzhX0Z5a2scqH4/XLxUjTpcbCtgwWw+krdAfdhRgtXT0fpD9UnJUevfGFbbl56vkA/HVIgf7bAT7DPDwf28S0fZ2dLEy9lsNWnvIXqlcJL9+Ew+X2eM5Xp3kL54ZrfTw+jwYEtL//gwD5+W97m8YLi6DgsX9xhaeWlAE9T+eMAH8Aj3QJcAb75/bQ0Kdinn2t5G4OtLN1gizvb/NnK4TsMaget+f0Urf29NDj5pvJbwO/JLk9GeL3Gq5IOTTxN6WkbTyz4ULunCj31QraH/WTp3QI6gEOX38YTHq6wX4aHA/Jgm1cu7OP3y+WTohWU9wFtH3dU+bD6HCUPLw7So/QVX56mxUuLk24B7aZAdahLYaundGnx8kBZCuTPBs6F92z0TZ4ZgRmBc4vAJTpMOTenJvfNEwEDcuFMHuDb8uyX0Q7Dwe8DPhMiaF56GB8cWqFl6WGw5UNXrh3ls4HyNyVDT0G5ACcvBfIFZdDyNoU/DNjc8slv+bZlvIXyoANl6RaKkwKy0vJYBDQPjw7kwZbWfNPSpcdB+Y9Kt7JbnuK3OPnim9oYtx5weGyMvV4Bb2FbHF554MBFehhUT2n75eKlaIeBOKIXyqPcvLRl6VGAj76C8j7vFrfNl2+L288rg/JuU/jDYMtzpnzlj+Mrz3HpVh5fy9t8cfupQzXxg8fveyn6h8fsleELeLc4+S3ga1n+MCj9bFLy5ZM/F6ictHLyheKabvHNN8UjLy0og5a3KTwoTn4LxR+Wlu8wGhy69pKeDZA5DMjCS4F8QZkNIL8PW74tDT+Ak5ZPCrcFuLOBrYz82chseQ6TgStseQ/Ll2+bHsZXHD55KZAvHFaG28KWd4s/Kl/+o9LKlX6mcvmaln+bGh9aLt9hqQN6H8M35zgo8YSK1wEd2HryzSGK75cZV/A6wKWnupvCFeDat+SBckEZ4G/avPIWtnh5sKXTuS3L4ykoA2UpkAfyhwGdBXS8BeV9KG0/pWPLu09vecuzny9P09JbPpuUTPnkD4N9Ot+La1o5ZXkpkN8CWVAcngkzAiczArcMr+Zhyi2jnc+5lmczSJdHepQBtOOAXOnyZ4J9XuXjZM5EP062NDpMXNsyXMv76XG0fd5zLdMNzlYOLziK/0z12srKg+qSBy3vp8fR9nmPKtMBjqMfRYO3OJUChyjAoYlXN6TeO7YoFof9AxSLW3KHAZ8Kh9G3OHwtyxeK26Zox5W3NHn8QP5MgA8cxYcGjqJv8fj2YUu/VHk+HGULDRxFh0fXJ7S//gDgfOdBv3DXGB1OGR0v2aMALziKXvzZ8ODFB+TPB+gAZ9KBB+zzHYYrDxpo+agUDziMDl84jH6xcMfZRKtd+UJxx6WH8cJVZpsv7kKnbIDz1UsHOBc9W375wrnouNC8+z7sl8/FHtmz4ffzul4P840OH2s3hgAHKWg+BOvJyO1cZaw5W/3H+XA2OvCAfT1bnHxhn69l9OYPS9ELh9G3uLPl28qcTZ7efb6zxe3LHVWmD6BLgfzZAn5wGD88OIw2cRcwAlPVjMA5RmAeppxjwCb7jICFDjgJkTgpfpyEWBzmg/hYfNgQOyyxaLWw7cIVzoIWD3l3DqXgTJtmPFc6iN+lqKP4g0tha99G21mfcICmr6i3zY7+YOODxj8peTzSKwHUFdwcdbm57F7quqpn4VLbnvZu3gj49pkxxthi7jGOGD88gSI1J+kb6ODm9fbCWVenrbb98pZ2kvLa52z9OUl1OlufJ9+MwIzAhY/APEy58DGdGq/wCJhswc1dTRP5xfTjYuq+FLETH8CWQxOpxWpxTS1q4dHlpTbQ0osBl1NcLydfb2pb2eiQVVeHJfqAvFTZBkhf2fYJ/QmO3C0ZZgzOrvX1p8LZSZx8LvU5+V7evB6aVwrGDGONsrzxxPgijq4jOHQew0kPA7yH4U8abr8O++VlWU6ay+flz2HtchjuvIxM4RmBGYETGYF5mHIim2U6dTlE4OaeKK/0xcmF6AMWpxav1aUMtJ2FLLw4yuODB8pS9AlXbgS0sXbf1hDORkc/AfLtI/iUpfik5wLnKnOu/Ofiy0ngFdeT4Mf0YUbg7CJwblzGj4KnUEibW6QOT1zfrgE88vBgf0yCK+Bv/mzTre6zlZl85x+Bm9JW5291apgRmBG41BGYhymXOuLT3rEROGrS38crg2OVHUG8VHI31c4Rbl8yNL/BcQbPRD9O9mLQDvPHQgbeQpXNboItVNGk6F3cwhXwo0kvFNAHqm+bL04KX1CecPEioL3bP/QHluDaJ+CaR9Mu6PKVk7+cocXn+esAABAASURBVPW5KXU4H9mbYu9Sy2jvfZuH4fZ5WsYLWr5Z0pvR6JVc97OtW+cdhyfGE83RtGOIcq8leovHe3MBPy62bTbAYXaOwh/Ge7nh1A1cbn5Pf2cEZgQOj8A8TDk8LhN7M0WgC4p98/t4ZbDPdzblfTkLmcqZ4EDL23Rfbr+85ZU/Ex0P2NpXBofh4Le+bfNo5wtsAn6D4/SdiX6c7Ja2rcNR+fJ3UbrlK+0of7b4boq7UJVu6ds8vejSCwX0g+rb5ouTwhdaZ/jWu+kWJw+0n3TCuUdAe4OtZMtiDrRLceXbxnybx4+nafN4trjipQCt7c6eMjzY5pUvFLBzoXRdCD0nRYe4aK/6I/5wbZ/ij0rxguogj7epPFrLTeG3eeXzga2/+3rZp7vpfl75KNjXtc+31YmGHzQvvVxBu56N75138HbsaAoHtuWt3m38Gjf8W7zymWCr80y8pd8Umcpu063fxdd/tNrZ4vAVL39SYevjUfnDfMcLDqNN3IzAjMDlF4F5mHL5tdn0+AJGwCJzu5AxoXeSM9FfQFOHqmKPfX5gUPbRS7it/T4iXN/wNU/ufIAdwCaoLrjmL0W6rY/6AT6IjZRvUnylXQq/bk4b24V4/RAD9QeNhRgBtPLN9MJFQJxBNYozEHO4G264QbJsy/hdt1JENH0YwPUDt2iuee0pLwX42YArbMvbfOkzvbAREGPtpT2AdoNzXUrPZI0MnuqovBQeHa1lOH1BusUp3xSgnxx/m6e3eTT2pQX1gtvylLaf0rWP25bZpW+LIwMn3eJn/sUjoB06DohZOS6X2PG5vsq3LurVsRFeHk798Ot7eJUnzAjMCMwInPQIzMOUk95C07+LGoFO4DVi8WciN8Gb1Iu/WCn7bLHLhrLHgeW39ovjGxoZ6YWArZ3qlW7xF8LOYTrYYGufJh5iUbq0YJFV2r7clVYWG/VVL/VX1gfkgbIUHYibtDLyR8Ok3NQIiPu2HfRHuuClBdctPuW2DR44v+LhI7fN49FudGnTLT/8//7v/2KZcAkjoB2Yk2oXeW0hhZMeB2Twa3N5vJWDLw5eGV/p8vDnA1v99AH9rTq3Zbxota9cvpua0l99dChvU/kJR0dAvIwDYrhtD3hwtOTJoPCbJ+1XrQuc+qA7SDFOwgG8aHiVJ8wIzAjMCJz0CMzDlJPeQtO/ixoBk/n+ogQOXFTDNypnmy0LCCgLaim8FL55KV54Cw00+fMBOgG9UkBfU/lLBWyC2nOHtgstd/Hhb7jhhkXd8RXgr1TQLuorDq2jMrz6t7/AATxwzStPuHgR0A76prbQXx2QsGYz4PqEl5cCODJwUm0l/Z//+Z9FSlaq/fCik1Ommxxc+aQTLn4EtIl20CY2flLlLRzlhbbDV5ny7eO1LT50fYlN+QsBbLNHJzuArZbl8UjZayp/HOADR/HQj9Y+yy47UvgJx0egsZUC3FLxa2zhTjKYu/i79VH/Vg84NH1CXqrcvHTCjMCMwIzASY/APEw56S00/buoETChW5TYzDBkMleWR5OeLxwnz9Z2scH+9g60hQUeiw80efx8kz9O99nQ6KALrzyw8GWXHfhLBWwD9vj0whe+cHm1V3u15TVf8zWX//f//h/0Ur/w8VNM8A7iFfqfOtrAqWfrraq3u93tlld4hVcYm3CxgAM2TcrklCdc+AhoB/DDP/zDow3e/M3ffPGUCUvaCeirygAv+Pd///flP//zP6EW1zQe+Nd5nddZtKe2czgDh/Ymb/Imy+1vf/tFW2pT1ySeloei+d9Fi4B2rHJt0rFZW2iD0o5Ky6Mt6aLDXAOvLZXRpB/yIR+yvOIrvuLyMz/zM4vr/Sid54JnBz/9UgDHfzh9sDhlfat+StGOAzLgKB462FBHdvGpt7Rl+QmHR0DctBWqOF+OMdOX9QN1aF2MlR/8wR+8vORLvuTyuMc9bszraOqLD2zzyhNmBGYEZgROagTmYcpJbZmb169bjHULFJW1iLRQNoF3sVca+sUCiwyLDfotOuUtqPnxbd/2bdAD+GchZcEhj/dC+ccW3XyhU76xGMYv0X/s1xQ/+PCP//iPy1/+5V8ONL/w/OEf/uE4XLnNbW4zvlEBNxiu0P/aPmKiitpfLP7rv/5rbMzl8aCJBcBTHPyECxsBbQEcjIB//ud/HgceYg8PWGwKr50cmrz8y7/88g3f8A1jwwwH/v7v/375j//4DyIDL+Na/7u/+7vl3/7t34ZubWp8QNO2yvITLl4EtJ+2A6yIv8MQm0FtAHcc4NG+eLSXNnUARx6Ya4xzwFj3L//yL4s8PjLnC+zToR5SegGfpOoj5duWB+/5gHiB6mbPnEUnm2j1DW7Ci0dAjIDYgXLAyW9xyicV+KlvtS/wE+6pT33qmL9/7ud+7mB8g1e/At4JMwIzAjMCJz0CV9BhykkP9fTvpEbAxG0z9IQnPGF52tOeNjYzJvVL6a+FhsW1RYfFuvTXf/3Xx2IDTdki9ElPetLy5Cc/edwF5/f5+lgd9DfvsMLdot/7vd87X/VnJV+7UlAhPhVsMOCVtZX2ERcgj3YlgvqJyf7GQxxsxIA8UH8pkJ9w8SPQvudpEm2krbZWW26bOBjB+8u//MvjiSKbWG2MLsUPRwd9W6gtPM3jm3BxI6BtWNA+4v693/u9y/d///ePDSA8KI/8PqBpM3ht+9d//dfjTryyMd24LzXuw2lz5crAnQ/wu/J0s8fWE5/4xOWHfuiHxmuTpRtP2Fbmt/SmAv/p+umf/unl8Y9//IEdPojjTdV7S5ATO/XUdn/yJ38y4ufQQezaLk3xnWTgM//0fe2uTnDN3/ve90YeAK9ehYGc/80IzAjMCBwbgZufOA9Tbv42mB7czBEwcT/nOc9ZPvqjP3p52MMeNrwxqY/MRf6PbSaaunv3+7//+8uv/uqvLl/0RV80FqAWHV1cPfCBD1w8HqsMT/Z8oHal6kzvT/zETywPechDlu/8zu88H9VnLcsmZvb50XpZ2Muj+14EmkOVt3/7tx+Pwv/u7/7uggbIX4lgAbqtl7qKQ3HbvFgVv80XN9MLFwHtQJv4t98qy+u38gC9bYH2vOc9b/nFX/zF5Wu+5mtG37WxsOHc6pOHb0qeHvJw9MpLJ1zcCIg3EH/XoidHrr322sUrOfBna508Xn3DPPPMZz5z+YM/+INxWN72pV9fMAfgvVCgr9RX/YreF7zgBctHfMRHLPe6173G62Z8gGdfyk/pTQX1Bexdd911y4Me9KChih2+qOtAzP9eLALiU6R4PetZz1o+6qM+avnWb/3WcYAHhy6+0ssB2p/0RW3vaT6Hel7hvfvd7z4OF7f13uYvh/pNH2cEzjkCU+CKisA8TLmimvPcK7OdtCx8LORe+MIXLiY/gG4DK0WX4mFJHs6dVhO8sjyccgEe0AdH9r//+78li3TLjw8PkGebTrL4lOGH8O4/ebx8AnjgQPNkgTKgT0pOulMznkaRwkmLp2eLax6PPDrd1SmPVnk88vD8QwPuDLYu6BYZ8BYYvhNy1VVXjVdZ4NiQ4rMQwUsvvBS4400/Hmn5pQAvmkWMFMADeaAt8NEPL1WWp5MdeTivmCi3DvB4pPBAvnGRJ7dN5dkF8ugFcmLBB7QCHJt3uctdljvd6U7jnevaghfn6hNjZbKtmzI6wF+8Mj3orQdc/UGjB8jD8xE/gEODJ0cvOpwyPJ4CG3DlgxdTODKAnHS7aJbHCw/Ehy6gzCY5euDwygN4POqtjK4MyMHJ41OWBy1v6WQBHF528O6nYoMHDdAl3QL58vENjQxeKTq8FI6Nf/3Xfx2HEeT0aXz80eZ45OHowg+HF+CBhytPy1I4gBeQB3Bk+IJPW4g/mjycPD/lybJFDh7c8Y53XN76rd96PFlGxvUsBWSAfPEtw5GX0qfOfEH3ehBbAA8cwCcFxW95Wg/+ipcU4CEL5Mmrh5SefRw8IEsnv+gjLy8lL+UrHfJkmu7n6YED7CmTU2/p3/7t3x5sLNHw0VV7ZJT5wS8yeNCl6OTgARxeMl63QYdvvNHJ9lBXGa0pWXTyZOHZVaZHKgYOK17iJV5iead3eqflNV7jNcZhuT5EFz6yypWHI0s3GjyAB3SiycPj3abwgH40efz8wMcWQOcvOnxTMuw2VvLo8HDNb1OygE66S2MTHpAH9G3LxkD8xYurfHFScmTkQfNigUYGTr6AT73rM3px8vhaf/nSpOzTKU+HFM4YpEweXQrk8UjxybMrD6eOfMUL2EWvXXED+rr+hkccSzc20APQ6EWT54+yPLvKTZtHM+8o40Unr8wPqXIBvTh0MspSNKlvQUnpVrfS6eAnn/Eoq6/+7ztobtwokyMjpRMvfWSB/JZOD75tKo8P0EkOjzFHvnh87FSfMj64pvJAuXR5OCAOdBYn1a5syNNNTpyVQfnhHcriKZ6/8NqcfqBcHnrZhCcjbb3g0fGSQecLngI8OhrADyd/LjB5ZwRmBA6PwDxMOTwutxhsB1SDrgnPwOxbFO6gfuEXfuHyvu/7vos7cV/2ZV+2/NVf/dU4/DAQd2Iwyf/pn/7p8k3f9E3Ln//5ny8mf095fOzHfuzyQR/0QctjH/vYpa9lsGGRILg2xd/8zd+8/OAP/uDYFOHxHYH3f//3Xz7+4z9+cecOPz46+cmWBZlJwWT07d/+7cuHf/iHL9dcc83yaZ/2aYvHidH4Z3JSHzrcAfzGb/zGxQKc31/5lV+5fMAHfMDy9V//9WNB/nVf93XLj/zIj4wNDhtf+7Vfu3zLt3zLwj/62KaHvT7erYxXfeh094hMF1hsi6W48Ivf//AP/7B8xmd8xvLu7/7ui7t1f/ZnfzbqzgafxYWtn/3Znx3xpItu9f+u7/qucTcbL9vuUolXffyBH/iBIWMjwDZ9UvroFV++7D/WjUanupiAv+qrvmr5pV/6pbHI93SMWIjdT/7kT47XEtimU33EU53vd7/7jX7yBV/wBcsv/MIvjIM4+tRf+4kRO/spu0D9PML8SZ/0SYv2/4qv+Irln/7pn8a3A9gjy6Y6KftonXp/93d/9+CxKIPHJ8ba9QM/8AOXRz7ykct3fMd3jG9R1A98gC++xSIm+jjbYshvwJ5UjMVeHg6QVbdnP/vZo59oJ76pC5D3KL9Y0v2Jn/iJy1Of+tQRF7L8FD95fcArVe/5nu85+rDXzPRddrQf3uNAXdSND+qtX3/WZ33W8ju/8zsjNmzQJ1WH8ouTx/wf8IAHLO/1Xu+1POYxj1l+6qd+asjgEVN9T3/Rxg7r4At863X13Oc+d1xH+36qf59uEi90ctWhDFw72kHcxOUJT3jC6Afqcf31148xBZ6s+NznPvdZPvmTP3m8aqFu+oN4qaNX4LSZtuV/8eoOLFZ9i8j1gx/wgW10ef7Bw7GvX2vHhz/84cuv/MqvDH/Q6QZkADk6XuqlXmr0ue/5nu9ZjC18VH8yPi66jSe544DtDi8BAAAQAElEQVQMOjt0b/NeN3HH2pMOrhnXIz48fJECOLI2OeJYmjH+S77kS5b73//+yyMe8YjFNY4OyAD9mc/mAneQH/rQh45xSH8wT1S/1HXs9SVtaROhzm2vT/3UTx3Xon7FvnrRLyW7D3RpP2D8dC1/6Id+6GLs5rcPL/ONDrxsuQmgT1977bWj/5gTnvGMZ4xD6baBPsQ38XC9/PiP//gY14ybn/u5n7vc8573XMx1XnWsT/jZ0S/1HXmgnvq48VE94AA+ODZ+7dd+bcxRnswwJmgDfqL/2I/92LhuxIMtvjVVH/OAugBzD5x64FF3qWtff/q+7/s+xfGUycjc+J95lJ/GB/0Z/+Mf//iFj1jocS2IxeN3eL6IeWNqU+safuADH7jc9773XcznL3jBCw78Vl91p0dKp3rLs+1a/Ju/+Zvx5MFXf/VXj77DHzrItK/J2xzq0x/2YR82nph59KMfPeZ0utQdD/2AjZbR1c0rsK43NLiCOqEbE9TbOAdX3/GZb/iqjuagz//8zx9Ph7KrzfDXrjHR/ONQTJuhSfnj20f6iH5Ir/qJIT1kfvM3f3MhRwc711133RhztQv9dAF5PmuX66+/fsTbXEGHOD796U/HMvBssEXOOsZ844mjz/zMzxxzuT7DPgF5fOzxVds++MEPHteLa9Q8vI0Lvcpia55iy3ecvvRLv3S0kWtM+xqD6cePzzz0MR/zMYv6wqG59tWJ3d/6rd8a/em1X/u1xw0RfY5uvOLoetQvzU38su7iOzr/pfyStky3MrCG0X/uec97Lsbv5+7mKD5U5vnPf/5YL1njsIdGrqlrQTtqe3g20PQtc4i5/9M//dPHGtfc+Ru/8RtjXqAf4FUn15G5XyyMAeL2F3/xF8vLvMzLYBnrP31H3fnhmn/4bp4RP2tFTzGyDeiim15+iLv+8B7v8R5j7aDtS9fHGCDnG01iSKc51djGpnrhmTAjMCNw/hG41fmrmBou5wgYlA24QD1Msg5B3uzN3mz57M/+7MVi06b1UY961PK6r/u6i0kBDyBjgnvKU54yDkBM8Dax7/zO7zwOIhyUWARb+Fqo009GChyaWMRbcJpUP+7jPm4s6C0gbC5tYEwwBn325Plr4eiunldR2DaJWNRaCHtawURsoW8BYXLxSL3Xd0xMfnXDAsAi/xM+4RPGY9ZSCymTlIMhZb45EDLp8BXYtFjQ8wHAAROXRZyNhkmbTbbx0CWOfFZHmxITsc3Pm77pm44NoUnSZEoXWfzs26zSYeNigWnDjweIlTKbJmcTtjpqJ4sK+sSaPvw2CGQsitDVSzzR2Rdji7ZuUtEshvlP7rrdog8v0OYWaj6miaZuP/qjP7rYjLzLu7zL4qkRfNqM7S3Q2zIf2Kbjrne96+LgRrtYpLz+67/+2NyrB376xAKIrbpqC/LaTV0d5IixxYh+oU1sAu585zuPJ4/YJk+n+ugr+h/fbW7E+La3ve1isYiXTfWH54MYAfYsDG1iXA/ipq58IOfwhe5P+ZRPWejmh+viqquuGhs3PHTr555S0M9sWJXf7/3eb3nbt33bwcfmmYAeCzDXgz7jetXH3vIt33KxIGRLnKX81nY2Zne4wx0WfYev2vnzPu/zFtfcW73VWy0O1fCybUGJT18TOzjxk2o3Ni3G4dgoj8WqRb3Nr8Wndmp88AD8/OcvPX/8x388frnJ6wfiBu/gURvhN654xc3i0EJb+1999dXjGuYPHjS69OP6VLvsWejz2yECfnKuB7zyBTgHFXe7290Wi3J3ULWPV8xsyND1BfxN5dlgT59x0GtBjK4N9NvP+ZzPGWOl7yHVPrmjgKwYoUuB8U170699HALqa2/8xm88DkHxkAPyZIE+y292jZ3GQnJipm42d6/3eq+32HjjsXnzGL5r0+bSGG7xbox59Vd/9cXBCb3sqLONB5r+rC31d5s644Px2bWof4lR5aR8klYPuljZhL7BG7zB4hDHNeRwymbALxxde+214/CbXbL6MV+1mQ25DfMXf/EXL+/zPu+zvOEbvuFClzbWr43XbOjTNloO4F75lV950SdcP8ZKsbHRLL/0Iz/yIxfxYk8sjUH6putDHcQMwOFzXb3jO77jYv7UTvoNOYdBZL0qhF/foLN51586qrfx2oGw9nLNupb4YrxRB7zGIP1Nu7nO6BJLbe9VUdehQ0Ay+MUInj1At3GOHjHij/jrV2Iq1upgQ2s+tw5wTeBjS92bZ5Nf7LuO1dOcqp3kxZwtYycesmTY8mFmc6x2NqebT+5xj3ss5gI3A/jGHjlpbSqjGRNc++ZW9vDwpXwODenXLvjR2Nen9Hvtpo5sw73DO7zDuPHhoIAOvGLPL3YcCOnzaOIoNRfrD65NfrFh4+y7J2QcRjkMBsYUfdS1wlc+03OrW91KcTH/u5YcvED8/M///BizH/7why8P3wH96sEv3zczH5tnzKPqYPw0ZrrZoe3x85ENdfUErLZ1TTvY+/Iv//JR33d7t3cbhzTahV1+6UPazqHBG73RGy3iY652zbzWa73WYv2h7q/yKq+yaF/2jbVv8RZvsZhrzTt85YcYuj6NOforO64LsZRHY8M4bV40h+jf5nE8/OeX+mxTuvl69dVXj3o45FAv/cGcev31149DPTzmF+3hmhYTOPrEUgqvrzhkY4NNbem6MGebF+i1zrhutzZ6m7d5m0XsyeKhz+GgccUhhvWlAzbjgrqZB9QFLxkHHK5va17tZ0wWW/OfvsIvseGHOBoXjI2uKf1C27Ej3mzTy1/XqjmTLm0iJuxbU9KpbhNmBGYEzj8C66h9/nqmhss0AgbUDtDyFkAmIDiLPoOyQdwCFd2C0GZMdU1CDi0M3gZui4gO2Mr4HRjgNSHgIyM1IcC7Q36Xu9xlLIzJmHQt2k0wFhsmafyAjKdj3E13t9CGyek8/2ww6LZwswBj20QNZ6Im784AeZOVzZ6Fv4kdr0U0XgsSvPCAj/BN+SgP8AH2TYydzPkJ4Ol2l8TC2QabvAVt8xY6tUOXuJPFp8y2xZg8nDIecSIHHCA4DMBjwlZveXwAj4WmvIW52PKNLqm60G0xIDXx4rHgQlcHTxuRJ2Oit5Dgg/ZRH3JiKv3t3/7tRb3ktRNf2ADk4flEN3l3KtHcJYJ35wqf9mIbjW1ARpzhldHECziIIO/uGjq/LHgtUuD5gc9dMYcH+rbFEJ02KRYkfNPv8NGvjM4OeXobX23OTzjx4hcZ15CyO6HkxYlPL/uyL7vIo+GzUFbWJ/HRZ6HPFptA/jiwMbR4dGBJFz02xfyyGHVd8EsZ2JTAaxcbSU94kWObX55osQFVf3bxSp/1rGeNBTa/2YDDKybuPtJDP5/Rycn7uKAnNfCTxSOPJs9mbdvAGg9sDLSXxTZei2n+2LxbBGsrfYWstrSIp1vZphWvdtX+/IOHEwcbIWWHGfyknyx/5PUJflnQ20zbSImPNuaTzQ8cfWTo2qZ0WYjr1/IW1MZI/B2H2OWLlM3jgG7+sMM3ZZthTzfow8o20VIHPXThBXyWwrElzyeHBzZQyjZ5+oI2oM81LDbiZiPDjkPx2qbTgYiytpXipUtfrB08+rUNFx5x4KO2NQaJJTzfxIacPP+AOjtQ4I9Ngzrip8dmQNuQEUd2XHPa2yGv8UPehgHdPOaaYJ9uduiXOoA1N73d273dOERkQx7NPKNMho/q6fpB0ycAH+jVtvjwwDu8ee/3fu9F31dXc5oNmDjpD+JID1kpOUCHmxnGLZs/+o0jaK7lHpiRUTe66KDv5V7u5aAPDhfhyauDMUteG8H7LhedQBkN6AeUwBnD9Q0baHz0yKuDwzWHbfJi86IXvYjYADgZdaDPAbsynUB8Hv3oRy/y2kFbaQNxsslkE037SenxhAK9/KAL4Ffmt7JDePEzryuTpV/KR/1aagzgl5g5xLHBNKY4kFNH/A442DNuO4SBI0t/dYs94AMcWvMt0yEv7lL9wNjkgNKhvadMbID5wlc8bEn1Q3lzrbIDBXzgj/7oj8bBqXqoP1793hyGDqcu5hz2XC/8A+gOJx0KuL75LJaebGPHTSf8bKPxiz7XIBmHMOJFj7YVF4cyDqSM3/orv4xT7Ikv/fTRb41VOXQ26BJL8TL/sKevSfUPN6n8ymHjSIYuIA/ktac2c9gLB8iLobxrBp/rVZl+ZX5I1QVOGcDh45+8A2JPYDs00k/h9VPXpXWRWNFBxuGgedGBFp34268cGPIFXqwcFBnHzHV0ipf2ExNziXEUTnz44WBaHVyD6kePdjM3wYu1m3LawrWjvci79hwiiWN10TdhRmBG4PwiMA9Tzi9+l720gd9ArCImQpORgdgi1iYU3qDu1Nsi2ATj7hQcmknDBAKvbCNqMWOCMVibBNEM5h65NlHgA+TYdvpuIsFHr82hxyH5YVNGjzxZC1IyTvjdETDZ0GVistCW2txZbJg4yJpE1NPCQR0c+rjjZkH40i/90mODSz+9UvqAPHl5vqFL4fkiD/CgsSOPDvhCFpjYHEig88XEZ4ErfmKFByiTw0c3PfAtswMndnjpwmfitsjBZ5MLJ5b4HThZiLOHr7L04tum8upRG1IAD0z8NovyFqc2DOUXU4t0sXH4ZpK3meAjXwE59vnJN/0K3p1KB29ktamY2DTVP3L8UJbSQU6eLgtuGxgLLhs5bU+PO/gWsGJKBr/DNvossDzNJM8Xd2hdAxbP/IAH9DdVF3lAFzl1VCaj/my5q+muFFk+K7uDpA3o8PFcNE+DWJiRp8si2zWDBncmEHuLVvXHS4cnASyWlL1aIBbywIEFGXV3V4uv/JO6RuUtRm0a+fCu7/qu46DTokw/ooP/ri88YkxG3dQfHTj4EG+HiOIEtwW6W7bIpMMiUJ+xKEdzmObOGl5t7VBSHPFqYwt4fdwYgR84eHylV3ol2cX1hleBvIWtDQG/tAMa36RsiB08XodH+HoHX7+nx9h3zTXXHLyyRUbs6EG3cbB5cS3aLFX3Njb4tAH98scBvWzgER993IESf41j9PAZ3djLd3mgnZTx1pZy28R14a4y/eg2o9rV9wzIuLvuOlRfdHzq4wBC3PUJ9aITPzp/2baxd8jlEXTx4bs71XwSU/r4TRa/Ml3ydLk+bO7I2lSxC1xrxh1PXZHB7xCJXeO5OcGYjsaWPkqfvkNf7cGRkbrL71UiMuLpEIm/7Lkm2FA3vJWBQ1cGaHTDsSs19phH6XBduztOT+tZuepCY5//fNUOeIzZrmN5fary7DXPHjpQD7qKk9aGPB7+wjWVp8/1LG8DiNfm3JhBH7pNnzlUu7juap9NdPrIqQc98mSl6HB4xQjA2YjCOeTwOgL/gI2hsQGPOU1/o58OOD7QSxa/TaM+BWfDiweej64NY4uxgQ711MaePqBPn3YHXx6/69c6QtnTKq5/eD6rW/Wis48Gx7YyG0AZDxn+mIc9feAp3tvf/vaLa0x8IVMl5wAAEABJREFU8KLjpUcK4NiUp4tuKRnjunp4SsHa5+53v/t4KoQMfqlrh7zNt2sWXtyMhersemKbPnOGJ8jY9ySTtLak+MTYzZKWren4wL4DDHHXX8WWLjJ4PY0rZZ+t5pXlxQ9e/+a3J6P1C+MP/fLmGPzoZPArNyby4irVlxpz/J6ssa7kD9Ce+Mgqs6+MF04K4NkCxkbzO7xUXyMrdaivn6ABcSGjv+l79IjJHe94x8V44BCNrD5urYTuZpanPMmTBcY69bAmgQdizFdzoTWXfqBsThRnusTM4SB+TxSxpR9o07aLPLkJMwIzAucfgXmYcv4xvKw1GFBNHiYmi3STzKu+6qsuJsbS0A3GHqs3OFuUeAJExQ34cMBBhwUgXe6IwNHhiQGpk3v8gCxbBnh3Sk3keExM6CYVqcnVIoAP9JrQ8DhMMWnwix2TkrJ3nvF6DJUNNGU0G3++0EsnGpvK8vj5w458dcsX8MPjg8MLxyd65NHZRIdT9rg/nIkR8NfjtOg2z3jxKYtv9cDxjR086GjNm0jpY9/mGN1iDQ8ceU8SsY1OF1CmA5DHR4ad0uAAPL142eMf/y140C0S0NFsft1JJuPulsUwOXS88GIvfuzAyfMZD138I+NpIXk8yuhSAC+lT+rggj6bZZtoC0b+VIbP8uj6FLo+xrb600GneslvgRxabUnh6MBXeTgbD3SLURsgcvB44PGLcQ8MHKrh0z/x4cGLp/UmcxTg65M92huf1CEReYtpMaVXPLq59FQMWTHjI5B3V5AOd/iVydpYkLdQlbpuPb2Gz5No7FjQo8mLMTs2C+rJDmCDjLwUwLEhtaEVA3l68HniAJ8DPHdFjRNiheYgCs3BDdtwyg5ipQ4NtC+asqfq6HVopm7ypaHjlcLbCNPnaQ0bD3aV+abd+YmXHu0ltcl0Zx3NI/rdqOAjI6095ebhjwK6+OOaueGGG8b3FvR1vrq7TA+6mPANf/VKt2V+ajsyfHN3GL222bDYVxe85C3K5dWdDWmvaXL08YWsMr3kjDkOBfhGHs2hBz6HLFs8v+mmhyzQp5UdxpDlB9vs4e/movrUyfhmU0cXHjJ0dJPs9U54+oG6Sx3CkJGHI2Muw2szwz796HBSOKAeUkC2dDyuF4d7QEzpxQPwk8UvD+DxOHQSR2XgerYp87oSuoNncmjsNJWnky6psnrhlYdD2wK8sjaiB7+yDTM5B3ZS/vNDGzgAF3djCzz+Arq8eEnZJA+2+tlhE48bKerlcAZ/fcJPj/Yj79pCl0cjKy8lYxzxVA+cmxf1TepJLDZssulg2xilP1mreOKAT3Thx+vJKDeU4M1lcKWzj48tuNL40Rhs8/jxSW2eyYqhPgpPD5q8lH/8lKenqTG8ZbJ8cwiKVz8mTzcePlnLeXUVXSzx8888Ryd+MSCjzzV+1iRw+PHI0+kpNb4W6BA/qdep3Rhglw2p64i8w34+0EGXPLyyPN/g9XO6HaZ6io1PjQU/+cMWOfx46QFi4yldurQzXnR+8IcMPnk2ycuXB41uKcAjxniU9QF085DDYvjqRHfoDEefJ6+kfXWOD3j5BBoXY6lxiy1rWr7Ls6O+xmNPndLv+pOaj/FYO1gPG2fpbH3YYtv8i88rRmhwUvFkBx99E2YEZgTOPwLzMOX8Y3hZazDYmtSl7lSqjA2MgbeDN5rBGg3I25CaHAAcMEhb0Bik8Ri4TQo2yvK+7UAXGXQTpdRkbxIC9JA3ifGBHL3w7i7iN3kA/nWTbOKx4bHwosejkXxhnz12HRBJ6ZCSV3c2lPGSlbJXOXk+4IdTBvVPvjrJwyvDy5ORsmESk6JbhMCbUPHgl/JbHijzh4/K+KVAni5+qb8NBvs251I28HWR5fFOOPrgydPPJ2W62IHXBmIjjx8fHhtSeXcu8bKDLj7K5Cxo8Lq7r03kyUjZABY+FuNw+PUBeHos9ODpkpLlR/PblIyyGOhnfHYHyqPTnkRSpkd/wueghS6LITh5/pMXB/WRqgt++uHwgOL4pA7oAJ4ueO/4o1mIe+rKEx104tHWdPPJXV4HD54O8G0F72ezxRe8dAH5owCdfb6xSa82dn3A008Wnzvu8hZo+Pgh3nDKdDigkHfnX33odHcaj+8m6Gf88x4//e6G4XNXTh3ZsajGv96Jf9F4HJ0t+uHJSdUVjhwd9JJvGc01C+daIQP4p463u93tFMdHselkQ3t7pQOBfnrpQfdaIJxNm3aQRyuvlF4xccfa+KRNbEh8B4B++gBefsnT4RF7d3/ZsXEQf/zK7ODHKy1OqnwcsIFOl7zYePJIuzgw1o/d+awuPPgBnLKUD/x0SCF14EkXmlSdXQ/K/NQWbJJDNzd4xUlsATrdxio8yvjFD7/Y8YEteG0GlPlOBp8yQKOPfbSO9TYd/NLv0OQ7ppDrAZy74cYNfvCfbX2BDQeEeG2G+MuOcvnoa5l88/x2/agTn9nnJ93lkaevKTz/6Xb4gVaghw40euDxSwv08AHgw48mtbmn2xhGDi9aoTh25MmwIwZ4yJIB8mh40PAU72kasaPD5tZ1BozRNsuuSbzGV/Ls0YFfzPitjEeqLmj42ISXAjdwpPSD8ou3PLDBJ+PVCGl1yRfg1MmTSfIO4tlDp8shAN+8KgMn79VYPMZoZfLqgw7PtldSlN3xl7pO4AF+tqTqTBbgA/LoaPjZkOcPGfXGBydGtYnW9igdj7z+Sy+gh05Pqyl7XdoGGjjAk5pbjWHsA/zsAHnjoNcpPd3oVStrP36xzyYeaWVdK3zgLxo9YoJH/8DXvqPuvt3FNweo+NDVQx2laGSV6ZJ3sIXP3ELe2IrONt/kyZFng155PjmQ4J/XX/hjzKcTH6CXDvL0qAM8efalBbzGHTz4vfpJl3UGXnJ40KWAbnivT5Jxw4lfbJEVVzzFyXtSBa9+2OvNfOepE23oMF8d6a8O7SrOxgSHO56oZUPd+YbmsIWMm5X0OOCuvL5DZ+s60xmBGYHzi8A8TDm/+F320gbXTgYWjgZ3E4iBGQ2YHCxiDdLyKm2QNgEAeTi85OTpKc3CmqzJEC88eg9C0ODhDPD0wPGLPjQ6TSp44Ojgi0lHmX/k4AEcueLkyZKht5MZOTh0vOyQb9q8SdAE1TL/5PkrRWfTZEYfG9WnDF8cP4D6s0OODvxN4fkkhZPHty3jZxdO6o6FhQg/fSOFnEkWn4W9iZoP+AG/8MjjkbLDN/WjEw8aPqnHlPHxBY96iQFecnjo2PLAkQdoUnLk+QPYMcHTQ7Yy8Mr7QAaOLvbxeUXNXRhxcGfLwt9dfI/g4sXHJhl+kJGnSxmPfJLTvjsAD8jjA/xTB3hlKVl5d9Q8iWSD51FqiyIHLB7dx4eHbZsii38LXx9h5rfFkcOwJOObAvgPgyQH6CTjg7X8oVs7aB8+sgMntfmpEDo+MsUp4xUjuCTjl1DccUuyOAwVA/1W3obcgtXBFX4LczZ96yHJ4lFm+tiW4pEqyzclJ59kHLzgEUt9wZix7P7oxYOWrH7t0OOfOvAZj+uajFe5jBcOEsl4XFydPSmjPWy86SNDCXtSMaBDSt5deHgHROx4LJ+uZI05Gh2eZPFUFhsWxXB0ss0OvqZwyfHtix8kKx9dIMniCQ+vYrmmLcQ9hcRfT0KwKxZk5ZMcfOuGPJrxoTTtKa/O/OIjUEfzgCf9tIMDCd9S8sSVvkpHbeCnQ1meTraAMihdfPDxly9sKkuT1dfSKpes7c0PvHQlkR0fy1Umw19t1LrI04ERD5BPcvCaljLQH+ovX8wLfCVDN134lJPVz+qW4k1WPH68ScYHL5PVV34tN/6puyxbScb1a/yjK8m49uXxAHzmUanYS+H5LJ9ktDM/ap+vAA7gB/jx8EE+WeOBVz2rn31jk42Yw0F5ccFjM2ejSx8fkhyMmclan+pmm2428dPPdpJxEIrOlnGALrxswJHpugSeTgBPFx5lQNYBNpoDBAcgYuopmySLcUob4GPT3KhP0a/PqhudwBiSZPw6Eht0kiEL2AN4laXKrke88nBJJAcfQFcQSzLJKRp+cknGGHhYXdlfdn9o/OV7kkW/hzPf6CP0m+vVAY+xyQEY+WS9ljzRoF0dYPk2msMmr6aYk7TN1j866Ac78wf/lMVTfIB2xQvUByM/2ZWHT9Y644cDScYv4bApBm6yOLj1RIYPs/If+N4IXVtZduilB40ON/qM2/jMQfqSg25x8uQaP/EDMlJ62JYWB0+HFF6efvQk45pNcnCNo+GjZ7nxr3k+kke/kbTob/D0iaW1LF8dkGtLNOOSujvUo58+/GLh6Rsy1huuR/OPNQY7+ICDUTdqzNmekmHTh4nRQH2Z6YzAjMD5ReBW5yc+pS/3CBh4gXq4A2ugNogb9OEBWssG/STjw3rwylIDM8Cn3DTJ4q4EnME+iexYLJoc8NFhUpayJ+UDX7Y6bTZN9HAmB5MiXjhKLZw8BUCnyaf4ZLVJH75kLSdrCsduUzrpAHDVI29zDs8HaZKxMK98eaXF4SObZEy8y41/6n9jdiTKeCuXZEzY/ElyIIsHrnzLsixk2XRnRt7dJvSHP/zhI9butOODk9IhBdUFl6w28cGjy6MBbQAnlsm6gLcAKK9U2/DBppVskuEDOTrEDh85PmtHqTaHTzLqCtey/LL7U94lB/rk2eIPu17h8IqFuzKenrEptOi3kOKLfsYHtvUX8gBNuoXacigjX//YSjI2D+SStX70JlnUxyGJd/wtUH37xXvO7lJZHLFBH36HLhZ/7vz7KLFFkoMXevElqx35AjmQpKiR8gteQbrVoWxxCmfTopys8vKVtQkh7x31+ihOZLWBgx6Px+PpKwAWaUnGrzlZPHu3nU4LPG0jjx8kq83m0dofkpWWrCkedCk90mSl8Y0cnHjLlwfO0ydJFq9M4PXaErxXf/AlGdeWeKg7WmFr091wd0YdTqqbp3PcxSWDL8noq2LkgMnhko/j+rgvu8vuL8kYI3bZYTPJ2PgmGf2YHoAOtvkkUAeAxmdP/fiOhI2iPq9fu2Pq7ik6viTDjnKy+qBvJRmbO/URN3VhIFn5ydo4G0s8ceSA1gGZa8n4qr/iLyQZMSCXrP7Kg2X3J+UDO2Ivv0O/WCyKk9pQJBk85BrL6qJD3hiDH13ZdY4/WetiTOgBsMM/fSXJ2LAuN/6RuzE74pVkFJOMei03/pVPyj6bbCGr1xafrDrQ8OGXB/iSU3Q4YPPLP4CfHDwb9Pe6cycaHtAldX1K8eF3rSY5GKPoK68UT7L6gJcsHqkNOR72jUeetDKHA2OascwmzWEFnmTVwzb5ZC0na0oXPHCdsJOsNPNJknEd6IvVl6x0sg4o+Gv9QMc+JKs8Xj4Ye/G4Zm0evUbBpl9poocNYFyWGtfR5aVkAX2uEXiHE3TDKScZBwDocJUzvrNBHpQmxuThyEuTtY5JRj+HK9CXrPjyw9EjpStZD6Mqoz20lRVUT/AAABAASURBVDbyGrbXp5Q9pQHI8sc1YYPtcN1hs/5mjHOdGP/px5usca1+KV+SyB74DAfIDcLmP3r4ig7NvjRZdbRcXMsOePQ3T1N64oZvbjSUT1peeaD/SLWBV6nMVZ4+YtsrmOYr11iSA9/NUfQkObj2lelJVj7lJItrjC5rB3WCb53l0SqHJ1nl4dClSSTD1sjs/qMjyeKAXJ3bZtoPaEtPurRf4WfL94UcCPo4radctbunXJOM+UY8HMR4QtghizmQHw5TvApbfXCAzp0745/yyMz/ZgRmBM4qArc6K67JdEVHwKBqcrCZM4h6v9gCo5U2yCYZC0sDOR53OuCVgUnTqT/asvtT3iXjnw0J/RblScYCL8lY0OM3udvgJRmLXJOAiX7Z/dFjYrJocUDCL3eSTIoWSknG3XOLNLh+y8ErLfTwjWySgwmU3wCN/SRjMZdk3IlKTpV3Lox6i1GScSdU3gIkWXXSoywFdLItbVk96Cqwn2QUxQYvvckaHwQ4aXWQUcYPkow6FZ9k8RSBsg+kmVy9jsEXjzdXT+3QBeClScYkzy4dcEA5yWgb35xZdn8WbknGwYH40qGObNlskfF0AHySEV86lfElWfS3narFoocOeHS4goURXTaLUvWmB5SnMtpfP8BrAWYRcfXVV4/+ZlFG3k8YkmOTr0nGwgMOnQ/yaOIkbxMjz0f2k4w+oQzPfpJhJ8nijx68niKwubZo06cd9LCDRlaK3wcqfZ9BH3c9dPFUPXj0MWnt0SPPD/GoLnn+S9GleN2Zldc+6K5XdHKAPzbNbDiEw8O+NvArA2Td6XNAQZ9vEJHvkxg+auuJIP74UGGyxoK+5FReuZCsfYgt+vmA1pSdJOO6hFeWsss3qXGALBqA45MDARs/G0LXgTo6+DGe0MEGOXhyQDnJuK7oR8PvzqZ2SbJ4AgrNxp0MSLK4m+iVG7pt6LS7PGj9kvVa4CMdyWoLHR9IctAn+Zjk4LpM1lgYB8XZhtCvkzm8wet7GkmoGXVgR0G92PCrH/IOYqR82PLIAzK+ySLvF5IcTMKJB5BPMq4DethOVj+TFS8uy+4vybg2xBEffjR6pGwUl2SMFR0bbIrw8Z1sstaNnLINdpLFZhAfG3jpVDd910Glskf+jQ3kam/n3oiTsjw+qTIbTeGSDF55eLxsGnPgkkgO2kqBDnxSwLa2k0dPMvjl4fAaJ/DJq4P6sOfgjKyDtGS1laypsYGMlE/kyNArT44eNtCTjLqIB3wSrOMpBwcH+PEC8oO4+49OfrkWpMkqtyOd9o8cwF+Cebvtg0avA2Z6HNLxq7Ekoz5JFtcU/oc85CHD52S1iY6vkKzXhkNAOq07+OlpKvWpLfz8cPhIh7msMUhOtQeasZIuT3+R46Myf8yvSUZ/VU/1ceCIJ1l9TFY6GfrokJfSIT0K0OmtnNjw03WfZMTCnOewnw4bcTL4ySUZc3aSxR9etm2+6bIBd03gT1Ye/YcOfE3RyQN4Kb5klVHf4mtXWR6NPCAHTy9QTtb4yMMlaxk/3s7j5i42PTmDl+4kIwbk8BePpuypG+O2Awc8xpJkPUjGk2RxrZFDZ08b8tnTPcnqCxoeTz3JO6RrG7CDlqy+kFV2IMmGdQedSQ6uc3S26ELTF5MsnoTc0pKMvlW+6k5WW3QkWXx7zw0MB+X88r0bcyLd/INzTftmlMN2875vCpFnDyQ5GMuX+TcjMCNwzhG41TlL3KIFrszKG1QdZlxzzTWjgjaPNpsdiAdy95+vgpsgLMjdUSKnbNCW9567x0XJWbxIvc/rsXB5i5edmjFoS03oFnO+Sm6RYNLAh+bL9HT4SGKS8Ysi7lbasLDnzrPUREHOhOTuBfvkvPtLF3qyTkp8pRvwt2Xynaj4BA8sxGyYkoxFCRlxsmjhd+W8i9pH7PEvuz+2k4wJVN34tEMfbArlC+qRZNigk8/44ZWlyUpfdn90mxB32fGPTTJ8NomKJx6PysL7lRyx4z9oXYfw7j+8ZHfZcTiibuzb+MMnOdjc+bWcZC17+oMuvGTV02GWgwDtoe34D9gF+JQtjKT42LDwTTI2XXy2yLE4EG8yQNuQQVdWV7IAThzowwMnbp62wqtO8OLg8Wa+uvul7vJoSRZ11o+LVze+eixaXemV+v6CRb68Po4fL7/VE55OwE8b+yQjvuj42CWHV1/jI//5S05aUEZX5o+6yQN60MWAf/TLJ2v/w4PfgoottP6iChpZcjY0DlMsuo0FfFMnPD4sLXXQ6qOsbGgfOHfDfIeFXxaacD1wkU8iORTYUGc+JBnXAF/4uez+2Nkl4y4wvLK6wCVr/dy5hk/WcmkOAMSGv65ZdxaNW2wmGbbI0ZtkLMyXG/9s/JKMxSz/1A1v24AOeb7wXarsPX93DJMsfglJnxRvavElGXbJ802fZr888MrJKX+SjDGT/LL74ws5/pBLsnRDtSMPXjrKDwf4qP5iS961ygd60JIsDp0cPpHHR4eNBTrfgHE2yagHPeTxoimTkcLLL7u/JONX0+B2xRFrvssD+CRjvGTL95/gPPJvPoJL1vFB/f06B9+1qWuLbRsE9vgu1R76tOuUjQc84AFjfOEr3XDy+Ftmh37XAHqytgM8vvrsulCG1z/gAbu3uc1tRv3EgI5CktE28EkWf/hru3lPPjkcUqdkrbODOQeDbBjf6SCvf0n1V+OQOpPjg8Owbj7h+MoGfr4DdaUzWf1J1tTTfPiMkWIkTxaQcUhFJ/xRQL+6kZd6Sg+OnDK82OlfytYX4s4fPGzZCJNLMn75hi14dSFPHxx5ctIkizkP3xOf+MTR5l7PoztZ+xhe1wz7xl4HLvirz6GIj2uLObxrmYz8VVddxeTi8Li4ZN2Y3+9+9zuYKzHhl9KbZFwzcOqXrLFeDvnDA5D4rb9Zk6m3PH10AJtkfGyTERcpHvx8RNduwKsh+o9YAfqkZFxDriv5ZI1VsvZBOPbo0s+kcOwAeXr28/jYkPIlybg+lCvDT4AO1IEeebY8EZxk3IAjt4UkI674rYv4QJcyPfqXPLz6L7s/NzeSLM973vPGGA+vbvxxEK9PkAHkpMYP+rx65Hrjm7JUPB3U46PHnEPO4Tbd8Duzw5a53/eu8JH3lAi6bwPByQO+VAYfO3SxhVZeqTYzDrIpT04flgL88NZD1QVPNsn45Tsfka9d8UOfMCMwI9AIHJ/Ow5Tj43OLoBpQTXbucrqjbCHmjp/vT/jmgw2WE353QA3IJgiDs+AYvA3OAM079iYSJ/JPecpTlj6G7bFSixCLvyRjUsFPj8nJIG9x74Tdh9AsHg3oXleRAj76MCabNm0OTDxa784SX230+eGxXgsQ+vnY1KSsnEQyJvRk9cUdEL54HNIHHum0SKFPfND4r+yQwC8TefLh3ve+9/KgBz1oPGXBP4szvrJJjq8mKDhlPHTBoRXQOJVkLLhNnPw1qdNFHsiT8aimGJuIxbR4chaBbFhMk3nMYx4zFhvL7o/dXXLagk+dkjUm2l4fIOcjfhay7mT5ZgQf+e+Qhg8WmL5af/311y/X70C8fJwyyaLtxYIf7AF5wB498jbnFgja0gbcoZSP3Fro8gVvsi7m2CQDT596S9XJ6xcOC9xFdzfRo7JwIMliA0IXfgts9dO3PIHhI5bPfOYzF/V299LTFehJFneByfgQpv6J16LVwsr1QqfFGr/wPepRjxp93uGQR3RtTLWVn9nkf++4W3h57cBrFHy16bOQ9f6zuLlutCmgO8nYaKqrfkEXPmV07c4XeDiQZBxC8Eu8tZ/DRnwWczZKrh/w2Mc+drHAxHvdddct6oSPjFg4MBFfZfauvvrqgz7Elr7AtrGBzxbs5JO1X9F7GODRx6sXDz1SdtiWOlSDl6cff+OgbvgBfWTQ/DQkPmmSxWP+5PHgRVPmv7K8lLxDkWuuuWZxJ89j1g7TXOsWsj0UTtb4skWWHB89JeJVDP1af4Ijx27rqg5kkrVd1QGOfX7RBZKVDk+fPu8w0OP5Di31ddepX2fC4xfX8CRr3NlQPz6wT4dxAe+97nWvpX3AgYMDM3W2kU/WJ8eSLDb3DqNs1rWvsZpe/vGbfnl+Jxnjl7rAJxljPfvo0iSj75BNVj/132X3hw4chN3hDncYfDb2FvrGGAfX7Hc8wutgkz8+lOxXn7SZ8dtTVJ6g3Kld9Gn1x88v/SnJ2Ggrax914LcY9YCODBoesjYseOg0fvglKW2hbngAPfwhqwzwg2StLzo9yVpGY4esgwqP57sm1dlc5wYGfZ66wNtr33VmXtIHvQZh3PW6gCcpjG2+EcRv9qTJ2h5iyD6cepjn/SoMG3Q5KCCjr2h/45iDZk/HeGVCvzbPJ6f859cWkvXw2LWQZPFkifqYn8xd6sq+61OMfBzZ+oEvDurN6cacJIvxypyOL1k31fwjLwX8Zj/JYsyF84RqkjFHqy+cOup72kwdyOhvvkFh/nEA5Uk8m1v64fBUxq/AyRu7tYd4+7lZMdUu9LOlT/OXHXrYlk9yMB8vx/zhRza20mWcNhfr3w7Dq9NBkZtM5hAHAfz3Ws/zn//8xdjgJ3etjfDz21qHfw4qXVf6urb1JKl25yPbfE8y5h2xBUnGNYkGkozrG0294dhJ1n6hjdmCp5N9efVSTlZ5NtG0hydK9Anjm8Ms/cKHipMsfi2PPBvk5ekCSRbjtnqIAVn91bVgzdD2xAvHnvHYkx36nLjSL85Jxg286pcah1xPSRb937hjDeh6cL1ay+ATB7Y8neJAw9OpfhCBXv1S/Twlg48vXj2F02b6oYM9ef5rP7pc5+rMZ69sWx+Zy8VIO2s3Ny3Zty4RT2Ofa047G7+NVWyhmaOkdIojH/UjcecTgJdOuIwjMF2/ZBG41SWzNA2dyAiY7AzQHdgdEphcLCgtROT9wocNqIWCTaHBOlknS4N3kvHEhYnAJtOE6LUFhyJO8N3B9qi1BYFJzSCerJMonInMBsAmhZyJxwRscmMLj+BZbNrEuXtKh4WAVw342F/bsDmw0OA/HpOFhTN5daUrWW0nax3wmPgsxPF5JYYfJvFOKOppQrdgcofIoYGFiy+lm4DcKaU/WXWSE1NyScYGQ3nZ/ZXGF3T20eB35MViOlkXLRYp8OKB3wRKxmTIvsWc95zx0IHPxEyOXoCP3i3gUxYj6Ra0lziLoQ9Pqqv2x8u2Rbq77+yJtUMIbeBgB4/26es0+JOMBRkbScYGhl/6gs2fxYI+KIY+HGexasPYu0bqRhbQL85sK9PDhseAk4yNn4MIh4HaUz35g58esvy1+KXLZkF84ByoWCRZ0NOLlyx9Fqr6p0MVBzQ2OBbfYsQPPtBvIWcz6sDF0xoWYDYpbDk0TNZrxQLXYskdeAs0j1w79GLXgUqyxkmfT9Y+hZacusPPtnolOTg0STIWtxZf/Eoy+p6+Q14d1DnJYvGn3fR1102ScbdV/Jfdn2uSDBvqp061f2oZAAAQAElEQVQ79GhLG/EkI6/eDofwyN/97ncf31RSxn8c4GFDO7Gzz0uf60H8tEeSUT986k+eHD4AT5fUNa2PJauMWMOXj1yScbcTLsmIFXkbGIdn+oX2sci2CdSvbOjpTtY24of+Sx89wKZRG1joeoqOTm257P6Mo2T4Dq/+LVcHvDzYiYwNTPNsWZQ7mHOtuj6Nsx7Zd/2UL8k4MCYP2GPHwaVDPzgbdj8/7PU9T2S5HvVFdXDA4kkWG1/1tmFjwxjvV9PIG1vxJmsc+c0OmnpJgf6Hpg3h+ahN0YA64ZEH8g7UfWTXYaNr2XXquwfq6uCVHfbNAa5JZeOUeKiTJx345rDD9wJsGtkE+hQaW/wCLdu081E7tZ2Np3jJOuzln/nRwbqNvrji4QNZvHS2vsnaB23e4NFrjy5lB5hJFhtm8RBr441rC13/7ZhDNll1OvB2yONGgLnLfK3vmpeMZUnGq7B0JBnXrHoZb/hrDlEPfUr9gE2puZ4dsXZQY2w0ztrMOXB2QE1nAW/zydr31FXsb3vb2y42lsYGfdTcjgb469U544351JikrY1J9Imvn0UW32T1H57v0mS1xX77lfpoY/G38TQO43UNVk6MbTaNz/jcGHAdqJfDN3wOTIyPyXqt81cMtI32MpZqI3MXvM2t+GlT8nza2qx/fEGXHgdJFoeK5oski9iJl5tK4pms368zZ3jq0sGOwxLjgnFLfWzI3Qxjmy1+92D52muvXcj5RhZZG35+qadUPZrXx8WJDn08iew4dEDDq+4DufuPvH4mBnQkKz9ZtCQHY7lrTfurG1029vqcMU4b8d0BKb5k1ZNkjNfL7o++XTI+Mmytadw2Zml3N0CMY9pKmycZh1n0aRt1Nm/rm17dcgCjHoDfdEvVwyGNQwqH2GKq7Y2nnjYxn6qbMYm/rhGxpU/78Um/wuOgV7yW3Z9rw2GldRv91tHaj//WX+YdNvixY1+sl6z5jAduyFgjG89dH9ZMSUZcrD/0E/3XjRIHJtYgdD7ykY8cPHQWlt3ffnx3qEv+bxqcEbgcI3Cry9Hp6fOFi4BJwqCerIsFmi3ETJoWphYaFnAGe49bm3RNSAZgk4uJQT7JGJwdQJgULcxsuA36vt9hoF92f2R2yfjHNjDheTzTQY4PcloEmpBMAkkWmxJ26CBv0mPDZGXBXBk+29ybyJKMjYQJ0RM1JsxOpown60ROnzI/3AmzULd4cyDEBnk0MXKXzB0DJ/zoXZA47Qc2UBaCfMVPt0WjuwJwymzJS010DpJsBhpD9hwmdVJNMl4NscAw0ZkI6VFPi1QbchMvfeqfZBxsOdiAM9mLmzyobfZAy0mQx0GH+FmgazdPS7Djbkn1WICIkfg43BF/C1Ex5puFiY2XPP3sJBntwYhyU7YsWN31tiDQnuokZjYI+p1FIz7tQKf+x5ZHwOnilw2gPuRbEPqrxXcXSxZoePgC6HEn38bGRsECx50dZRs4cWZDPC1w+ANv8+GOJR8sZCyObDRt3pKMTYrFrrbXfvSKnT6jXS1o+Eu3Qw04PuITP3bE1ndT+JvkYBNETsySjIXgsvtzx9TiXTug06d+QPvrjw5G4NUZj/7tSSoybIsTcM2z7VDS9ZZk/NqAfpdkLHrpdMfYgsymVpuwlWRxeOa6YNN1vHNvjAfSM4FDLHIWzmILyCRZ9CWLY9cmW8Un62s05CyAi5eqrzZQX09SJFlsrtDUMYnsaC8Z/LVJDq7jGN9sxo0d9FmserWEjM25ha1DCG2Mrs/wM1kf+3fnku9Jhj39BahXso65+PVni25+6B90AXWnX6zh+aafui6MP65Di21yrlV0fHTyhY7mq0OqTuh8M057okudjPn6Hh53s/VJtjx1Zhw1nuOV5y8evOyyY7zzdKHNMBz7yXrQYnNgvPNtALYqx3fAbzJJxuGRfmgMcnitj/JTnPjt+sNvw6yPOtwRF3dnHV7h9XQYvcYVqYM114E8O3S13eDQ4PllXDAGGpuTjP5vTmLPAQV+8bYpsZGyQYXjk/blt75kLFFX+WSNg4M5/da1yB4ZqevZL495Qsj16Y6y8UPdxdEhnrZx2IOfXr7qjzZ3+ppNvidN0NzMcPDtcMZGSvuIlfjR47CCz2yoizGYv3Tj5Se69rcOwOc6UF/1Mbfg3QL+lpOMMYC/Xg0z3+lH6mks5SM7y+7PE1Hq2DrjMybRxzZ78jvWoVNe3ckAePXSRvDaw0FCkkXfSDLmUX0AnUyShW/GXnU3bhmLjXP6BhvbsT1Z+wF5NzPIuP70NfUzR9Kr/xtnyKsjG8Y2Y4nYkedv6y5/GCTrdYDmSQYHs/qy/uBJOXrpSrK4Dl0nrgEbdfUQQ0/V6UvmtyQjdvqba4SvrmPzpYMU16V+4hDNUxfiSf+y+9OHzK2uETj1SjLWC2SN/dY+dKs33eonNg5ljTdwO1VjfSIFSca6AA2/J7D4a/5sXc034umQS/9N1nbgH1v0kE2yeKqYb/qOOPkArbJx26EFPn2ErDmLPgexrhuHTtrHIZS4+YaZgzj665/r35jo5oo68fHZz372oi+YV/GyARy6iKl4ag+8riX1c+2Ilbx4GuuMRfq5/sd316R1EP/hxF6erFTc6eUHf81Hxli25R2wGWNcs9ar1lnKxkW68AH2zaHGZutYMeEbG+ozYUZgRuDMEbjVmVkmx5UeAQOrOhpULbJMUMBdLgO1ScApNz54vAbhJLJjoVk8eQOxSZSszSi9cOQJKEtNJCa14h0UmBzc9YZDw0d37VkMJRmbTCfyDm0sBpz8m/DwApMeGf5YIDrtT9ZJGB1vspbZ6ARiUjOJWTjiI4teu3z32DK6jT8aO+QsgpOMzS67y+7PpsJCZ5cdiwZ1bt7TFxYP5AF7Uncz2EjWxTcf6EvWeJPXJhaBHi+tHFkLBbFGU0ePw+PHIzVZw+MFyRqDxlr90KXiayFLl7LJlYyFKhv0ORQQCzGzECOr7dAAfmmy+k5HZZMVh66OFhAWqZ7+STKe0HFXzqEKvXSJg7aysLKJIAuSjA2Yu1kWuPxxh0696U4y4p8E+9jYwrsD5jDIq2H8ol9dMaFL6XDgJ+YOG+DwioMnGFpOVt381H7qIzYOUeCSjL6x7P7I75Lx+hFf9SWLL7bZU9/m8W2BrPbSt+i2qBZzQC7JeFJFnyfHNkgy7kLKA+0lVvy0uSfPZrL2CbKNAX509XI3LFnryh68fuWVKDaTVR6NjuMgyfhwq7aiJ8loJ/rIGT9cV2LCBzh9SD7J+C6J+idBGqAO+MXJKwp4jUXkXMdihxFeir/5ZNXDF3V3oGss69MB9NJDRvvjcQ3Tq77k6NSPpF5vJCPPT3dqxSnJwcaGP+pow5Vk9E2+syHe9CerX9XrunA33PXpcJkN/iy7v8aOL8kqRxcefiYZd5PV2V1f46e7rDvR8a82+KBOFugW4w4g1TdZN2+utSRj/N/qd23STVnTJKNe+pzrmW/ohWT1U5mfYsW2su8luEaM9eTh8Ei1hTopS73y4pBJncwJ8OqR5ODaUz+69VXXDx/5v9z4R8Z4rh74Ks8nLOjsmqscahuvk4z2RPOEgrGTTmUpHcvuT17djRv6grbfoUcM8YiplF11UQ91x8NP+gr0yNOB5sCQT+5iJxk61aP9g8/sa0Ny8vTqQ8YB/QcPvXzAgy5Gxgi6PZWCjywe9EJyqg2LUw/tok96ss1c4priLx1JRrsoL7s/N2v0NbaMb3zgD5935IN/yVo/cgBBio9NB/BuSpCnDx1N2njJk6HfesHBmVg4ZNI38OGhI8lo32RN4ZbdHz+1kZsHu+I4gNZH1U292eRPso5VYifGeI+DJGMcxMNHYK73iq22gm8/Zouv2kMfddCtvRxYeT0THj+7fAG3vvWth37XP33GKXHA4xDN3Mp/uuHQPSXGjySjzZbdH7q1oT7PjrgAfDvyuBGmHdmEQ2OnebrxKasPHXTSx3/zp5tFcHSg46+eJGNcUYZP1rh5Mk0M9Fd48lI6xIgPbMM7dDQ/uE6U0YyvbtCwl+SgvmjL7s+aTl8hZ+wWqx169BEydKtTsr4SpB54zfHo7NQXvtPrWqXDQZd+pV2sheDEJons6GMy5gZ6+aEN6IBnVz+TN9Ya2/E5+GfbuIOWZPQB9vllDuY3W+h8lE6YEZgROHMEbnVmlslxJUfAQJqsG9HWM8nB5LHs/jpIJ6cGX3I70liwGXST0yc1E0Vyih9vksFfWQN7svJs+S288LNrYgDo5AB76PBJxmQqD5JVHz48W9jS5fFI6e4EIl+ZJGNyXHZ/xSfZldZ/5IESOl3JSjcpJWtePdDxddKVJ0tGvvzJKoM/WeuGbrGUrLTmK5usfGTE1F0Gd0RMmhbC8MnKg56seuBBkvGqAzsgWenyYl2e5uFB7cOrC4CToierzWTVp4548WjjJKM/4AXskEVPTtGKK0/bqnjxQBNnKT3JKXm45FSZnDjgQ2NPCorja5LR/skqS395y7ds/kqDStY6s5Vk9FF1B6XTga5Mlk35JMMuWrLqQVdedn9SviSr3h1q3CFMMuTowb/s/qTJKR071OCFp0e69QMOJBltI08Gnzizq1yAlxfP8ionGb4sZ/hLVt/EZetH9VVnU+rYVJa2LAXqjqaPuFuvn/HZgURtKOPBv7WpjCY9DOimA5Anm6z+o/EZbV82yUEskpw2ti67v61NOqtDnp0dy2gLabLag1f/ZB27k4yFcf3AiydZ2zFZ6fu4ltkik6z8ykmGr3j4BCfPrnS58Q/+xuzwQT7J6PPyAP++HBxaklG/6mFLX8OPLk0y9CWBOvALDYKMFFRPsvLCJRkyy+6PXXLSJON6aH4/TU7pQKObLEgy/IbfqR3/kowYlC/JwJeHn80jtO2T1Y9k1Uk/eiHJQf2TjP7ERrKO3ckp+rL7SzL8SLIrrf/YBvpIkgPf2Speiru65Yvjd/2FpwdOvpCcsodGt7Z0bdAJR580OZ03yUEb0Z1k1AEvyI3lZfMHD4qqPU9DeJrBBtVBSXnoVQcpGfxSvvFLvrz4lPEka7yUQbKWySmTaT7JQT3gq4d+PNJl94e2S478l2QcevI1yWjzZfeXrLZ32QNc4wtHP5nmpWzBqwvY4uTx8xMPH5NAjz5SHPpA7v7Ds0vGv7YvG0kOfFpu/Esy2lGxPJWnG75lKZ7iklUWnt9JkE7Tt8XzEW91YFaWwuGVAraTjOuqdPgkQz+5luVBy/QkGfGprBQPGlAGcGyR3eLh0JNIxjiEvsU3T5Ye9ZMfArv/0LflZNW1xcmDHftBv5SHA8kqQz99pSnLT5gRmBE4cwTmYcqZY3RFcyTrQGqQPqyiBttC6UnGZAOfrItAkwB6EsmYUNEVkhUnb9JO1kkoWVP4ZOUxgFsYkAVogP4kw67yFtC2ZfkkkgHJqfxA3PhfsuK38vLJir+RbSTwI7P5L8mBP/v0Tkpl36fDJ5EMQBuQIQAAEABJREFUOIq/ctv22eaH8O4/cYOnx50xsXOHSrk6miarXWWwEz/tX7LSi9zybPOlS5OMNl92f8kpefzJWubLjjz+aWOZZKXJb3mTHMQ2CfIAPCOz+y9Z8eq9Kx78K0+SAx2IyVpOonjg75a/+a2vmJNVRh6ULzkdj7aFZKWXf0uDS1Y6/JlsJitvsqZk6JBuZbd5tH0oPVn10JGs+SQHMUtO5enYxjkJ1GmQvDjuNIYzFLZ+YE1y4AsaHEhO4ZX19aatm0MUd5qlXgkpHm/HIDL0JpE9EvAgVod8koP+s+z+trRd8cBv+S0kR9tKcppOdpOVPzk8XXZ/23bZ+pGcLrNjPfArOZ3GVulJTvMjWXnxJGs+yYGu2kyybP/wt5ystGRN4ZPT81v+bZ3wgi1dOcmBD8qFLV+Sog94kxWXrCn/K5OsuOT0lJIkB3FJTtGTHOhebvyrvhuLp9GTFH1ayg+I5HD6vs6jysmLyyencFs7yYvj+bCvGy45xatMT3I6Dr6QrLS2JZ3JikvWdJ+3ZbqbT3Ja/PbxSQaKftc7e570c617ZXh7vVdv0yG4+4/sLhn/tvmBuPG/ZLVzY3H4VN4kB31j2fwlp8uUH0tyOg3uMNj3Ncmwvc+71X2YzD5/kgPUln+rJ1l5tjhC27J4wyUrr/w+JCutctJkxeFVbpqseLjkVB69kKz4ZE2Ll27lWpYmK2+S0+KHv/QksgPgk7UsD5K1PBh2/yVrOVlTPDv0WenHB5JVdtsG8FtIctC/kpU/OT1ddn/J4bhkxe9YDv4lOdRPDEkO7C3zb0ZgRuCMEZiHKWcM0S2bIVkH3CQHgbBIsUBxR8LixTumHsX0KKiyjT2e5JQMfgo68ZL1mCKAxw+3nYySU/J4Jrx4BMQNiKsYe43II7oeU/YKCwl0ID9hRuBKioA+n6wHusmpVB09BebR5X43xriUZNydcz0oL/NvPwKzPCNw2UXA9cxp17Q1iFfDvH7hVQ1PqcGXB982rzxhRmBGYEZgRmBG4KZGYB6m3NTITblxqu0JA++c+hihXwVQdiBikyNEFjFSp+4WOcl6QILHBzCBQxT8DgTKD0duwpkjkGR8L0RMvaPt420+8uf9+ySjnZKcWdHkmBG4zCKwjiv/3zggMXYoq0KSxQc5faTP925sqOBdI1K8zStPmBGYEbg8I9B1hQMS8591hA+i+siv74z0Wk9OPQl7edZ0ej0jMCMwIzAjcBIjMA9TTmKrnCCfLFAKdSvJeATQZsSTEFKbGBuW8lrQyKMtuz95By0OTchY4FgEuXuMFx+epnB4d6Lz3zERSNYFovhjSzI2lo1fMg9RlpP4N326YBHQ1ylLMt47N7YYS+CNNfLGkmS9FtBdL/DkJswIzAhcvhGwruC969o17dp27bfs2kffQrLOm1vczM8IzAjMCMwIzAjclAjMw5SbErVbkEySF3uywYKl4E6QRYsFi0WNj76hbUPkKZMkA+WwxAFKkrHpJ0fGAoieZfeXrLxwu+L8d4YIJDloI7HGbjG5bYdtHv2mwJSZEThpEdCvk3VjlGSMKcYYYDzxEeaOI3gd4KLJJ1nm34zAjMDlHQHXueu5c56yGiUZ8yK8MnwS2QkzAjMCMwIzAjMCFywC8zDlgoXylqMoyVik2JQkGU+pJFn89aBku3CxmLHYAfAAziYHOJAhKy/F55BF/jzhihcXS5UUM6kDLe0iL55JRlslgZowI3BFRSBZ+3WvA5Uzduj7rgPXBZAHrg88SQ5+xUF5wozAjMDlGYFkHQN47xoH8sYAabLSkzXdjhXoE2YEZgRmBGYEZgTOJwLzMOV8ondRZC8PpUnGJt1GBXTh4smIJOOAxaIFLLs/aZJx5zjJ4o+cjU/z27T64CYcHYEuHJM1puIp1iRKk58wI3AlRkB/V6/teLHNJxnjVBJsi6fg5vUxQjH/mxG47CNgDZFkXOOua2VrEBVLTj8wTQI9fs4WX7KWB3L+NyMwIzAjMCMwI3ATI3BhDlNuovEpdvlFwCIE1PPk1IIE3hMnUnSbeaDcDY6FTrLKJBmHK1sc3iRjwbPMv7OKQDeUYifOjflWGG1bnvkZgSshAvq7erR/21Ap70PxnoI77PrY55/lGYEZgcsrAsaAJGNNsez+lLfXujIwZiTrGmTHNv/NCMwIzAjMCNzUCEy5EYF5mDLCMP872wgkGXeBtvxJRjE5PR3I3X/Jit9lF4ct0i1scRY/aMkpGeUJR0fA4hA1ORWz5FR+n6Y8YUbgSopAsvb3jh/7ddvHJyv/Pt8szwjMCFw+EUhOXcf782Cy0pJTabLmL58aTk9nBGYELnQEpr4ZgQsdgXmYcqEjOvXNCMwIzAjMCMwIzAjMCMwIzAjMCMwInH8EpoYZgRmBExyBeZhyghtnujYjMCMwIzAjMCMwIzAjMCMwI3B5RWB6OyMwIzAjcMuIwDxMuWW086zljMCMwIzAjMCMwIzAjMCMwFERmPgZgRmBGYEZgRmBc4zAPEw5x4BN9hmBGYEZgRmBGYEZgRmBkxCB6cOMwIzAjMCMwIzAjMDNF4F5mHLzxX5anhGYEZgRmBGYEbilRWDWd0ZgRmBGYEZgRmBGYEbgiojAPEy5IppxVmJGYEZgRmBG4OJFYGqeEZgRmBGYEZgRmBGYEZgRmBE4PQLzMOX0ePz/7N0JgGVHXS/+X917u3tmMoGAERBFUJY/CgJPVHxPnoKIIAoisoMCIk8BWUSQRcCAIIpsKvIA2TcFFBcUFx4SQEBEEJDdsIcQss/ey13+v8+5qcmZTs9kZjKTTGZqpn9dVb+9vnWWqrrnnm6thkBDoCFwfCDQetEQaAg0BBoCDYGGQEOgIdAQaAgcNQTaZspRg7Y5bgg0BA4VgabfEGgINAQaAg2BhkBDoCHQEGgINASuCgi0zZSrwii1HI9lBFpuDYGGQEOgIdAQaAg0BBoCDYGGQEOgIXCCIdA2U06wAZ93t/1uCDQEGgINgYZAQ6Ah0BBoCDQEGgINgYZAQ+BwEbjqbKYcbg+bXUOgIdAQaAg0BBoCDYGGQEOgIdAQaAg0BBoCVx0ErgKZts2Uq8AgtRQbAg2BhkBDoCHQEGgINAQaAg2BhkBD4NhGoGV3YiHQNlNOrPFuvW0INAQaAg2BhkBDoCHQEGgINAQaAhWBVjYEGgKHiUDbTDlM4JpZQ6Ah0BBoCDQEGgINgYZAQ6AhcGUg0GI2BBoCDYErH4G2mXLlj0HLoCHQEGgINAQaAg2BhkBD4HhHoPWvIdAQaAg0BI4rBNpmynE1nK0zDYGGQEOgIdAQaAg0BI4cAs1TQ6Ah0BBoCDQEGgIbI9A2UzbGpXEbAg2BhkBDoCHQELhqItCybgg0BBoCDYGGQEOgIXDUEWibKUcd4hagIdAQaAg0BBoCl4VAkzcEGgINgYZAQ6Ah0BBoCFyVEGibKVel0Wq5NgQaAg2BYwmBlktDoCHQEGgINAQaAg2BhkBD4ARFoG2mnKAD37rdEDhREWj9bgg0BBoCDYGGQEOgIdAQaAg0BBoClxeBtplyeRFs9g2Bo49Ai9AQaAg0BBoCDYGGQEOgIdAQaAg0BBoCxxACbTPlGBqM4yuV1puGQEOgIdAQaAg0BBoCDYGGQEOgIdAQaAgcnwi0zZT+uLZ6Q6Ah0BBoCDQEGgINgYZAQ6Ah0BBoCDQEGgLHPwKXs4dtM+VyAng8mM9ms73dmEwme+uVv76k0NfTRtPpNKqu9hVFG8Xs8+TVz6XKNupDX+9g6tXXwegeLZ399a/ylevzXN8+WrkdqTj8oH6e69t92aHUx+PxXnVY1Ua/vp5XYytRlddyI9sq21/JT6Wqsz8/6/nsqo1SG6kfLh2MfV9HHdV4/XrlKfGR+oHoYHQOZH9VkfX76ZpU2/26vhjzKqsl/qFS33Z9XRv1fWojvFqqH+tUc+3jWHmwlH9tq1devR70Zf063SNF/KIau/rFq/XLKvWPTrVRIrz1VOPUcr18fXsjPxvx1tsdTptfdDi2l9cGHjW2et9f5ePVetWpbbKjQev9r28fjZgnms8+pv16Hwd8tJ7Xb7d6Q+CKRqDFO3YQaJspx85YXCmZuEGUUmJ1dbWLPxwOo07OMMjrxKGU0m2W4NFT0qly9VKKIuqEtGsc5V+lzGP28y5lzhN6MJgf5mtra5pRSgk560PHOMxf+l/KJXHWuyFfzzvSbf2o/VPnv5TSjRM+nrKUeZ7adPpYaV8ZdCj4lFK6cevnWUrpNzesi4E2FCYTHvU4gAms8FIU6mzx+zyy2lYvpew9Zyq/2pIfLJVSuj6WUvaa8FMb8pCPduWLh1/K3EabvJTS+VLfiPhBG8kqr5RSq/stS7lEp5SyT8xS5sfheuNSLtG7rBzW29Y2O1TbV+WylNKlrz+OxVLmx5MxLmVep1Dbrq2lXMInQ+yR+oGolEvilVK6ayH9Uub8UuYlHiqldNcT9SuSDqYvB8qnlHneMF2vB8t63tT7Ap76aDTqzud6LrEtZV9M8I4ElVK6c0Zs43qwfe7r6V/tCz4q5dLHh3xrHGW/f2TslH0qpfSbXb2US/M6wQa/NvK5gdqVwpIbgh08Spn3Sx0fPmSlzPm1bpyqTilz2dHqQCn7+i9lfkzL72jFPJb9Hmq/1+tro34fS5ljbLxLKXuvh+t1SpnrVX4p+7Yrv5UHRKAJGwLHJQLzVeZx2bXWqUNBYHFxce8GiMmZCUMppZvoabsB1cmEOt+llG6SbWJhEqrEJzchVWofbXITFEOeSnERPsJDCwsLir0560/HuAr/qphX/PVbd0q5ZGy08RF9pfHBP9pUStlviFL2L9uv0SEKSindMbw/M3iUUroJlOMHNnh9ffw+jw6eY6uU0h1P2mxKmbcdW6UUrMtN4vAnRikljDWn8pAXft0M1a4yduobUSnlgLhsZHMkeHLu+yml9Jv71Es5sKyU/cv3cXQMNyoexqqU0h2H0jWmpcz7V8eUDplzV52Odp9Kmdv0eQeqi88/f+qllL33ATzHHXs6ta5dj0H1AxGfB5IfSFbKofVlI181filzbEuZ+3R/q/jBky1d9wglGcI/2lRxFa+UeX5yQPuLXcpcTz/osVWWUrpNYGOHFxf/01atOtrGFK9SKXOftX0kylIO3mcp5Qq9JpUyjwcnuMCk9hmu8KkyfHU6+NqNorv3XZE4lFIOKVwpl9Yv5RKe8eTQ+NeyP75zPkmjhkBDoCGwfwTaZsr+sTkhJKWUvZ/CmSzUTptgmuQhN5RSSpC7+dSbjXoppbuhmoRG/qu8rB6RiZHYiL/9ETkir/FLKd2kspT5jRM/8h+9UuY8/UnWUfspZR7nqAVIx/qD4K+PpZRuQWbcSpnHt9Aupewdj1JKWkan11VO8F/wc0xX/LThpyxljpU2ubKU0i042VQd/ApjKaU7V8jiMP+xRczFQeJrG2tlKfPc8G2GKvHZlVK64z+uoH9irg+1Ea+U0qgw4qcAABAASURBVF0v1userfb6HNa3Lyvuoepflr/18lLmeJQyH0vjTMdiTlnHVElW81Enr231UuY+1NdTX6/KSpnH1i6l7L0+1OuiGLVOR72U0l036jGIv576sUop68Ubjn/f5lIGh8HgD+lDxVIdjty5vykRPVTKJblWG/KjSfKBq/hILGUpZe944CF8pF5JP0opXZOMP6W+KjtB/qrtUkp3bdLuX7PiKPzrxz8K7o+YS5iVUrrrpTpcHN/K2odawq2UOd6llA2P5TjK/0oplzo2LhWyMTZEoJSyD7+UebuU0o1/KfMxNd6OhWj/GgINgYbAQSDQNlMOAqTjXcWkAZVSuo0VNxJ9NslDpcxvOPgmE9u2beu+FqS+vLwcL37xi+N973tfN8nmB9FF/FweKqVc5sRBjjWGnFZWVrrmZz7zmfj93//92LlzZ8jTzbGU0uXZKfR+ybVSj723upGslHKpydRGenudHETlUO1LKd3Cnmv9s3GirxdddFE8/elPj9/+7d+OT3/608EvuU+U6/jAit3RJrFRjaOOavtgSzboYPUPRs+iqZT5OMIDRuzqMeXYEVObXEluEUO3lKLZLVBU+Hv3u98dZ511VneO4B0siYPol1K6416M2q4yvN27d3djimdM6fSJTr+9vzr7jWT4aCPZet7+9EqZ94Ec9e3Wt/uy/dXZVNqfznp+KWUvi+3exkFWSrnEfiMTPtFGssvisXN8/fEf/3F84Qtf2KvuHCZzHXPMOaaUeKXM81Hfa7CfSl+nlPkxjoeqCb/qlSdWKWXvsYsvHzq1pOP40iYnq7S+XflKMqS+nkqZ96vP359uX2ejOrtKroXO1aonb9c/bXUEg1Lm19F3vvOd8epXv5r4oEicg1JMJbooq3t/xJZPKfPx2bVrVzzvec+Lr3zlK935vVfx4kopl+DEF7pY1C0G+StlrqPvZ555ZvzhH/5hPOtZz4rPfe5z3f3duInpWsYeVR+1xEO1XUs8VNv7KzfSwavUt6u8ylvfrvzLW+7Pbykl/v3f/z3e+973diHgogJLZSlzPB33sCtlfqyQwRHxrV1JG9X24ZZ9H+qo+urXK++KLkuZY7NRLhvxDpQffdTX0UZ9Xq33+ep9qjr7K533xtPY/dEf/VG85z3v6c6Nql9K6c6nUvbfv2j/GgINgYbAxQi0zZSLgThRCwsxk4YdO3bEf/3Xf8UnP/nJ+OxnPxv/+Z//GZ/4xCc6+vjHP763/OhHPxpf/epXu4Wem9e//du/xaMf/ej4sR/7sY4HR5ORUsreNt7RIjm4MZZSuhDq9VP6hz3sYfHUpz41/vu//zs2bdrUTU7p669+dwYX/yqldPmWUi7m7FuUUjr5vty4FK+UjfXiIP+Vcuj2PkXTr1JK6PvLXvay+NZv/db4nd/5nXj2s58d/+N//I9uzOgYG1RK2XBT6SDTPGS1Uspem1LKpXDbKzxApZTDszuAy7DQgkspczwcG6WU7qs0p59+evzqr/5q/Md//Efngp6KY0ydrra6SZm6hfFP/MRPxG/8xm9odsdcVzmIX6Vcun9iiIeMGzfibdmyJWxq/sqv/Eq3+DIxxKdXSukmgjWnOMC/UsqG0lLKYY3RRs5K2ddXKfu2N7LZiFfK3K6UspH4gDzYlFKOWJ8Euzw+2SKLuMc85jFx4xvfuDsfLdacz//4j/8YD33oQ+NLX/pSxzeWpZTueDLG4qNSimJDKmVfWSml638pZa++HGqD31JK2MRxHcHHk4+8zj333HjgAx8Yr3zlK7s88Eu5xBf9UkoXQ309lTKXlVLWi45KW9++9rWvdfeuPXv2dDk7n+p5pI4E10/XAv2D+/r7A50NaL993Z9uKZfuuxzq+P7zP/9z/NZv/Vbc8IY37HzrQ/VVyr62VSZ3Otrq+mq8nvOc58QNbnCD7lr0u7/7u/G93/u9cc4553THEwxqzFL29ctXKaWLr96nUvbli9mX13op++rhlzLnlVI091IpZZ9Ypezb3qt4OSulbOwXZre73e26OYzNJ7joVylzfXKhHR+O+SqzWVVl5H0qZW7b5x1OvZSy16yUsg9OewXHQKWUcqksSrk071JKPUYp5VL9K+XSvGpSSqnVzq6UsrfcK9hPxRgi1wfXX/dsbWNfSunOkb5pKaXfbPWGQEOgIbAPAoN9Wq1xwiFgcmBiZdF9i1vcIr7/+7+/m3Qpb3nLWwa61a1u1ZUW5T/4gz8Y9D7/+c93O/kmbaWUvYs3E47IfyajbkxZ3e+Pm9f+hGRof/I+v05GLSjVlSY5JpVyUJePfpYyvynWPA8Ug4ytsh9vozodtJHssnjs0Hq9GnsjWdWlU+v6qO9PfvKTu/F4/etf333C+Za3vCVOPfXUjscXHTallG6Bgad9OCT+/uz7/H5dnPVtvD6Ro8rr1/G0xVZH2ki90vp25a8vqx/HChk7x8q9733v+LM/+7P4tV/7tQ6nUuZ4OcZKKd2Ei24ppXsyBa4m2KWU7tywIC1lfrzFfv6x30iEX/MSb72OWDY2X/WqV3VPIInLhm7thz6st9tfmy3an/yy+KVc0k95IzZ9n3jr23RQn6+OKr/WtQ+H2KNqq460lUh9IyKr1JdvxOvL19cvS9912NjVY+bud797vOlNb4qnPOUp3QapsTSupZTuPC6ldMdk9P4dKAbZXHX+W9t4lDIft1LmpThyEYuONotSSvzBH/xBdz484hGP6HKgQ4boKvu0Ea/KycRH6pWvrO1S5jnhHQ6VUuImN7lJ3PrWt+6enCyldOds9eUcUtcP2KuXUroF2dLSUncO462nmt96/uG2S5nHlANyHVfyV0pRdCRuHy86pZQuX/xS5nW5O448lUnnzW9+c/dBiSdurna1q4Xx1fc6tp3z/MV/Fpf6wedfuV5YSlnPOuT2er/a6JAdbWBwID9VBgt4lTK/bsOllHm/6MCwlLlMGxZ4bLRRKXN9KWgr90fklfan0+dvpItXyiUx+/r7q7NBhyvfn12fzz98lH3+wdbZof3pr5dpo/3pr+fTlR++MXSuGW/HAJ46HTIlwq+kXanyWtkQaAg0BNpmygl+DJhIllLiDne4Q3iS45d+6Zfi//yf/xMPechD4ju/8zu7iZpPbbRNon1q59Pwa1/72t0Cst58qp9S5pMOEzY3pApvvQG5kdGtVOX9kq62kh4bpI2/nvDlYYOEvhKZ7JRSukWHCSY7ciV/SBup80OG1FGV4VWiWwlPveqxwVPi17r2eiKj0yc8hMcnG20lUu+TzSy6Sv311SafLN/0pjftPkW+7nWvG/e6171i8+bN3VjCqY4Lu+qLb1Tb60uyPlW5SYg8+SKvfHWEj9SrrLb7PDJtsupPWXlKRA+p0+3XtSuxlRs5oo/IyVCV19IxS7eU+ZMpPqWmD79SSrcQK6V0xxM9VG35LqWE44xvMjzlesLnF62XaePzgbSNrTFjp02ObHjSudGNbhQnnXTSPk/ZmCQi8kps+ED8VMJfr0O2Xg9vIyrlkkk9G/4qwadf1+aDXq1XOV6t15LOZDLpsGdXiS6q7QOVfOmfko2ytqsdPqrtWtKrOfTl6vwo+4SH2CEybWX1qSyldOejcdWuMdTp3vWud+2Os3oM4jt3ydT5LKWodnrafaKH8ORRCQ9pOz44qKWvgriGvPSlL+2u7VUmN+eGDR7+fuiHfqj7aiE/CK+Sdp8qX4nPJ9KWQyXtSvQQvcOhUkq32VNK6TCWv/sB//AWM/IfnjhwzeZeHPG0K1+9EhniS9knvPVU5fvjk/MtLzo1pnqVkasbJ9cC/dGu/FJK1182kf/07/TTT++errvtbW8bP/dzPxff/d3fHfe///2760QpJbXmP/ywY9Mv8ecasRcX8j6/tvEq4SH+UOWv90VW+0GHjRKpHyxVv/srxUD88b2e8B0H7plkpVyCDZ+llL3XHmNDR/kjP/Ij4elA7T7xV4l9X7ZRnc5lkfxR1YMdqm3let94fSKv7X59I95G8qq3vpRH1ddvbaS+Xlebbp/oaVeZdqXKJ8OrfmuJB5fa7uur96n6YIO0nXOud+yNqeNA3TlGTq/60Ebala/dqCHQEGgIQGDgV6MTF4FSSjcxvvOd7xy+HvKnf/qn8ZKXvKR7lNuC3M3j53/+5wPfVxhMtP/kT/4krnGNa3QTVTck6LkpqdNHJn5KNztlKaX7pI8OfTekWqq7iSkRWzIlYoPPD6p1742gh4fcBMlKmU+I8FAp8wmReiU3T7Z8l1K6yWiVRf5TL6V0C9RS5vbJ7n7YIH2r8fhjo42vP9rIUwOlzH3g65PvxnOmzZe6kj4f2hYwSjx6ta5E+Bbv9OEvzvvf/36iuM51rtONK0zE45seoTrbUuY4yaWU0o0nHUQPqfNR66XMx5FPpN8mIeSlzPtY66WUDld6pcztxNWXUkr3XgbtyH/KUuY5yE9fKg+eeKWU1Ixucq9S45oIy9NX1fDFYys3bXVlKXP7UsrevMjoKRFb+cH1uc99bvD5uMc9rospB3FKKd1CJfIfG/ry5Ue9lBJK+uSp1v2wdcySY+jXejk+HmLfx55PcfSb3GSeDxto7MjowIMtnljyItM38dmSIXU66vJD/TY5n+RiKekgdXIl4p+u/OTNj9hKT4k5Rh3TbPHU2bOTL//s2eDxyRddcjK89cRfn1f18BF/lScvuvzjkWsj8ZX48kLwkqc8YIhX5fzKDY8/vskQv2RKfvGUdMXAJ+dXG/FHjv+2t72tu166LpNVIq9+xMPnS8meDFbaYtKvfMdF7QO5Y5wP8eiq86V+4YUXdtcDfecD/0d/9Ee7a4qvdopRZer6z48YVV9bHHKkjsi1yZE2ezx1seSiL/QPl6pv9ur8I3jgIXwlUhdfnZ6yEkzU5eZYlm/V75fs6CgRGVulNh/GQElP2Y9ZdcjYkFd7eZNX3KsdHXWyWv/Xf/3X7prVfyKRnB6/fNFF2mTGTr0SGSLDkzd7PKQuT1io03G9pC/nGgOfDht1pbElp8e22ohBTh/fcaCOtNnxoV5j01dX4iN1ts4vMv5r/2qJJ7481NlUWzbaqPLEpo+nzo9zCI+OeHIj548OGR5/VY6nTU63T/zUNh1t9sZcm0y++Op8KqtP+NGDl1KbjA/Erh+XDsJ3XPOlzi8+P3yoI76U+o7o0lHqM1nFnB19PmupTkcuNY9a1+ZHG7HRpq9E7PVfTPHoiade7emxIaukP/yxVVY+PbZ41TcddTrktcSjq61OJlYlvEYNgYbAiYlA20w5Mcd9v712YyBUInU3j42IzA1M6WblBucG881vfjNMuN1MyfDpuUm5AdNRd2NyA//Yxz4WH0vy/VX6Jg70LL7o4cmFnZse2XnnnRcf/vCH4+yzzybe++kRW3qoE+SverNli68vcpOTHFKlW7iok4lFhk9PSYbPh7Yc8BAbfCRf8eicf/75YVLrHTT6iUfOjycJlEhObOFEh0+EL07y5Mz6AAAQAElEQVT1Lxf1mps64gPP0yf6LwZdPkz2+OGXnpIuuuiii7rH37/85S/b2NiLAbtqozQO9MVib3w/8pGPdIsteaMqU2rTp+u42LRpU+ff+3h8PYwM8UtnPbH3rggbQ1//+te7rznAAZ+ufsjRxB1fn/GvfvWrx/bt27uXCXoBbF9fXvqCx5YP4/SBD3yge/mnRTMf+EidvPpmj1dt1fVBn7xbCM7Gr8qNgVjVF311eo5dffPuIXx2yn4MbT7kACcvKmVjzPglx1eHAVu5wttxoE1HPnhecOpFxGxqPHjICdEnY+NdLN4T49zCR/hyYavNb7VT8lXzhaWNHrk57j/4wQ9272rQZk9fzmy8M8T5oY7EoaMvdMSCszr/5Ozx6dPlF6/Kqp4cEVt9U3dc/Mu//Es4rqoNP+rk6vwo8XwtAn7eFwJ/75ygV2OITZ+OnGFErpS3r2I5RvjCl3etiyF/9nhKcna1rRSrxuGDHR3j4zyUE7lz3vHFD790+bMx4jj/yle+0p2zePLjh29tNur8aNssFwPh06WjJJcXXXHU9V0ppmPHtRlmbPDpsdNG/CB1JAYb54TctPknO9okvwPFkEfNR+n651jwLi74sEe1f/KvfVPCxPn7oQ99qLs28UeXLyWq8enXei3p4Ssdx84pPtkhOVRdeZAZDzwl7PHo9snx4tzwrjTnhGsnPT4Qe6XY6s5ppc13Po2Xd4zIyfHP19atW7tNHHba+HTl4bqg7/0Y1TcZ3PSR3D1D6Xx1D3Xsypff2ge29OUEA/HI8Gtu4mnT4U+dHy/M51tedPglV9KtRL/GUKevFI++ulzpw0Eb6TM7+bjWOP9cf/WTD7Zk7PoxKw+fn0p02ODDVJ2slvogHgz5UCdzr3nXu97Vfd1Xv+UtvvzY8Mun0viyJdMXfD5QrZNpK2ssuuy++MUvdi+7J6NPLg95KsVXpysPPHruafBx3yHjX8mevtz4pnPBBRd0H2S4zsGSD+NOhw1/8MFXmlc6FvD5kxv/iG96ympb5WzZkPNNH176gE+fnTrSVjZqCDQETkwE2mbKiTnuh9RrNwq0kZEbjJszmUnDzW52s/iO7/iO8NWgk08+Oe5xj3t0E3g3Mj7oov/3//5f0DVp9532H/iBH+geRfYd9/pXB9xw6bppuWFXXz/8wz8c3/7t3x63u93tutLLb92Q3QDpysXNTymmG6AbohsjvsfVTfpOOeWU7mWLePSqrTqi70WuJq/6WXn86o+vRuHZjKDrBi/nt7/97fE93/M94atQPs3VP5sn3jdj4SOOfJTs4GQiU/vqhm6CIK+nPe1p3VMU3jhvkcxGbDmoK+VgksHXL//yL3ebIib79Mie8YxndJ8ok+vHP/zDP4Snjr7lW76le+me9+LwrT+1r2LzLcbd7na37mtCn/rUp+Kxj31sN74ec7Z5oR90xaGrFAcOSLyf/MmfDH307p3v+77v655qMgY2Q+jTU4r3C7/wCyEv7+f58R//8e6rZmz1gX86dPk1hmTf9V3f1b0H4I53vGNnC3M8L/U02WcDU3mK5Xjwwjlj4jF4X5cxVl5WDDOkXw94wAO6Fxc///nP7zDlB5G9/OUv78bXVx7Yw88YkdERCw5KbbnD7//7//6/7uXAcpSf/L3bgI5+OYaVFqRsn/SkJ4UF+fWvf/2Ah69t2XR0rFn8mMjjwYO+trz1wSLkz//8z7uXWRrj29zmNt3GlL8WIh/6SDzxHZtwv9a1rhWOVecxmeNS6Rw0OWcrTyU7Mn7Q//yf/zOuec1rhuPx937v90Juzk9fM3DOWojCxQQX5vRh6Fz0FxX4kjscr3e963VfN/GknP7ioRrXS1rx+WVXc6GjXvXEu+c979nlJY+f+qmf6l746vh9/OMf351fcmfDj01QOTz84Q8P54NrGUzudKc7xXWuc53wtSr9cEyxYQsjx7Y6H95BBQfXKri7zvmrKnIiV9IVp/rAU8dzzsjbprSxVa9yfnwF8wY3uEE3TvrkuLI4pFv772s7MJSH3L2A1HFqPJwD/PHrXRry98JqbS9klCOePNTx/aUbx4BrohydS/B3LNiwcU1wTv2v//W/wrh+27d9W3d9dj3kS0z948+1hq6cPenIJ6xgy6d3FSnpX5EktxoPjvqo7+rOU8eB81b+rvHG1buV6rFAnz19+FogwtsY6B9cbNDpp+sBXXpKNko5wFm7ymzYukeQuW7SM9bkxgJf3XUfbq5lji/v3eGLHM7s6Ll23Pe+9+3epeWcd3wYL+ekd23RQ+yUbPjzpJTNFDgYZ8eg89aLuo2nY6jayAO97nWv684xx6hjRb/kpJQ7O+OvjS/Wb/7mb4Z84ORazda18j73uU9YRMuFLhuYi+M8lZvrgWPRS3zNM+jBCrlWe1rH9Zeec9Z1T858yUd/a1scbUTmvrIpPxwwHvJ0XNMV33lJH0/5jne8o7v2unaLZx7gnuU+6PohHr+oX69t/h1fzlmb4fhIf8Rk4zrj+DTeZGzIXDNh6vw3tsbJNfbBD35wd02rObIxJtquh45jfTH/4Ifc/R/PNVtsOMLCPULpeukrZOZujiVzC/6Mi3xgwQ9bub7xjW/s7tdy/Nu//duQ2+1vf/vuvug6Ih/67P1FQvMB4+88ckw4/3wo43yQi9zkyodYNnEdc+zk6P7i/IMRPbjxr04fVZ68Ed/ms/zrA325i+Vr7o4B5xY+P8pGDYGGwImLQNtMuaLH/hiL50ZSyU1hPUkXT1lJG2m7qbgBu6ma1LuR2fQwSTEJMJF2MzaRNglyg7TxYVJmE8Kk1OLOXx4wuTFpMEll66YmRs3PREkcn2SblJqguMFZNFoUu9HJi74bYK0rxVValP/N3/xN9/WduiiVv5smO6WYYrvBiukFruLwYZKBb1EpLr7JgHhsfVL8sz/7s6FvJhUWNL/4i7/YfVfdX0gyOaQrF7Zi8ssWH09sfRFHLsgnm/SqPl11JUz0wWTJxNSEzcTFRMwEyaRSPDHe+ta3hvHwSY9FnsmKxTe8TYpNNI2VmPouF6U4XmxrwmgxII785Ct2zY2dOEr5mdRahNF71KMeFRZqJsUmmjYKLFZNnviQr4kWjC14TX4cC/JxfJjE8E2XbzlVMrl/97vf3U3MLBLkbSNFH/kXX75wsbHgz2BaXHpqwiLDhNcLNvmTO1126vKpdXyTQJN9CyWTPH8pw3g98YlPjGc+85nde1PYyLPaiSeuT1i9l8gxqP/GzoaZ9xVVXX0UVywTfZNwecHNJA/WfKvDwflE1xgr5aI0Via5MIadY4FfuP7lX/7l3qe5xJWvhZSvDDk3/VUR/eJfbJtfP/MzPxOOMfHlDVP+xJIzvrFiY9z1yzltAu94Mek22fbSXAskfYCZsXJtMOnnC59vn5aLfdppp+3NlVxMfJtX6jBXkuHDQSkPfH3/67/+625T97d/+7fDRpicxHnRi17U/cUreuzZ6ofSghPGzmnHoxcRa3t6wrktbzZiwYMP5JjQd4sZf9XJpF7/1H1dkg68lLCv48UXwq846gMs6Kl7Ia2/9gJLi4cnPOEJcfOb37z7qz8WaXTkbrGnr85dx5tj1ruwHEM26oylnOVug8i559xA8tG2ALFpQ0dONWcLHjx68pWba78nL+Bjw1WOrkN0HTuule4VjjO2sFc6V21oqfs6nfz4fMhDHhI2WsS9MkgOcnLuyFU++uS6714DW4s7GDqX4MTGWLFTusbCUN9dn/TP/QC27nPGy9MtxgxOxq0eUzCFN5lrv00Aubh+w5VMDHLxHLPqZK7hsMZ3XZeDmDYC2NmMwXMNEsdGiOPV5qnrjfPFX2yCu/FSiiU/ubhWOq5cT/RLDBtK4tlMgYN+sIOdr6zh8e2Y4YeufN1b5eAeSpeNvJyXYjlnfN3SfYMdmeNYPxCeMZAfffdXWDoOnX/OIz7JxXBeqDv/zR9c74yd81M+cJQHv0ieiA9yx7n7n7Y+wtE1TjwyOSHngnfVWJC7/7p/ef+RcfGkmvua8eQHiaVcT95RJ75rI1kdD3X9eMELXqAa97vf/boNfzm5JjgHjbMNeNfxn/7pn+6uoTbXjZ8cGfLBv/GBH3t146TUZxjChT9tNvTwtPm2+QkDxx47MteS2i9tumLBWmxPjfgKOX3Hkuuk/rGj55ord22bRjbPbeB5Is/88hvf+EY3j+NLf9iqu6a4nxp/x7Zx0Qe+/u///b/dBwr05CYvseSGh3woo+2Yq8cWPXmSv+IVr+ietIUtH3iNGgINgRMbgYPaTDmxITr+e7/+hqCN9Fy5PyKvEw83GwskkwcTJBN2O/duvBa5SjdbNy4LK5MuN++///u/j0c+8pHdEw9f/vKXw4SPXxMiNy/62nKwuKqTJYs9T1i4oZJb4CjlwU5difhA3vfi00WTP18jMcGsevzTlSeeftUFmMkcHnJzFcMGAZ82TkwG2ZkkWETyZYJtsmAD4jWveU339ROf3JhAmcjRMQHgkx+lGziePLSV9OnyLza+km61U1oI+7TLxoA8TL5NXi20LabY0TPpUvf1Co86W9Bb3Fo4mnSI+eu//uth8lHHCxb4xspGjLGxmBNPLkg+/CJ1kzGT6I9//OPdp5JyMkG2mDAZcowYa5MyZFzoWNjZkIO9jR4Y+kTMmPkE3UaayZV8YCKOYw5GFijkNmTkD0vHh8WwvJAJIT2TN5/6w8l4eNQdXvrCjj91NuriwwHZSHEMWJTbILMhwBZuJnRIXvolV8e5xQZ/JoTGyOTYgsxx6HzQN2NFR78cU+qvfe1rAyY2YeBtA8cnc2R05CpHbaVc5ahuw8rim61jH+7GX26eGqFDV7tuTNj4s2AxoXRsnH766dTCJ4EmzPpEv2PmL+MgppyRtmOWvr8iYvECJ/jQ00cTXU8gGWcTXHnZEODbmCvTdfdXxfh0XDjm2Nf+Gl/XAPFMmOmTI3XHYNXVZ3lYCFsQOx9e/OIXh09F6TomnRswNK58IseoT0LlDhPHr+uMxZRx8A4pNmIhORnvM844I5xTFtP6Z1PANY6OY8e4qYtN3/Einr7KX51MTsZHXRwYOE/k6Gmlf/qnfwr+PY0ghk03+vzb7HEewNjk32aADRUYGB/nvnNBDE+f0HOt0gcLP23kPVpiy6vmDFd1efB1l7vcpXtawDEjR5uSNq3Fki/b//2//3eno7/6h8R2HZKX48J11hNNNvPEsGjW96NN8ttfDOema0M99vXJcec4ci47zl1LnOOOD/jzBRubSHCyieI8h6uNI7g6HmDgQwHjVe9F8GfPDu7OXdd2OVoIesLKddmxAiMYVl12Nitd80477bRuoel6Xa/VxklM1zulzQTHsXPfZorj1TXb8ehl8/ogB/75ZmPzmVx/xEGeKjW+dOnYaGHDnp37tnzJ/uqv/gqry02fxMO3+HdssLFJ9Rd/8RcBU9epRz/60aHUFsO8Qt/51H/22jZGHD+e+DFOCPbPQQAAEABJREFUrpc2DQXUR+exzSb5O67l5QMVGwBykTPdev3hu/Lwxak27hvG2ljatIejWPwg8wBy/XPtscHhaQnXMpsr9F0H+aWvRGIo8fTPgl4+5kZwhRG/dFxn3LdtaMmHvlz0lR/3RdcIx5xrnb7aYICNpy350EeY1zo7WGrLAZErKxbkYuGxdw4/6UlPCn0S35PFZPSU7I1b5D/+8fhyb/OBBhvHkfFyr6NjA9JTRfI1bvrgnmku6TwT14ZKuuw2ieTDDj6+DuQ6a6OSrjmBa4sc4EmvnmfqcuGv+rJxA2MfgDg3+/m71oolts1HNo0aAsczAq1vB4dA20w5OJxOWC03mwN13g2qyj2F4sbkZoN8YuGT7CpXmhggk1E3W7xNmzZ1X6fQNuFzszUhIOOv5oDvJmsxxz87kyOf8JmkuBmzoVdLN1e6Fh8e21c3AXaTdgMVUwx8NsiNVI5yEdvkwMKj6tH1iZH4PhUXg51FAX8mlxYosGFfb8jvec97uhu/iaLY/MgVsadbedri8UHu5s8GH9HFd6PXpovok8mJXF18pcU+XeMCM7Ho08P3qZXFkU8lxdIXOiaffJtAmAzT1/YpMqzY4rGpdaUxxvNpKh9yZUfXp3YWGerIBgMbi1YbF+pyVto8MOmi52kLfHUy+SpNfDzSXPnyMn5kxlvJzuJIv8j1Tf/J5KU/8lXnh55S7uqOCRM8tmwsyvlQp2cR6dNHbfp8IZs5Jt36XxcdYjiOnR8e/6dvA44f9vzSVzcZtIDHI9cPYyofcr7wEDk9PE+I2SiAJ/9sLET0x/lAR//FsfHCl08DlfT102PSjiUTcfnyzZ6tvomnROrkfNpA9KkjvrycK56S4dunixaG/DquncPOJ/HkIR/xxbDpom2yjqfP2jDly6JFWwxtOdBTlwv+7W9/+/C0CP/kcJCjvtHRH/p08fG0kQWm/OSi7dNT1xG6rlF8is+vY4tvC28bOHQQnk0PvsWyQMbnDz5s1VH1pY5qLvQtxuk7d22W8NfPy0IDPnjw9pUI7YqHUls85JhU8sM/uZhIXLnQr3y6leiwU9qUlJfzXBsm2nzY6LLYU7f5wJf8EJ5NdRs99OXAv4W90uYtf0ebxO3HEBvJ0QLedVPezm94yLuWFuI2AlyHXP/x+bI4dN/gw7g51vFhxqfNPHWLYYtR/mFg3NiI737mXuLe5nyyuWRM6PIlD7rqiL0SyYeefPCrntKHEPrsKSnntOOTrmPTddkHFsaw3gfY88mXvJx7rlv6pE0mb7lqu8bg6Z/rBt8+xefTuaEUU+l6Kifnuba667C/ZqWv/FXiD0/uNhbow4BcPHnahLfIFZMeG6W+yNF1Bzb0kcW7p0jgoE23lnLhRxuRiet6qo3I5eQ6Ri4f57rSdd0GANz0l56cnaewMw/gY38kvqdePDmjj/qm1CdxxdG2aceH/j/oQQ/q3ilig79ej/gR23no3JJntWUnFzp8oeqfHp/yV6dDH0+Jp7T55YMBMeAoN/2vdvxVXXw2fIjrvi1PdpUvh2c84xmaYU4JM7FhiGz4823jjBJ9McVHntZxXRETie+pQuOmbUPQscBWPnJRV4pjY4qNTUi66nIQp96HPL3FF7tGxxwCLaGGwBWOQNtMucIhP7YD9m8Qtb6+1IPKc/PSRm5QbpBuSpXcrEzSfEpAB7F1U6w3KT7w3KxM5NTxtOkr3SyVNkH4RPTcVE2e6PkESJtvN0VykxyfolnAyc0nuPTF5oNPdSUfiA/x5ODTJn58Cq1P9aYqhpuzRRob+j6FUjfphYUckDh8WpSRI3wl30hdDuqVKk9cua+3od/ni2OiyB7m9OmYqCh9oqq0CSAf/vWdnfw9eoyHfPpJhm9yKwcTpupTKU71wy8eW7pkxpxvX+WCh1y16fBNX9uYeDoBpj5dZ19l5HIxCebTxJdcPG3x6fi0jw2q/i041S1qlGTIgtg4ejLGJ+nqxpofJb/6rU0f1XgWEnQ8aYJPh66+ieE9QPj6okQWL2Q+LaPHP764yNd/tD3lQqZ//LLB139lJbkYU7bq9JWV8PE81i63aseGT0TXIk1dLIs6WOLjIbkaN33xODsev9WPXFH1T84ePj5x55cPcnnAW2kDxPjTI2dnw0zpU0gydb485s/ep5jabMT36bqyfuIoL7mwQ9pKNuxrLvhi4jkO5COeNl028FPSrZiwF5vMZiS5yTw5e3xyfMcG3NTJ1I2hhZHz0gICn386leSPr82XfPC05edpP3V91we586Fe86Ovjs+ePp/q9JTk8qDLL106+HiInb5Vfe0qVxdb6ZN6pfcSuB7yxw7xY4wcC2J4yok/+mR8kLHhW4lvoa6kd2VQP7ZNTOMlf5uDroWwMt7yxff1RXn6xF//8GwcGUObExULfUR8snf80fdiUnz+6rjAxr3QMea6bWOMrtj05FhJPPHJ8dQdc+pyUPJPz5OCzmcbz845voyR0jEqrgW5ODbH5M6OXMnXLW5xi+5rq+LQlzO545KOjQsxyDwRoa+eBKHvSQm6jkXXZddffPnKn0xMPDnLX5tMG9HhE188upVsXvBV9eQrF3MDcwFjKDbih9xmBXu+xFFXavf90IURvvhkcEI1pj77QIAPT56Q8eXcUEd8yIk/evsjcjn60IFfHyTU+7u+w5YtbOUjLx824dnUl5OxrXmSOx7lAFf++aVPpi0vPDmLTUaXDyWZ2PTpoDe84Q3dh2H49PW16pJXXSV5LeHuXBcHTwy50XFdMUbmV+Rk2rVP5lLyZScGeY3vCTl8vOqPrfOJbxjJT52ekg9x9E/dE53a5n3kfIvnK1r82lCnR3ZkqHlpCDQErsoItM2Uq/LoHeHc3Sz6LtffLPrtWnfD6dvwgeeG4waEyN2klPhuZBZyPkEwsaDjpqf0KSB7N79qU294SjIxxOcL8Vd902GrXfVMCunhVV0lH/yxIaOP1MlNCiyA6XnKQilHdf5MWJQmMkoTXzomMHyqIzJ+9VXZjymWvtPTXyWiR8aPEk8dqfOBj9jVGPrel+sHHfoWzEoTEv7V6dKRg0+I6IrBp5JfEzh6+o7PVpvuemLDr4krW/o1XtUlrz5gBze65GT6YFKnzh5ZiJKbFNMVRxuRy19ObJA6qnHw6OJ5/NmLUX16bHPOxMxi3TEpNn/06KvzUe0t9slMzMhgBxc8ekhujgF1PjyiLWefbPMjhnzpwNx5QA+fTSU8vvjHY4snrpJPfHWkjujXfOiQoWqvTk+76vmUWl+cf/pI7hN0T5PQ8RSHuOrVnu/arjwlv0gd8SUnmGvrkxIGfJDzg9SrTDybUz5RVbeZUP3aIKXvKQ0yfrRrnZ44lXzC6BNH5yA9WLOhp981Lns8OvJQR/j6IGcLAKVFZLUlE6vaqLPjh61YYiidG+rk9CvRVSer5wx9bWTTkY5jhh57crGUcsJz7sjH1wCMH5ljjW3VoccHv3hydC6qVz59dURPf8nVq72vwMAAH9FlV3NSwpyNhTw7+ogekh89VOX8qCuPNsmhxpBnra8vqx6s9BUecHY80HV9JdMfxyr9irs60kclHf0zVr7mwI4PfDnQ4V/p+lt1jVEfO3J2SB3Rrf7wtWvp+sm/vOSiTi6ukp6NUzE8SSk/faVXfdKlR1+dXN3TJeI7Jvgmc83Dc+77upJriicF+Tv99NO7F5G6/vHND79iexrPBxmuzXy7F/NHj2+401VXInEQHl/80IcZPh3nFX908NTx5UNXDDLtKsOnS0YXiY+vjuiLQ6ceB3Lggz86iJ7jBZ9PvP0RXf5sytD3dVdPxuAbR09OOLfYy0c8fa5+5acuPnu+PIlDxzHFDxv2iK7rIl3EDg/xRYcPZScrJfjo88gQv/jkfOEh7VJK99VfecTF/0opXa2UealB7utvciqldDZ8OnZtXIrBN59ITijyH34pc1+llO59MnBPUXgij606KmXeD3X+9dWTMXz6gMz1msyTRL7K5IMbbXJlo4ZAQ6Ah0DZT2jHQvZix3hhKmd9YtBF43JjUkbYbVq2XMr9h4aNS9rV3YyqldDdCNiZnbuQ+jfcoqk/HvM/B10eQpzrc0EwklZH/SimdfeQ/sUsp3ddlstn9yK+U0vWDHFMsfKU4vjtusuMTVHJEpqxEv9bdsPmi7zvx+B67xvMOCP3yCLt2/8bMp0kAPhttZSll78SDrJR5u5Sy9y/tlFKodn2ruZRSun7JnbDyxddGfZxKucQvWdVXlxc7Y1BKwepiyV+eqJTSYc2nPJHJDJk6fimlsytl7qOU0vUt8l+Nx6dYpZR9dMn5KmVuy58232m+90fMak/HRgdbk2H9oFjK3Dc+XTxU6/xql1L25ieOsbXQ9Ccj6ztvjKV3NVR9Pulq1zp/lecdD/LSz8or5ZI47EopXd/rExk+8fWda5+M+WoEsmCx0Pfpd300mV+x+EDqpZS9fSCvfGWlUuY68mGDX0v1PpUyx7/yfIVL3YLde0K8P8dGk8fyfYLuL3zAFRb0SrnEvsYoZR5fm56yr9sftypTllI6nGq9lHkbtuy9IFnpPNY372IppYT3RzgexCJHsOEH4ZdSwvXF+yEs5j1FYHPVI/M+2eWPTSnz/qjzw15ZSukm4qXM5aWUbhz0xQKvxqBbiU/8vo9SSveeCBh6uqGUuT82VU+dbSnzmOvbpcxjy9E5zE4eYrGr+o5vn/r7apyv7vm6m0WBT8xhRxfRL2Xus5R5ftVfKZfwxSmldNch+bPr22tXHXVUyiX22sgmkOuY/EuZy+XOVonolVIUHc5kCKOW6gdD9EuZ+yplXvbtah/w6CpLKV0/tUspWB2VUvby5cnWApYQZkr9qnU6fNQ2eeWxVadfSumut5H/6GfRtdV95Q3evq7n2HVNFBPh06XHV63z3eeRaeOri0mXvbY6IleSGyN1x3cpRbUbCxU2tU99m1JK9+Jt9u7drmnkrie3u93tumPfhi0ff/d3f9dh6cXzfLkuslOXlyd1PP3iiT5PUvjakK97IPZIHvwrtZF2KaXDT50M8QmDUkpE/lPiZ3XvD3ltrJfJjY8q55sP7WpHXsdFnYweYq+N2OFVO7w+kdc2O77k4wkNsnrN8vQPvq+WuRbQq3Z809VWp6cubq2TI3Iy5LqhrDxy7VpWWzzX5qqnXWkjHhl+tWcrF36RcVfi0a3ExjngaVTHk3un0j3TV6UQHbao1qsf7eoLluJo2yysOtp9PW2+YOpFvWTOPbbea6YPMKdDRr+W6v1x0G7UEGgInBgIDE6MbrZe7g+BelNxc0BuDG4Ytc6ODr46qnJ1Nw8yvKrHVl3pJkaujkw4LGZMsuzwe2zS908tZG14+KqJyRxdPsTo18XBq6U6EoO+G7U2kluN7+VvNkW8QNL7TNjzS0+92leeHMhMMCxG1H3lQN4+EfJJm8UKWzb0LULpiSGufMjw5OJTDSUb8aqM3EJD20S0ytlXPXng48pkkwwAABAASURBVNHnn0y98tzwUV+v1ulYxGn7ZEabvXb1UZ9IkIfJBCzJa51vNvTxa50+qm1YkOMh9mzIEV5t0/NpWeXTFUd+9Mi168TJohgP8VGJLh/asJEDHoK5klyftNX58p4S4ymeSZtYdPhB4tBlr26ChU+XH3UyOupia6vzhRx3jnvvD/DXhXzNxfsFbCjWutLj//LgC1U/tawyvhEdpXzJkLbSwosdqnq1pIPoKfULFnSdj/68tg0g3/m3oHHM0+WTfiU8dXZ8w0P/1fFQ1SGTJ328KlPCqPpWZy8ndfq+388G5tq+t64tTyV9/Ep8quPbhPN9ef58mumFqN4xYBPNJ9/4cqv6YrLTli+ZPtEjw/fJulLO+HKgp46v5EMeSm3Ho/Nf3VNW9NkhPFTrSnJx1atPT+iom9zX2HRqDLriKC1G8X2ailzD9NfCXD/Y8UVHnuKzVcfnQ10eSjwlPXX2bL0vQds7pZy76ohMyaY+ReS66zwgq37U6YlX63DH02aPtBGeUh+UByJ2Vb/G058+T9z1PqpcieRMzwZq9an/7FyvvX9I3SLNuNDxJJd+eOcOH+So5sHOsUnmiSn+1NmKRc/XIx/2sId1m3mwg69+0yNX0tcnvrXx8XyaLj4bPETPC2r1p/aFrnhskbwcX/LxtR0+yNmLoY4nDzz2Srb8e3knHddVT5ewcdzh+StIbL0vxrHmemjDxr2Pnpj4PsDgz7XHu2J8bU7/+RGPnv6Jy45vJd9yUK8yZfXPZ8VcnV4t2fbb1U8txdRn8emq860tZzx5IE/g0PduJDp0xankq030tcU8EPEjho1/+l7Eavx8/UQsm02OOXrikNF3PuIh/snk4oXueDChp3/8kNXrkrrjpsrF5aOW6my06Wirs6ttPDrataSj7Rgjl7cSFkr2dNXx6Do3PH3ovukrgb4G7CvbrjvumXToGwP2YugfHpl29enDMDJPleLTYdMv8fHEt9nHh78OBD9fUaNrcxBfHfXrbPHgp2zUEGgInBgItM2UE2Oc99vLevF3M6LkxtCvu/nQQWR03HCUblKV36+7kbDDo4fUq51PFvC8ewBf3c2LL5MApRutkswNX2w6VR+/1qtfOvhV38RCnR+PC3sSQF183/P1hAx9N0olWfXFlj/23stA5rFkE0G6nmSodtp0LdLk7SsjeB73rVjK1TtE9MHimj7f+gsrCy2fyKnjs+O/TppqruxqjmIguSn5rnWlmHypk/taEp6XvfLHl3admHrho/gW9WKzEYvf6ocNPiJjr47oKCt2JkF0Kma1T2zUbd4oPQHh/Sby9P1vftT5Yq/uLfzaNrQcX/hVT73mhUdPDupk7MWpOpVHD9+E3qej6j4Jq/nptzpM6CITOn7qsWRiqA1Pk2SLCf4RPpv68kUTYrnU/B0r1T8e/T6PD/ZIX+RBp46NepXxq4344I89wqtEXx2fjfjqvmpgw86C3Rh4MaR8vYMAlmT0amx27PlDfMpPnrVNlw47Mnx1JSKjD2fHIB94ysqvcSxUYezpNYswT8uYTJOjvl/1Ss4rsfiEi5zkwsbCikz/tJFc5IBP18YovjqfcPWki8WIY5YP+vyTK20KOy70iR82Nqls5tDxQlw5sBOPf6QtDh9yggGeEhkLMu/QoO94xRdLKVd2dMjFtrATQ50vuSgRG3w58YVH19fStOmSIbrkSv6rnUWOmL7aUd97tGfPnu7JA7rw94JVOl40y6++k1U/Sr6rT3G18fUDyQGR+ZoemTabA5FY5HDlR1vs9bb80at8uurIfQoup512WjgG5VbHlo13WfDreNQ/sXw4oLTR4qsZ9Ngq2dvA9fVGx6SNAnb44tERX04+BbexSdf4y0P+ZIiu2Mq+PT3xnbdKcnqecBCLP0/D8UXOVp2d+5f4L3zhC7u/qEPGvpZypIeH2CmNsa/Fqnui7alPfWp3HNi4lKv7nvPG+LnXieHlvewqNvAwxnx6rwuc5c1eXEQmPj2x5IXw6eLVPtHns163nbvk/MGBnqe1xIGVnMj5V/LHL8IjZ0em7as3eORy0Bfvt1GaY8hR38Sjo7TJxIdrGD+XRfy6R7pPmVO4juC5r/iAhC854Ln28Oc+JJ46GRyQa7t+2szXlqfrh7q/cidXdvrNzldhPUlZ29WfUjx2SL+UbNlVuTo97aqjjcSlT4aMBb6684etexA7evwjcrbk2kr9kKMnFR1T5IicT31D/HhvDl1+2JIrkVi19Ncp6dkUcw3DN4fC4wfuSseOcTGX0xbXMSe2GI0aAg2B4x+Btply/I/xZfbQTcLNyMW/1hm5ybg5qJMhcjccPCU5PW0yZb2RkNcbJB1tPnzyhO8RdLpuSmxNAPx1HDp4fKm7eSnZ8FP56uzkjicXJb6y+tB2g/OJhE+66Pk6kUmdG6G8EJtaqiOxPXFi0mKxYCOCjj8jqqx5mVj5c5Ly8Wmkl7yykRueT9V90i+2J3P0hW86JlV81Y0CfBsvvmrBr/xNEviRE91+ic+fXPC16bDjCw9514vSRNafoNV3OsikxRNC8vMUiHh80tcHvuWiXfnskHhVrqSDjKU8lP6UtLFmaxPFgtIGCX06Jjj8wNXEBV/bJMXL3thZGPpESp/YKOkhbTHx9KHWlXLUBxNbj4pbFNHhX07qHiHmw4Ko6tfjhx0dxxC5716LKa+KiUWjCap3AlSeXMT16ZpP/eTivQJKMj71y+aAvwzDpxhKMjp0kXrl868uTzJ1pfyV8lXSU/KlROr0yPS/+rDIcjx4aa0+elLF5qC/suPrNfJky46fPolfsVIn68fQRmSVX3PULzI4kdd88MXTFtO44dn0wrfAJeMP8bER+c49PlvvGbCQoO+48vQGmdwnk0n3VSNtfeVb3Jvc5Cbhawn4JssWmj6htED2qD1/ZPTlpS5XGwfq+mRMLbDouAaILwa52Npk2mJqV1/a+PL3PhvxfIXHd/phxl4MC4j6VS22CN91hz940/VXUow7Od/ikovhhZB0PMmCh/RZKb6SXp/wPGHFjwWr41+O+gcjL4NUd27gy1ls/vhRVyK+EB05yp9fRM6fjV4vELcZQY5/IOKfT8SPXPSbDXs8OuLhqSvlRw4PL95mDxcLZLpylI/FqacwyH39k426Jxc9eSkeXGy06j//Fqie0qDnuicfedBV4osvDvrMZz7TvfDVotZf56IvR77Eo6ONalt+2nzSx0d8GxM8T3y4B1Y9pY0dOo57ZX0nhxgID9EVXylXJbIYt+i3WWNj2vlnM0g854Hzgp2v6PHjGqPtfsNejjCQv/uQ+yO54xCOdPiquWgjbbbq9Omoi4HvKRt+bfB86lOfCueDvH31yL262tNnVwmfHpI/H8g9ALaedOOfvuOBvnec4Pkq6aMf/eiAB1s5OR+NPR82cdgdiPSFL7aPfOQju6eUnOfi+EDHNRtWNe+ajw9G3FOqvdL16hWveEXXd3MvNo5vfdE/OT3/+c/v/hqQtg+dzEHkx14cdfnQVedDWYldlcmxX6dDnx+yvi6f2nTI/NUhbZsX73vf+7C7vFT4wHMfZyeGUo7G1VzGX6WrPBg51mHo2sE/P/TFUEf8KPlHjknnCj/3ute9iMI1GGbs9EM857PNfh9EmAfgU+ZD2agh0BA4/hFomynH/xgfsIduFG4iSlTrbjjajN0U1JXkeG5E2nWCiEeGX3Urjy98bTYmVG7gHru0QLbYNOEy0fEYOj0+lH1yM6zt6k9MNzd8cnUxtMnw+FLKw/sXTJ5MbjzyTNekqPqjS489qm1PiPBnsuiGjF/JjZWuhfkHPvCB7qV6Fl0mkjZi3Gj9SVw3WV9RsCGgzhcfJgbyMHm0seJrLx5nNSG18SGfmh89sfCUCE//lPoiT37J6KmT0bEwpPOiF70oTPhNAPTHp57sTKYsMtnQZ0dfH5XywOdbW9kn8bSVHsuukxH+4WDB5qsyvvvsU22Y0bVI8LUp4+cxWscF7CzuTXjlxsbxpl5jKLXlK1elNr66kn91seRv084iwctNPV0AA59aydWYyYGefvJlrPgQ23Hzlre8pftevveIsPXnUWHoyQCf0MOFvlJcJHf+LMbo27zwlTafvjr2bVjInw6s1eUgvpIPPKRPShM5pXYluur8VDkf7PHVa2501MlsdpFbDJvwe/LGpoDviXvc2YLAp+z06VU/bLVhpMRX0pOLthy1lfSR2EoYVX26eHTx4KBtMmwDlr1zhswilj4dJRk+Uq8kL5uIfDgHHWPG3LHPl3HgQz505axdc3CcWPA6FtnZcOTbX5dyLNPTByU7+crNYsU4O46d0z7dFMOCmC49pZi1ri1/hKeUI7/6SNcn/mSOYQtNx47rhae/HItyoeurSPQcVxbGNi9tRHgawXEuFjnSZza+NiWGBTZ8HNPOYXnQQ+qoxoGFzSX99HUwfVV33uq/T+5vfvObh7gWJ2KxQfw5J/lD2vJC2pVqm9wxje/rCnJW3x/Rp6Os8YyBdt+GDsLXfzLXALg7510nXLf5MP5whrnNeZtYdP31Efc0/uXriSVPMnoi0maIJwscL8jGqg1UT+45v8QRk63+yYMPWOHJiS9ti0z3GPizkxNbxEY/8Mjx2Kojbb6d16477r+uxepKYyGO/Gwu0+Wr+q322kh8ZdUTw3XCgpOuayXs1BGZRakcXW/dD2yy8aNv/CCLYb58Pc810vzAsei65D5ChvRNfnyjWlfyg8evtmMb9s4nuOujcbTZ4etUrvuwp88O8SHXyhMPX77mMPru3Us2zfjzsl08x7k+0HctcFyI7dywISQfG3Tq/B2IxJKHHGze07WRCEsbymKR0ZG/sfTuLXque2I6l+Vnk0d/vIMG9uzkyO6Nb3xjt5nsukLXOezJF9c81xA5w1wcOfGvjq/P2oiOkkwspTjqVc/5QgdVe3rqeMj13ocw+MZHvxwHrtfwtOknZ37579uyM5fSR7h7IspfynMuK2se+qGOxKzEl81254M5Kb6ngVw/HTvs9EFsMtdadfcYG2jykTdZo4ZAQ+DEQKBtppwY47zfXrpxuPC7obgh9G8EbqomjW5CbpJ06HLGzsTEjcWN1yfZbOmR0dGuPkwmfbrEnr8vf/nLYTPDpNPk3Q3d5M5kka7JHXt8N6k+j29x5aNuUitPcU0O2OHbkDBJMvGoMjdBnyDyb6JrgUjGH5k6HNiri6FtE0Zd/j6JpI+vpIevbfJoUWHBou3TKnI5+gsPNg34RiZCSpMxXwPwKZAJHp5PkG2m6LdFiQUJf2T6py6mNv9yg6XFlcmG/tX+0KNjYm4C5skZiys28DXptYFigmtySZd/vumY0JqYyEV/8ZE633TZqOMjMvH9iVALS5O61dXV7pM1C1OLLC8DpWvMlJ4cMEHSB3mx58eCxSLfAs3xhScvdXiZLIqN8GsuJl6OCzreEUAfrq95zWtCPsbJsadu0itXfZGP0kSsYonH3rFp3aT4AAAQAElEQVTkyQ12jm08MY23d9F4oTK+yZ98+JGPtj75zrtH3R3rPtHS71/8xV8MxwldfePTQtm418UGH9UfuTGjL3cbBHh80dNvto4nes4fOYpPx/kKF/aVYO68tDiAO3/iOdbq01j6zb7K2IrHNz7d2n/9QPj80TUZNRYm6OyQY1Ic/ZCz84c/PP7UnSfsnYNKeeLxrc2Pep/wkBxMro2vPtvwcl5Z8NngcEwZrxqLDT/y0k+6FiHkzi+LOp/YerKNb8cFXXkgtp4+stg3idd315n73e9+4VNLOmKw00cTdph4YoWt/iqNh3Fy/aKHL45P8l07XU9g4BrMhw1H5686e9cU777QP0/UmeRbgFgkWJDyLX99pF/J5i08Kt9mirqcxWPnWKfvuFI6nr0XxbXNGNJ3PBtTG451g5GuPvDlGDUefOqbPuIjuLnWOGfYVMzk65g2Bu43ZPsj/pBz2LVLjnSNhxiV8BBdecCLDZ620lh5EugjH/lIuA7jO69g72sVnjrxtIH8EH3HqDzd81y/5OBYggt8bWrbYKUnNjv+6JFbTPKj78giTg6udfyxcUzCmlxbKTd812wY8lf7oM90xHQPcF67FjuuxTZevtLqWFGXE1s+jbW8nN98IHGU/MrD2OJ5CsDYGV/XO/bk+q9fxl5esCNDYvGltJnua4bOAddJ56njXh9dH/h2Tmm7psnfcWfTUJ78yMlY88e/+I7tpzzlKeGabvycK+5NXszMr2PbuajPiA8lH2Lxyxe/npgwj3CsGlNy5z19Ovrp+u5cMY7i4TtvnZc2OtxL6F8WsZOD41If9cXxZhzFlhdyLollA8D1p44VTNi493sq1OYwf/onb348KeTltnDUP+QpUR/0OI4ddzW2fNm5xtDnhz6qxwAdRCaWuhwdZ45LWJv/sTGGZHxWPceRsfIUkXkcHdcYxxDMYe96R59/tmLBytfKPNnr2imec987o3yVtebLPxvHjuPa9VcM12hYuVfRwWfPr6c0lXKFszF1DLlHm2/VPtHhW26NGgINgRMDgbaZcmKM8wF76cLvhkRJ6SbihvCqV70q3IA8Wu/mgeeGRV/dTdjLwCxKLTCqPbmbpLZPuD2W7uZkAsTezcgN0adfPmUxYbJAcJM1CTT59/QIPTcrsfFM8vg0gah+5OFxVoskGwRy1wd83/nm26Si5qREbsz8eURdDDdQEwH+2dJRHw6H3V/bEY9fPI/ZKpF4SnJ2Psk2UTQxsYC3eJG7Tyf1ja5+8c9GG8nRosMkF56+CqTfcmNvMgBT8eQhVrWXO5/GwyIDpj59Iqe3PpbJkfcuWPz7xMUExaaSSapcEFux+IYvHC2m8cjRer9sam7ykT8dkxubDyYq4pkE2bypeNORJxtPJvmkR05i0veJX9WtpVjsjLtPeeVp4sSHHPmz4DUR9/UrE6tqayLseLPQQY4FEyV9Yqfk24tPYWkhjMceH84WGzVPfbMRYwPEGPHnCR82iJ1Sjs95znPC+JrUOo7l79NpE2G29ODmeNB/k1k8fVLyAWMkD8eGybm2STMdk2D9swmAT0/e8hBDfGNA1wTSIlEfnJMej4YBOzGRx8nxxIYxm4o/Pl2++Hbc8e0YwyPXH3XHgdhe6IfPNz4yIdUXL53k20RVaTzFpGuCzM5TIfqqT2wPRHzI2/jCBOZysPCHh8fhHSP0+BGPXzZ4Sse/3JzPcnDNoycXNvT1HcHCIsnCw7XTgsoxZANPPP2otuzrosv1Ex/R8WQbe370n1988SxsvHdBP5wnzmPXaHmQ84Es/C0gnXeON++boePrdWyNET2kr2xdAxyT9On4VFrectBvOLi2wUVOSscXncc97nHBzuaCnBxTnkTQTzr8I7Fe8IIXdPcWOdb49MgsaOFmXPDYIIsa11HHl/NFX/A3IjK2xgv+FmR8i1X1yRE+ff1xT7Kpi49XSzquWWT65ljg11d/nPfksOCbHV/GS931y1hauBkL+NrYqvo1Jz48PeX6cfrpp3PVkRz4cl67P9iE4R8f7mRsHX9KPPcLYyU2XbGcMzUWx64PMJaT44i+TUb2fMudPp/wdv447tjyxy+9Wsena0z1QT/r9YSeazB/MHRtcx6LUfOmo610HzN2jiU4e6JPHNdVOTuetOXqnit3x7prjX7CRF1OYrqP6oMnLxzXfMKybtJ4Ms8xZ55Sc2CLtJWILzHxPO3i/gQ7x7oFNTkZbORl00wfHDNi+tDE5jec5MjngQgW4tFhU6+9vs6j7Zwgq77wXDttDtlQgXPN0RNJNpLkx69cYche3caPfpizwAhW8HD9l7fxg6lYxsxfCHNcm+/wp898KatfuniIjWujDzRg7V6Bb2yUclfKjw/9cP1zvBtf125YOw59bYsuEost0hbTRpzc9J+Na5bxr7r80+PfserJOXkYM/ERHbjQU3oySEkmjnHRhotjD2Zs+MGn06gh0BA4MRBomynH4zgfYp9c+N0MmblxuGG6UaiTKcnx6CB1N5UqU7qRILpKtshk042MvpuZkg/Ezk2QPyWem662iQNfldjRkR89xD+f+Ori0ufXTU3JTlnldNm4ccqLHzxEt7ZrnR+fBuLXT3X4Iq/xyPD4FZ8NubqJn/7Q1Td6YpEp2SrpsCHXdzmbfKibNLFHVUfJR7XjA7FD+NpsxKCvxFevOKojvsSmg9TpIP7w+KKLyPEQWyXCJ0fi48FDHfFBn5wMscEjUxcPlnRqW50uPQRX/kyy+DeW2n09+vT4gz2f/NHjgxyxqVTbShM6vulr0+ELJuzVyfG11eFLVxx8dXraiC9EJjd26nwqteGgzh9bbTZ8Ox609YVvPquNEo8v/SXjh746qm2+6FlMsaGvTdfCj666Baw8bLY4HlGNQ0d+fMIfX5/4U69ydT6qHr/6ow9K+ogvNvJQsqvxTKrxfMJKTv+yiL247MSmLzY+Eh+vT/ja9Omq8yFPfZMjXvWJLx+6bBF9enSU4pAjfvHZ8ENOXx3RMTb4rlH6X/l8szVW9Pjimy/HBb1KZOr0lYhfVO35kL9Y9PXP+cRfPxY+nifEap0fJK4Y1RffYvHHN5k6qnzHEhmbyqt6+HT5wZMHHUSfXL5KPERfWUmbHZJfbbNnS49vPsjU8cjhrY9klU9HW4ngAA88NmxhQYYnLr46Hl08Y4WndL6QsVVqy42dOh6Sg3zYi2GzQJ1P+vzxoa2uv+p0+vLqky6/dJA6XbZIbmKq05UPn2Lj08cj08ZXR2RKY6fknx96NQY+e0RW7dXpIbLqS4nY8UuPTSXX6KrPdn0/2cEB6YdzjQ969KtvvOq/8snwlYgvbQQnbbp8K/ERXWMmFhkc9F+bXBz5sz8Q8UnOh+ufjQS+beyR8cmf/tOhKwYd+dERGx/RwUN0yPggk6+86PDBHp8erORLjteX86GNj9jjsZMXnjqeWHh84/FZ5dpIf6qeOjkbPHkr8aqMDzw+yenKgS99UiI6Va7Nni1f+PrGVp5kzjNPwPBro8wGDV0y9nSVYqlXH+T0GjUEGgInDgLHzGbKiQP5sdlTNwKZKd0gkLobgxsFIkd4Sjw3I203KjedysfjQ9kn+vzSc4NG1Q+eupsZWzdotnhs8OhUeW3zieiQK+mos1WvvuRpQsUvuZIfNkpt9SpTIu9MUfqEm4561aslnnhIvZKYSFsu4qDqB58PvGpLr9ZhRFb1+2W/zo84SL3aKLWrrnqNpxRHSa4kR9p8IXztyq91bUSurESOtPlX0qm8Oh74lUeujfTfBhIe4qOvp27yo7T4MaHRT+RYwMfjR/58Ir7wlXQR32Rsal2JTMbIKrHjX1udDjt+8JVVho/6bXU6/f7zU/WU2uR806+lerVVp6NEbMSvus5FPFR5cNCmj0cHFp7o8omlT/B8Euk7975z7itXvq/uk1TnjE9Z6bNH/Cn5lFeV4WvjV7l+1To5wpMHXXXy/rFOhw+lT9jpec+OJxfYVRt2+yP27ND6Oh+VJ0b1AUd1Mvwah752LemQ1X7Tr3Fgq+34o199VhslXfZ01PEqaeOLV3lKPsmU4ir5x+sfD3TxlXzQU6fnvCFTR/hiKeXNDz4eW7nLk9w5iUdOV0mPvNrxrU3GVqmN+KilOt0q1yZD+Pzi9XNX51PJjhyxUaLKrz7IYEWG8KsOGcJH6vqhLoYSr0/iO0/I+FJWoqdebWsdH9EXmw8lHp1akldbPEROV15kNtjY4/f1tenBTUmmbryqfvVXS3p8ospjw1ef8Ogi/KqrXoms8umriy2P6r/qGA9ytsrK11ZH+OzYa9c6n309uODRp6debfDoskXyolPxINMmczz3+WR9+1rHR3wp2de62HgIH/GNr9Qmk3Ota18WsfV1ReX973//7q8kVZ/VVp/Va57KylNqs6fTj42nzZ/+V136SFv/yOji0ddWskNkfNNXInIlGyUddSUbmNPBq1Tb/NBDZEo+8MVWR65nZHh80oUvmeOs8vSBDB+xEYudOj/kbCrf10Pl6KkUMnaITzpIPmTq7l/kjRoCDYGDR+B40GybKcfDKB7BPrgpoIN1SdeNyA2p3lTY4murI20lWl/XRmRIvRLf66nKlPQPRH0ddTn1c8Xr03pfbpC+v630aapHYdm74bJbr4+HKn997trklapebSvxlHTVkTZS71OfR19uSD/JKvVt1Ctf2W+r94nPSlW3L7+i6vDvx5KLPuLV/LTx8ZS1Ta5ecVFH+PSqvvJQiY9KfPUJv/rD10bqlX+oJds+8YcqT10/TRxR9U9OhvS9El2f7HqM2uPX+Keddlp4V4Z3APi6ge/ne4zZexv45ItfukptfvuER4bUD4WqHzbG3STX13Lw/cUr+ZrM8n0wxA9b+SJ1PLa1XvslFsI3IcdXlwdSrz7YI202Sjae6oEr3RqH3nrqy/r1vh4+6vP4FUuMKlOivp46HbpkfTs8bXx6SBufjToeeaXaJqt6fdnByOmgvp06Xp/2x8PvU9+m1snlJ89a7/eJHr7yiiQx19PBxj9YO3rVpzoclJW3viRDld+vV56yz+/XyRAegrmYlbTXE9l6Hlt+kHqVq6PaXl+Sof3x+UN0lKhfZycfx4eyL+vX2W1EdBA/tVTnC+EhvD7hoY189nn1OucpCV9F4sPXr9mq93X7dXLx+zx1fKTeJ7xK+Or8KxFf2pXw6MENkVcePlrfxkPVBxukjd8ntqjy+vXKU5qHuUYrtflSt/mvzj9SR/ysJ3Z4NkKU9Nn7ipCvP+N5GXIdC/p08PlE6ois0QmBQOtkQ2AfBNpmyj5wtEZFwI0B1faBSnqVDkbvQDpHUyZHNz6kfjCxLKB8f9vjtb4T61MKN1U30wPZ848OpHNZMvaVLku3yo+0Pn/V97FUyss41py0a12p3Zf3eWS1rY60D4cuj+3hxFtvs7/4+Ov737clR3gmkSbE/lSnp1O848hXexzvNglsqHhpZH0qgQ3fzgP1pohtSgAAEABJREFUSvyh2l5fkvVpvXx9m66JMX59z4JNHnw856by8hBf9ZxWh4MnX7yHxzuVbNyQi0Gu7BMMkAm9v+Bh8u3JAbnBjg3q2xxMnQ2MlfvTJ6t0IJ2+rOor+/xax0f9dq33Szqoz+vXySr1+f36wcj7+oda558NHJE6MjbK45X0G+mfEqkfiOigy6vTtz+QP7JKfZt+nbzfvrx1/tB6P3iOD+V62aG02Vc6FLsD6crL9cU12rtibHpb6OMdyO6y8thIvp6n3Y+hjfo8+a3n9eX7k+Gjjezxqw91VNvrSzi4R9Dx5KRNf+8bW693oDbb9dcE8zvvRfPeH++68fQrHfFQ9ce21o/9smXYEGgIHC0E2mbK0UL2BPXrhoOuCt0/mDzrzd53Zi2Y2NQbqPrl7eeR8rGRn414lzffK8u+Yr4+/kZ97PP69YOxXa9zuG1xK+3PB/n+ZIfD56/Sodj71NOE1IQRzv7ihM0Tf53AxNHEkpxP50ON0a+T9anq9Hkb1emt5+NVsrnhq1b+coSvIqmvPw/X2/fb1U+fp97n6wfSR3wY+KsP/hqJ/uOxqaSNtNkpkcm3vzajLu++DO/ykpiVDtXXRnZ4/CiRep824vXl/TrdPvVltV7ltX1FlGL242gb3z6v1a98BIxLn9ZndCBZ1a06tX045ZHwsb+4h+PbNcl1xDHrr/n4epnNWjz+9hfrYPkH8iHm/uT4qB9HG/V5/ToZ6vNqHR/V9t7yMiruBbBAnhy2keI+5gnBA5mKheBb9fhQxyPjx1+7UuKTV6ob7PiNGgINgYZA20xpx8ARRcANGB1Rp0fJ2cHk6abqBioFCyuLOXZuuEr8I0nioUPxKQ+03mYj3nqdy2ofai6X5e9Iyzfq40a8Ix33svzJodL+dMn3JzscPn+IrXFD6pdFPvU0KaVXbaqfyrehUnlKxz9SR2z7hIf6vI3qG+ngVarnnvg2KPggw/fkh/aBiC5ar4OH9JcvpRj04GEyrm3hoo5PR8kOqfeJHxPvOtFm35dvVK8+N5Kt54lZiexwbPt2fGkrkXqfNuL15f063T71ZbVe5bV9NMoDYUImh6MR91j3qe/Hco7GpU/rcz2QrOpWndo+nPJI+Nhf3MPx7Rpi3sGn6229Bmrvjw5lrOVU/aivt8Wr8n6Jjy6Ldyjyvu7h1N2rXIMP5b4AX7FqX1y78fhSh7f7AR2+lQgfVpXwGjUEGgInLgJtM+XEHfsj2nM3lSPq8Bhx5ibr5qp/9QZqcqN9JFLkv+9HG/V5V2b9WMrlcHA4UP4Hkh1OrGPFRr8qHUxOjueqx07dRNLkUZtcXVmPe+cEons0STxxa4w6UZaXCW/lH27JD1tl7bM2EluJyJH6eoINXs3TdUL7YGh/Po+27YH89/t9IL1jUbYez/Xtfs5X5X72+3Ew9Y1w6PX/YFwc1zobYbER78oAoV5XXG+NI6p5bJRjX171Dra8PLYHG2MjPXHRRrID8fSfnZKest4XKm74l0VVF8ZVt17HyZDrPP82tbTFrVRtWtkQaAicmAi0zZQTc9yPeK/dVI640yPg0M3v8rhx42SvfxZbSjdVN9rL65vfI03HYk5Huo/N35FFwPHcP84dQ45vUdTJHftKxz9+LdWPJokjbo1RJ8ryqbzLU+pfta997mOh3tehq43UD0QHo3Mge7Ij4YOfPsG03z5QXXx0IJ0rR3ZoUfXhUPp9aN6b9lUdgWP12LBor9eles1zLKNjNecr41iABYKXa7YctJUHIvp9ORvYei9N5bv/4Gsrbbjgrbclb9QQaAicmAi0zZQTc9xPmF67+V2ezrpxurnyoa5EeJfXd/WjPFJ0JHI6Urkc636M4bGe4xWRHxzqsW2CqC2uej2e6oQevy/XPtpU44lT6/Kpk2b8w6XaP/b6qzRRVooFFzrqCF8bqeMh9b4dXtUh6+gwfh0JH4catsasfajtQ/WzXp8/tJ5/tNo1lrLfB20x+zztE41O9P5f1ngfC/i4ptTrnGueDRU8uTmOlZfVj8uS84MuS+9oy+VQ6WBj6X+9brN1vYYPezLlgajq1hLW7Hy1k79qi6dOriSrNtqNGgINgRMbgbaZcmKPf+v9QSBQb6S1ZNKvax8uHSk/hxv/RLZr2M9Hv4+DCSIiUSrXU9Xfn3y9/uVt13j89OsmznhHimp/aoxa8q+O1PuEhy6L15dfVerr+3V58+YPXV4/B2tfY9Wy2q1vV34rGwLHIgL965wNlZrjkTqO+UHV75VVyqHSoeRwoOv2ofih28daLnh9qvKNZH29Vm8INAROLATaZsqJNd6ttw2B4x2B1r+GQEOgIdAQaAg0BBoCDYGGQEOgIXDUEWibKUcd4hagIXBZCDR5Q6Ah0BBoCDQEGgINgYZAQ6Ah0BBoCFyVEGibKVel0TqWcm25NAQaAg2BhkBDoCHQEGgINAQaAg2BhkBD4ARF4ITaTDlBx7h1uyHQEGgINAQaAg2BhkBDoCHQEGgINAQaAicUAke7s20z5Wgj3Pw3BBoCDYGGQEOgIdAQaAg0BBoCDYGGQEPgshFoGlchBNpmylVosFqqDYGGQEOgIdAQaAg0BBoCDYGGQEPg2EKgZdMQODERaJspJ+a4t143BBoCDYGGQEOgIdAQaAg0BE5cBFrPGwINgYbA5USgbaZcTgCbeUOgIdAQaAg0BBoCDYGGQEPgikCgxWgINAQaAg2BYweBtply7IxFy6Qh0BBoCDQEGgINgYbA8YZA609DoCHQEGgINASOSwTaZspxOaytUw2BhkBDoCHQEGgIHD4CzbIh0BBoCDQEGgINgYbAgRFomykHxqdJGwINgYZAQ6AhcNVAoGXZEGgINAQaAg2BhkBDoCFwhSHQNlOuMKhboIZAQ6Ah0BBYj0BrNwQaAg2BhkBDoCHQEGgINASuigi0zZSr4qi1nBsCDYErE4EWuyHQEGgINAQaAg2BhkBDoCHQEDjBEWibKSf4AdC6f6Ig0PrZEGgINAQaAg2BhkBDoCHQEGgINAQaAkcKgbaZcqSQbH6OPALNY0OgIdAQaAg0BBoCDYGGQEOgIdAQaAg0BI5BBNpmyhEelOauIdAQaAg0BBoCDYGGQEOgIdAQaAg0BBoCDYHjGwGbKcd3D1vvGgINgYZAQ6Ah0BBoCDQEGgINgYZAQ6Ah0BCAQKMjhEDbTDlCQDY3DYGGQEOgIdAQaAg0BBoCDYGGQEOgIXA0EGg+GwLHHgJtM+XYG5OWUUOgIdAQaAg0BBoCDYGGQEOgIXBVR6Dl3xBoCBzXCLTNlON6eFvnGgINgYZAQ6Ah0BBoCDQEGgIHj0DTbAg0BBoCDYGDQ6BtphwcTk2rIdAQaAg0BBoCDYGGQEPg2ESgZdUQaAg0BBoCDYErHIG2mXKFQ94CNgQaAg2BhkBDoCHQEGgINAQaAg2BhkBDoCFwVUagbaZclUfvKOQ+i2mgg3c9TVWUxWX8zNbJ17fXiQ+xKQe0kRl+pblcbDRv1d9VR1l5F5eU0cXNSxds0HrJnMe0T3MtskpzDp15zW9jETke83rk2Kjtq4ODLvFDXolkI6py5Vx+if28Pf9NjuatfX/P+XM7dTTPMXkzNNef86Prh/q+x1fqzdXmv+cKWcdHc7tkzH82kM8F7XdDoCFwhSDQgjQEGgINgYZAQ6Ah0BBoCHQItM2UDoYT6ZcFaqXs9zRXp9mcJk1yAbyWC/blWOtWsNMs8FIjZvmLTswmjC5uT1N7kovkaVJnsk+ZivOftO3s5638PdfPkFn3o1ZJu1LlKStPqZ3EbzazyN/Zzmyio2zOmVlJfvYrIvNWJj9/Oq2UZD+Sn61Z9mvW6YzTZs7LSteftbVsM0rGLDsyTT36Yk07DQI66TH18icZfrKdvumvZZXnSrPks+/y6urReUovMUndivMkY03JM7/Ikh3xZJJR8kcU/BjnYE1Zd9ppxfLisZFzN3ipnX7GObA0l9Oer86+w0YL0UvKn7mXSYzF014bZ2rTLte1vfEmsZKy1YzT+ZpmLydJF8fkMUNl9qTTLKdpj9ujqqDs5VL7m+4jjboi0sO+dDG7FQ2B/SDQ2A2BhkBDoCHQEGgINAQaAg2BI41A20w50ohepfxNc1k6i1mZxSCPhJLlODdShjGM1XHyRhGDMoi18UqUEjEYTGNtbSV7OI1JLpY7m+hWv8nb96dELqYRMVGJGCgzYlfkr3k7K70f6hb6l7CmXRUfdY36q8xltdkvZyVbDGYZpSRFMvJnltsMKelywVW3QYKi0xnkZsbc7zg3C+wHjBaG0aWdmKiU7DOsIv8VNp2wZGvuMWHMup/0kxsDs9xcGKbIXkNyOouSNrP0H9majOE573XnJXWDEwapN4VjDsB4eSW1o8t9OEwP+hcX/xtmjqmztpabKskqqTlMymqUUmKQg9VtACVmo/Q/Tb/pInsSSckoEYFi33+lY5aIVIbFMI3LMHJzZRwLg2FiNYlpCtJDqpSY5mZNDDKxQYnIY6TvjY72vPS7TyQ90v/MbC8nXXb1rmTXtY7nX61vDYGGQEOgIdAQaAg0BBoCDYGGwDGMQFuVHMODczRTm+VCfZqL1UlukIyLBfg4l82TWMqlei6DY7BQYnkySd44F8njTIXOJBYWFrIeMcqNlrGNlWnX7H6porD4z02Z6IjtNP0g9UnqTiLX9GG9PMsWyiKzGXQWk2ygys9mtwWCh2aZY+RmACpZyjc63oBq+iGJmJQImyr0ZzEKpaAl8yvsMkCJYcxSaZCmk+ksJdmxwVJuJk1imBsC+LPUS7WIUYmSiZeYpK+IycX4RP6blFFMyiBr+ZM6kf7TcYiHO7Nxkn7Se6DcdYgSCzGbjmIwWsxYw3Q4Td5a+l5N/jQiWyOkynZpc7rNHLI+SZ59osh/q6urIQ6aprV4ZTqI8dosrQeBt7q6HHKP6XJE9nIxsn8pKdmaJI0zq3FiOEteBklO/syyljTJzSB6xYBlPZOLhWH6nazFoIxiNFiIUW6ozCbjiMRgLeuRGy2zPFbSPLp80m9Jyl5GyVj8TSJiNaWrWc4wOppGdPh1jcgMUiOLi3/0me4kfUw6Ce8XC1vREGgINAQaAg2BhkBDoCHQEGgINASuIATaSuQKAvpYDeMAmOUCfHltORe5JWaTWfdgwTQTHo2GKZnFcDiKyWwll8KTXILPuo0GNoPBIGa5sp1Nh6k9/8Gf19LzbDavpmU6znpt50I5f9J58vykriJJDWU18/G7tiyrtWuJj+a82GdhPa3MzG9exZn2dWZzTqRYPya52TG0ATCLGBMNF7qF/q6U7y4Ry0mrSWvZtojPfZcoiUvkoj7SLxM03wiwfZFYZYzxODdHSgmbC6vp28bBaqcIs0HyI7HNPtlZSN+D7DUqJeVlFHvGo9g1XYhx1pfHg0433cZg0JmmRcTi4mJMpmKWWFzYFFmN3AeKwcIw9qTG7iixtrgp6wsxLYvJGcRkrBdzH9flP/EAABAASURBVCU5UprGIGv7/gwz2GiQ45xsR8jycDHWMhfW09kw1nLDZpZ2e3LzZpJ4rOUG0SQ3o8YZM7Lf8+NhmtZ+Li6BN4u0uoQKcUeZQ/qfJa6z1MAvMY3ISh5qah1F/kvN/N1+GgINgYZAQ6Ah0BBoCDQEGgINgYbAFY9AW49c8Zhf7ohHyoEHDRwAg1ypDhYWY9ue5ZgNFrvNBE+uzHLBGxbHuYqdTUusTsfduzGmo4VYs+OQC/7V2SA8kZHL3Vz6Rgy7HRKL74WIsikiF8WRkllHw5jwh1dS1OlGRo9QLbMxSUfD2ZzXrZyzPswmyqL7maQ/NM4yxZ09H5HtkhqDNCwZzaYCPn+opDyyPxHjiDLpvq7CfpAL+Ml4HAtlGouDiOWI2JZ0ftI5SWen+s4sd0wHuckSMU39WZSA0Sz52dvIrYqspXH2YJox8Iej3MSYDeOCSfrMDticWU6VWclfkRsgqZR7DjEYRZThILEvuRmSimmzayViT/LPKyXOS72VDDIeZu+IczMkNWP+bxDDwULMpplXki6upNpFaSP/r6bSmUkXJO0qS7E2W8p4m2KaG2dlNgm4pOsYpjwYd2X+ys4NEsPVleX8HcEnH99I0YXZn/FgEIsLo1gRp0R8PWNflLI9KZtl/2M2S2+zRCmZs4sp+xwDCtHtO426Mc8tqiyDTgQzWkkwQsnMnwyR/qIjOZc89pLdfhoCDYGGQEOgIdAQaAg0BBoCDYGGwBWOwCUrlaMbunk/RhGY5gJ2ZVpiZyzG8uaT46zcLLgoV/aTXMBbBed6OAZlMWJ4Ui6mt8aOrJ8bg1geLcW21RKTYtvCojlSfXoxRbcQnqVedP8GUcrwYl5Ehuwoup2OTiF/TZPyx45AamZt/pObGyolfw0upiz2/uDvbahwnmWJScgs0lepSmQdXeJp5PtKqW8jpatn/G5zYBzxyr/7ePz0Lz87fvbhfxB3fMCT4rHP+tOIwTD8nwIm7fwUPlUuJs2uvyVxihLn587MX3/wjHj26/8l3vWJsyL3SCIhj0jDSQnbOpHbCV05TP+RmY+n08h9j/ir954R93z4c+LOD/ndeOZL397Zrs3WYjDKKPmT2zFhDCP/laTcj+n87M76Vy6axkN/++Vx70f/Ydz94S+MOz3o6fGP7/9krEwjch8lhkPbJ6ymmWVk1DTqfg9UQn6am5Y2dT7/9VNnxo/c94nxU7/8zHj6i14Tq6m2IxP/zFcuivs86g/iZx76zHjic14akUkkfFFKiUv+pXLkzhCHmN24TrOWncifrESkOjxQ5D8W3YGSY2Ick0WlI/WOV23njPa7IdAQaAg0BBoCDYGGQEOgIdAQuPIROCEy6NYrJ0RPWyf3IuCpk3ljEJNxiclgIf7m/Z+Pezz+j+IeT35t/MrvvS3OWYluHTud5HI9F6zZjNM/cXbc/YmviJ//zVfEg5/y4ljdNMxNgRKDMskFroVxUm4CxHQS/mWr85HCeZnMXC/n71zM5+9J0MiKkiA3F6IuspWIuCun6QZFOGipZlqkl5ANDrEtvlH6naR2rvezlmoliVEu8me5JRLpcZaSyXg1RqOFrsPTMgxPYLz6Hz4TL/v7D8f5W64f27deL+LaN4wzvulZlYjBNDcz0lYOF6fW9U+syH8lqfspC7mlM4x3ffTzuZHyznjD+74Qz37pn8f2FI6TIvNYzdLGx54s56ilpCR3MIvl5J1x3s44d3BqnH/SDePr01M7nqdnIiOuTVfzd4lZBpx6f0sCM5muhC7uSNvHPudP4xPnLsU5oxvEjk3fFrsWTomPfu4LMc49FDbdcdBV0kEa5e9EIzLnNO5+pjGbjWN3bt7I5aydw1g59ZZx9sJ3xxe2R1yYOuPcZ/t6Cs+aXjNWr3HT+OIF4/D0jQ2RdJkamdRskH6y2v1kO5IymBcfz7I+y02WcRl1uGfP98Yv3RbOJK3SU/5El13ig19yVIGPUqP9NAQaAg2BhkBDoCHQEGgINAQuHwLNuiFwaAjkqubQDJr28YOAxfSoezoh4ntvcZM4b+c0ztqzKf7tixfGX77r07Ezuzr1dMU0wuL8Ba97e3zhokF8fdcornHt78xlcNgPiFz352J5FvP9i1l4UgJZ9q7lBsckBVmE9TD+LNvTXBDPkjPNxTq5JyWmqTQlQ7kp0/Fyw4HebDpO/+OYXlzOckPDpg2f49Qf54Kfr1TK3YBcgGfOMSu5/J7FaspRLr8j1/XBZpb9mmUP+B5d/HRKqsXytMS2VPinD34i9ixeM7yv5Ja3/sF47KMfFne+w21jMI0IGxe5GTAez2I6m8SsjCNTjzSblyqp5ifV4vzzz4/sTsB6dWVPjDM9X5Nazvhv/9AZcb/HPz9+5akvjA99/sxYiVFM0qeNA/hNFk/KzYnNsWOwJcvF7E/ESvY9I0YZLmR7No+bwdbGazEYDMPmzOe+EfH1nbNYGZ0SK7lh9gv3vXc86mG/ED986+/LqKnsp5QchWn6yD7kOMyyE7pXyWaHAR7kphBeLG6J7dMtics1Ynm4tdv0sAm0MliK3QtXj2/uGcR48eT0x3l0fdbvhAtkc0pHxnucfVjNfq4lVuMoe23ghboLU8oiZXNKTh28rsdVK/nR/jUEGgINgYZAQ6Ah0BA4QRFo3W4INASuNATaSuRKg/7KD1zKLDxVsmfbzrjeyRG3vdVNc8E7i6WrXyf+6j0fiYsiYm0YsTuPkv86O+Iby5tjuOVbYpC7Dg9/0N1isDaNpdSZdU+vDHNBPMqNi1FMLfJzrTtNWUlbi/JJboKkqyi5gB7mIt47L1IU8wX8INZK2pXFXCYPoqgPRrEyG8VaDGN5krxsT3NlPhhknf0wA2TEtYkXvA5ibSDXaayVSYyzX7PhUqzlxkSkTilrMR2MY6WsZn5ZL9Mo+b/b2Mly7GmWTHSWvvMnN1Qizrloe24GTGPTbDkedd8bxh1vFPGIu/9wbMndlNHCYkxWxxGjEqtlGOPcwIiMMYpx4jeOTC/LSYae0/1+8rZxh+8+OX7kWiUee+87xakJxGg0CJs2b/7gF+Iza98aHz53Id7/xe3hPSfjTGI4iFhM/NbWJmGzZzBdjZI9miZvMNgaK1mm90QnYpibIJE5lNGmxGqSGEac8Y3zY2U6iIXJcnzft22Nh95mEA+4zbfGT9zyu7JPrGexJ8dxnDtha4lXyZjdS4JnkXEick8pVhOgaWZh08g4L2V7lJtWg8QrYQj/RvlrNXeHpmk/W0gsclMmWekg8jiJKNmPadoNclyGw7WYzlbD8TDMfIcZaZYK0xzXxchIeYxsisiIEZlSRPA+p9wXi1RPGkTMFpJGMYusR/vXEGgINAQaAg2BhsBVDYGWb0OgIdAQOB4QaKuR42EUD7cPuakQuaA+9epbY3Ea8dD73rnbLLhwx8746o61ePd/rcT29L2nRLzy7R+Li2JTrK2txvd/z3fHdU+JODnXtINcBJfRYnipqq99bM8F9Vm5IP9G0jmRGzDTEjtiGKvDUazmon84KDHOxfNyGcVFs2HsGCzEjlxQe49HphDT5K/EIM7cHWETZ3v6mQ2HuUkwiHFuFmxP2XnscqF9/mQhtuXGzTfScHssxI7c2lkZLsbKcFNckLEvSL/nxTB2Jv+cXKJvTxqXhZiEpzEiBil3AshpkpsyO3NTSB92DyPz3RxetBuDQVpH2qTD/BnHIHaOh7FrYRQXlIhzU/cbucr/Rsb/xmQUu0ej2JF6q5GbANnXYco25w7BaU9+YPzBMx4Sd7vTD3S+Lsx+7Uj784fXiPNmp8SFi9dJum5clLxtGXEl/WW3ImaDTGEQi4lr7lnEckTA9cLsi75dkLsMe0qJ1UmJlUmEF8z6ms2OclLsKZty32ExynDQ2S2m7drKSszKYuzKvLaXQezIPJcTk+Uck8i+prvYk3pdfoPF2J59WhgthFwmq3siXcVi6pXMi7+SupuXFmM6XgtflyplmFtKEZME1vidtRqxa7HE7sRtms7LsIQnjlbEHSzE9pKydLpzeRJZDcdjzOZFuo4QAEXykuChyO52OaWqZqOGQEOgIdAQaAgcbQSa/4ZAQ6Ah0BBoCOyDQC559mm3xgmAQCkXr071tUxiNtkTJ+WR8F25QXKLG18nrnbSYqyNTomXv/WfYlvqfG1PxD9+5DOxvLgpNk0vil9/8O3CkwolV7Ir44idWdqE+OBZET//9DfHXX7j9XGHR7wy7vLrb4h7n/ZX8fL3nR02N5Yz7tpsErPBMP71s+fFA5/0krjfU18fz3/TByIyfobqFuK7svJrv/fauOcTXhmPfcbLw4bK6jBie/If8by/jXs+9U3x6D/+xzg3N3Pu+dt/F3d+9GviPr/5ik6+GoO4KCL+8qO74m5Pfmvc/pGvizs+4c1xt8e9Nn73df8a5+TifnlcIvdNYpqr+tlsHCVX72WQnRgN4qFPe0U89Bl/GztmW2Lb8jT2DE+JX3nmP8dDn/7WeM8Zq3HBOGLXqMSbP7Qt7vHUt8VPPu7Vcdcnvylu95jXxN2f+uZ41ps/2W12TIYR08xlkhsPZ5y1Ox7yxNfHg5/2tnj6H7099OOTOyPu9VtviU9/9cJYLZtjZXhK/Pk7P5Z9+4d44NPfFF88d5z2EUu5E+PJjTIYxWTx5PhEdu4hz3xb3OXxfx53ekzim7HPSMBWcpPCRsX504gHPe3V8bq/fXfsXLhaXDA8KT72zV3x0NP+Pu7/5FfG8sKm2Jk9/tXnvjXu97TXxkOe/rI4Iwd5Ohh1T6qsJXbveP/H40FPfnn84lNeFW9713+kfiRCKci+DHIraDZNECbj9BJdjoPJSiwNJrE0HESZlo6nj7/y7Ffm+L8+7v3MP4vdidnOxN1Al9y82ZPunvF//zru+eTXxgNOe1N8cftabpjNYjbLDMpKlOE0I01Ta/5TskBZhMCziHlOWbafhkBDoCHQENgfAo3fEGgINAQaAg2BhsDRQmBwtBw3v1cRBMowRsNRLOQ2xjBT/p3H/HjEjm/GzrVp/Pd5y3HWJOKv3ntWrGzaGp7e+J7rbo0bnByxKXVX1sYxWRjE9hLx6y/4m/i1Z78kvnD+alywPIjpcFNsyxXzWbsW4iVv/Zd4yFNeETZcJrmQXknbc5ZLfCkNP33BWnzyrO2R+wGRexspie4rLJ8+a0ecubwQH//yuXHReL5wZvfRr1wYn9+xEJ/bsSke8Ft/H184d0+s5obB2Rfu7nycnx5e8Np/iqe++FVxweDk8D6P7dtXYsf25Xj/+z8UX/nauTEYDnPRPo7hcBaDMoqV1dUopSQCEZ/98tfiGxfsjFjYnBsZV4tZGcT5518YZ59zQfzbhz8Wo1HEo578wnjRK14XXzzzvNi9WuKr39wWu8pJ8eXcQXjdO/8jHvfst8dq5qE/Fv1nb1uOL24bx2fP2R2f/fp54cmVD/7nWWk7jp07d8XCwlLs3rMW2/eM49xOiisoAAAQAElEQVTtq3HmOdvjS187q9uUWFlZiZLjsyPlH/v0V+LXcvPh82dlvDg5zhuflFgsxb1//U+6TZ7dGfOM3Pk68+zz4mtnfiNGufnlfSXT4VJ84axz45xtu3PDIoLeV7OLX9wxis+cvSfO3RWxnImWUiK3MuL8PRGfv7DEp85ei0995dx5X9L3rEyje2dNbngMsp4mkXDEMPIA6HanEs/BqMt7kvpifmXXID6eMV7195+ItcVh+hp045vh44OfPzfOXNkcnzjzgoy/ELMEt+SGTR5o6SO9J/azrKWrdT9TEdfxWrMh0BA4bhBoHWkINAQaAg2BhkBDoCFwFUBgcBXIsaV4FBAoJRfAs0FuYJSOhhnjpKRrJt3mJqfG4mAWy7kZ8fuv+1K87G/fG5PhQgzXLoznPel+ca3UWYpZLC4uhkXxK9/+iXjXZ78Z25dOjUFuSdz5NjeNX/2pH4w73OzasWfbubEnluK/d22K1/7TGWEhb6G9kv52DxZibWFrxOarpceIYYlYvHjxPFtYCJso05NOiclCpNfoFtCzTZti23QUnzpnV3xt267c1Nkem5fPjKvFtkjzOHNbxNs/+J8xO/lquVFxdjz9V+8Wb/39X4ynPuDH4vtOjVia7olZmcVsuBLj2e6Yxiw3VbZERC7mpxE/dosbxU2uc3IMSurMZjHYc2Hc4jtOidtc/5S48w/fIjcDIs49f1ucMlyOu/zQd8Vj73Hb+OPHPzjudbtbxmiyJzcMrhH/9fVt8d9fW07P0W1OlM1bYnXp5Ngz2hLj0WKiEfHDN75O3PjkaXzb5mFsmo5j61KJU7dG3PTaS3Gr658cN7vRdTt7X51Z9fjP6OoxLptiNBjGdU/dEjf61kRqz/mxvPkace7SteO3/vgvu7H49mttjv/x3deLm33Ht8Xi7t2xeTqLTat74vtveGrc8Dpbsq/znHbHqHu57sogc8rez8aR2A87DFfKYuwaXi3Wtn5rlE2nxCDlK0mz0SCmuQE1nq2GJ3nwc8sjVmfTGE8HUcowxuPVRDLipNR/2P3uHWVWcvNkU/zFuz8QNpG256bQNGX/8bWIL+8Ydpt2177WqXHday3EwHd3UGZSYhjzf4MOh64uWMaKpGGOnG2b0gnar4bAlY9Ay6Ah0BBoCDQEGgINgYZAQ+DEQmBwYnW39baPgMXvoOSSNFe3k+kkF/nT2JobCE9/zD1j02xPeBLlfR/5bEwGW2NhvCtue/PvilNHEYO1nTHMBe1aLm53pcO3/fO/xtriKeGdHr/2oPvE0x9063jIT98knvmoO8YjfuEesWPbhbF7cLV41dve1W1GWJiXhU1ZLzHNzYHdngxJP+Nc0c9yoe6gXMtF+GzppNi1NgmbL2sZK39iHKV74eukDGK6uiue9RsPjb9+2a/HK5//tNiSPnZmQmtlc+xOg5ve/JZx65ttjmudEvFzt79pPPe034hb3Pg7c3NgmpoRw7KQfZzEMHdxvOh18yDiuU/4hXjuk+8aJTcFBhn5lOEknveEO8Vznnyf+L7v2pQYRTziYQ+OV/zhE+LJj7hj3OPHbxQ/8r2b48F3v0l8z41vEAtXu0bszM2Az375a1FKZKyIPSursTyexnBpU0yn087H937bIF749AfGTa9/3Rjv2R5ldWf87E/cNl76W3eO5z35AXFyJrOQWS4uLWUW6Wc0irWVnfHL97lrvPZZ94kXP/GO8Zhfumcsr+bm0KaT4+NnfC21I651UsQfPPm+cZ+73Sk2x1qcNJjEja97jXj+E38mnv/0h2Y7YpiaK4nrcGlzh39JRrqPyTTSImJalmI8Wooda9PMexbJ7jY0BsOlrA+ynkClD3w0mZUY5OZYJJ6DGHZ9lvutb/7dOUbLMVjcFOetjuKMnRFLmxdjT0S88wNnxFpuMJUc0e+/+U1iS4lYGKRgMIpIysMwG5f8zC6pRibQb7X64SPQLBsCDYGGQEOgIdAQaAg0BBoCDYHDRMDy5TBNm9nxgEDuicTCcBRlsBSTXMFuKSWutRjxY7f6zrjGwp5u02RT8rbu/mY86aG3j6tlp0ezpfydWw0l4oyvR+xYHYSXkl5n8zB+7oe2hKdbrp4adH/ux64e173GIPasruUiejFWkj9MsvFiY2EtN1IW0v8geQtlGIOyEN0CfZCbLasRo5K+U7alRC7TIwa5qt6SK/+tk53xiHveKf73DSOunfIbZjAxN6d8U25mLI2uHu/94Gfizz40ji+uRWxLnU25wtffyE2CMtuSxSgWhoOItdVYyE0dvUL8DVe2x3BtJYbLO2NT2qb73GCKEOOOP3iDODWZi8nPFGN7luOkpa1b4sKdF+UGRYmVzFtfJ8kfDUoslKxNVqJMVyPTCP74OikxG+WGwtaFSWweX9Txc+8nTs6dhXHa5p5QzEYlYro9bnWjU+OBP3r1rr/XTNlP3uqU2DS+IIbT5Wwtxkr+3pzE/9bFcQymO1K2K04argafaEtEZI9jU/4a79kVs8lqTBOzTDEGySspH+euytrqciwMZ1ESH+MxS37ClLqLMVo8KaIsZNbR/VtcGsY4gV1bG8fSwuZu84ef3MOJm1z/O2K2thY7x0vxd6f/d2xPC/16/398JNaSv7C6Pe531+9PvxF5+M1/lWnMpmsxCJFRdLXcs4mITDIl6aaLo2zUEGgINAQaAg2BhkBDoCHQEGgINASuaASsTK7omC3eMYTAwKp3Nk9omJsZw5jlVkTEQ+99u1gcb58vsKfTuOMP3iyulxsIS6k6Go1iPJ10C9wzz9sRayUPo1yRf8vVNgd5qsVourvbhDg59SfL23NRvhhruQkj3CR5s1w5j4a5ME/GwjB/4UXJBfqwWyRP0/vC0igX1WrRLZ9L6pRScgNgHKPJcvyvW103bJ5sSd3FXHznEj9u+u0Rt7zBdWPreFdcfWkxXvG6t8T9HvGSeMof/l381zcjJpnqcJTbDbkyH8YwInd1yiiilFkXY1P6GkTEUm5gDGdrWU4jxR0tZgJyX035f56xLV746n+Kxz7lpXGvBz497vvLz41Pfe7zoV/TxHAt8Zimnp9JbjSUUsJfvIEd3jB/8bu2sjsWFjNibmosZDwbNMqYrXQxyzBHZDaJMt4dV7PhknY2TOC6lAEWyyRWlvfEIHdC+ETk07XlGA1mMcvNm7K2pxuLTR26a53fYRmkrMQiLNLnJGkljwNlDAeJR4TNro5SNkjyM4jMZzzrZIlih9l4ZZUoRgsLsby8uzsGsiuRcMU97nK73DxaiVjcGu9470e7DZ+vbIs4Z8dy9nsxTlmcxLdnZ2DbOcucI/s7yGNiljhOk5nd7Px3vzhNmnWN9qsh0BBoCDQEGgINgYZAQ6Ah0BBoCFw5CNQ10pUTvUW9EhAw5BdTf0WaC/5pbiTMcivDIv87T4m45km5cM7Gai7Ib/cDt4prZLazSS5tyzgGuXjPWuxZXYnZcBSTMozFpZNy+RvhKYXIRfA4ols8RxnFYHFzDHKxzTxdxiB5kRsqs+k4UEldP1JiV9Jymhsy6TYmmCkcJq1lnmg8HufmRIRF+DAGucQvsZDyb0l61qN/Nu7zIzeOqy9/PTbHJCYLp8S/nLE7Hvi0l8f7vzSJbZOI3EuJ4SCVu0X7JGaDcfZ+moSZ/LCUn8Q0m/LR17Vkn5v0xJe8Ix71+2+Iv/m3L8WXz98Rw6UtaX9SjFeHMRwu5F7AtMMgw8Rq6peFTWFzZbCwmNmMMkZkxhElInGM7qtGRR5l2vFK8hfKIDNI2do4ti4sxVL2d2G83PWxpCT3M6IsREz8St1xbkCk2d6f4WAh/LWirpxG4hNz26zLa5Z5TgeD3BSZxWg0NxuUeZmpxCxzGaRgNBh2uZKMhrNYzDEbrE2TN8PKMtJ3JpKtWfZMOhki7A/Z7PmJWy7G1rIn/UV8c8c0Pn1hxNv/7Wuxa3hy2Nj6mR/74chDLX3kmMQkIn3MSvYrkRgnl69kZmuWpJWUfU2VGGQuZI0aAg2BhkBDoCHQEGgINAQaAg2BhsAVjcDgig54FOM114eFQG4gTNdiUAa5dI2YjSfdotvyeMvCIEquWkejQfKmnXw0yMVsmezVH6Zd5IaIJy7OOe+CGEd0T6pMBqOYZX2StHuthK90bF4Yhg2MQfKmk7VcyE9jkIv65VTak7zd6fqirNu0mKZ9KSXG02RmDvkTy1kd5AaAfBYXFyPTSqv8mc6iJD93JYLvUzdH/MYDbhPvePVj4vG/dM84aRSxu5wU2wZXi2e98GVRsl04zEX5lG3R25LL+GRmfD6s02epNE48Uj2DROxYjfjwF9fi3f/15di9eErMFk+KFz3vCfFnr3xSvOnlj4xb3fxmEblbVEqJTQuLXS5DlngxjPF4GsPceEo3uBkvwtdpFpdGsWdlOUraZPgYzxa6vzCUexZpVWKSGyrDwSAWFhY6TCNKDDLV1QRqmgZlsNj5Slb4N89/FqUMYzydxXA4vNguopTSPTkyHJa0mUUMN8fu9HP+ckT+RFZjbbApNp/sS0iRQ7saJSJgUNLXeLwaC4vDmCUzQ6ckohuTMojBIGKWmHb8ErGUbV5+4CbX6/owXjgp3vzOr8Rr/vpdMdpyUqzt2RkPvecPxtb0MpmsZK6TGGekndOFuHA2jG2ZXvc1p5SHjmbGXTIlHScvQ+Tv9tMQaAg0BBoCDYGGQEOgIdAQaAicgAhc6V2er0qu9DRaAlcKArkaneXCtAwXYjxZDQeDd5Qku0snWbF5OIzIBXT+6ngWs/OvsuTCOTk3ud41Y7CaC+7BNLbt2hHnLkf3fMFyLop3pfyM8yOu/i3fEaPpaqxc9M3wVZxUT2kumzPQZLgUX79gV6yk7o6ktQz3l+/5Rmxf9RRHbh5kfvJaS5mnHWa5cTOYrcXayq6Ypv00+dF9NWQQk8EwbMrwFSnwXpG733pzvOmF948tZSVGo2H4yzg2D1IckRsLg8FSTMajGI8H2f8Sud/T5T+ZDmI8KamSGxIx/5d7HfHej34yVkcnxWw4iJ+6423jxidHfFuKt+TCf3GyJ+Q3zE2P1ZWV3AiJWEzZYm5C2GQZDEYBu6XkiW/TYfPmpVhe3hnDxHlx89ViZ8pWdHiwJTZnOYwSk9x4mqTPcY4TO0+lpNren8lkFgupT4apnMymMcsdl9EgPZRhrKVgeTKJyJ2kPakw3rMtYrYay5nT2dsjFjdF1++vJnh/9o4PxO7dKc5NnMFwretH5L+13NAYJEArk3Gs2U1JXqrHLC31azqeZLYRNl5ikMLEZEsWT/rVu8Tmkv5yk+av3/OhuHA6jEnic92Tl2JrypdysDZl/0tuCtlAee+nz46/+OCZ8eEvLcdq+hjYUEu9SKezpGmXUQbIfnXs9qsh0BBoCDQEGgINgYZAQ6AhcJVAoCV5PCGQK5LjqTutL4eKwCyXwrNcDI+Go24hPJlGV2YRg0FuKOzZGZuH0yi5YeHJkMh/vf4RRgAAEABJREFUpeRhk4v1YdZveO2IG3zr1ljZfkGMc2H+m7/7hvhULs6/nrJ3fOz8eNLvvDG27ViJrbNdcfc73LpbaJ+cOww3vf7WGI5Xwl+6+doFu+O0l/1r/MPHt8Xvvf7f4+VvenuctPUaMcvF/6DLLxfi6W+SNJxFlFzkj8o0FkfR+VtLP1FSJ+njX94ev/snb4mzclfCxgr66llpkxswg+larCxvj60LEWvjaXpOm4jIdXzSoGtbtw+Sl12PpaWlsLmUYbqdBvyl3JCZP31R4ktnnh02gHLfIT73xWl84lOfiEHiVHLzY+umxRiln5LkCZqF/DXLTQg0SR4+/Ea5AbMlbYabrx5vfPu74x8/thx//6Gvxdcu2hOe8rFJsTgaxbKvUxUWEX4bp4UMMMix8fWbkhs2CWtuS8z7FF1tEp4kidwESdUYDhYycsRJ2ZFrX20phrlbtjwdxe+95M1x+ifH8fYPXxCPeNKrY1e3sTTs8h8mODZM5LKY9UliOFoYxChxmEbEQtKsGJRpDsE0FvI4WsVLKsm3yXTdxYhv2VSiZLxx7tpsvea1Ymm8Ox56r5/p7Itcx2tdfz931p54yvNeFn/0xn+IJzznj3ODLB3lTynDHJ8BzbCJlqz20xBoCDQEGgINgYZAQ6AhcEUg0GI0BBoCGyIw2JDbmCcMAgNLVGvhrsd5OIwWwuJ5OdtlOIiFwVpM1naGzQVPhkSkTtIwNzpG44gtuTPw+F+5T2xdnMZ0uDnO2H31uPtv/nn8+MPfEE97xTtje5wS07XVuPbiznjM/X8oBrlbsbayHNfeHHHNxUmcnBsWk6VT4u8++c34rVf/Q/zF6Z+I1dgct/ye74ktMc0Ff2Yzi+4Jj2FEbuwMY6mUWMxNhNlqRImIhdxssHmQ6cQ5u1biXz7z9fjZx700fuoJfxU/+4S/jEf+zmtiOQapkjk8/CExTcWl3NxIRkQZx6SsRCnLUXI57z0e2aWY5abBeGVnlivdgn8pgy+k4K4/eotYWtsVu/eM49+/cFHc82nviDs8/g3x6Oe+PPaMlmJxYZp93BEruy5KfxFpEnvGqzGZruQGxDTlMo7sWXR9uuuPJiYZZ3V2Upy5Z2v8zuv+MZ7x2r+JMy5aidyTinFuhBijLQtLEbnhkL0IG0q5n5G5pZ/ZnphOdsdsdVeOZHS5ilBGqT5ZzvGbxGC21sXzHpZYm3Y6/+cB9+zwXR0PY9vw1HjUH74lfudN74xvJn7jteVY3nVBbEmM1lYz54gckfw13Z2xxxGzccKW/UnWJMmxIbdh9njs3S7J8zPJ+KPcdNuSjV+6551iS9kdo0xsbXklNq3+/+y9B4BkWVX//z33varq7smzObBsIuyysChLFkQkiCAgOUiSpIhkQQV+RAVFRUElR8kgOQiS/JMVEBQJG4DNOUzoVPXC//u91dXTO7sLO90z02G+b9+pe98N5577ecV0ny+vqq/Er52yASX7Gs4ri8QasI1Czs5iI3bEelTdLZhlax0JdUTeAy8XnM2CuqsmYAImYAImYAImYAImYAImsP8IDDOY/beeV1pRBJiMtgyoadHMfXZEybuS8XE2b8AU1s9cjIOZ1qfZHUx5QeMEnigKjDET3lwAdzhuHH/znCfg6LEBGibhXWb7KZWo+7Mopi/FHW58EN7zd0/CIXQ8nioKKF0c1AXe+FdPxYmbAxsGV6Jk2hyDaRyyvoOXPvtROGkTcEjDhL7ahrJm/s41C4a7vs+2qQvQ2XkJuhQROuBBYadhZKzhxBsegvXdQCoCO6enMLVzEuNFTTFnGg+9261xr9sdhXHGjbal+NAyQa+h/xHQPbgKKgoPDA3rB5fguHV9bGh3MjZkW8e93nwr8PSH3hOHFdPoTF2BKy6/FPqYzaaJEn/xZ4/GUWOzOAjbsD71QefZNlOF2tJuw6bBpYgdF0EfbVHcxIQ73Xwz7nTy0ejNXIpO/ypgZjtacti0cR2FC+CYzR1sHFyO9bMX4+j1gTFGWaSGr0A7M42N5HHDdQNsjJ3ochOJPbKx2W3Y3GzHhupSHNSZhe4nu1BQIOmwcptjgMf89u15T7ZjnMLGWC9RQNmG37z1yXjPax6BQ+Mytl+IwzZ0yQmZ0QTFkYnJi3B4uyOLIYpFKHUfJmYuwdb2Ks7ZlsfWXKNT9JACoB6E21A4SbNXoUNRpGDDzW54MPRXfDgM04MBEHy/ANiJHmLDIZiZrTExNg5OR4Natwva19BajvRpAiZgAiZgAiZgAiZgAiZgAstHQLnJ8q3ulfc5gV+6QMPEPCWKDwUa1seY4Zdthc0A3vqyJ+GdL34KPvSqZ+N+tz4BE2xLOb0N1EyIeYkuX9bRxT2OBf7tFQ/BR172KPz9k38dL3/07fHW5zwQX/7nx+KNz74Xbtg2OCRm0eH8pm7Q4Zzj1wHve/H98Lbn3Bd/+bDT8M9P/W18+tWPwX1PAF76kBPwwZc+AR9+3V9gYwAFgPUJePdf/gE+8qpn4FNvfjFOOXoCTTWDlgl6Q7/BMTeiUvHxv3sG3vvSx+Nvnnh3vPjht8Prn3l/fPKvH40/fdCvYCPHdGgJLWcUTNAL1nRV5lJPvWxogc/+8/Pwluc+HB9/3f/DJoBjgZZ7XldXeOJdb4x/f80T8aan3QevfNSd8ZbnPASfffUTcNcjgA+87BGM8Rl40F1vi3WpxsZo8CvHbMQn//6p+NBf/iHe/VfPxgaAAlGLZsckNs22+Idn3BeffNXv4TVP/jX6ui8+909/gltQbTqc4x59x+Pxr694Kj7xN0/Bix/3a5ynOCrGPcCJB4/j43//p3jTsx+J9/zDn4G6FPki36ffOvUG+MArnon3vfwP8ffPeVC+TzOzA7SE1AGwjgLas+57M3zqVY/BXz/mtnjlY++ET1LweuXv3xnHN8CnXvs0vOsvnown/+4dsYXjo9/i7qediC++/nn4l+c/Fu94xR9lgYa48avHHorPvO7ZXO/xeM/fPRPrya/LOTNcQ++TkjdvC+/1ySfcAMWgjx7fX3e+9c1yTFmM6Yxhlnd4J+d8+qv/g6kqcQ+zeOZjHzI3pkYie4aOQIPge4lDeSaaTxMwARMwARMwARMwARMwARPY/wRWYjay/ykcsCvy9hcUEpicMu9FUFSpmej2mLUy98UWJsGnHtHFDZn9R3+AkoksmCiDKS2KDmpetE2FiVRhczPA1qaPXz044R43PwIPuO0Ncacbr8fR9LGlnsJEM4VU9THo9xHRQl+uOk5fG6sGv3HsBB52xxvjHjc7DIcC2ETBYiv9nrApcHC3wUb6iLpFwbFHTQAnbAEOZbauRB5cN1LBWMD4gDFeb2QcNz+sxN1PPRQPvvONcecbH4SjEnAQfXcp5PRYtnXNV55UFxIKoE18LShGJKyLBocXs7gZF9laIj8h0m9Ycp0e99qZ2YEbcP073WgTHnT743DqISUO4l4OprtjOsCJmwr0yEofl0Hdxzr0cVQPuDEVqkPY3yO3gpzXb+iRQx+b0OJ4bua3b3Yw7nT8Zug7RtYXFWJmJ7aWDW60FTiRKtDGFuhEhXxQ+Oq0NU5YB/zKYV0cOtZw/wySogOX4DyQUw83PbiH9aSTeI87vQ4qTp4dzGJD6mN9PY0TqYQ96NY3wH1udRROZAyHF8CWahLHTzQ4iXM38FpPBE10AhvIgrcKtziM9bZFZzCDLgbY2g0c2WlxIlWnjdzvBGNkN0ryIl6OAC7fAfzox2cieG9b8rvXb5ycn7KhQoWGsTFyzDC2T3/2c2j7U7jLqSfgLjfv0D+QArSWvRpF4/0B+bZahK0+TcAETMAETMAETMAETMAEVi2BVRt4WrWRO/C9RiBSQiSlp0AbHaapgaB35s9QYk49A2NdZtLgIFkU7NUZaFKpVB1FEegy65WssS6CYgJyIqxZ3c4YUEwA5Tg63R6T7KBwUWGMSfcGigU9pvjruSpHIK/ZKRERKMsSY0WiSIDsuwwgUUQYS232ndCi1x3jzFBUCHAJbqTHuVwR2R/bxjhuPJcNekXNcQN0Sz2REqwXQBOcHwCFlmxao+ywTf4AbgsF16y40zYKdMbkGfnjQvK9iWLCWCDHpHW60aCm0JGKEsH4O7QxCgbqSwCj4eCyYC0QnS5jCKzjlUxPdfQ4t+EojHeBUiJCC0VbBOsp0KYOiuhyvYLiEdClqDAeFKkwy74aA67FLaBkrF1EvhcRNRrGX9Nvmdcs0UtdTDDWLtvXB9BhDA3vRZdMR/MK+lbE4L0C+yKGsXQZY4/jOZ33pI8JKi5j7J8oCnSooJTqa0HPNdcFPvrFM5HWH8Foahy6qYctnNzlmIKxJt4zamV49zs/jS3dGluxEy/8w7uA+hH3yEGcFcGSYxVL8JpXiAgVNhMwARMwARMwARMwARPYzwS8nAkAyRAOdAJ6C8iGb4aE4Jsi+DpMmou24nWFyIlsg3wwSU65Asy15Cvm2SjaxPGYNzB5b2kN21sUHDecGWxbaJJkSnqjVgDlyFyCYxsoKZepLSLYRy+MpcM0vZt9dBD0GwBLzuLJZrZwHCvyW9BvMPkH52HBITEmX3LRiEBEgBtl2WZTv2JUmeQD2o1qgNoLxlCiT71jwH1zvRa5LNkLChltKjkwEKlFEse2rx7MHxHk1LCtGcbbthzXMoTE1RKjFyvOzzX2sRxe8ZVzAzz4EoxjNBryxj46hoqgsMHleUm/HBf0DB7B+yFTq/hIUOnlfl0l7iNoWrNBQSEmkV1BSxRMgka3UC/oWab2kv2ZcQOUVHMKrqUYWlBM+dAHUQ52YsPgcjz+/nfJ4lFVT6JDIU9PCXUCmLriItzlFsfjlX/yBBxWABKf9MRU1fKC/rJvcCD9+TQBEzABEzABEzABE9hDAh5uAiawVwmkverNzlYVASW5IwtWoqmZQFfZ9L0pSppDCXaqEDHg3mpaRQOU0jLFhSy/iZT1MkGHsmwg9weyjEIPQM0JNTPrVv3ZmP5zfMVkXMblgbaF3MgQDX3UFFMGHNHSE9BwPnilPiX3wfHqUMEV2MPYAjxKGjifpk455Fq84nANoM0l/i3X0bMTFXua1KBNNVqKB5g/Ku5RBvoHogX5ABIOSjBG+skfN5FY0wAtV61oDUfXtIZ15KPlXBq0H67DuaAlzitQc1SFOipoj7JEAaFsS66d6CXRgwwc1/C64jqAMILxsxENSQ0toQV4DeR+1sEG8VK8HfZ02KZ9gBNrrtCgA259aHlSYHg0SIwpGHNBjmnOWiQMKBT1iy4aikYN1w49/8J4wT7FFJxXUGjq8p7pCZSnPvxeeNr974C/fPw98LA7HIUJCkt6mqepK3SKgh6A5/7BY/DKpz0Yv3Gj9RhTAA0UOrlwT6EGWeLLyFj1aQImYAImYAImsKYJeHMmYAImsFIJKCtZqbE5rv1AoOYaMgkZwFz22rJxdKbEVr1NilELoAQegBJy9eQ8l0kz5g49CVGgZu4QQvUAABAASURBVJo+YJIcTK+DaTvmjgCysDF3yd7sY8GajYawPTdxbOQK8nqBiiUbeIJ9KjQeHN/QWhljkcAhsSUYfUBHMDFXVCUjK6G5agX7JW2o3vCl5XwWXAOsyWNi7DG0FiwXGK/BUXkERZVgbNp7AvK4xNdgP3hEBCJoqnNN5PYEtMEWINiWQIfRgsNyL6vQMRyh2tBG1w0vG+5G8QeFjCBtesSon92Qr7kXXgb9ylrkNg4crQGyZCMS28CDI9BG4rCExDsJqEMGRqoVgTrR2NTQwCM4HqkA8vUwuqoaZGHkUb99Szz6njfGfW97Aja3FYrBDL220MenUlOhGfSxqVegN8t2mp5s6dJ/EcjuguINcnCixA74MAETMAETMIEVS8CBmYAJmIAJHAAEnJUcADf5+myxVaKaE2EKDdEFQs8vdJiqdygR6EMgHTD1ZfvwLdMCkA7AXJe1uXOkJPAytTWSBAZawcH0ylQfyMl94ixW9P0bJVdQegw2IbchHxVT7QpcN5ScB7RqMI0HE3FwDtiumBUD8hEIztFrBJAiIYIxqKQghEA+Gr7WNOQ2jkFiXAUtaAWHdeesZfzB3gJgD1jL1iZuXG0FWran6CESWeVAWvY1bG0YOcBWRpToj+ODBEL1oD+V2jUtz+VI+k168oO0AwMgKuobNedieNA1G+g/5esgi4KWOEIWLEvG0OGKZY4MOWJwDCR+RZ626yW3MVb6LRs2654klhyvoRJIGvqEdqH3g8SMYA/3ULC9yzi7vA+JU9RcqKTVMr138nupQFmMkUWDzQBk+uhOalr0uuNIHJPkI1p0yw7kZ6w3hnFavj2MpQtwPl/yGdxZ3lEuGXpu9YsJmIAJmMDeIGAfJmACJmACJmACe0JAudCejPfYNUYguB9Zw3KYnF79LaF2ds2dTP6Zomuc5siGHZyTL1iyQUlxzoyhRrXRNIl9KkbGywVnAVBQUINmqbymKRr6YgzINhwRw+Jqr8FEPOX1r9acZ6WrNw1HKaj59gUj5tq1coRWks0N5PWwm+MlRqhZn5dhqVEyVuf3hbx6bmHbXMmCGghfuX/1Z4dareVVvmDfwpNrsWdXy+7XDeY8cVSza1huHfa0bJXleIIX2TR2aInsctNcFwueCS1FkpZSEeg52FJyHGjyOoQI9rCDZ8uGNq9ZQve1w3FdGuqhcFLlv6bEPok1FNwiAlXLiXOn/koUOF73MebbE73uWmNuqAsTMIEDmYD3bgImYAImYAImYALLRCAt07pedgUQCMagp0ZkiYkrL5kw81VPLWDAxLXK6bCSZZnGj0yJLpgEYy7RbZlkt0ylG07PZ1YIOCsSak7SpYaqXxYci1bJtN6CJWpea4wSZ8XTQcU0u6LXKseBfHB86qENGdgOxtfQhuMK7SEwdzRzZYl25Jt99ICyZZeMxfBshkV+1UdYeM2xWkAx8Sr35CliM9en9po9MgQ9F9rvcC/VqF2TOL5VDGxbeGqvum740pITKFYg6IM7R9thK33yVS4Uy/wTJhKdZNlnyvtDDICYRb4vbOeSnCK2bOJ1S5J1NrUNrWWX7o1sOE8tacE8Dpg71aM4ZaA/6N4RjqLNc0M7bnKIun8N59UcJ98clmNsGHORAi2dpYL3kPtsueeG97Pme4lduoP5e3NCF3xXcCIYEGtz++SI4NiADxNYvQQcuQmYgAmYgAmYgAmYwOonkFb/FryDRRNgUpsTYSWo1+qkZTrc0NjZzhkLqEXXub7rpdlVZU1vLSXArO52qicnybl915hd8xvlzzQtIssD87I1qw1t/mRijXln6pmzPC2vND80V/L4CjnrZ3KP6zw0V7FlR9rxcGQMi2HrsK7XkWCg+HQ9Nwxq1/XI2l2eclOLoaeGV4yKQgNnLoxr2M1REnk4SCeHqBiZ5s4NGzUNkagx+9JednWpNhJyNETX2RYEqxkyffdM7uOLxkoIYXXu1Ii5qgoJTeJLS3mf4ge+u4YWjFsPpKgM3l3FPaBTLRsReQZ4sAo9wQK1BBvmTo0nCF6pJmPV5/4i4HVMwARMwARMwARMwARMwAQWENgtG1rQ4+raJ5ATVb0FhhZMXtVU18xwUQAyZrrBWk76VVE9Z9TDOcyJ2YJczLXkOuhLFkCuBcuhtbl/oT+1j+ZyGM/R1VwM8qBBC3rmLoHQWI1TucByu66BNv9Z3RY6mOdDc9SkQFruDwv8qz94PWxXT3BYS0M2tSv2ADgKIpRLrRFzbW1T5zapCGpjc54bbJWBJXQEWAuaSmRfEYG5wcjH/GVic8pN+YXtEjpY5PmRZ+tplrkx6hgZwLnI49Qb4MEXnnmW2qDeBcxiOAQRqgF6FeWCFZ4YHpqZ2Jd4OWf5y05Sbsvjd/WwDSiGD9vkemKf/iSyysSW4HWiqRwOlAe1QNFly7W5OINjf/HpXhMwARMwARMwARMwARMwARPYNwSGmcq+8W2vq4EAM9KayX9DdUHJuUIu9HEVpq5sQkRA7RGBwWCg7tzWDFWHfD16oSvI8rUqMl20lB9oqiaO0FoRo061gq1D21VJAGPYZbzkGXPGYu689nHIcwGtlZjgR0SuR5EgsSgi8vyIYXutRybYkjiWRT61b1VGT3HIV0QgItQMvUpEISDMz+M+i0ho6K9QaHnktbxo8lyzqiPDXNv1KSI0CzkO5P1qQRmu9Qi2yljMn7qWYX7+fNc1KsEWGQvkRecvwEPr0tQmY4uKhcamq53X1qe24SD6yjENr9Quy+suaB/2+tUETMAETMAETMAETMAETMAE9i8BZSz7d0WvtqIISDCQeJIoIkgsUHBqU6m2kcgwulapfvWpLvtlFhGICGoObR6qufIh05oqR5YH7KUX+YyIq4lAch1x9XjUJgYqZRKNIkLVbPKTKwteRly0l4igQFNni4i8V/kbjVkwbdVWr43BtbWt2g06cBMwARMwARMwARMwARMwARPYAwIHqpiyB4jW9tCIoRCgxFgCwM6dO7MYoOvZ2VlILFBdJuGj3+/nfgkFut4TOqPxKs8++2x8+9vfztPlW5WIUJFFF7XJcsNuL9fVvtuw+Tj/+7//G1deeWXuVtzaky4iIj+touuqqiCTb10rRl2P9js1NQXxULt8aNz09DS+853v4OKLL85ryaf61ae6eKq8LhuNu67+a2vXHNm19e3rtuVad1/vy/5NwARMwARMwARMwARMwATWNIF9sjmLKfsE6+pyKvEgYihk9Hq9/CRHRKDT6eT6SCDQdVmWkOAioUDzftlOJTyMxmiO6krKf/3Xfx23uc1tILFCooXWUJ8sIrI4ERG6vIZF7GqXr2sMWNDwzne+E7e97W1xyimn5CdHRjFoiNbUHuRD+1Kb6opHcWm/P/7xj7PIonG6Vr98aPzHP/5xnHbaadm/+kf+ImJeEJLP67KIXfu4rjG7t0dEZrN7+76+jrjmuhGxr5e1fxMwARMwARMwARMwARM4QAl42yudgMWUlX6H9nN8j3jEIzA+Pp4TdgkGElckIsie8pSnZGFh/fr1WZiQsPCLwlO/hAeNUV1ig8qI4UdvIiI/GaK2kWnsL7JfNm73fsUfEVncGMUyEngihu0RkeOIiCzufOpTn8KmTZvyUzmnnnoq5EN7/pM/+ZMsLo3im5mZyZz0hIp8an/qUwwqIyKvq/pSTP5GNvIzut69HPVf31LzF47V9cgWtqt+Xe3qs5mACZiACZiACZiACZgAjMAEDiACFlMOoJt9bVtVghyxK+nfsWNHFkpOPPFE6OkRPdFx3HHHQULEm970JmzevBmXX355vo7Y9WSC/Cw0CQu6lsigMiKyOBExnKP+iMhChYQa+dc4jV9omDvUpzkj07W6Ioaxj9rVJtO1/Oj7T/TUiMbL1KdrlRGRxRCNVV9E4NWvfjUe+MAHZnHlbne7GyQg/dZv/VYe94//+I/40Y9+lAUSzZHopHky+ex2u3KbBZeIyD5yw3W8aN612cLho36tp7pKmfamJ2hGY9UnU9/IRtcqNU7lwr5Rm8qRaYxsdD0ar1LtslF9NMalCZiACZiACZiACaxmAo7dBEzABBZDIC1mkuesXQISBbS7hz3sYfjc5z6Hb33rW/jpT3+KM888E+vWrYOewnj0ox+dBQWNkynBHpWqLzQl3uqTjeoRw48Qja41XnWVGidTHBJYVL8+prkLTf4kOMiHSvmTyVdEqMimcaN2zX/BC16QRR/t/ROf+AT+5m/+BnpSRaLMy172Mhx11FF575ojvxGRryMiP7WjNolD8qsFInatpWuZ1lH/qFRdputRv0pZxHXP11oaMzLNl8mXTP0q1bbQ1DYyzVWfypHpWqbrUam6TNcj07XNBEzABEzABExgWQh4URMwARMwgWUmYDFlmW/Aci+vxHgUg+oTExP5Uk89RET+yM+2bdtwzDHH4K//+q9z3xe/+MUsIOSLBS8SGCKG4oJEDCXsEZGf0JDviKEwoPbRtRJ+CTQaHzHsl3Ch/pFrjYmIvKbW0LX6ZaMxilc+5Fvfd6KPKGnsaMyoHI3fvVT/9773vRyr/NzudrfL3xkzNjaWP/qjJ3ae+9zn4pBDDsljNF9raaxKran1Rtfag65H4zRGdVlE5Kd/ImL+CR/Ni9jVDh6KiUUWd7TniJhfW4KN5qhfX46rUtdaNyLm58iH4lC7yoihD9VHFjFcFzwiYj4m8JBPxR4Rmb+udb/0Zbzs9mkCJmACJmACe0DAQ03ABEzABExg7RCwmLJ27uWidqKEWgl3xFDI2L59OyRE6CMrEcO2jRs35o+uPPjBD84fy1mYXGtRzf/Zz36GP/qjP4LEh9FcfQzmn/7pn3ISHjFMxjVeCbmSe82Tr29+85s44ogj8rpa+0EPehAmJyc1ND/tMRr/yU9+MosET33qU3MZMYxPA+Xr8MMPx6GHHprn6jpiV7/GXJtp/2rXure4xS2ykKCYFJ/6VNd+JDKpLlFDYyXeqF2lhA0JDIpL368iO/jgg/GFL3wh711+ZIpJduGFF+I5z3lOZhURkJ+IwItf/OIs3GiMYhqV+riRvrNFa73tbW/L8+TvXve6l4ZlbmJ0hzvcIffpo0qKQfx1P97ylrdkXhr8b//2bxAnzdecF77whZAYo7r6tUcJQ2p7wxvegBve8IbZp8Zrn7/5m78JCUtjFJk0VnNsJmACJrCmCXhzJmACJmACJmACJnAtBNK1tLnpACKghDhiKDpERE7slbQruY4YCiBKriUg6CMv6jvyyCOzSBAx7L/00ktx4xvfGG984xtx/PHH4973vjfucY975KcvnvGMZ+DOd75zFkVGWCVIKBnX9Ute8hLoO0n0F4Lucpe7ZDFDH6vRx2kkaGhdra9EXn+CWHO+8pWvzD+hIcEhIrLIoz9/LNO8UbvGXx9TTFpD82QPf/jD54UNMRrxkC9dKy59Aa2u9ZTGLW95S7z+9a/HjW50I0h4kRgkBhI/NF4+xU5i1bHHHgspwbauAAAQAElEQVSJTBI1xEr715yXv/zl0BfeKhb5lG/VL7nkkixm/d3f/R3+4A/+ILPU+hKwIoZ7l9ihfd/znvfEn/3Zn+Gkk07C1q1bM6cnPOEJePvb3w59ufB973vfLKzc5CY3yd8D84pXvCILO1pP8xWnfGu+xLGrrroKd7/73fG7v/u7OOyww/ClL30p71H3XGsqRpsJmMDKI+CITMAETMAETMAETMAE9i2BtG/d2/tKJ7AwIVYirYQ/IrKoAR7q11MOH/vYx6DEm0141atepSKbhI4NGzbgTne6E84//3z84Ac/gP5k8Ec+8hGcc845WeT4xje+Me9PkyQuyFSXL/mVUKKnJi666KL80SKJK+9///vzd7ToyY3ReMWjODVXZcQuIUhigNq1B42T6foXmXyofzT2X//1X7PI8OlPfzp/pEdiiISU0foar7EqJQiprlglrGgP3/72t3HFFVfgj//4j7OQ8dKXvjT703iJNZpzs5vdDNqnvovmox/9KPTEjera51lnnQUJG2KuNReuLZHk9re/PfSxK4ky//Vf/5UFKwkuGvvDH/4wf8/Nd77zHXz3u9+FRJjnP//5WTz5wz/8Q4jn6173OihOjf3a176W+9761rfmWBWf/OipFH3R8Pe//31INPnMZz6T515wwQX53ugpHHHSWLGzmcBeImA3JmACJmACJmACJmACJrBqCFhMWTW3at8FKvFB3iOGwoQEghe96EX54x0RkRNu/YWbLVu24L3vfS8e8IAHQIcEBAkAGq+PtBx00EH5aQ71SQzQ0yX6S0C6/vznP59FAtWVtEsAiAg87WlPg/7ksD6Sonb9SeKHPOQhkPggQUPig+boWjZK4LVmRGQRQP2yiJgXLnQ92pfq12URkdfSWPnXkyJ6wkRx6OMsT37yk7PPd73rXfmJEPnRWMUxKsXg9NNPz+KL9qAxeopHT3hIUNJY+daeJY58/etfz0+NqK59qF/s7ne/+2lqFi7kW/25gS8Rkf9c81e/+tV8X8RFH/3R/NE4iSDyraeEtLbW1Jfm6l6oro//6MuDNV6x3OY2t8lxSLyJCOh+Khb5/e///u/8BIr8KBaVmvPBD34wf5eMvjdHazO0A/z09k3ABEzABEzABEzABEzABA5EAhZTDsS7vtuelSirSYm0km4lzRI39P0jSqyVjKtP3/Ohj4noaRQl0jLNU2I/apOwoLEyJeESJTRGf05ZPlVXn0qtJdFhVFcpMUJPuaiu7xaJiCxiaC2Nj4irCShqH/nTnIhdgor61HZ9TAwihn9l6HGPe1x+ukTfJ6K9af5jHvMY3O52t8trS4yQyX/E8Et69TGdiMhP4Ix8iYViPvfcc3O7uGreiKf4iNuoXd8bI59iJR/goflqUylhhk35jIj8kazR0zi5kS96cmUUc8SQhZ4kEaOHPexh+Umhfr+fBSQOxwknnJDFsh//+MdZJBF/iTJaT3WtLdO1TN+ZIvFFH//RfJsJmIAJmIAJmIAJmIAJmIAJHIgE0oG4ae95FwEl8rpSoqykWYm+rp/xjGdAIoA+UvLlL385J+F//ud/jg984AM5+VZyLmFAibXGRwQ++9nPQt8doi8t1fdr6C/f6E8ry6+EBc3RerrWHJWy0doqZWpTv8arlLCg9pFwoOtRn/oXjle7xkbEvGCgMddlEjQiIj99ImFDc7Uvxanvc9F3sIwEnx/96Ef4vd/7vfknbCRSaLzW1xzVNU9rqS1i6DdiGIvatIaeANETJHoyRN9dou+g2bx5c/7OldH8UVzyJb8qJW6oFEu1aa9iobaIUJFN7eqPiPwxoIjh+iN+mq94tcboe1X00R+1yYHEmIjIHxO6613vihNPPDF/QbDupwSfiMjiEHyYgAmYgAmYgAmYgAmYgAmYwAFKwGLKvrvxq8KzEmgl3qNgJY5ERBYX1C7B4Ja3vCXe+c535ich9N0bGquEXaUScwkE+jiP/rqMvvtDH+/RUxz6AlaJKhorkUBiwsL11C4fWkem/ojIT6KMxo3GqE9igsZFRBZ0VAcP+WaR2yIil5onH/glh8QIjdUw7SUi5p8+UbvEpac//enQx3y0zw996EOZjYQJiQ6apzhkEZFFBokUildtI4uI/Fd3wOOUU06BvmxXT4Po+2bETV8cKxFqNG8Ue8QuHpw6f0YM71FEZMFkvoMV+YgI1pA/dqUY1Ka9iJX2Jf9q1/41UF+Yq2tZREDftaJ49N0r6rvtbW8LxagnkzRGc2wmYAImYAImYAImYAImYAImcKAS2E1MOVAxHLj7VnIdEVkgGCXZoqGEOWL4ERYl4fqeFH2URYn129/+9nlhQOP08R99JOfXfu3XoCc59L0e+sJafb/KscceK3fXeEpEyX3u4IvqEbtEASX6ioVdWRhRObKIgL7AVXGrTaXGKw5dR0QWY+RTfaN2jdG1xuxuozEqJYREDAWVkQ+N10dkIkLV/AWwEnZGMaoxIub3GDEcp/kRkcUZjZXvf/mXf4EEJ/0lH31x7fe+9z2Ip5740fe1aJzikE+ZYpbIo1LXI9O4iKHviJjnNJorsSci8vergIfaNUccIiLHqj1IIFKb7rH6Ja7oy231xcCK/8wzz8TPf/5z6H6+733vy7GqnS59moAJmIAJmIAJmIAJmIAJrGoCDn4pBCymLIXeGpirRHqUqCtJVkKtxFtJdUTMJ+ka98QnPjF/3Ocv//Ivs0CgNs350pe+lJ9aeexjH5tL8Bj5GPmWPzbnU30yzc0Ncy/yp/Vl6o+Iqz11MWrXX7GZm5L79TTNT37ykxyrxmgtzZd/WcTQj/xrnvpUjkztmidhQX0SPeRDfhW/fGjMaLw+kqO6xkbEvBClNvnRWPWNTEJFxPDJFD3ZonFPeMITMkON0bVM66rU/IhdMSsuxaCxikdjdK0yIvK+R+0RAR0SSjQ+InJ8qis29UUMxRTV5Uft6te6Kt/ylrfk2H71V38V+tJhxa+x6tN3pUREXlPX8GECJmACJmACJmACJmAC+5OA1zKBFULAYsoKuRHLFYYSaSXUWl/JsUQEXevJhlGbyojAX//1X+ck++yzz4aeWNBczdFHeZTw/+AHP9DQ/GSIKvoLP/qYiOoSCpTwa/xC//KhftmoT/26joj8sRnw0Dh9bEh9elLi/PPPz09XKF59Metpp502v67aOCVfy6fqmq9S1xGhat6LrhWX4tPHbSQgSIjQtUqtJxb6OI4m/dZv/VYWJ+QvYihKqK5xEZFFBvDQfIkTatcXukZE/q6Vm9/85uwFJP5oXcWqMbr+53/+5/zEj+bKNH/kW5MUj0qZ2hW7Sl3LIiLvSXX5jhhea5zaRv5U15qjuerXeLWr7S53uYuqEGONixgKOxoncUWd8hUx5KhrmwmYgAmYgAmYgAmYwHUTcI8JmMDaI2AxZe3d0z3a0ShZ1iQlyxIOlFArcdd1xDCRVr8Ekxvd6EY54X/Zy16WxYyIwPOe97wsMLzuda+DnrjQR1b0/Rqy0cd8NF8JuEqZnnbQOlpf11o3IrJPrat29Y/6lOzri1D1ER+1ye+DHvQg3P/+98dNb3pT3OAGN5h/Kkbf8xIR+a/TaKxMa8tHxFAAkG+tERFZsNFHaSQUSBCKCBx99NG4wx3uAIkn69atgz6So79upO9OEZuRL/kAD/lT3KzmPWiMeKl9NEZt+gJbxSJG+qtB7373u3Gf+9wHJ598Mo455pgsAImNRBb5Gs2Vn90FlojI4s3CdTVe11oDux1qV5N8qdQYjY+IzGC0JzHWX3GSaCUG+rjWc5/7XOhjXuKicfoS3ZE/+DABEzABEzABE1iLBLwnEzABEzCBX0DAYsovgHOgdClJV2KsxHp8fDxvW09ijJJutatRpcQEjVepZFxj7na3u+GDH/xgfirirW99Kx7/+MdDH8V5xzveASXhmjv6staI4RMaEaHm/LSGfEQMryMCo7VVKi6JEDKJE/orOBJp1P6Rj3wEn/jEJ6CPH33nO9/JH0FSjFpLCb8WkEiisRs3bsyCgdrUpzbVR6XEHH0nyN/+7d9CT9ror9v853/+J/R0jfb5rGc9Cz/84Q+xadOmLHhI7FC7YtcXtcqX/Oo6IiB/Yql4NFbXWuvUU0/Fhz/8YUiskKDymMc8Bp/+9Kfxmte8BhKj5EfzJFbIn0z70Vrqk8mn2lXXevKtfo1TPWIogKmuNSUGSaDRHLVpnkx19WnMwQcfnIUZjREz3b+TTjoJerLokY98JF772tfiyU9+cv6+F81RjBHDeyZfNhMwARMwARNYGQQchQmYgAmYgAnsHwIWU/YP5xW7ihJpJfsRkcWQ97znPVAir79go8RayXrEsE/jTjjhBOh7MySo6GkNJfERkZ+u0JfT7tixI388RF9E+5CHPCQ/qaJ2PX0hCErgIwJnnXUW1D5K8uVHseh7SjRPfj7+8Y9n4UJxaJ6SfAkGn/nMZ6B+xSEfEiL01MTll1+evwBXIkxE5H3oi3O3bdsG/Vlj+dYaWks22pvaJNao7ZnPfCbOO++8HJvmaR/6QlaJLHpyJSLmRZn73//++YkVCTkRw3YJHeAREZAgo7l6aka+1ae1fuM3fgOKVX0qxVFChT7GpP086UlPmheGIgLf+MY38njtXfPpPsege6B7Ir9XXHEFZNqj9qX11Kfysssuy1+aq+96EW/Nlx+N019pkkh1y1veUs3zT/PoaZ/vfe97eZ4YyIc4R0SORYKQfORJfjEBEzABE1gaAc82ARMwARMwARNYdQQspqy6W7Z3A46I/LEUCRZKyiVKSEyJiJxYq23Up+RbT3jo6Qwl0npCQW1K4CV0SJBQwq+Pw0RETvg1Tm2YOzRGY0c+lcirLSKymKNkX+srDgkoEZE/QqQxC681TnHIlwQDCRMqFV9E5KcsJCbItL7W0xzFAx6KW3tjNX+JrUpda5zm6MkLxSABQmtojzKtoZg1Xybf+ljRKDYJHPKhcarLh/zKtLb65Fs+Vcq/4tL68q/2iOGTJRHDvUdE/oiNhJaIyPdL4xWn1ogIaN+61noRkZ/40RjFqhgVj0rFrFi0luqjmEZ9ik/tI7+61lM0MvmTH60jiwg12UzABA5QAt62CZiACZiACZiACRzIBCymHMh3f27vEZHFByXW4CGRYpRMq00JNJvnk3gl2GqLGCb2EgM0XmPUrn4l26O5Ss6VwKuUqV3Ju2w0TvM1d9QXMfyzvmqLiCy0qC6TECBxRWM1PyIgYUdrKAb5HcWg9TRW8zReY9SmcTK1yYfqMvWrlI3maLz2KFO7Ss1TqTGjUmtGxLyIJLEEPDSWReYn/5qj64ihGKE2xTCKMyKygCR/mjtq1x51LdN89cuXTG3yEzGcqzkRQ0FMffIvxqprP2KkuDVOAo78ab58RUTeg/q0ptrAYzRf11qbTT5NYLURcLwmYAImYAImYAImYAImsFcIWEzZKxhXv5OIYRI+2skowY6IUVNOsHWhSNbLoQAAEABJREFUZDpi2K662pR4q5SN2lRGRP7CWrUrWZdFDOeO2iJ2jYkY9kXsKiMiiz2aCx4SAVhkwUGl2rWW6rKF1xIRInb5GvVrjOoRwz7VZbu3R8T8vrHgWOhXc7T+yDRMbSojYj5O9as9ItQ1bxHD64V9GitTmwaOyojILMBD/RHDuRGR44wYXi8cHzFs0z3SnFHf7mXEcJzaI4Z18IiI7Ft7Vh94yA8Ln/uFgBcxARMwARMwARMwARMwARNYaQQspqy0O+J4TGAtEPAeTMAETMAETMAETMAETMAETGANE7CYsoZvrre2ZwQ82gRMwARMwARMwARMwARMwARMwASuDwGLKdeH0sod48hMwARMwARMwARMwARMwARMwARMwAT2M4FlEFP28w69nAmYgAmYgAmYgAmYgAmYgAmYgAmYwDIQWLtLWkxZu/fWOzMBEzABEzABEzABEzABEzABE9hTAh5vAteDgMWU6wHJQ0zABEzABEzABEzABEzABExgJRNwbCZgAvuXgMWU/cvbq5mACZiACZiACZiACZiACQwJ+NUETMAEVi0Biymr9tY5cBMwARMwARMwARMwgf1PwCuagAmYgAmYAGAxxe8CEzABEzABEzABE1jrBLw/EzABEzABEzCBvUrAYspexWlnJmACJmACJmACe4uA/ZiACZiACZiACZjASiVgMWWl3hnHZQImYAImsBoJOGYTMAETMAETMAETMIEDgIDFlAPgJnuLJmACJvCLCbjXBEzABEzABEzABEzABExgTwhYTNkTWh5rAiawcgg4EhMwARMwARMwARMwARMwARNYJgIWU5YJvJc9MAl41yZgAiZgAiZgAiZgAiZgAiZgAqufgMWU1X8P9/UO7N8ETMAETMAETMAETMAETMAETMAETGABgTUqpizYoasmYAImYAImYAImYAImYAImYAImYAJrlMDybMtiyvJw96omYAImYAImYAImYAImYAImYAIHKgHve9UTsJiy6m+hN2ACJmACJmACJmACJmACJmAC+56AVzABE9hFwGLKLhaumYAJmIAJmIAJmIAJmIAJrC0C3o0JmIAJ7BMCFlP2CVY7NQETMAETMAETMAETMIHFEvA8EzABEzCBlU7AYspKv0OOzwRMwARMwARMwARWAwHHaAImYAImYAIHEAGLKQfQzfZWTcAETMAETMAErk7AVyZgAiZgAiZgAiawGAIWUxZDzXNMwARMwARMYPkIeGUTMAETMAETMAETMIFlJmAxZZlvgJc3ARMwgQODgHdpAiZgAiZgAiZgAiZgAmuHgMWUtXMvvRMTMIG9TcD+TMAETMAETMAETMAETMAETOBaCFhMuRYobjKB1UzAsZuACZiACZiACZiACZiACZiACexbAhZT9i1fe79+BDzKBEzABEzABEzABEzABEzABEzABFYNAYspi75VnmgCJmACJmACJmACJmACJmACJmACJrD2CVxzhxZTrsnELSZgAiZgAiZgAiZgAiZgAiZgAiawugk4+n1KwGLKPsVr5yZgAiZgAiZgAiZgAiZgAiZgAteXgMeZwGohYDFltdwpx2kCJmACJmACJmACJmACJrASCTgmEzCBA5CAxZQD8KZ7yyZgAiZgAiZgAiZgAgc6Ae/fBEzABExgKQQspiyFnueagAmYgAmYgAmYgAnsPwJeyQRMwARMwARWCAGLKSvkRjgMEzABEzABEzCBtUnAuzIBEzABEzABE1h7BCymrL176h2ZgAmYgAmYwFIJeL4JmIAJmIAJmIAJmMAvIGAx5RfAcZcJmIAJmMBqIuBYTcAETMAETMAETMAETGD/ELCYsn84exUTMAETuHYCbjUBEzABEzABEzABEzABE1h1BCymrLpb5oBNYPkJOAITMAETMAETMAETMAETMAETOJAJWEw5kO/+gbV379YETMAE9iqBlt5kLIbn/EXDaxmLuVNdIwPU12D+er4yN/hqhcaqQeXIdH1tdu39I/cq52dd7WK+1ZU9IbCAoaqy3adfW9vuYxZ/rfu9+NmeaQImYAImYAImsDQCFlOWxm8fz7Z7EzABEzCBlUhASbJSWVmOTw0jG4klNXvZ1vK6QoWaA2vWG9ZbXjW5zkadzXCsqnPTWGUbx6DVTNUHFGAqts+d9M0GVFWDum1YbdC0A3ZyLPvatuX1SLpRyX6uqxoa+uEYDt6Dk34Vz7ztwdS1NlTs5kyFyIqO6pkvGam+q40A1CDLVfWwsuhT8+dMPkc25493nu8HXM2udqHxc2NdmIAJmIAJmIAJLI7A3hdTFheHZ5mACZiACZjA6iYQC8NPGF0GErNaGsAUmwkwRQ5W89lQBIGElEiYnZnBqEtNdc2UuEnMgQtUTVAwkcehn5paSFPXaDmwLBMS5+delpATWkSA5/w6zcIEOg395E6/LJEA7+m1eriu9msdvIjGBfdwdG9HJRb0LcKzp5iACZiACZjA9SZwAA/0T9sD+OZ76yZgAiZgAosjEJRFKHGgYKn8tQ1gaEqgSzrlj1cJFhQ1OAQFRRG1FnWBaDoIzkzsCD1JonEURXpjJVr0EYmvVEtqjpnlvFkA/bbAoOlSVCnR18MnwVXpsEkVe4HBbENjte3wpQAi0NRAfgCFlYLjSwotiT5rijBgvNmwJwf35CR9F7DgvY4hf5BLwVtCzIROTqpzpN4fbGBt4dnsOfqF03Nda8wZ30d8UyEbhkewGJrWGlpeNDc2WDgWPkzABEzgACTgLZvA3iDAn8R7w419mIAJmIAJmMABRoAJ8yhRZnqqlJYA+GNV7bSW0ggSs1eeKjSgYFtQ1NAnd9iMInVQMR8ftAkDlJhtu7hiJtDvlNhGbxfsBM64EPj+WcCPzgUumQJ2sH2qCFw5W2A6upjlNToJZZfqCp1WFGLAMhWArIiEhEJN0BFRqLAthUAWUqhW8X5CN3Z3X7yfkM218+0ABJANe+mQP7lSqXhGdZXXaqN36cLyWge60QRMYGUScFQmYAIrjAB/61thETkcEzABEzABE1jxBPTjU6ZAh8mpriJnzWqjReRUW6JKU0nyGACJCXhqMBgMUFealzDoUCDh5POpnvx//wv83TvPx+//2Xfx4Kd+DQ966r+z/hU885XfxBNf9A3c50lfwX2f+E084c9Ox6veejE++y3gXM6b4vzZAPpM7IsyoW5maTNA22f+zg4u1fb1AiSKK818os82hrpnJxeDbM9mrb3RYqdvSxmy0JNJu++xJac6G29F7mz4yvHz/Hm52JPvNa3JYu59NrfG1Rquvtaoi+/Cxa7qeSawhwQ83ARMwATWLgH+lF27m/POTMAETMAETGCfEQh5Hv4Y1Wu+VJOMFw3z5rqpEVRYUkdPg0hEqTFTc/RYD9N1F1dS7zjjIuAN770Af/T8L+MFr/gi/v3rl+En507gkqmjMVOcjH66EbZXx2CyPQ6znZviiuo4/PC8cfz7N6/EK1/7FfzRn38Wb/rA2TjjYooy9D1Fa1MPiC6llRb9WQo5jCcosmDuYEhzNReLJ8D7SKEk0eZ9kPO11tnY0FqNlaLB+lLPdm6tho5Gxiow1w4dWiubYlUD+J5QPVGAUTls8+tuBHxpAiZgAiZgAteDgH+SXg9IHmICJmACJmAC1yCgpwtowQRZBh1KZGnKXwv+hC0TL/QXdKhezFTAbDGGHey8pA+cvUNPoVyF3/+Tb+C9/3YFzt52JKqxG2OyvwVVvRGDmQ1oBuvRVuNIMcYcuYe6LdHEelTtZtTl0ZhOx+LS2RPxnk9djqe/+Lssgcso0FxFm64SQFFlwLXbaNCmhnNb0BGCXZg/rpaKz7e68ssIFBwgI2bWArzBGADBUoaGqGVswnAMi31w6mYm7Fqh2bVGsCpjoVPVhNF4tdhMwARMwARMwAQWS0A/URc71/NMwARMwARMwASoTwwhKIkdWjCRbmom1uyom4ZpdgdNt4cdzLPf98nL8LAnfgxPeu438NEvno3JOAGz5XGoyiMwVXVRpBK9ToluFCj0BbRVjYaiDV2hqfkaJYWRceycSZjFVuysDqHfo3DJzsPxjg/+BA970pfwe0/5V3z3J8AOhtN2xtBHYkSJyb3SaaBhTHyls2U9V/HiaS72YRnz7wE260LWEj6pF7ThKJA/MHzBko/hnQTvrCyhoMeg6dRTKxUv+nOmesuRMvUrHnapajMBEzABEzABE1gkAf08XeRUTzMBEzABEzCBA43Arv3mXFmXrTLpBi2T5gY1SyombY0UCfVALV3s6ANnXgi85G/PxNs/dDq240bY3hyOevwIzDQT0FMrLef0yhpd9vaayzHR2Y5edwZlp6XXBsqWU9GibSvoSRNqLawDbVMyinVoyoOwsz0YO8ub4JL6JLz6nd/Hf54ObB8AswyRJ2b7s+g3NerUZEFlKKpwOs+W68tYXRNnm+/LvtmKfItnA77y1vT7LZqqQFtT0tBfVKq4bs0+CmGD/gzbeRMkhLGJPVi6oMJFKdGh6SOaFtJuMGAMszWmZmYxxe5tXO/SWeDSGeAqLr+9D/QZF28zNAc+TMAETMAETMAElkTAYsqS8HmyCZiACawCAg5xnxCgVkIlo5333VBdYTrLa2ay0WBmdgapLDFVB753BvDCv/oOvvOTiuLJMRjEkWzfgOm6g6YICiLTwOBidOpzcN/fPA7PetJJ+M3bbsX6OAepfynaaidS4o/soqAQUlEQ4XhKLEWRODdQlGOYnB2gKiYw3WzCFI7AWRetwwtf8R/4+vfBtYBphlp2e+gkJvyDGhGRDQuOiFhwtbxVCRZLiSDiuveyVN+gcFbVffDOoapaFGVgehCYbRLvKdAvOphFB/3oIVKXo2uM1hyQ/VL2tWtuiyyiMAq+FYAIpE6BKMZx5RTw7k+cg8c+/UN4wrM+g5e8+tv48dmMC8DMzAAaKx0IPkzABEzABEzABBZNgL+ZLXquJ5qACZjAPiNgxyawsgk0aIPiBfoYJqYJCQWKNhBo+V+Nzvg4drbA//4c+Ie3/QDnbNuKbc0hmGk3oN/n2DSGYDbcG2+xbnw7jjtkB172rNviGY/t4Xd+DfiTJ63Dq15wKxzauxTl9BXQgw4z9N+UDaIzizZm0NTTXL9B1fbR7RWItqK1aJsukI7CbNwEL3v1N/D+zwJ6UoGjocS7U3JsBBYeoUdduIuFbddeb9gsY3FAnNrrLmvbOu+6Q2GrJe+CqCdn2TQGXEIR4wLaz7cBl1GzuGA7cZclWopeUfLNQOSdsgBY5YwlnXLBd2H21ejNwQY9jDNIwFf/ezve+ZGf4OLZk3HWlcfja/8beOEr38v3HtBd1+EcDmYsSwrAk03ABEzABEzgACfAH7kHOAFv3wT2HgF7MgETOEAIMBWlJlEjf5WJklJmsZEzZCXdgUHTwzSFidPPB/75nWfhp5eM8XoDZpsSY2Mb0S17QN2gyzEzO3ZgvBzgHnc5Gbc6GRinvy6T9E3MeW92HGG3zfAAABAASURBVPCnT78TNvQGmJ6eRCrHUenJhjpQclzBdfWDvK0reuozSR6gLAKJosvkdFDq2Yyqeyze+v5v4o3/ch7OvYhDwEMZdw6e9VVy6skO2Z6Gu5g5WkPzZKqPbHTd8u4P21o0TYWiB5xxLvDYp70Jj3nap/GEZ30ZD33iR/DM5/8LLqSgwjuDRk8u8X41Ej6Gk5f0GuB/qeTbqEHqBHgJ3vb8nvzqN36IpnM4ppvD0RTHYudgKyYH6zBTAzun+daLFj5MwARMwARMwASWRkC/gy3Ng2evcgIO3wRMwARMYDEEWhTMXwtObaDvrgAFkLamwEKJZJAKnH8F8Ob3nY//O7vGoNyCflRMevto6lm0gz5FkxYdCioTFEg60cFNT5jAWBeomHmXRQkOQkH3p5wE3OCY9RifKDA73cdEbMZ4uwFFv0BJQSToo2AkzWCWEQ3ogGVqUZQtE/gWA/RQF0fh05+7BG9++09x4VUcUia0jFziQKsMnFIML6/jbNi+0Hi5B+dwDa22B5M4NCL4es1T/q7Zeu0t1zU24tp9L/QSEYiIhU1Xr7ctqQWKFGj425S+p6RfHInLq6NwRX0MpuNEbK8OAW8nAryfQWs4h2IXdRUs7dD9o0Xi2g0YSDbpNA0vq6rBYGaATkFFrgn0KN51Oh2orzPOlTlvz+8I5/k0ARMwARMwAROYJ5Dma6up4lhNwARMwARMYFkJJCbITFSZJOeEPTEYChgN5Yw+M9vLdgD/8Maf40vfuADoHIbZqoOIAkUCqnqAsixZ1giOTRRE1o1NYPt2QA+dlBRUakodkQrkg3N27NjBORVXm0S32Yax6lJsSBej15yPTRMDjHdrdLoFKmbpRafEoKo4tUHNhL9mTLODcaTe8fjm96/E+z51Lqbos98AOXaO3JdnRCAilrxERGQ/EXG9fUVEnnO9J/ySgRGRRwSZEi1AUUJPnFBPQcOufrMBbYcCSmzFILbwLm4EbwkaJOhhkEgJjQS3IHws7WgR0P0LKm6DuqJQ0qKtQREFuO0tj8fmsUkUs+eg08guoHB3BcZ7vOdLX3ppgXu2CZiACZiACewpgRU6Pq3QuByWCZiACZiACaxYAsybIalDFhRDAP04TaiLMVw+Dfz716bxrf+9DOW6GyLSBLrRYWLboRBCUYPJ72xboSrHMM2EOEUXl1N9+dn5O6C/ulNx1w3bK/qcbYBPfBa46NIaRT2NdcVFGEs/xA0POxt3uuUMXvTsU/CYh25FPbgMVTOLQSox3RZoih5S2aGHYJwdCi3j2D6oMFVuwpd/cDnOuJRJdwsm44E9PxjUbpOU1MsWNusvBe3etrD/+tQ1f2S/bPxo3KjU+N3rikm2e5+ur2nap0ycWrIa2mhckHVF9avg/dOnfkryjKZAWzWIhmPJuxMl0gAY46TEfjTgfWkRqWYLL/g6OhfGOmr7RWUC/VCpKRCIkLUo+TYcQ4W73Ppw3P+uR+DU46/EbU68Crc/eYA/+cO7o1QsHMMT8Yucu88ETMAETGDJBOxg7RPQz9O1v0vv0ARMwARMwAT2NgHmwnraILtlZlq1LWZ48fOLgY//+w8wKDajCQomU300SrApqOjjF8y0mVAH9OeJIyVUTIgR6/DF/+8MvP/jV+UvrL28D+gvAL3/Yxfho5/8BjZv6KI3OBcPuNsN8dTH3QbPfsqv4bl//Cu43alA0QKpnc7JfrczjlSUzO1b1BRskCK3578gU3QxS2HnrIsDb37vORRygAFK5E/5gJuhH4Y/f46Se5USIPQRkVFZM+YBxw84rc+yTycDWs3rkfXrhH4TGLBfVrGsa6CqWwx9Ya6s0DISWdOSVVOxvSGzOtug7tNPi7wW/ffpY7Zi7CzV1rAc+mugtRXL0Dgmrx+5XetS34Dikkg1y76hcRxj0z5bPdoxTyBldmpvGGGFglEWvF9Dm5oFik4PYisRIxhbywAmut0cv/pmZvr5aZDUAIM+F5HIQrGjIe8Kib7Yrr5swT3SOEy8xFimPc7bqI/jG8oh2s8MWTSMraE/NmGsW+CoQ4Dfe9CJeA7fJ09/8ml43h/fHnf41UOxaYybI39ujBWfJmACJnANAm4wARPYAwIWU/YAloeagAmYgAmYwIhAqNLqpUJLVaVGBwM2fv7rV+GCbT1UFE/ApLmkoJESRQsKJ6DQoba26SMoHEDfo8L2Fhtw2VWH4AOfvBDP/Mtv4VHP+y5e/E//h7d++Ce4bMcVuNmNu3jJ034DT33wJvzOnXo4+ThgfQ/oltBXq6CILsZiAtEPFFWNLuMJxtJKUMlrgEdC044zgT8YX//Oufjit3ai4fwGgWowy36eLZhn84XVoDgSQSesK6lveZ33oaYoMdsAUxwqAWmWbTWtzzYkoOacPssdrExyzE62z8h43a8iCyot27k0uH0WFW2WHGfRMN6GgkpiR2hQAVSsaw1uDzsqQL63TQN0yT1BSyKiQIXIfdNce4b+Na5mXfNQJDRB6wCKZyqAmr5n2b9zIF81IlpIEAHncgtkEcO2KPK91Z+X1nejKBb0Enb0gbKkkxocB+ijVrMzO5F4z/tUjqLXA3Un6OGlohdcrw++5jYJJFOcJ385ToDx02JoA967OhKysJKQ1xfDhv0DXdOT3gDyo3b95ag+Q4kioO/d0ffv3OAI4LgbAFs2AR32FQJWBWcGRnvksj5NYJUTcPgmYAImsDwE0vIs61VNwARMwARMYJUTYD7KrJRJaYuaGW4bBab6wH988yxMzoyjbXtM3kd7bKA8ttEcpv4q9MRDRGBqdoZJNscWB+HyHetwyfZxXHxV4PxLtmOsG/ijJ94bz3/2zXHnXwEOHQcmosKGsqKIMg3mx5ByoY+Q6KmXRN+qI6/GVy3EetvWUHtQ8GljPZP2zXjXB7+IKyhISDcoOx0wYLRNA8UFzQkKC5wXEYiIvBF2o2Yy/rMLtuODn/wR3vOxc/Duj12M9338fHz1u9swxVGTFAi+fwbwlveegee86PN4xFM+hsf88Sfwp6/4Kj76+UtwBXWbKfqboUuJT3pQYlAPtCL3UyKRY6QuZqmAtIxrqulhO31+9PNX4gnP+iTu/6j34BF/8Gm86G//E2/54Hk470rgcio6GvM/Z23Dv3z4dLz7ExfjXR+9BO/5yNn48Ce+h4piSeIN0Fqf+Y/z8IFPn82+cznmHApYp+Oiy9lJgQgjhYGxSQQJihlAwoA37r9/eBXHnon3f+ICvJe+3/uJ8/Hlr58LMUn8baoiyKoZIPGijISi2yGrlu8NgNtjWSEltvF90UcPX/nPSXzwU1fgA/92Od78gXPwLx87F+/92Ol49we+igsu2cGYE3ZMAu//5E/w1n89F2/715/jfZ/6Kd754e/yPQJwy9hZAT84C/iLV38df/S8t+FzXzsXFWP539Mvwns+8H94F/2+44Pn4K3v/TH9fhtX7uANCprOUam6bf8T8IomYAImYAKrngB/5K76PXgDJmACJmACJrD/CUTD1LuGnjZpKVIwX8fXvgFcwcQ8pc3QUyBouxQJAm0sCE+PKbA9teMc00MaH8N0O8BkxRR7osCm8QYb4iI86G6H4gNvuDN+587AZgBjTNb1ZEHBLL+hyFGiBfUOJt1AfqKCPlo2UGZhTwLaYmhgHTwYb8rRsD3WYfvOCfzfj4FBDUiIaagKBIWAoOrQgI1RMT5m65xTRMprcWnUFDvOPGca7/3UeXjbx67E2z98CUWNs/HJr1yFqzjt+2cDL/ibL+F9n7kC/3PuEbhw9hY4e/Km+NrpG/B37zkDv/fsL+KjXwEup+s+w9o5XaNTrKfYs44CUQdNP6GitlF3gStb4Cs/AB77jK/i1e/6CX58xQ0xOXEazp06Dl89o4d3/ftleNL/+2+85/PAeTPA13/Sx3s+cyHe+O6zKUBchHd/+Fx86tM/pV+A24IewPnIp3+It3/oTLztwxdToLgA7/vImTj/0oRZxt7q3qRgVAC3DPFsMYzn29+/Cu/98JkUMy6h70vwtveei0//+4WY5Y1vABALxwdS8J5zbwLLmdDTQ2UCylTkjxjNtCV++DPgNW/5Nt7yr+fg9R84G+/4zKV440fOw7989HR89VunY+P6Dehx4gWXgmv9EG/75KV426e3400fuRjv+PiZuGgSfL8An/sP4Dkv/Rq+/oMeztt+KLY1B2VB64JtJf7l42fjnR+/Am//5JV412cvxAe+8H+Y4q1vyPVq70dc/8MjTcAETMAETMAEdhFIu6qumYAJmIAJmIAJXD8CSp+ZfQcNTJmZ9F++DfjQx7+G1DkYNcbRUmBpMUzMs89oc6EX1RIKcCBqPdJAIaRbTqKoLsIj7n9L/OMr7oU/fOQJWM+BGzlsXQdI+tjHYAZlkZCY6ZdlmefreznkM+njJqlFGw0NaDgmURyIpkSwbFv20TS2RQ9X7hzD5770I0xX9F10kZjst1xj2K9X7jH/lpAQUgrQIBcJ2DaVcNXUZib0R2MWx2AmjsWPzi7w3L+4EM960Xdx8Q4m9XEIJtvNmGm3YLLeitniGCbzx2EnboJ/fue38KK/+goumwJ6Ez1UdcJgaoB60KDsFGi4xtkUEn7/aZ/Cy1/9LZy//TDs4Boz9DE52Jp9zqaDsLM9DFdUR+B17/1vPPGZX8aF2w7BFdOHo+reCLPl8Vz/yPyUUNBfBOgb2DnYhNl0Q0zFDTDV3gA7ZrfwngHDMQEJUzU5yICG/wFFCfSrdXnszvpI7GxuwD0fjZ31JiSKE0gcGRgebYC6FMrUQRkleMuQ2K/vN9Gt3kHx5UV/9Smcv2MjLp/ZikFxLAZxBOpiHX79bnfFy1/2+9gwDugPMon3bDoMO+rDcNXgSGyrjsYkjsf/nAU88//9EK95x7cw2zkBl05vxSAdQj8TekvR13peH41pHMfx5N4ejqume+isR+7v1w18mIAJmIAJmIAJLI0Af7wvzYFnm4AJmIAJmMCBSKDNaXagaQGeOPt84OfnzWCm30Ndd9hW0hKYWxNPSzEE2fJ1NEAM0CmAXlOg6M9ic3kZnvKYW+Ex9wOO2QxMVMB6JvEFM/OmmWVyPYuiV6LP6xbB+VybBS/R0mkw867BhgJo6D+yeJMQkQDQEQUVVji2ZULdRXf9sbjkyg7OuwSYYTgtOyOV7FN/A0obSPxPT6xAnezXKTep6KFb9ijSAFP9Cp11B+Gsiyp874wpTMaRaMYOQp2mUHauxMzUBdi4PkFf1FrXE/R7MPrtDfCDHxd4/ZvOwFWTQEPHZTdQjidMzra4fCfwrn+9HJdMHo+pdAPsrDYCaSP6/RqdVKHbTqPTzqKpZjBoOojukdg5ewL+7QsX0P8WDFKBqbql4NGg7g0wKAE9qDNogdmmiz7GUBUdVGVCm7rgUN4z8F4OuNUaujdBhi2vhjTYhwLR6dF3i0GnRb9bY1BW6CdghlNa+m5Jj8MgoauabUi9C2lc8t92guM0TQB/AAAQAElEQVSBv3/zubiiPhpTVDYmDj4IUzumMHvVhbjdLcfx0AdMYMsEgAroFSwbbpvAa6owRVEgcc7kzBa84V0X4rvnJlw42IJL+xw31kWKHteDIoCegml5VTGYtqGjtkRZjCPRn54uKorEST5NwARMwARMwASWQsA/TZdCz3NNwARMwASGBA7Q14YyQE6iAzj950Db2UIRoYdUdq5BJJhsL2wcVNNM4AdMcFusK2rc4qZb8Zu3p48ZYEO3Ra+YRT07i6yFcGI5Nk5BpUHJhkBivs1FSybPLMCjqTmXwUQEBZM6Gxgfu+bOxCv+2KdI0DBB3z5Z4uIrGlxyBRDMtyuAc2gIFPSvJ1mQj5RfI7U5Ua+YkKdUcGwLCS0dCjzbp6awftNh6HbHUaZJHH90iYff7xQ8+gGn4LEPOBm9/s+wqZhEl1Hv2DlD8WY97XB89T/Px2XbAIkcbcFeJv79FDjjPOAzX/0pZtojMN0fR1sHOjGDibgSW3sX4/53Pw6/e7fjccyWnSjbs1FiO0UW8pmdQComUOnRFsaIInHFFtwuS+6NrILtMXd/6roGJ0ACQxpuE3o6R/tq2opSSkOryZ1zkRCpnGMYjLlBdEr2AxJMCt7ytgmOraB7Ufa65NWi34DvCeAq3tcPfHIbPv/N8zCDQ1CMb8bk5JU4ZAPFs619PPjeN8LBFFKo04C6Uvab3zJ01ut2Aap2szMVis7B2D7VQZPG0R0vsW5sCuvKK1FUlyL1Zyky6XYltGSQoocIvkkYV8G72uSbDNY0xmYCJmACJmACJrAUAmkpkz3XBEzABFYzAcduAksjUABtgZYZ72wf+MlPL8RsdNAyd+3XU3TNLDpoSotzifwkB5iO66M43V4PRRFM0VvaJE49+SBs2Qgmx+DRoKBIUYyVGFQ18/0emqpFScGhiESxoEKfEsIkR+6YnUZTtEyag0kyf6zXCUnqQbRA1NlCda4LHewLdFB0N+HKHTXFlBn6YlQcznw9z030VGgjLJNUBvZxWUhkkIuGm2ZTjr9fD9DUfcxcdRnWNZfjpMPOxz+/9DD8wX2BJ/028PSHAG942a/ijif3MIaLUXZ2oh8V2u5mzGIzPvP58yExRTbbBmYL4B/f8TVMYT2mKK5MdDvYMl5hbOanuOdpE3j735+Kpz8KePajAm971c3xjy//VdzmZlPoteejqCeRqPYUnFcwwOCGaooK1BJQAdkSFYU0mOXYFkVDYaFtwNsAbTMikKJEJ3VRRgcFEv8ruU+gLAqKOg3Fm0BJnyXvPei4BdDnC90ieM1eRJEwO5hCXda5bxvfH2deALzn46djZ3UQqliP6e0DdKpJxPQP8fiH/gp+9XhgcwK6NZACYFhkBRRB53XF+wL0eP/LxLh4vakzhU3tObj5EZfhDjeZwh1umnCDLRRTgvFMc8Gmg5QtoWwTCjrsluC+gMAAADfPV58mYAImYAImYAKLI5AWN82zTMAElomAlzUBE1gRBBIlkmDSW4I5KqZngYuv2ImyuwE1G5KycwkZHMUMG8qHmeMyiQVtmMRWdUAWqcFYDxjrDihxqB/0C6a6tWbnCwkNfSbvA07dOZtQpy52sH75JHDpthY1uhQDEiICbd2wXkJCAni0sgBaZugRBYIG0AcT/6rt4MJLdkBfQstwOA+Iln7YV6YeJwWNp5wAkCgj0UGiSitBhd1FJ6FD0WDL+gonH9vBP7z8zpAosLkAqA1hQwPc9AjgyY86HN3qfHRjln6CIkOBPibwX9//KQYBUCvKQpT+Os1Z51Uo1x2EhjubnboSveZK3PqkdXjSI47AEevplyrIeq6/lWucciTwomedioff71SMl1dxZwMKECWgPaBAUfTARiCQj5L3JvEeIRoUZWJbM1y75ZSGLzyRBxcAxZ2WbcQKpJb3q4/EZoCiSnBu02B0iEtRBlQOmgGkRek+DTrA+VcCr/iH/8V0HI3U3YLJHduwrpzCeHUe7vObx+K+dx/DOvotqhlwywBj4G0At8DLFnXN9wLvn5w31TRi9jIc3LkCz3ncXfC6V9wGL3vWbfBnf3xX3O5XNiJqYLw3pqFoW16AB+NqmhrBkKGQuS+2+jQBEzABEzABE1gCAf1YXcJ0TzWB60PAY0zABExg7RFIKJisAmUJbN8BChIF9JGOiECiQBLRMiVvwAI6UpvzcVXZXqDSUwPFGAaoMFMzQe4m5dBMnoGaiW8RXfoPjm/ykxt9rnNlDfz0MuDz3wST86vwJy84F9/+7jb0q3WoshpRUdgo85oRiXM1nyUz85aKQgtdj6wBioTzL7oSStpbjm7YxNEKAJCIkMezQ8FTvEj0Qw2CngrOLbhfzooS/cF2rBu7EE963E1RDoBxTinZVVD0iHYKxIEjtwL3/s1T0GkqpLrgrgODosQFVIR2UkPgcEgs+vTnL0OaOBID7idFH+OdAbasm8TDfvckHE4f1CaAeoahtxQVBtBfOdpUAve9FxdtfoqUZsivQXBv2lfSHhpOoUnoyJvl0Da4fltBokfi/JptkeUsrtAUgPYaBWcXaDhXAlJQiKmoVqhs2gE5tOxHtnzj2j6APhL3XaHg/jbhgm3AW953Pi7YsQ5Tg3FEBCbSDhy54VL8Hvf0xN+/MecAEngKPf3SGcYkcWvQAhX5xtgYvbbkPYtIO3Doxmm88A/uiHveCtjcAOvoYSzxpZYfYDAYcJvkUMxgwBtS8QbUFI6IFNJk8qa5P87waQImYAImYAImsEgC+tG7yKlrfJq3ZwImYAImYAK/gEB+uIH9SrR3TAI7dsyiqUsoCVdiHewbnRIhgGFLMImVJSbJerpDCX5vjPMooGiEfjAnJuL9ARPpJmEWXUwyYT7zYuBhT3o//ujPv4xX/NP/4GvfncTPL+hgptmIbm89Ql/aQQFESX89qBFMxBkMdOhjRSqzcf1cooWeotk22cdsBSbfQCgA6JivAAuq4DH0C85mpEVBH4GJ8R6OPXozbngUk/txQIILoqIYNEBQVSmKGmUB3PXXj0Q3tdxdh25LROpSQOlQjAHFJVAEAL7xXz/CbLse+nhOgQF6FATudqdb4pYnARNFy3VnKRjRWdOg7BbocJ2yATaMAafe7DCuOck1G9Qt1w9QZOqDkaKjF46raVGUaCgwgIJLn8JDYl/i2FrfFIurH20LDcuNJZWzqq4Zc8041JS4D1AIUV3G67bJ11H0sG26wNveP4lvfP8yTPYnMEu1qJ69Ajc4rMXfvuj2eOyDj4SeSOlxn23TB4L7igBDZJ1+Ewte68t7E+9vQZadYice+ZBb41RqMJu5Z3BeUfbR6XAswPcgUBQFGnJpU59lg5p7bQNkQ+OYHLRKmwmYgAmYgAmYwJDAIl75Y3oRszzFBEzABEzABA5wAqGfoExQlYj3Z1vM6IszYhxF9BBRMmtlYpyFCw0kLNYbcEJO7cFxNRPfAYLZej3bxxjTc+bDCCbrbctkmNMlovz8UuDN76/xuGd+A1elW+Py+obYXhyC7S1TcCb3TZnQpxBTc17iGiU66DCZBv2BCbVMf92njQZKqIOhZEGE1+D4nTuZcNds1Bktp+mi4RWNY1ponuoFIjSbXdxDXbdocxlM0gPrx9ZBf30oDdjf0AhmQH8Np+hpDj39ccihQM3kX7GW0UU9aLNPhoExbv5S7nXQdCiqFEicH6jQDK7CSTfqoqjAnQUKlBhw7Zr9KBJqTubWIbHkyCM3oyz09EYfbRYQauQ9B/LRtCxSYEDBo2KMqRzuiXoKuE0UBQdyz00MIG6Dus825GPQrzHQXy7q9NCQQx0F6ki5j7MA+W47KJougtYw0snZEv/5vUsoeB2KyemKexygmy7Cc//4Zjj2IKA7C+jJmoJj9X04IE/QL3Wiob8Bx7CtR3i6lYkCUdTbcNObAr0xLl006Mcs+mBsDIDaG4QF3GhCQ7b02MoS1IZgwSoDhOrwYQImYAImsKoJOPjlJaAfqcsbgVc3ARMwARMwgVVKgDoIk3lQTGDGyqRXYkbNpL+pd//xGmiYyLaxq52XUPKu/H3D2AQ6FEWYA6NuCkzOAD+9AHjfJy7GM57/Zbzv4z/AZHMcdg4ORz8OosSwDqm3DuhQgqEjPY3SUjWIOf964oUrIhQWGkY2Atyy0tBUAhGBqmqgBJxV7oNCioIAmJq3NFY4H9mQ/clnNr4UCTzoj5uuBxXFEYA6Bdt0sjMSfRRQPNqnnrZJXKyjxyi4TicVCEZXUTRoW86lBSUTUDBpam4MQJFadEugW/CC/WiCggkFC87TpXx3KcQEuyfGO4jEOKpZcBmIS1FwfXZWFQfwDAooRIWIYLwV/Sf0OuA1OIfCEYWJFAmqlUVJH8iH/JRlmffCkdwX64whd45eKOxAznktrp0u71HahH41jo0btqKp+ti0vocjDkdmOVZy4xSGNKflig3XxtxRBitE21Z1XqWhYpTQYrxbQ8LTcD81uXQBxltxfnCO9l01NYgJQHCdkgJPgYJx8ZaBBVo08GECJmACy0TAy5rAmiGQ1sxOvBETMAETMAET2I8ElMhruZyc5p+mwwQ1mFAnJrG5PTQCaJjFtkyJhzZsq5gNK0HvD6ahP5McKMBpmKyAb/+oj09/+TJ85bvbMIXDEOOHYXzsYKDuYn13DNXsDAaDASom4g39puhSFCjRANCXnzKVhtbnZU6mgzENjS1SO9oaEZGtSKBAAK2OkIfgGFrLQv5krF79jAZaLeoByuhT3GgREUgUPWTgfD1dEW0XJWiMj00YGwPqiqk8nbbtLPTxn2DWz6nQMd7jK0WW1FIASONoKaxUvN45zXbGyVe65mQ6T3TIE4ntNTtmBvJN4YRMikhInBfaNyPQlrWGxlbkXqZQKy3Ih/PoQN93UzcVPYlHsKRjvg4YJ3UilJ1AQ9Eo6mYoTHAN1jgCSG0ugKAEk2roKaDxbk8Pt/B+dTEWBYq6w+4epqcLbNsO9AE0FGvaokWfa1SUyFq2tphBmRoEYyo1hvuoKaR0uyXapk+rIE7So6B124KUOtyLLgDd91QGWrY0ZJ+aDlJdomgSjQ7zsJIVnyZgAtefgEeagAmYwDUJpGs2ucUETMAETMAETOD6EFDimpP0AkhM0IMJcacIRASnK2ttWMoAPazSxLDORkRKUGLf6XXRGV+POtZnIeVjn/k5/r9vnYWdgw047kY3xs1udhK63QaDmW3odmrMTE9ivDuOLhPxsiiYyCe5g2LRUxoRgVQwIOhgHwUF0NQnU+vIRkk6NQLoyZAIxp0KNJRW9BGWOg+kD9BaIGhaBxzRokYzJz5EBFtqtrAnL92A2wNzeoBrg4IJPXA8LzmqqvpkJFGlQb/uQ8IAXWBiHNwXGUlcoAISRQ8VBaSzfr4D09Q5ZmjNMACgaYfW1ujPNNCWzz7nYgbZo+8S1FtQBPdCIUJ7U38LoKZ4JaGFGkZm17QdTFGsKQsKHJrEeHVfEgqu3aBkDCiBxpRwQgAAEABJREFUy66cyk8NJYoXhYKlLyy4nyA6BsT73HC7DQb9Gawfa3HazXlvp85FmWaA6KBqNuDt774IF1wJTNPPDN8YZepyelAIm2XZMnYqQwyWCFB0yKDhVDQookW/3wf1IOjQkzcQWzJJjFuM8z2TQsZ7ltjOKawBKsFjVLLqc60T8P5MwARMwAT2KQH93N2nC9i5CZiACZiACaxVAsxxKZ8AnV7CWI+pNEWAuplBiwFz3GFSracUdhlJMAFvKSgElYaKI2erliJKB9PMnz/wkStw8bYx9DYewZ4BtmwEbnxD4J53OhKHbZ1ENbgILRPlQcNEv2oQEhQoJmR/TOajCDB/zsIIB0IWbGAXk3SOR8MAdCY0OesGtm7egE6hNg5nYt5yfMvRElNapuGyYS9fh47QJCb8KZAkNGAMDQUGCUUV+/OncxhjQzKytq0gYaUBQF2DwlBCt1eglW8KQigqEEHu27geOHRrh6LBdhTdGgM60/eOfO0/T8d2ahGDBHplsBQhGv0ZYfSRWO+ViSIJ8LOzr0ATY3letGNctwSaWbCbqwMMCxvXTSAYSEKB2T5Qt+vxs3NBTxwSFC7IVT6r/oDjS94pYHIWOPPnV6A3djjqppPZBe9xogWn6WRoKrgvkE8DxABlXIF73x24+Um8bi9B8J73Ywu+9YOr8Bev/R6uGgB66qXfD0ZToJN6mUOKLlIhP+BRZtGnZjwlQXb5Rmu4GD1yTIcxFrxbgcT/Ahje+xqIlkZxKBgHSI1OwFvLRqzow8GZgAmYgAmYwGohwB/HqyVUx2kCJmACJmACK4MA89ScZDNnZSILbFoHbFivxHbAZLZFYtJLvYHpbcOAG2h8tE1OcNEOf/Q2SnRZTWWH4yfwvR/O4NxLB6iDzqKDDRs6TPp3Yss4cIODgXv95jE48qCa612Fougza66RokURKftt2gpaqdGrsmquzG6+zp0MSKIOlFHL2FwWLQ7eMoZ1Y0BXc9oWwZLhs3fhmeYv5qbyOqHhYG4DspKKRVEAdcvQ2Dt8bRFy1rKBpidQBvUAg5rxs30wGKBTBvRUiHSVWQom977Hr6CsL8Zg6gq0KTC+8WhccGWJd330Ylx4FUDdAX2JScU4+m0Ps20H2ylKfP8nwKUUomaqDqLTG26T++HKSNyTnuYY7wBHH7IeHcxQtOCkcgyDdgKf/fLp+PYPgJko0PB+DJou6qKT19peAV/+VoXzL52l6FVQlkhkFEhoEDQAGB1DNuzXXqNBLyZx3FHAYx5yCg7fMom6fyma1MFUvQlnXtDBs17wbXz3h0B0gnGU9FegEIjQNQky7gED7xBch+16kkjvm5EQJu5N3YJvLc6lH3BOQ4tC2gmNF4oxOIa+6JYjdKpdpc0ETMAETMAETGCxBNJiJ3qeCZiACZiACRyoBJSK1kxSG9RMqkFBgmJKN6FsBiiY+FZ1UOBI2VomsogK1C3YDx4FWgoABTNb5tBAv4+pyT4uvpJjxg5B2RtDt9OiU/axfiKhU8xinUSAg4DfucfxOOm4kmLAxSgwDX3pK5oK1CUQqWQ0LZoAj5bJdYsi1xNqZt1toniQGiAViKBDCg1tNYljj9qAHEcLzikADokAOhRnCl0AaNnDoKF2NqMA59cJ0bCH+9P61FLQcomyBdjEOSCbABRQDagd9F23iSH0KMA00LpJygDbeWKMos5dbwecdHSJidiRmU2267EjHYNPfeUqvOPD23HZTmAnB08B2EE76wrgbR+fwt+99SykjTdBlTZSmOCyhe5QhUAHEhuKBLQVcNrNjsZYXInQF9WmXh5/3mUdvOYt38cHPzODy/vAdAls5xqXsf7ZbwFv//D/4MrZCcxwRw032kqYIr8ySrAAt0SRhf6jALjfkqsWvC9FPYkNJXD7WwBPeugtcPi6bSjTTsw2JaaqQ/HzizfiH970TXzqPwaYJrc+/ee/zER6FePVkz7UdrhGS+GoRhuBQopVYHikQPAmt8FgGUFb0wnnge1tW5MzuGeWjEdxaRJvGa80XqYWmwmYgAmYgAmYwGII6EfuYuZ5jgmYgAmYgAnsXwIrarVhIsrUmQJCjfVd4AZHbmGEMxhUs1DCG7wK5rYs8jmsz/3YZfLbKrNHg263i+mZGhdfUaEK9kcBfQxm3ViJdb2EMaoQ490avU6Nk48HHvugo/Bbv3Yi1pXbKRNMQk916IkFWSCBeT60Vsssnyci2Eq1Q080DChcZGGF6xeYxSFbxnD4oRNZtGAoCI7Lk+sKzNEBtPyPhU45DdAfUFUNGCYSk/aI4DVjZ1tS+ODBhdu24NyCF5ykdhqbof3ODug/UZChClH167wWR6Hky9Zx4CmPuQ02ph3oNFMIqiA7qx6u6m/Bv3/zIjzmjz+PF//t/+HPX/mftO/iic/6At738f/DRTt6uHISKMoxBCFU9Wwuy14vf4yIehI6JfAbv9bDpnEJNTtRRI3+gPvBJvz0whJ/98Yv4g+f9wW8/j0X4a9ffwae8Mwv4bVv+k9ccuUGihnjvLctCooZYhkRWeRoA9BtVql26GhaimBcjO+FoP8u237jNsDTn3AayuYiTIy1aIpx7BxswXlXbcSb3/MNfO90YHJQItJY9ssprAN1RUWHNydSCdAGc7xqDtA95lKs8eT9ScJNq9jY8t5U3HTqdFHVDX3xBnAYmymuaTYvfJqACZiACZiACSyawPAn66Kne6IJmIAJmMAvIuC+tUlAPzyZ2qLk//tfUpRggROO24IUsyg7LdqkZLWZ23wwFS5RpRJNMPFmAh+pjyYNUHPcDBNedNfjwksG+Pm5LTpjCRO9MYxRJekyMS7KxLbAls0FohrgiHHgt29X4B63Pwbj6XJ0U42ZyRlQP2A9URhhdFw6RQdVk/ITIBGJsfVQpC6gL0hJFcWZaUx0ZnHQJu6EcYGSQNMMkMWUIkGHXmWqM8NHy1gLDi/KBoOYxWwzk7uKooMUXSQO5tLgBc+E4H95AH3XrDDHRz2YgfZVVRWCzoqyR8EAeVktzwhxy5sC9/y1m2IdrkC32YGO9ogSF012cXl7PL78v8C3Tt+I//rJBlzVP4Ei1FHYtn0nNm4o0Ax2Iiik9KicNE2FAevUeRgPwCq2bgB+5163wPoexZR2J3pli6YpEb0j0N1yc/z00kPxgc9div/vOwWumLoRJvtHoq63YLyzCZ2g/6pFAg9uJnHDNTem+1o3QNnpcU8kSdWoGrTodSbQTUDJMesK4E63Ah5x71NQzJ6DqtqOGJ9A1T0Kl00fgn/51x9iG3HKXycSui3Qo88OFZJKj9ZQBanIMSIYL4ZkgyUNw4jQDFtRc3xLtgwVKBKaIsiozU/saEhKFLKQ4MMETMAETMAETGDxBPyTdPHsPNME1ioB78sETOCXEAgmogUtmEWnKKCvADn2GDBx3klRYwb1oM/Elkm6MleOAw99FENf0gr28BIF+2pl4IlCC0WPKo3hR2dcgPMuaCnGBHs7KMsSvV6BIphGD7Zj41iFdQk4aitw37uP4c63OQJ1/1Js2jSOTtGiPzuLhspOURQAk2h9HKVhAt5ynbZKaNsCVVthMNgBzF6Gow4ucfghwMwU/VONSUUwNGbxFAMwFzcbhme0TNIr0B1tFt2izzWnKd5QvKgmkaiEaBpz/TyeXoY7DV3mF4yPs17twEQxizFa0UzRV1+hQvOCIgC3ixgA97vHVkzEOdhYXkxh4VJ00izWrd+ItrMV/eIwigMHYWq2i1R0UXYGWD+2E/e++yGYSFehV+9AWe1EQbGnrqbQoXaQiKRHpaau6PteR+C0m61Ht/opon8+xjszKMisX3cxKLZiutmM7TO8L1WBsuljA/tPOnYTtkz0UdbbUcYMgv6jnclPBpXcVpGAur8DaKZRYBr6eNZgdmcWiSSotBSRihp49IPGcdD45djAeFOawgzb9T0vP/zx5fjCf0yj39AFLWi8pUj1NIJrilWHwl2i/zEuGADvUOI9ZUWn4PPmBOtlwZdmJ2ObBaod6Ei4q6ahGHVf+A7jAJ8mYAImYAImYAJLIcAf/UuZ7rkmsFIIOA4TMAET2M8EmBijz6wWPUgkOPFY4EbH99AyeV0/sQ6gcNEy3W0puLQUOCh1MNXtM/llulszu2fi3sU4k+VAEfSjJw+ig69+63TMNkA5Eegxa54YL7Cu0zL5LrG+k9CJWfASR24GHvI7h+CWtzgETX0lqsEUxsa6KCiI9JtZzLbTaMs2X4NxRBsUFwIly7FygC3rpnBTCQTrgXUTJZq2z/iYaiuLj4COaJMKWgOpHRIcuBUoOe/FJMWO7ei1l2GsvRJdzEDfmaKp9IL5g6503dDF7CSwvpxB0b8I4+0liP4FFGEuz0Mr8uxSdSjKChM94LijQbFoEzaUZ+DgiYuwIS5FObgM7cxVGC8HaPqXYfP6HejGWSir/8WtT25xSG+Ajc25OChdifXNNow3k5goKmhL/QGXiRqdsoE+lvWcP7opDu79Hzak0xnPWejFleh1KEZxzrrxAcY7l2Ei/RRbx07HHz7yaNziuGmUsz9k26UUdy7HRKG9b+f9BqhVocdb2Ek7MEFbV+5ED5fTxzS0r+nZCt1uF+NdgCdOvUkHzeQPMYYLMVFcjk3rAoN+i09+8j9wyRXADFnx7YNIvDfdGWymv4n2Cu7nKnR4r/WETVsBRAu+bbKB0lVQ+AH3OUGxZwPj29LdjvXgPFyFDZ0B2j4ggQa6ieAi8GECJmACJmACJrBYAmmxEz1vLxCwCxMwARMwgdVJoB2GnToBZbRKpkEx4HnPvgM2js1gdvpSABykjBgFEkWJom1YCwQz5JB4olyWFhQ32rZFURRMb0u62YQ3vv17+PQXzkOdgA6z782be5jodvJ3qGza2MVYbwabxhocczhw4g0PQkvhpCwThh9rqbIv0JtUhIalxJxUBApm3t2mxjhVj829aTz0/kcNhwEoU4mqUYYeAGMCY45gnX3ywUUQ0XKcvh9mAx5+/1vhUfe/OR7zuyfjMQ/4VfzG7U7AeAKFHRr3qpkNS07nPFAEAjb2gMc8+I549ANOwaMecBPWT8OjHnxnbJoAYwMCXJ8E2noGvQQ8549+De96/e/i7X9/B/zhw2+Bu9xyI044ZBsO6Z2L3/r1I/EnTz0F737DnfD+N98Hr/yzW+NXTyjw6PvfDI/4nRvhkfe7CR5+31vifr91GqhzZLGjptgQIGuAQgrwnjc8Ge95/f3wyj+/Pe7z64fhbrc7CHe4+ThucaMG977LkXjlC++I973xt3D32wF3vPkYHve7N89xP+J+J2Xf97jTTdGhr24Ah2wCHvm7t8Hv3e/meNh9boyH3fdmeMC9fwUbJoAelZaGu2v4Rilb4EXPuSte+tz741H08zDG+tD7noBHPPD2uPtv3BLf+OZ38bNzL4Y+oiNR6YH3PhUP/52T8Hv3PQmPvM/N8JgH3RlHHQT0Ci5MX8FC94a3GUHHW/QAABAASURBVGhaKJajD+ngAfc8CQ+42w3xoN8+Dr97jxvjPr95C3QBvhdpc/eVlz5NwARMwARMwAQWSSDt6TyPNwETMAETMIEDnkCQgIwJLTUHJJYbaNQ8cIdbHc7k/RJEGqBlR6KEUrQliqaLyOIKoI/8FBQ/2rqPDkUUudJHcYIzJwcFOhPH4H9Pr/CJz03qQQMMKmC816GI0gHKAcYnErpFhU3jwPTUTnTLDuq6hp7+6HbGUDETT8H1uHZdD9BEH1A89RTamUl0B9tx/3veBps5X6JFoOWGWqRUYnZ2AEQwSOQj8TWxu6Ywoo+HBBtOPGY9HvbbW/Ho+xW0RDFlAne97TqsLwB910eBxJXB3cz5acC9A1vXAQ/87fUUJMB5wO8/YAK/d7/jsY7DehRRwDXAuSVn9rhmrwY2sjyM237wbwB/8bTD8bZXnIoP/ONt8Lzf34S73AI4YozWAya4xdNulPDo3z0Uj33wOB71QOBxDx3Hw+53Qo6pjIrbCrJsuQLQoe/NARyzAbjdjYFnP3ocf/74dfjb590Af/GME/Hs3z8ctzgG2ASA2gTueHKimHEwHnu/Msf+uAdO4HfushXj7O9WwEGM4+H3PQqPe0AHj39g4PcfOIaH3PswrOsKZQV9Oa0+itXjvRjnnLucCjziHh085cEdlqBQ08FjH3o47vc7v4pjjz0E1L5w0GbgkQ84HI97UBe//yBQfJnAQ+99DDbQZ6KPhveceFDrpR2jIDWG8RI4/qguHvuQI/H4h3TwBw/v4smP2IxHUMDSEzltfqyFk32agAmYgAmYwPUg4CHXTUA/i6+71z0mYAImYAImYALXToA/QSlfUKhoIJGh4OsWJrJ3vu0ROGjdNhTtJKKuEFUD6QTRBPQESkvBoG0rSFCJssCgqVBQUNEXsoJpfre3DjtngVlsxrf/72K878OXYDuvJ6cBaiaoOTdSRQEFCPBoWtTNAL1OAdBXPagp0HRZ5bpti5QS9NRKt1ewHDC5n8RB6/u47z035i9klVBS0FOdP/oB9Ho9MESwCWh1tkiRUKSSTYGG/td1gAluagMFig0UacY4oYMG7AQSS/pqaVlBCV6rLZAFAn0R6/oA1idgnCV1IXRQITiupjggN+BaKVp0okKvnUG32YH1qcY6BrS1A2wuaJ0WWnsjWXQG0/RVYbyoMYY+xmkbuWbJGCUW9bjJYIx0CbEOYOi7GKCk2DRB3+Nkt7losIGxHNxtsC5qrKcypC+oLcsWY/qLShRC1qc+NpU1enTSTeAWW/KpuXbLGCus4/wNZDJOZWtdCYwx3pb3oUgFdI8VS6eZwhj5bO0B6xjXFq63oQN02NZNs9kfeHTZ1iWXce5lHDU2cdw419atbrnHlnsH+1PBYBInNABdYL3YsGkDjXeTawES3kJxaKzEMg73aQImYAJrlIC3ZQL7hYB+9O6XhbyICZiACZiACawdAg3T+ionvTWTZzDR7SD08AdOPha41SmbsKU3hfGyAvWSLHYwa4eeEGmZwLdM+it5SAl1EZzdIhVdAAktBZhEsaAqWkxTGvivH+7AOz9wMa6YAZoOsGHDBDqdDiSStJxRNTVfOZM/0TmbIkFCqluUiqcNtLSa1/oTxL1U4aCNU3jsI2/DccBYCY4Cj4ZCBy94xUgQ9MXw2E6/bMsVxqarDjN5dQevEwp0+F9iPSKAkkZhok0NaioXNVjSJBzJGgwAigCJVpKbhmudoihVIJUsuXjLq4rz9IW9YlV2EhADpKKi1aBrcCS6UbDeoiSwoIHxRJRIbcFaIj2WLafSQA5FJJRRI9E3B0F75aKA5rYlfSX2FdxxDXBMw3izYEFuKIJDaQGOyTNVQdsZoKHA0XJ84sygaBZ14jqBgiu0Wjt1ULOeuD9NKnhdJo5mX6I31vg6QBENGD1NrxgekXIZ9K1KKuS1ATi2JeuKLBuyFHNOhIZrbAGgpP8e960ysQ75SAEfJmACK5GAYzIBE1htBNJqC9jxmoAJmIAJmMDKINAyPQYKpsGhJJX5rZ6COGorcP+73xwHr9uOsfYyoNqGMXZUTHiD6kE0LfSRj+EeOClXIr+CiW9DXy196otL22ICTfcQfO/0K/BPb/s2tld0xyw5CibnFAyUH9dtBZWz/RlIYKn7A0hsCAoNclpSKCgSUE9fhV5sw42PK3HH2wEMBUGBAnm2Ru5mcipj81x0rCWo3nJOyuIBmzhG67E2fzbsm79gpaHpjEwL3B3oZ+hruD6dtCl7VS8xIOadJoDzkGdh2B4EwSkgS7W3oTFs4AlObpugW15QyQgaKDxg7hiuUtMbx7CtDZY82cCr4Zm43qhJe211Mb+nmB/aso2rQIeGJPXkBu24YrNKSLdhPdQLIAD6V5yszJ+KUzJJwVHBVm0/0HJ0zZaGJRuvdqYFVy3rzdDyZFZ55q2pi/Whg5aFvKrBZgJ7gYBdmIAJmMABTGDhT+IDGIO3bgImYAImYAJ7QiAh2g6tZKJLawpObpGY3HdZu/mJwKMfcCtMtD/DRGc7E/tp1BRTaib9TV1S1JgAmiqbniJR4sxpUNIe0UNKE0gsI42hikA9tgVnXtjF377hYvzkHGDbDEenQNOAY2lFy7kBfa9J6pSsA03bYlBz1apCFxUOXjfAlrHL8cDfuSk2jgGd1OLqgkWSU9qCMxbUof7RNRemkMBV6GPUxsEURICgVJBAKtkKzivmnvoI9qemi9R2AdbBg7vgjIos05yBJTgrEBSEgtEDPY7vINBhWQLsRTAG7qGJxEhKWkIb7OYolWBLS9GlSQO212AzWOG0lI0X0P5bANJeas6VBULeUTYl4yyyqQ1zR8tdNbTgdXBkYnzB90LB90BoYcbEZiCy51yoWvAyNQkgC7DkbYVsODY4PqD/EkWykn6C75gAhTGWQMs4InOVryC71HRQtD229eii4FwuwPGgtbzfDZo8k0uh5rJNqgEZwLE4oA9v3gRMwARMwAT2BgH+eN0bbuzDBEzABEzABA4wAsxdg2lpjLatzLgM6BMh+h6Qu9wOeP6z7opeewG6sQ1jRUMpoEQnSlT9iul4iYL1FJET7rZl8kur6LfOfgsMBgP0q5pJ8Tja7pH4yrcvxUv+9lv4zo+AKyeR/+LLoOpianIWNRWBKHoUUCoMmgFS0aJgYr1pvAKmz8Xm3kV45pPvjJvfCEBToygqRHBtGZv0C4EsWM+nLnLlmi+BFjH339V7OYmJPigIcAiQ62zToJYvMha5b1RyfcgSPS4sKREEdzC0uT5c/WjzGEajJWiaPjSNbxEcrtdGNXVwDaguo2ABHmrWOBld0GMeDahD8UOHelQWCP6nq5GpVW0aHsMLcAigtbIBulY/8guAAI9mzljkU42yfIEIRR6Y+y+X89zyEPUUWWSJHGewNdGGZ0sxBbSWl+ohJdZ0pTEl6ypZ+DQBEzABEzABE1gUAf8kXRQ2TzIBEzABEzABJaai0CAlJsZB42XBPJWaCiZY3uImwKMedBq29K7AelToDGhNC+ocSHVCVEFrKaY0aCmZgK/6bhFmyChSm58eKZFQDVq0aRxp/Cicv+0I/L9XfQvv/NBOnHMRcNnlgXXrDkMq12G2alD0xhAFU+d6Gl1sRzN5Jk47uYenP+mOuNUpwPBLXwN0CA7E6GALE/Y0ugQvhsaEHNdxNGyXJjGfy8sJ5ENGExMZx8370xhanqeS41tKSy3HLDRE7mSc7Jg/K2Dkry0RnAseBU26BRtYAyLkiSXoY85qLDwUW0ni5fzuCtYK3qNgCYpaebRioMlbm9dKkOtsecDcy65leAcT/Ra0Dk1rNKDOxXZuheOG+244cZY2yO2s8CxpCbr/2cB7nmPvsF19LBae9MUhdMrGHKDGiMRwfEGmwZgD4Ctf8sl+3SyNz9d+MQETMAETMAETWCyBtNiJnmcCJmACJmACa47AnmyISTaYLgNKjPnKoplLwoPtvTRAMz2Fe991PR79wFthfXEextpLUGA7OlEjIhC8UnKtZDulBIkATKcha+mj3++jUxToFl3MzDK5Dkoy6TA04yfgfZ/5IV73rmlcciUz42ICg7pAGwVmB9PodQYYT5djQ7oAD7n3SXjuU0/GrU8JTFAF6GGAuqo4NjHyoLWYP0bVGLVwUxyRr0Z9vAhGqCEJuw7tIw9Rx8g4DrLguHmjz5EgwuZfeGoOBzBsvupcsGLL1XiCJcmok0bfije3a+zQ8iV7VSLYRr+5zjZeKUKwaXg16pAfxtmyt6EhG4fMnw3nNGh5LWMxd448zl3mopG3eQNrwXYZC4zYtXkNzVfrqFd1mi7nrQEYGwPA/KE+zWcw4qXLgutQPsnDQn0y9kMGHyZgAiZgAiZgAkshMPqJvRQfnmsCJmACJrCMBLz0MhFgMlvrS0tQMjdNzNGH1jKBDbaAwsrhWydw2Abgfncr8PcvvzVOO6VGW58HpElEj/UuUHcpapRJM9BSGEBVA/0K9aDCunXr8kd9qsEAY50JzMz00R/MYJLCyVTvaHz1B5fjwiv7FFBaFN0OY2gwMZGQKNrc8LDteMnzboc/fOR63HArsCGAHrPsRAGnoDhTM4OvlWazvDaC2oeS/mFfMywWvrYA3WVDPiq+DriPhgbUvJJxWL4elUOfDVemsZFhsQ4ar/OTIdVcXddsHw2AjqSXoYU6gIhgDME1GgwPjmkCyE9gJMkHw2bWGt4rsEsNKgpWIt8vzeU8jkEeU0LjGB50JL5ofOQGja3oXyU7Fp7sl7+C+9hlQEG/ehopG8cHDc3oe2AaRoB50xrB2LNxnobK6BpDa+ZKQLeOQyETa5naNB6tYmSL3qN8L+Y2vWhxmeo2EzABEzABEzCBRRNIi57piSZgAiaweAKeaQKrnkCrRDcVUIKrfFUbavjS5hYgBVP1ps9EeoAJVo89FHjBs26M33/ILTGRfoYY/BxNRWGlvozix04UUUEfD+rSZ1EUKMoeZvoDpLLLeomq6qPT6QD0O2gKzGA9BsVGDBpG0E6ibK5Amj0HZf8s9Ooz8ewn3Qq3PRnoMp8eC6DUl7koqaYIFLzOBkAldjuyqHO1tnS1q+GF2mQA3QFz+2blamez2xWjvVrLcJpGyUZdozoFgXmZYdh3bfOvuYdhRPKtWkBxyrDrkCPZrpZhTRNYW9g118RWnYwt1Et/UjHUJFOTSpnqIxtdq8zG+aN4Fs5nXxrNUclrxZ9NdZpmsshEQB8Lr0dT1D93Q3L12l7mBZdr63SbCZiACZiACZjA9SLA3wSu1zgPMgETgBGYgAmYwC4CwWoRKeetRUIuE9PcxFow0QWtlekpiapBOQAOoRbyyN8q8ZoX3hGn3XgnNhZn4LDxyzBeX4yxdgppMODsAoNK0kSJJkoMmLhXCWg6LZrUAG2BEj2UbUnjdX87xtNVWNeegaM3/hx3Py3hb57/27j5sUBJPx3w0FMKwTJaMGS0ba3IKOKA62HuSBhdRAQJI4M5AAAQAElEQVSrvOYojCyw4Bj1sWmuPVBwjiyxxGhWLgPIbcErGVhmCyB3jK5/YYl8xPwYDA/5YC0Wticg+819iT2J0YElhkewGFlu1QS2LTiD7UPDriPP0diCbSx5zTMvlV90wXkQ5JHlaw5Xn0zXMtVlrNMTX4HQtS5U5hZe5Dr7gNwSfE20APgKBJDLYq4MlvnM67NVZR5BX+rgAJ6q2UzABEzABEzABJZAYO4n6xI8eOrKJuDoTMAETMAE9hOBJie2o8X0dEfTsC0KlEWgSyGk2wIHTwCnUOh45Z/dDu98zb3w8uf+Cu7960fg0IkL0W3PQhc/x8be5UjVBZRMrkQvtiHaSxH1RSjaizFeXI6J4mJM1OegN3s6bnbDFk942Cl49Ut+HW/9+3vheX9wc/zKCcD6BIxRPClDMQSGR6DN/9X02SCNmoed1/JKJ5BdS5fmyua7NE42bFDXyIYto1eNkY2uR6XaFprada3yWuzanSPfhFGfSuBqTVjyoZhoc76v3R37MzeV1z5iPih2y5WM1eGpi5ENW/KrmlS5tlJtMvUPTWvT1CgbNvrVBEzABEzABExgLxHgT9m95GkvurErEzABEzABE1jtBCICRVEgIrIVenwFw2OiA2zmT+Bj1gG3vCHw9McchNe98lb4i+fdBve6Y4Njt+qJldOxof4h1ldn4dDOhdjaOQcb2h/j8I0/xWk32Y7H3mcD/uEFt8GrnnsiHnhn4NQbAEdSqNlEv+tLoBtAObc29FxGy0aUlFISEAVjKuDDBEzABEzABEzABJabwGpdn79RrdbQHbcJmIAJmIAJrFwCejIlIqBSxioFDPAaqKsGvbbFeuoZG/iTeBPLQzcCdzwVeOYTb4o3/u1d8I7X3g1vefXd8XcvvBNe8LTb41Uv+HW863X3xDv+4c54xfNOweMfehRuczJwCAWZTV1A38vSkVTS9hFosOuIXVXWgsKKDD5MwARMwARMwAQWS8DzTCA/g2oMJmACJmACJmACSyaQ6EHGYsEZERRQWtqwkZfQUyp1XaOtKXq0NVLTQB8BGuf0jQUw3gKHjgPHHwz8yonAnW4BnHY8oCdZttCN/jLPBMcW0WKMEztljaqZoYhCX2WCPl7EC+Sf8sEJo5N+dSkbNbk0ARMwARM4UAh4nyZgAnuTAH8V25vu7MsETMAETMAETEAEInZJFikl6LKlmEHdRN0oOiX0V1XUxyo6qUGq+yjRQH/CWE+ZjCWKJdFgXG3tAN1mlkLLFMYwA1R9jq0RTYWmraC/AgS0rDcIrtdyFRmL4amLhTZs9asJmIAJrGwCjs4ETMAEViiBtELjclgmYAImYAImsEoJ6Eerng4B6prixkg94W6C+oqMVVRVQ4mkRUuxpGr7rM+iKBokDLIVaBEtELxq64S2KVgvAUooaDooiy6iKVFGB53osa9DISWQouRMTqRH6OCakCVeyFj4NAET2LcE7N0ETMAETGDtE/CvVWv/HnuHJmACJmACy0BAT5wURQGVWj5/9IYViSmyokgoIkGCCV9RIPG/oABT5ZJSDFo9yqI5CYikF0ksElRYBw9pJrS20guQ/bGZqkrWT2IkqKhtZBRvIBtduzSBIQG/moAJmIAJmIAJ7AGBud/G9mCGh5qACZiACZiACewxgSQxZMGsYD0oeQQKpOgAGFpZjLNeAG1CRJsFlYYtsiqAukhoEhtQI6UBKwOWFUsaNRXQUnAA50PGHp0thZWFBl6rfXWbozcBEzABEzABEzCB5SHA37aWZ2GvagImYAImYAIHJIFr27REj90sokBkC0QA+n4VFhgaX0OqCZ3pJ7kM+WVXA7t5seAc9kuUkS3ocNUETMAETMAETMAETGAPCQx/s9rDSR5uAiZgAiZwYBHwbvc+AYkjsjl1BPMleFArgcSQOdNlweahSQppUPO65qQa+ugPe/Q0iozt+dQkVeRD5bzpR//I5htdMQETMAETMAETMAET2AMC+m1qD4Z7qAmYgAmsGgIO1ARWBQFpHQvtakGPBBE1jgaxPmxO1Fv0YzyhQWKdHS3tF56JI4f2C4e50wRMwARMwARMwARM4BcS0G9hv3CAO03ABPYnAa9lAiaw9gkMnywJVNhlahvuXE+rSBMZlRw0FEqkoMgoh4BW0EpawWmyYHmt51zHXHGtQ9xoAiZgAiZgAiZgAiawZwTSng33aBO4FgJuMgETMAET2EMCI/FEsslw6kjs2L0ENFY2HJdfNe3abPfJo+s8CdJloK9akcGHCZiACZiACZiACZjAogkcsGLKool5ogmYgAmYgAksioAEEZkm68evrADaksY6xZGsfexecvioPT+iwn42Dc+gP3XOWe5ifViyb16IYV2NsuFMv5qACZiACZiACZjAAUNgX2yUv73tC7f2aQImYAImYAIm8AsJjP56z8JBI7Fj93LhmOuo7z5F17L54Vl4oagy3+CKCZiACZiACZjACibg0FY4AYspK/wGOTwTMAETMIG1QkA/chdYcF/XxzA359rG5j764XnN7oTI/QlYWAYvZSx8moAJmIAJmMDeJWBvJnDgENBvWAfObr1TEzABEzABEzABEzABEzABE1hIwHUTMAETWAQBiymLgOYpJmACJmACJmACJmACJrCcBLy2CZiACZjA8hKwmLK8/L26CZiACZiACZiACRwoBLxPEzABEzABE1gzBCymrJlb6Y2YgAmYgAmYgAnsfQL2aAImYAImYAImYALXJGAx5ZpM3GICJmACJmACq5uAozcBEzABEzABEzABE9inBCym7FO8dm4CJmACJnB9CXicCZiACZiACZiACZiACawWAhZTVsudcpwmYAIrkYBjMgETMAETMAETMAETMAETOAAJWEw5AG+6t3ygE/D+TcAETMAETMAETMAETMAETMAElkLAYspS6Hnu/iPglUzABEzABEzABEzABEzABEzABExghRCwmLIPb4Rdm4AJmIAJmIAJmIAJmIAJmIAJmIAJrD0Cu4spa2+H3pEJmIAJmIAJmIAJmIAJmIAJmIAJmMDuBHy9BAIWU5YAz1NNwARMwARMwARMwARMwARMwAT2JwGvZQIrg4DFlJVxHxyFCZiACZiACZiACZiACZjAWiXgfZmACaw5AhZT1twt9YZMwARMwARMwARMwARMYOkE7MEETMAETOC6CVhMuW427jEBEzABEzABEzABE1hdBBytCZiACZiACewXAhZT9gtmL2ICJmACJmACJmAC10XA7SZgAiZgAiZgAquNgMWU1XbHHK8JmIAJmIAJrAQCjsEETMAETMAETMAEDmACFlMO4JvvrZuACZjAgUbA+zUBEzABEzABEzABEzCBvUHAYsreoGgfJmACJrDvCNizCZiACZiACZiACZiACZjACiNgMWWF3RCHYwJrg4B3YQImYAImYAImYAImYAImYAJrl4DFlLV7b72zPSXg8SZgAiZgAiZgAiZgAiZgAiZgAiZwPQhYTLkekFbyEMdmAiZgAiZgAiZgAiZgAiZgAiZgAiawfwksh5iyf3fo1UzABEzABEzABEzABEzABEzABEzABJaDwJpd02LKmr213pgJmIAJmIAJmIAJmIAJmIAJmMCeE/AME/jlBCym/HJGHmECJmACJmACJmACJmACJmACK5uAozMBE9ivBCym7FfcXswETMAETMAETMAETMAETGBEwKUJmIAJrFYCFlNW651z3CZgAiZgAiZgAiZgAstBwGuagAmYgAmYACym+E1gAiZgAiZgAiZgAmuegDdoAiZgAiZgAiawNwlYTNmbNO3LBEzABEzABExg7xGwJxMwARMwARMwARNYoQQspqzQG+OwTMAETMAEVicBR20CJmACJmACJmACJrD2CVhMWfv32Ds0ARMwgV9GwP0mYAImYAImYAImYAImYAJ7QMBiyh7A8lATMIGVRMCxmIAJmIAJmIAJmIAJmIAJmMDyELCYsjzcveqBSsD7NgETMAETMAETMAETMAETMAETWPUELKas+lu47zfgFUzABEzABEzABEzABEzABEzABEzABHYRWKtiyq4dumYCJmACJmACJmACJmACJmACJmACJrBWCSzLviymLAt2L2oCJmACJmACJmACJmACJmACJnDgEvDOVzsBiymr/Q46fhMwARMwARMwARMwARMwARPYHwS8hgmYwDwBiynzKFwxARMwARMwARMwARMwARNYawS8HxMwARPYFwQspuwLqvZpAiZgAiZgAiZgAiZgAosn4JkmYAImYAIrnIDFlBV+gxyeCZiACZiACZiACawOAo7SBEzABEzABA4cAhZTDpx77Z2agAmYgAmYgAnsTsDXJmACJmACJmACJrAIAhZTFgHNU0zABEzABExgOQl4bRMwARMwARMwARMwgeUlYDFlefl7dRMwARM4UAh4nyZgAiZgAiZgAiZgAiawZghYTFkzt9IbMQET2PsE7NEETMAETMAETMAETMAETMAErknAYso1mbjFBFY3AUdvAiZgAiZgAiZgAiZgAiZgAiawTwlYTNmneO38+hLwOBMwARMwARMwARMwARMwARMwARNYLQQspiz+TnmmCZiACZiACZiACZiACZiACZiACZjA2idwjR1aTLkGEjeYgAmYgAmYgAmYgAmYgAmYgAmYwGon4Pj3JQGLKfuSrn2bgAmYgAmYgAmYgAmYgAmYgAlcfwIeaQKrhIDFlFVyoxymCZiACZiACZiACZiACZjAyiTgqEzABA48AhZTDrx77h2bgAmYgAmYgAmYgAmYgAmYgAmYgAksgYDFlCXA81QTMAETMAETMAETMIH9ScBrmYAJmIAJmMDKIGAxZWXcB0dhAiZgAiZgAiawVgl4XyZgAiZgAiZgAmuOgMWUNXdLvSETMAETMAETWDoBezABEzABEzABEzABE7huAhZTrpuNe0zABEzABFYXAUdrAiZgAiZgAiZgAiZgAvuFgMWU/YLZi5iACZjAdRFwuwmYgAmYgAmYgAmYgAmYwGojYDFltd0xx2sCK4GAYzABEzABEzABEzABEzABEzCBA5iAxZQD+OYfaFv3fk3ABEzABEzABEzABEzABEzABExgbxCwmLI3KO47H/ZsAiZgAiZgAiZgAiZgAiZgAiZgAiawwgjsAzFlhe3Q4ZiACZiACZiACZiACZiACZiACZiACewDAgeuS4spB+69985NwARMwARMwARMwARMwARM4MAj4B2bwF4gYDFlL0C0CxMwARMwARMwARMwARMwARPYlwTs2wRMYGURsJiysu6HozEBEzABEzABEzABEzCBtULA+zABEzCBNUvAYsqavbXemAmYgAmYgAmYgAmYwJ4T8AwTMAETMAET+OUELKb8ckYeYQImYAImYAImYAIrm4CjMwETMAETMAET2K8ELKbsV9xezARMwARMwARMYETApQmYgAmYgAmYgAmsVgIWU1brnXPcJmACJmACy0HAa5qACZiAUk6/IgAAEABJREFUCZiACZiACZgALKb4TWACJmACa56AN2gCJmACJmACJmACJmACJrA3CVhM2Zs07csETGDvEbAnEzABEzABEzABEzABEzABE1ihBCymrNAb47BWJwFHbQImYAImYAImYAImYAImYAImsPYJWExZ+/f4l+3Q/SZgAiZgAiZgAiZgAiZgAiZgAiZgAntAYJWKKXuwQw81ARMwARMwARMwARMwARMwARMwARNYpQRWZtgWU1bmfXFUJmACJmACJmACJmACJmACJmACq5WA417zBCymrPlb7A2agAmYgAmYgAmYgAmYgAmYwC8n4BEmYALXn4DFlOvPyiNNwARMwARMwARMwARMwARWFgFHYwImYALLQsBiyrJg96ImYAImYAImYAImYAIHLgHv3ARMwARMYLUTsJiy2u+g4zcBEzABEzABEzCB/UHAa5iACZiACZiACcwTsJgyj8IVEzABEzABEzCBtUbA+zEBEzABEzABEzCBfUHAYsq+oGqfJmACJmACJrB4Ap5pAiZgAiZgAiZgAiawwglYTFnhN8jhmYAJmMDqIOAoTcAETMAETMAETMAETODAIWAx5cC5196pCZjA7gR8bQImYAImYAImYAImYAImYAKLIGAxZRHQPMUElpOA1zYBEzABEzABEzABEzABEzABE1heAhZTlpf/gbK692kCJmACJmACJmACJmACJmACJmACa4aAxZTrvJXuMAETMAETMAETMAETMAETMAETMAETWPsE9nyHFlP2nJlnmIAJmIAJmIAJmIAJmIAJmIAJmMDyEvDqy0rAYsqy4vfiJmACJmACJmACJmACJmACJnDgEPBOTWCtELCYslbupPdhAiZgAiZgAiZgAiZgAiawLwjYpwmYgAlcg4DFlGsgcYMJmIAJmIAJmIAJmIAJrHYCjt8ETMAETGBfErCYsi/p2rcJmIAJmIAJmIAJmMD1J+CRJmACJmACJrBKCFhMWSU3ymGagAmYgAmYgAmsTAKOygRMwARMwARM4MAjYDHlwLvn3rEJmIAJmIAJmIAJmIAJmIAJmIAJmMASCFhMWQI8TzUBEzABE9ifBLyWCZiACZiACZiACZiACawMAhZTVsZ9cBQmYAJrlYD3ZQImYAImYAImYAImYAImsOYIWExZc7fUGzKBpROwBxMwARMwARMwARMwARMwARMwgesmYDHlutm4Z3URcLQmYAImYAImYAImYAImYAImYAImsF8IWEzZL5ivaxG3m4AJmIAJmIAJmIAJmIAJmIAJmIAJrDYCey6mrLYdOl4TMAETMAETMAETMAETMAETMAETMIE9J+AZ10nAYsp1onGHCZiACZiACZiACZiACZiACZjAaiPgeE1gfxCwmLI/KHsNEzABEzABEzABEzABEzABE7huAu4xARNYZQQspqyyG+ZwTcAETMAETMAETMAETGBlEHAUJmACJnDgErCYcuDee+/cBEzABEzABEzABA48At6xCZiACZiACewFAhZT9gJEuzABEzABEzABEzCBfUnAvk3ABEzABEzABFYWAYspK+t+OBoTMAETMAETWCsEvA8TMAETMAETMAETWLMELKas2VvrjZmACZiACew5Ac8wARMwARMwARMwARMwgV9OYM2IKW3b/vLdeoQJmIAJrEUC3pMJmIAJmIAJmIAJmIAJmMB+JbBmxJT9Ss2LmYAJLJmAHZiACZiACZiACZiACZiACZjAaiWwZsSUiFit98Bxrx4CjtQETMAETMAETMAETMAETMAETMAEsGbEFN/L6yLgdhMwARMwARMwARMwARMwARMwARMwgb1JYGWKKXtzh/ZlAiZgAiZgAiZgAiZgAiZgAiZgAiawMgms0qhWvZiiL57VV8+q3P0etFDP7q2+NgETMAETMAETMAETMAETMAETMIHFE/BME1h5YsrV9I9fHF5wbMwLJk2u6ZtThm0J6h/dYg5ltQFizoA8HuC1jTTMwe8Fvwf8HvB7wO8Bvwf8HvB7wO8BvwfW8HvAv/M779t774FRXq3yalyB4HWrxByYy7mRv18kDZNytgLK1VObOBLzR7Cmf4FYzJ1prrxmz1zHshaj6JYvCHGZX53oouIVbQHoBVX2gTeH1rYsGxRR5xvQ8CamArkevHNDtwltW6FpKoz+a9pZyAa5pUGt/mW0lrGtZmuWyG6pe1/q+kudv9T4l3v+cu9/qesvdf5y81/q+su9/6Wuv9T5S+W33POXe/9LXX+p85eb/1LXX+79L3X9pc5fKr/lnr/U/a/2+cvNf8/Wr7D7+KXy393fnl4vdf2lzt/TeFfa+OXe/1LXX+r8lXY/9iSeX7Z35d7yp3FtW6OuB6ibAQWVmjbM8VO0Q2GFZdM00BGhRD4QYImrH+3VL1fU1fKLKcRxdUC8Ilg2z58xXxvCbjP+YWtL8D32RwSKosg9TdOCWgutRdBXUAIrePt0ayKCbTTeKL1GBNjAc/+XEVwzDS1iFZeMPYLx0yKufxnBsXtj//QTQV+0iP1XRnCtvRE/fUQMfUUsQ8k1I7guLeL6lxEcy9hBixjWIxZRck4E59Ei9l8ZwbUY+5Ljp4+Ioa+IZSi5ZgTXpUVc/zKCYxn7kvdPPxH0RYvYf2UE19ob8dNHxNBXxDKUXDOC69Iirn8ZwbGM3fcvhj+/ySIisGQee+qHa0bEHv8eEcE5XGvJ8dJPBH3RIvZfGcG19kb89BEx9BWxDCXXjOC6tIjrX0ZEft9F/ILyevTRCc/Y4/cPJ/Fc/LwIziX7Jb//6CNi6CtiGUquGcF1aRHXv4zgWMa+5P3TTwR90SL2XxnBtfZG/PQRMfQVsQwl14zgurSI619GcCxj9/2L4b8DZBERWDKP6+knIvK6ETH/b1dEzLeFcmxds0wpIYqEVr7BMbJAPmq+Nu3wInFcS9GlLEu0DQUX9rW0q59qadg0MlZXwJmWOwZhGcUwxMnXObDUP4gc2RRoG7wZc1cN602UGFQtZgGksoOpqSloXCoCbdsg6YJOgqpYQg1qKoi2oHVQNglFqwElOBItZ+7vUmuuBVsst72198Wuv9R5eyv+5fazWA57K+7Frr/UeXsr/uX2s1gOeyvuxa6/1Hl7K/7l9rNYDnsr7sWuv9R5eyv+5fazWA57K+7Frn9d865v+96Kf7n9XN/97j5OcTM7wFJMPnb3u7+utfZasMXy2lt7X+z6S523t+Jfbj+L5bC34l7s+kudt7fiX04/zLxz/jxicbVYgvn6nDXM2zVG/1YO68zRmbej7DEzBwbMv2uOTYUaG9T1LNpo0fJSlgUX1oOjEyrW1CpjdYWcUhNWSCgLwogFdfLaFWSDRn0ywm9QoOyM8zYBs7Oz0M2Y5tQdtG0USrZxzM7oYmeMYRK0XO/wusA0FbKZCExx9hT97KTt71JrjmwyCqi+2krFvFhumjuyxe5b8xe7/lLnae2RLTb+5Z6n+BfLQXNHtth9aP5i11/qPK09ssXGv9zzFP9iOWjuyBa7D81f7PpLnae1R7bY+Jd7nuJfLAfNHdli96H5i11/qfO09sgWG//cPCxXqfgXy0FzR7bY+DV/sesvdZ7WHtli41/ueYp/sRw0V/Ev1nbM/c632PWXOk/xj0x7UH21lYp5sRw0d2SL3bfmL3b9pc7T2iNbbPzLPU/xL5aD5o5ssfvQ/MWuv9R5Wntki41/uecpfnGQqT6y4fUwv97JHFs2yXKSgonKKebmMwFMDyq2AhJRlNtXVYWiTGjbFhHBTH54jjQAlbtad9WGo5b3VbEtbwRzqwca1mQKiSZOMrarGFrDW9By3PBMrA76DduAhjdly8FH4lJ2nUe7lArX2Sx/upv9jNfn0M6lnW+DGcAM/L8Dvwf8HtjP7wH/u+OfPX4PrPb3gH6P1O+TizH9nrra9+/4/b9hvwf8HtiT98AF/F1TdjnLslsM8/e6j15ZoGlq5I/8RAetPj3CMYnGdB6FPm1Ci5YNKNCiZEW9LFbAueyRDEWSq5NoiTfzmmtWkNnYGIRJ6QSjMqUSNcdNdAKn//gHeOQT/gqPfNJf4H6PfREe+Qd/iYf8wcvxYJYPoj34ya/Eg5/813jwk1g+4S/x4Me/HA95wsvw0Ce+DA9b5nIUx2or9xa3xe57b62/VD+LjX+55y1136P5i93HaP5yl4uNf7nn7S1u12sf/Hdy93F7a/2l+tk9rtVyvdR9j+Yvdr+j+ctdLjb+5Z63t7gtdh97a/2l+lls/Ms9b6n71u+OD30Sf4dchD2M/57m+SyXGsdS5y/3fVjs+kvd92j+cq8/imOx5WLjX+55i93v7vMWu4/d/SzX9WLjX+55D33SS7DQxE+muEblQ57w0mGOnf+dYz3/W/lyPOLxL0bTNJRFAKbvmJ2ZQVGUaAc16n6Dbm8dM3sg8TXmjAoKa2Ch1lxdMS8rJKKGdGhEBKJTTdbOYVJ9WGUtaJRPgqa2NoUKfOANT8EH3vp0vO/Nz8M73vh8fOjtL8EHXv/n+NfXvwAfYvl+2nvf8Kf4wBuei/e98U/xnjf/Od71lhewfCHe/aYXunyzOfh9sPb+d/Aev6/975v/fffPN/874H8H9vK/A++lP9n73vhC/k6556a5Mv/e4d87/HuK84/V+O/Au9/4Iiw0vY8X2nv5c/c9b/5/yHvjv5e5zn8v3/3GF+C9b3kx21+any+pZyieFF2kKIHOGMr1G7FzZhbK9nOCr5eRIICE4dMpalw5lpY9lBGgOTqjy1EJglOMgqrPVKkuawOoCf6si3fila//Gl71pq/jr/7hC3j+a76Al//z5/Hyf/wkXvbaD+MvXvtR1j+Gl/3Tp/DSf/4MXvqPQ3sxyxe/9t+gUm3LWb5EsdBWW7m3uC1233tr/aX6WWz81zEP+6t9qfsezV9svKP5y10uNv7lnre3uC12H1dbn/+W5us9LfnvXp63hHKx8S/3vKXuezR/sfsYzV/ucrHxL/e8vcVtsfvYW+sv1c9i41/ueUvdt35nHNlLX/uZ4e+Se1hq/lLjWOr85b4Pi11/qfsezV/u9UdxLLZcbPzLPW+x+9193mL3sbuf5bpebPzLPU+8djf9e7bQXsTf617y2k/nvPsl//RvzG3+Lddf+o8sX/tZPP+vP40XvupLuPCKKSB6qGsm9k0DNC3KIhZm/wC7EAktW1vWG6ysY/nFlGvh0bKNrPg6PCsWMuIlSypXpNqiwFQawwX1Bvz7Ty7H5/7vIvzHz3bgSz/t4zM/oZ1OO6PGv9E+e0aDz8lOr/G5M/v4/BkzQztzGp/nuH8/o4/lNMWk9VdbqZiHtjR+i9333lh7b/hYbPzLPW9v7F0+FrsPzV0Jttj4l3ve3mK32H1cbf0zB8N/Q/e03Av/9i42/uWedzV+S+Cw2H3srfWX6mex8S/3vKXuezR/sfsYzV/ucrHxL/e8vcntc3P/+93Tcm/GsFhfy30fFrv+Yve7+7zlXn/3ePb0erHxL+SxdQ0AAA4JSURBVPe8Pd3ndY1f7D6uy9/+bl9s/Ms97/py+vzc74SfPWOWefgg5+CfO2OAL5w5g//4+TS+de4kLu/3MIhxtE0gf/hkMItuUzHLh6QTKgCgiAKOaVEFS7ZIJ5CxuiLO5RdTCAatwlAl8mM9qo3o1FSoRvWWqlRd9Um1gf7scUPUUxjDdqzLdhXLHbEBO9NmbIuDcJUsbWV96//P3t0ut21cARg+C1K2JEuR5I8m/bqvXkHrsdufnelMr8OxnV5E/qSx3eZmWsdJ2mkT22o8lkgRPQfURtKRVxS4AAGSr6LlYhdnsYsHS5jYyJb8LxzIu7Avh3Kg9bfljW5bel3F7v9UtrqFJu3/0MayhPkbHXO2lR5j3vNvpH+zz0kZ45/3vJtq14hfxvk30n/OtbO2GeNv6jrMe5xG/DLOf9r/gd47Le3NmWfeezPGP697U+2mft2dfyP923soJ3H9ZN75xPXT907G/GnMT8dQfY6sm+e8b5pqq2Oed/513a6R65dx/o30n3sdM8bP9dP7R65/bvu1uX4HYs/eh2Hvp9yeHQ+H+3IYbsk72ZD3ZSn2W3wKOZGhjCRoHkT0VaqFFPuhlVKKao3AXkO1pQGzvxcSUSykl1mdmJgiSZWmwfav9wbdLIpQQZa6bf/o7EYoZVAeSyjHorukWlUZDDUf6uZQQpAqFYOBDIoNGYZCNrSu0HbBfv3PoBDdIUE7sFRosdCXzpKOr1jmlGuXe+65/ee2zx1/1+27Pv/c/nPbd+2f23/X56834SIrFZJ17w3afplToePPSbnnntN3E21zx991+1yD3PHn9p/bPnf8XbfPPP8wqD5A6ufJ+rm1LTL7z27ftX9u/7l+Xfff9fhzzz+3fdfnn9t/bvukn34uWIZ91z7/IMWlz4mFDDe3JGwM9Zl8IqE40aSLKIU+34cjmWgaichYBrqgovdXmaaB1mkLrRUJ0p8vG12no7FFEkuiUKUmG0w1KKvUFILYX5+q9gwmx7Ir72Vncijbo9dy6+SNbI3fytZI0/hH2dR8++QH2R7/oPW678Tq32r5jexo3fb4tWxqm82T13JT863xaYyWt0iCwWsMeB8wB5gDzAHmAHOAOTBzDthnyi37XKmpbr5pbTCeaczn0iX5XMpcZi67ObCpz91XpY2j/8pw9L3cOP5e7H64OXkjm+Vb2ZZDzd9XP0hxYosCmoIundjawEBzLUq1U9cIqu0evNjYOh1G0N4tXTaZ6J6JTMalDDWg1ICd8E62j76T/aNv5e7oO9l79w/52dErTVo++kbujV7Jvfev5O7xS02v5M7xdPvO8T/l9vHXWmf1L+XO6KXcHn0tB5ruWKwe4y5JMND5wjxgHjAHmAPMAeYAc4A5MGMO2OfNj/Uz5zzJPrvymavbz1z4488caG8O3Dv+RlLprj5/39Zn8zuWRt/KwdjSv/T5/N/6bP4f2Rm/lQ1dBdDH/2r5ZKDb9hMpVpbqxyt0+SJoZU++dTQdj0QXST44gqp+IsVAtXRd5UYp8qcHv5HPP/ujfPH0ofz1ye/kq788lGdPfivPNb14el9ePHkgzzR/9uS+fKl1tu/ZU6v7vTyzfY8fyItP78vfHj2Q54+07lNNWmfxpPtqRGIeMAeYA8wB5gBzgDnAHJg5B+zz5pzpuX5OnXn8yzF8TsOEOcAcWPo58Fyfvf/++KF89fgP+uz+UF7o9nN9Nv/y0UP5Qp/NP//sz3JTFwd0BUCCPv/rpn7rYoC+Vt+2o9rox0u3iykVkOFMqpWnCyTVP+mrNeWJ3NBR3pyMZF/zu1r1S02/1mS5pV/o9s81xfwT3Y7J6i1Z2XJrZ+lXGnO+re0jiWCAAXOAOcAcYA4wB5gDzcyB1XW0z5U5Cd/VnRtcW64tc+DqOfCJrgF8rMmc7Hncns0t2bP8PX1G39akj/1SBt2Qib5YGmvev28bZ69GZQOq3Kof49GhFUHsN/hsDoOEox/l1mQiu1q9XR7L9smR7Opiy66MtG4kO5p/pOAf6f6YdrVsaU/rLO2WY20zln2t3xeRPc33ZEyOg84B5gHvhwnz4Nr3Q7NqIvG+431n86hH84A/D7kPXuM+aJ8tdzVu3pz3Pe97nj+47y/nfcDeuzlJ5ECfwS3tlyKW9jS3e+nOZCybJ8eyUU5kKGVcDdAtDbB/80P/fNamvfq2tYvuBhSsaxuCJRErWpLqS+uCJmUcDG9IqUtTWze35YYurhRKGmQgobC/QaUxpdZoEqvT+KD7tUaPZ79qSUvaVg8gVdJa0WTHs3Jp2yQVUycccGAOMAdqzAGp7q1B763zJe6/zd13scSSObDYORD0XpmTuF6LvV54480cuP4cEH2eTnldtS/V5mK9Pp/LxSSnfyMlFIUMh0MZBtGnems1EfsKWhL7NbxiX9M62+pD0pWIjocREv1X9WfDC6eA9nenLInYPkvWvpBQ7S+soHuCWIylquLcS6l7LZ2r0s1pO9F9WtDvs3IQ+08XbhK5But3Ue0NeqEt2nKpvi7Xx/0xr8I+0G9T9bGfVD6rn9jOx6XqU3Ex3uc+vqtyaly+3pfbHq/vz5dn9R/jfVyqPhUX433u47sqp8bl63257fH6/nx5Vv8x3sel6lNxMd7nPr5eeRqd8Xra9PJ9crrjcn2z4y+m3Vxx//X9+fL0AOnjxHgfl6pPxcX4urk/XltlP67Yj6/35RjXVu778+VZ/cZ4H5eqT8XF+Lq5P15bZT+u2I+v9+UY11bu+/PltvqNx/X91S3H47Sd+3HF/ny9L8e4tnLfny+31W88ru+vbjkep6287nh8fFvjisf1/flyjGsr9/3VLbc1rnjcuuPx8fE4beW+P1++Tr9Bn2ul+jr7nGPHqapmvFjcVUmqnzCZ6FFi0s1z30G3LWnW+++o0/uB2gBDCBJCsM0LKYR0XQihahNCIhetvyJd6OgDhdja70rVp+JifNO578+XZ/UX431cqj4VF+N97uO7KqfG5et9ue3x+v58eVb/Md7HpepTcTHe5z6+q3JqXL7el+uPt14L358vzzpajPdxqfpUXIz3uY+vXU7dV69bf3rvTY3L1/ty7fGe9nfddr4/X551nBjv41L1qbgYXzf3x2ur7McV+/H1vhzj2sp9f748q98Y7+NS9am4GF8398drq+zHFfvx9b4c49rKfX++3Fa/8bi+v7rleJy2cz+u2J+v9+UY11bu+/PltvqNx/X91S3H47SV1x2Pj29rXPG4vj9fjnFt5b6/uuW2xhWPW3c8Pj4ep63c9+fLs/qN8RaX2rZ9qRTbpPIQBhLOJan+x5YtS1w3pY68+Hob8eJ7zewxhCAhnKXU4UIIqV3UI7A+ApwpAggggAACCCCAAAIIIFBTIMj0v5rN1iZ8KRdTmrw6QQ9GEn2b9CtxTbgezIH+zwHJ/OIaC/deEQxEMBDBQAQDEQxEMBDBQGSlDWSFvtZ+MaXBa8mhEEAAAQQQQAABBBBAAAEEEEBg9QWqv6C0BqfJKSKAAAIIIIAAAggggAACCCCwzgKce5MC/GRKk5ocCwEEEEAAAQQQQAABBBBAoDkBjoRATwVYTOnphWFYCCCAAAIIIIAAAgggsJwCjBoBBFZfgMWU1b/GnCECCCCAAAIIIIAAArME2I8AAgggUEOAxZQaWIQigAACCCCAAAII9EmAsSCAAAIIINCNAIsp3bjTKwIIIIAAAgisqwDnjQACCCCAAAJLL8BiytJfQk4AAQQQQACB9gXoAQEEEEAAAQQQQOBMgMWUMwu2EEAAAQRWS4CzQQABBBBAAAEEEECgFQEWU1ph5aAIIIDAvAK0QwABBBBAAAEEEEAAgb4LsJjS9yvE+BBYBgHGiAACCCCAAAIIIIAAAgiskQCLKWt0sTnViwKUEEAAAQQQQAABBBBAAAEEEJhHgMWUedS6a0PPCCCAAAIIIIAAAggggAACCCDQscACFlM6PkO6RwABBBBAAAEEEEAAAQQQQACBBQisTxcspqzPteZMEUAAAQQQQAABBBBAAAEEvABlBOYQYDFlDjSaIIAAAggggAACCCCAAAJdCtA3Agh0K8BiSrf+9I4AAggggAACCCCAwLoIcJ4IIIDAygiwmLIyl5ITQQABBBBAAAEEEGhegCMigAACCCBwWYDFlMsm1CCAAAIIIIAAAsstwOgRQAABBBBAoFUBFlNa5eXgCCCAAAIIIHBdAeIQQAABBBBAAIFlEWAxZVmuFONEAAEEEOijAGNCAAEEEEAAAQQQWEMBFlPW8KJzygggsO4CnD8CCCCAAAIIIIAAAgjkCLCYkqNHWwQQWJwAPSGAAAIIIIAAAggggAACPRFgMaUnF4JhrKYAZ4UAAggggAACCCCAAAIIILB6AiymrN41zT0j2iOAAAIIIIAAAggggAACCCCAwBUCK7KYcsUZsgsBBBBAAAEEEEAAAQQQQAABBFZEoB+nwWJKP64Do0AAAQQQQAABBBBAAAEEEFhVAc5r5QRYTFm5S8oJIYAAAggggAACCCCAAAL5AhwBAQTSAiympG3YgwACCCCAAAIIIIAAAsslwGgRQACBhQiwmLIQZjpBAAEEEEAAAQQQQCAlQD0CCCCAwLIJsJiybFeM8SKAAAIIIIAAAn0QYAwIIIAAAgissQCLKWt88Tl1BBBAAAEE1k2A80UAAQQQQAABBJoQYDGlCUWOgQACCCCAQHsCHBkBBBBAAAEEEECgZwIspvTsgjAcBBBAYDUEOAsEEEAAAQQQQAABBFZXgMWU1b22nBkCCNQVIB4BBBBAAAEEEEAAAQQQuIbA/wEAAP//PsGCXwAAAAZJREFUAwCT8RIJrLn0tAAAAABJRU5ErkJggg==" class="kg-image" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026" loading="lazy" width="483" height="625"></figure><h2 id="when-to-write-or-use-a-formal-letter">When to Write or Use a Formal Letter?</h2><p>A formal letter is used when the situation calls for professionalism. You cannot use casual words or informal tone here. Here are some common situations where you need a formal letter:</p><p>&#xB7; &#xA0;&#x2003;College applications</p><p>&#xB7; &#xA0;&#x2003;Applying for a job</p><p>&#xB7; &#xA0;&#x2003;Writing a resignation letter</p><p>&#xB7; &#xA0;&#x2003;Submitting a complaint</p><p>&#xB7; &#xA0;&#x2003;Making a formal request to a company</p><p>&#xB7; &#xA0;&#x2003;Communicating with government offices</p><p>&#xB7; &#xA0;&#x2003;Handling business deals or transactions</p><p>&#xB7; &#xA0;&#x2003;Writing to someone you do not know personally</p><p>In short, you write a formal letter whenever you need to communicate officially with someone you do not have a personal relationship with.</p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026" loading="lazy" width="624" height="181"></figure><h2 id="types-of-formal-letters">Types of Formal Letters</h2><p>Formal letters are written for many different reasons. Each type has its own purpose. Here are the most common types of formal letters:</p><!--kg-card-begin: html--><table style="border: none; border-collapse: collapse;"><colgroup><col width="191"><col width="230"><col width="172"></colgroup>
<tbody>
<tr style="height: 25.5pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Type of Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Purpose</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Who Writes It</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><a title="Format &amp; Sample of Job Application Letter" href="https://www.naukri.com/blog/job-application-letter-samples/">Job Application Letter</a></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To apply for a job and highlight skills</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Job seeker</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><a title="cover letter samples" href="https://www.naukri.com/blog/cover-letter-samples/">Cover Letter</a></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To introduce yourself along with a resume</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Job seeker</span></p>
</td>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><a title="offer acceptance letter samples" href="https://www.naukri.com/blog/writing-a-job-acceptance-letter-samples/">Offer Acceptance Letter</a></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To formally accept a job offer or invitation</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Candidate or employee</span></p>
</td>
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<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><a title="Format of Resignation Letter" href="https://www.naukri.com/blog/resignation-letter-samples-and-templates/">Resignation Letter</a></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To leave a job politely and professionally</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Employee</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Complaint Letter</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To raise an issue with a product or authority</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Customer or citizen</span></p>
</td>
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<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Request Letter</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To ask for permission or information</span></p>
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<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Student or employee</span></p>
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<tr style="height: 60pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Business Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To communicate officially with companies</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Business owners or employees</span></p>
</td>
</tr>
<tr style="height: 60pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Sales Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To promote a product or service</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Sales or marketing professional</span></p>
</td>
</tr>
<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Termination Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To end employment or a contract</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Employer or manager</span></p>
</td>
</tr>
<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Formal Thank You Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To say gratitude for help or opportunity</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Employee or professional</span></p>
</td>
</tr>
<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Letter of Recommendation</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To recommend someone for a job or opportunity</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Teacher, manager, or colleague</span></p>
</td>
</tr>
<tr style="height: 42.75pt;">
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Apology Letter</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To admit mistake and express regret</span></p>
</td>
<td style="vertical-align: top; padding: 0pt 5pt 0pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.6000000000000001pt;">
<p dir="ltr" style="line-height: 1.284; margin-top: 12pt; margin-bottom: 8pt;"><span style="font-size: 16pt; font-family: Calibri,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Student or professional</span></p>
</td>
</tr>
</tbody>
</table><!--kg-card-end: html--><h2 id="formal-letter-format-%E2%80%93-parts-of-a-formal-letter">Formal Letter Format &#x2013; Parts of a Formal Letter</h2><p>The structure of a formal letter always follows a fixed order, and each part has its own role. Below is the standard format of formal letter that you can follow.</p><p><strong>1. Header</strong></p><p>The header is written at the top of the letter and usually includes three things:</p><ul><li><strong>Sender&#x2019;s Address</strong>: Your address so the recipient knows where to reply.</li><li><strong>Date</strong>: The day the letter is written. Place it just below your address.</li><li><strong>Recipient&#x2019;s Address</strong> - The full name, designation, and address of the person or office you are writing to.</li></ul><p><strong>2. Subject Line</strong></p><p>A short one line statement that clearly depicts the purpose of the letter. Here is an illustration: <em>Subject - Request for Bonafide Certificate</em>.</p><p><strong>3. Salutation</strong></p><p>The greeting that opens the letter. Use polite forms such as <em>Respected Sir/Madam</em> or <em>Dear Mr. Singh</em>.</p><p><strong>4. Body of the Letter</strong></p><p>This is the main text and is mostly segregated into three parts:</p><ul><li><strong>Opening</strong> - State why are you writing.</li><li><strong>Details</strong> - Offer explanation or requests.</li><li><strong>Closing</strong> - End politely - often with thanks or a call to action.</li></ul><p><strong>5. Closing Line</strong></p><p>A polite sign-off such as <em>Yours sincerely</em> or <em>Yours faithfully</em>.</p><p><strong>6. Signature and Name</strong></p><p>Your full name comes last, with a signature above it if it is a printed copy. Add designation or class if required.</p><p><strong>7. Enclosures (if any)</strong></p><p>Mention any documents attached with the letter. Example: <em>Enclosure: Resume</em>.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,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" class="kg-image" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026" loading="lazy" width="624" height="213"></figure><p>Here is an example of a formal letter format.</p><!--kg-card-begin: html--><div data-mobiledoc="{&quot;version&quot;:&quot;0.3.2&quot;,&quot;atoms&quot;:[],&quot;cards&quot;:[],&quot;markups&quot;:[[&quot;strong&quot;]],&quot;sections&quot;:[[1,&quot;p&quot;,[[0,[0],1,&quot;Format of formal letter&quot;]]]]}">
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<p style="text-align: center;"><strong>Format of formal letter</strong></p>
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</div><!--kg-card-end: html--><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="Formal Letter Format: Structure, Examples &amp; Writing Tips 2026" loading="lazy" width="624" height="808"></figure><h2 id="how-to-write-a-formal-letter">How to Write a Formal Letter?</h2><p>Writing a formal letter is easier when you break it into clear segregations. Do not stress about style or length. Pay attention on the basics that make your letter professional. Here are 5 easy steps you can follow:</p><p><strong>1. Plan before you write</strong></p><p>Think about why you are writing and who will read it. Having a clear purpose makes it easier to stay on track and avoid unnecessary details.</p><p><strong>2. Write a strong opening</strong></p><p>Start with a sentence that quickly explains the reason for your letter. For example - &quot;I am writing to request&#x2026;&quot; or &quot;This letter is regarding&#x2026;&quot;. A direct start saves the reader&apos;s time.</p><p><strong>3. Build the main content</strong></p><p>Use the middle section to provide supporting information. Keep your points clear and short. If needed - use examples or references to make your request stronger.</p><p><strong>4. End with an understandable action</strong></p><p>Close by mentioning what you expect next, like a reply, approval, or confirmation. Always conclude with polite language.</p><p><strong>5. Proofread carefully</strong></p><p>Before sending, check spelling, grammar and names. Even a small mistake can weaken the impression.</p><h2 id="formal-letter-template">Formal Letter Template</h2><p>You can use the following template as a ready reference when drafting your own formal letter.</p><p>[Your Name]</p><p>[Your Address]</p><p>[City, State &#x2013; PIN Code]</p><p>[Date]</p><p>[Recipient&#x2019;s Name]</p><p>[Recipient&#x2019;s Designation]</p><p>[Company/Organization Name]</p><p>[Recipient&#x2019;s Address]</p><p>Subject: [State the purpose of the letter in one line]</p><p>Respected Sir/Madam,</p><p>[Introduction: State the reason for writing the letter in a clear and direct way.]</p><p>[Details: Provide additional information, explanation, or context supporting your purpose.]</p><p>[Closing: End politely with thanks, and mention any expected action or response.]</p><p>Yours faithfully/sincerely,</p><p>[Your Signature if hard copy]</p><p>[Your Full Name]</p><p>[Your Designation/Details if required]</p><p>Enclosure: [List documents if any]</p><h2 id="formal-letter-samples">Formal Letter Samples</h2><p>Here are some ready-made samples to show how the formal letter format looks in real situations.</p><h3 id="formal-letter-sample-1-job-application-letter">Formal Letter Sample 1: Job Application Letter<br></h3><p>Rohit Sharma</p><p>C-221, Green Park</p><p>New Delhi &#x2013; 110016</p><p>+91-9876543210</p><p>rohit.sharma@email.com<br></p><p>15 September 2025<br></p><p>The Hiring Manager</p><p>Infosys Technologies Ltd.</p><p>Electronics City Phase 1</p><p>Bengaluru &#x2013; 560100</p><p>Dear Sir/Madam,</p><p>I am writing to express my interest in the position of Software Engineer at Infosys Technologies. I have been following your company&apos;s work in digital transformation and artificial intelligence. And I am highly impressed with the innovative projects delivered by your teams. I believe my skills and background would allow me to contribute meaningfully to your organization.</p><p>I hold a Master of Technology degree in Computer Science from the Indian Institute of Technology (IIT), Delhi, with a specialization in artificial intelligence and machine learning.</p><p>During my academic and professional journey, I have completed internships at Tata Consultancy Services (TCS) and Wipro, where I worked on developing scalable software solutions. In my most recent role at HCL Technologies, I was responsible for building and optimizing machine learning models and also gained hands-on experience with cloud platforms such as AWS and Microsoft Azure.</p><p>I am a motivated, detail-oriented professional with a strong interest in AI-based solutions. Along with technical expertise - I also bring adaptability, teamwork and a keen desire to learn and grow.</p><p>I have attached my resume for your reference. I would be grateful for the opportunity to discuss how my skills can align with the Software Engineer role at Infosys.</p><p>Sincerely,</p><p>Rohit Sharma</p><h3 id="formal-letter-sample-2-sales-letter">Formal Letter Sample 2: Sales Letter<br></h3><p>Amit Khanna</p><p>Sales Manager</p><p>FreshBlend Appliances Pvt. Ltd.</p><p>Plot No. 24, Okhla Industrial Area</p><p>New Delhi &#x2013; 110020</p><p>amit.khanna@freshblend.com</p><p>+91-9876543210<br></p><p>Date: 15 September 2025<br></p><p>Ms. Priya Kapoor</p><p>B-56, Greater Kailash</p><p>New Delhi &#x2013; 110048</p><p>priya.kapoor@email.com</p><p>Dear Ms. Kapoor,</p><p>Do you spend too much time in the kitchen preparing meals instead of enjoying them with your family? With our latest product &#x2013; the FreshBlend Smart Mixer Grinder &#x2013; you can now cook faster, healthier, and smarter.</p><p>The FreshBlend Smart Mixer Grinder is designed especially for modern Indian households and offers features such as:</p><ul><li>Pre-programmed settings for dosa batter, chutney, smoothies, and spice grinding.</li><li>Powerful 1000W motor that handles both light and heavy ingredients with ease.</li><li>Touch control panel with LED display for simple, quick use.</li><li>Overload protection to ensure long life and safe operation.</li></ul><p>Here&apos;s what one of our customers had to say -</p><p><em>The FreshBlend Smart Mixer Grinder has made cooking stress-free. Grinding masalas takes just a minute, and the results are perfect every time.</em> &#x2013; Neha S., Satisfied Customer</p><p>Now is the right time to upgrade your kitchen. Order your FreshBlend Smart Mixer Grinder today and make cooking a joy again.</p><p>To place your order or know more about our festive offers, visit www.freshblend.in or call us at 1800-222-789.</p><p>Thank you for choosing FreshBlend Appliances as your kitchen partner. We look forward to serving you.</p><p>Sincerely,</p><p>Amit Khanna</p><p>Sales Manager, FreshBlend Appliances Pvt. Ltd.</p><h2 id="tips-for-writing-a-good-formal-letter">Tips for Writing a Good Formal Letter</h2><p>Here are few extra details that can improve your formal letter:</p><ul><li>Follow proper formal letter format</li><li>Always use a professional email ID for correspondence</li><li>Keep sentences and paragraphs short</li><li>Print on clean A4 paper if submitting offline</li><li>Use a legible font like Times New Roman or Calibri</li><li>Keep margins neat and consistent</li><li>Align all text to the left for a clean look</li></ul><h2 id="common-mistakes-to-avoid">Common Mistakes to Avoid</h2><p>Here are common mistakes you can avoid when writing formal letter:</p><ul><li>Using an informal tone or casual greetings</li><li>Forgetting to include a subject line</li><li>Writing long paragraphs that are hard to read</li><li>Addressing the wrong person or spelling their name incorrectly</li><li>Leaving out important details like dates or references</li><li>Sending the letter without reviewing it once</li></ul><p><strong>FAQs</strong></p><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a formal letter and when is it used?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A formal letter is a written document used for official or professional communication with someone you do not know personally. It follows a fixed seven-part structure and uses polite, respectful language. In India, formal letters are required for situations such as writing to government departments, submitting RTI applications, requesting bonafide certificates from schools, communicating with HR teams, and addressing corporate clients. Casual phrasing, slang, or emojis are not acceptable in this format.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the 7 parts of a formal letter in order?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The seven parts in order are: 1) Header containing sender address, date, and recipient address, which identifies who is writing, when, and to whom. 2) Subject line, a one-line summary of the purpose. 3) Salutation, a polite opening like Respected Sir or Madam. 4) Body with introduction, details, and closing that carries the actual message. 5) Complimentary close such as Yours faithfully or Yours sincerely. 6) Signature and name to authenticate the sender. 7) Enclosures listing attached documents.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How do you write a formal letter in 5 steps?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Follow these five steps to draft any formal letter. Step 1: Plan the purpose and identify the recipient before writing a single line. Step 2: Open with a direct sentence such as I am writing to request, instead of long pleasantries. Step 3: Build the middle paragraph with supporting facts, dates, reference numbers, or examples. Step 4: Close by stating the action you expect, such as a reply, approval, refund, or interview call. Step 5: Proofread for spelling, grammar, names, and designations before sending.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between Yours faithfully and Yours sincerely?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Use Yours faithfully when the recipient&apos;s name is unknown and you opened with Dear Sir or Dear Madam. Use Yours sincerely when the recipient&apos;s name is known and you opened with Dear Mr. Singh or Dear Ms. Kapoor. The rule is straightforward: if you started the letter with a name, end with sincerely; if you started with a generic title, end with faithfully. Mixing the two is one of the most common errors in Indian school and corporate correspondence.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What should be written in the subject line of a formal letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The subject line should be a single line of 6 to 12 words that states the exact purpose so the recipient can route the letter without reading the full body. Place it after the recipient&apos;s address and before the salutation. Strong examples include Application for Internship in Marketing Department, Request for Three Days Leave from 12 to 14 October, and Complaint Regarding Electricity Bill Overcharge of Rs 4,200. Avoid vague phrases like Important or Request.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between a formal letter and an informal letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A formal letter is written for official, business, or institutional purposes to a stranger, authority, or company, uses a polite professional tone, follows a fixed seven-part format, and uses standard English without contractions. An informal letter is written for personal communication to family or friends, uses a casual and emotional tone, has a flexible layout, and allows conversational slang. Use a formal letter for anything with legal, academic, or commercial weight, and an informal letter only for personal relationships.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How long should a formal letter be?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A formal letter should ideally fit on one A4 page, which translates to roughly 200 to 300 words across three short body paragraphs. Anything longer dilutes the message and signals poor planning. The introduction takes one or two sentences, the details section runs three to five sentences, and the closing takes one sentence. If your draft crosses one page, move supporting evidence to enclosures such as a resume, invoice copy, or medical certificate.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Can a formal letter be sent by email, and does the format change?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Yes, formal letters are routinely sent by email in modern Indian workplaces, and the core structure stays the same. The differences are practical: postal addresses can be skipped, the subject line moves to the email&apos;s own subject field, and the date is auto-stamped by the mail client. Always send from a professional address such as firstname.lastname@domain rather than nicknames. End with your typed full name, designation, and contact number as an email signature.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the correct format for a job application letter in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A job application letter follows the standard formal layout with role-specific content. Place your name, address, phone, and email at the top, then the date, then the hiring manager&apos;s name and company address. Use Dear Sir or Madam if the recruiter&apos;s name is unknown. The body covers three things: the role you are applying for, two to three credentials with quantifiable achievements, and a request for an interview. Close with Sincerely and mention Enclosure: Resume. Sample applicants typically reference institutions like IIT, IIM, or specific employers such as TCS, Wipro, or Infosys to anchor credibility.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a sales letter and how is it different from a job application letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A sales letter is a formal letter written by a business to persuade a prospective customer to buy a product or service. Unlike a job application letter where the writer seeks something, a sales letter offers something. It typically opens with a pain-point question, lists product features in bullets, includes a customer testimonial, and ends with a call to action such as a website URL, toll-free number, or limited-period offer. The tone stays polite but is also persuasive and benefit-focused.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the most common mistakes to avoid in formal letter writing?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The seven mistakes that weaken a formal letter the most are: 1) Mixing casual language like Hi or Thanks a ton into the salutation or closing. 2) Skipping the subject line, forcing the reader to guess intent. 3) Misspelling the recipient&apos;s name or designation. 4) Writing one giant paragraph instead of intro, details, and closing blocks. 5) Omitting reference numbers, dates, or invoice IDs for complaints. 6) Forgetting to list enclosures that are physically attached. 7) Sending the draft without a final proofread for grammar and tone.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What formatting rules should be followed when typing a formal letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Use A4 size paper, a serif font like Times New Roman size 12 or a clean sans-serif like Calibri size 11, single line spacing within paragraphs, and a blank line between paragraphs. Keep all text left-aligned, do not justify or centre-align body content. Maintain one-inch margins on all four sides. For printed letters, sign in blue or black ink above your typed name. For email submissions, attach the letter as a PDF rather than a Word file to preserve formatting across devices.</div>
    </div>
  </div>
</section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[HR Full Form (Human Resources): Meaning, Roles, Types, and Salary]]></title><description><![CDATA[The full form of HR in a company is Human Resources. Learn the meaning, types, roles, key skills, and average salary of an HR professional in this guide.]]></description><link>https://www.naukri.com/blog/what-is-hr-human-resource/</link><guid isPermaLink="false">641d991bbcf2760001e5ba52</guid><category><![CDATA[Career Development]]></category><category><![CDATA[Career Guide]]></category><category><![CDATA[Career Advice]]></category><category><![CDATA[Recruitment]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Mon, 11 May 2026 01:46:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2025/07/What-is-hr-3.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://www.naukri.com/blog/content/images/2025/07/What-is-hr-3.jpg" alt="HR Full Form (Human Resources): Meaning, Roles, Types, and Salary"><p>HR full form is Human Resources, the corporate function that treats employees as strategic assets and manages the full work lifecycle. This guide is built for students, early-career professionals and aspiring HR managers in India who want clarity on what HR does, the eight functional types it splits into, and how to enter the field through pathways like a BBA, MBA in HR or certifications from SHRM and HRCI.</p><p>It maps salary bands using AmbitionBox 2025 data, references Bureau of Labor Statistics projections, and explains tools such as HRMS, HRIS, ATS and LMS. Key takeaway: HR in India is shifting toward analytics, digital tools and people strategy, so candidates who pair human skills with HR-tech fluency will see the strongest career growth.</p><!--kg-card-begin: markdown--><h2 id="tableofcontent">Table of Content</h2>
<ol>
<li><a href="#what-is-hr-full-form">What Is HR Full Form?</a></li>
<li><a href="#what-is-the-full-form-of-hr-in-a-company">What Is the Full Form of HR in a Company?</a></li>
<li><a href="#why-are-human-resources-important">Why Are Human Resources Important?</a></li>
<li><a href="#what-are-the-types-of-hr">What Are the Types of HR?</a></li>
<li><a href="#key-roles-and-responsibilities-of-hr-professionals">Key Roles and Responsibilities of HR Professionals</a></li>
<li><a href="#average-salary-of-an-hr-professional-in-india-2025-">Average Salary of an HR Professional in India (2025)</a></li>
<li><a href="#career-scope-and-future-of-hr-in-india">Career Scope and Future of HR in India</a></li>
<li><a href="#how-to-become-an-hr-professional">How to Become an HR Professional?</a></li>
</ol>
<!--kg-card-end: markdown--><h2 id="what-is-hr-full-form">What Is HR Full Form?</h2><p><strong>HR Full Form = Human Resources</strong></p><p>We are pretty sure you already know this, so let&#x2019;s dig a bit deeper to understand HR meaning and definition.</p><p>Human Resources (HR) is the department in a company that manages everything related to employees. &#xA0;The people who work in this department are called HR professionals. They handle tasks like hiring, training, payroll, employee support, and maintaining workplace policies. Their job is to make sure both the employees and the company work well together.</p><p><strong>Human Resources (HR) &#x2013; At a Glance</strong></p><!--kg-card-begin: html--><table style="border:none;border-collapse:collapse;"><colgroup><col width="182"><col width="441"></colgroup><tbody><tr style="height:0pt"><td style="vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR full form</span></p></td><td style="vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR = Human Resources</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Human resources definition</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR is the department that manages employees &#x2013; from hiring to workplace support</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Origin</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">The concept began in the early 1900s</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Term derived from</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">First used by economist John R. Commons in 1893</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">First HR department</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Formed in 1901 by National Cash Register Company (NCR)</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR roles &amp; responsibilities</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Hiring, onboarding, payroll, training, employee relations, policy-making</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Types of HR</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Strategic HR, Operational HR, Tactical HR</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Key HR skills</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Communication, empathy, problem-solving, legal knowledge, tech skills</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR career path</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR Intern &#x2192; HR Executive &#x2192; HR Manager &#x2192; HRBP &#x2192; CHRO</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR career scope</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Fast-growing field with rising demand in every industry</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR salary (India)</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;3 to 5 LPA (entry)</span></p><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;6 to 12 LPA (mid)</span></p><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;15+ LPA (senior)</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Popular HR professionals</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Laszlo Bock (ex-Google), Susan Heathfield (HR thought leader), and Leena Nair &#x2013; CEO, Chanel)</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR qualifications&#xA0;</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">BBA/MBA in HR, Psychology, or related fields</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR certifications</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">SHRM, HRCI, Naukri Learning, LinkedIn Learning, Udemy</span></p></td></tr></tbody></table><!--kg-card-end: html--><h2 id="what-is-the-full-form-of-hr-in-a-company">What Is the Full Form of HR in a Company?</h2><p>We have already covered that the full form of HR in a company is Human Resources. But why do businesses use this term, and what does it really mean? Let&#x2019;s break it down.</p><p><strong>Why do companies use the term &apos;Human Resources&apos;?</strong></p><ul><li><strong>Human</strong> means people &#x2013; the employees who bring skills and ideas.</li><li><strong>Resources</strong> are things a company needs to grow &#x2013; like money or technology.</li></ul><p>So when we say Human Resources, it refers to people as valuable assets to the business. In short, companies use the term Human Resources to reflect how important people are in running and growing a business.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXf8suhpkqStLQSas974Pll2WrJz_YA5RT1Mt3Pyjt3T2yu5EVhPc6-lbbEEcFiQVQlsNQbYdO-m3LB_jAxjjAZo4-GzarpprB8etO6ODOHsPI4eaREqME1kcb9jo4By41FtoYN8mQ?key=0iQbcAg-8BothFhrdE0ZqQ" class="kg-image" alt="HR Full Form (Human Resources): Meaning, Roles, Types, and Salary" loading="lazy" width="624" height="228"></figure><h2 id="why-are-human-resources-important">Why Are Human Resources Important?</h2><p>Human Resources play a key role in every business. They help manage people, solve problems, and keep the workplace running smoothly. Here&#x2019;s why HR is important &#x2013;</p><ul><li>Keeps employees motivated and engaged at work</li><li>Reduces employee turnover and hiring costs</li><li>Builds a healthy company culture that attracts talent</li><li>Protects the company from legal and compliance risks</li><li>Supports mental well-being and job satisfaction</li><li>Connects employee goals with business success</li></ul><p><strong>Read More:</strong> <a href="https://www.naukri.com/blog/the-most-in-demand-hr-skills-to-include-in-your-resume/">The Most In Demand HR Skills to Include in Your Resume</a></p><h2 id="what-are-the-types-of-hr">What Are the Types of HR?</h2><p>HR covers different functions based on what the business needs. Some roles focus on daily tasks, while others look at long-term planning and employee growth. Here are the main types of HR explained &#x2013;</p><p><strong>1. Operational HR</strong></p><p>This type of HR handles everyday employee needs. It includes tasks like hiring, onboarding, managing attendance, and helping with payroll or leave-related questions. They make sure things run smoothly from day to day.</p><p><strong>2. Strategic HR</strong></p><p>Strategic HR focuses on future goals. They work closely with business leaders to plan hiring strategies, develop leadership, build company culture, and support long-term growth.</p><p><strong>3. Tactical HR</strong></p><p>Tactical HR is the link between big-picture goals and daily work. They help solve workplace issues, manage team morale, and guide managers on how to deal with staff problems.</p><p><strong>4. Compliance HR</strong></p><p>This type makes sure the company follows labor laws and workplace rules. They handle contracts, workplace policies, audits, and legal documents. Their job protects both the company and its employees.</p><p><strong>5. Employee Relations HR</strong></p><p>This HR role focuses on maintaining healthy relationships between the company and its staff. They handle conflicts, employee concerns, and disciplinary actions with fairness and clarity.</p><p><strong>6. Learning and Development (L&amp;D)</strong></p><p>L&amp;D HR professionals design training programs to help employees improve their skills. They also plan workshops, onboarding sessions, and long-term career development paths.</p><p><strong>7. Compensation and Benefits HR</strong></p><p>They take care of salaries, bonuses, health benefits, and reward programs. Their work helps attract and retain good employees by offering competitive packages.</p><p><strong>8. Recruitment and Talent Acquisition HR</strong></p><p>This team is responsible for finding the right people for the job. They write job posts, screen candidates, conduct interviews, and help managers hire the best fit.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXeKF1cCHUtyu2S3UrxUhkjHT8I47eX5vf25KgrxdgWVch-9TFy28atIaI-q_obTl-KWVOYoeQUGjcTEReByukDYWvoLJgC67Lca417fPG_NMmniivn4xx-nqP8JgdL4YbyO3Z8XCA?key=0iQbcAg-8BothFhrdE0ZqQ" class="kg-image" alt="HR Full Form (Human Resources): Meaning, Roles, Types, and Salary" loading="lazy" width="624" height="172"></figure><p><strong>Read More: </strong><a href="https://www.naukri.com/blog/hr-manager-interview-questions-and-answers/">Common HR Manager Interview Questions and Answers</a></p><h2 id="key-roles-and-responsibilities-of-hr-professionals">Key Roles and Responsibilities of HR Professionals</h2><p>HR is not just about hiring. It is about building a workplace where people can grow and feel valued. Here are the key roles HR professionals play in any company &#x2013;</p><p><strong>1. Recruitment and Hiring</strong></p><p>HR teams identify staffing needs, write job descriptions, post vacancies, and screen candidates. They plan interviews and help managers choose the right people for each role.</p><p><strong>2. Onboarding New Employees</strong></p><p>HR makes sure new employees have everything they need from day one. They share company policies, explain job roles, and help new joiners feel comfortable and confident.</p><p><strong>3. Training and Development</strong></p><p>HR creates learning programs that improve employee skills. These include technical training, soft skills workshops, or leadership sessions based on the team&#x2019;s needs.</p><p><strong>4. Performance Management</strong></p><p>They help track employee performance through appraisals and feedback. HR works with managers to set clear goals and identify areas for improvement.</p><p><strong>5. Payroll and Benefits</strong></p><p>HR teams handle salaries, bonuses, tax deductions, and health insurance. They make sure every employee is paid correctly and on time.</p><p><strong>6. Employee Relations</strong></p><p>If there is a complaint or conflict at work, HR steps in. They listen to both sides and try to find a fair solution.</p><p><strong>7. Policy Creation and Compliance</strong></p><p>HR professionals write and update workplace policies. They make sure the company follows labor laws and protects employee rights.</p><p><strong>8. Maintaining Employee Records</strong></p><p>HR keeps records of employee information, such as qualifications, evaluations, promotions, and leaves. These records help in planning and decision-making.</p><p><strong>9. Supporting Career Growth</strong></p><p>HR helps employees set career goals. They connect people with training, mentorship, or internal job openings to help them move forward.</p><p><strong>10. Health and Wellness Support</strong></p><p>HR often shares resources related to mental health, safety, and work-life balance. They may also organize wellness activities or employee support programs.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXdTtiIeii4Ll0fxmaLQN52tssqxhn3Yo586StvjhBpww2FTz4ZAbUwXuQLIICwVmfrnegQPpgHjnOpwPI37q7lBdSKoMfXcic0QzA-20H6c7aMDMEVV3FcED1PHBbAVdsgDf8rTew?key=0iQbcAg-8BothFhrdE0ZqQ" class="kg-image" alt="HR Full Form (Human Resources): Meaning, Roles, Types, and Salary" loading="lazy" width="624" height="157"></figure><h2 id="average-salary-of-an-hr-professional-in-india-2025-">Average Salary of an HR Professional in India (2025)</h2><p>HR salaries in India depend on experience, job role, and industry. Based on 2025 data from AmbitionBox, here&#x2019;s what HR professionals typically earn at each level &#x2013;</p><p><strong>Average HR Salary in India (2025)</strong></p><!--kg-card-begin: html--><table style="border:none;border-collapse:collapse;"><colgroup><col width="212"><col width="107"><col width="304"></colgroup><tbody><tr style="height:0pt"><td style="border-left:solid #5b9bd5 0.5pt;border-bottom:solid #5b9bd5 0.5pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#5b9bd5;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:16pt;font-family:Calibri,sans-serif;color:#ffffff;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR Role</span></p></td><td style="border-bottom:solid #5b9bd5 0.5pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#5b9bd5;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:16pt;font-family:Calibri,sans-serif;color:#ffffff;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Salary Range (&#x20B9;)</span></p></td><td style="border-right:solid #5b9bd5 0.5pt;border-bottom:solid #5b9bd5 0.5pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#5b9bd5;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:16pt;font-family:Calibri,sans-serif;color:#ffffff;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Role Description</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Entry-Level HR Executive</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;1.1 to &#x20B9;3.5 LPA</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #5b9bd5 0.5pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Suitable for freshers or early-career professionals. Pay depends on location and role.</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Mid-Level HR Specialist/Generalist</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;2.5 to &#x20B9;16 LPA</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">3 to 6 years of experience. Handles training, policies, and performance systems.</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">HR Manager</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;3.2 to &#x20B9;19.5 LPA</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Leads HR teams. Focuses on planning, compliance, and employee experience.</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Senior HR Manager / HRBP</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;6 to &#x20B9;32 LPA</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Manages strategy, workforce planning, and leadership alignment.</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">CHRO / VP-HR</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x20B9;21 Lakhs to &#x20B9;1 Crore</span></p></td><td style="border-left:solid #0070c0 1pt;border-right:solid #0070c0 1pt;border-bottom:solid #0070c0 1pt;border-top:solid #0070c0 1pt;vertical-align:top;background-color:#deebf6;padding:0pt 5.4pt 0pt 5.4pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.295;text-align: center;margin-top:0pt;margin-bottom:8pt;"><span style="font-size:13.999999999999998pt;font-family:Calibri,sans-serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">Top HR leader. Works with the CEO to shape people strategy and company culture.</span></p></td></tr></tbody></table><!--kg-card-end: html--><h2 id="career-scope-and-future-of-hr-in-india">Career Scope and Future of HR in India</h2><p>The future of HR in India looks promising, even as the industry is changing. While the use of AI and advanced tools has automated many basic tasks, it has also created new opportunities. Today, companies need HR professionals who can work with data, use modern tools, and improve employee experiences.</p><p>According to a recent survey by the Bureau of Labor Statistics, employment of HR professionals is expected to grow by 7% by 2032.</p><p>Here&#x2019;s why HR still has a strong future &#x2013;</p><ul><li>Companies are focusing more on people, culture, and long-term retention</li><li>HR tech, analytics, and automation are changing how teams operate</li><li>There is growing demand for skills in digital HR tools and employee data systems</li><li>Roles in learning, development, and workplace wellness are expanding</li></ul><p>If you are willing to upskill and adapt &#x2013; HR offers a stable and future-ready career path with plenty of room to grow.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXcfjtOzNXjTHeGWc8fES9ZoKiIdOCXGDqUjDlZmmYWhkvjiF4Iy_XMcbDImFQr4-BwpLTni13Vn4K6NAutyk8HWvR-rbXb8HwFIkiolO2n7Df8jwRLJgSRpHmNatOdMb4QuI8xTtA?key=0iQbcAg-8BothFhrdE0ZqQ" class="kg-image" alt="HR Full Form (Human Resources): Meaning, Roles, Types, and Salary" loading="lazy" width="624" height="181"></figure><p><strong>Read More:</strong> <a href="https://www.naukri.com/blog/tips-to-write-an-hr-resume/">Tips to writing an HR resume</a></p><h2 id="how-to-become-an-hr-professional">How to Become an HR Professional?</h2><p>HR is a great career choice for those who enjoy working with people and solving workplace problems. Here&#x2019;s how to get started &#x2013;</p><ul><li><strong>Choose the right stream</strong> &#x2013; Take commerce, arts, or humanities in 12th grade.</li><li><strong>Pursue a relevant degree</strong> &#x2013; BBA, BA (Psychology), or any graduate course.</li><li><strong>Get an HR-focused postgrad</strong> &#x2013; MBA in HR is widely preferred.</li><li><strong>Do internships</strong> &#x2013; Learn real HR work through internships.</li><li><strong>Build soft skills</strong> &#x2013; Communication, empathy, and problem-solving matter.</li><li><strong>Take HR certifications</strong> &#x2013; Try SHRM, HRCI, or LinkedIn Learning to stand out.</li><li><strong>Start applying for jobs</strong> &#x2013; Look on Naukri.com, LinkedIn, or company websites</li></ul><p><strong>Read More:</strong> <a href="https://www.naukri.com/blog/how-to-become-an-hr/">How to Become an HR</a></p><p><strong>Also read:</strong> <a href="https://www.naukri.com/blog/frequently-asked-hr-interview-questions-and-answers/">Top HR Interview Questions and Answers</a></p><h2 id="faqs">FAQs</h2><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the full form of HR?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">HR stands for Human Resources. In a corporate context, it refers to both the workforce of an organisation and the department responsible for managing that workforce. The term frames employees as resources &#x2014; strategic assets comparable to capital or technology &#x2014; that drive business growth. Example: when a company posts a job opening, conducts onboarding or runs an annual appraisal cycle, those activities sit under the HR function.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What does an HR department actually do in a company?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The HR department owns the employee lifecycle from job posting to exit interview. Core duties include workforce planning, recruitment, onboarding, payroll administration, performance appraisals, statutory compliance under Indian labour codes, grievance handling and learning programmes. HR also acts as the bridge between leadership and staff, translating business goals into people policies. In mid-to-large Indian firms, the function is usually split across generalists, specialists and HR Business Partners (HRBPs) aligned to specific verticals.</div>
    </div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the difference between HR, HRM and HRD?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">HR stands for Human Resources &#x2014; the people and the department that manages them. HRM stands for Human Resource Management and covers end-to-end administration: hiring, payroll, compliance and retention. HRD stands for Human Resource Development and focuses on the growth side &#x2014; training, learning, leadership pipelines and career paths. HRM is the umbrella discipline; HRD is a sub-function inside it focused purely on capability building. Most Indian universities teach HRM as a postgraduate specialisation, with HRD covered as a dedicated paper.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the main types of HR functions?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">There are eight commonly recognised HR functions: Operational HR, Strategic HR, Tactical HR, Compliance HR, Employee Relations, Learning and Development (L&amp;D), Compensation and Benefits, and Recruitment / Talent Acquisition. Smaller companies often combine these into a single HR Generalist role, while larger enterprises run them as separate verticals. For instance, a 5,000-employee IT services firm in Bengaluru will typically have a dedicated TA team, a separate C&amp;B specialist, and an L&amp;D head reporting into a CHRO.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">How to become an HR professional in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Follow this six-step pathway: 1) Complete Class 12 in Commerce, Arts or Humanities. 2) Pursue a graduate degree such as BBA, B.Com or BA in Psychology or Sociology. 3) Specialise with an MBA in HR or PGDM-HRM from institutes like XLRI, TISS, MDI or SCMHRD. 4) Gain hands-on exposure through summer internships in TA, L&amp;D or HR Operations. 5) Earn a recognised certification such as SHRM-CP, HRCI aPHR or LinkedIn Learning HR tracks. 6) Apply through Naukri, LinkedIn and company career pages, starting as an HR Executive or TA Associate.</div>
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  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the salary of an HR professional in India in 2025?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Per AmbitionBox 2025 data, entry-level HR Executives in India earn roughly &#x20B9;2.5&#x2013;4 LPA, mid-level HR Managers draw &#x20B9;6&#x2013;12 LPA, and Senior HRBPs touch &#x20B9;15&#x2013;25 LPA. The highest band &#x2014; CHRO and VP-HR roles in large MNCs &#x2014; crosses &#x20B9;40 LPA, with stock-based pay pushing total compensation higher. Industry matters: IT, BFSI and consulting consistently pay 20&#x2013;30% above manufacturing or retail at the same band.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the highest paying HR job in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">The Chief Human Resources Officer (CHRO) is the top-paying HR position in India, followed closely by Vice President &#x2013; HR. Both roles command &#x20B9;40 LPA and above in listed MNCs, BFSI majors and Big Tech captives. CHROs sit on the executive committee, own people strategy, and report directly to the CEO. Compensation typically blends fixed pay, performance bonus and ESOPs, with total cash often exceeding &#x20B9;1 crore in unicorn startups.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is HRMS and how is it different from HRIS and ATS?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">HRMS (Human Resource Management System) is an all-in-one platform for payroll, attendance, leave and performance. HRIS (Human Resource Information System) is a centralised database of employee records and reporting. ATS (Applicant Tracking System) is a recruitment workflow tool for sourcing, screening and interview pipelines. In Indian workplaces, HRMS platforms like Keka, Darwinbox and Zoho People dominate the SME segment, while large enterprises run SAP SuccessFactors or Workday. ATS tools such as Naukri RMS and Greenhouse are layered on top for hiring teams.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Why is HR important for business growth?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">HR drives growth by linking people strategy to revenue outcomes. Strong HR functions cut attrition cost &#x2014; replacing an employee in India typically costs 50&#x2013;200% of annual salary &#x2014; and shorten time-to-productivity for new hires. They also de-risk the business by ensuring compliance with the Code on Wages, ESI, PF and POSH Act obligations. Beyond cost control, HR shapes employer brand, which directly affects the quality of talent a company can attract on platforms like LinkedIn and Glassdoor.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What skills are required to become a successful HR professional?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A modern HR professional needs a balanced mix of behavioural and technical skills: communication, empathy, conflict resolution, negotiation, business acumen, data literacy, and working knowledge of Indian labour law. Increasingly in demand are HR analytics (Excel, Power BI, Tableau), familiarity with at least one HRMS platform, and basic competence in AI-driven hiring tools. Soft skills like active listening and stakeholder management often determine who gets promoted into HRBP and leadership roles.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is the future scope of HR in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">HR in India is projected to grow steadily, with the Bureau of Labor Statistics estimating 7% global growth for HR roles by 2032 and the broader HR industry expanding around 12.8% annually. Demand is shifting from administrative work to strategic areas: people analytics, organisation design, DEI, employee experience and HR-tech implementation. Hybrid work, gig hiring and AI-led automation are reshaping job descriptions, so professionals who upskill in digital HR tools will see the strongest career runway.</div>
    </div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What are the biggest challenges HR professionals face today?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Top challenges in 2025 include managing hybrid and remote teams across time zones, retaining high-performers in a competitive talent market, complying with the new Indian Labour Codes, integrating AI tools without eroding employee trust, and supporting workplace mental health. Diversity, equity and inclusion (DEI) targets and gender pay-gap reporting are also climbing the priority list, particularly in listed companies bound by SEBI&apos;s Business Responsibility and Sustainability Reporting (BRSR) framework.</div>
    </div>
  </div>
</section><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[One-Day Leave Application Samples & Templates]]></title><description><![CDATA[Worried about asking for a day off? Learn how to write a one-day leave application to do it right.  ]]></description><link>https://www.naukri.com/blog/one-day-leave-application/</link><guid isPermaLink="false">641d991bbcf2760001e5b9f7</guid><category><![CDATA[Career Advice]]></category><category><![CDATA[Leave Application]]></category><dc:creator><![CDATA[Naukri Content Team]]></dc:creator><pubDate>Fri, 08 May 2026 04:32:00 GMT</pubDate><media:content url="https://www.naukri.com/blog/content/images/2026/01/how-write-one-day-leave-application---naukri.jpg" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><img src="https://www.naukri.com/blog/content/images/2026/01/how-write-one-day-leave-application---naukri.jpg" alt="One-Day Leave Application Samples &amp; Templates"><p>This guide explains how to write a one-day leave application for office, aimed at salaried employees, interns and students in India who need to email a manager for a single working day off. It covers the standard email structure &#x2014; subject line, salutation, exact date, reason, work-handover note and polite sign-off &#x2014; along with five ready-to-use samples for sick leave, urgent work, personal reason, emergency and family function.</p>
<p>Readers also get two copy-paste templates and approval tips covering company policy, leave balance, advance notice and coverage planning. Practical takeaway: keep the email under 120 words, state the exact date, and always confirm task handover to maximise approval odds.</p><!--kg-card-end: html--><!--kg-card-begin: markdown--><p><strong>Table of Contents</strong></p>
<ol>
<li><a href="#one-day-leave-application-example">One-day leave application example</a></li>
<li><a href="#one-day-leave-application-samples">One-day leave application samples</a></li>
<li><a href="#how-to-write-a-one-day-leave-application-for-office">How to write a one-day leave application for office?</a></li>
<li><a href="#one-day-leave-application-templates">One-day leave application templates</a></li>
<li><a href="#things-to-remember-to-get-leave-request-approved">Things to remember to get leave request approved</a></li>
<li><a href="#faqs">FAQs</a></li>
</ol>
<!--kg-card-end: markdown--><p>Writing a one-day leave application before taking a day off from work is a common practice that has been around for years. Although the medium has changed from the traditional paper to the modern digital format, the content of the application remains more or less the same.</p><p>Are you planning to take one-day leave from work for personal reasons? Make sure to inform your boss and colleagues beforehand by writing a leave application so as to avoid any complications at work.</p><p>In this blog, you will learn how to write a <a href="https://www.naukri.com/blog/tag/leave-application/">leave application</a> for one day with simple samples and helpful tips for quick approval.</p><figure class="kg-card kg-image-card kg-card-hascaption"><img src="https://www.naukri.com/blog/content/images/2026/01/one-day-leave-application-naukri.jpg" class="kg-image" alt="One-Day Leave Application Samples &amp; Templates" loading="lazy"><figcaption>Key highlights for 1 day leave application</figcaption></figure><h2 id="one-day-leave-application-example">One-day leave application example</h2><p>Here is a simple and professional one-day leave application example in image form that you can easily refer to while writing your own:</p><figure class="kg-card kg-image-card"><img src="https://www.naukri.com/blog/content/images/2026/01/One-day-leave-application-sample-naukri.jpg" class="kg-image" alt="One-Day Leave Application Samples &amp; Templates" loading="lazy" width="1236" height="1600" srcset="https://www.naukri.com/blog/content/images/size/w600/2026/01/One-day-leave-application-sample-naukri.jpg 600w, https://www.naukri.com/blog/content/images/size/w1000/2026/01/One-day-leave-application-sample-naukri.jpg 1000w, https://www.naukri.com/blog/content/images/2026/01/One-day-leave-application-sample-naukri.jpg 1236w" sizes="(min-width: 720px) 720px"></figure><h2 id="one-day-leave-application-samples">One-day leave application samples</h2><p>Take a look at these one-day leave application samples for reference. You can use them to write a simple leave request email to manager in just a few minutes.</p><p>1. &#xA0; &#xA0;One-day leave application for medical reason (sick leave for headache)</p><p>2. &#xA0; &#xA0;One-day leave application for urgent work</p><p>3. &#xA0; &#xA0;One-day leave application for personal reason</p><p>4. &#xA0; &#xA0;One-day leave application due for emergency</p><p>5. One-day leave application for family function</p><h3 id="sample-1-one-day-leave-application-for-medical-reason-sick-leave-for-headache-">Sample 1: One-day leave application for medical reason (sick leave for headache)</h3><p>Here is a one-day leave application for headache that you can use to request a sick leave.</p><p><strong>Subject: <a href="https://www.naukri.com/blog/application-for-sick-leave/">Sick Leave Application</a> for a Day</strong></p><p>Dear Mr./Mrs. {Recipient&#x2019;s Name},</p><p>I am writing this email to inform you that I will not be able to come to work tomorrow as I have a severe bout of a migraine headache.</p><p>Taking a day from work and resting will help me overcome this and get back to a normal routine the next day. Kindly grant me leave for a day on {date}. In case, I need to take extra days to recuperate, I will inform you at the earliest.</p><p>Please feel free to contact me at my personal phone number in case of any questions or clarifications about ongoing work at the office.</p><p>Sincerely,<br>{Name}</p><h3 id="sample-2-one-day-leave-application-for-urgent-work">Sample 2: One-day leave application for urgent work</h3><p>Use this when you need a quick leave request email to manager due to an urgent personal task that cannot be delayed.</p><p><strong>Subject: Leave Application for a Day</strong></p><p>Hi {Recipient&#x2019;s Name},</p><p>Please treat this email as an application for leave. I would like to inform you that I require a day of absence on {date and month}. I need to visit the bank in my hometown for some personal work, and I need to travel there as soon as possible. Clubbing my leave with the weekend enables me to get this done easily and be back by the following Monday morning.</p><p>I am including the work plan for the day I will be taking an off to make it easier for you. Please feel free to contact me at my personal number in case of any questions or clarifications.</p><p>Sincerely,<br>{Name}</p><h3 id="sample-3-one-day-leave-application-for-personal-reason">Sample 3: One-day leave application for personal reason</h3><p>This is a one-day leave application for office for personal reason when you need time for important personal work.</p><p><strong>Subject: Leave Application for a Day</strong></p><p>Dear {Recipient&#x2019;s Name},</p><p>This is to inform you that I need a leave on {date and month} as I am in the middle of shifting my apartment. I need to meet my new landlord and finalize the details of the contract. I have left a copy of the work plan with the team so that they do not run into any trouble.</p><p>Please feel free to contact me at my personal number in case of any emergency or queries.</p><p>Sincerely,<br>{Name}</p><h3 id="sample-4-one-day-leave-application-for-emergency">Sample 4: One-day leave application for emergency</h3><p>This 1 day <a href="https://www.naukri.com/blog/how-to-write-a-job-leave-application-for-office-samples/">leave application for office</a> is helpful when an unexpected emergency comes up and you need to take leave immediately.</p><p><strong>Subject: <a href="Emergency leave">Emergency Leave Application</a> for a Day</strong></p><p>Respected Sir/Madam,</p><p>I am writing this email to inform you that I will not be able to come into work {Date} tomorrow, as I met with an accident on my way home from the office today.</p><p>Although it was a minor accident, the doctor has advised me to stay under observation at the hospital to make sure that nothing else is wrong.</p><p>I have emailed the team my work plan so that there is no delay in the ongoing project. I hope you will understand my situation and grant me the required leave.</p><p>Sincerely,<br>{Name}</p><h3 id="sample-5-one-day-leave-application-for-family-function">Sample 5: One-day leave application for family function</h3><p>Here is 1 day leave application for office when you need to attend a family function.</p><p><strong>Subject: One-Day Leave Application for Family Function</strong></p><p>Respected Sir/Madam,</p><p>I am writing this email to request leave for one day on {Date} because I have a family function that I must attend. It is an important event that requires my presence, and I will not be able to come to the office on that day.</p><p>I have completed my pending tasks and informed my team, so there will be no delay in work during my absence. I kindly request you to grant me leave for the mentioned date.</p><p>Sincerely, <br>{Name}</p><p><strong>Read </strong><a href="https://www.naukri.com/blog/marriage-leave-application-for-office-with-samples/"><strong>Marriage Leave Application&quot;</strong></a></p><h2 id="how-to-write-a-one-day-leave-application-for-office">How to write a one-day leave application for office?</h2><p>Writing a one-day leave application for office is not difficult. You just need to give clear information about why you need leave and for how long. Your manager should understand your reason easily. And your team should not face any trouble during your absence. Here is a step-by-step guide to write a leave request email to manager:</p><p>1. <strong>Start with a clear subject line</strong>: Your manager receives many emails. So your subject line must quickly show the purpose. Example<strong>:</strong> <em><a href="https://www.naukri.com/blog/how-to-write-a-perfect-medical-leave-application/">One-Day Leave Application for Medical Reason</a></em></p><p>2. <strong>Greet your manager respectfully</strong>: Start with &#x201C;Respected Sir/Madam&#x201D; or your manager&#x2019;s name. Keep it polite and simple.</p><p>3. <strong>Clearly mention the reason for leave</strong>: Write a short and honest reason for your 1 day leave application for office. Just one or two lines are enough. Example<strong>:</strong> Illness, urgent work, family function, etc.</p><p>4. <strong>Mention the exact leave date</strong>: Always write the date you want leave for. This avoids confusion later.</p><p>5. <strong>Give assurance about your work</strong>: Tell how you will manage your tasks. This shows responsibility and helps get quick approval. Example: You completed your tasks or informed teammates.</p><p>6. <strong>Request politely for approval</strong>: Add a line that shows you are seeking permission, not informing casually. Example: &#x201C;Kindly approve my leave for the mentioned date.&#x201D;</p><p>7. <strong>End with a professional closing</strong>: Write your name, role, and contact if needed. Example: &#x201C;Sincerely, {Name}, {Designation}.&#x201D;</p><h2 id="one-day-leave-application-templates">One-day leave application templates</h2><p>Here are ready-to-use templates for one-day leave application for office that you can quickly copy and send to your manager anytime you need a day off.</p><h3 id="template-1-short-and-quick-one-day-leave-email">Template 1: Short and quick one-day leave email</h3><p><strong>Subject:</strong> <strong>Request for One-Day Leave</strong></p><p>Respected Sir/Madam,</p><p>I am writing to request leave for one day on <strong>{Date}</strong> due to <strong>{Reason}</strong>. I have updated my team about my tasks and planned pending work accordingly.</p><p>Kindly approve my leave for the mentioned date.</p><p>Sincerely,<br><strong>{Name}</strong><br><strong>{Designation}</strong></p><h3 id="template-2-detailed-one-day-leave-application-for-office">Template 2: Detailed one-day leave application for office</h3><p>Subject: One-Day Leave Application for Office</p><p>Respected Sir/Madam,</p><p>I am writing to request one-day leave on <strong>{Date}</strong> as <strong>{Reason}</strong> requires my urgent attention. Due to this reason, I will not be able to attend work on that day.</p><p>I have completed my current tasks and shared essential updates with my colleagues to prevent any delay in the project. If something urgent comes up, I will remain reachable on phone or email.</p><p>I kindly request you to approve my leave for the mentioned date.</p><p>Thank you for your support.</p><p>Sincerely,<br><strong>{Name}</strong><br><strong>{Designation}</strong></p><h2 id="things-to-remember-to-get-leave-request-approved">Things to remember to get leave request approved</h2><p><strong>Also read:</strong> <a href="https://www.naukri.com/blog/leave-application-for-vacation/">Leave Application For Vacation?</a></p><p>To increase the chances of having your leave request approved, here are ten things to remember:</p><h3 id="1-plan-ahead">1. Plan ahead</h3><p>Submit your leave request as early as possible, giving your employer ample time to review and arrange for coverage if needed. Avoid requesting leave during busy periods or when other colleagues have already requested time off.</p><h3 id="2-follow-company-policies">2. Follow company policies</h3><p>Familiarize yourself with your company&apos;s leave policies and procedures. Adhere to the proper channels for requesting leave, whether it&apos;s through an online system, email, or a specific form.</p><h3 id="3-check-your-available-leave-balance">3. Check your available leave balance</h3><p>Ensure you have sufficient leave balance for the requested duration. If you don&apos;t, consider adjusting your request accordingly or exploring alternative options such as unpaid leave or using vacation time in advance.</p><h3 id="4-be-specific-and-provide-details">4. Be specific and provide details</h3><p>Clearly state the dates you are requesting and the reason for your leave. If possible, provide additional details that demonstrate the necessity or importance of your time off.</p><p><strong>Also read: </strong><a href="https://www.naukri.com/blog/annual-leave-application-samples/">How To Write An Annual Leave Application?</a></p><h3 id="5-communicate-in-advance">5. Communicate in advance</h3><p>Personally speak with your supervisor or manager to discuss your leave request before submitting it formally. Having a conversation can help you explain your reasons and address any concerns or questions they may have.</p><h3 id="6-offer-a-solution-for-coverage">6. Offer a solution for coverage</h3><p>If your absence will affect your team or department, propose a plan for ensuring coverage during your absence. This could involve suggesting a colleague who can handle your responsibilities or offering to delegate tasks beforehand.</p><h3 id="7-be-flexible-and-open-to-negotiation">7. Be flexible and open to negotiation</h3><p>If your initial request is denied or if there are concerns about the dates, be open to negotiating alternative arrangements. Showing flexibility and a willingness to find a mutually beneficial solution can increase the likelihood of your request being approved.</p><h3 id="8-consider-timing-strategically">8. Consider timing strategically</h3><p>Choose your timing carefully when requesting leave. Avoid peak periods, important deadlines, or critical events that could impact your absence significantly.</p><h3 id="9-maintain-a-good-attendance-record">9. Maintain a good attendance record</h3><p>Demonstrating a consistent and reliable attendance record can help build trust with your employer. It shows that you take your responsibilities seriously and are committed to your work.</p><h3 id="10-provide-ample-notice-for-longer-leaves">10. Provide ample notice for longer leaves</h3><p>If you are requesting an extended leave, such as a sabbatical or maternity/paternity leave, ensure you provide the required notice period specified by your company&apos;s policies or local labor laws. This allows your employer to plan for your absence and make necessary arrangements.</p><p>Remember, while following these tips can increase your chances of getting your leave request approved, it ultimately depends on your company&apos;s policies, workload, and specific circumstances.</p><p><strong>Also read: </strong><a href="https://www.naukri.com/blog/how-to-write-a-leave-extension-letter/">How To Write A Leave Extension Letter?</a></p><h2 id="faqs">FAQs</h2><h3 id="q-how-do-i-write-a-1-day-leave-application">Q. How do I write a 1 day leave application?</h3><p>To craft a one-day leave application, begin with a polite salutation, followed by a concise statement of your intention to take a day off. Mention the date clearly and provide a brief reason for your absence. Express gratitude for understanding and offer to complete pending tasks if applicable. Close with a courteous farewell. Ensure clarity, brevity, and professionalism throughout the letter.</p><h3 id="q-how-do-i-request-one-day-sick-leave">Q. How do I request one day sick leave?</h3><p>When requesting a one-day sick leave, start with a respectful greeting and state the date of your intended absence. Briefly explain your illness without delving into unnecessary details. Express your willingness to provide any required documentation, such as a doctor&apos;s note. Convey appreciation for understanding and assure completion of pending responsibilities if possible. End with a polite closing.</p><h3 id="q-how-do-i-apply-for-personal-leave">Q. How do I apply for personal leave?</h3><p>Applying for personal leave involves addressing your supervisor respectfully, specifying the dates of your intended absence, and briefly explaining the reason for your personal leave. Offer to discuss the matter further if necessary and assure completion of pending tasks or provide a plan for delegation. Conclude with appreciation for consideration and a polite farewell.</p><h3 id="q-how-do-i-write-a-letter-of-leave-application">Q. How do I write a letter of leave application?</h3><p>Writing a leave application letter requires a formal tone and structure. Begin with a polite salutation and state your intention to take leave. Clearly mention the dates of your absence and provide a brief reason for your leave. Offer to provide any necessary documentation or support during your absence. Express gratitude for understanding and assure completion of pending tasks if possible. End with a courteous closing remark.</p><p><strong>Also read: </strong><a href="https://www.naukri.com/blog/how-to-write-a-formal-email/">How to Write a Formal Email</a></p><h3 id="q-can-i-send-a-leave-request-email-to-manager-on-the-same-day">Q. Can I send a leave request email to manager on the same day?</h3><p>Yes, if it is an emergency like sudden illness or family issues. But try to inform your manager as early as possible so they can plan work smoothly.</p><h3 id="q-what-is-the-ideal-length-of-a-one-day-leave-application">Q. What is the ideal length of a one-day leave application?</h3><p>Keep it brief. Around 80&#x2013;120 words are enough. Your manager should quickly understand why you need leave and when you will return.</p><h3 id="q-what-reasons-are-acceptable-for-a-one-day-leave">Q. What reasons are acceptable for a one-day leave?</h3><p>These are common and valid reasons for 1 day leave application for office:</p><p>&#x25CF; &#xA0; &#xA0; Health issues like fever or headache</p><p>&#x25CF; &#xA0; &#xA0; Urgent personal work</p><p>&#x25CF; &#xA0; &#xA0; Family function</p><p>&#x25CF; &#xA0; &#xA0; Doctor appointment</p><p>&#x25CF; &#xA0; &#xA0; Bank or legal work</p><p>&#x25CF; &#xA0; &#xA0; Emergency at home</p><p>Just write the reason clearly and politely.</p><h3 id="q-how-do-i-write-an-application-for-headache">Q. How do I write an application for headache?</h3><p>You can simply mention that you are experiencing a severe headache and need rest for a day. A short application for headache is enough. We have shared a sample above for quick use.</p><h3 id="q-can-i-give-a-personal-reason-for-leave">Q. Can I give a personal reason for leave?</h3><p>Yes, you can say &#x201C;personal reason&#x201D; without sharing details. A one day leave application for office for personal reason is fully acceptable as long as you send it on time.</p><h3 id="q-what-is-the-best-time-to-send-a-leave-email">Q. What is the best time to send a leave email?</h3><p>Send your leave request email to manager:</p><p>&#x25CF; &#xA0; &#xA0; A day before your leave</p><p>&#x25CF; &#xA0; &#xA0; Morning of the leave day (if urgent)</p><p>Early communication always helps.</p><p><strong>People Also Search:</strong></p><!--kg-card-begin: html--><section itemscope itemtype="https://schema.org/FAQPage">
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a one-day leave application for office?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A one-day leave application is a short formal email or letter sent to a manager requesting permission to be absent from work for a single working day. It states the exact date, the reason (medical, personal, family, emergency or urgent work), and a brief work-handover note. Example: an employee emailing HR on Monday to take Wednesday off for a bank visit, with pending tasks delegated to a teammate. In Indian workplaces, it is typically sent over official email or HRMS portals like Keka, Zoho People or Darwinbox.</div>
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    <h3 itemprop="name">How do I write a one-day leave application email to my manager?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Follow these seven steps: 1. Write a clear subject line such as &quot;One-Day Leave Application for [Reason]&quot;. 2. Greet the manager with &quot;Respected Sir/Madam&quot; or their name. 3. State the exact leave date in DD/MM/YYYY format. 4. Mention the reason in one or two lines. 5. Confirm task handover or teammate coverage. 6. Add a polite approval request line. 7. Close with your name, designation and contact number. Keep the total length under 120 words for quicker reading.</div>
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    <h3 itemprop="name">What is the difference between a sick leave application and a casual leave application for one day?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Sick leave is taken for illness, fever, migraine or injury and may need a doctor&apos;s note depending on policy; it is deducted from the SL balance and is often filed on the same day before the shift starts. Casual leave covers personal work, errands or family events, usually requires no proof, and should ideally be applied 24&#x2013;48 hours in advance from the CL balance. Most Indian companies grant 6&#x2013;12 SL and 6&#x2013;12 CL per year as per the state Shops and Establishments Acts.</div>
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    <h3 itemprop="name">Can I send a one-day leave request email on the same day?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Yes, same-day leave emails are acceptable for genuine emergencies such as sudden illness, accidents or family medical issues. Send the email before your shift starts, ideally between 8:00 and 9:30 AM, and follow up with a phone or WhatsApp message to your reporting manager so the request is not missed. Mention that the situation was unforeseen, share a brief work-handover plan, and offer documentation like a doctor&apos;s prescription if your company policy requires it for unplanned sick leave.</div>
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    <h3 itemprop="name">What is the ideal word count and format for a one-day leave application?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A one-day leave application should be 80&#x2013;120 words across 3 short paragraphs: opening line stating intent and date, middle line giving the reason and handover plan, and closing line requesting approval. Use a 5&#x2013;8 word subject line, single-line spacing, and plain text without bullet lists. This length fits within the email preview pane on Outlook and Gmail mobile, so the manager can read and approve it without scrolling &#x2014; a key factor in fast turnaround.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What is a good subject line for a one-day leave email?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">A strong subject line names the leave type and duration in 5&#x2013;8 words. Examples that work well in Indian corporate inboxes are &quot;One-Day Leave Application &#x2013; 12 May 2026&quot;, &quot;Sick Leave Request for One Day&quot;, &quot;Emergency Leave Application for a Day&quot;, and &quot;Casual Leave Application &#x2013; Family Function&quot;. Avoid vague subjects like &quot;Leave&quot; or &quot;Request&quot;. Including the date helps the manager file the request and helps HRMS systems auto-tag the email for payroll processing.</div>
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    <h3 itemprop="name">What reasons are acceptable for a one-day leave application in India?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Commonly accepted reasons recognised under most Indian HR policies include high fever or migraine, doctor or hospital appointments, two-wheeler or road accidents, bank and legal work that must be done in person, attending weddings or religious functions, child&apos;s school PTM, and home emergencies such as plumbing or electrical breakdowns. &quot;Personal reason&quot; without further detail is also acceptable for casual leave. Reasons should be honest &#x2014; fabricated medical claims can violate the company&apos;s Code of Conduct and trigger disciplinary action.</div>
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    <h3 itemprop="name">How do I write a one-day sick leave application for a headache or fever?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Open with a direct line: &quot;I am unable to report to work today due to a severe migraine/fever and would like to apply for one day of sick leave on [date].&quot; Briefly note that rest has been advised and you expect to return the next working day. Confirm that pending tasks are either completed or shared with a colleague. Offer to share a doctor&apos;s prescription if the company requires medical proof for sick leave above a threshold (commonly 2&#x2013;3 consecutive days under Indian leave policy).</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Can I take one-day leave for a personal reason without giving details?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Yes, &quot;personal reason&quot; is a valid and accepted entry for casual leave in most Indian workplaces, and managers are generally not allowed to demand intrusive details. Phrase it as: &quot;I would like to apply for one-day casual leave on [date] due to a personal reason.&quot; Some companies &#x2014; especially BFSI and government PSUs &#x2014; may ask for a brief category (medical, family, legal). In that case, give a one-word category without elaborating. Always check your HR manual or attendance policy before submitting.</div>
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    <h3 itemprop="name">How can I increase the chances of getting my one-day leave approved?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Apply at least 24&#x2013;48 hours in advance through the official HRMS or email channel. Check your CL/SL balance before applying so the request does not bounce as Loss of Pay (LOP). Offer a clear coverage plan &#x2014; name the colleague taking over, list pending deliverables, and share the status of any client meetings. Avoid leave during quarter-end, appraisal cycles, audit weeks or product launches. A consistent attendance record and prior unused leaves also weigh positively when managers evaluate the request.</div>
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  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">What should I do if my one-day leave request is rejected?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">First, ask the manager for the specific reason &#x2014; common ones are project deadlines, low staffing or zero leave balance. Offer alternatives: working from home for half a day, swapping the leave date, or compensating with weekend work. If the rejection seems unreasonable, escalate politely to HR with documentation of your request and the response. Under the Shops and Establishments Act applicable in your state, employees are entitled to a minimum number of paid leaves per year, and HR can mediate disputes around statutory leave entitlements.</div>
    </div>
  </div>
  <div itemprop="mainEntity" itemscope itemtype="https://schema.org/Question">
    <h3 itemprop="name">Should I write a one-day leave application as an email or a printed letter?</h3>
    <div itemprop="acceptedAnswer" itemscope itemtype="https://schema.org/Answer">
      <div itemprop="text">Email is the standard format in 95%+ of Indian private-sector workplaces in 2026, sent through official company email or HRMS portals such as Keka, Darwinbox, GreytHR or Zoho People. A printed letter is only required in government departments, factories under the Factories Act 1948, schools, and some PSUs that maintain physical leave registers. WhatsApp messages and verbal requests are not valid leave applications &#x2014; they may inform the manager but must always be backed up by a written email or HRMS entry for payroll records.</div>
    </div>
  </div>
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