<?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[Think Save Retire]]></title><description><![CDATA[Thoughts, stories and ideas.]]></description><link>https://thinksaveretire.com/</link><image><url>https://thinksaveretire.com/favicon.png</url><title>Think Save Retire</title><link>https://thinksaveretire.com/</link></image><generator>Ghost 2.9</generator><lastBuildDate>Tue, 23 Jun 2026 22:09:47 GMT</lastBuildDate><atom:link href="https://thinksaveretire.com/feed/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[Why Risk Planning Should Go Beyond Life and Health Insurance]]></title><description><![CDATA[Learn why comprehensive risk planning should cover property, assets, and business exposures—not just life and health insurance.]]></description><link>https://thinksaveretire.com/why-risk-planning-should-go-beyond-life-andhealth-insurance</link><guid isPermaLink="false">Ghost__Post__6a3954be8478e50001eb0ce3</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Mon, 22 Jun 2026 15:38:22 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Risk-Planning.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Risk-Planning.jpeg" alt="Why Risk Planning Should Go Beyond Life and Health Insurance"/><p><em><strong>Disclosure:</strong> This article is for general informational purposes only and does not constitute financial, insurance, legal, or professional advice. Consider reviewing the relevant Product Disclosure Statement and consulting a qualified financial adviser, insurance professional, or legal professional before making decisions.</em></p><p>Risk planning sits at the core of good financial advice. For most practices, that means life insurance, income protection, trauma cover, and <a href="https://moneysmart.gov.au/how-life-insurance-works/total-and-permanent-disability-tpd-insurance">total and permanent disability (TPD) policies</a>. These products are well understood, well priced, and relatively straightforward to integrate into a client's financial plan.</p><p>But here's the problem: they only cover part of the picture.</p><p>Clients come to advisers with complex, interconnected financial lives. Their wealth is not just a portfolio of investments and a superannuation balance. For many, it's tied up in a family home, a car, a rental property, a small business, and years of accumulated household assets. When advisers limit risk conversations to life and health products, entire categories of financial exposure go unaddressed.</p><p>That gap matters - and clients are often the last to know about it until something goes wrong.</p><h2 id="the-limits-of-a-life-and-health-only-framework">The Limits of a Life-and-Health-Only Framework</h2><p>Life insurance is non-negotiable. Income protection for a client with a mortgage and young children is non-negotiable. Nobody disputes that. But framing "risk planning" as synonymous with those two categories misses a substantial portion of what can go wrong in a person's financial life.</p><p>Consider the scenarios where life and health products don't touch:</p><ul><li>A client's home is damaged in a bushfire or flood, and they don't have adequate building cover</li><li>Personal belongings worth tens of thousands of dollars are destroyed in a break-in or storm, with no contents coverage in place</li><li>An investment property sits underinsured because the landlord hasn't reviewed the sum insured since purchase</li><li>A client travelling overseas faces an emergency, and their travel insurance has lapsed</li></ul><p>None of these events triggers a life or health claim. Yet every one of them can cause serious financial harm - precisely the kind advisers help clients avoid.</p><p>The traditional view that risk insurance and general insurance operate in separate lanes is a legacy of how the two industries developed, not a reflection of what clients actually need. As the <a href="https://www.moneymanagement.com.au/news/financial-planning/time-reap-rewards-little-bit-risky-business">Money Management analysis on risk advice in practice</a> notes, risk insurance is the foundation on which a solid financial plan rests - but that foundation extends well beyond life and health products when we think about it properly.</p><h2 id="property-risk-is-under-discussed-in-advice-conversations">Property Risk Is Under-Discussed in Advice Conversations</h2><p>Australian households hold significant wealth in property. For many clients, the family home represents their single largest asset. Yet the conversation about insuring that asset often happens outside the advice relationship entirely - clients buy home and contents insurance through a comparison website, often without guidance on whether the coverage is adequate.</p><p>This creates a real advice gap.</p><p>Underinsurance is a well-documented problem in Australia. After every major natural disaster, stories emerge of homeowners whose sum insured falls well short of rebuild costs. This is not a product quality failure - it's an information failure. Clients who have never been guided through a proper insurance review don't know what they don't know.</p><p>Contents insurance is particularly overlooked. Most people underestimate the cumulative value of everything inside their home - furniture, appliances, clothing, electronics, jewellery, artwork, and all the smaller items that add up quickly. A proper review often reveals that clients carrying a $50,000 contents policy would face a shortfall of two or three times that amount if they needed to replace everything after a major event.</p><p>For clients with appropriate cover in place, policies like <a href="https://www.nrma.com.au/home-insurance/contents-insurance">NRMA Insurance</a> offer broad protection for household belongings - covering theft, fire, storm, flood, and even accidental damage as an optional add-on - which is exactly the kind of layered protection that advisers should be helping clients understand and verify.</p><h2 id="general-insurance-has-a-legitimate-place-in-the-planning-conversation">General Insurance Has a Legitimate Place in the Planning Conversation</h2><p>Expanding the risk conversation doesn't necessarily mean advisers need to become general insurance experts or hold additional licenses. What it does mean is bringing awareness of these exposures into the regular client review process.</p><p>Some practical ways to integrate general insurance into advice conversations include:</p><ol><li><strong>Annual review prompts</strong> - Include a standing question in annual review templates asking clients to confirm they have reviewed their home, contents, and vehicle cover in the past 12 months. This alone surfaces problems that would otherwise go unnoticed.</li><li><strong>Sum-insured reality checks</strong> - For clients who own property, encourage them to use rebuild cost calculators to verify that their building sum insured reflects current construction costs, which have increased significantly in recent years.</li><li><strong>Post-life-event alerts</strong> - Major life events that trigger advice reviews - buying a home, renovating, having children, inheriting assets - are also triggers for general insurance reviews. Linking these together creates a more complete planning experience.</li><li><strong>Referral relationships</strong> - For advisers who are not authorised to advise on general insurance products, a referral arrangement with a trusted general insurance broker provides genuine client value while staying within licensing boundaries.</li><li><strong>Stress-testing scenarios</strong> - During financial modelling conversations, ask clients what would happen to their plan if their home were destroyed or their contents stolen. The answer is usually revealing - and motivating.</li></ol><h2 id="the-ownership-structure-question-matters-too">The Ownership Structure Question Matters Too</h2><p>One dimension of general insurance that crosses into advice territory is policy ownership and structuring - particularly for clients with investment properties, business interests, or complex asset arrangements.</p><p>Ownership structure affects both premium deductibility and claims outcomes. An <a href="https://www.moneymanagement.com.au/guide-insurance-ownership-options/">overview of insurance ownership options</a> is a useful background for advisers considering how their clients hold general insurance policies, particularly where business and personal assets overlap.</p><p>For business-owner clients, the risk exposure picture becomes especially complex. Public liability, professional indemnity, commercial vehicle cover, and business interruption insurance all fall outside the life-and-health framework and carry material financial consequences if gaps exist. A client whose business faces a liability claim without adequate cover can see personal wealth eroded rapidly, regardless of how well their life insurance is structured.</p><h2 id="reframing-risk-planning-for-a-holistic-practice">Reframing Risk Planning for a Holistic Practice</h2><p>The term "holistic financial advice" is often used. In practice, it should mean that a client's complete financial exposure is identified, understood, and either covered or consciously accepted.</p><p>That standard is hard to meet when risk planning stops at life and health products. General insurance may sit outside the traditional advice remit, but the financial consequences of gaps in general insurance sit firmly within the scope of what advisers are supposed to address.</p><p>A few shifts in practice can make a real difference:</p><ul><li>Move from a products-first to a risks-first mindset - identify all meaningful exposures before selecting solutions</li><li>Treat general insurance gaps as planning risks, not as someone else's problem</li><li>Build referral or co-advice relationships that extend the value advisers can deliver to clients</li></ul><p>This is not about advisers stretching outside their expertise. It's about acknowledging that a client's financial plan is only as strong as its weakest point - and for many clients, that weakest point is sitting in an outdated home and contents policy they haven't reviewed in five years.</p><h2 id="conclusion">Conclusion</h2><p>Life and health insurance will always be central to risk planning. Nothing in this conversation changes that. But the clients' advisers serve complex people with complex asset bases, and a narrow risk framework leaves them exposed in ways that can undermine everything else the advice relationship has built.</p><p>Broadening the risk conversation - even through awareness, prompts, and referrals rather than direct advice - is one of the most practical steps a financial planning practice can take toward genuinely comprehensive client service. The gaps are there. The consequences are real. Advisers are well placed to help clients see them.</p>]]></content:encoded></item><item><title><![CDATA[Side Business Owner? Here’s Why Your Team Needs Employee Productivity Software]]></title><description><![CDATA[Side business owner? Learn how employee productivity software can improve recognition, morale, feedback, and team performance.]]></description><link>https://thinksaveretire.com/why-your-team-needs-employee-productivity-software</link><guid isPermaLink="false">Ghost__Post__6a342a0c8478e50001eb0cbc</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Thu, 18 Jun 2026 17:30:44 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/AdobeStock_722370823.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/AdobeStock_722370823.jpeg" alt="Side Business Owner? Here’s Why Your Team Needs Employee Productivity Software"/><p><em><strong>Disclaimer: </strong>This article is for informational purposes only and should not be taken as business, HR, legal, or financial advice.</em></p><p>A side business changes the moment another person depends on your direction. What used to be a personal project now has handoffs, expectations, customer replies, and small service moments that happen while you are at your day job or away from your laptop. That is where many owners start losing time.</p><p>An <a href="https://www.crewhu.com/reward-a-job-well-done">employee rewards program</a> can help when the business has grown beyond casual thank-yous and the owner wants better work to be recognized more consistently. The reward itself is rarely the whole point. People stay sharper when they know which habits, service moments, and customer outcomes are valued. <a href="https://www.crewhu.com/">Employee productivity software</a> makes more sense when it is tied to that kind of daily performance, rather than treated like a tracking tool. <br><br>For a small service business, productivity often improves when feedback is visible, wins are recognized quickly, and the team knows what good work looks like before the owner has to repeat it.</br></br></p><h2 id="the-first-productivity-problem-is-usually-morale"><strong>The First Productivity Problem Is Usually Morale</strong></h2><p>A side business owner often sees productivity as a time problem. The team is slow, the inbox is backed up, or a customer waited too long for an answer. Time is part of it, but morale is often hiding underneath.</p><p>People do better work when they feel seen. That is easy to forget in a small business because the team may be friendly and informal. A contractor may send solid customer replies for months without much feedback beyond “thanks.” A support assistant may prevent three refunds in one week, then hear nothing because the owner is busy trying to finish payroll after dinner.</p><p>That silence has a cost. It does not always lead to a dramatic resignation. Sometimes it leads to softer effort, slower replies, and less care in the tiny details customers remember. A side business cannot afford much of that, especially when every repeat customer counts.</p><p>Recognition software is useful here because it makes the good work easier to catch while it is still fresh. The owner does not have to create a giant HR program. The first step is simply making appreciation less random.</p><h2 id="customer-feedback-is-a-productivity-signal"><strong>Customer Feedback Is a Productivity Signal</strong></h2><p>For service businesses, customer feedback is more than a review score. It can show which behaviors are helping the business grow and which ones need coaching. That is valuable for a side business because the owner cannot personally watch every interaction.</p><p>A client saying “Maya fixed this fast and explained it clearly” gives the owner something concrete to recognise. It is better than a generic end-of-month compliment because it ties praise to real customer experience. The same kind of feedback can indicate that a process is confusing or that one employee is carrying too much of the emotional labor with clients.</p><p>This is where productivity becomes more human. The goal is not to squeeze more work out of a small team. The goal is to repeat the behaviors that make customers trust the business. Fast replies help. Clear explanations help. Careful follow-up helps. When feedback points to those habits, the owner can reward the right things instead of guessing.</p><p>A small business with ten clients may survive on memory. A business with fifty active clients needs a cleaner feedback loop.</p><h2 id="recognition-works-best-when-it-is-specific"><strong>Recognition Works Best When It Is Specific</strong></h2><p>Vague praise does not travel far. “Great job this week” sounds pleasant, but it fades quickly because nobody knows exactly what earned it. Specific praise tells the employee what to repeat.</p><p>A better recognition moment might highlight how someone handled a difficult client without escalating the issue. It might call out a clean handoff that saved another employee from starting over. It might highlight a five-star customer comment that came from patient, careful service.</p><p>This matters for owners who are building a side business around reputation. One careless service moment can damage trust faster than a polished sales page can rebuild it. If recognition rewards the behaviors that protect the customer relationship, the team gets a clearer sense of what counts.</p><p>The recognition should still sound like a person wrote it. Nobody wants to feel processed by software. A short, honest note can carry more weight than a long automated message with too much polish.</p><h2 id="gamification-can-help-if-it-stays-grounded"><strong>Gamification Can Help, If It Stays Grounded</strong></h2><p>Gamification gets cheesy fast when it is bolted onto work without care. Nobody needs a leaderboard for every tiny action. That can make adults feel like they are trapped in a 2009 sales contest.</p><p>Used well, though, a light competitive layer can help a small team focus. A service business might track customer satisfaction after support replies or reward consistent follow-up after completed jobs. A managed IT side business, for example, may want technicians to prioritize response quality, not just ticket volume.</p><p>The metric needs to be fair. If the contest rewards speed alone, employees may rush. If it rewards customer happiness without context, people may avoid harder issues. The best setup rewards the behavior the business actually wants to see more often.</p><p>Keep it small at first. A two-week challenge around better customer follow-up is easier to trust than a permanent scoreboard that turns every shift into a performance review.</p><h2 id="rewards-should-support-retention-not-replace-management"><strong>Rewards Should Support Retention, Not Replace Management</strong></h2><p>A rewards program can make appreciation more visible, but it cannot compensate for weak leadership. If the work is poorly explained, the schedule is chaotic, or the pay is not fair, points and prizes will feel hollow.</p><p>For side business owners, that is an uncomfortable but useful truth. Recognition works best once the basics are in place. People need clear expectations, decent communication, and a reasonable workload before rewards feel meaningful.</p><p>The reward does not have to be large. A gift card, a small bonus, a public shoutout, or first choice on a flexible shift can all feel good when the recognition is earned. The key is fit. A remote contractor working evenings may value schedule flexibility more than branded company swag.</p><p>I have little patience for reward systems that feel cute but ignore what employees actually want. Ask them. The answer may be simpler than the owner expected.</p><h2 id="the-owner-gets-time-back-when-culture-is-less-manual"><strong>The Owner Gets Time Back When Culture Is Less Manual</strong></h2><p>Side business owners often underestimate how much time they spend maintaining morale by hand. They send one-off thank-yous, check in after customer issues, remember who did extra work, and try to keep the team encouraged between their own work and family commitments.</p><p>That is a lot to carry in your head.</p><p>A simple recognition and feedback system gives the owner a record to work from. Customer comments, peer recognition, and performance signals can stay visible instead of disappearing into email threads or chat messages. The owner still needs to lead, but the emotional admin becomes easier to manage.</p><p>That time savings is not abstract. If you get back two hours a week, that can mean one more sales call, one better client proposal, or one evening where the business does not eat the whole night. For a Think Save Retire reader, that is the part I would pay attention to first.</p><h2 id="choose-tools-that-fit-the-business-you-are-building"><strong>Choose Tools That Fit the Business You Are Building</strong></h2><p>A side business does not need heavy corporate software. It needs tools that fit the way the team already works. If your people live in Slack, Teams, a PSA, or a help desk, recognition should be close to those places rather than hidden in a separate system nobody checks.</p><p>Start with one area where the business already feels strain. Customer service quality is a good candidate for many small teams. Recognition tied to real feedback can show employees that the owner notices what customers notice.</p><p>A side business should make your life better, not turn every spare hour into management cleanup. When recognition, feedback, and rewards are easier to handle, the team has more reason to care, customers get more consistent service, and the owner has a better chance of building something that supports the life they actually want.</p>]]></content:encoded></item><item><title><![CDATA[When Should You Start Working With a Financial Planner?]]></title><description><![CDATA[Learn when to start working with a financial planner, key signs you need advice, and how to choose the right adviser for your goals.]]></description><link>https://thinksaveretire.com/when-should-you-start-working-with-a-financial-planner</link><guid isPermaLink="false">Ghost__Post__6a32d8018478e50001eb0caa</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Wed, 17 Jun 2026 17:33:23 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/When-to-work-with-a-financial-planner.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/When-to-work-with-a-financial-planner.jpeg" alt="When Should You Start Working With a Financial Planner?"/><p><em><strong>Disclaimer: </strong>This article is for informational purposes only and should not be considered financial, tax, or legal advice. Financial planning decisions should be based on your individual circumstances and made in consultation with a qualified financial professional.</em></p><p>Most Australians put off seeing a financial planner until they're staring down retirement and suddenly realize they have no idea if their super will hold up. By then, a lot of the useful planning windows have closed. The honest answer to when you should start is usually about ten years earlier than people think.</p><h2 id="what-s-the-right-age-to-get-financial-advice">What's the right age to get financial advice?</h2><p>There isn't one. The better question is what life stage you're in and what decisions are coming up in the next two to five years.</p><p>If you're in your thirties with a mortgage and young children, advice tends to focus on insurance and choosing the right super fund. If you're in your forties or fifties, the conversation shifts to contribution strategies and whether to start building wealth outside super. By your sixties, the questions become specific: when can you access your super, how much can you draw down, what does the Age Pension look like for you, and how do you avoid paying more tax than you need to in retirement.</p><p>Brisbane residents who want a steady, independent perspective on these questions often turn to firms like the<a href="https://solacefinancial.com.au/"> Solace financial planners in Brisbane</a> team, who have worked with pre-retirees and retirees through several market cycles since the early 2000s.</p><h2 id="what-are-the-signs-you-should-see-a-planner-sooner-rather-than-later">What are the signs you should see a planner sooner rather than later?</h2><p>A few situations make professional advice genuinely worth the fee, rather than a nice-to-have.</p><p><strong>You've had a sudden change in income</strong>. A promotion, a redundancy, a business sale or an inheritance all shift your tax position and what's possible with super. Without advice, most people park the money in their offset and miss the more useful options.</p><p><strong>You're within ten years of retirement</strong>. This is the period where contribution caps and asset allocation decisions have the biggest compounding effect. A poorly timed decision at 55 can cost you tens of thousands by 70.</p><p><strong>You're going through a major life transition.</strong> Divorce, the death of a spouse, an inheritance, or moving a parent into aged care all involve financial decisions that are hard to reverse. Getting advice before signing anything is usually cheaper than untangling things later.</p><p><strong>You have an SMSF and you're not sure you're using it well.</strong> Self-managed funds are common in Queensland, but a lot of trustees set them up years ago and haven't reviewed the strategy since.</p><h2 id="how-is-a-financial-planner-different-from-an-accountant">How is a financial planner different from an accountant?</h2><p>The two roles overlap, but they answer different questions.</p><p>An accountant looks backward. They prepare your tax return and report on what your numbers were last financial year. A good accountant will flag opportunities, but their core work is reporting on what's already happened.</p><p>A financial planner looks forward. They build a plan for what your money should do over the next ten or twenty years. That includes how much to put into super, how to structure your investments, what insurance you need, how to draw an income in retirement, and how to pass wealth on to your children or grandchildren.</p><p>Most people benefit from having both. The accountant handles compliance. The planner handles strategy. They often work together on company structures, trust distributions, capital gains planning, and contribution timing around the sale of a business or property.</p><h2 id="what-should-you-expect-at-a-first-meeting">What should you expect at a first meeting?</h2><p>A first consultation should not feel like a sales pitch. With a reputable independent firm, the initial meeting is usually free and runs for an hour or so.</p><p>You'll be asked about your current position, your goals, your timeline, and what's keeping you up at night. The planner should listen more than they talk in this meeting. If you walk out and the only thing you remember is the planner pushing a particular product, you've been to the wrong firm.</p><p>After that meeting, a fee proposal should be put in writing. Advice fees in Australia are usually somewhere between $3,300 and $11,000 for an initial Statement of Advice, depending on complexity, with ongoing service fees billed annually if you choose to engage them long term. You should know exactly what you're paying before any work begins.</p><h2 id="how-do-you-know-if-a-planner-is-genuinely-independent">How do you know if a planner is genuinely independent?</h2><p>This is where a lot of people get caught out. Many advisers are technically licensed under the same parent company that owns the products they recommend, even if the branding looks separate.</p><p>Two things to check. Is the firm holding its own AFSL, or operating under someone else's? And are the recommendations you receive limited to a list of approved products from a related entity?</p><p>A genuinely independent practice charges fees rather than commissions and is free to recommend any product on the market that fits your situation. That structure costs the firm more to run, but it removes the conflict of interest that has driven most of the major advice scandals in this country over the past fifteen years.</p><h2 id="is-it-worth-paying-for-advice-if-you-re-not-wealthy-yet">Is it worth paying for advice if you're not wealthy yet?</h2><p>For straightforward situations, sometimes not. If you're in your twenties with a single super account and no major decisions on the horizon, a low-cost industry fund and a sensible savings rate will get you most of the way.</p><p>The point at which advice tends to pay for itself is when complexity creeps in. Two incomes, a mortgage, kids, a small business, an investment property, an inheritance, a partner's super, an SMSF. Once you're juggling four or five of those, the cost of getting it wrong starts to outweigh the cost of getting advice.</p><p>A good planner should be honest with you about this. If you don't need them yet, they should say so and tell you when to come back.</p><h2 id="what-questions-should-you-ask-before-engaging-a-planner">What questions should you ask before engaging a planner?</h2><p>A few worth asking in the first meeting:</p><ul><li>Who owns this firm, and who holds the AFSL?</li><li>How are you paid, and are there any commissions or referral fees involved?</li><li>What does your average client look like, and how long do they usually stay with you?</li><li>What happens to my plan if my adviser leaves?</li><li>Can I see a sample Statement of Advice before I commit?</li></ul><p>The answers tell you more about the firm than any brochure will. A planner who answers them directly, without deflecting, is usually one worth working with.</p>]]></content:encoded></item><item><title><![CDATA[How to Use Your TSP for a Comfortable Federal Retirement]]></title><description><![CDATA[Learn how federal employees can maximize their TSP, optimize investments, and build a comfortable retirement with smart planning strategies.]]></description><link>https://thinksaveretire.com/how-to-use-your-tsp-for-a-comfortable-federal-retirement</link><guid isPermaLink="false">Ghost__Post__6a32cb088478e50001eb0c98</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Wed, 17 Jun 2026 16:33:59 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/TSP-for-a-Comfortable-Federal-Retirement.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/TSP-for-a-Comfortable-Federal-Retirement.jpeg" alt="How to Use Your TSP for a Comfortable Federal Retirement"/><p><em><strong>Disclaimer:</strong> This article is for informational purposes only and does not constitute financial advice. Federal employees should consult a qualified financial professional before making retirement planning decisions.</em></p><p>The Thrift Savings Plan (TSP) serves more than 7 million participants and holds over $1 trillion in assets, making it one of the largest defined-contribution plans in the world. Despite those staggering numbers, many federal employees under-contribute, stay too conservative with their investments, or delay building a withdrawal strategy until it's nearly too late.</p><p>If you're a federal employee approaching retirement  or even decades away from it, understanding how to squeeze every dollar of value out of your TSP can mean the difference between a retirement that feels tight and one that feels truly comfortable.</p><h2 id="understanding-what-you-actually-have"><strong>Understanding What You Actually Have</strong></h2><p>Before diving into strategy, it helps to take stock. The TSP operates similarly to a private-sector 401(k), but with a few structural advantages worth appreciating.</p><p>First, the expense ratios are exceptionally low. TSP expenses have historically been among the lowest of any retirement plan in the country, a fraction of what most mutual funds charge. Over a 30-year career, that fee difference alone can translate into tens of thousands of dollars in preserved gains.</p><p>Second, federal employees covered under FERS receive a 1% automatic agency contribution, plus matching contributions that can bring total agency contributions up to 5% when the employee contributes 5%. Any employee not contributing at least 5% of basic pay is leaving part of their compensation on the table.</p><p>Third, the TSP offers both traditional (pre-tax) and Roth (after-tax) options. That dual structure creates planning flexibility that becomes especially valuable as retirement nears.</p><h2 id="the-fund-lineup-simpler-than-you-think"><strong>The Fund Lineup: Simpler Than You Think</strong></h2><p>The TSP's core menu is intentionally streamlined  five individual funds and a series of Lifecycle (L) funds that blend them automatically.</p><p><strong>The G Fund</strong> invests in special-issue government securities. It is designed to preserve principal while earning interest based on those Treasury securities, which sounds appealing until you consider that its returns have often struggled to outpace inflation over extended periods.</p><p><strong>The F Fund</strong> tracks the Bloomberg U.S. Aggregate Bond Index. It provides broader fixed-income exposure than the G Fund but carries modest interest-rate risk.</p><p><strong>The C Fund</strong> mirrors the S&amp;P 500. Historically, it has provided broad U.S. large-cap stock exposure and higher long-term growth potential than the fixed-income funds, though with significantly more volatility.</p><p><strong>The S Fund</strong> tracks a small- and mid-cap index, offering exposure to domestic companies outside the S&amp;P 500.</p><p><strong>The I Fund</strong> follows an international equity index, adding geographic diversification.</p><p><strong>L Funds</strong> blend all five based on a target retirement date, shifting progressively from equities to bonds as that date approaches.</p><p>The most common mistake? Parking everything in the G Fund for an entire career out of fear of short-term losses. While capital preservation matters, an all-G-Fund portfolio over 25 or 30 years can increase the risk that inflation reduces purchasing power over time.</p><h2 id="building-a-strategy-that-matches-your-timeline"><strong>Building a Strategy That Matches Your Timeline</strong></h2><p>Effective<a href="https://www.federalpensionadvisors.com/tsp-calculator"> TSP retirement planning</a> starts with understanding your personal time horizon  not just when you plan to retire, but how long your money needs to last after that.</p><p>A 55-year-old retiring under a FERS special provision still has a potential 30+ year drawdown period. That's not a short timeline. It means some equity exposure likely still makes sense even at retirement, despite the instinct to go fully conservative.</p><p>Here's a general framework many financial professionals suggest, though individual circumstances always matter:</p><p><strong>More than 20 years to retirement:</strong> Some investors at this stage lean toward a heavier equity allocation across C, S, and I Funds, depending on risk tolerance, income needs, and other assets. With decades of compounding ahead, short-term volatility matters less.</p><p><strong>10 to 20 years out:</strong> Begin introducing more fixed income gradually. A 60/40 or 70/30 equity-to-bond split is a common starting range, adjusted based on risk tolerance and other income sources.</p><p><strong>Within 10 years of retirement:</strong> This is where sequencing risk  the danger of a sharp market drop right before or after you stop working  becomes a real concern. Increasing G and F Fund allocations provides a buffer, but going entirely conservative too early can cap growth you still need.</p><p><strong>In retirement:</strong> Some retirees use a cash-flow reserve or "bucket" approach  keeping near-term withdrawal needs in stable funds (G and F) while letting the remainder continue growing in equities. This can help avoid the trap of selling stocks during a downturn just to cover living expenses.</p><h2 id="the-roth-tsp-decision"><strong>The Roth TSP Decision</strong></h2><p>Since 2012, federal employees have had the option to make Roth contributions to the TSP. The trade-off is straightforward: you pay taxes now in exchange for qualified withdrawals that may be tax-free in retirement.</p><p>The Roth option tends to favor employees who expect their tax rate in retirement to be equal to or higher than their current rate. That includes younger workers in lower brackets, employees anticipating a federal pension plus Social Security stacking into higher brackets, and anyone who believes tax rates will generally rise in the future.</p><p>A split strategy  contributing to both traditional and Roth TSP  hedges against tax-rate uncertainty. It also gives retirees flexibility to pull from whichever bucket minimizes their tax bill in any given year.</p><h2 id="coordination-with-your-fers-pension-and-social-security"><strong>Coordination With Your FERS Pension and Social Security</strong></h2><p>The TSP doesn't exist in a vacuum. Federal employees under FERS have a three-legged retirement stool: the FERS basic annuity, Social Security, and the TSP.</p><p>Knowing roughly what your pension and Social Security will provide helps you calculate your TSP "gap"  the annual income your savings need to generate. For example, if your pension covers 30% of your pre-retirement income and Social Security covers another 25%, your TSP needs to bridge the remaining 45%.</p><p>Running those numbers early and revisiting them periodically prevents the unpleasant surprise of arriving at retirement with a shortfall. Several<a href="https://www.federalpensionadvisors.com/post/tsp-investment-advice"> TSP-specific planning tools</a> exist to help federal workers model different contribution rates, allocation mixes, and retirement dates.</p><h2 id="withdrawal-strategy-matters-as-much-as-accumulation"><strong>Withdrawal Strategy Matters as Much as Accumulation</strong></h2><p>How you take money out of the TSP is just as consequential as how you put it in. Since 2019, TSP participants have had more flexible withdrawal options, including partial withdrawals and customized installment payments.</p><p>Key considerations during the drawdown phase include:</p><p><strong>Required Minimum Distributions (RMDs):</strong> Once you turn 73 (under current law), you must begin taking minimum distributions from your traditional TSP balance. Roth TSP balances are no longer subject to lifetime RMDs, thanks to changes under SECURE 2.0.</p><p><strong>Tax bracket management:</strong> Pulling too much from a traditional TSP in a single year can push you into a higher bracket or trigger surcharges on Medicare premiums. Spreading withdrawals strategically  or converting portions to Roth during low-income years  can reduce the lifetime tax hit.</p><p><strong>Survivor considerations:</strong> The TSP's annuity options and beneficiary designations should align with your broader estate plan. Many retirees overlook updating their TSP beneficiary form after life changes like divorce or remarriage.</p><h2 id="common-pitfalls-worth-avoiding"><strong>Common Pitfalls Worth Avoiding</strong></h2><p>After years of working with TSP participants, a handful of recurring mistakes stand out.</p><p><strong>Inertia on contributions.</strong> Reaching the 5% match threshold is the floor, not the ceiling. The 2026 elective deferral limit is $24,500, with an additional $8,000 catch-up for those 50 and older (and $11,250 for participants aged 60–63). Every dollar beyond the match still benefits from the TSP's ultra-low fees.</p><p><strong>Ignoring rebalancing.</strong> If you set a target allocation years ago and haven't touched it, market drift may have quietly shifted your risk profile. Annual rebalancing  or simply choosing an appropriate L Fund  keeps things aligned.</p><p><strong>Cashing out early.</strong> Separating from federal service before 59½ and withdrawing TSP funds may trigger income taxes and a 10% early withdrawal penalty unless an exception applies (such as separating in the year you turn 55 or later). Rolling to an IRA preserves the tax advantage.</p><p><strong>Not having a plan at all.</strong> The biggest risk isn't picking the wrong fund. It's arriving at retirement without ever running the numbers  and discovering the gap too late to close it.</p><h2 id="the-bottom-line"><strong>The Bottom Line</strong></h2><p>The TSP can be a valuable retirement savings vehicle  low-cost, tax-advantaged, and backed by matching contributions that amount to an immediate return on investment. But a good vehicle still requires a driver who knows where they're going.</p><p>Whether you're a GS-7 in your first year of service or a senior executive eyeing retirement next spring, the fundamentals remain the same: contribute enough to capture the full match, choose an allocation that reflects your actual timeline, coordinate with your pension and Social Security, and build a withdrawal plan before you need one.</p><p>The federal employees who retire most comfortably aren't the ones who got lucky with market timing. They're the ones who made a plan, stuck with it, and adjusted when circumstances changed.</p><p><br/></p>]]></content:encoded></item><item><title><![CDATA[Best Class Action Settlement Finder Apps in 2026]]></title><description><![CDATA[We tested the best class action settlement finder apps of 2026. See which apps help you find, track, and claim settlement money you're owed, and see which one came out on top.]]></description><link>https://thinksaveretire.com/best-class-action-settlement-finder-apps</link><guid isPermaLink="false">Ghost__Post__6a2877598478e50001eb0c35</guid><category><![CDATA[make money]]></category><dc:creator><![CDATA[Vanessa Zimin]]></dc:creator><pubDate>Tue, 09 Jun 2026 20:53:55 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Best-Class-Action-Settlement-Finder-Apps.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Best-Class-Action-Settlement-Finder-Apps.jpeg" alt="Best Class Action Settlement Finder Apps in 2026"/><p><em><strong>Disclaimer:</strong> Think Save Retire may earn a commission from some of the apps listed below, at no cost to you. This does not affect our rankings or opinions. This article is for informational purposes only and is not legal or financial advice. Settlement eligibility and payouts are determined by courts and official administrators, so always confirm any claim through its official source.</em></p><p>Every year, companies pay out billions of dollars in class action settlements, and the overwhelming majority of that money is never claimed by the people it belongs to. Industry research consistently shows that fewer than one in ten eligible class members ever file a claim. Not because they don't qualify. Because they never find out the settlement exists.</p><p>That's the problem settlement finder apps were built to solve. These apps scan open class action settlements, match them against your purchase history or profile, and alert you when there's money on the table with your name on it.</p><p>The category exploded in 2025 and 2026, and there are now more than a dozen apps competing for your downloads. We tested the major players to find out which ones are actually worth your time.</p><h2 id="quick-answer">Quick Answer</h2><p>The best class action settlement finder app in 2026 is the <strong>True Finance Settlements Hub</strong>, because it pairs curated, regularly updated settlement matching with a full money app (<a href="https://thinksaveretire.com/cash-advance/"><strong>cash advances</strong></a>, credit monitoring, and <a href="https://thinksaveretire.com/best-budgeting-apps-for-beginners/"><strong>budgeting tools</strong></a>), so finding settlement money is one piece of a bigger financial toolkit rather than a single-purpose download. <strong>Catch</strong> is the best free standalone option, and <strong>Top Class Actions</strong> remains the best free database for DIY claim hunters.</p><h2 id="best-settlement-finder-apps-at-a-glance">Best Settlement Finder Apps at a Glance</h2><!--kg-card-begin: html--><div class="tsr-table-wrap">
<table class="tsr-table">
<thead>
<tr>
<th>Rank</th>
<th>Platform</th>
<th>Best For</th>
<th>Cost</th>
<th>Files Claims For You?</th>
</tr>
</thead>
<tbody>

<tr class="tsr-featured">
<td>🏆 1</td>
<td><strong>True Finance Settlements Hub</strong></td>
<td>All-in-one money app + settlement matching</td>
<td>Annual subscription</td>
<td>No, links to official settlement administrators</td>
</tr>

<tr>
<td>2</td>
<td>Catch</td>
<td>Free automated matching</td>
<td>Free</td>
<td>Guided filing</td>
</tr>

<tr>
<td>3</td>
<td>Settlemate</td>
<td>Email-based purchase detection</td>
<td>Subscription</td>
<td>In-app filing</td>
</tr>

<tr>
<td>4</td>
<td>ClaimBee</td>
<td>Quick eligibility quizzes</td>
<td>Free with upgrades</td>
<td>In-app filing</td>
</tr>

<tr>
<td>5</td>
<td>Class Action Buddy</td>
<td>Occasional claimants (iOS + Android)</td>
<td>1 free claim/month, then subscription</td>
<td>In-app filing</td>
</tr>

<tr>
<td>6</td>
<td>PayMe</td>
<td>Simple question-based matching</td>
<td>Subscription</td>
<td>In-app filing</td>
</tr>

<tr>
<td>7</td>
<td>ClaimHood</td>
<td>Brand-based matching</td>
<td>Varies</td>
<td>In-app filing</td>
</tr>

<tr>
<td>8</td>
<td>GetBack</td>
<td>Community-sourced settlements</td>
<td>Free</td>
<td>No, directs to administrators</td>
</tr>

<tr>
<td>9</td>
<td>Top Class Actions</td>
<td>Free DIY research</td>
<td>Free</td>
<td>No, news and database only</td>
</tr>

<tr>
<td>10</td>
<td>ClassAction.org</td>
<td>Legal information and pending cases</td>
<td>Free</td>
<td>No, news and database only</td>
</tr>

</tbody>
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</style><!--kg-card-end: html--><h2 id="how-we-ranked-these-apps">How We Ranked These Apps</h2><p>We evaluated each app on five criteria: how comprehensive and current its settlement listings are, how clearly it explains eligibility and proof requirements, what it costs relative to what it delivers, how it handles your personal and financial data, and whether it offers anything beyond settlement finding alone. We also read through hundreds of recent app store reviews for each app to see how they perform for real users, not just in marketing copy.</p><h2 id="1-true-finance-settlements-hub-best-overall">1. True Finance Settlements Hub: Best Overall</h2><p>The <a href="https://truefinance.go.link/settlements-tsr"><strong>Settlements Hub</strong></a> lives inside the True Finance app, and that's exactly why it tops this list. Every other app on this page does one thing: find settlements. True Finance treats settlement money as one of several ways to put cash back in your pocket, alongside interest-free <a href="https://thinksaveretire.com/cash-advance-apps/"><strong>cash advances</strong></a>, free credit score and report monitoring, an Earn tab for completing paid tasks and games, and budgeting tools.</p><p>Here's how it works. You complete a short eligibility check inside the Settlements Hub, and the app surfaces active class action settlements that may apply to you. Each listing clearly states its requirements. Some settlements require proof of purchase, while others allow claims without documentation, and the Hub flags which is which. Estimated payout ranges are displayed when available, and new settlements are added as cases open and deadlines approach, so the Hub stays current instead of going stale.</p><p>One thing we genuinely appreciate: True Finance is transparent about what it does and doesn't do. The company doesn't file claims on your behalf or collect settlement funds. All claims go through the official settlement administrators, and your information is used only to match you with relevant opportunities. That's a cleaner arrangement than apps that insert themselves into the money flow.</p><p><strong>Pros:</strong></p><ul><li>Settlement finding bundled with cash advances, credit monitoring, and <a href="https://thinksaveretire.com/extra-money/"><strong>earning tools</strong></a>, so it's one app instead of four</li><li>Clear per-case eligibility and proof requirements, with no-proof settlements flagged</li><li>Listings refreshed as new cases open and deadlines approach</li><li>Claims go directly through official settlement administrators</li><li>Straightforward about its limitations rather than overpromising</li></ul><p><strong>Cons:</strong></p><ul><li>The Settlements feature is offered as an annual subscription rather than free</li><li>Doesn't auto-file claims for you; you complete filing through the official administrator</li></ul><p><strong>Bottom line:</strong> If you want settlement matching plus a full set of money tools, the True Finance Settlements Hub is the strongest package in the category. <a href="https://truefinance.go.link/settlements-tsr"><strong>[Check your settlement eligibility with True Finance →]</strong></a></p><!--kg-card-begin: html--><style>
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<!--kg-card-end: html--><h2 id="2-catch-best-free-standalone-app">2. Catch: Best Free Standalone App</h2><p><a href="https://www.choosecatch.com/"><strong>Catch</strong></a> is a free settlement finder that matches you with class action settlements by analyzing your transaction history against active, court-approved cases. Link a bank account or credit card, and Catch scans your purchases for matches automatically, a genuinely clever approach, since your transaction history is the best evidence of what you've actually bought.</p><p>The trade-off is the obvious one: that matching power requires linking your financial accounts to the app. Catch states it never asks for bank passwords and that payouts come from settlement administrators rather than the app itself. Still, some app store reviewers have voiced hesitation about connecting accounts, and others note that settlements labeled "no proof" can still end up requiring documentation from the administrator, a limitation that, to be fair, applies to every app in this category, since administrators always have the final say.</p><p><strong>Pros:</strong></p><ul><li>Completely free</li><li>Automated matching from real transaction data</li><li>Notifies you as new eligible settlements appear</li></ul><p><strong>Cons:</strong></p><ul><li>Strongest results require linking bank accounts or cards</li><li>Some users report sparse listings and eligibility surprises at the administrator stage</li></ul><p><strong>Bottom line:</strong> The best free option if you're comfortable linking accounts. If you'd rather not connect your bank to a standalone settlement app, look at our #1 pick or a manual database like Top Class Actions.</p><h2 id="3-settlemate-best-email-based-detection">3. Settlemate: Best Email-Based Detection</h2><p><a href="https://www.settlemate.io/"><strong>Settlemate</strong></a> takes a different route to the same destination. Instead of bank transactions, it can parse your email inbox or scan uploaded receipts to auto-detect eligible purchases. Answer a few profile questions, let it scan its settlement database, and it shows you which open cases you qualify for. Claim forms can be completed, signed, and submitted directly in the app, with live status tracking and deadline alerts.</p><p>The catch is cost: Settlemate runs on a paid subscription, with plan tiers to choose from. Some reviewers say they've recovered far more than the subscription price, but your mileage will depend entirely on how many settlements you actually qualify for.</p><p><strong>Pros:</strong></p><ul><li>Email and receipt scanning finds purchases you've forgotten about</li><li>In-app claim filing with status tracking</li><li>Price-adjustment tracking adds value beyond settlements</li></ul><p><strong>Cons:</strong></p><ul><li>Subscription required, so the math only works if you file claims regularly</li><li>Email access is a meaningful privacy permission to grant</li></ul><p><strong>Bottom line:</strong> A strong pick for heavy online shoppers whose inboxes are full of receipts.</p><h2 id="4-claimbee-best-for-quick-eligibility-checks">4. ClaimBee: Best for Quick Eligibility Checks</h2><p><a href="https://claimbee.app/"><strong>ClaimBee</strong></a> keeps things simple: answer a few quick questions, see which settlements match your profile, and file claims in-app with what it calls one-tap filing, with no PDFs, printing, or mailing. It rounds out the package with deadline alerts, real-time claim tracking, and an automated finder that continuously scans for new cases. Saved profiles let you reuse your information across claims, which removes most of the friction from filing multiple claims.</p><p><strong>Pros:</strong></p><ul><li>Fast, quiz-style eligibility checks with no account linking required</li><li>In-app filing and claim tracking</li><li>Plain-language case summaries</li></ul><p><strong>Cons:</strong></p><ul><li>Profile-based matching is less precise than transaction or email scanning</li><li>Newer app with a smaller track record</li></ul><p><strong>Bottom line:</strong> The lowest-friction entry point if you don't want to link a bank account or email.</p><h2 id="5-class-action-buddy-best-free-claim-per-month">5. Class Action Buddy: Best Free Claim Per Month</h2><p><a href="https://classactionbuddy.com/"><strong>Class Action Buddy</strong></a> is a cross-platform app for iOS and Android that curates open class action settlements, tracks deadlines, auto-fills your claim forms, and lets you submit claims directly from your phone. What sets it apart is its pricing model: you get one free claim per month, with unlimited claims available through a subscription. For casual users who only stumble onto a qualifying settlement now and then, that free monthly claim may be all they ever need.</p><p>Unlike database sites that simply link you out to an external PDF, Class Action Buddy fills in your information and submits the claim digitally, which removes the most tedious part of the process.</p><p><strong>Pros:</strong></p><ul><li>Works on both iOS and Android</li><li>One free claim per month with no subscription required</li><li>Auto-fills and submits claims digitally rather than linking to external forms</li></ul><p><strong>Cons:</strong></p><ul><li>Filing more than one claim a month requires a paid subscription</li><li>Smaller, newer database than the long-established players</li></ul><p><strong>Bottom line:</strong> A smart pick for occasional claimants who want real in-app filing without committing to a subscription.</p><h2 id="6-payme-simplest-matching-experience">6. PayMe: Simplest Matching Experience</h2><p><a href="https://apps.apple.com/us/app/payme-claim-your-money/id6749705807"><strong>PayMe</strong></a> matches you with active settlements based on a few simple questions about your purchase history, then lets you file claims, track payouts, and receive alerts when new settlements open. It's subscription-based with transparent, straightforward pricing, and a subscription-cancellation tracking feature on its roadmap could add value beyond settlements.</p><p><strong>Pros:</strong></p><ul><li>Very simple onboarding</li><li>Transparent subscription pricing</li></ul><p><strong>Cons:</strong></p><ul><li>Question-based matching may miss settlements that scanning approaches would catch</li><li>Ongoing cost</li></ul><h2 id="7-claimhood-best-brand-based-matching">7. ClaimHood: Best Brand-Based Matching</h2><p><a href="https://apps.apple.com/us/app/claim-class-actions/id6749019788"><strong>ClaimHood</strong></a> works by having you select the brands you've purchased from, then matching you against open settlements involving those companies and guiding you through submission. It's an intuitive middle ground between answering generic questions and handing over account access.</p><p><strong>Pros:</strong></p><ul><li>Brand-selection model is intuitive and privacy-friendly</li><li>Guided claim submission</li></ul><p><strong>Cons:</strong></p><ul><li>Only as good as your memory of what you've bought</li></ul><h2 id="8-getback-best-community-approach">8. GetBack: Best Community Approach</h2><p><a href="https://www.getback.ai/"><strong>GetBack</strong></a> is less an app than a community-powered website: its settlement database is crowdsourced, with members uploading cases they find so others can check eligibility, view deadlines, and file. There's something fitting about class members helping each other claim from class actions, and it's free.</p><p><strong>Pros:</strong></p><ul><li>Free and community-driven</li><li>No account linking required</li></ul><p><strong>Cons:</strong></p><ul><li>Crowdsourced coverage can be inconsistent</li><li>No automation; you do the checking yourself</li></ul><!--kg-card-begin: html--><!-- THINK SAVE RETIRE | MYAPPFREE CTA BOX -->
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</img></div><!--kg-card-end: html--><h2 id="9-top-class-actions-best-free-database-for-diy-hunters">9. Top Class Actions: Best Free Database for DIY Hunters</h2><p><a href="https://topclassactions.com/"><strong>Top Class Actions</strong></a> is the long-running heavyweight of settlement news, with a constantly updated database of open settlements, a weekly newsletter, and detailed eligibility breakdowns for each case. It doesn't match settlements to you automatically (you browse, read, and decide), but for free, comprehensive coverage of what's open right now, it remains the reference point every app in this category is measured against.</p><p><strong>Pros:</strong></p><ul><li>Free, comprehensive, frequently updated</li><li>Detailed eligibility and deadline information per case</li></ul><p><strong>Cons:</strong></p><ul><li>Entirely manual, with no matching or alerts tailored to you</li><li>It's a news site, not a claims tool</li></ul><h2 id="10-classaction-org-best-for-legal-information-and-pending-cases">10. ClassAction.org: Best for Legal Information and Pending Cases</h2><p><a href="https://www.classaction.org/"><strong>ClassAction.org</strong></a> rounds out the list as the other long-established free resource worth knowing. Alongside its database of open settlements and rebates (some requiring no proof of purchase), it stands out for depth of legal information: active lawsuits, mass torts, and investigations that haven't reached the settlement stage yet, plus real-time case news and a free weekly newsletter. If you want to understand the legal context behind a case, or track a lawsuit you might join before it settles, this is the strongest free reference of the bunch.</p><p>Like Top Class Actions, it's a knowledge resource rather than a claims tool. You won't get personalized matching or in-app filing, but you will get trustworthy, well-explained information from a site that has covered this space for years.</p><p><strong>Pros:</strong></p><ul><li>Free, with deep legal information on both pending cases and open settlements</li><li>Covers investigations and mass torts, not just settlements ready to claim</li><li>Real-time news and a free newsletter</li></ul><p><strong>Cons:</strong></p><ul><li>No personalized matching or claim filing</li><li>Updates can lag behind the dedicated finder apps</li></ul><p><strong>Bottom line:</strong> The best free pick for anyone who wants to understand the legal side or follow a case before it settles, used alongside a matching app rather than instead of one.</p><h2 id="how-settlement-finder-apps-work">How Settlement Finder Apps Work</h2><p>When a company settles a class action, it funds a pool of money for affected consumers, and a court-appointed settlement administrator handles claims. The problem is distribution: notices arrive as easy-to-ignore postcards and emails that look like spam, and most eligible people never file.</p><p>Settlement finder apps close that gap in one of four ways: scanning your bank or card transactions for qualifying purchases (Catch), parsing your email for receipts (Settlemate), asking you profile or brand questions (ClaimBee, PayMe, ClaimHood), or curating listings you check against your own history (True Finance Settlements Hub, GetBack, Top Class Actions). Whichever route the app takes, the actual claim is processed and the payout issued by the official settlement administrator, not the app.</p><h2 id="are-settlement-finder-apps-legit">Are Settlement Finder Apps Legit?</h2><p>Yes. The legitimate ones connect you to real, court-approved settlements run by official administrators. But apply the same scrutiny you'd apply to any financial app:</p><ul><li><strong>The money never comes from the app.</strong> Payouts come from settlement administrators. Any app claiming it will pay you directly deserves skepticism.</li><li><strong>"No proof required" has an asterisk.</strong> Administrators can still request documentation to verify eligibility, no matter what any app's label says.</li><li><strong>Honest claims only.</strong> Filing a claim for a settlement you don't qualify for is fraud. These apps help you find money you're actually owed, nothing more.</li><li><strong>Mind your data.</strong> Bank linking and email scanning are powerful matching tools, but they're also meaningful permissions. Choose the trade-off you're comfortable with.</li></ul><h2 id="how-to-choose-the-right-settlement-finder-app">How to Choose the Right Settlement Finder App</h2><p>If you want settlement finding as part of a broader set of <a href="https://thinksaveretire.com/how-to-make-money-in-one-hour/"><strong>money tools</strong></a> (cash advances, credit monitoring, ways to earn), the <strong>True Finance Settlements Hub</strong> is the obvious pick. If you want a free, automated, single-purpose finder and don't mind linking accounts, go with <strong>Catch</strong>. If your purchase history lives in your inbox, <strong>Settlemate</strong> will likely find the most matches. And if you'd rather do the legwork yourself for free, <strong>Top Class Actions</strong> has been the DIY standard for years.</p><!--kg-card-begin: html--><div style="background: linear-gradient(135deg,#ffffff,#f7f7f9); border:1px solid #e6e6ec; padding:32px 36px; margin:32px auto; border-radius:18px; box-shadow:0 10px 24px rgba(0,0,0,0.06); max-width:720px; font-family:'Helvetica Neue', Arial, sans-serif; text-align:center;">
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<!--kg-card-end: html--><h2 id="faqs">FAQs</h2><h3 id="1-what-is-the-best-class-action-settlement-finder-app">1. What is the best class action settlement finder app?</h3><p>The True Finance Settlements Hub is our top pick for 2026 because it combines curated, regularly updated settlement matching with a complete money app that includes cash advances, credit monitoring, and budgeting tools. Catch is the best free standalone option.</p><h3 id="2-are-class-action-settlement-apps-free">2. Are class action settlement apps free?</h3><p>Some are. Catch, GetBack, Top Class Actions, and ClassAction.org are free, while True Finance's Settlements feature, Settlemate, and PayMe use subscription models. <a href="https://thinksaveretire.com/free-apps-that-pay-real-money-instantly/"><strong>Free apps</strong></a> typically monetize in other ways, such as requiring linked financial accounts for matching.</p><h3 id="3-do-i-need-a-lawyer-to-claim-a-class-action-settlement">3. Do I need a lawyer to claim a class action settlement?</h3><p>No. Class action settlements are designed so class members can file claims directly with the settlement administrator at no cost. These apps simply help you find the settlements and complete the forms.</p><h3 id="4-do-settlement-finder-apps-file-claims-for-me">4. Do settlement finder apps file claims for me?</h3><p>It varies. Some apps let you complete and submit claim forms in-app, while others, including the True Finance Settlements Hub, match you with settlements and direct you to the official administrator to file. Either way, the administrator processes the claim and issues any payment.</p><h3 id="5-how-much-money-can-i-get-from-class-action-settlements">5. How much money can I get from class action settlements?</h3><p>It depends entirely on the settlement, your eligibility, and how many people file claims. Some settlements pay a few dollars; others pay substantially more, especially with documented losses. Payout amounts are always determined by the court and administrator, never by the app.</p><h3 id="6-is-it-safe-to-link-my-bank-account-to-a-settlement-app">6. Is it safe to link my bank account to a settlement app?</h3><p>Reputable apps use bank-grade encryption and read-only access through established connection providers, and they never ask for your banking password directly. That said, account linking is optional in this category. Several apps on this list, including our #1 pick's eligibility-check approach, match you without requiring a new bank connection.</p><h3 id="7-how-do-i-know-a-settlement-notice-is-real-and-not-a-scam">7. How do I know a settlement notice is real and not a scam?</h3><p>Legitimate settlements have an official administrator website ending in a court-approved domain, never ask for payment to file, and never request your full Social Security number by email. When in doubt, search the case name plus "settlement administrator" and file only through the official site.</p><hr><p><em>Think Save Retire may earn compensation from partners mentioned in this article. That compensation does not influence whether an app appears here, and all opinions are our own. This article is for informational purposes only and is not legal or financial advice. Settlement eligibility, deadlines, and payment amounts are determined solely by courts and settlement administrators.</em></p><!--kg-card-begin: html--><script type="application/ld+json">
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    "name": "6. PayMe: Simplest Matching Experience",
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</script><!--kg-card-end: html--></hr>]]></content:encoded></item><item><title><![CDATA[How Startup Founders Use Market Signals To Guide Strategy]]></title><description><![CDATA[Learn how startup teams use market signals to guide pivots, product decisions, and growth, with real examples and practical insights for smarter strategy.]]></description><link>https://thinksaveretire.com/how-startup-founders-use-market-signals-to-guide-strategy</link><guid isPermaLink="false">Ghost__Post__6a283e128478e50001eb0c29</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Tue, 09 Jun 2026 16:35:06 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Use-Market-Signals-To-Guide-Strategy.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Use-Market-Signals-To-Guide-Strategy.jpeg" alt="How Startup Founders Use Market Signals To Guide Strategy"/><p>For early-stage teams, strategy rarely arrives fully formed. It gets shaped in unpredictable real-time scenarios and on-the-spot decisions, usually when something isn’t working as expected.</p><p>What separates the ones who move forward from those who stall isn’t better planning, but rather, their ability to notice what the market is already telling them and act before it becomes obvious.</p><h2 id="what-market-signals-indicate">What Market Signals Indicate</h2><p><a href="https://financhill.com/blog/investing/can-fund-flows-predict-the-stock-market">Market signals</a> are the clues hiding in plain sight: a sudden drop in user engagement, a competitor quietly changing pricing, a shift in investor appetite. None of these announces itself as a “strategy input,” but together, they’ll form a picture for the discerning observer.</p><p>For early-stage operators, these signals act as a kind of operating system. Not perfect, not always clear, but far more grounded than assumptions. The advantage comes from spotting patterns early and trusting them enough to act. And it’s a theme that comes up often, where early-stage operators consistently point to real-world signals, not theory, as the turning point in key decisions.</p><h1 id="the-early-stage-reality">The Early-Stage Reality</h1><p>Every startup begins with a plan. But many will abandon parts of it within the first few months.</p><p>One B2B operator put it bluntly: “Our roadmap lasted about six weeks. After that, the market took over.”</p><p>This is where market signals come in. They don’t replace strategy, but they reshape it in real time. So instead of committing resources based on assumptions, teams begin to test, observe, and adjust.</p><p>In tighter funding cycles, however, that shift isn’t optional. When capital gets more selective, those who learn faster than they spend tend to last longer.</p><h2 id="pivoting-to-adapt">Pivoting To Adapt</h2><p>A fintech startup launched with a budgeting tool aimed at freelancers. On paper, it made sense. Early sign-ups looked promising, too.</p><figure class="kg-card kg-image-card"><img 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9Him72uCH4OdWGJMPSv73BDOAOQN4KkgVh8DNt87DDQYGsbj83TF/gnU2qvxiADv84LUA9EntA4Fhh0LInGYmd+xoM12hvHAdDPvDoMFK77tBJhsPNZDjec0sZVcMSqU6cumuZ0fo5wWzA+2NA5mBfZvBPe+yFj7fz9a80Y73jYmNVWJLQNm5YS6vBnNWBrU7ENHi2nLbbNl3rDnWXjVU4bth6w2K9NHTv5ESYy5DkGbd7IGtXgmNLnyAzDvAFHCNEr1jAXg70L0rB+GwpUUNGs9foXTxsO9uPk5tITo0Ns7O75N6sgh/EP5FICM4F97fyIyW/nBfV0fK3RQDJIsvkUR4HDMMvQrM2WzFRDsAutRa4Vj14NKvMNHOavpIZxeRRDjaMvL9CxtcMpJO8DzNH61n558jjm81rp7IAR92CyNbZ0mbbllixt2YWPqrwfIsbW5Nmw7/WtRWDcATPfmLD1U3NbhpENrtnqrJMyNzZyLNSXtfeK2qV9neLPyXtZrvww+VmtxePQopmh41x3rshwXZw+H/Yg0iL/BaMh/EQejzo2e8NKZ/jRDjJPQqfOyZV4K2knoVJJ/ZeS0hjbVwJLbzQH1qPUviKuo8zRluGrGTGN5rRvXjOlObyYDUd69l0wPenjHeeWC6EEkgbzuWuzMawe8U0IwB3nOk2KAuxAJkK0HBOCANdQDWoDgCazxQAWWGuwBcg4mlMFINlIYBYi1PJZsdTw5NhKVJZvFVphYStC6A9itob1llmxUMZ68cvnU6M9YYXqFtAZt9exGdZ1qCzJcv7xds68/aKVr97LOjNdZ86qpIAHdgYGZgpEl6yLEs6FXmd5hyedQuEcwyXT6FHAHM1SHsw2te9Kyfeh3diKdQ3/0JD0WdCfZssSSb7O8b0ACCKbxg6fQohnpPyKQZ7OcFCkye6VQyZmtvXu2KqU6pPZ0o1EWzEIQhFvriNJbktHluXoeDJWXpU/JHLcNWTNYbedy1+PuH7aLXAABtXgl7wPIuMM9YZh71LOyw8xvQoUQLHvaJbHAd0I9iOjYi9u3vFI62X+tcj9rZyIA9HkTH33eIA2WzALEAdh2JQPr0JjC8L0ai9w/ea0p9y6jWyX896DP4iMn4bOvu3F+gerLTBvS6AO/8iBgzLjRfoy20H3wWJbHA332IGMLPZoA/doA0GGw20CmFgd2aYHrw5/wIB74iUwstsQcalGCSId2s7Jpuu9aruzDLc12Lk9AYeD0ci1jNoyvDuzQQANreAAuIRjZVxJZyR7ts7OhRwZv+fkV7o8KneN+7u7/ACKRGqs6M1mcitmabnazbUg6PeOXYr3g0v3V8DE9jtj+u9aelVWK8YNgaxFVoj8Z0321xgZ8Z3PAz3q9IuERmuL0ep2a7G9YJDDJPu+dVUCqvvNZeZsDnVnGNuT3mv5FzejpvuYGWzazEuS/rMDsUgGfzqbGZYedDvANXux0WuGMSHmhElbw6+dbYJLckcwPyLzyfR8kO1sbwU3DGJHAd7K+5YYbF0xe7juG+DRvc3qPJZcMe43o7ZnDmN86kBrsBvkXrNxZk+7c3qWB6/ZrlJgX943v5E0Y9eW4GsN61hNrMO5EMzWCczsPP/ApDINm1lnrvUSZGNl3Mb9ireLCHVW3mjYc2edcpOYGttV4MuHe43zqVGk2XsGr3ZXCLnA8eWbn403Y3wO8ET4Gc6D7GzyKdDmZNjb4KmdfwkQJ7gFlmrA4bE9rMVZJjA81nsaD61HgVV9l02zbsVpdXocqlPZjbd4KzjV4AAG3N6kA8xPaVfMo9+ttHq4CqsW63FNZqsR73gXrP0rAeJ6w6AQWDZa63l6nhLg5Eppsyqi+88759i6sPGzZHLl5OLGpIFKl1UcuJEvA+dXdN4ORZLoS6qd/kXpcOmxYDQNgwAAClZ1grvw8OI93Bm5l5PRT0fCVHo7QNxYjIWdAK4DLAdCU3lxN5djg/X9Ug3lHN5cjevUcz3r0ObyjmaDNcTNQ2iAZ3iuRpzSKGhLPFdgBAAmBAWaEGC7Gks8UCWeKAD4ikWeKLPIgUATAizxT2aECLsgATIFANa6ggA+IuvOgUEwITgCBwTACAC1OgEWmns8UIBMhCAQhCAQhKrZGQhKgORcTBdkGrQ42eKVMg1YjmvF+PGFfrWjOvgxeYa17caz+KqU3VaW6w43vBZZo8kXDXDfjzRb+dlSjBGMwy9az5s6jXpvE6gnQa9IYyNBneCwTwavZ6F+NzR470fuMObyRuz8+Ne0eY3rXnlejdmng+3osXqclnujDXoWExPG32fgV4a7ozRvDYYSmNzKSHOdiKkzZflgazXD2q5JHEM1sJ4GYGYNpcaWuL3hl5O72apJ4e8WgmMt/ENU8wAsNIY232DHs6kB92rCeyFuZlnYqLAEls2MjRoWnnsgDR3qLax6MbPZsP2mtU8k9C0FSDWeYs5Jsu/kSE2z9SZbNa3hQzY6behZeezetnwuZskHv2La6/aRg/uemgzYB2KvngAEZ86nGdl+Wq+feY6wNfNfS+FfeZ7N66gFmzQol9ju812B5zR3i8b/CpxaGdTnbN9i8fM7HT9a9orYZ0A27OReLzwslGvpcD1fD+qx3k7wNyWj0LlA7l3LQDyQDsdA125ocfGvx29Fw9MySFegQ5+c0HkXktHmaQW/oknOa7s18fNHd+qw35IaDeaimz9o7veruBGbea7tfh01wHcxtREIt9TfR+xhnUZqnOOa2F77DebOzWvjrgUD8CqGefovX1VSpl7Qd4v2HAvfDO78B9Sw6Zq0bFk7xUgFXw3lZAu188WeKezxToQJZ4os8V1s8UWeKBbPFNZ4rsAIs8UHGzxRZ4rtZ4pDBAlnio70YHg7xtSDSmaPWUreEokwDcALDWFn4enU10+7Oxev71Fn01iS1rBfP5PAi+8O/Dz7jpbydk32d+sOhR5NKzvtVOfyXehait4bcZM3G1n+/jO627D618S8N4+lvqxm8neHGHVXP7rWGLD61ICNknfFPR0JzCJUmsiWAX8hqsONUqI7mNuZ0dQv3WEmGxJA29jqqnmZcN2w27w61ew5MWpNd25YfQuxxvduN3gmm5Fs8Fh+074FJCM+yGYGsPOmmUdwO/gufIuUOY4yWW5oPnBZNk0Mh4MjYfQaVk3Ix2ON3h0IN6K97Ruw05s3j3msOtWhGeZiPFmMGbLvQa5HGztBhYfWuvY3wPrBAPZJZZt3tLFbkENwN/wAjwJHj2BODR8YFNvsHuO+DoXKSyElo7HLD6DQ3VsmG+z9qY74PIkBliZ5HV2jSX4DvZHws9alPMxZPsO5NFIjLz8Muyzm72utTgzGe/gmBh0LiBvh3E5i8OtHZn4ffxNbXQqhlaQ9Di1hrZY6CwuM8Bwa9FOLWYN4cjwbwW1CSxJ8hqwCx5rIfC8Fr7o30fG+MMMY04aSDlRL6lSvjAF5sh51Nw3iqlYhaDLsB3nA19TVLCUSY06DbYPNP7wPYvnniLwKl02U7WMHN9mkbzj7Ae/oWVxDaMxwhsX5jDlh9CuIEmUy1Y5eYedeHhxFrmGJ/1ViOC8y6Gg83Qa9TwxjylVuKGW4AXqKi4dMZov0bCBVW2Q6wP3JokwINYaPIPWe8FTvRs48+K/YagzJNRgNdq5w+S9Ru0WcCmv0F87HHgBaWNWAOxucGj4yy9KxaxUhyJ3cu+dXBssPD9kcD0GkM7W0mj0qpNZgNhm8hhzrPz6VWKV38Fw7A5EnbJdHkXtmYB0ci0tKxPBn2RZVgH1pvFr0tVUrHljWRVWzsDR5wWgjVimzGgcYlAYKvquGKbVS1tgB8hgs09hKdQXTfAzeBO8Gk23Rw4skctwAMDWXrGDDedM6dKyb97KhRsQzmbANswMOvnV1AxPFes7X3PnDkWO8WvS4ef1Kg1WiOm+2F4eRdo2IZcYcvMXqZxolSDvHAMzDeGw1SScEwZJnfEsPrUXFx6NouL91FGrYSWgbciez6EhvQTd7w/nVmGD3Ibp2bETKCxJaPuNad/vOivMOhzQohyWwI2HAsNdQpU6N7O81ymdrZEO1RQPzrJcQ5HngYOQXz+RSIFbs7uc384KvjPA86eQ/Y6HIaSTYbtk5vR1gilwcam1K99uw/OCqp9Nfje72c64hGfZdz4MrX5FZxqxLAcicxeCj4EeBJlh7TvrFLkzIjxBe2bJ9YKwjPUp6yx8AM9l+9FSo+gH2Av9C1+E790Rllh72eS95wQdNinyWHzgaQIxxgvY/ApYSXHmgcfYvs/GrEKTR4jw5bbdigvYbfBq+Iev8AWr45MTQ425o6DUgGc4e0MJobvP3gqrJm2F4H0XpAxJOh924wbzWwws2LdyYzEn2jFjqrDo8QzPMAFGhuzR4kfuDIC9rzqygYnB4rH+5P8i5VLDwH7DuXejkNU50eXeAGwYGndtGltwzMiySANF65TKOYXuMOaejkWMAJUbffeCuKbieXGIAnBe0ri0XH4M/XoEuNK7dFvZ9Cl0rE7ElrslSb+exd8STAedN+C5eB7wNZpmBeee23o32HyLL71x3ju0Zm/D7+LKCTEPk5wUeNid+G7l+6PkNU5hLZMLHDsXVmlZ3eN2X+dZ9jp97XQ8VRD7swvDoUHENBptVEJ0F8AeVacBuzMMDUoGQNowz9HWHJ61e/5r0iO8Kdl5+lGd7frVgHZJ7RmwYX77FHkxpYXtuN5zPWo4Rnw+1QWz33mCyaJzMmVSncwL7ecDWogSWKq13DgXdBrLhM7YIMTmLOS+xdcmdSnc9jWG9VDO43aOSyxJaOK43f61h69g/JdN+C2feHoAFqIFYbquhy9mR1hvXpWGMHm80EupWGZ7NC6cWHz3pDmzZvAwXDrh1LZAJc4LOi9emt01iMGWFi1AQ2GQAGw1qE9GvMzBsLF9jDhjHD5t8nyXuojZc9prTSWQAMu/WrPszjIf1qvk8+sNCW0Vh98K5GzpzMsL1LOzXlqIeYyZmf51Ajnov86iSTsMm71IN7JDzqnnz2LctxwFzXbXDG6tqrwAsfVXr7222zvBXFYkuPa23NHIs/MC8TzHNfoXHdu/DDH1vMs7u+9YasPOABrfVXMtO+xYKtgAXuAa2wmaGJqpt25mZvWaknv/sV7Unt6zsk9a+lhh8TNbiZoS3+CAXa4TIQlv8AnQB7FHM0xmo8mS2A94aqGd25SXtCqpLyaTJvLu1Fsv8AaK4Y3brAkmzI7xa2BJA7HFjbPFTYE84x5Z7EuENhJhxZh94ChfU7cY7w2JI0++zLcU3tOcC9Fe8Bgo6tjC/3ajvQ+heRaEFAINkwLWhbIdgUoA0KKAKwi/7VAYGVIAPdoZDWpYB8NBHNlcjjK1CN+BJ2XxUiins2AapHj1q+rB2XrPmetVA6xjyTVhf4KnA1YRnr2lYtY0nTlrsD1jutVgPWKWD19ihfw1U9kwYiNuByX71VGZ+zVnUpIWxwPR3IKnk7MwDBZOj4Iew8znQzuPMXLO5HEAeroQSDzLA2HlpHjsFcs7RloM7AsQcTNuzvDVVUnrGvOprx7PPvVLWHrGl7DKlCZ3um51pUiFuxOhCEW962NH1pYx5Lt6452ju9Ap4zwGHQexfm9H6fyLv6+7M0G9WUCf2kAPM0LKnlvO2GrCNJfZDuwMwWN4XTGZsAeYMMvMD50jzzAH7RZIK8/mnmXqVAqrjzv9rmxY+FcZoyNQHfNHltrlZYGXlqOzUgDu9Cc57B2NhYCjRqkAzpzEwHZ5yUVmZYPImzr/afjQSHjvDQgD1+dRTec95+BcTktsnv0Jo93TjDJdzLEby84LiFSYMMzR3iGZIZuY2jxI9if86e8LDSG8waAO8Dy1IULDDRvQD2jMTGFlgObFyM2wLRsVDqAZwZiQD0d5vXJmSABYbic3mD2a00Dt7vImztIZaAMDa9ol6zzLwUhgBt5rkXI2WzMTywTgbgf40x98KBcmwe73oB6xAHr9CYwv186AeBt5r2YKtOjsMu3g5oNWGw+8vQZ3+gFUXcPdIJGjAyHd6DVnDPUbd4WKvs1Zjbmjzqwh3mH+QUvFr3gCAGpsPQ73msPOosbLBo3N6lBJYA+7cBawyu1tJ1tZAb96yMl5uNIy29962EYG5kfLBwL1ja3D7M+ZnvW0MWtw9Xr2gYc1mC2EaYwZhl715PRDc7pxvYvQKId9l+9XuxuGrjPNmuuSB7N/IoQPOMhlhvUgJN/tNC23Y3CRGecZPWfrUrtLcl3Lcb2KOYZzQKEefGd51tuzWph2ax8LLErzLckL2/bI7S29HBs0RmbHc9wzs86JNAkuM92bejzqW9GYktZnOnviSWvOuMaHON3IiMPPX9C2+GNz+jtD+zADBgFgKUdKYn94wxefkWow9w6qtVscqPch0c69LoOCaVRwHLYAz612YeHlv3cebl4o9Hk+HsAYgmOh3GTH6z3r1WicPabAaA5QZxhzmtQDLDId22AJ7jXfh40Y3BfJy2eNDiRhsbYAF1v8FHv8EX+C6nE6maDNR7/BF/ggczSGehLf4IM0AZ2riZ70pvXpF5u0iCX+CDTpFLQqP+0/2+RMAfET2eKBLPFOGxOAbEyBbPFMAAiz4iLPFA9n/Z5EIBOgLPFFnimQgEAgE4IHBNyJQBMCBwBdQ0LkG9OCDqBoSAnQOCORCEAi/wQhAIv8EhpL/BB2Rf4LiBoM0HY0JATggEJrNaLPhq2TkaQ12s8Uhq0OSjvBnAbZqQa4mrHzP9IrBJm0dZYY1sr5cks6+s/Qv6Q4qw3FxDAdivt33gvlHiLwHrMCU7Lo7Gc0Z35K+H9R4F5L3h9/6bz4xxpbwCSzo7xZHE7Og+uxel1vDFcpRm3LpzzNnkXm+Koz7LR3hYvlRhzfF+j7GXNh092Jo9VcptZa9a9bCT2mA0+Fh868Kksv8AaMzzr1DCVVzqaDDm8Ftmw/e5uNm76JE/7y8+hU7wN3n3liuJ5+8VI8fe+0WMOm2jwGf2p1ta2eB2ZnL0LFYMesn5fOfkW4qWXZe4Cxye68TLz9d9izk/edgLUT/ICzkwEhVqV7etlw6NwHT/AALKmDZrVYA0SDV36Jw+70NnMedMAXWZAsazDlMgfoVa9MfjX5ABes9VZ9Vev2AHkXE74WMlmw7M9kzUQ89kwbcbCw1SMvVIHcw3L1bBMfsy3GDsU3BukSQvgOrx+sM2T3Q869dvbNo3A1h5F55W4F803LOdd/A6bPm/UvSGSMDXIz94riTAML+7VZJjGz1r6z48JtKmWGGYttRKlqDLcXnMYzZNailSQvXzOThfe4Gb9Xs2HqxsbccWnZeYku777968lpVSMCDLcW1o9VvIXDPWvm76Pt3h8kPU8PTzo80JTGxfRuBsSN1KGB5mtfK9Nk9pH29mhekcLsSPwJ4RTPQvq8DmaXo/N/VeBvG76upsm+xXsY1jMPTM5oDWuhnoX6eH4+48awBMCUFIAFozIALqAJwBOg4oTmaRALkaczSIENcrPFdT3oQcgBOms8UII70Zt4O8WXrGGG3gNwG9C2CLPiLPNxoye7TDmvH6vH3qa/AkEw4B2dCAecZ++DoXqFVokSe0d4BesPVcPPwDNwLzBfBzcO8Ho+xh5MWz50piSXa6U/Y70KTGrGSYRaq3YfxVxPQ7mNuZLv61LviTxyJzdh9a45diUca8b2DvVfJprDwWPt2H1pftdEdBxu96OriNJi1hru3Azk90bs0dNfZvbPWCjMvS4ztgOXtdBq7k9uhu2Ptm80okmA3Maz4jlhrG4/Btu7A9e0bgWX9Cj50SY7ludy6ojL0qM7kTgs6HVLOx4wcPR0Gnxe44yYctkgscs6DUiMznBZOCw+sFLB6wQbf75pOcYDazGNYdCeE3V8mGYB3jecCidj0d25eHn5FNOM4BZjDnrA0WZx9DqjReyODxgOW+3nAnyT9vEc+RD2g8t8Mk+tIBvg73mjzhzpvoe7k9GYnh8F5Qjk1Gmn34ZzXWrJ47zsfbsPrSm8+A5b7YPNK90aGjVK9rPinf1guxnBrHcPt5J+dV50ps/tdNcsd6EjNVbN0IlSYyT61W4xXEvg5h/GEM2KrBA7PYugHfMr5kxPwoxdw6muv00zkwr9DocnrX3Qyb7Id4YPR1WVvDEWsRXciw7w2K+xFvj/D3EV+MARaxo616BTcT0OsNdlblgYGuXEXghEeB1+DFONI3hZs+ReGT6PiDDE8L869g771lpFune4e5ycPMM64L94dBpGZk6BsbMwDkXn+G+K8qG61ErEQza2X2L0iBVYNVaCVTXAev3srG4uFxcW7fXDFSHnB0N4GpEaMwfeN6DDkvUqN2F4NgMme8DVbJCXAldxrBY6L3aJmZKhtd2+ejkNX1KrcSe1kP2AazMDENNMciVoPZYakHSs77VTZd4b9Cv/V60cmiQZOtiz5FRT6C+yN4Ma1BCpTqU7eb/s94HzrXUevRaw1Y4nS3neHn4VKXGdNhvOZNaDD2Kp2hud3wAtBVcKxJn2tvf1gqSTh5yN3kTeHIo0uF7xbV9piSWgNhwDDnBRzjac9tv5FkQ7deYAZsuh508bFs6G6bEoNfP50339zRcHGbeO9v5wXJ6ADzRsONgYGuJ4hpptZ+fkvdBqEeJIPvNfXZ/IovRtG7P1LCRsyCfim91qqnnOjGF4aQ61uArER7/egP1pjZiyQy+5MOhY6NtvzY2AbEn2d7J9ClWOMmDb7F4chqXJwr3ufTnMm/kUSSzVWQsNu/zr14eTRIlSazIj5sup4FYqtHIIk5jOaDQBqDGmSmXQbMNau4dVYk6JQAd/OqhNLiNJptVavb0H0Gg4zZmfd2GCp58Mwa7VTnPwLlDxPOZDIqrF4fGBXujT8E2TRGHteX+BRQjS6afcGatYFViSQviuX+Q1IMGzs7sPQht+apCpRJIZb/AHLoda5STbjAbj5gYdas3qaxJvb0ehZypUeWF+W4ZtdCVdkRFprJsTGjyDA/Io5w2za7xg7PzgqeNDqsZ3MbMwNSPr6cyZtuMWGCjdt4fwSDpTZtX7/Oq2fAYO/u9asGcQsA7rYC/wDWpt9OqveMOZLoch8ie53hinoDh32N6lxCNLNo8tiw1uOzMG7ZKYs8/Ig6PYBuBYmnwvd55ZKZPLcY89hqzjTAANbF4dYLUHSmHtD7ejrUWThuzWBh600RuoXpLElru2zsSxuveB860DNHyR2AYc4Lj2BsHTci7OcOhRouLRwhtvNG4xu52VFBnJ1hffzgrg6a/Z2tj8CAZvE79/500N1SDIPNPBl699itqOyGUbD7ejz7En1bed7fyGptNjPnKaigxrPkVxCLtbYYwfFOshUXA0MbF6hG0NBl7AVZSoDEOOEffYCu4zN435+8Ni+7xsPjh8Tk5t7IZ68zQYecFx7TnNG25rMFOCNYPt9ihPb9H41vbGEJ47+7y7FXyWWz7txyw+exWUk9/eAarJLzZ93o/AsbdMIRstgB5arKkYA1+hWxmAAs/UpJ970b1jbaFPPnmA89/kWfmSb7+8NSpklsyzMzZyLPyZLZga+bmt34YR5jzhl1gqeS9ffrM9GxS5kzRmZd6pJMze5sUOpW1V7SbYOLzzEJuBffetrVZOg7zA15/iF5t6/vPaLTD7M83oxs97vT61QyT71Ws8+9VOe9faww/PZrfqAQCFu5xfYuJm38RK9JAA7xVkmpe7BVEPLtKkybPZqtezHiXHtDicJPkVw5r3soMrrk6EhyfhtpTmOK0aOvZfFIcZcu0PdaQ5L5+8Q0TmTfZ9mrWNWGwszG1nAkvguwTOsENbbMJ8Qw9omOZBC8Dc/AseDzBjvMF17s/fqNBoDkwXgy8y9RTCw+sFWRgYA96sw1h3auEOoa1LjBrBR2Q1ArBkLDsVoSGQ2OArJmNoUdllu1WzIBZmKEbuIM+76Esw8lo/IpRnkn7RUtVmaDW0Qbs5VXs508xU571YTHs4lCMNahbiClxnrN6iGnA9afAsOddYZ5khr1qLyg4pEDXNas33rylthVdBB5ABVJ6NeYpE9480wPkUU9YmsGvwjmdqANIZ3IA7BQdQe/br2JTPQkDQkM7kHI3mwWcrb19javXtizFSO+QtYZUiIQhWfB0JE6D3CzSHdpg0aG2wvShnmWY4kMHA51+ffpTmBhrvNJ2+UAWN3muoZd/WaXQgjxpLmaGY2rVk2D9+AH5FWGbfyL97S293YLO4eRaa9MfB3MbfQFSlm7eqzJfDvHD9akAdgZaaL8jRw6xkta3PxqQFebMTvNUId8Gzk61yNm8bG296jww13pZzKw+d7gbFBOS+bXePmBmiNDfAAzG72fOnejaPZq9IhO92iHVXway77wVtSqq5ZlmevnVIYarAUiMzY0f47wS4jREZr3a36yYActRfr4M/L0AqEwN73h6FHksmHk61EYYbXmtpnq8Ae8UE6848Btt71SmzZvNNGDX3aeGIR5rtOCZLzb8ywFICsP54NubFXmzfY445+dFl5/1poeS2tjSQeaBy+xSAkgfeNuLJdpfZa7ty9SKVMfA+8cWN4W0ZmwjawNvkRebN/5FXhVQZdDvNa6nVWD0ZgLHR07pYA4feH8iYD1d42uUaTkj5EG8Bn3mhHnw6nYY92gLLLORcge+InDf3mgOhS1Bs2H3amxjc+IdnQkALys5FLBkGe83oJoA5ld3oNY+q1WVDkHluLTSZLjLR8ix9VmdpdMMvWujD3cWb9toKDiqWyWu8w6+tSK3VWKw6GWs5A9l7PXyJweBl3LbcW2ndju1VKeYZsY96e+9eg03PjNBYF+heWU03AdB83DNei4en9payNhqbW1cZ5w2g51YBGACvM7AURnLAQPYClgF7VjnzgtYc1m7S37hdgBuSYZiiRozkb0Grim0eq1V0ApsR4/PyLaIv5c1/8ASE9GcA+7bsBXFNo9SqXcRYrxr0DD3DG9oH6q5nH0L0Cm0eDTWgYYYAA8i+lh4N37uDNzoj0ec0HhK/JdCXUnzAPggvSKVhWlUpoG24rOhWAPNh7NAPL6UYYx+rgvNeT3SQy2fZtps5R85Jf4Lp3c6WDyDNRL/BPf4JuJBvJM5ck6lGhr/BF/glTciLC/T2L8A0IjQtnihMaLPFFuSLPFOhAWeKEyABAAgAQCdAGCLPFOCazxQKm2Is8UIBPZ4pA0J0D2eKEH94i/4aBgTguQZiZA9ninBInBA38ROCRCB0AgNicAQcU4JwC5MAIOSMkz2LrZ4p7PFAgMoMNOxdkh6ECIs8UGhA9nigwQBoVhDSmmNCMkcwSmypCRWlEMNCzmJHmGYp3gC1ZgsfjBkzim2tYtFQ+deJZsSSdBtsF874zw8cm9xsN/kX0riGlOSZTt4XgsFXsPA93ZsLg5PId/Gh8rycKv5uZYd660qBLprvdtr3OThVi4+71qsmYMYs0ML493u+rEeOt3mkx7ujWfknZ7Rb2t4Plsh3CwtVw3XAPQ2ZgsYh2XmPh6pORqiHec69QkvA8w0bbl+heLhh6uA+D7jZ716VSnnzpwMP6CBY5o0bcbN5Oh5X+xZ+eCu5L2s1SSdZ63FjDotVZPw1qMGdzKP+dZ+y89di0WFTyZqW8hrpmfJHLbbVSdHrjw5mgBVw9Pfhumbbd6hScTuXg3kegFyuuESNhuWbuYcrRv0KwOBFjBl5l5qE9iSWbWWEQ7FCOZUZJZh6AQXAM90dhrOTKVe6ezXzrQQAlHrcvvUs4DbxZmQt+Hfdx8+OjAyaJeHs7FTz6C5Yfd616t9Tgfd5ehR3qDnWaNa+ru+Po8Rk0p9k77EQJPZjsccsXqdSwfeB93Z8ixlVwfKZvNts0vTI2w3ePvCzpUkDAOdaOHMyT7txebxnp1NdscA7AWigV5h4Av0H6F83NxrfpOHz4vp8vSIFYfDYa22FcSHGlNOG/zrx+HVW7N4WLQUqsNvSAYbO8777FjEeN0cm4yRo++uGOIWKrTWXGz5F6tAO8AXzTwKxI2cNqIbdhr6QpR3tA4C/W8LNvhfzvm4dMy+ZUoFCZUsF2vnuqRAJ7PFALkZ2pje0KOZ3IAzR/DQALsAIDJvFcQBSwXIwsJAlniizxXWzxQgUAQg0iANRZMYHgyzbXc0t/gj1ka3hIDvfYbWPn0qVGPZsXrdl/tFCn0FiYOsNa+ZyeBN94fS43P06W8xjTHAa7K/wB8C4SaO+y6cqlP2H0LQVvCUpl032G1nmZMumu/a9HnXx7i8fS30ouMnolwK2En7JVWLHfOusmlAZ58R+xdsmDWGu8AAPrQcadTWtHfNAo/3WqnpJsuhFnMfOu4M2NXt6wXaNJg1gch9uw031a/DPRrBRECOyGTfZs5wNPk364j9h9C6nkPd2fcurkbLgHf+cFYUDv9voPrX4bPX+NSM5sPbh84Iv7rMiGBh0KFuRg28GW+xeHWuRw8nY5nNdCbOztmh3oNBm+Z5Zhkms/cRZMY7dHfBzgoIPZJd387RqzPWWs8k1ykxr/723YfI8CnT8F7uIAxJ7xh+x3oXKSyxM7iU3YfWnOGbOs/keBMDwPaJdh9BrRGiED06jjzvR1YRp8WfriS8l3oQeZGD4zXQoh0diSfa4L+SfQvNxOeCJMA4lViBf1rzHH/AAoCpXyokQDBekMyX2QyKq2B+dWDOeyGg86OfIar3N9HxbjPhdKh3vgwYB+hYeNPxBhgiyLzAOcF95VvCUGsNG5EbC897RgvEsZ8KGGXTfixDZPna5FO+nu2ju8nwxxa7f8AZKq3kvBozVvYFeYOy8wea6+heb4hwB9Wv3uMZN/OChRgrNH7wHM5pRcRk9G0b4/d7hJo8GsRwfBvfsMDXWlRp1HaPIlGYBzry2g8SzproMS+5vNekUrFtKrFhtygAzBRcaEWvQkwaqBxKlEC/rXVmidgscpzh2dChdmYe9m3YfWnCsS6OI57Gc11rFouwrE6lDmPt5zXP5FZRq3SqkIZj4AfIarIFYp1YayDb1n1qlewxLgOuuQXDNpzk6Fe7zRqJNKYkn7MD6DBVMmj3mdmsw5D3qnpWIZdNfOI5neg1o42JIk90GJzGSfIYKOlr1uFU9SmHmu/YC8N6z8mAxAdzLO6/QvSHobZh2sHA9ar59Kiye7OwCPR61F4VxmeeT4bD32uDL/AolN+tY0jvHzsV9WMMPwzzILhgF+zkBEOM+yAZ7ftFzaOmM3QjOJH2ZAMTm9B8/Ir1mTEkhmXg8Kqp+G257WYxoNz86qvqedSjzAMw9exXojeLXtSojElq8AvDfo5FRPUSdGPMvzgDr3pgxPOhyDbci/gWjpuIabVR3henS19oUUaq5PcP5wGHOpRz4h6H2w9YKwn4eYeaN9jYaopMB+GJgYXhyGAK+6dZSvq1h4s+C/Yakxp8uMGROvOxZftkumle24dn5FcQK23PaBuXrMPxqXq6jVKLJPQ/rUvOiPDfvA1RdgYk3uMOBeexVknt1NdzGHDXm+j3Tdq/q2++zWBriFBiPCbhtgZ9Cp4GLXGTy5Wi/zrURp8SpNZ8R+81caWit4ZKfhvJI7G85rz8ipDpUqNY+w4ej8i9Gzge36D51xkwAML22wv5D608K4zafyxUasTmbGH9am/vCwy1mN6PIu1Vo7cnWxv5wNUh0eUAd4xo6FHeF9MjRxp8GY1ntvgB9CQ5PZisc2Hz8iyT0M2SNxgzA1IgV6XG+yTmM4POr3PD+DQG9YfcX2cgKC9JYuvcbMD6+hRTqsSSB9lcsP4RpAmWf3pu8NnnTc8drMJLgEDjbgGHWCkd281n6FWBDbyu10p8Da52U8Z6I86d5mDvOz1q2aaHcib7bd4HvBbPBlKbMfrI29/sb+RYaBDfn1lqI24bN58myxezQI0WNHBsNgAuzh4fJe7k5mbSND5NhjmaFZRmdjh2BZsXKMyD2/n2KaAWaHAsCxfZfHtFk9y0bbe9QT25l6nVJ5vWqF6ffe3z+RZ22wwJJ/EVLJkgB+0vFE+qtgJ955FQyakBmewFzXbpiEiTMPXYAAs7VZmSHtNfOiTVTv9us5Vak4ZaH9HnXHmzOyMKJPktmR6zWdnydB5noUqTJb1uZipZ8m/WuO/4deIkmZeFmzyKqkydB2GiTJb+IqyS9eB5m9Ph0KyqvHcfeLC1h68z7zQtRPP8CxlVNu7u9i6cMOXk30Z+pHfeqo1YTLDzVTvPMM7zX1cL87m93UzsFQpNSbDY4oMmebx92oS6Yhz3bq9JfeLvNi5WeKezxQALR6SzxT2eKazxQbPw1AUwSWeKkAFyLLPaII9nintBdcn4afJXu4jnGRkqUAOApAMtn61O7PRWhGUgIzZ71ZBDcv2XqcEBg/Z7/OovMuMKpjU071YMs2ez0Gu3ZjA7LEAdh94o8tr8MurIWe0/IrWMCqtdmYGsFLjT8k+8/Atozfmxzcb8GgBnZlqUehrfoXKBJiyRDvNaSfJbZaXTF+RwXHjRZkmz1rPz3ryXWZJvvVO89eZrVLk8etRzTHvSmsmvwQ0gLsYJEHUD/ZlZbinUoL57QedV4HYSsqIH+smvWj34X08w7Q6q8z/APQu8x4O0O5ihGevu1ztynma0Br3pDNJfoVpdgv1pDPQjO0LkaDjJe0XrKyTvdM1oKk9ktGs4tfhAQhCAQhCD3WSyYBocShGcs7xwz896mmHdd45eaiGB36Ni/Pv0rkYAyd+Ydi5HMiGPdua/OuvZnHu7UI4AA71qoZ3uQ5N/s9iQHsk8xtS+wAYpOxgAL00ASXHi7y81OBm8MzLNR2YenMb2KUfchmH86hcLCHGOw3AbUsI2dflth+BJAnsW5blitowB7RtvUsLdMIJw32b21HeZ0eRaA42dr5+dB0oPd/oUbr0ZQ4Dgd5r+RdozNg95ovVwbJheGXYkONfZYC23Y6d1aYWFobOxR5IOWXrShGbyteg1HOm5zR92o3XoyWS287l5i7hGvv8is5NB1m5+hZqec6BK0OHYrj9xjfRoAhvvNLkcBxkMxWFEqrEloMywDVqcZuSPs9HrUXd422OItknswLN6Zl5g+7N+z+RaB6lB7sL9Cqp9Bs1t6Ei4yFxeNXyXu97t87ORIEyWboOXmor0N8C0XqQzmB7tVox8jSwKk2YazUtmqsPHlt71nAs1ojZkaRmLK8LpjM2sbX612eZsuywVDDqSuwnxTsvcWNw2i02HrLM5A12K2AL2rHFTsvN3g4GxWQPOWGYLG4XFnPWJsOey2LNVuj2OhZ61pbLx3604Mtm1lubnOc1thvxozd2HPMAMsL79mxSI0bY4rWeyxGM+tQQ+I5sXTu5tFpTQMyAORbeiBqAG1iqboMD5DPevSMGYVxBW3Q7DEeyj5zCwFHfJ6F3GON7aCG9oDMvWjolEqtVdy4kQzDr5FssJcKIsayXVXM4+jkXpEClQYDQNsMAAB0Avq4eHd+74+bnx9jG4e4VsBZLqrmcfRyL0CBSoMBoAYigCYDTga+rhwxj9Hx7zXk90u/wSX2JL/BF/gt92TsDybO1qP1Iv8Fe6EjOT3+CjguqsdgNMBqOBp7/AAQdb/BPf4LkBpr/AAQdr/BF/guN/gnQOmA0po50DX+CEJQQCYN6AQCAAF2AEmxCAT/w0JORB12IQCL/AAQCARf4JTQMZov8FyToGv8ABOCQE6BwTX+CVCDqn/hriC7AgZPZ4pF2BAAFqZFnihAJ0IQOhCEAhCECWeKRdkIONninQhEUEGgEK0ks8UWeKezxT5KCOYLP4hh50c1pTZUKeze0baqEvAa3TcmQ73fOsfWKPo1gvZsT0fWZ5axM+lXgd4LgzQ7MNvJ3qP61FOlb7G1uJ9KNkz7tQTh6V824fVi2Fk0S8AzGLwBU8nDbHwORelHA58tRTgNn7tRobvJJmGG+j8iylYgOQz0Avc5NHAwPu1nKxhJiS0bGWouN22G9LeHvSeuwDVa9JbM8tb3EPDSdrcY1rHyeHVfzdF9nWsfC7P8AIVhvN2nrBTsPTDOpBlnoM7N6mw+F1Sesz3DWtomAG6aIPm3r86eE829rA4zbzQOdYKL9Tsa8zrWgCG4DQA4ajnAfO/I+QFwW74tmZMOwO7vXIAs5Pxq7kwHw7zQqc+5dWN22iE2HuDYtBGh3iDlm9UVNDOIO7W4psPugXXw/dx8/1QY1N+7DWrBmlX+0VxGgfDVnGh/5sX0nyFEGGAeassVfPwBnDmZAGvRYEC+xXsalZ3tG17EPLvxvnWpcLge9ox+AFTnwfN4zsbP8C+sAwxEe9wg8GMdAK7w2RmfK8DgtKM+8M7PQvQsMcKIlNMDs2L26NgxsD9mCtY2Eg85rP/GXfMZzA1K+rZ7WRoX0xhs3DhAvL6JhjszoG2wvU6Iz2ZgAcX0+BhvG+PzL8i9ZU4FXg8mB4zX0Hz1hnAC5G9fsUfeuoAgA1p7PFAAuoAgAZTgCEKx1AEWXigEKBHMLUKQetcjBWENKa6pDQRzDWizxUhCCODK7IM7UAg4vRm5IZbgLO1vCrEkDcbbWqBFl+hYZuNGT3aYc14/R41JpUujun3bxtKXArDexzWHnXpE+iRJgHe2sTW8JORr3Ab+dfEzcO8Hp6Pt4eTGT3RZNKiyftcHQ75FHCZLgd3OC8OuxRO0y4B5bl4WKzjVWJPHIlN6+tcezpBhFqQXg4CrzOXA0G3e0mn0qVGdz6U/Z5OQ08CpGfcTm7D86CJ2mLJ1xHAP7k1Hkg+z38U8l3oU6fh4Hi7VBOx3yJGXnDHslSY19axufzWjgYTA78Ml3rBde0uRiBuU3e1yOgnehuRhzGDvBEZ68Mv8AIa9Eg4zElrMBwDDrUe9+H3Z980nCM+y7nwTs62lKB5iT3bjeSatCF2YDDPgv3hzsmq+TDzgvinku/CNWUyBZrb7k+Q1HsP2c5vXyGCztaEy8/GD7UxYfQakBkPD3DlhqXZe1kPhnAfOonYHIzt7d5tfoXnws994Zc5v50hsvxu8guXh0KXew8Njijmy+yWfEcv8AItEEB5iSftMmQuU82HmsisxANr4wLr2aJPPMNs2XQSm8/DLInMZzPWvNx51i3ho3Madl0oweaPkNeTVvCXYHTiORMkz5D2GvqaNDYA8+C4BgfIqnEOG6HiFo2H2AZkcim4XGbT3fG+IcAdpEzb7k94LNMvVKju5D7jwGxssX0riHBk6iEbE6J2yF184LBVjBkSe1exra/OCjfTpbp0jJ3hU4Y4nBGsi1Vy8L/agvS6bWKdVWgslA8BrwqvYJlw3e4bMwPnBQqVJr+GJF7j7zIN/gP1ppF+hd6PpCNSmAdzIujrDkVqFVYjBY/fYHOvHMK8YGzdBiXYB7DD+helxqxSq2OhzeouNDfdYT6bBmGEpuw/OCrJ8B+NY+DfdehSI1Klw3b4r52dC7M1VwHTYlsXh0LHRe7jTaxKZaLIM3g52TVhGrEWT3cqwEv1Ow8Paqbs5w6FUz6PLMM+D7ZO8L6W1AAxJDIOww5FCk0cA9m3eHQsV2zE8ORrvAw90tRSsTuPADc7eCdEdzAzkne2ZhYpElnOayzALDUgDiTDA2HwA/1qT2Y42uzRzgmpuzkmgwXg7sFn5NE7M7nsNmDvWvQDgXjnsfgUc2WHtDjf5Nii8LpjMyMDEMuGeW/rENF4K4ZqUGe1oMEtVo7D3uwC/n5FmZlKl0103GG3lHeF9Mi+mYeiSQsAAAD1+Q1U/u8EN3ReFiiwMT1KG7kSm85rnWlh1umz+4cfsd5L06HeFFJCVG7/k6wUqNJiz2sh+y9aA4DDzR5e/oVFJw8YXuRDsdQ3RHqI297NzOBR2abKprpmxeFmtdgnvwyslgYOhvNWUafEkhl5gH5FGkNNqcmcQxJIGE5s2XQ5+dPDxPEjO5Dj4WGe8wTT6IxMA3A1+hZ97DD4H3lhgr3uHkRFt39lnje2YAfkUSTAb9m4FnnWCZk1mgyjAHHsrkC9bClYwiT2sic3Y6r33ReHT0R5NBDW5ZnB+cFTzMPOXg4Fn4FtTeY9nl6EpssXd5ZrTQjNcPOZ8PJaF82Mkw5wVbJPZyH1gvSplKCw2zYzgVFJwxEsPI2Oci5rhtGZlGZnZiDvDZPrSz5j8nu3NDvWHOriThsw9oF4GuuGMGS6rVwgt3nH3mZ8ivHF5Ohdx8d2z4RUSpHDOq1ILzPQyZ9C9QCNeQZjYWJIFNi0qG1ECzKALFOALHQbvvvX6PBh8caPz2bNve7vGh9FgeRE95uM1f+g1IAABozzwsDXYslXqw5cbbYB8i3voxiPIiVKe486dhn6FSyZJ/ECxcZM+x0+71qnkzD1uG5o5L1x3bviNHKZJbeM3OQFTyXnADLDQCeTJb1hlmqGfP2Nt33rmu20Q5T3rzNtx8zPyKqmPRQ0Aur0nWeZ+tVknLD3h3muSnfCLJMAPW2aqZ/wCxsBPLXafJf2ObAVJPk91l7NHIs7bQrJMly72nkVbJecD2aae84Hs9aqpL2hIh6hVJ68DBz86yNSevvs2LQT3uixZepPaTzF34YcXJtSzz+yumspJzzLWa0dSP7PYqQwX1Mfo+Dm90K/wQAXLqbPQ2kALCWrItnw01niuwAizxQAAuoAkBdgDYgMm9AB8RdQDX3i65Lbyz3eaI+T8NPk3+tSAZcZs/aakdmv2KN1xhROzGHnXZkG1KjaDy3Pzrs9Gv79hv5E3XEANnWutgPWZes1HD8Bp9h5Z6D61i6HXWHtNYJ8lh7yGgDfD2gXgmBkHvZuKDRHNl9kkBGzjU4GX/AJFZQKU3J9m5Y7503e+FFjQHA9mdiJ4SjE+72K6ONKh+0SRsiSWQ+FjvIaYc14y+NFsLPNwCO9swNV5nrXpdSw3nNHnsXhsvBYSq0SVAIrNbS78PJi3ys3DuP4ViEIXS5imCEyVAis6J/fA61WKXTXsl0HMxBZSXnM1RzecSvSb70mdesmwv+Ii/wSGehKBqkJGdYBribyDNcjPQgrKq9pVUpc875FiiK0BCEIsIQhB9KvU2/rUWTDsEG8vYt0dKvH2dlgKveo7jI943evzj9QyRxrGuhQjDWGWtRPgOAYNgBqskw7/2ezVQztSXuH3aAZcuzDU4IDhu6G9F6lBAva6F6QhRmXDa7vQgIDjzqsGY2T3Ya1YRo2cIfrWd22iFYENhnZvU6M83G86kfVutHY3A92s16aLWNJYktX/gNWGTeGWskbz8b/AtBSqq2Yg2+puFxaQ9Azh7tV4QLD1hYtGDzbzXdua/QuLzLd/d7wXgpDjfsv1/nXYGfdqwejbLPQo5suA7oQQXo2cfs9aqqrh4JLWizRrBaUNdl7ehdj292vd/GaeR5edNfpr+jZ1rQQKlY0DbiuqlR25IX2BeqUKObJ5bjavfyIiPGugMHu8b1guz0NuSFlgB8irGQlRj8gKyhz7+7cWLZQT6UYGZ5d6z8mSxDlZZt/jXpBxgeA1SVjCUWZ3lmtXhuI92ObDenRnGeyTLDbcUs4F7S603CpwL8xz0KcYZOjLvsV3cfYYcN6d1ODJs95Yo7z0vN7u9XQM6T611Cmtve7vURa/CqI1blQx5/Qthh7EjEwNbm/8AGszJpuvyAiAy5GdvDQrvS4RG+O3owZfXffrVfVakECObl+/Ys8FVlMutA3e9fyAvQaJwrxVjmO043FOG0fO9vUYcF3a75MY47vMTqr8l3MzN56FtsJYAxViqwKbTjBo/fPaAXvGAPo34coINSqq32+RvveXstKo8GlNAxFiAAB0AvpRwPzfKzc/8HkmA/o/U6mtBKxAZyXd5gez8C9opVEg0doGIrAAAaFIDQKcDXfhwxHo+VmzXk90sD+GuvIogHoXYFcMUgDNMBrkCcFtux0MC7AuILsCuCzAizxQC7LX4SQF1BKCZaoCezxRZ4p0H4G9OCXnTIHs+IizxQhALqCVH6EDISoQMHxP7UX+CEX60AnSIv8EHa/wXFF/gi/wXm4e/3aL/AASGgF6HQhIZoH+8Trjf4J0HVAJQBw11BlA4JgRsTggABOCABMgAXYAbBInQNf4ISpkAi/wRf4Iv8EDgi/wSGhA6dIgEDoSJ0DJUAhAie/wQhVu81CYEIBeswuTzOlSEWXoMlW6bnNHoWHn0rWa9YmM5wrKVKm6z7teXG7TFejzefRG3hPRrWck0owI9C9QkwPu1Tz6O28OxcGbC6cOZ5qcAwv0KC9DW2n0pxn3ap3oF5n1rjuHZFsycbf3ehRzjX+haY4F/IuJ0r4jajRtFse9R2z9oGtRTw8wZ5hgtqdKP4aQ6b5E0N2HOiMBsBR5NNsaPLbs89i2EmNYfeAqqZGsaNRcLi2KONvy96r5N7LR94rWeGSbuXoWSqUl953LYznrOQF8rM+1h9CSXn3vWqySy+buzWpcaBUZOa5kGAda65JhZmMAdi5rdmMU0HAdC/Qa9ApTNjAWN/OsVGZ70O70Ld0rW0GY3o2Ls4b5v1L7V1GZ/OrCNGUeMz5LFdxo16+i+SlwI37ejQtFAja1CpsYz9mC0cOHYAaNHQtMTC7dY0YFdxoYHvXGMzYriMyumIY3Z41KY+GrWNSmAt0LlF/2qzZXTEQ5rt3jMsBZlgrNlRYwKyZBdMMbdgUoAUcAU4AWjMwAuwAgATAiDgCdICdAIQhAwJ0iAQOkME6EHIwXGzxUswXIwVjjZ4pTXUwSIORhoSMm4pCWxsDQMhCLPFAL9Nlt4LHG1+JwXj1mq3hViSJGwxrWBn0GXDdPL0G3yda9ms8VXz6bEkj3ja+byeBF94d+Hn3j6W8pjTzALD39BqWD0SeOWeg1a1XDBsumbbZ2daz8+A4yd+/zgvj3hvH1t9WLjJ3gH9a008xjvmuhSY1Sg1gcg+5d6DURmqvww+1hnNdYKQ9TYNVEZcFwM3rA1CznDlxgM2NYdCrzBh4+dl1WUaTOjdxK1h1p3o0WSGZouUipB6Wz3Zho+MuxyWJJ5Etuwz2PKQAZJ5DgXgkkwPft6w6FOgGWZbI5b55zXIo7wGyB5djwdBrtGkts93+Q13kxs7v2DsPoVCtgPN9o7jZzsmrI8gPYaD5wNQuwA86DhuZMjrSG8+yeROYsPkeBZ/posSYed3gdy70KKD06MXs7PIew1agdgg4esOsF1mM2MZ4MZwJoboQPRXi+C70GnMHOfWCp3s8zvit5zV+znBTY0mXGa7+94Pzgm4cIzkYM+CfyciYHos/uH28l3zrkHfH2uC/8A586DyJJZb7eS6HQvTR1mQ7GjizmM5rz7wXmWLeFEp506rhWXkme9nkNephMcZHLf75rrTAH+9QXL2j3gvNNyL8b5dez4c86diOK9Ddv5w0Go9YweDzR2NhJjv8gci+lcQ4Yw/ipg4k6IAO8n/rXj+J8E4gwe7e22cyn9YBrBRUeN0xfkeFVXh72Azfg3nl6/OCrKVjadQZ9jd7wBvA969wM6dPaBt+y89jwLFYq4bwZ4G+23kyOR4Of1pF/mvTT0aLB/FelT7IjkrJd+E8tyZwawIPsaHV8nVjDdZoM0O3MHo2SAWuwxxRlUd0G5ThvNBZfr1q7jf0RF/m+gg7dDD7KesFLjVuLJ/v3cyPjBsNZrD2NqPiSKD8WcGaGvQetXpxolVay3NDvWB71zd4aJs+B2loDcbA+gwWVqtHcu0dy75FZQJNRo7pxZV70foVtexJHMbcB5pRpuqL0YSBValTX8ic3oDYfWtnSsYRZLWROsNr4v9aiT6PBmNH3YetYo4E6lTHW2wOzoPnUd4dPS3rQZFufBfAwPoUXtkQ3ciV3LvIZrE0SsPgBg3eyYb2jRWMSOSSCK/o6L1e/RHhvduDZbea12esFFejMPNBeHo6FhIFbrFNdBvPN5q/RethDxDEktZ59yZ7wPYo33NLhXzMNxHnTfbbsd/WqSq4ecjBngBh1rcAcSSAWOAYfoRJjWaD1+vnTQi7//AC89gV6o012w++ZWypVVg1JoHG96hVXDbE9o3GGLD8izR0qq0qVmBrBPRfW21n02LJ5AM1mpmG32TN+Ds8ikQMSPsnkTmz0LRRpjEwL23APyJ7neGSjVg4x5b52GHOrVmqxJI5Z2J6lhsJhnKiaHecFl5kOXSnTzGzAORRtcL+Ji2lmUqJPaPLsv3gs/Jw84ZXt3suh+dSIFVsPskpyzoMFd9pvEMwwPoNOlm942ajVWdTRsfADDnDkVkFbYPu7/AFtPHsUiTGiz2j0WHzh1rOz6PKZvNhu9oPyfOo7wuNLbCNJvaDLMHmg5L9YKQbMV5rzrzGHWJ0B3uzM/Ia2FKxCxVbIjmh1XF+RFx41gzDfN3sgBnXnYvRsMUGJR4WXl969vPoUfCuHsmOE6drd5PIr17td55DAX2bF9jh4dO9vlcnNv0dTeD2GXo611AAtPYfoPYoEbW0DhmYfzrq8bARTYMwM+tfQceiJUp7jLRg2YX9dix8l5x68zcvVxUpL+Vl6PkNZ+S9kmbdgHfsWd/O7pwoU82Aa6/Os1PefDrC9XUw84j7sFnZ5mbpuOP3j51x5nTDi89ktZm8z51RSZJm6dga1Nkno61SzDcB3vD1+dc127IhHk5nOxzqsmPMBe44nkzN/efgVPJktvCd+tc1OmIRJ8xy8zbMPxqinyXDP9alT3rL9dmWqKS9pNxRo0R5Mm+9VRvOc6kTD1qvkmf/rW0Qzu0GebB3rO1WzWCvZJnrcWcqPOuzC+bybUsyM481mc6qXgcZPvFqDZsa8ipZjO/wDWu+LfHzQr1xNm9djBMGv2ja0RojmFm9dgUjJv9mo/ZnAPQvNzRIBls/QgAs2IA1IDLNeriCBlrqDOru0oRtejeuofDcbWTaISA1hrbTgy3d3aYGdHWC7Ms/DcWW7aIcclt4e8bsPyLsGfG7s27w60WHfsXUHrD161BoeyLJHoNcTZye7NvR1rscb37H4F3ZeYeDIfb1qN16IBsvhYbDmjoQGWZBe3kmrA4xs62wOxWUCAxUhyz3pu98TlAByMIG2APNLQRo0SeH2U8mR0GoQUeXTTFxz2XWClHl+0cY/84FzX3dEdEgO1xjslMZwdaf6tiSSzNilwJj4BY4ec0upssSbzYOw03baKwDnQyy3Dzg5EsmNTZ7WW5YyasgB9n24G8HWCDpUGe13D+vo2JuaPPaxgaWBG+23oPWBhsWRn0qXAdy32DDzr2uNGqUArG++AOQ11mUelVtqxxgGTPeuzDzLx+75ubgRfo8HQttirh1Oo5nLisGbXk1rGGy4yeW4Fh+dfSw5oyRvD494bx3raOnZOx1Br8DetmL9N7WgHtajmetF/gi0rOvRf4KKBpgNBLvbtXJ49C4ga5SXrGjRCqkne6ZpEHvQiwhCEAhCEH2rAk51l4b1bHGYktBf7zzrMsvZJADesVo6bM7S0DZ9GxfnH6hCk0pjN7xhVk+jsZXd862HZr2jcb5FEONnDluBoQYL6nAPdrk9DyXdG/rWqmQzN02wD/Gq+TSsnvOdZ7q0Z8Gc53yApAPNsmDDYB0IMG82zL9Cd6NZ12LxtCzZZYNoOtfhxtV/61wgPZOg96vY2Q93fOayWopNHbk95sBQTjNxr8veBrYdmA72+RQpNHbMe7DkVo0UVNqRsu2OfnWojAxJEHMzWsjMpr4OmpcCZLjDr0JZDQPM2FvXJ6M3lXguITM4cxyzzqQB3gCgRAZcZv6OtObOi9tWYRmHh86hPMuRncvYgjgzeB37w2LjJjZw93sVmYN2d3rP9CQI2SYd4i4U/ZtIMOKLJppgGexvv1rS9mvHu9C5AFgm25z6LOtRupl2ZkuN3Bq6jTG3gBs3F2k0fOvy1SSY0uG6HdmYJ7p9GjOAElrQqx6juAfs9HIkjVjJIAc1q+hz2JLWvnUaaL3hlzjGBHZek7M/GavWoeok6sOgFKivPa/dBsW4wxwBrlYaByvv9mZ6A3rbDhvJ6Mc2fDj93jkaM/VXcuKwbzvwg51vsJcDcTYhdByW32OOfXvX0RhLhFhjCrQNwYLN/WYXmtwyywz3bYWL6WHg6e75Wb6lv6PNMGcDcM4bypbkUHpDfvnta9Nh02DDaBhhgADyAn2JwALF9KIjH6PlXmvJ7uoaBXUOdcA2LuBr1DsB611DYo4LqCIpIBdQ3rkH3acPh/wBiqD4dQXYFxD4f9i7AauEGDWpIbFGBdgNbQizBvXZcQThvVJdQQlBMrQdOuKe/wWo6ov1pb/BAIGA0AaEGgdPca43+CL/BB2QC43+CcDQdTSpANIZoHv8ABBmuV/gksv8AaIOt/ggDQDK7ZLh8iDjf4J7/AAXUIycIyCOGYnADUoIzakZNi80EIGXF1CMpAAF6E0ADKezxSX+Cdeh7QTWeK5J0DAhKmQAJ0iAQdkJE9/gsgJr/AASoBAwIQhA6DSIQOhFnihah0yA0IQCORCABAIAE9nigAR5qE4IQCt6QwuVTPjX392rlR3mbxRkyMmHrVe9AWukxtarzjeReXDSLY+TSm3h9mqSTQd+WC9DOA38NQXoC5rw7tozPPTo/xFHOlWGtw9Ab192qyTAs92ua8OjaMzGPQ/8AblqE9G+7WtkwHOhVUmHpy21k23ZeTG0bFSVJmxo3MtbGTGcMdioarDPIdsb5F5cLx33ebnGbN079YJJMAzaPsjAAfoU6TMbjOnYF5qsexnFh6HN/OviXo/QxF38dFY9DrDLR+xUI4c54O8YAOtWr2M6a813blhqt+u853u39C48zvwxaOEZ9l8Gzb1rcUcG8oMvYsiB50gO7vBbaiMuG0C7OG4PqS9hsuHyLS02BeYc6raVG1BmLZUqNsX0ojd8S/nROgQ7BVrGjJI0bZ3asACwV1Oa7dmQVhGBRABTYwfDVY2Vp0YNCsmQUeMHxFYRgXbDntOjM/eKayCjsgpoLohhSQCkAo4ApAL1LsCZAIRB04JE6BkIQgEAhAb0HZFnigEyBTXE12NcTQKuJgaddQViJkuf8U+SpCLPFBHALU9niuqLPFBHs8UWeK7GhAgGgwBIaEAbIGGttZ+sYebeA3GNBrQKKZn0LPNhjJ7tMOa8fq83n0d+MR5eg+hVjLL8Y8yJ3LvR1r0uZACSPeNrM1Wg78tuzzr4PJ4dx3h9vDzItWxqkxJDLlN2H50jzL4XuRPwKsnsy4fdmxnAorMyWGuC+Z2e6PeC4N3Z8QtY1VDNyJzeT51LejPgGew5eB9Cr40lipDkVKLYfWm7NUqJ38Rw5MTo6EgtyMGJLuW/3LvWuodrjdw5ra5HQU6MdNrbV7bmS70GmCG/Gvb9s10JEIV7LzjLvf62esFLeNs2u8DOaSHAfM74J6Odk1CAJUZ34KsSGWW7T7I5eHQa7ADgX5B2dbJqN2ls3cxwMk+sE7xsSQy5Wh3kdBStyOHEefOxzszqY2XwDLc0H1qO8Zh3EsM5r4obwUgJJw2gzO+jnzqBX2djdNxzuT5DDYa7G9Fk6HLGT5DU0wzmr2O+a52ehVkmA28J9h/6Rrz0W7HfGPIfC9o+cORRzZlw/tcF+8OhJGmTo2h9s3mvzgpoRmHmu1U5//wAlRF7mqtCsRZjvZJzBsu/kNWByezNdkqrGdEc0X9CHoEWe1kSmLHVxM5dKay3AOTHDkPetEMVjPg5FqoHWcMOZLu+wD0GvOgZqNKd7DOYsd2GBr3qA8YD2qlP6Odk1HreHqBjBo25bGTNDYfOCzuJv0bRl093gtSoMGqicQ2AMD5OcF5vW+FwRpF4AeV8UN7K9wxJgOuUF0zcvNoNjwfzqvjG4812Sc3r6+tRF3jbXpkfO8nDGJ8JTAnQXHrOQwWwwrxslwHQiVmJf13r1KTR2JLTsQ7DA15/iHhjBn3mbGSQbHQDWtt4ye6NPH6PUKViqh4kig+w+F/Qe8FIOAxJvcYOw+sF82z6DjHDF77D5nHDY6yrrA3Gmq02UESqv3+R3emn4Hxf2W9mOTUabIvccva/WrWN2GsNHkWGfOye8FEomJ6NiSOEuI4znc4GrOTSor1kphvJd5HQXNo23RDokE/aBku8nIq2fR9Jg+3o5DVnJmTmQyKkxnWe9BfkaSxJaNvMzg/OCjSDe2Hkn2DNA+RcodSfqt7DbfdLYScPRHnc/kNRAoMWmnnwW9B84KNG0Wp4Z1mjugbesPOetag8VH2ML4mcDf41FkmYNWPsaD2OhyKkZjVKA6Zt62j/Aaei/dqIGMIhllm3ZerCYEGpNZ4OXh1hvD1rz+ZACe73D+Se/yGpbLNShhmMSzv50jN+Z4V7Jo4GGW42BgfOqd6j1WlOm/BlvG18FXdKrbjzRtzm9f61cQOy1IPskvO62T3gmm/ob6e7M0fGYG72GpHkmHOfOrt4ItSGx9sDDkUSt4Mg1IO8byXQ2GCpewYgw2J2H2lroPendcfMX6LWZgxg734j9nkWfONXKPKNhzWCtaVjaC872Wd9md8+w1oAOLMCwwAwUaR9q96+9lY09t4TYvyXQ5DUhmZvbOwD6N4GrCq4YYknnt/j51mZNNlxjywNN9CIi3aTSokks9iwHb9bRrW4GwBEmT2sQTmDAGNgdar8H0SViSYDBt2NMe2NeyxmW6bCCJEYZsALNi7+Bxt+9uDmcm46QWTlgOW2wYecFBA37+sNikPPWB3eu/elA3GWjcAAC/YvsvlmCTk+0YvVPPkxbu8AAv+RS58lwAvcO8z5FmpMkHnTNz8HIs7axBJ5t2m+D/ovVFPkvgXtGQCxNUqq2d+XoMFSvGBiZm/esbttEOMyY4y1mfyLPnJB4jvbUipSXDCxsPkVFJmNgBsdHIa5s1unDB5kxsCNvL/Os/Mk53eawBR59SczesDVSdTN5rvG9C4Lvd36aHek2Xvm5+RU8968V1kyXDDMy9CrZjwGOu+8+RG0KyeZ/EvUR4+6y1ImPHYfoVe8bZ93l3gqZoUk7B9p61WSXuT9qnTDsv/Wqww35bi3hlSJJOwD0a1RT+Tu+dXck95qnn3mYZe9dOFwZnWSyDzQGxoPoVFJZMLwMLFYMyX2TscvAw600xkJLXeN610xejjuN2XeZ1L9ybNbamyYzjPoUez4avdjoQFICM28PnXLQCkAezLNZtocZMBy2/nUf2J61bBrFMcZsx9mp3X4fwRY2W9o51INnT3jfzqMcY4x5je1S4zzbwZe9KJAPZNjbmxSwAHtbe9IcbOa0fgXJm+MahcJezvG2701jbyA771p8mz2jehQ20JY+yH86kBGbe1noPkUiMAPBY5sVn2DJa16w/QsdzxI8N5+H3D4XgrLsESSQSoLlh84JYzIMtfGa/Qn7M/DPPY2KWywh1XJ+yTmA+dSJNNbea7VSt+8wBR2Ti1IAYfCw+sFIgBLo5hluZzR89+hF/CJYDJBoNkzUgMyzMcbs84K9ONTaq13djLx9aqjgSoDuQ+B2HzrPdeiXGectv9s0e9SgprEk8+I5rBQowBflt9yf5E7xuMutNv3snyPMrwWDx9msM/xhyKPMjRZLWZfYfIYKwB43mgOcwDwfGaR9VRAHtdNlh6DXu6LhUhMlQ/stS76PsvVPW8E4fxC0b8UAB0+ha4IzGyUxk9Z8ijycPORnc+I+fyK4zeP0Y3hjJGtvD8Q4ArNHMzbbzmfJvWXADA9eg19KvT+zNZdVi50f4wciymIcAUDEjXaqU+yy7yedfVw8z83ys3A++HhT2h1JyK+xJhWs0F0250U7PigGhUK7N/J6Pm6eP3OCe/wXEE6sPfoUeYfdLrfoUKYetEI5pE6Q0AhCEAhCEW+1Z8PJd2Go8CScY7PibFpjZYntciqZkBv2bYa1+cfp4WdKqWoAM71Zmy2ZgYLHg85DO/zrQU2pNvHr3oXBpMCxo+s+dVpxjtPM2LUAzeHd6wUeZDva7teXBFsDPpTmebgaDUfJcNo2DbWuON7uyxVhxmAdy3Fg2UWTq6DU2HJcuy+tPJja9DehRAPJd9nrUrXYPWWHz+dNnd75DUeNJbeayzcUg8vRo1oHepoSe8bb89iqp9HcZL51p4fsuTYuT2WbtmXfegxkkHGVLhzGzsBxWFSpTb3s1SyYDkYLw3gi2ohnsQYZzveXqkolVMz7IYK9DLe9nYiEcw73ZoSGy4DvtL/OpeS2Z+RBs3lrRbkAaEnZs4w8i7d2btmZs6FNZZ7o3Mv5FCkLQydmWifSgktGbbAXq1puGKzW5WXTYpvB8XkXqeFeDIM2S6w5nH8HkW2HjZr9HPm5OHB7vn+Hw9xBiGbkUqIZh17ABeu4A+j2cYGpeI5Zn9yGhe5U3D1NpTWXFigyHkBWYaBX1cPDiPd8fNz7v0UtEwfRqI0DEGKyFnkV0ANgHdt2Is8U9niuuI+IcF3eQGCE4Zfs033ipBQBMlAPkXUNZAgA/OnANaABMAIHDMXUEoLqCIp1BOCQF2BEG5E4JATgrDpgM0AnBawk4Guoa0gAC7bA0LV5ZgQlDYmBWkX+CN6ABdgBEOIAa7Ams8ULULrRrXWzxTgy2gj60X+Cl5Lf/FNkh8NBC1mmDM+GrDJCxBstrzV5uqpMkIbRvyzAA6zVOeJM4suDEeeDrRXocuTWQffbM47GxrkVrGk05lru2LPkV6J2V7NYbAwCWxk3+daNlkHgBxvYqKZR4kyUFVnHY0xrAD2ArWBWIMloXGHwyuQzNNHkXX3poM2LsANguIPA8Ohy/wBCe/wUtDplHv8ABPf4IOt/ghcr/BPf4IGv8EX61yToGQlBMgE6RF/gge/wTpAQsg9/gmBAAhA4AnBJf4J0DAhKmQAIQhFhCE4b0QEIQizplyTrVBgTpEIOwISJ0AjnTIAF5s80CDQhaM0V5m9RDZVmYKOYIK84yiGyrUwXI2VCtlFJjKskw/ItQbKhPQ715o13ZGTA+7Va9AvvWyOm3+7UU6b5FzeFt5mJOj3+7VLiGlNs0107ORehHDcDe2s/i2H/AKrd/bZyJ84V47/W3yviEJz0o4sQ+9M9AKdROANYr0cJ1VqpsgewGVoo1N7TiC8w0Aa9QjTwjU3IzACwLF8rFhw3e1v0+XNcREQ+asW8K3MK3mxLN4AVPSoEo/aXgvc8VA3MaPR+NefhR8lp3oXzeTEb9H0uHd3HdTwA1AvRaDG0h1rFQIzfbwDZlmvSsNw7yBsOtXxofN+pX3aaiRnDIFtYEawVColNbZaBzLWgZZX1cMPg5rABapAa/wDboTMxnDP2asI1NcW0Rux3R2WTVxGjJ2YdlimhGXTGFzXYZZVhGZSsxlKALBW0QlIZBSwUcAUsFu53UF1BcgXUEHYEwJQTIg4J1xToHTJUIGQhAIOwJgShsTIFNRzXV5ckACYEIBAIs8U6Q3mwQCDXI3j92ksM/aIHM0IBlPZYrHE8xOAJ0IOKLQToQLkt/wDFIcMHhyzBdU6h6ylVw3eBuMBeHQsvMoLF14N2GC9TMLlXz6OxJ15dh9a+fm4EX3h34eZcdLeXAFjXZXwsPkNSYEx+H3Evvmj2GtBVaC5YYG3f51mXo0qB7jODoNfHuLx33fVi4yR0dp9HiSft1KcyXfIiBW7HeyVUMl3z86gsnLZd7XTnDt52lYGdNrbWRKbyXVH+i/8AZOejZwZ8Ryw/Iqw5N/2WpNgB8h9aQPrWiGAOGcmPyH0Kd2ynVUMh/QZpvuKl6A5G1+2aNOAXgGXrBWvYzjDYGsEHSgNo3Img+cE8JupdhZYfgNMEZwxvi6D52j2Gu0k2LsiWGSfIajm8cAgz9YfFBZLMyz2Z3MY7l3naPYa7HGYqXeN9zLbQDwSfeZzXWut4BZn32cjociscrDDuJzFhh74OdVNSjdmPtQaD6w2LRhJsDv8AvmvignOBFktH2QwMOhTobs5GrDEkQbnN2H8brU03slrX3zSUKU2y6bbDejnZNGT2YO7bM2udk+RTG/3iOcNiT9qgnY75FEOTY7kVJjJPkeBSzZbe+1wX7HQ3/wCMFxCe28fZKzEyTc2O8hr1SwB5t5rsk5gHo586x+J+HoPNHOoFhhZra5DWgCNLpruZBczo/QpYGbxG/BcyXedo+dV/umL8fo8Hn02dAkGwYPAYH7E+Rco1ViyQ7LO+QzDYvbaxR6ViRrss5js03kNea17A06lOm4+3eHxetc1xcd4dkZov3ZapUrJA7LHmj3hvXmuJ+F1Ongc6CwDJ87P9C9YCNLjO54Xm1ztGuJsxJLpmwes+TrSLuC48jwelScQYMdzILjzzQbwPeC9IwfxmiPTQpVVf7M6ewz2GrWq4S7Te/EbA+tlecYt4btye/wAt5k+R0Ffxc5Pc0v7H0gD0SfCDMMNYaHmTVDMokuM6b4esHmV4PQcZ4/4bugxLA6rSvxmC9owNxLw/ipr7DKAD547u8FFwRf8A/bszPnQDvnN50fnMFZRgB5oJcE72jDXYrCTTYjzRvxOcPkNZ1kG400wgvnGkc7R7DUaaG61sbe7ttv1tGhmG2yWX7o+RR3qlEN0G50Q2T8ikRp7DxZHaweAOcN4KOjT4R5OHmHne1QX7Hd9i5M03O7hzuXQDRfz+hWoXxj7zZyPApf2SSAMSm7HeR7kNR4WvmZfsz7LuQYWGuPY5cCUEvYfI8C10mlN2a7zMFEOMDzXIdiaeNe/kQoeKmAdCLVdB8j1mg1cH2WY0DgWGB9CoZ9EYe9mGzkXKMzLjewcNl38hpuaOtVwlBk35cULz3gsuEaq0Q3WAfeZa6D2LUM4kbuCLVWMl34wK2OMxPavcbB4OtLjci2comLQ0Rarv5Hf61o41Hi1V0G4lhg50ciqZODIlVGyC5Y7yWci9IwZhVvDFIBtw850w1munjca8l92ObNGOOizolHi0eADDDYGfOpByfeWBYfnT+2M7Gws9agyTbZPLBy/yAvtxEY+kPj3fkLJyDPLcPX5NCiGDYBl9fPfZoXXuHnQbcDWqKvVViBF9pr86bkIlVmHrBvQfPYaz8+TktGbl4GljSX5Lpy3HD0cnQs/iepH7s7wWN30dmOO+iDJqrcl3Mbc2c6nX91maFT0oAMczLM71YT3smObjmgPIuZtTL1WeD0g8szANmtZ+qyW3jMAs8ilT5ISTPznzrLyZJg7l54WLjzXu78MFkzAe7vLvs51WSnr72zbs+dI9JbA/aXqLJOy9z8CwbWZ6Tsbb61Fkmdl/OaDk6TzNZqvek2Dzr144vG2e9xV5vWd2bgWIeNs/WopvWFZ+BbQyuySXgMVWH924rB54D7voVee/erhFor2WBedVLwfamvWrZ7X7xVMnQYHzAa6cLjtZ4ho74Hng3f5wVEAGA+0Wt/eGK81kPhyLPz2WL89hzQri2NwrZINvKuOMBl0GrM2f2mHQo5hyHrVo0VhsmBa0Bo51OMHLNesFHNltUjR1CS37zQrBk84FVAFntNYKVGOzZvBZXC4tYBGbNQpkCzv296msvZwdCkWaO8DR1qN9HTpGRTw5NhhmKd3Zho2LjMga8xuz+tLGkmz3bif2d4Yx+30t1Nk2T7jYpcN7Osbc3pmbJPeN71ICBrBwG9ai7bRCdDgAfeNnYrWMy+z3ehRKa82HcP6FcMxnDHRs6FzXbsiEU4D4GZxLA6w5DXEJNl7GsOsDU4HnGTyzbss2KV2OJPCx8NfI6Cbnh/BXs2GfszA+sORSAmPsnY4Gg+dKdNlU0z7y9rkM1NZjRJ4ZDncu8i8RLlnSozoS29YeTkWogT2KkARJzAWGFgGsyz2uju5c5sDa5DWggRokwLG3wAz2KbXBZ9HOA73Z3tci/GQceDQAPeRWbMl+GPZawxnR9mcCizKJLCydR5Wc0GuwN68PgA92bu7DZ6wNdfspgAex84LqDzdVaAJTGsNBmoT1NlRne7czgP50WlszDZdyJwZzR+9BTQjGAZ9Nczmj3sqqjADztmf2Z0OQ9hqQZ9mOxxs4Z8jobEQmhGp0wSBz7M90GCp5+ErBNwL2T62tis/rUHhAKqwGsNDwbDTAc6MAOUp8JIfCPWt92Nwx8lmXGadg1WCEmP6L1hcQ8MaVVb5WGJeS7v7O8vcO00qeRsVJg4bqrJ+GLC7WxYYchgtsOa8fo5rwRk93yvVaPUaO/wBlqUR5kw61Cv8ABfRteoLFVa7JOYB4HOvkXl+JOF06GJy6V3zW/JX0sPMi/d8rNxLx+jCX+ChSTvdU15l+MZtmBgYchqvPeuxwfwVMls8UyLcjD+xC6rkaICEIQfbcCquMug25yK9BliSIPtuX37LFST4GcPa2PwJaPWHA7h+/zr84/UJtSjN6D86rwzGXQWlPIktB0KPJgZw7PyI2dqVVW5LVnP8ArVrfo6/5FjAvhumewAPWtBTZ/ad/IjC0g2W3jPMAL1VT6brzG9Bq7kg4DueDaQwbktZnOvNFxbJGzeNmjyKJJgaTfss860E+BrzA0KFnN2WOb1jbphSBmBZfo/IprLzZokxg922o59yAde9QtdxpLYBo5F1PdmKtjHZYbasI0nOOyyxEXBsm8MzM/wAarDjd7luK7ssaDLcsNR5LPwwsvQhnzh5N7jbf4EoTH2SBjX61dGDYcgXmoUyMF55diL1dY0m+zvFOezD7uwN/Io+HsMV+tyAYg014w5zPYvZ8JcFm7Gpdcczj6ORbYeNlyejmzcnDg9nlFNwrXK3KD6qim9fznsXrWEuDjbIBLrD5vGfueRenU2gwaU1ZFYALOgFZAFns219XDwYj3fHzc+79FbTaJTaaFkSKAB5FZAH3YJw1oMNXeLq/hx3k8hE6cEABogB6E1mtFl4edPafkQIAX7EWWLtZrRZ8NABsTBmI/bsBAAaA2GnQAe7TgCBg3ZicN6QE4azNEOof8W204JABOCIdU4BrSAC7ArWYAUgFyDeuoLWGNuwJrPiIBALaEns07EACANG9UgAuoJQTAtQJ0idB1BAJQ2JgQdkwLlf4LlJnxIbQG+5ZyAglGaL/AAWXxPiR+lQAfghnOvnYCjxqxiCMLTktgzv5ERs1xg2e8ANR3ocH2jjF/OmjPOPNA45oNdr/AAXm62MqtKrmJ3Tiy3+x08PdM7z9ajsxqPSvsMEzkmxvsW1eZzmjYA7LwWVjYbnUd8zg6wNXuw00QmccuUp8IjlKe1nYBgF963UaTnNA+4FhmGxZ9mfTozoBVXGe0dABsUfEOMIlKgBLiP8APYDPOZqVx092tv8ABF/gqqmz33qcEuc3Ydl6opPEihg6cRhzOl7MoDQ3hsr/AARzqloj1Vmfa5zYMhyMhyK6BFycE6ROj0yL/BKhAyAQhZDsAJgSgaEDIS3+Ca/wQCcEidA6ZKCZAAhCEWEIRsQOhIhA6cEiEHVCAQiDgnBcU61HUEIQCAQnQvNwiUwTINaCOYJclSjBKYIyRDZXI4ymmCSzxUNVebKjnGDoVsbK4myq0RsopMNZfGEBw6Sehb16MqeqwO0w3mDbUZI8kaNcN6Xu+bY0ZhmU64e+9EypAHvEY5A6JVHW29hnoWEn4kcADCzX5DX5LNd4L0t+14ceeN17UqkwYn3gKiOS280eZsWck1hx507z0cijs1U57oRIms1x3d2+ncRgho6PGzpuYGsL163hWm6g7tYzCVBO5o3G9fnXsuFaJYId2vpcbC/N8/Nve62gQDMAbAFexqP1q7pVHBloL21ahGbX3sOH83wbzKJmlWe7VgEOxWGS3/xTAyt9GO6KEZdQZsUizxQAK0kAFIDelAEwAgkAuwLiCkArZHBdQXIF1BA663+C5AnRBkIQCBwTpE6BkIQg7MrquTK6mgjvb0ic96RAIQhApgaMlMnQJY2CEGizxQF/ghFniizxQFniizxQhAGCVMizxQKhNZ4oQAISpgNApstvBY42qGq4ebeAzY/AtAhZ5sMZI0tvhzXj9Hls+jvsumbYGBhyKsMO0llv9y7yOgvWJlKiTB7wNfWspWMMHrNsLw618Tk8C8fePV9XDzIv3ZqHPlRvstSC9rkeXWZQW3h7XBcSvA5GPIlsZzX6FxOZKpXfsHnROcOhcf8Au7P9HalT+zH2ScB/OrU2b+/YP0GChRpNHrbXdmF/Qo5xqjR3c9h/Oj87JpCLWEkGJIZctgAPrUE6bZ3bezoU6NMiT2u7ML+cOcFxNmXDdz2HL2uhKIV4QGI15xG7D5wUgDbO/Lsv5wNWBgxJaBwN6hSYAG13l9/IYJp+C3IAsv7Js52TXE4z9xv01/Jd+Caixql3vZZ3teR0P51ZPBpBw/kdBPcRYEk5/cVFgGZAbFKPR3ctvRyPAo8l59mxycxnB8UFYAbDzQONuAbJ86SKqTTbzz2/+syo5gwYZE4A18/IasDCXDLMid81zgkAGJgm4xoPnaNRcLhW2SqUWY23nR+joUjJYqTXa2DsMOjkQAPsmeRry97J70wZbx58QzZdUiKZ3/ZKqHodBJP7XGYscYCZEPn3q1zmJIZE4AZPr5DUcIz8N3u9bR+6NWMVUsNxJ7RyqO5rDe0e9Yeq0rvTDIBmQGjYva5lHiSSz4N7LodG9UlSokSf3dRbsd5HgDf61heFthzPH3mXws1my6kNl95rLnMB5HQ2GtdW8MSqU7mPsA9H5DBVJwABrMYM7FjcVDp3m2KqWGO6JyK3Z5F55PwlKps/61o32CWB32bANexm8/GfMDYP1guUmBEntHoC/rDnVxaLj8mXwlxLfjOhEqv2aQGh4D2GvUIz0Gq9+w2BmevK/oXllewZFea79s9Gx7nBV8Ct1XB5NRZV70cPYvAvDR67MpQSWjby85r84LNScMHGdOWEt4POH84K1wxieDieHnxZQBID8fzq+B7e2bYX/r9Cm4i1xdwykCfVYd974PB18itY2JILzRsOMZJhvA9nyKQ9SmAd7VB2e+ZVLJojASjfgnZfvZPnWPeG3S2tgTANoLH+0xz/ABgurwRe0WZ4MvHsPrWHeD6tdAMx6NfsdDYBrseJJZsdhqrAPfBe/wAaeb8zT8GqZgNm7luHYfR/Quxw2Nbbjevo61gabMrjMr+9nZfzq7PE86NY5Oig9H+M1vBN4Li02q4ei1Jr2H9YKlpsOs0GUDcFw5MQz1gfItXAnxKq0BwX7DPkPnWlw3QXJLvap0QLL9C2w4fJfRF5vHHdKwrh5sLJz7Fhvhs6Fo5IGy1mA3oDQnAGGR7xzYq+fMcBo7HwX3sURjjSHx7u8lokmZk3t+9UIHmHnTvA7+tRzNySZ5gX9ZqVG+zNa3NHnXo5T+yRmjcM/OvKq9WH5M+xgAMA3gthieZvYzD16AvWXgUpwHbw7477zNZ3e/RtHTumxjYhwDcbbAHjWCqWW9NPMPXzrZVU3LDv0Wc6x8k86UGY2B+cFx5v5dmGPvS4d7LWZYFhqsrcwAYPefQpd7YXuZhmFnOs5WJ7YNH51F2uI7s1UnmwA27/AJFl5j2cWgLPIrWqvXlmMOGBrPvG4Z2OOaFwPolPW6fWo8mT3R+RMZ69AH61FkmFveKhHv5L9igvPAd+tEl42b3N/wAirZMnXY4vdE7h57kcUR4/uzQZ3+812LkZuawcW0QxuwZ394DmhRz3n3nnQZmGzX51H0WrRG5Hj6OdV8kNCmyfvG1Fk/ssFaw5rIB392YehGSYB3bl96sGYcSZFA+cAUQwlM3tuaw5HU2ZaIRsue8b1qIYOBvV9ewdjZ7VXyY2v/sDQr3eaKyzV3aDZA/aApBs37NBoANeW5oNN0aK82XAOzYuQfnVx2a//Z8igvRsk+gE3NEuG9eHeKwZeb2KkZeyT8is2XtGY25eCjNDpw2mmy2Yd5sVbPhvhry7/OrVnZo2Lr2beuaL0bXHkUUB42XfafjWlgSW5IBmb1XyaOBgb7betRWZLkZ3osW192Mb4/dsOzX6HwDXzqOE+XR3Qb9tH86kUqqg80AON3grJ6BFmNd23eHRzrm9Pd2a7xvB2ZMWsNaHAB3oSADjLuXr9BqnOlSoDpuN3mHJZvVhGqrb1jErX5+cFGn4Li/zXASdGQd5h0GosyA+DXa4msPzgpWS4DQPh3wdalw6kwF4ZdnWCjfRem6JAntyWuyTmwND1KfjfaqUec10Ap0ygsTGjlQXMl3yc6oY0+o0qV2SW2Ya1cd/VjfT3aWiVjOa7LO1hZrA96swgHGPt1GlH52r1TgyxVWu1aAeDnBAVWdSpABOb0HsMF4LhmtxHpGXOidmkdfWos+pPw5WwMo+cAUiTGiVUAlsOBm71BOS+DoNvxLD61K1sDNNqsfMywA96iSY0qMGWD+dH6D1pJjMuG0Ephu9rfeCnU2pRJ7WvQ7+tBWMmxacU+5v9y8urMN+NIF+C+bJ9BoqrL8Yu8imbXWzyLkzPDKBjQ9H8h7FcIuE2TVYpgESuRLD+LyJQZfZazKVOvDoNcTPOaNhtwHmr9bLyeNDbZE+wuPMu/BePeqRoQ5MR4zCpRcl0z1mGxcpOHm5LRnBfvDyKWdSYesi1VjJPZrUiNR3wsl0qX8l6rc0eU4nwNEmGfboh3/FZ0GvJ8Q4GnUd0zY76P184L6uN68cisxLD2ZzQfrVTVcGRak1nxDAz6w/nXXh5lw4M3Ai3x/ZrQvZsbcLgedN+DFyXQ32bF5ZVaJOpTpsS2DDzr6sZoyej4+bDeP3V4AkMF2QtmKOYWpFINm9cjC1EPti9+MFjZ3gagnnm6b+R7TnV7JZbeMD0eToUV7LC3Lb0L84/Z+EUqq5Luvk61o4zzD1/n2LIyQ1X7LE8aqy2XfP0Ix0XcylWGbgWGq9k3IxnmN/4FZM1u8ch8LGutRZL0Q/f/ICPV1AnsPADbilsxmwLMDXespANyMeZvaPrNaOBJzvZuX36EQc2d/WqeTAv6OuwFpextn3gfrVfJjHm93sWdwqLZ+zV3ihSYx+cFfyY1hBZZr5AUJ5kzHQFh9CxuG0Wz4G4zoDerCG8Bu93s2KPJjZJ+RLGk2FmBvT4arA5LmblmpBm38RXGHsB4gxO6D7EQ2WvivbF67hLgnTablSqj3xh1rpw8PNbhzc/DgeSUfB9cxI7lwYj1h++PYC9OwrwNiRjCXWXO0u9B7F6xApUSA1lsRAAPIClc6+lh4EY/d8fN9SvJ6dVbTaDTaU0AMRACzkAFN+RdT1o0Wrq/hwb/Pz/Ll+hC67DQAIsqLPkTWeKABAAGhOCE/3bm9AlmnvE9nimQHJrQKAX94ms1pwQGjoQFniizxTo/7T/b5EByJkJ7PFAAGhdQD7tKCZEUcAXUEoJgVnwcF1BcgXUFaDguoJQ0JgVfCXYEwJQy0wLVB0/wA6S/wQrAnBCABEGBOGtJZ4rtoWoYNCEqYEDqnxDR/rVprXYYbFZvSW4zRvubAWcOq1yqmbFOYyWvinvXkPL19EKTR4kN1qdiCohZF9iBnoBMGJ3K33GHIgGAaM13+RWAYPYkgZ1V83nj61HDCTlNL/AFc/kr1GlIsCt1Kjzwi1Vy83ti2QHeIOLC9mocat9qqs7tM1gOv2K61jE78OVEYgv5xyjsBkOjrXlkdPduEH8P8AsUSM8Zx2sze4HOpF/gvWn8sfVcGOSZhzmH+9PnUWicPWIEw6xXJT0l5jWGdsZ9C3Si1KH2+EcTMsAwXm7zSGReqUvFTpwYL/AGak7DMDsN70Kd/o9o8ZoHILYMuhzrjGw9FwkPa2wekunoZZUuMzVZP+sq/LCNHYC/JDYC9R/su6V9jaCI4ecfWrJVlNqUSY0ctjQ11mp0aTEk+wfB4PIs7aJCEie/wXgdCQ0IOt/ghGtAIHQkBOgE4IBNzosAnSIv8ABA6e/wAFxTog9/gmXJCLPf4JkqZAIQCEDoBIuyATJUyABOkTog6DebZG9xwADrNV9YrESiQHajOcsaYC9ef01nEfE5/tc596BRL+5aDQbwedaRDOr06NbP4hYfhu9lYfOY78JkL1EDFWJ5//AIdhw2Q65BrQUfCtDo7AMQYLIWeRWwMth7MABOppd/cx4Hj+Trc7Mz8iYIeOP+eZ/Atgj+Ir3Tox/ZsaB/vbJ/IlOTjiN7iM8tkZ2BmLC4h4qYfww6bFVbeZ5Av50j9xnemP3owYkxHG/v1Av/gmuwY8iB/fqbMZPzgmonELD9YaA3L4xnsB0LFo+zQZ7V7bbLwL0jv6UrY2KqBM7tucAH0HoU8HmHu8B8D9Cr5+CaBP3xAD0KnPADkM76PVZMYugD0I97tMbKjnGvDWsyZ48pXwZ7Tf41IjY5YA8iswXoZ9dmhFbvL+MfDGXW2jl068HQ6F8y1jh1jVmQbAPn84L+gsaTRqw13EsHgNZ+t8OqbUjN8GAA18zn8CM/d9jgfU7wRo+D4fCvEEwvt0o7F6XhLhoxTQDu7zBfQB8MezFoALFYQMB5Jhe2vmx9Nt9K/qnk+5hMN4Scua7g/QvVaDQW4zQOOBrVhTaIxDH2atQZbBfVw8bxvj5s27gDNi62eK6gCABdrkKAJrPFdrPFMALzQR7PFPZ4rrZ4os8V6jZyAF1AEJ0WATgkTq2RgUgFHAF2BAwLsCQE4IGBAIAF2BEAEyEAiwCEIRBw3rqGtR1IA9CDke9Ig96EAg0IQAJ0idAIQhAITpEWEJ0WeKIIhPZ4oQcUWeKdIZosWeKVMizxQAIXazQhBxX6YNnvTIQU9Vw9EmNHlhYawlVw9KgOmbexepqPJhsPDYYAuLNwIvvDqw8y8fS3iT0AHnc+IZwJYdGw1ZU3Ekpkgg1hiw/jBsNa6t4MbevNgFkZ8CXAvbfYN4V8TNhzYL7vsRmjPCdPojEn7VSn8l3yKOzW34xhEqrdjvxgXGHJfZ7yC/f5FYdpg1hrIltgDoKP8AR6HozckBlwX7D8ij/XzEZ3slVDJ8/IarzZqOHnTcDvonOrYHqNiRrI0GfQaRaqkTKPEmNdqguAZ+RVMOZLhv9kl6Av2HsNSPqqdRCN+lGZh8I1I7ZBrDWRKDJkdBpcEU7WWDfBcvDnZNcQjXl2uCeS7ztdaimy/DEMwzsDY8CZmTnHmS7L/jB/OlDqDzDzptuN9mlhyHsNOcBt53Mb7mQuz3ZZNjc7fyPAuJg/GEAlN5zXI8G8E/3FfMOx0GJzeS7yPAo72YyQdu0dEhn+dXx5bzWXLbCS0fOoPYHGT+wnnRD9yaxuG0Wj51jWXOADA9jwbFyMJbI58FwHmug1NjQGwA+wno52TUc4z7JmcRzJP4J7DTshFh1ViYRtt3suhvaPepQT2/YVJi8PjWfrUU2Ykx0M8OzSw2JpMnswZdSDR8UP503NBJpWgziOA9HPe0esFj6rhJyM6culaw99H5/kWoM5cD7VSrHmujkNWEY4NeavC9mWxvZPQYJp5F71jeO1WlOH37HzgazMmNLjOm5FcNk+cOQ17hWMNtyXcx8LHbLM4Nh+sFgq3QX4DoMS4h5R6Lw/kPnWN4XThzbsvDe7S1kSmwv5wVVVaPFcas0G0fIa0R03sztjgXtchqvnxpcaQBm3e11rHdv0edT8K1WgyvrLD8sw6wWlw3jacdjEvfzsn/ACK77NzxXAOOYawPkVPPw2w8JvxbwdPYtvdDYHiGIZNOPg8yB7HQ5Fdxjgz2gzH2T84c68njVWqstHBlN3n0GGtWFEk1WGQS2H9HReotWj02TR4jzWQ43netZ96gtstHkOXtN7wPkVhAxPfZFnMWX8/+ditXo17QSmDMAPnUXG5F6MkcbswaL7D/ACIZDJdzHw19fX61o5kDugzwC/rXWg4VlT5WQHsue/XYojDeS9IbXmjTcmEsHsVie1UmL2Y7B98zyH6F6wGXGHL5AUWNDg0SAERuwGmFj69ioDdNhh/QvvYYjiw+Pmu89tFVa9EZPu9/PoWfOScx03OvYaqIzz8l3MNzWr2mxm3vaMBrV77o08aVDZceI9Bgo9bqTEBog6OdWFYqrFHgHZo9a8vqVeOSZgB360u9Fxh37rDtPbCPMc37E4GABo0KsjG+GywA8ikPHY1f+dZruFLiGS2YmwAGGhZFlk83u/nBWdVmPvSDby9F+tVjxt5tgOWHZoXJd7274jSCvSWAaOJ7FZmtvXhf0aFYPSfdt6/Os/WDczTbbCwLNixu20QzUy83TzDAw3qkZM7zALLPOrCY9ZfZ86rTeANjljqwdBjOwDbcVbJDTl5n4FNs59iiTHvkNBVSb7rAc0Ksk87bl6nSXnLPOqx47L7/AMa3hz25Hz/1qPfYd6YzUcz+IrhzXYM9YH19CD2ZgLke9HebFoRZHlFe13rq994uR7e8VQi1lTZNOOEDD/cyA2H1pTCwjc0GilRgkxdbd6DgZLp2OGBo9+HE2WHvZ9yfQopm5scUo88LM9uww50phnd5oRkgmF+v86AjXiDakHGbuzMxLk5J5aW0iEc2dJosvHvA+dSLPeGBgkDRfssWRohPQGz7wFEAzjO9CtcnXmB+BR3gA97a1i0XCdAkg9v0GrBnQfWCzOS4yWYw5oVxSqqDxgw/7VY3H4OnDm+y2gBm9o3G9YKLJo7D2v8AIrCNvzMyw+vrVgDOc1rBc2+js8MZGP7NOpR3t3m0r2BW2Da17w5+dWvZtHd98CparSgAs9juXeTzrbeMnux0uPRoAebktZjZ3+hQZlN0Z7Bh51SwJ5su6+5MPwLUU2pMSRyz0O/rWNxouL3R6bUn2Xcs9HIYchrWxo0Gqtd25Y6s+dBbePu3DAzBOzJnUcAz2zNrrsWYvWXpVKfyH/ZHzqbPo8SpMZbnPsUVmTFqUcHNBnsMDRGCVGL7Kd4Aey9eqZ+SzUaC7ma8oNhgrqNMYrEXLcbsd61cAESqtG3ZefOyaxtYgS6C726C4Zx+cOhIvdlcaJphLpV5tgZteRTabUgmHY42BgfWotKrcSY0Bg+AGe8E0mM5DdOU2xYG/RrvVEWuAefppHkOXtGfsjXY6VTaqfaoLmTIPeFiiQKxEmDkP2H51NOjuMh2qnOHcHIehSssaZKgGcGuMd1yO71EqWG23g+tcOS+9PXYGw1Z0qqsVho6bVYmSYaDsVdMo87DboS6a+b0RRF6I91BGmdvlHEnNnAlhyHsNXF8qNYxODOa2Zv86kTI1NxO0Dh2Myw8lir40yo0SUdNrjGdHPY6tt9z091hJjPvRdgT4h/jBR40mXSr+wuZzR+6PeCsIzLDwHLpUv8A8o0hyYj0jIqMQ2Xfigm5okM1uDUhOIbne2a2Xd6hSabUoDvaqa5ZZyKPJhmDoPm2zJaDYYbwU2HUjNo2Afv+6e0GvEaIQV6JPLslVi9jkBovMNBqDW8DUqsRzz4IBeFgOhrA1fGcF5o4tVi5PPnGGxRwZnUrvGH86J5NYLeL/Bjcfr0t8/4t4SzqU6b8Hvg6F5/Jhy4bpsS2DZdDrX1w9Jp0zQbAMmfIew1kcT8OqNWL3w0H+hd+HmX6W4M3Aj7HzeAINm8FtsScN65QTN9tg3mvJvWRMLDscbsNfSjNF+j494bx+77WzmzLMc0WIsC0G22+T0JDADC9v9Gxcge15bZmfOvz79to4ybzILLLFCMLyBxvkUiS9e7ZrBcjOwNaGhM6zfvSHJvaDvEoHefd2GuJmdmW4iNEkKk5bkA4rKlVjJdDM/Ws089kl/QgHr2g60ReF6rSpnaQ0OXgurwd6AON8681pWJ5dKdBs9YXrdU3EMSsNNZftegEY3HjSJLLmVo/AoXZs4T3ga3tEwBWaw0DjjBstHzmC9Gw9wuodHsccYznes9a6I4GXI4758Y3hNK4dV/EkjuIpstOe+eBesYS4G4fpVkuc3nSN95r05mNEjBkMMAAJjNd+Hg4ofNzc/LaPDpsSA0AMMAAAHQpGxKbwMtZ5nYoMPENKkyjYcfCwPPvXZjw3d6fDgzZoiN7WAay0Aa7SWQjNZkt8ADoWXrfEKjUc3e8ZAw0GaqYGKjxJY+wZmCvNh8aIzRk9GwCS297PnUjeF6gUqM4A5h/gVkAfEXI2JZ4oAEdKcAQJfoTgCcA0+dMAIF+RMAIs8U4BYKBABOjl1gns8UWLLE1l6fnQAIEs8UWe8TgCYN6IKALqAIAE4B6ECAuwAkAF1s8UACcASLtZ4qwwJwBJZ4p1SDgmBcg3rqCsdgTJQTArZH5EITBvVBwC5Gz2afkSK/gCfkSJ7/BaoOCYFWnXqV20ILcoHpHQGtWYbEH4bLb2gwvQDIB7NsE6EBoSGF4GnSIMLiThoxVTdNiWbLr2u8FkaPh6XSq87FclPAAaM57ea9oVfPokGeV5sa+tebs7j8FfTaU2BhL7dnAHnVsdVprLuW5KZv6L1lMWxpcOLHi04zZjuH9pMN9ipDwZQ6rKaNuoyQd6AM16b6dIeoAbbw5jbl4Is8VHgQ24cUIrd9gKWjQhstvFe4F6yWM4FfrDrUGmth2QPbX862YJrPFE3G7zqSy3TSaiVWU9JlmGiO1sUSTxFlYbd7J+7kmwOdoL1qKxhuU9VPrWC53vnUuBSpTzt9VBkwDkAETpabRKkdYgNS3Ihsm+F9hqzAEgMtsjY3oBOaNDoSIBZB7/BMlQgYE6QEAgdOCQE4IsyObvEIQCfkSAi/wQAJ0AnQCAQhAyN6AQgAXZcQXYAQCZAAnAEAAJwQmQeX8XTfmSKVQ77Gn5IZwdYL0aiQ2IECPFbbsAAWE4r0qWceJWIjd5wnrzWwwrWIlbo0eWw5vBdHx6MI9qXoIQCFDQKLPqsGmmDc6WAGegFKVJifCsXEkXIcMwMNhhyJDO99OiLirGdOoMULPtMt/QzHa3mazOHuHr9bqgYuxiwD0veyzyM/41ApXDfE2GKydVCWFSPk7RrMPItV9a48MMsKVDD1mtf8ARzfp5O9rasYbob0B3MiMsgAb9lix/CifLkyKmw24b0JiSYRjNR8TyZVoMYxxUDLR748fQZq3omJINNgBEoGGZJxwDQYAAL0+Pfdu7PFFnisr++05nvJeHJjIKwgYzodSdCJnmy6fI8FihtvC6svUWTSokxrLfigYKbv7xCKY+ZgCCZG/Tn3oz3WyaiAGNaD7wJ7Qde9btBhcidPwYyNjylG6EWqxHoDv3oaFoI0mJMaA4r7LwH0GifQadUmjblxWTv8AIsvM4ey4DpysOVJ6GfRfeCPN7xthZ4pbPFYkMYYgw87kYmppvNf8w1rWrpVepVbaB+DLZe8i80exm3TQBFnins8U9nipbuIAns8U6ZWycrPFPZ4pkIFs8UJkWeKNSpgRZrQAIyOC6gCUAUgAQAJgBAAnQFnins8UJgRABFnins8UIsiezxT2eKYEQWzxTWWIRf4ItyMNaSzxXY0iIFnikXZFnigRCEIsI50WeKOdA6EIQAJkJUDAlNNyIQLZ4pLPFdUIOVnins8UyECoQkM0AhIhA6El/gi/wQBh8RV9So8WY0fd6lYX+CF5cRk6W9i7x+jzeq4YfhmZtt2HyGGw1WnAfk728mQHP1r1g2WJIZbjd6z9VwxpM4jd4dC+Pm4GneH0sPM36WxMapORj7JUm7w865ScMMA726hysk+jkUiZAfjEbb7Gc10HvBcmc+M1nxHDea6OcF824+y30v8AR1gYhsd7LVW8l3r5DUifR4k8cwPkMFHP6trzWQeh386gsnUcPO5BuG9E/Qkf+x+gcuAfZJZ5zXWpBwGDDPiaP0KyAIlVaBxtwL1Cehy6ad7esOcE1N0QA1GDfztGpEZ5xnZrDnaNKeRPC9jQbfIuLLzhnkTmzv60E42QP7XTnLD52TUQ8t53Mi/ZpfRyGnM34zoOOfI8CYzYmDY4Fh9YIOQTG80AqTBxneR4NimvAD3t7LOtKDPdZD7ecHXzoCM/GH7J30f4Jp3FfPgX92+Gc1yPBvBQe/ZHss7vo5860AMtvAZxDv645qteZACPLbPztGouFxaqjQH4bufBfzoh72ehdzjMSe/guZLodG8E+Tku5kQ8l3oQBsSXbDDs0gNh9aj+tZ41YyfslcbAPvgRUqVEnsG2FhgezoXV5kHmsic3/wCaq/6qlQCz6VK0c7R7DWiGHrGHp0O9txg3o4fjBU5xnHmN+cB7D/rXrYPRak1kS28l3oP+RZyt4P3y4NgGe/oP1rC8LaM35vMjo5+3YfyT8i4zIxxms+zXzh1rRzID4O5ZtvRpAdfP/Wohs5wZD4LLR07sqcCJMaAw5N4dCYAixjBtxww8/wDWrB6M5GdM29bXWC4G9Ek9xKcBl0+frWctlTiR6dTRalsXmz5AvV3hvGzjMcGHAzmj0Wb1EvlUruJTGdEPn3/jSfuxEkug/Sr7z5ANK/8ACIiPveh0STFqsoGIJ3gYbP8AOxbMJ8HDcXI0AfQs/RKbEwTQzcfO+aYazWPn4ncnyHX3H7wc2L6WGPBG9+7Hw7/6NHiHFUuYJhsa6FlowdpdM7NCrZ9VznWmAvMD6Fq8K0ozssc0Gr38llxEQsqVDvaBzMWojMsQIRyn+TnTs00GbL29axnFfGcWlQPq4HwvNdN3GON6ccRee9GSxtjCXWJ5xGD7oDssVdGzAs7w7/QqWiA/PHtTmg3OtaOMy2DoZd5rji7yd7d9xGPpCwjMuG7ZeakYhebhwMtzR0Kzo8Zz3bGhZTiRJYjNZF+vZrW2a9MW7HDHky6MZMmOPOm43rUKTJbBo3OfyKOEnR3bl/Qo5vNmd+xcEW+lp4zGd+vWqesPMBe4F95grgDbs7zYsvVT791zXZ51FkMrMeM3Tbcv696g2AYAHOpdYebtv0WKEyDmg23N6xapR5bLW871Tz3g1qwk62u7VLJPWYZmxIaWgnrO/XsVfMesPW4p0k27FXva78xdMOPMjgd+xRzUgGQ+GuJg2C2hzW5X7wSH92g/nSnr9m2rT8EPWS5GCY+RK8enoQaXDcZg4AG43znrBWEmAD3QYKvwxJMIAMXhZfergzBm+yz0HzrG/d0R6K86a5lHl2H5FWHTXGdbezoWgCS2Y677P0JzZbPW25f6FG+hpDJSWfh61H7u01op9KvvfY2c4KnOBeB67DTdGmivs1eRBs6zscsUjJcZIwc0X9aU2XAv0Xr16r3jv6wNAPX6H271IOMEn2blhqObLgHr0LWGFjs1gZjB3gkBkL/Z2GC6hmXe0sNdu75wTc0TaPMcjXgZ3+taiNJB4bw39CxgMgDvdmraBJfgOgbmw1jmjd2Yb0aoMv2mw08lluS1lmAfyJIEmI80HeBYfWpwQ9WZF0B8LkNczoY+pYbfzTcgnYfwTUFk5UAwz2Hg61uwZYeM2HG8k+g/5FHmUp/KMAMHmj5DW0ZvstleH74FKrYADTZmDwHsv5FoGWQqTBGw5e10GvPDgSozuQ4weVf+BaigzH6b3mfnNbFFx+BF/mkTKacPv4oHeG+xTqVW2JOiVodDnVkycSqh2uI53qqqxQXAE5UFjXz5ShS9eZYNrMNuw/jAu0bLkxzi1Ftl4D5+tUOHq8DP2Sdo9a0Zw2D1g+YAfRsUDKVXBmS6cujGd/OCiwKw/Ad7DO0HssP+RaU+3Q3e8fOwD3qXVaPErbF7jAPAYaHWeRPi/wA06fgpJlNYea7XBcC49YGCSiYhlg7kP2aNFhqtk0quYYdz2HHpMS/8CkGzEqQnKYOx0961Q0sxmJPaOUAGy6CSHiF9kDiTol4bDvBVFKqr9NdCJO1tH1q/ehsPNZ7Z5zXXvMFla4K9huJPEZVDfyXQ15KkBJbqUU4NVYyXg0XqpZmS6a7nxXAeaA94LTBPpVYaC9wGZBqvhDGT6JOo5dqpzeczffYHQpcOqsSWgzPnZdU2pPTqU/mAxe1sOxRJMCJWGu1we5d5wXokHDAGu1QT9YLk8yxJA25bFj3I9z/jUSM92Pu3JRsuho1q2gVJ8wyKzBB6OYaHmeRBThDnMtHnnnNdaaMy+Af6qfMD6ORXZ03JaOVR5QPA5vZNVgSYMl0AzOwSw2JuWj3xJLvZarFCNIb0AfIahPQJUO9yI/nNeRaWpRjeaBuqxQmNfFZ3gqV6gymROXh+ccwPhH7YFtFsbhUyZ7eUDc6L3R8/Is1iHh1h/EjRyoLYMu9bS1BzG3r4tVgmB+hQjpT8CQculPn2c+jk+RXGa8foxvD5I7t6YBv8ihSdncGHrUqSZhfY2op2e8v1r19JXyXnGTNvWZ+RRzmHb3lmhSJLIZpthvVTJZvd50UdmS48ZubAXV487WBqvMHAvcBw/IuwPaAzPkRcGeAzaOxzWo7Lzl+Qa7A9nWKJPPs0gH0Ul2AY5h7F1gTJdKkNS4jlhsHeGtRGZN6HpLDInmOWaOc7FUOXNo+m+GnHilSY4U2uOBGdALLz51taxxUoDLWZFlMvB5F8C1jE+S7kRdHnVSGP6rGvb+sXjCyzWa+9xvi7ju/Jc/xRfR9sT/pA0qM6YOSgCzeF6qj+ktQ/dzl8OVXE8t507HzVfGqUszFx98106S4X2dP4/HW3TYiP2Nc53rH1XijVYb5uQXzsPf514ThuTOkv9lb2Ga9uwZw9nYhIMxvRzmunDGkdXLf7nuoQxDjTiFWWojGdZeF73JYvr7hjh5ym0sG32zN2znVTgDhRSqJHCxgLw5zXq0OMxGaBtgLA8ix5ObfpDpw4f0dQCyxOhC4XSNiazxS70wKECzxT8iE/IgABNZ4oD7tOAIsgb0WeK7WeKZByAPu09nimRZ7xAACezxQjl7xAWa0BvTgCARAXXnS7ATc6tYBOkBOgYPu09nikDQuypAD8iZKmVjsCYNveJQTK2R04JL/BF/gg63+CG9vkWfxDjCgYbaNydKDN5Gg3mskdVxrjksilMHR6YfvjDvjBaQzu2txDjnD9B7h+XnSz2Ms6zNZ0DxxjZ3vP9T0w+QPbGrrDHD2jUT7W432mWe957WZrXAFg6AsBbI0u/dSUHB9KoOthu93nePeavUX+CEX6Hv8ABF/gkT86PSIQns8UCIQAJ7PFArzLEkMtxu9Ro1HgxncwIgAanIs8UAgEI50DfxEIQgEIQsgIBCEDoQhAJ0idAyAQhFhOBpE6IMG9fqQE6LMCEAgED8iEIQPZ4pt6AQAIAE4AnALUIGAEAhCBwTpE4IBMlQgjz4bE+K7FfC8DCxeYw3p3DevHFfvOlSj0H8FesKvrFEi1uK7EnMAYGtIthcb94ToExiYwEphwDA1KBeTsvVzhvKyDbek0oz378lejUevU6sRwlwZQGJpoRe6yTpANC9aHv8FX4helxqTLfgt3ugGhWCQwbeA2z2LyB4vgnBmH8bNS5WI3O01U3jvzT1h6Fqww3ifDB/6jldpjh7p1WdV4exHpR1KlPnAlnzsqODPEam922cOeAdeg1tu44jT7WiokmdUoeZVab2Z3oXY6PTTdCX2FnNb57FHokmsyWjcqsVlk/IrIJLD1+W+B+hS3QqliSh0exupTmWT6DNR4eMMOT+7iVVkz9a80xbGClcRoUqcAPR5vcgB8i9DewThyYIPnTmb9+hVoyi7vbRegYPCDgHeCdUlSrFDwfAvnSwZZYDQCMN4k/eRg5wQXmWuQ3gsM1Lb4uP00XadInR4jyYcSS0YPsAYedYyscOmAdOpYflnAm/c7DW7NJvXm6bib9nm9KxzUsPSgpWMYuTyBIDYa9AjSWJLQPsOAYH0KJWKJBrEU4s6IDwGvPXmcQcMZWexnTKIZ6w52U90b3Hv6PUkKFRK3BrcAJ0F8DaNTV61CE6EahJZ4p06MiWeKLPFOmAEDgFq6ggEIHAE4JAXVAIQnQAJ0idAyEqEDJTNMlQIhOhAIQhAIBCEAizxQmQKYITGhAIQhAWeKEIQCEIQCDQhApriac0iAQhCASpkIFSLqhABoTpE6CFPo8WYHeN2H1gsjUsMPxiOWx+MFu0h/eLlzcaMjqw8m8bx+fGcN0DMDjSA2PBsNTo1VvHslVYsPr5DW6quG4s9o8tuw1h6rR5VNvYfYN5pfEzcbLgvd9XDyYzuUmlGB9rpr5ge9dY2IW9ESqhknsB5RaPWLHTYcvMOS/erKTGg1Vo9mtYz39W1x+ThPo7b32qC5YfWGw1BCT3oRKk3YfI6uoMzqDfkXvR+joThPpVYviN7+hKIObMqMHdt5zR8i4sxmHgvi3gYb2T3gpcZ5+GOQ/e81184LlZEku3sOWHyGCJEY3LdB3/yJgksG7kH3Lv5DUeSAMu9qA8l1vn5D9akGzFqrHf2MmaUIsl4wkBmXxpHI6Gw1KvbkgDc5vJkcjobDUXvIH2Wqt50Tkd6FIONLZaz4JhJj/CSFI8ylBJDLf38jwKpehyoA2TgOTH5Hg3gtAy9e1fFbvDnZPeCcDAxPL1tc7POCXEWbs129+M0Dh/bInxucFKB4HmgfguZwdCnHSmGSOXB2Hva5FBOmhcb9N7l3nZ61j3xr6P2TAiVJrLc0Hv8AOC4xpM6GGRUe+a2A8G9dQmMPOgxKbNl1Szvyu/sMOsE/0FfUqPBqsXvAA2nOfk/wLBVWjv0qRkP3m1yGe/8Axr0A4z8Y+1U1/wD8nkNcXpNKrDRwaixkyNlh7EtcftvLZMbXmMaz6OQ1TyY0WYBtmx3u82jXotVwHLhg6/BcN4PgmslJjNyTNhy+8D5N4Gsbh04czPssvwyyHM4458m+xehYSwlEo7X15KbADs7kOgE+EsJGyfbqrYYB7HzqFxLxmxSoBxW3AA9mhdPHw+ON7XV+S9IZTiLjDOkGww/eF+sFio1Sck79nOsedYfqU91sz3rYUGlHUjBtvam3kvd2XEY40aLCtKlVWfnt/nXtFHo7FNihmN61VYGw83TWAvCw1Z4nrDFHhOm50b134YiI3t8e7vJekImJMQsUpg8xwPQvB8TzHKxVAfffMwM1HxnjaXW5/ZYr5mAGd9irIzz5yAv6183Nm8l6PpYeN4I3tsKaGS0DDDl9ivocM5LuQGhVNEC9oOvoW7pVK2G4GuxdmGHNmtLjGxR6cd/IF95rwTGdYfrFZdbzwygXrfEisN0elnFbc71xeBRsyTKN9wDXHy83fR2cPDpG6eyzYHeaPQops6zf3gpD0k2e75zUQNoZnXvWO7Ux3g1rcBZ2sHkkfn/OruYbZtBmP/OsvWD32b+hY3bSIZmYZvOmiMB2ehK9lm70AmvbDoRo5STsaNvYqSSd/tPwK2mSbGrLFSSXvhpDO7RHtZ94oh71JePJP/AohncumHNbkYfD13qO9s7xSDe0aFGMwtNXDmtyNKe/oQZ60l9l/d7Fsn4CiPGZm7fsDYpBrlK/2Iq2jo8btNNAGHDZd3hfzqUYTgaNt9vZ51d4YwwxJoMKVFfNmRZfr2GpcyiTmTN9xgz6w6Fzb916MYD0qMR2OGYc6lxqkDztjncn13qwkssM95kKvOGwZ5gHvTchYBJbMciV7X4oc6jvRgO/MsvPnUEDlh7RKE9+M7Yfsv0Jo23cZkZsD8n6FFDR3d9/QrIzznb27DDoUc4zcnYFnkXoiyYxnY4ABcCg6zIwPn5DVgAPxr8zWCMliSHJ6F5ujRXhGbze72dBo1xi7wLwUs4xsu94F4dfOCazRrbvaPnV7o0QDyz2GrCNJvaBtz8BqO9DbZLLzNB86aMFl4ObORLeR7riA9YGW42a2FKezmu7cPRyc6wsZ42S5zA+Q1ewKlY6Bt/j51zXDqi2rNliY1kG2kBmdDO8G+0tevWCIcxiTY3K0HyGrgAs367+dczqRDhwaqxeBgB/oVBPpsqm35YaAPkWiOHY6BhoM+fkNO884y19qYvDnVxejO48jLwKk5eBtuWH1gtVArwPGAOWX9aop9KgvNHLpr+S7+RR4cxgyCJLbyXQ2HyJp5D0aupUelVj2ljLp7Hg51T2VzDDpsPuZ0Q9fWrCBP7o4MpgDDkVgbL/AGLu/tMfYbR8ipmiQ6qw8ANtnpc5DUgM+mmb7Dhg1vsBZqfGOG7ew2eUfIfIrKiV42RyJXfNdF6lbRhUmJLWW5EAwf0Gs5VcHvsmc6hy/wDylcAywZ9rpz9l/IuwVWIHduADJ7L+RRv43ukW8/Oqvxn+yVyIbPr2KwjVWXSv2g5BlgbR+6NbCTSolSDIlNg8D+xZeq4GnUoTfpV7zXOya2i4tzXFwmsvU2tuhmXwJfIfIaSSE6guh26JnBfey6ChU1mI8XZXDOM70GrM58uG12SosZ0TzoLWiYki1UzYcbsOzYaSfTezH2uDoDnBVQUF8HQqNHcM2d+UasKbidwHTi1GIYBsO8EEKSESpPhFl2HfsPnA1HONUqU6HZHzeDoPfYriq4bi1IgqtKf71vXoUEKkxJDsM5gwdDnsQgMvPyY5y4L+TLY3tHzrl9d06f8AYcTQexu7M4OdE+BY1e3sPYd6hADndMVJjOZPYfOCQWvQolfpo59KlhMiWaAvUf6yppugFRbegO9YaFCgSa/ht036c/2yIHuTV0GIcMYqj9kqrARpB6NaoLMjS7AcfYZqUf4oe2sWfOjsPE6/Q5wAZ747yuHqJWaIJyqPKN6P8IzvBV70+DUpGROgnGl/550GgMAPRr9diiSWW8oNh/kUs8ywG9d5riYNmeY5vW9toV5xmz+dQp8ZsHfyK1OM4ea43sUU2QsPoXrdn5IOA73lnoUQ8y+8Na0EmM2d9gc9+tVT0Yw84eheQI7L2Se+8EVhlt6Abje/ekPMjGGY2uRvOST7IDd57LN66sGC896Q4eTyo48b2rGZLgNaz9C6xoD9YntMS72WlfQKDEgNdrqLl7vR0Khr1VbZd+yHY6HQv1OD6Xh4vfM/Ecz/AJBm5V1h43/2Z3GcaIyZmwFgdC88kmZ+ha2vT3JJnefrWVk6z0AozXvfRhG/zHdEADvV7R6Ucx0OQFHgU03i2a+hel4MoOS6D5sKP6+9tviLydIbvhFwxcqshozYsaCw9a+usJYPiUpgMtgACxfNVBrcvDZNHFc0BZeBr6AwBxapVeaaiPmDMjZYa5r58X0h2f8AxuaO9vS2WQZEGwTB+BcgPOazG7DXUNZLJBw9CcEwAnAL+8QIDJ3LtZ4o0JrPFABloAE4b09nigTkT2eKYAQAIAEAiy9PZ4oEANicPQnAEWeKAs8UJt6EAhZfG2PKNgmKBznL3X/YtBzrMYVxhKxnVwf7XnNB7ln2ILzRG8b6PUA2JgSMvMGWQD4GfkXYF6syEAhUHDkQCS/wTgiHUEJb/BZniLjCLgnCk2uPuABsM9zf1q4LvxtWDwbGzC9Pf4LzThLJrJ4SDEeMZeTInd93x6GQ5A/AnqvEidW3zpWBIPbHdhyz9iCtjvGu7cVjENHw9F7VVZbLIec1iTxVi7GbvZMKwTgQj0drdDWfoBSKDw3A5QVnGM4583f3uwPQC9DjMxIzQAw2ANeRUz75GPw9wxgwHe3VV96pS3N7zx3rassgyNjbYAAJ09niraaaCzWhMHxP7UI9KmRyIBED+IhPzo51qBHOnRZoQAIBMhAqEyVAIQkvsWQ686FisT8VMHYYkBFnVVk5B+6A1paJVWKxCanRDvAwvWrzeFghCFk9CEIDWgE4JEIHTpEIHTJbPFMAIsJwQgEBZ4p0JkACEAnBAACcARf4IQdedAJAToHQkQg7BsX4lBMgE6QDQgdOk5EIHTJUyDlJjRZjRsPsAYH1rCVXBlSoko6rhWWbJ7zj8hr0BCrdhcRbL4e4hRZjoU6sh2CcHIfOtcBgYXgd4LOYhwfSsQtHe3Y7yOhvBZQKljHAbuXObOpUz4obwBWbVj93qF/gnv8ABZyg4zoeIWgODLC/nA94LQX+CLi9/R2QuIJ7/BHpJMbtMd1i+y9YKNhvGOGJTv1NLZkx3zvyXeRegIVRbO8MX3ebhgav4kxHHr+MZbIBC1sx2tl/WZqwxJj/ACZv7uYVidvqfP8ABZ9ZrcGAPCbfWq+m0GlUp11+DEBl187zMA3pujw6ejH0rAbAO/vBjid2+W3r772LPoBSD4ixXnTg4Roz1SMDsvZCxkPnWdxzPlYnxvCwUcs2afZnyQA7M7yL0+lUem0eE1FgxGWWQDRYCumMfP2QyR17iEAZ7mHI1nQD2v8AQutK4lwTldhxBFepssOR7Ya0AYnob1U+pu1h2v4KrcW4Dw/jOL2Wqxbw6wOw16vS/eKWFHxbRq8+7FpUvOyN5hsVwqGj0egYJpYRIrbMOOwG/Ys7/ppwdJxDHw5TZfbJb52BkrPRfm0929UeZDYmMGw+AGBhsNdQO9oHOtOvVfy8iqUapcMaz9a0696jvn3zXwfOvUKVVYlYgMzoL4GD4X6E1VpsWqxXYspgDaeCzWvPcGQK5g/E0jD7f2mmPa2Tv9iq92UdL0+x6anQCZZOoqZFnigAVsgALsAIAEyABOCQE6BwTAlTIBOkQgdCROgE6RCB0IQgEWeKEAgEyEIFQhCAQhCBkqEyAQhCB0ic0IERZ4p06DjZ4os8U9niizxQJZ4qOYWEpehcjsuQcUI2GhA/IkQhAIQAJ0AgEidAGkQaEAo8mGxJaNtxu9SELz9PI9+L8bz/ABDgmx05UHQSzt8qM7kTr2TDYa9gML96pKxhuJPaPQF6+Vyfp33w+rxuf9lsVGqsuMeXOsejnseXGTh6LMd7XTXLHf1rtJpUqiOmxl3tHyGokaT2Z034n4ORfKv8Ld8fnB4dVlRpX1dVWHg6HVKmUoHh7VBcMD6wXYJkSpBkPt2H594INmXTRvY75pBTg9VY0rLnRM5o/fB/OrDs0R6PmRdB/BU2NJiTw7twAd5wXI4D7J3xdB87JpAr40l9kDYccN5r4L28E0bMZd7VSn/XHdQbOc796HIe9R5MPtLveOGyYbHQ0H86CzPInnfB7mWG9lRDebN3Ll3xpYe+BRXpJsug3VW7Pgy2v51ankSWgbqLYPByPAm+5pojvPWd3KPJPkdDYaexvKy5Yeh0FEk01+G1mAfaYjm8E8N7Ja+w3vNc7J7wUbmiDPjPgBuOMdpa8m8Fwh1Lsx35mdE5+sPWr0DzhJyC5s3smokmHEmXuNh2ab19ai4/BtF/mQ2WJLWfTX7/ACKvNliT3E5iww2GophLgPm3mdmkdfIalBVWHrItZY7M7yPch/Oo33NUiNJfpodklXvR+Q+hR6lRKBMkDUcgDdD339akWPxjsOw2lRYkrzFHinY+uzDh++zS7vor8W4tYgRzYYcAF85Y5rzlSlHfLv8AIauMbYwOS6eY/vXmM+fnOnrXHyM296fD7fG43jjd2gHfPaBtvnD519G8NMNtvNA+YbF85YbZ7TWY9nXoX2bgylBTaNHzG7LwvXTw43cfPvRZyXmKbFvPQC8H4i4zckuusdq0HeGg1uuJeJ+zMGwD9nkXzFXqrLqs8zcf0NnsUc7N9kNvpvG++1mcyIDoWOa+tXFKkuTJAd3rvWBA9YMN32c69OwHRzkm1fvPWehceH2dXJ9XoGEqO48YPnsW6OSxSoWe/wAgKtjM9gitMNtgGjnWPx/iRimsdlflnrAzOzkX19/HD5MYbyXoxnELELleqRsNgdgefkWKOSEMDANCmvVWJlOymzN6/Xee9ZefP86+Lmve933ojxxolG85JvvPX1qWB5LR5l+y9UQSb1asybwBxtGNw7SXgBrLbAL7Fj6q8AD0OmtFUnjZHMcNZWqyby7xvWj1Um8Zu2WaEH61CB6901IeOwNGxBCmPa1WSXgt9pr9CkSXrDNV7x37PxraHLmshnYXr8i5Gd467EGejrXJ4/h/nWjm3RzOw+8Ud4/hoM/vFHN5dEQxuzGi+9cjevT36e7R6byaFyePWnBJJC8UW9rwSH/2ahONhZYz8hq1DtUZ2xy94D2B/QoWAwvwlT3PethovVwFh+zcAwXz3R8Kefh6JPvMLGTP8BrMycMPwCNxw9H5DW+eCwwzNBfFs0H61HkhnNZGX8nIa93Ih5zJZvvbcY37wVLJpr+uzvhDk5wXoUmmhbkZYH0AapQpTBunY4ZgB3mye8FcZi4Yd5l+N3jbhguPb3zDRvWuqtEvHPiNmsfPgdmdOzR5FcXGRjcXCUE/4jd66gyxJ7xg7DVaAX+QkA9r84c4JcEX+a4DX3b7evyLqDOTv2daixp+dYD+/rVkB2BYesD5wWbZCkwL+8Cww32LkEa+/Lbv6wNWB/Zu8b2HrsXE2TedB9vQvdzRHDLjWXtmYX7DUs4xsuhLguGYdHQg/sx62wMOtSGf25PeBoTdeiwptSfesYcYCw1q4YP2A3n2dCy7L2cOtuwOsNi0VKPugbcMDBzYua20LM3rCscbs/QacPu9nO0fOpTINm1l7w/QuQQHGS7hzOa+Ce9Q0Uk+gtmRuQX8l09eVyGqKey/GaNiWxZ0H1regzEkgbGZ8h8noVfVab9lNic3nNOc/OCuMrO4ZKHUjZ7ht/8AGr2g4nYelHFffAHeg+dZKq02XR3c9hw3ogbD32KPGNiS6D5t/OttItzb6dHrZswZ42OWa1Qz8KvxgOVSnLw+F/QqqNPlxhBttzOa86u41Ycs7twza6OcFjp420Wr6VWH6U6Ge2fnA1qDZiVhoHwCzPQEam1tp1s2wzeuzWs+ZzsMSsg7zichopYPMvwHbAcOzoNXVNqT+Vlyu+AOtU4VVueIOON3hv1qPJky4boSoL9+jWyo0aravYVp1eim+w/kyA2GCyIT6xhuUdNr8Q5MQ9ju9a6iVI5J3t2Wc7Rq6qVNg1iFkONsmB8hq4zePpblvDv3hio0l9k+1UeVnNdCeTJYnu3uWMu/rUGfhuq4YdOo0Zs3o/O0fIiNUolbHZkuhoMD3q//AHCNvzWYRnwsfivmy6HRsU03os9qyc2AOhozg3qlCS/TZBttuGAqwN4JjoZbmSb4fIaDiZuU08hx8Hoji5SYzfZ3eyOAbXwjP9CaSy/TTOLVWzynz9ryKLPpU6APaoP2mIeuwN4JBRKPPslH2R/yPNPcikT41NqrTrbbYA7yevyLPz431rHCVBl5MsFygSZzJdkqpgDvIa20+5G7S0SHWaaweXOeOw9h7wU4KrTp7uRVYIXhozmQ/WCgw6wbLuRLbMA+MHIuz3YXpQPuBv8Aes/zqNF7rKTeyYBz9ZqKGsDs3oqsxvN7v0IhgeUbjl+vWF/Ot1w6nJM2ssLAs36EWNmPszALORWARu9PZ1rk9Yze44ehetVTJjWb71XyQsM2wbvUuqzAzTbA7zUQGWGWsyU58i+nwPpt8q//AA+P9U+sYeDH/tFZoMqpO2NuZLXO6asJjNHoLRtsWGYB7U+dZ+q48iQANhhxef17GcqeZhnnZ5F+swxxuDHT3fguTm5f1W+/WGgxDjO8zbYfWJk1jOLvD1qnmVK8j7xV+c+8WW2uHNmvJbrw4YxxpC2kzO0keX1qRSqU/JdAG9ZmutEo5ye8PZ1rYQAiQ+7bsA+tY3pjje3Zhi8l6Ql4ew2xGsfcbAzW6gMsRu8bc1rHxqw2AaLPkV3DqTZ95o1r4nM5l2/VcDgREd2gN687N+joXE6k/Rz7cwZsuhss61CZkuGehxLPPtMpqLybzXzd32PB8PbeHvHWczlRcQbDssNfQtHqsWsQmpTD4WH518Lm9YeW2B39C1GFeIuKqJZlyzNoNgHssXZh5mnu+PzPpG/fC+0wBOAfjXmXC7ioGJGuyTnACQG9emhr1tr6sXGSN4fns2G8F6WZAIs8V2s+8VsjAzoReAD3lihTKrEgNd+/8iw9YxtKkyPsuwFzZc0Q/R/S/wDjfM+q9pjWfyekAGhFnisvh7FrEwAYfsA1qwNt4VcXFuH6l9K5P0q9M0CzxTWeKPkQrfMKmDeqKvYwpVEkBEO96UYX5Qb1l43Fpt6pBTvqCYBmeg7FKN4h6LZ4oAEMnnNAeXZfrsXZFvL+MGA5WM48eLBbMAM75Lwc4dCoWYB4JgRKU3ZGz9DMdrea9usvLWs5iTBkSvT2pzjljzAWAqY3H3wx54wcwZAOdOiAAGfrMzXodKqoT4UeU/3Lr4X5RrMz8MYfoMX61xA+bwMawv1rIUqq40reKHcRhB7HSWAyYbT2iwOtDfTo9nBH8NYeHjx8xOIxFOfL+6DQHzrQ0E648ByqzYBubGg2ApbLcE4ITgCoAAvnn6T8mv1I6VQ6HR5M9oHgfeZZDQfrX0RZ4pTpsF53POIyZ9diuEXG8aPmGgwOL2MMpvEFDyaexoCPfo+devUTDeNY0UIkTs0BqzkBelAyDId2wC7Att2HiYmHgaqm+D9Vrjz1muxbZlnszQMByJkLx7EaHBOGtIC6o9BmjkQCLPFWBAAn5EWeKIFninAEI3oGQhF/ggEIS3+CARf4IRZetRU1vE9Dw8wcuqzmWQ6Oc15riHFWLcWwJculNnRKIwBmch7Q896Ohb08B0OTUTqs5jOd++12LFce6l9W4Xj4fpvcvVSSEUADzrOGd76708/4M8IomKgq2LcR3ye1PGEPO12B1r0ClVWpcOp4Uqq3nT3zsZd6FusE0dig4chU1huwGGQBGLcJRcW044MvRfzhvV3aNKiOnsuIcliYwEpjWBhepCr6JRwo8BqnNuHYwFms1YL1uEIQsgACdAJ0WEAgEyAQhCBwQkXYEDAhKmQCEIQOBp0nInQCbkS8iZAJ0iEHYEX+CS/wQg6oBKhAwIv8EIQOnBcQT3+CB0JEIOt/glNlh5o23GwMPOkRf4LVDGV7hvEkulUqBLOBNDnZ0XqtjY2xHhJ3smLqab0cNkuPrXpAJJMOJMHIlsA8B8hrzdnp98I9ExJRq80EunS2Xg9atQNee1jhXFB06jhiW9TZf3Oz8CiRsW41ww6EXEdKOZH/AOYjh+sFehvce700E6zlExtQK3oiTgB3naPQYLQAbZ943rUqi9/Q6EiEUx+M8B/Xcpqs0qV2apsexeVbGr3EmlB2SdhxmeYaM1l6xeiotBVuwvD98PIoGGMT1jGrWNMQAzSokULAaA7zPzmr2scTs6QdHwVBOsTQ0GYexZ9ZrR4nwlExU0ESdLeZj87TR2XqbRMN0bD0UIlKiMstB0Am6PDf2PP5OCZ0yKeIOJVZN4GAv7IydjIf1qi4UYJg1jFEvHnYQZiewhhZydauON9ebMIWFW5QM/WL3fGZ2WMc6kRsZtw4cfCvDym9vkMBYboexZ9Zrb7HNpMX/q9CqtYpVEYOVVZbLLIdZqtw3iqJicHn4MR4GgOwHnWbL/QqSg8N3HpAVnGM46lN3gB+xZ9ALesxmGWgbYYAA8iydkXd9xZ4rz/G2EqyzK/ePDMt4JrG9q/Q8C9DSGF4a15BcbwyWA8cxMVRziPt5NQY0SWT3ga1q8d4lwzwTiOFjWldyBvAxJAOcF67TZLc+G1LDY+F6u4RhuvS/aUizxTgCYARZ4qWos8UAnT2eKBLPFCdMgWzxTAhCAQhOgSzxQnQgEIQgdCRCB0JEIHQhAIBCZCBUIRZ4oBMlAEIGBOAJATggEJ0IBCEIBcTC73i7JDQRzZ85oyfOupoM0Ec2UWeKc9aRAWeKABCcEDoQhAIs8UIv8ECWeKSzxTpLPFAIQhAIQYIQRZkBiY1Y43esTW8KvxnTlxdYehegJTADHWuXNxYzurDybwPIZMZxkAzL7OsORSIFYfh2BL75o/ff1rd1XDcSSBuMNgB9Cw8+lS6a7obMOsD518HNxs3Ft9jDmjPCW9TWJJ9rguWH5OdDNVACyJzdh7L1Xg8+Hfwe5P/AJc9hqQEmJVRyH28mR51G7bRZSYzElrMc74OQw3qnM5cB3Lf76O5z9CL6rRz1t50frBWcZ6JUmswLDv3gnuhCeZCSxewYG0fIar4wPwHchhywOdp3Z8i6z4z9KfA2wM457w6FLejMTGAyH7z6E0WABwDN+C5/GZNAQ4sk8+I4caQG9pVIPS40gGH77OR4N4etTgPtLuROb9DoaDUjq9od+19y7yOhsNBsygD7cwBh8YF1N5xkcicxnNH74A/WlDtcBrMin2mIfujPZ6DQcTh3tZctsJkf84Kqn0ptlo+wuA9HPey9sVg89vl0p8As9s06qqpVVs3b/Y9arDh3N0eZJYgRcgNgci8Zx/ire22ejWtHjnG0SG0bDb9i+fMW4qOe6eW+nMzaRpD6vA413e9qet1g5Lp9DipQPODvNZqPJezj86alQ5dSmtQYLec6+YMAABrNfNiP1fdv/p6xwKwY/ifEwOON/Z4ut47F9V4hnxKPTteiwFmuFeCWOHuEmmDAO1vhnvH51iuK+NgBp1sH19WP/4uHu/OX/8AyuT19HnPFTGfbHXWANeXhMB7Y5571HrdbOS66445ed65UQ8502wXx++Tvb7fTHGkNFRIByZQZmuw19B4AojDLQOG3Z515pgnDzkl1rLbXt0Nn6tgNNt7zBfV42H73x+Tm36OtVkhGvc2CwC+asf4hcrc92/QOdYGSvUuKNYfjUt2IwdhmzrO+xfP8mSANXuAYGYc6x5mb7HfwMPTdInmxAaMAf1mB3gsvJqrj0h7Lc0Aa5VupPvCdjl9mgDVZDC8u8vXF8Oy2pgSQMOu9XsZ69o8w7/IszTWbBDu9Z9a0bIHlHlr1kiVU3Dsy7Fmqqy4zHzL7DNauYyFmjQs/iFmxoMzQaDLxt+Ymkvd1rXIzMDPyb1Ekybx/rW2jC70RZMlQXpIezBOZ33uOKEb2tXEOO7dTecXIz0GuJ6w3mlN7Qt2TiZgoh707x6FHA/23H/IqiGFuwehdQD7tcgTK2iQF9vdqPJPul2BRJJ61A974dGb2DYTm+y8POCvQZ1ne4F/kWS4XTGAwvEYccs1mtgbNjpy8wz9G9cFe7sx+hAMLT179HzqOYN2dkccs6DUs8sxN9uzXvAwUQ79h3mB8ihSsksuHe3fYYa/Wq2ZGCSfeAYOt84b1eyWTvAMvXyGq+ZG7S0DjegwPWilEeYz7TWHIYKDUqVFk63A+cFOkvORj7xu8OsFWTJ4RgvvOzrBBnJlKfjO93rDrVacN8HchzR51sAnwZIZgOaFIkwGHmjbcbv6DBbebxsvDGT0YwI2SeQe/kNSIE/sb/ZHLw8h7FdyaO+yIG3rEOcFH7HEe3thm+dN9zw3jM8znNZkWw7+Q1yjHkj3GznBBxnIzuWw4fovXIzzr3HAsdD5DXi1kZhJDMs+dftj8ZrQ3oPkNV0OY293GZY70GruHJYZ7h8Lw6FlfRcXuiUqS4DuW4H/AJK2FNPQb8Vg3mucOhRY2G4jwdqpT4GYe6PeCsIHcu5jfcu87R7DUXal0AXxwfiuAYeTkXYHr+8cbP18/wA6iRjB4z7s40jybDUs2TMe87k/ihsNY21EkINSDuzsd5DDRrXEHpca9id3wfFBRZjL4H3jGSfI8Gw1HerD8YTblaw2Xr1Yn0piS0b8EwAz6NhrAyY1kg2DYBl38hrZyZjDLXa4r9jVm8Fkq9MCefa2+5kBo9a6MNsM0OsOe+yH6wV7DeYk2ZDmS657k9iwudK9vYdm/wAiuqVPcesBzQtrhzbtgDz8Z3vANkw51bHJYqUXInBeB++BUNNqvaWsidYBhsPkXYwfgO9qguGAc4chrm0a/BHmewOg2BgejQd+9SwkxHmgCW2bJ7AMEhssVVru7AdY1hYqoJL8YjYl7diOhZPQ6lSnQlsOGYc9nOCu6JWIhiGe4bL3n/Qigz4j0UIkvYYb+hR63h5wx7XSn9Ya/WsfcaUHs53Ly/WCy+IcMRXnXX6bYzL6OtdqJVZbPcTnzZdA9F/OtQbLEloO1N5wHzhyJG+Nnfd5jGqTE9o4k48mWxo86nRmZbLufl5zQdC64qwefaO3U1+899nOoVBqrlNdyJzeg+foXT7+jma2HVYkyL2SU2BtedQplNlwBz6M/eHwj1gYLrMpRyRalwTA2usNBojSezXt5hs8iCqk02jVXkOBNMPxrPzKbKZ+yVEO0hyHzgtxPjRKqAA+AMnyO8iqZMaXDA4s7vmvcuq4tGjOxjfhtWZfaY4bwPeClA9Y12ti94A32bw9YIquXDaBzPMwDn5wVfGnnlZjD/ehzhz+tbQztoDZbN3PM7z32K7gG2Ag4dh8ipJ8xvNCzQAJWTlSbGIIGZnrXThwXnvSGnznjjxvbSyarFZAwzPWAb1SSZJye85/0AlOjuRhz5zlh7zNZfE+MIkBo2IjgAv0nD+ixgjfkvzHP/5B5OnGWE+pRaaN7h3vfoWExDjbOM223FlKrieXMdO987Fn5My+/MNd98iPiNML4Mce8l75u1J0yqm8Rm44Zqskz1EekuH3a7Q4D8l0NC+bv5Hfo4gy/Jd0LXUSg2AEp/QCtcMYPvMHJbHyLdzMGdpppuRTAHQDQCi80YPdth42XP6PP5lVYhjYxoBQQrBvbHFSVtmdDnnFnNmBga5RnrAXNebyPscbD4Gwh1JX0CfqDWsDGkuBZ3itY09xkwzF83Nhfbw5npMOpAdjmZYdnIpQPXzwfv0ACw8Oq2EK0ECpNmWYbmhcdxo7MObdps7vTc/QmjTO0yDb5GNFirwmX94GhDIWNHzmZ9C9dO62gYhrMarBKpst5kGOcD3mvqDg5xUbrzX1PVX/ALQHWe9fKIG2y1yK2olbl0ee1OgvmybHn3rXDmvHbg5nAjly+9XqlEjNXm+CytYxy3rYg715Zh7HJ4khBnyjzQ3grgN4rsvk3k9H636D/wAN4MRGa62S5NVlzHTfff1qNv16EfeZacL7lzP3mPBGKPHjdgNxksxtyw1rcN4zcZsiTnD9ayIfdpwZVx+24vqX03jfUsOmaHtEaYxJazAO9S15TRMSS6UdhuXh0Xr0ClVuLUmhy3AvX0ozbv439e/4rm+nXvh7QztewTLk1x2vwXL3TCxQZ8muURo33KOy8YB3IaA1+tekAq+t0ditsBEfOxrns51s/HfMfo8iw9j/ABrUsRsxTbA4m+ZI2Msh0B1mvZYEliYwEtg7wMN68axaFROthhylUc2aJC1vHszj/oWlwxi2pVKstUphi+OwGs2fYh86aIi+70hOogA29NNxuWBmAWWdCl2aFDZHmQIkwACWwDwBrsNeJcY4GNL4MGDUuxx5skGTBk9gL3hVlYw9BrfZ+3MX5B5wIi43hjMN4SrlBgNMQXwMADeZ3rTUqsOZvZJ0sDkfCZ5FWY5PEbzsLD+HwNlp8/tLwbwDyKPPrGDuGMDPnP50sw0NBree+RNEb+Ns4zz7xnmN2ByKbZ4rz/DfFSDWJESLOiPQ5E3+7Mvb7PQvQAO8UXFxk9D2au7ThsX4CcAVgBOAa0AmD7xEWADQns8UgAuytJgBCAQCoCfYhCsAJ7PFICdAgJ0IRAQGxCZAqLPFMhFgEAhG9ALw/H//ANoeMmH6HvahAcow/IvcF4fDPO4+y3HPcQ7A/GvYYZvsh7cyGS0AdCZPyJF40CE6ABFjnQnTIFQhNzoBAIQgdAIQgA3oBCdAJkIs8UD8iRP+hCAAE6A2IQCZCEAgEIQCcEidA6EidAJll8TxsaSXQ/dmVDZDnzQvVKFB4qPe3xNDZ/gs/wCNas/J/wCXoV+hcjkxWfaPgHrNYIMAYqk/+JY4nn1g1YCJPDGhstHKrmIJ7wBvN6YYAiPJX4tlJxDQ4wXv1WMAec1TzOKOB4ZZbmIIxn0Ad68nkxsK1upfU+A8K/XBgdj053WyHz869goOCaBAgM5lKh51mswZXmhN3foqD4wYRP8Aunb3vOzGNdaVxdwlVao1RwfeZmv7GngsNS8Z1ugYGobtRfis32dyyAazNZThRw9lyak7xCxNEAKnUfYs/BY6PWmiN8u+j1oNYpwBAAuoAvW4SnGYeGw2wNMCdejJVvhvh+sOlLBg40j4rOg1Q/VvELCX9xlBWIge5e3/AI16WgwXsWzvDPvDCU3ipSjdCJiCI9TZHQ8Gj8a2cOfBntAcWWy8J9BrlPoNKqrWXOiMvAfWCyMzhWEYjlYZqsmmu77APR+BadEfu4//AE3wIXnIT+JOGzy50FmsNBztaDVhG4qUcDBiswZlNd++Z0fjWej3zT9/VuEWeKrYGJKHVRzINVZe9BqyA2z2a14rdisScIsK4trjVcr7D0l5jYybx2fgWrpVEpVEjhEpsRlkA2AAWKahe7kYYgIToXrwhoTmYAN7mxZHEmP4NKd+raU2c+pnsjta7PX0LzRN3MezL8cnm58Kn4Yid9NmyQsAOhekYegOU2kxIrm9hkAWSwfgacdUPFuLXAeqb/sWg2Mh0AvQFdscMXvd2E6RCl0HQhMgEIQgE6ROgEIQgEIQgEIQgEIQgEITggEIAE1nigVMizxQgEISoGQhCABOCQEIOwISJ0ahCEhoyCDRf4JEAlNMg0CpEGhAIQhA4ITAGhBoFQmSoEQnRZ4oEQhCASJ0IEQhCAUWfTYs9qx8L1KQvLjydLexfj7Q8/rGG5cB034msFRSXmwsbnMH6+deumDZ7w0LNVvCrEkDciNhfzgvj8ngffD6vG5/2WxQVWVTTDP+0wj96HIupstvB2qhvgB9AbEHSn4zpg2ZgfQaiADkN3MiN5LvO1yGvj98fu+l0yLCHWwk/ZaqxkyPPsNdnqbkn2qDoPo5FE7TBmNZFRiZLppGQrNE7+D9vhfCM9YK9y4SO0sT/sk5jJdXB5l+N3Zt5zXIYbwXf7DWGu7vB78BgahPTJ1H/vwZzXxgVoOzJlMtbwkx+g94Jgz4wHLprgG1ztGhl5iS12qmmB9YKqqTzFNF2WxeyZhrZv0JhjdavxPW4LLuZ7E7Ni80xVjzJvbBwLwBcsZ1ux0388Dd5LzXhmJMSOdqkZh6z86cnk+PpD6XA4G/ey4zxmc90+81rCSZ5vGZ/jUepSZbx79CRnvmjzN6+bH7j9JGmPpBw/Nevp36M3Bw4wNY4xAxYZ/3Nk+QOtYX6PfBZ/HNWCv1mLZR4p32H7419a1WsQaJSzixWwAGAs0bLF9Lh4fvt8T6jzP1/Zhn8f4ni01g2wP2YaF8pcRcThMmm2Z3r0DiRi1w3Tb7VfevnnE9V7S6eveuPl5vJejbgcTwRvankz3Dd9otRgBk5kzu7D1rz147yXtHAqiHUndl5maRBmt77w9oLjLQG23os1rYTzbjMZ4f5sVhSqU3SoDQNt2GCzWM5jcaE65fZoX1I/bh8eP3Mzwnivid+TNNjMvBeLzKleJsZh3t6AvWzx5Uu3zTvO8A2LFZIG6B8/n518W73vd+kj9uNFTJNx4w/Gp0ALC12H0LiYGbuY42FisIDOvn8iIq13DjGZg4HJsV7AZbA8tty/1qvpUZwLD/AB3q4hxnDd9pffz8iaJKbJvGAZdmvkBZTFTzYWMOAAWdBrWzz7MHarAOy/evNcST+0vnlueu9FqeTJ1G2HPzqskvWX3rrJOzu1XyXtftNa6YhxZrR3nnNfWo5npy0Ge/WuVnitocF2cD1dC4vPWB3iczsA1CknerhFo8l680kY9C5PHfeGXoUiHoDLW32Ob70oAXYw0IDWizQsXTA2Aokr/Ypob+sFFmBrSCnrGBoxhheFK85rVQJkpmxjP17LDWf4dBLZo0Kx8DjmB5zR8noWok4evdCXBOww3tf0Ljv3dkeiRnZxnl2Mmf4DS9mM9Dew+Q1BNmWy7o37zAw3qcE/utd4GG+9YrJfe0YObwUI9B5eXeDm8D3qy9s7e43YfX1qLJ7ne3o5HUUz9Sh5OzWB7DVY8DABYbGg9C1b2X7P8AWqeTGCT3ZgYGgw8ylNxnTlU1yw+dpR4FbNkzYc0F0GtFJgPxj6w5FW1WiMTPtUVvJds2Hzrbbye6dL+xcQ5md7Oz0LrJpUR4e1sHYax8aTLpTtjjBm1zga1dKrDEnY/f694LG48baL3QXqPLDv3OTWg2W3u8fYv61qI2W80eXZ5w5DUc6O2d7jF9nOF+xRuaMxJoL5gD8FjOANdnOkjXmWQ+wYecFqjhy4YBmaw5Hg5Ep9lk6JzeS7yPB/Om54fH6I8B6XALPBzZ0LSxnmKq1n5d5hyAaqo1NfZM8wwMD2OhsNSggHDfN9hzJd/IotcLuAy3rYzM4Ogw1gpcNkAdyMzR8F3eCrwDO789B9Yb1NyXzPvO+6HQUqI89ku9lcbCzYAHzqtmQGHmjbYbAwPey9v+RWsmNe1lygvDrUKSy2DWhwz6DDkXkKYmq0p+mjfEceMPhGqIzbeaPRrW9N5iYBsNy+9DkNZqtw2GX8t9g2XT5wXTFsLhRU29l3rA+Q1oPq2LrcY7nov2KkBk2T7yw79AOgrONDlMk1lvgYLa2MQmssyoe9sDD16FawJjDwZDmi/kNRI0xu7Ic1hzganRoDDx5bb/AHvQYLm3baJDIMMu942YdBh/Wo9YpT5tduYczmjVmcZ+A6Db94AfPvA/6EPQ3GXQlQTyTPeB7HkQpKO82buW2+bLocnWthG9kD7b4X9HIaonqaw99uisZLoBeYbwP0KVR6rE9nKbNk+tRTdYT40Se0QPsGDqrYFenUGZkTmDeavsvBaB7IeaCxwD9fOqefGl29xr6wMEhnbYRjg1VrPY74H94c4LOVvAzckzfgvgYdBqiptYl0qebDd7LvQfvgWvgYhCTocbsM+vnT+tFshAmTsPPnEO8OfKd2K9Zk0bE7Rhl5MsA1h/QptepQVJo3GwA3eQDWHZkvwJ+Q+2bJh1q/dGi7zqxRHQByIEmOH4wBTTsrAX059kw52jPQH9CkBWINSjgHsZAdew1Sz6VLhu/WNObeAw3gz/AJ1q0IM/7G66xVYOi/n2KKeG4gNdqozl4bzZWljYkYmRQbqrGcB89iiPUFuM0dSoZmYBvZ5E30Lh6RhX6PdVnys+snkxA1n51fVXDeFcExXXAiMgYda9bxtjmj4bYdbzwD0L4k468YJdblHEguGDQc9+9f0vDHG4M9Jfy7l8zl/Ub036KnivxCiMynYkFzX5DXiVSrEuY6bjh3qJUqk/JdNxw77+tVpvLg5PJvPTv43GjBHRIek6O8cUQ3nHjSADjxd2tBRMPPzHQ7v51zRG7s+OiFSqPLmPgDYGeYvS8N4SYjAD76kUSiRKaAWN3urQMm2Hs965uTyfH0h9LgcC8972sIzLEVoLAs8iuI2ve4qlkwAsw3LOs1awzCzLXwc2a8j9Jh40Y/RVYqwBBxO1flgzI6147XsDYgw26efFN4OR0AX0bGPWGZvTnGYktd+wDwGdh5qvDmvGXhjI+VwOzyetSGZK9oxVwfptSvl0ruZFl9lm9eQ1vDdVw9INidEMPP1rsjNGRzXhuHZmTZ7xWUae4BBrWdB6xde35Pdt71Fx5G0X421h1gwPWau41Vvs2fOvPIzx+01q4hzLCDXq51jeF2YczfRngPvHFYAevu9Cx8Ope7M1oIEwDt1/jXNcNv7GgpVYnUqUEqK/s3h1r3LCtebrFOCWZ6zDrXgUZ5i/vLNa1dExDLprRhFlWX8iYb0fb+lfV7+nX+ntD3ID2NqQBgvP6JjN87G5zYWda20CpRZ7V4PgYLpi4t+z4n1jjcr0pNAG9C6h/wAW21yDMNdQ6Ni2fT/X9S6wUqBMlQzz2H9aj2eROGgO71gibx48kaW9DoOLWHgBiVodWqZeYeDu3F4oB+8b3rV4exU/DMGJd5h1rbDm09384/5B/wANjJvn4fv+LXVvDDFbaaYM7GucA51ma3W4OD450fDFGOZUzZ7kGQ0AfnNbaBUokxoDA0/1VEzTfbYC8+exd8X5H8r5PCzYL0vrbzHAD1fw81kYmfZOXKM3njNelwqlBmf3SWDx+RefycDYg+tps4JZvZ5++PYsYziSVgmqSKVhyJMrdQfk3zJD2hlkEtxzfj6PfbL0Lz3B/EWdiSsu0rsJ2MBfJkAHch5L+dekBrG9tzQobRfkR8ls+hZTEOG4gO9ugwWXqg+ftnuRaue8/GgSH2GM50AvAOs15ZAk4qqrTrlViyTlmehoNgK4RdqrEMyDw9qQVk4P1lVXw76Ro7kFouEvEipcQjly+wvBCYOwHjDQZ+RV4cGZ2JCdfxVWXrH9ANNaAAFu8GYJYwe0ESCf2cAsAA5EI32agE6ORHee7RZkAgE4IkACcATIBWgJwSAnBUHQhCAs8UITKwI/hoRyKAIQhWCzxQhOgQEIs8UGGtAAvDZgfVXHtp9zQE2N/OvcgXjvGyA5R6tR8asB/cpNj3oNewwy+u72IPZJ7PFQqDUmKrSI8sHAMHwA1Yb+7Xjf4AJkIQCAQhAIQCL/AAQCFymSWIcd2XLfBlpgLzM1gp+M51Va7XEl/VtKPQDph3z3oBGd3o3smZEjBe/KZZ9ZqvPFWH2S7yqs/jWCjYYrGJO8Bh6NHPY9LO94/k5FNDgPhmSefVX5Mw/O8tUb39ktxGxJQ5PsKkyfzqwCSw97N8DWCDgbgqN/cWHmT+5esVfUuG+I6P8Aa8K4jk3h7l07wNZG9/fD1JC8doPGadR6yGHMeQThyD0A9yGvX40liYwD8Ry8D2WIuLi/R2QhCNDghAIQMhCEAhCEAnSJ0DoBIhB1Smdm9Z7FWNsP4PgHKrlRZZDkZ5zXnUmsY84kCb7F+GMOc8h7Q88HkDkVaMbzRHRq8W8V6PQX/qqlMPViqn7GJH1n86x9So9SrDX7wcW6+ECnhrCmMvWB85865UGTBprp0DhJQO3y9kmrSNl/ne5zWyoPCiKcoK5jGc9W6nvDtHsWfQCr0Y3vfz/+6qWj16v1hpqlcNsMBSqYGgKjIZsCzyAvRTnt4Yw8c7EE6/IZveePRerM+yU2KZnYy0wH4F5DMOXxpxN2GK4YYUpb3fOhsmPhyehPdVdP9z4SpVR4qYjDGtfYMKPFP/VUc+f75eygDbLQNthYC5QIbECK1FiAANMBYAApAJdrwxp/J0yUEwL1oE4IQgdInSIHQhMg/TBs96iSaVBmCbcqIy96wUpC9Zfp+rJT+GOGZLpvtxOzO9bJ2KL/AKPazD/8KxdPZDodPO/Wt1Z4p17unxT+LCdg4mw/YVWBM/jMmCAqXFBnfRqa96HjD+RbtMm6fF/6YUK3xKP/AO7ED/8AKf8AAmzuKkwrAiUqGHXeby3CdNzxf+mEDA1frBf/AGjxVJeDnaj9yH9a01EwrQ6C1ZTYLLJc585q1BCbqiIgIQheqCdIn/hoGQhCAQgEIBOCROgEISIHv8EiEIBOkQgEBfd7NdrPFMCBQBNZ4oQgEIQoahCEK2QRZ4oQgLPFFnihCAQnRZ4oAE6RCB7/AASGaEhncgDNF/glRZ4oAzQGskWeKEAaRdT1il51DUlniuqLPFFnigEIs8UKwqE1niizxRk5Iv8ABdbPFLZ4oEQns8UIEQhCBEIQgEJ0iAQg0IIs+lRJ7WW43r61karQX43tG85rr6FuEtjZhlm2uXNxYzurDybxvKZMZ9k8txvOjn+ME8Z5+H38G95rnZ5wW4quG23r34NgH0chrJT6U4y7e3ey6HIvg5uHeC+77GHkxkRwkwaqfa4J5MgOf+tMFSAy7JObAD/IahZMU5WY53Mrr5DSSWWAPLl3gfJ0GohtYk02DR5Bzor5sgYawDYa86xnjBsGndYAAK2xzidimxTYzNgL50xbi1yZIdsfPQehXmzeCNIdnD42/e3HFWJ3JJGeYdq8tqUnOdPXrV7Pn52bmOaDBZepZa+bc+R+hw6Y4QpPw771teEXDepcRcQtQWGzZhMHfJds2Aq/AfDrEHEWrhBprFjQa5Lx7AX2bgzDFD4aUEKVSooAdnfPWa3jW2HDvbl5nM06R7tHAZpuDKC1RqUwyy0wFgCGheWY/wAZgy0eW/r5wU7GeKrBdy7wXz/jbE7kl09YLbl8nxxpDk4fE8l72ocYYhckyDzHNHIvNalJvM3HN5qwqs85JnrVDMNs182I7/q+xm6RpCOGt83F9ffRgw92mlhOcY0Bzr5EgA/JmtMNt3uvmAAHWv6K8H8JOYPwRT6cYfaMkDe9Zr6XGje3xOZekNNUnuzNf9rej9C8R4o1jszRhfoXq2Kql2ZoszYfOvmTiRWHJMp1xt+wL7FfPzfpGiPpsd93l9YecelG+45vVIclsB0KdPecu6Fn5jzdy+Vhh9vNbrnXun0K7onfGHeedZTtPn0LW4VzDd2La4ccXu2dNBsAyz2frUs5Os+S/wA6rwv+Hr5ARPk2NG4bAbNChtEKfENVzjNvQGi/Wa88qskL+TfsWlqr2c0djB3rHzwvIw59ivCvN0hCN7T7RQj13uOKQ8HdKOeWDS2h83MiPGgA/AkPWQfgXofDrh7ExPfKqr7zMINhgG81td6OaIeeGzKkmLEVg3j6ABdpmHqrDaBydFeZB8NF4L6Sh4Mo2DHWajQGwPzuheBqRi0MOYnprsWdFCNOfDRZrAzSMx0fJUlmw/IpEZuw1a1ujvwKkcU29bB2KOEaxbbovDpZQBMa7MhYkMNah6TnDeo8/X61JD2q4zA9aLep4DmRAo0SLOOwDDQ8HItxAnnGdOLOcOzkdDYvN8PRn3sOQpbbHJo6DWigVg4zWQ/fYGuw9di4793R8Q2cllzunHLHo5++BUk9l+GWe5eYcjqKDW2JLpxAlAybmxl49BrUAESS0cF9iwzDYew1GhuysCewB6DA+sN6uDyJNjjei/8AAayOIcGVKmzTl0qWbN/JfoNQoWIalR3cidFMD5+g00Xs0syMDJmAaLOQ/wCRRXjYMgbbbM7OTnBdQrDFVihKYMNG9cpIMPBfsPyLG20K96M5rNuw2T5FEOH3X3J8lisr+6Nz2wdaAzA17w/QjRmnqV2nu33LOgz/AK1TnTfqqYfbmzDodZ2LfGyxm92FhnyGo8ylMT2jYO9l38hpFs7hHpRsSTDLlg96N6tXmXwEH2Pxgs1Ao8uHMNuwwAD3srURjfMAbbcv6wNLXD8ZNx4bH27D6+tcJkCxoDDZ1gpQG48V7bFh84KwZsMb3PnsDf6wUPVbR2ckzy3wA+cOQ1cPM7NF4ICHEzQcsAPOB61YZNgZbbl4dCi3myvhwG4zt4XmB+6VgzJb2Zdh/CPn9Cg9mfZdzGDMw6D3h6DUjtIawnMXh1hyL1o7Gyb3fxe5PoNVM+Mxmg5f2Z38hq4evCOFh5zXk3go5xu2RTYPvg84a1CGKr0PszvasvJO/eGsDVEdVlyQOI42D1nWtLXo0tlo3ILl4B1hvDoNeeSZLjM929vJMz2HsXXhjdhd6LMwC8LL2T6D2KzCM4bQPsdyfOyo8aS4djc6IFh7Dv8A0KyeptjTT7Dhn50u1xKKYMPHYeg7NBqygSQZjhEnBeHI6HJ61HCAEloG8vz384KwZjS2bNHddahotocmWA2OP50c+fepBvMRjDL2fkUGNDfh64Psj3guQPXno7k+foNGS7sv2GAGGw1Hk02C8BynGzjO85hrD5wVeEkwPMYbMOsOtWsCSxMazAcC8N4IlEZkzqOINn9pj8hq4CfFniDYbujnD0KObMWS0cQ+5z/1rPvQ51NkZeZe0B6HQULnv8L6q0e/vHGAeAPxgs8El+G7luXgHnV9Sq2Ex0Is5yw9gPBvVlPo7Dw9kl2WcjuxEOFErESqh2R9wwdDYam17D3bGgPLB4w2PBvWSk0edR5Xa22zeD4wLQUHFWc6EV8zAtistl5jL9NlZbjF+vk0LUYYrDDxAx2q9roPeCuK3R4NbaA3G8l3kMAWPOHVcNyu8Y7o9jwawT3Qt6rhsO2G/B+zOv8A/RNVsasP0eR2WdEON6NYGruBWGHhy5dl/k5/kVlMptNrDGROAHr9hgqQ8yx/xUnVt90+1fIvH6xM7YRuOOa0kye5JNV9+q9fr8ua8l7vwGHDGBnZ7Jsumo8aMbxrUHTe0n3YHerij4VsdBx9uwOhax/7bd/sVlBww48IOGGhbWHDYgNWA2AWc6nRozcYb+RBg29ZsAFx8nk/p0h9jgcD77R+0nfz+hSoZua33FFPMA/IAJjM7csG9C+bf7j9Dh/bXATOhzRyKzhybyBxzZvWajA5fmHyKwB58LMvnXNcNt2lCpe85FYBPcescc3nsWSCZ3uzQrAJ5meX0KLhcW0ByXzszDPRosUSqw6VXmuyVWIB37D51CCZpzDcsM0dpbM/P13rN0QyMngs29IdcizrGuRYLFWDKlhh8M/WB8696jT7LG94XrhiGiRMSQstxvXYu3Dyfzb/AOPx8+HTXW3zzGe094pzL39nrU3EmD51EdPQdipAesPvF0/2Pm3hvHeltBGmec1bRqkehu9ZRl5TWXrPeLG4XDbQ6rZZe4rWBiGw8vMWCZk/5vUpmTr9oua4dkQ9YgYkbuDMcsBbaiYkybHG37DXgkapPh7xXcOtvgAa7FFw7MfH39H0lAx+xGaBuWd61dKqsSsNA/FcvBfKjNefOy9xevcHKw/J7RmP90CYc176P1v0is0XpdbS9d5E4BZeuIPAdjbdnrXYDvvXe/SaGXb7xIAJwD50SsqVW5VKdDLcOzoW+omJItSaAMzX0LzFdYzz7LuYw4YH13raLuH5n6x/xvjfVY/G/wAnsxgDwHmbT0LL1XA1Onvg4fcxA1mAaL/WolBxhsiTjAD61s2XmJLXWBrsjNFv419Y+g8n6Vm1yz0eOYhPEdVaODg5j6ko8XXJlmz3z1nQCzuEuNNZpU92m4ggyXjfeyaa1Z3zwdZgvaMTxqq80FKo0Vllp/2zphs9C8homFZdSxHVXG5bMA4p5EZ53e8fWtvh8G4vG94gPHJitOPgAGYawUgGWw7wABeRUeiY8ptZhOTsVMnT7++0a3vIC9gA7xCxKXF7j+GmDeuT0mJGMG33wAz2XmqWsYzgwHewwWDnzT2Ms8nrNQu70aDnTAotKenPQgfnMADrmswDkU2zxQIC7IAEwAgEAhOrZDnQnBAIBCZCABCAC1OqCIToQIj+Gns8UIDkQCcwQrAYJOdOhAgAqfFuHomJKJIpT4X54GrtMiP5eO8KMQy6DPkYHrjlkiKf2Yz5wXsX8Nee8RcAHWLK5RzyarF1gYc6/MB8Re2H+7+IG+zVNjQYO861Zx06W9DQgDvHMbRsWTcJ1lcQ8RcP0EziZ/aZYe6Z5PWssfELEdYv+qohgH3LN/51WjPeHqfOkXluTjh7W43M+c0nbMY0q8z7Z8+teaJ8yJxjxtEjVSJhxwzNoLHnmQ3yT5GFq8GYMfeFqv4mbzpph3LXuYwdAL56jSZdS48U+o4qzuyXnkm8FgGa+wIxgbQG3sWjzDW+1mAAAbG9iEIBZNxZ4p7PFCEHjn0hIeH2aXEqs4O+B7RYGtLwuxPiqHh/IPCs97X9mztGhep1XDdKrxNfWMUHsg7wvDnVkDIMgANtgAAtWWnfdhDxJxGeLMYwqyAeeSnZxhiqGBuVjDB5Qc7R3rd6EhgB+0bWT3x3+TKUTiRhysSOydqyZHO07oWuAwMLwO8F5vxR4XQcSQHZ1K+x1JjWy6zoNZngzxFqpyjwdio/trGgDPnRG9xelvcEJd4JuRG40I3oRf4IA0IWSxzxLw5glrLnP501/RGiM63nj9CPLvxtRJmRYDRy50sGWg3mZrzSq8Tq5ieaVD4ZU3thgdj1Te0Ms/1rPyabX8YD+8/FSq/UlCDWzTAesN4Pvv6FbUqTiPFscKNw9pX7vYfDR9YvM2G8H3IL3RzXd5FS9R8MYMnhUcVSnsW4rf8AYsgF9h+QORaOBgbFWPHWp2OJXYKZvZpMc/8A9Mf8i1uD+G+H8Kh2ttg5M1/20t7W89861wL3dcYfzV9Ko9NokIINKisstMBYAAFiskqFbdmcZ4SfxgwEFyqvRoV/fNNaM4Oi9XFBolOw9Aap1KiAy0wFgACsA3oRnpG+50JE6PTgmBKmQCdICcEAnBInQAIUefM7BFOW2wbxhyBvXnlYZ4m4wPstNcZw9Tz3mffPH/QqiGea9HpYPNn7MwNMC8seCo4SitUelYjk1WpmehnR+M+hel03tZw2u3WZtmuzrTREZvJ0TkITKW4QhCtkE6RAGgcEIQgEIQgEIQgdMlQgZCVNf4IBCEIBCEIBOkQgdAIQg6oSoBAyEIRqEIQjIIQhA6RCEAnSJ0AnSIQOhCRQ1PZ4pLPFF/gnQcbPFFninRvQIgwT2eKDQIizxT2WJEBZ4p0n8NGtA5pEX+CL/BWBCL/BCAQhCgBgizxQhWyKaRdTSoESAnQgEidCBEGg0GgEJUIGUKfAiz2rHG/n6FLUGq1WJSo5y33wBeXHxk62rHvv0Y3ENHCG0fa9YcjvOsDiGtsQ4RsdqvNjWGtS8bY5zjMwf9ALwrFuKjN11w394WAvg8nw4L3h+p4HGzZ/dQ8UcbPvOm2DmheTvVLOO/MsM+dSMT1gJLuhxZoHju6718S7vJe79bhwxjjRYTJOru9iu+HvDHEHEWpAxBiPdiD2z3IALQcKODNZx/MCdObejUoD753rX1VRMNweHVNCDQ22QiWfnW2GLv0cHM5cY+keyvoOG8MYDw81SqGxk5AazMLzM1TvYhfmZsGpN2O2XsmGx4OtVWKpkutPtS25eTHYPvng5FlMc1v6nozUpuWBnFevAw5wNd+/gh87DHnv/wBqfH+JAZHLbcv859C8HxDVX5kg279F60GLcSfWRm42e/Xo51hzeczdf418TNfkvd+gw4vHGiO8blt6u+GnB/H/ABjrx0DA9GemGxree2Msh1mazUmfk3tr6q+hhx4w5wuo0undljHIfeN+YbpgyZh6+hdnDwxd93B9Vy5seHbD7ouKvo5YD+jrUcOYqxViafPeYkgFSjhDvZjP9ZvByXr6NjVKJJi9qivgbRheBhsMF8+Y/wDpty41XxHw1quFaa9Sq9fk1EwCSZsHs8h2LV4befw3hJoKVO7fRTDOjOs+5DoNd2bNiwXpHq/PceORnj972SOJGIQZaNsHD8i+b8VVXtLp5i2GOcYZ0h1tw7wXkVVn3umbbnnXyM2byW/T8bD48KvnzLyy7PIqGS8ZmusyTeZuNqEegQzG1thhjmsoHry9i9AwSy5J0BvXm4Se97w17Bwupt8Dtbl53q7jojDbRBAbty3L7+fQqXEPcgYWAYHzrYGzYJ5fJvWHxO8DMjRZ6FzV/LswsZUrAvs2LNSXm82/QrisTN9jiobHM08xbQxzW5PZeUfWoUnZmOetSngsdvzFFPvnQbANGwLFcOO1xgbB8vFVWBgG+5Y1vH0AveAprGHooRGGzZaAOTWqTA1HiYew402ftX+/eMOtWsmtvshkOa9egz50vux/8IsbEkqM07EnMPM2dGsLFEn9keazMvQevQehPPk729ejkDeCzMmY+yZ5bgZW8HQDQvSIZrE9N7TNz8s7+e8Fj5LNjvs16hMe+soZsOMADobDDWBrzyqs5Lp+taxbb3VvkbNBgpGi1I8AAKbsbhHAN+YuUnLt0NrrZ8NcZOznVo+x7XwlDtmCBbCwzYeMLD1/kU6pUFt4zMG7DPRYsJw0qtVo9LOdEA3ms6w2l62zMYr0cH6bod52TXHfu2jpG7y+TR5cAjcbvML/AMCsoeM51NymJzZzIR9e8FrqrAbeG/IsPnAFkarR7DM8i8D6N6br0bOm4hi16KDbEoHtGtp7nXKfDim1Y4xfZ1hfYvLzCo0qRmU58GT3gZ7DV1Ax/wBvPInMdmlhv6DUXK4rueqw36O+VRo17P8AzLW8DXWNMOS0D7H/AEej0Kzeeg1hoDCWAOmFlgGs1PZqOHnc/LvAz9sH86j3X6LXtLYO5bmi/n5DU0Gb2ugw2HyKl+tYsxoHwPJdDfzqwjPOA1ebfcnvMNi8XuQ3nIZ5E5iwD2PBsUqNJYP7I4/3vJfzpzMHmuyPt6D1gdmhVVSgPg19kY1hrAw50aL2zOavAAzgUc8u3PBzvQ1mGw1Sw8WuM93ObNl3YZrrJnwaw1olADobD61Ojzdds1KJJEPY5obwPQpoPMSe8Byx3nXmJvPxpWWD6s6bWH4zoOZh2JeE3ei3nld4AAfXyKSb1gA24B/JvVZSqxEngeW/r+Easw13tuMX+RQ9TY1mVmHYYIeh394evoMN65RnmAvBvWClM6NYOZzR67OcFIrWYz7N78F+ww5OQ/kUiNJ7S0Z5eS7s9asPsrxhl6D61xn0d8w7Wwevns50eQrZ8YD79ywDWcxJhinVWLrbBkz2Pci0saYDJn2vQGwwPkUifSmJMA+yOAYHyHsVR+2i+7xo6VKpTvZHHDeANhq4o89zWw+Z5qSvPOUqR2Wcw8yHuTPYfzqKBg9Y5BfsdDXYa6f7GPo2EPsh+3bAAPYYbP8AArA4xxgzGzzmj51jIFbldqBh9jJd2GB7DWohvP2bzZD4J7FjcaNotLAH2SBxvJ9F+g1xksxHrwcbsd/X/WpDzL9oOZhmB+Rcu4A8wH9Hr0AhduR02WzY/Bl5wc7RmoL0mI9KCy+HIDRer7JsO/LNl09h9a4zIcGTfEqrGTf7F0P86FTNXhJlmXeOd7yGGw1OgVULuwzgyTPnPWBqsOmzqVY42faYPXzgpHaWHmDc9sCCwew3Ekum5BfCNIMNh+xNAVKdh5oIk5s/4TusPkNV8aS+yYHBfzmt/Z3uT0GtB2+LPhdlnWPBZsPeCkS4FSp0mODjew97JqJPwxFkn2uD3Lu+xVR9qon9xbCTEP8AGrWlVUJIgww2B/dHvBHuiIzUq5Sn2mJ2zZfyK+jViJVQOC42DMizYew1EqT0WS1lmBmHXzgs/VQnQ7H2/tkcOdneCIWs+iBe6DbHZnd4GB6L1Ww6rVYErsM4LA8+xSKJiTOMGDfvA+R1WtSpTFYj58E+9DkPeCD5M1mp0OA48QZbd5qVApTkk9Dd61sClMQ2gcbbvNfsNPH7vw0ReT0QKbQckQfNtXFjYD0JgNvX3mxKffe72ci5s2bd9jh8PTvaOGY93dnoXUGbLMxu9dQDQg8u3Mccs8nQuO3246ORg2Z3maTszYb296dOHxP7VCwDJsj7TWgzfNMYacxPZfY4oCXuBYDdikMvHeHIlAMl3MNF9ha1FwbpQG3szNi6g9ePJYoQHrvBPeYdCx0dMWswk2ezU2BJfZPvNipDkts+zsM1LhnknnnrM+QE0X5lxVaPFxDHMHGAAzDkXjmJ8DTqU+bjbBmHWvZo09sABxxywFcBGg1KLlvsaD61eG7g83k6W+We8ZKx9dgeXqGNuGjYCc6h62ucF5TPhzobuXYYLvi4v0Xpp3hYBJ86kBJssWdzpwF3baYO3fD0JcNIy/P4NczMsUhmpWe/WUZCpHsbNWcOlTpJjmOGua4h9Xh/GbJ6Q0sasNm6Dd5ma9V4e1iXDaBsNh715lQcMOA6Djmtem4YprkbKXBmvx+j939H4eXH3t7RRMQ3gGZfrWuhyQkh3a80psbblt7Fq6a8+zZZs6F04c1/e+xmwtgGvfrRfo7vkXGHJB5oPOpFniuyHID5E4AgAPn1pwDT5LFSDWfDV9R8SS6aYAZ3tKkAHA2b0wb0cPK4uHl4tM0bS9WptYi1JoMt8FEn4Po0x05fZNZ9HOvP4EyXAdzIjli3dExOxMAGH3LHV24c35v5Z9e/4hm4v73G7Q8/r2DJbNeDEGI8VPMtMaIdOj/0KwwZUqrRHZdVxPKNmO+dkCDves6z862c/DDEl050Sw5r/vXtdi60TBkGmu9qlOHMlnved1rrfzq8N47Y/EOHsTcRTB8Jb1EiMX2AB9896+hXfDfDErD0A4k5i8wPQ8es3vOtwDNns01nipVEdtygCazxT2eKQEUEACezxT2a0CJ0JkQVMhG9AAhCFQE6SzxT2a0DoQmQLZ4prNCEArAizxQgwQAAizxQns8UCIT2eKEQQQv9CyuLeHVKxJZLb+zSwPQ81vBa0NidavNPJ7oNKgOU2A1EN83jYCwzPnXknEjiLX6xWT4ecNWM6oH/AHyR7mMHnNbnidio8K4Xelsf3uV9ljB1vmm4aYJg4VobXd502V30l097z5oi+/SGfwTwZg0ppqVieW9Upu8ze2X+hejRoEGGFjEUADyApSEXEaegs8iU2WHh7wAMEwAnWTRnK3gbDledafqUFl42DvA7Nivo0ZuM0DDewF1RZ4oEQadIgL9adV9VrEWjxe1uNvPBfZYyF6lxpPaY7T+WYXhfYgkAkQhA6EIQBhePebF8w8aYz+CeKGH8QU1zJamyQZeAOfWvpszsaPMOwF8qcXcTwcecX6Fh+JLZCJS5IPPOmejRrNVDDN6vqamvZ0CO+5zgClLGhxU4e0qOEQ8TQO4AA9sClU3iXgusO5EHEEN4+gHgUq8kNQhDLzDwXsPgYeROAI1+GR4i1XE1KoZt4RpRz6m/oZ8nnWQ4e8LqlRIruLsWsM1XFb953uneDPkBexWeKLPFas9PJW7y+icMarXqp9f8RpYTHQO+NTw9iz/Wa9QZjMRmgBhsAAOhdkITGhkJUyyaBCEIOQRsl0zzDMzXVCEQE6ELUOmSgo9SqsSjxTnVKUDLQbzNBKBOsoGNn5LXaoNAnvR/jGFl/wAis6JiSDiFo34N4GwdjzR7wNGcXFri/wAE6oali2j013smYcmX8FoLzU6iTJ09o35cHsd+wDO80XvHqsrL1n63Ark902AqQQKeAa8r2x/OtGkeZB5o2DDSaQ8uN3n+HmZUlp1zCUFlloDs7XI1m8ajvSeMUaUbfZKbJC/RYZgC0cbCs6j3t0Cqmy0Z35LwXgCzk/iRKo9R+oHA7fNP3zUY8llbOS40nv1ejQDlHDBydYEizXYpCyOD8QsVV91g652yaGt5kAsBn5Fq7wDeobR3OhCFDcyEt/ggFbIyL/BCEAhCEDp0iEDoRf4JEDplyToGQlQgZCVMgEX+CEIBOkQgdCROgdCROjUIQhQGQlQrDX+CEIRkEIQjUIQhQHQkQgEIQrAnSIv8EDpNiL/BCgPf4JDNCEAn5EiEBZrRZ4p0IEQns8UiANCEIBCEKwqEIRkRCEIBCEIEQhCASoUSfPYgNG+Z2I9iPJ6OrzzbId44vL+Lteiw6Wb4SrHW9gAar8c8S4sBp1xx883kBfMuPOJcuvTOysP3ge/Wvk8znxHSH6f6b9Hu+9mxDxCckuugb4LzSt4nOTeGYoVYecZfPXvVIHap74RYLBvOnoAA13r8/W+f3fsoiOPDk89Kku2A3eZ8gL6G4IfRjnVgGsVYximzCPWzH61o+AP0eGIZNYqxwwBu740cw2etfUQT4kZoGG2wBoA2Avr8P6Rdxvb8t9R+u99MLzxnDzeGGgi01sGYobAAFncW1Jx6K72FwDyNZgthiqpZwnZoAOT+deP4hk9mI32JQAfRyGCi4jidGOHfkd7UVYqsWNFdqrdmU+B5wL58xJjz647RSu1mbQex/oWo4nY2izGnWGGDZM9BmB6D9YLxSGBnPM8zRZvXys2byej9DxsPj900JhmwAOOHo0KvmSbGu7c1qR7EO861Wmy/PfaixAeedfOwADeaiIdN3+iCDMupSmokRg3nXzsAA1ma+yOAn0aabSsNHWcVRQeqFRZseaeD2IdC5fRy4A/uq61i7GMFk6m+F8Zp0LwZD+tfQFer0SjwzBsDP0Lv42Hfvb4/M5Pk6Q+YsZ/Rjp0asm/Ks7KHsQANDIdCoY0zE3CiR2vDEvtMJvQ9BdO8DBesYwxy4YnvP5141iTEPbM28PPrXJyfF6S6+Nhy3HcmIYdO4qA7WeHhgzVQA+00k9F58+T5/JzrxqZJfZdOLLzmXWDyDZMLDA+hWsmfUcN14MR4ffyZrB32ch+Q1fcUa9E4otQsa0ahssy8mypPM6DB8A2PB5+Q/X8mGGNP9Xt3ePo85knYoUyTktb7zSdpzhvBRXoc553XEeAPOFi7Ihjd7iN3xe0sX1Fw0o+ThmPeGt8L181USlPzKlHitt633gBfZFEpvYKdHYbvsBmxRmsiNIUVVjAy0eWdi80xIfenmAvWK8y3lHfYFnWvJ8Qg3c62B/Ia5Ld+Fgp7Pen3YfgVY9l392rieBhe458h+RUUk2wL1rWHNmV8k97eWrDB8AJlZaNzQ0xrvVTJO+9aCiPSsNtA5LbNkH9d5rpiHBmvR6X9at39lnMWXn7YOtJ2lx48u+8A5+j1qlZMHmgbzAsf2PX6P8C4vHLhn3jhhZseDeH9avRjFrued5tXuZLvXfvUQMszNg7L+gw3qF9av5QXmDzXn/kXV427Ay3L9egD3rG4bRZQjRAdMG72T6ORYzELLgSnbHFs5OjXZesziFm88/kMORXDbD+4y4HZ7Rcngv7xzRYpZhrzNi4vBnAbjmgFJcK0/u94JJOhrzrrJPJPL2KFJB95o/cguiHNb0DhpWOzQHYJt3tG9frW1MH2T7XTn7HfJoNeZcNJN8qXSj1x8nO9Brd50qmhzvRz5w3guPNH7rbDe8NLSq8xVRCLVe5mhz7L1Instye4c0dH9ayRxnKkYHn3u8jwaD+daCNUn4bTTdSA5IdfOotanqVKs9u2frAN/rWcn0GwAPk6wXpZwwmAculOA8HO0qeZAbtPLi/xmlG+i/dgQB9lrQ+fWux4nlsxTg1IM5rr51onqOxJazG+5MFn59HcZM3zbvDZoV7minN4D7yI+B9HkUiBW51NdBxv5w5DR9VAy7YDeg/JsQFK037zYV9CItrqJW4NSAG23AZd52T2JqxUpVEdzwiG9EPeCx7LLcl3LzMl3o2KwOq1Vnu3HzOzQYPAsdO6906SzSq8Jy4L4A6es2T3gqQ6a+y6bbl66mBn9rBgAM+cEoTJZhYdj1mj0Kz/AGNDjMPO5eZr5OdSOwS4xnl6P0KLk9pK/WDoK4gSXDayHzvNLUr4cx+M7mOBrWwpuJ5bPcS77A0Xhv8A8azkmM4G8AeZ6wXWBkPDkGBgfWovu1egQ6lFniDh/I6Cs2Y1l+XfZyWLz+mz36a73evrA9hq9jYqiGJttg9GdDk5FjoNcy9vivhnAfOpDPcll9rvaPZfyKkptVYqrWWD4A6HQpvaWDaOK/rDr6PWpEupU2JMay5bf/mgGxZwKbVcPO/ZZWdEM9h7AVwzJlwzab1vM8l/8hqdnRZIg5s6wNBnKkzEqrBxJ0QL+cHthrynE+G51BmZkSIfZOQ+he1z6VYOYw2DwfBv1/Iq2TGbksG225ndbL29a4c2jO48jzemzGJjQMOX5odaumZMqMYd5eB6ANcp+G2HnTODodA/ZKEYSmXdeg+cD2Gr+dMnqR8XHu1tNqrbwA2DYAYcikXt5+e2xf1gf8/WsvAmMMmDjevyHvV3Gn9pLPYc71v3RhvR4uIwMRmu4YM4h72d9i69j7rPgvg805yHvBVgSXDv7JezI+CZ7/QpEaq5zuXKvhyNl/IagdowMAZtt7OcD5FEk0dhl8H2LLD+QwVmb0Q3Q7cBsyOQ+Q/nRJjHYd/4wRDPyYwdtNhtzJl9Fm9BzImaDFcimyfJIZVk9DbntAD4A9zsvByKtkvHAdyKqGdEPYZh/OrS0DNNbn042AlBJ6DDeGhZf7XDlHEfvB1jYZ6DR2OWy6MrCNRAHQ1gyZ6HlYfvPTcQtBBxBE+raqxo17DPrA1FwRm+yzQK83PsYqp2Hszg0LlUo06AGewec0YX5zQaPnQ9As7xxsDDyKWzMbjNNZdlh7w5FG7bRjznvhNzzbAwPXoV1Any2bJdOnGb3O0e8FfHh6j4hYz4v2OXz9BrH1Kj1Kjumw+GjkPZerhmy7MZhloG2w0cmhBvactSJIOa+T51ENm/vP1r9Dea8j5eHhxjh1DQgLLNe9KB5I5m9AGB+78+hYtwbzYF/Qq+fVW4zXdtmZrq984XqC9l+8bvR5sqDxa5Gd7xh6xXFNxPFk2a7D5L1Qz4zZ392qKTDMDzA0LbSLRvcPWIzzDwd2d6kBl6215VArE6AYWP3gtlR8SNzLGz0GsbhtF7tGegD7tcgZsvzOddQNs7LNfQAIMPiNrFsSzJRruDu09jhpDDJ2bzUW1+CM6HczeZrscwIw5ji5AHdGo0ZluTKOXK0NBsXqVzGkuXdql8+wFKPEMt51qDF3n+QFVG84Ym/wAnICm0GM2zmznw1n1qEQ0wHY0DBqkxPgmJVWDfYYAHQ6OdWAPZxg+4egNau2TvazHN5n+RZ/1uzDmrHe8PETwkbLuQbGtdmcN2Brb9C9gk0qLPa9nYar/3bsP2e9Y3muH9B+j/AOHzo/792BjYYb0N2K7gUFsPZgC1sbDzns8vWriBhgzPW2sbu8j9bg4HGwM/TaU2BhvvWuo9Ec3uN5IK1ptBYjWd3efWtHDptlnQrjDv7u27jGSBDsFaOBAcD2gJIcNtmzLbvs2KzALOtdkQ+bmzbpABk94pTL1/d3qKAX93sDzqQAAtnOlBrXYA9CjhsXUN+YbmtajqAadiLLwDyJwMA7tWFKo8uqmARGDMOvkBaQ5OTnjjxvmvSEJkNXWtFRMMTp5gbl7LXXzrTUHBkSmgD7/fO+daIGW2R7vQuzDxvzfzj69/zSP6OH/9kWBA7A0DDbhn61KBOizxXZEeN/Mc2a8972LPFFlidC8ZBCZFnipCprPFCEAG9CAQCAT8iLPFAKgITpkC2eKOpMizxVhUyAQgEJwBCABCE9nigROizxRoQCORMhEBKms8UWeKLeNcezfCqYUNzRCYqQG90L12AYPQ2jb1gYKlx5g+JjCjOwXPahrZPoNUOGMZ/u9HHD+Lfs0hjuQdPYa1YfH7d1v9z0BOokOpQZ4ZkGWy8HkNTkb/AARCE6yCciFHnz4NKhOzpz4Mx2AvMz5F5YfELF3EV16Lw2ghGpgHkHVpGz/yQ51qzutG+xPjbDmD4/a6xUmWT5Gb9Z/IvP8A614lcTjyKHFPDdCP/eJAd88HkDk+daDCvB+jUeV9eV+W9W6qes5EvXZ6A5FqKlifDmHmv9ZVWHGAOQ3kR+t37mw9QQolLaguS3pJsBrdeO8zVtsDQseHFfA7zuQ3XwvPr0LUBPiPRe1NywyrL86/QslxcfY6mnBeY4k4utnPPD+AIJ1uq7DNr2LPrNXGA8MYxhuu1zGOIDmTXw/u7OhlnyB1rVG+99G4AE4AgATrJu88xzhjH+KpB0qlVxmlUpz2zzLN7xqqw99GzhzRwCVOgnPm++kSDvMzXrCF7uz0j3tjA4P8PADL/dmH/wBFUVb+j9gCqhmQad2B3kejnYvUELwuIv7XzvJpvEng+/2uLUnqrRA3g9vAF67gDiLR8cwAfivgEgPbMnvBaOfAiVKK7ElsA804Fhga+Z69Dc4P8SWpcF82Ykp4Ds5LD0LVj/R6+r6lTqDAktzITUtva+AGpaOo6EIs8VkBMhAIBCEIgIQhA6EidagWfxnh5zElL7ID9joPA+HReC0CcAUQ8ud+jM0qZXwinEnUMANgNBsnoNef0Sj1GBVqnLxPiYIwTXs46fTtZ2ec17NJA3mnQBywzDevP8PMy8GOyItVo70kH3jMJzIXmfrVsc0ev6LKm17BVBaBtiK9GA9Gc8yYX/OtnGkg80D7bl7R6wNZefg+gVsvrGqg88Htsl49H4Fe0qTBmRQcpT4PNBoAw2IuN46WsL/BCVNf4I0BrD4/PEbLTUTCOHwedfOx57QGSC3CfkVTejO48kPP8MYYxHAjm2w3DpufreeDvnjPrvWopWHggO9qlTpMyR8V4/5FaoUkREHQkv8ABfoG2Zd24CPDJ0idGoTJedCBkIQrZBCEIHQkQgdCRCB0IQgdCRCB0IQgZCVMgEAhCB04LinUNQaEIVhwQkQoZOqVCFbUIQhGRkIQjUIBCAQOkQhQC/wQhCsCEX+CFAEvOg0IGQgE6AQhCAQg0IBCc0iBDQg0pqwiEIRkEIQgEidCBEIQgU15TxvrdVoMVqUwwZxzCzNDkNesGqLE9KYrFLkQZTAPA+FhgYXrzJG8aOrh5vBmi7l8H4wxbVaw6bDZ+tYozCmtGbh3unvNehcUeHuLsN1eWxSqPnRL72bN68aqtBx5MdNv6uNkF+TzYbx3rb+j4OfhvDtCvrdVYB3LDf0L1Xgh+6tHdCs1VsHpp7Ad9yvNaPwxqJys+pOGZr0ij4PfjAFl+joVcavHe7h52aM+HTd9JQOJEWSAZb4ehaulVU5kLtZuHYexeBYMwxKqVUaiNuGAX3n6F7BW6wxR4HZQ0AwGhfb/APkruH5uOBEX0QcZ14IzR/kXz/jnGbeUcRuwOjWtBj/GF4nly9a8FxJWHJLvtNa/N8zk+e9Ifp+Bw/HG9qmvVVuS6eY2Bu371nb7DOzRepTxuPH5/Wo4RnHiMG1zYYd93+iODMqS6ERhvOdPQAAG9fT3ArgJBhwAxViCVZW97LR+59ay/CjhW/TWmsT1gDZkGF8YD5A619BYSjTuynOquTfsZeDnBdOHDvf/AG+Vy+T5OkNgckIED7W+zm2ddi8nxzi02WjNwD0e9BcuJeNokZo4r9Nee6D0AvGnqxLkm6dGqTwHvODI5/Qa6c2bx9IONw/vtIrdb7SJvuOBZ5F5/WJ9maBmriq1uDJjnLiMGy6ftmj61gZ8zOd9ovm3G9vq/wBcOUx4z3rOHPl0eUcqI+YA+FjwBzgrN547PaK44dYVPG2LYVKNgDjgec9fssBdOGOjjzX971D6MHB/D+J2puKq4+y86w9kRo72y/rXuFVwfhWY0dAxjQ4xx/cvAGtn0GqKHSouHhCLhxjsBse5DQBqzDHnaT+rcQRdfWYLbDER7vg5s13e8PMZPAeDhLG8Ss02d2mlX3gBr00I1jWYuQRmzmHZKzo+9kOhS57wA1frAABY3Hd9XDd5IndicWvd0beYvHa3J73vOhei4zrDANOtg4HoXklSmXkeX+dceT3fYwxpCoqrzdh95f5FnJJ6vaXgripPAd586pHjc+ddOFx5lrgCguV7FUSKcTtMdg895rrAF7tiHh1h/FsI4tKfNmQYdzm/oNYfhFhuczS5GI4L4doM7AZPnBekU2pfWrRytYOsHY8HvmT8/WuzC+Dyb7vAZ9BxBgmecGdflHsPeBqdGrDEloGJezZffsXrWLaxQHrKdiCKBg/sdAN5/wBa8txPgOXSs2q0BztMQw1gG+zzgrtjhtxM3IxHFbcA2uQwUeNMcjdwbndH7k+T0KlgTH2WtbD1gaDsPYrA3mHo52GDwdajRtFp5zHM0G7zMORLVdcUHOexVQSXGbNec1fz7wUo3u0xTbA7wD8iXDpw33Z03u9szEHrFcZJ96af2w5YLmt3Kme8wyWjWZqA8y+81fLfMPICvTprfz9a5SYbADYdi6YzOHNhtT0GpOUGrNSoLhgYH+PyL2qHVYkkgByxl0w/GvFzZYZPQ2d69GwxJYqVGaB/W6xoM+cFGbv3ON06NVJpoPNHLiOZLvWB6DXaNVTvFist5LoaM2zQagw3pdNd7x8Hgs2H0KzB6JPa5Hg+Ce8FwO/R1ZB+NN7XBfNk+do9hqRPxIEMQOdFMPP1qEDIQ3TbbfOzkB7Z+NWBssT2DYfYzgMNYc4IjQgBErbRyqU+AGAX5PWlOmgbXfsB0GHQqw6JKo7oSqU5eYHeAXqzZxO29YFVi5LtlmcGw/Woaql7DFhu2cmtVUyBLgAEtgM4D9tYvQGWW57TUthwLw5wPekegRHj7vfs2b1GzVhY1NiT+/bi6+jnXV6jmz7N/Rv18i2Z0RgGgfBjRz2cnoUf6qsO9xwzDkM9nzq9xj3oDhgeexkn1hsNJGokWS7e24YGHIfOtqFHbNo/stgc4KKFH7M6beWB+Q1G7zRlzoLjJuuBe8HRzghmlN5R2XgBrZHAB6zu9Ycmw11ZhgZnZYfIaeY0YUM9lo2HG85rYfWuXZpcN0322zOPyAvQJOG4rx6G7DDo3/41xPDfdZbbgAfJ0Gr3esfGy5J5YGZh8FE9lzNzGPnDnBaM8PRDvviHGkchhzqvCj1G43D75rZm7DD1oKSNJfjOhY4YGCtnsYVWG+0+/EzmQD2ob/nSTKU5o7W2ZgGww0GCiHGnQ2jMLHmj50G2oleg1WzsMsGXT3smeg1evPAB2H3J/kNeWAGcHd9y7fyc6u4GMDpodhrP2lrZefIo0G1A5bPdsP2H8F7n9Cc2WJ7WY+wbLoc4cip6VWKVM7iLKvD4Lu8PQrsHn43dmBvNH17wUipk03OaPtzAHZsdZ3rPyWTAzCWAPNcjobw9a2dmSRvsPmbPOG9RHqPFmBn05wGTPnDYfrBVFjz2ZAYvzGHLDDZrTQKl2Y8icGvkdWmqtEbe7t8OxyL9BhsNZmYy/GdyJzAHZ70Fe+7PRpo0m9oG3++aPn6FIMOy94YZ0e/fzgsjGnvwHcyzuj/ItNSqww87mb2j5w1/jBNHiyv+y2AASY56FHCZOpV5tgcmOGwOhdgNgCA2HMkz5w1ga6hJ1dllsAy6ex2zQaaPdnKBMp1YaN+lP5MtsNbJ70xvMSfsspgAd6OQ1Xz8PZMjPbsjO8hhsP0Gq+ZMqTLtk5uw+QzQ0LJwlKZkG/QJei+82j5PQqets1UGsuuU2/70N4f1qyCsS2Xctxy8+Q+f8atmcQxKkPZKrFvDnMOT5E3Y3hYeBXq5R2tDnbIQdGuxaWHiSnT2gBt8L3+RR6rg/sYfWuH3wkxH9ejkWfk0duSAS23Mk+c2VdxFojfG9IpTz8Mzvv8AWGtWZzINSj9lqsULD2PLyelYtrFEd7KcsHhD42ta2BiqLUgv7P2aQGuwA0GovDeM3i2jxDw6ghe42xZyLzmt0GVAdPLbNfR1VeB69txtec4kpTbwm4Gtdnm0I/ceLno0bDTger2d6u63Ssl3Qs+egss12Rfkc19HU8sx18ihSWQMDy02dyOWJTk2e8vvVo3Vklm/Xl/jVTMjNgr6Tl2mDaqpOjuz2KnqnNlu9SI3cn3eg0hn7ttAaD3r22uG2lpVecZMAcWojSWHgzAc1rzcHu95FfUSYdmtc13430sPBvlejZADhh3etRzDVo3+dLGk6PZ2JjNuw9etPdF4c2C9LgB7I/Qq2ebma1EY69dimmb+V3DejkTwIDDLoPub96lGm6wgUpyS00Z7G1IkvWSAiNrjMrHY2LG3O9PYAKLDPJC9zWZ671B/WuGXjN3Iv0Bv0K6jPOGOY3sWfjPMM2c4c59atgn6dG9QbrJl4wd2K2CS2e/Ws4zJvIOhWAPWEDizuHZxuTfHvfG1sDsj2gLL+hXDMZsGswLLFh2Z7kYN9i0FKrzcmxgzsNRD+hfR/wDkEZ+nJ92mjA3oy9isowXmDhqtjGFvdq6jcmWtofp6+f1/7To2WAKUGsOfoUVnZ51YB+hdMOO3UA1ZgLqGgNG9cg0aNi65zYNZhmABvvRPz/0kApAGFwA3fefICj0eNWa87kUqIYNX+1MNC9LwxgyJSgCW/wDaZfxTW2HDeT1flPrH/KuJ9K6/He/xVNBwS/MMJdVvAPg/1rfQIEWA0DDDAAAdC6ho0Nrsvq4cMQ/kf1j69zPqt/u30/EACZfobF+LV8EIQgEBZ4os8U9mtFnigRFninRyIET/AHiEWau8QAAhPzoQCEwIQFnihAJ7PFWERZ4p7PFHOgSzxT2eKcEyBUyEAgEWeKE6BLPFCE9nigRCdCICRP8AxFT4qxJBwrQ5dcqTlgMB+M+hagxJiqgYSprtVxBOZjNN9Z715YzMqvHv+4046bhe/wDvZhY9M/g+TzrH4Vw3WPpA4rPE+Knz/dynSdEcNjxhyegPzr6Yhw4lNjtRYLAMtMBYABsBeejPvk/1Y/D3C6h4YkNP0qVMAGPcm8Zga2wIQAL1cRp6BMgEAsmivrdEg16AdOqLGdHf3glolBpWG6c1SqVEZjRGAsZaZCwAVkizxQeNY5xziPEmNw4XYKl9gOzPnzj9yHkWrw9wfwjRwCXOiHUpvPIlnnGar8VcK5UnEoYxwxUewVWyw9F4PAuM/D3F+sQjpr+I4EAD0G9HZ76xauX+L2udnnv0kMT4Zh0gMFYZpzMmuyjsAIjN5h+BNhLCuOKxhyFF4lYjZw9RGGQDsLMmx54Pvj5Ep02DhLFTWAOHsEJ+KJQZ8+sy++NkOv8AwLdPcBINYpDrGIK5Pn1N8Nct17Z6A2AiNLu2mwY9w5o8cKHhKVACzkZMLzW15F4lgz6MdAwrWWq45XKlJdYO8AN6wPyL0XE+OaVg82WJ0SYYGGt5pkzAEbRWk9+rVoVDhvGFDxVF7VRpYPBz2ciu1k3OhAIQCZKmQC+d/pUUpypO4cYg/wB7fngyFnrX0GbzbLRvuHY03rMzXk9KOLxU4l/XjbF9Ew1eyy9yPP8AOYehewwy+uj03D0ZyHRoUQ97DIAaswQGWAJ7PFeN/gJgQhAIQhAIv8EIRAQaELUCdCRB2BMuQGnv8EDX+CLL0t/ghB5vi2vOYkxH+48SWEOEwGfUnr7Lw6AUqZxX4eYPaaocGcy86AWA0yaj8V6PBZpvamIIA7KeBiTLALzZY5zXbD3DrAEaiAxhzsbLr4a5YWG8fzmr6uXvvTZYer0WvQAlsPsmZ7wZO+xWyy+EsE0rB4unBceedlHe868d96vZk+JAaN+dKZZaDnM7FDaN/iO6Xf8ADRf4LHnjOXVXey4Roz0zk7W93LIf1rVQwlhHa7cYG7Zrs2IRe/oc3m2RvccAA6zWan8QqdGI4lHYeqsgN4RAvD5z2KfVcJU2tygl1Fx54Q91nHk/gVnGpUGA1kQYjLIdAAiK3ee4VquI+IvaH6k+dHiMPZHZGj74/WakYnjfuS7FrFGlPZz8kGTjmd+der2fgmK9POo0qdJpst/2xsnv+RY/GE/DmAMqpVyqnVawZ2QwlvbD67FrDG5uJ7//AGeqxjzmgcNuwzBOsZSuIVH7Az26cb0izWbMYzBaClV6m1to36bKB4G9/WCl0xcWs0ITqGgBMlQgZCVAK2RkIQgEIQgL/BCEIBOkQge/wQkQg7JlyToGQhCAQCEI1OhICdGQToQgROhAIGQhAIBCEKGoQhCtkEIQaNQhBghQBKg0Kw1nihCFAdCRBoHQhCB0JEIHSJEIA0qZKatkQ0idOAIEQns8UyBbPFInQaBEJ0h7ECGuRguppTBBQ1vDFNqoGb8QDNYWq8K6O8R/ZAv9C9SNKbLZ+7Xl4Yye7WM94/R4i9wlpzPs4gfgUc+G8Vn3AfgXtZw21msW1WDRIBuPnY6f5FzXxsOON3Xg5OXJejzkIEHDEU3AbsdNeX4/xP3Tth3rQ4txPnAbgOXtHzhrXgOP8SOBexn61+e5+bTpD9VwONvXdl8VV7OI22z/ADrCSXs4sxSZ9S7S6aqXswzBtu9fNiH3rSDZv9nvXsvArhR9dzwxPiCKf1ewd7IH741S8FuEtS4i1kHH2DZpTB3vPdfkX2RAw3FpUBqnQYgMtMBYAAvscDh7979XwfqvP06R7q86PEqrQMZGznDkVTjOfEo9NCKw4bJgGgwW2NlimwD/ALN9ms15JiqpRZkjIqug9YMvBrBdPI0+HBwIv592Kkz4rz/a8QUc3oR6GZB7L155VZlNkz+7YBlpm/s0hrRr6Fo+KNYlG01Q6O4Zx2NZrySpPHR4ruRKOw9BtH/Ivj5r+yH6HDG8b2p8YVJsJRymHNBn31izRvZx5l+9E+T2908tw3gMFHZ2fw0iDNfYPPe7bcvvX0xwEwZFo+HDnPuZNVqOu8+QOQF4/wAH8JRcT4rjv1UDCnxTzzOzea+pZlBivNA+w5kmAdy8zs+cEj3cHJvpohViG+A5c69k/cvByKvN5iS19W4mia+SQ1sNXAVh+MHZKwwDzWzOBQZ8ZsHQOC+D0Q/dHyehXduDHHfRLprLcNoGGzvAOtUWMMSRIzBt5h39AKwk1JuG0eWeteU42qTlxuNmHyGsbt9vjYWSxJWDnum4bh/jWXee73WehJPmPnIPLfB4w5FXm9eB5l4H0GsfC7LzFmPb9arwZfnzQiA2Zm+dlgJpLxgZ71ruEuHpVVxH25uz/VwZ4etdMdHBmzPSKVSpdHpcd/DMs3gYZAJMQ9B+fQu8apRKw6cqKfYKgG87P1q5yYlblZ8R84FYY32Bv9YKnrcNh6pA44wEaoBz7AeVxfR8S48lkqrMSsRTpWI4rIGegHg9i9/QqSMy5hto6bUc44gH9me35Pkv/rV2zWGDkdhqMQ2b+Q11nh3QMMNg99yfOHkV+Y8OjG1jDEGsGc6lGDMg97wBoP1h/OsI9Dl0eYcWdEyXeQ+R5epxo0R4v9Tv9jkB7l49Cgz+w1W+lYgi5Lv3wfn/AMYK4tTzVnsswnsvZztHyJDB+M6egzBXtbwlKpV8qLe9HDn5wVKDzmjPs17DBX7vYvxqeezYfWo8Z6zeriqhnBs1hvWcPQ7zrG4fSjNvC7AG3hNw7zUSSzrPRrXKM9Z3anmGcCx/rbf2Qongv6EQKk5TZQWHY0e8FLmRrAXWm4PfqQ553gG9bbx97juL36NtDrDbzQMTnM4OQ1ICmtvCbkWUGvYYGqGNDcptkS8z8h7FbMm5GAMzX0Gua4/B0x/7WUCqyoZdlqQZwchq++ySWgfYlmy7svv/AFrLhJbeM3237+tn+hSAz2Sz2NYc4Lmttot3p9RpUjIqTYTIT/vQDWz6wXbs0Se0D7BsvNHz86r4c9iYJxXzNk/cmuQRpcB8zbcyXeR2zuXvWhHRKOHUqO7fFcNm/n5DXI6xVWZXebz2WaL1LgYkls2RMQRAC/RnBrA1ayabFktWWAbR67wUenuv3U4YqnQJAGbGcHnBa2NiGhz2gf8AYvHvBZ1mgnlGxOMzDeDobwVfJgS2bL9jfsXQ2GpNN3oEZ6DJaPsktk2vIexIdHiPX5FhmHub9noWCCmvsu9rY0Ae+w9isof1qABLblPMuh1oaNMcNzZl3h594LqdHA8pw3/4L38i5M4tsaacqUXWB7wV7DrFNrDQfVT4Zob472i9eQit1IEbvTA9Zsch6D+RTslzKKxvOAN4c4K4Z+rqkHZDYONID3J7w9CQ4D7Jd+/efIdit7uzkxluNYZ3g0ex7o8hqKcZ8GjfDJM9nkNaB43GTNhyJ6A5DUE6Vkum5BPJ62TDQjzdmpMAHvZt3g5vjvcnoNVn1U2F4MSzZ0bDWwkwHw9hYHkVa9Dbk9w+xs59hgjRh5NKlmBt5YGYc4HoMFXyWb2sh/WDf4wWwn4eO8Divmy719ap5MPOM25YZMjrDnV7jOBnxgy23LwDZZ0LV4ex5OjG1FqoG9H6+dZ84wMum3z+TnUcwbB2zMsNPceysnFqscJdKlWef+tQjecjSPtzfY3TP2zPsT9a85pWJ6jRHQANhhzrfUfGFKrDXZJ1jLp/gNQ81XRgw9Hy5bbNnWB6DVFW8E9vaz6VKv8AJf8AoNXYRuxhY2djJ7AP2JrrGZNk8yCeSfOyfsTR683k0SsUob34hvB1gGsEkDLZkdugnku89mi/1gvWANieBtvsGBhyLO17BjEl3tcHuXbOTn9avdkp4zwPXtuAAGfJyGprLwHfFfvDoAz/AELNZxs/ZZzHesf50Kwh1XO+ySwzg6D3gqQ0bMz9ofZXAzmvIGz1gok+msPRzbOIbzR7DZPWCGT7ru9YBs198CsIxsMtZ7jlnns0fOpesDPo8qlB2uK/2mJ19HrRDkxM0DcsZPkNegTIcWS0eYdhnseA96w9VwxOjOvORG9HJZsP5FRul3mBG5BlnDdPo2H6wUR4M4zzGMmRf7YA0GotNelxg7K4wdnn5PQalA84yFhmBgfWvXivk4YiyWsx+wJG+8OdZqeFVoh5B6wPZ51te8ZH4weu9PJjMT4+Q+APAfI8kZdPdleHf0e5z42+xZepRr78ta2e83ad6y882wdzOVXmMLBYkpoPCeWvMarGfjOr2ieDZ6G+dea4tZbjEZvt/PYtuNm+w5MdN2MN5xcjesSPTIpnY2+CjnJYsPLX0tHytzvSbxCzkVY8ecCd6TZfeq96YriC7dTywUQ5OpcJMlwz0a0jLL8ktCeE8zrnaw/QtRSvZBr1qqh0HOH2Z3q4gMvwDBt9v51zZofqv+PczDjy6W0UPYpxs3h3agxsswCxz0edTgPR3e/yLj/rf0HNw+Ny40qSGb7Jd5oSXuWX3mZgp14GJ3t3gkOGB62HLFfxm/N+W5n/AB68ffjVsiMwzedzHz2KcB6ssFxvcDfoBOBhcfefIr/sfns3GvB0tLCTs6ORdQeMz8qhf93yJj35fPsNNHNC4jSbGgBuxTgngy1mHsBZkHrPk3oOY4YBf8gLG4bRbUfWV4d5f6FOgPPn3jZmsvGk5IBzyHz0LRMmENoWN5896jR34bbig159mxtzWC3ECSxJAHAcXk8CSAWa1cQK8/AdB8HNG9XFv0PA+u5uL0vtD1ZnkD8isACyxZfDdeYqtjbftdlnWvTaJgOXPsfqp5LXwQ5104YvJ6Pu8/69weLh812oozMuY7kQYhvO+QNALW0Thv2k2p2IH8494NBsBbClUeDSmgYiRAAPIrUF34eHP3v5f9b/AOa8jndON1j/AP0WNDiQ2gYYYAA5LAUoEqYAXZH/AE/D5Mnzl+d7SATguIb12BasXUE6QE6ANAAhP8isCOdCEAhNZrQoC2eKE38RCAAEIALk4B8RAgIs8U6AVgToBMgVFnims8UWeKAs8UWeKEAgLPFH606NiASJ0fw0B/DT2eKA2IRA5EIQixZ4r50+mBW5cPDlKpUUzAZT2tfRa8Z+kzgCXjDBBy6c3fLpx54KoYZvRvuGlBiYbwXSqVBbsaYjB8+jetVyLy/gVj+Ji3CUSI45ZNhBkSWT3gYL1BeWuL3joEIQvGgQaEIgIQhFg0GCEIPIpPC7FVBx5Nxpg6XGM6iFjzMgFZz8bVzAcJ2scRp0AI+xlmIB3vGvSl5lxj4b1LGw0ydRnw7bS5IPssvbDMFqxuNJ3hyPijjU4v1wHDmYFM33m931nXYq+t8fsFycOXwWDn1WV3DNOAL3jf8AQisYk4xSaCeH4OB2WZbgZPaDeDJBWHBzghR8AQArNViMzMQPhfJlnrsM+QPIjKPLkonAfAFSwZQ5tVxGeTUKu92o2b9DPkXqoGBjocA14EZ1HGHF+p4ZxdXJ8OIwH2CO09kgfnW9omAMT4brzT9KxM89SvfR5ffH8hrO2kX10iXoyYAQCF43KegczYvMeIvH7B2AJTUF9/t8g94Na7F6c8y280bDjd4HvVCfDrBRu5h4cgGd995srVncX9jweBxOqXG+ru0Byss4boge2AD76T5F9AYVo+H8N0aPRsP5IR2AsAANRzwHg7KywocMPQyvOsYcIqrR3/3gwPXJ8azW9EB7QfoRjpePv7PaATryTA3Eicy7HpuJ384HjyWZGyw+g16wBtmGY2s7hcX5HVCVHOvGhkIQgEIQgEI2IQCEIQCL/BCFqHTgkBdQQcnozDzRsPtgYHyGqJ7BmDoBlVXKayzkd8Z9C0SDjMSWiYfbA2nN4Gjypm2NgYtquKhP9y4rIQgOzt0jZ8gc6mxsExTdCdiec9VZH3x9yHoDYtBGgRKax2SDFZZa5AAF5vMh1z6+mni2m1KpRHD+xhEPuQDoMFUd2N/t+/Z6GFYocaQFNblRgdPY0BqyXkr1Ncn1SmTn6UzhuiUt6+954AeePo9C9QgVKDPavgy2Xh6wO9NF4b3SkIQpaBZ08E4VCpHiCVTmXpZ6+0PBeYehaJK8APNG25sNe/DP5ibY+NjNie66xhjDD0+OweQboWMs3+RR4GJ6bRKy1EnYck02bVHrL9BgZrqGEqrhhqR9QV9mHBMzfyZDN4MqigVXDh1lrEFcrk+sOxfYvBGPszPosWrm2v49nqQJ7/BRIFSg1WOE6DKZeaPnA0tSrFNo8c5VVlssg3zmdiht5E1Cp8PYnYxJmvwYMlmOGyQ8zYD3oVwoXF79pOhIhW8Oi/wSIQOhInQMhKgEDIv8EIQCcEIQOhInQMCEIQCEIQOhICdAIBCOdA6ZAIQCEIQCEIQCEIQCEIQCEIRqU0Is8UyABCEKAIQhAIQhAX+CEWeKEAaEIAEAlMDUizxQg4gzZvQnNIgEI2IVgQaEIyKkNOkNAiVMlNAHrXE06jz5gQ45vnoAEPhErdVYo8I3zcvPkDrXz7jbFU56U7LcfvaO+9k+RbDFtelyXTlOX2Bs1rxfGeKnGQMHLHg5LwXyefyX6L6bw9L3ZfE9eiQwOWw2dj4bA2eteD4trDkx03L71e4zxVLkyDbCwA58rYa88qTxyXTvcX5vNfkt+zw4fHCPeZn3a9D4UcK65xIxHHpVOYPJ3yXuRkFn8AYJrOM8QwqHRojz0h8wCwOTzr+jvCXhRR+F2GWaVBYA5b4XyXud4138DgXnv/w+V9V+pRxY0j3fuD+HtGwTh6Ph+lMAAMBrPnM+tSp8ZuN7PetLMy2Wjfc0ACx9VmXtPP8AP0L9Jm04+HSH5Lj78jNvbL4qqrkZo2GzBeH4qqrYX5fPf6D+RbnGdY1m3fo868RxPW9Z5mzr33r83zM3d+t4GHozVbxI/Dzewvgd+iw9YLyTE9Yl1KUZ+x16wWixDUnM08s7z61lZOY97TvvWuCHfaEDIMtGfOpVEo79bqjUELAzzsvPYCjsxpcx9mLEbMzfOwAsX0xgPg/FwxhzPqTAPVOaF7wHyB0LpjDmyejgzZoj3XGGKVhyg0aFQMgGTYD2oc59anPVVzDbpvuXvQn9BmGuxYeqyZdBdODObeeicl+9n/ApEPFr8CzMPtkJ8N/OC59/H86ObTyd21CZFmNG4DgSYh77N4KPGh9gF1wHzNreyslMe7MX1rhiUAGes49+g/QtUEmVMpcd9xjJN/W8AKt914Y7q+pTH8p5thtk3T2Zp2LyfFUmsgTufLjAHJZrW2xVWDjPhTYLeSGy+9eX4tzGXbO1MvGfubEt9XD0Zk+1zHXnPsz35FCkvBmnENs2XeS9Wr39zN/IZzQ1gbJ71mp8kJOg2zB3oWjG70IZ3h5l7RwopURnD97b5s1B87wPyLxqmxjmTGYoBeb52L6ApX1bUqdHiB3LsUAADD2zJo4819FnMvku5FS7maxskBzpHpgSY4QcR3gewJAKDJkyjd7DUnL3eR4OdcGZMuGXYa4wZxz2PWXgs93NoSpQJdNEG32O30w9YOhvZ9CSM8+EUH4j4T4QbwPez61YWSqUX2S96I/ryjO9RThxJnf0OV2abvyetRuvRHn02LWBCVBfPN3g8G8FX/WQWfVuJmAMAOwJFn+bFYXm93AH2Oawe+zQajvSe0302sMZLp6L+Q1cZi8LjJgGEe+C+cloA0WaDBY2t0eJPvlxXAZkBvs2H6w5FoJIVLDzoPsOG9E5OgP6FxnhBrGtuXkyOsNH41tGZzXht5vPefhkcWoxTB3kes0GqKSbZu92e/rXoEmMDN9NrjGg/Ymez1gfIspXsMP0oDlwT7TC/OC7OmREXeNTsnYSuIcy/u3FnweC29g7wUhmZYYNrG8L6uHNFtcDMWSOXo8i2uDwiyWDiPhY6C86ps/UC0UCfkuhLYPX+tceaH0oiLbCvYeYDvLLD61lTjWHkHybFsI1ebqUUGJ2h0OdU9bjADWZlmsYtd4d4Z+Sb/swbC8A2KRAk9p9m+bLochnrUcJkQAsc0B19BonwM5oJQP6w5w6EcmiwNlie0bGYbJ84KwjT3IEUIr5nJaDn6Fmc5y0Mw7D5HgNWDMkw7uWFh2WG8Ci1tHG+ralH0Pgcc97J8hqaDMuiNG2DBzKYZ7D3s+hUUZnsd7jbYWGG/rBbPDZ5zRgw4DzR72T3goFhRHmJgXxHwea6D3grAIbBkbeQGUejyfOqGZQTo8zt1KceZM9eSexaOlVgHrPrKIDL2w9HtgRG6JJw33WZBbyXQ911pWYbeV9riGyF+vRsWgBlgNcGXnNfBM9YKPnOSZRxcwDDzhYYetRo8i0f6tiA1lvtgbTmx1U0nCrZ9/TX8kw6DWhNlzs5xDbBQQ1lkNuGy7yApXupTexBGDIfPOaDYe9NROJDkl06bVWM4GDs84K4Dvhvy9m8OhV8/CtOqsoJQGDMsOfYarcpbHW6VJaz2JwPByA7v8AQq8MT07NNhx/ZoMD3h86gzKJktG44F5/GD+dY+ZAndtzGN9+/nUbnhh6W8zEyMwH72n9jwawNROwHlZf7HGXmuQzWSgVWdTe8iGYfGaPYatY2MDjf3um6D3gB6DV7mqcFNbzTYbfe68k94ehUNVo7jwO++s2Wb1rmZ9GqUUOya/uthh6FxkwGHhB8HLD2X2frXr15aAADpxH2wMOtJUqI2bV7D9/r5F6HMw83J92zmnydaz8yiPsg72G8w52j3qtxjIAXuhEnN/OrWThidAslNuXtPn7YFOOld0BmxeGzZYbKuqPipijtfVtYDOiHoB0w2etHmzlR69KpTXZJzZvNH7o/wCRauBJbeaz6VKzg/5d3kUf6no0xjtURvtMQw9kB32KPGw8GaEqnTs5oNnI8yia1XoHEknZmGzID5DD+tSwkvh3c5sDA/etAqkGbADt3fWe9ANYetEme/TTB9iWDzXwj2H6EeaO1Vw3Ta813gWOhsdZ3gvP6rQa5h6QbjjBzInI8G8F6VDkxKr9rgy8mWGgw5/QYc6kBJvviVGKDJn77kP+hXDN5bGkhJazwcPRrzg0GCvYc+VGEO1h2mIf+8NfzgpuJMGRGXe3U5wIxnvsCwDWfCZUaI+bjYBYG/z+tBqGYHdZ9KcAwf8Ade5P+hToZt2GBxD0e53/AIFX0TElOkgbeR2aQfJyGrLOvMDNzJPYDoa2T/oVMrVszD0Se0cqlPgBnvANh+tY+fDfgEbE6KbPQ8GsF6F2bvzfNvJd+MzsNEl4AaNisRAea2ZrQXh84ci9N9Hk8mS4ywbDbmTeF9/J/gUeiYkfhu9lnBnBz37/APGtxWME5LRv0pwDaP3Qa1j5+HmIZa7GbN4HsP0GrjQv/wAPaJNVAw1mqWZPzr+8VSc9y/2iinJ+JoDyLG/3Fx+2mvPafaGs5iGAxVY5sWXuqccm/wAig0p7tNbabDZzph92194VVB+j3LxJIB9zOC/XYGha176McSAxz3r6AwN2SNDA7AVtW6rEBo2wX3rzeOH57w35nxjiHgbOjGZsOH+Bef1jhpVYBHmNma+zqlVYrxmDlmvesfXqbTp7RtgALjjn6Oy+Bu+RwoLkY8s2FZQ6Vq7xterYhwkwDrpgAByLOBR8k/Zgu/Dmi4cGbDeO0KHAs5FdM0RiYFjjYGu0OHYF7betXtKZbZPvFF914b+cf/bGT6POo5nlt3tIZebeD5F6RJhsSWtYAd6xtVww/GdN+C2di5s2H8H7P6P/AMjvH0zK8Ds9ouoPWbNC5AB87dhhyJL7P8a5tH7/AAcmORG8JoPAfduB+RKbLHtGHLDUTO+e9HaQDXmJHRzcnjYeVGtw65zjJ69ie+8O7ssUQ5LBh3hpb2wMDBxbRb8fz/pF4++H0SD+H/YonabHTcT5wGfeKvmMvyZGQ3tPeavV8S/jx/8AS4pU9x505XIGgFas1W93vLLA1ms+DwMtBEY5AXKTJ0ZDaxuG0ZtGtZxDe7mOHvVmzW7/AGji8/Zk5NmYrWm9qmAdjajRr5npuHsTuU18JUR+x0DvvX1Hwx4oxcSRQgznAZlgH418RMxqxDDPcbMwWqwxieVAkA+wbzLoHfetsOa8FufmcSOdh/8AT+gAGpYAvLOEXE5jFsMIko7JrO8Oteph92vvYbjJG8PxObDeC9LdbPFOCQF2ANCtzmTgkTgqQ6gnBcgTAg7IQmVhUyEIBCE9nigRPZ4pNa7AgSzxTgCYwQgEWeKAQgDQCLPFCAToR/EQCdBoQCExoQKk506LPFAwISgmQCEACLPFAfdrk8y3JaNhwLwPkXWzxQg8Fxtwlr+FcQHjjhk/ku33yYPI8tVgnjTTaxZTsTRDo9VDQbMjQHyGvUNCp6xg/DleH/WtKZePrs1rVhppe8LBmZFkhmMPg8DnQakLCnwrgwyzKHXJ8DoBmTeH4FX1vCuLaPAkVL/SNJZjxWTfMzjByIeS/vluq3iGjYbgHOrM5mNHDneNdoE+LVYrU6C/e0+F4H5F8r8McN1z6Q9Zqs7HFcmPUKlvZEZlk7M419RYbw3BwxSwpUFx7KY2Zx3ry50Iu77/AGLBOhCzbkQhCAQAIAFIAEHn/FSBjR6lx5eCpdkiK9nmz8YOhV9K4xsMxQYxBQKrDmgGtoIxnr+ReoWeKTs0QyzDYC/0LVhpe+8U8N+oa/xL4oUzGMWhyaJR6R72QFj0nyWL3UAsFFjYD3YIWd2RGg2IQgF43AJ0idEkQYX706RPhT594xgxhWry/cx6iz2pmzkfBe4YSmOVLDVMlnvfZAz/AALxH6RsBzFuKsJYKpuuXKeveAORjnNe90qG3TYEeC3sYZAFpTlw/wB1paDQhZtzISpkAi/wQCEAlPMyjyN/ImQg8/k0ri89IdOJiOiMsmegOzGdgfjUQ8PcbT/++lHD0Qz/AK1q8Q4/wjhVrPrlcjMn8K+8z+RY0+IWPMZn2Th7hI40Q/8A4nUwyQ9YBvNauWtY6bGn0riTSopy6xxNgQ2g1mfYwCz8Zrx3EnHXiHQavHiYfxB9dx33skHjh5LLx9Ada9qgcHGJ7v1rxGrknEMvf2d7RGZ9DP8AWsbApsXiXxfBiDBZZw/hHoDQ8+iKi/8A9p7Rg88QPYfhP4jcZOa+yBvZIaAV0gAsHLbQjtOnSJ0FZWMQ0qgsdqqstlkOQD3n6AWExVj/ABb2JqXh/Dj0aE48APTpAawDrBlbg8MUN6qfXj8UHpYaAN3XZ6FYGywbVhgBh0IwuLv7mPw9hvD9VAKzOqX19IPXmuneAegNgKtx5DYwS0GMcPywhug8APRw2PB0WLRTMAYcedKWER6G6e847xs/oWVxIzw8wY6EuquSarUw1xohvHJeM/ICqGNR45elQHu0wmpTgWG+AHYpC8No/EvGMOf9f4xw5UozU2SDECCBgFgH5N5r22M9nNNHZZeGw0uNG2G93VCEKW6txDR2MQ0aXRnDMAfZsvBYyHUq5gyjfVVVw49PiMM2MvQQvvDzgvQzSHrVRbO8ffaHj+AI3EaNDqctyDDolPmyTeZOWd5sh6FsMK4bw/Vf/tA/OercgDsCRI2fIGxQuJbNYkzaVB7DMk0K++eEfefQHoVkGKpTMUImHMF1J6wLAzgBlkPxq7c0TMdb+1sAywCxtuwPIhZWj0rGM+e1UsR1FmMAbKdE2fOfOtUCltF7/wAC/wAEIQjcIQhGR0IQgdCE1nigAQizxQgATghAIHQhMgEIQgEIToBCE6BLPFOAITICzxQi/wAEt/gga/wQhCNQhCEZBCEIBCEIBCEI1CEIQCEIUAQhCANCEIBCLPFCsCdCFAdIhIgdIhCANCDQrAlQi/wQIaQ05pDNGQNcjQZpDNAGdq89xVUsQYknnR8MRTkgwF7x8i1VbnuAPZWD70959CoqriqDgnDT0WDYzLf3nzrDNf6Q7eNhuO+vZ89cS8bTsN3wZzBsmei8Ni8BxPjZyYB9/rNbvjTidupMSH3zAzvvBfOU+e4bu/QvyvMzXkvR+/4GGMeHe/dIqVSzjPnUGmwJVVnhFYYN43zAAAOdRwzJJ7DX2B9E7gU3GJriHiqJZZrgMuhv85pw+HfIvWT6lz54mHenp30ZuBrHDejBXKywB1uos67/AHIdC91UH6yYAVDn1tuNHNxvea/YYcM8fDpL+d5s187NvXtSJiSpNm72QHPZ6zXlmLcSNxhMAcMAALDVniHEgRmnX3D1nzrxHG2MG+97+/518Tn8t+j+m8PToqsW4hzrnM/QvJMQ1ve2GxSMSYkvdMHHNZrBT5+cev0L89d+S36SI8cK+eZvOmbfOoTwXn7NSDes7xtw16Fwc4XSsbVb6xqLBhTIp3vHZv8AIunDhvPekObk5448b203Arhc5eGNazF0B/c2TDf517FPecAzV8cOJDYCLBbBkGAsAA5FQ1LMvX7PjcOOLh0fjeTzL5Wbdl63Di1iObEsL/OvJMQ4equG3znUozNoN4ci9hkg4d6qZMByTe243eK4OZw8N/x7uvjcm4eO4eqUuq16LEpr5suvvWGz0ehfQUmA/DFp8NYgABYsbhXhvBZxlHxBEcNk4t75shsPkXqVYZY7A7mN+hfBvDeO9Lfbw35I3h47iSj9mnvVJjJeOz2L28DXjNVnvvVd1yqxDMGT0WL2DFrz7JuhmA9fsv0GvJ6kAPO62zZPzrm3fYiOjP1WTFeazIOzoVOZ51uZvUifGYAz12H5FCAN+YZq4c120eCWbKz2vLC9gLw9a9FCTFku54PnGlhov/rXn+G4wdnPvLDPZZvVx2+z7JObPyPdCxu3NbdhWM4wptcYsP3LobDVgEw4bWRLb7ZE67NYLDxp77LQMPuA9EPYe9WrMmXAEHGHDej9HOCxuzwtB2zsbX2Sx6IfJ/R/QuRhFmDnsHknyLjGnsSWjfiAH3zPWu3Zokxojgv5Loe6NNzRxeksGIRaywbJ7AkAnOA4zHsnH2+Iex0N7K5Mz2Dd7DVWNd/OpBxpdHAzpz4G1ffknyKNzRQyXpVNvcY+2RD5FXyYcGe6EqDYyYa9G8PWC0eTFqveNudjl87J6weWck03Jmm5rhy+TXoP0K4zHh8iPJZ7o4k4GbD0eQ/6FRTKPKhmfYb3o5+6PeHo61qzzD7ipNmyfI8AaD9ajyYxxmAvADDkMNn+BbRmRfG3eWVXD0SYDsqlHku84f4Fh3qlLgPmEpixe4TKOxMI723mZDfvg3/4wWExJQQeE26jEyb9jrOw134eTF9LcF8a8feGfgV6JJ7xt/X0GtBDrdgbzXm9Vokumu5gXm1yPAuTNVqMYND9/rW18eMno2w/Urx9Ll7LDxU/GdAwfAwDkPnRP4ivmJhYFnQvIm69OMbLE4TJ0k+8/Isf8P8AN039U39HoUavOPOm5os6FoIEwHmsgPwX7F5/AM7AzL/WtNSnnNGZov2H1rmzR414c3k92tZZiG6B7APf0Xqayzk2OOMGDW/yKLABx5rL5/OrqBMfZayHGws5APYuPd2apzLMTQwFlh+6e2H5wNXUAMkAyL9HJzh86qjgRDi54AGVsNq/YkhvPwHcjtV8d/Zm7w8l6h620DEmc72GqsMmyex0Ni6yY0R6xhs3rOg+T51nIz0ST3E5jJd6D5/61IzqjD7sHAkx+cD32Iz009RXqJiAAafgy3jaYPPB1k7Hmf61HZxnUYbWRiamhJANlQZ0H8/QrM623A7txx5mOex74KlmcGpXuPsABmFma1rZeTc0WFBr1GrDQ5cswkBoDO0GrCTG7S1eDASbNBhzh6F5+9hsIcgziGbIdHR6OhRzmV+m3dhlvGB63mj2H5wPkTod4ehQ5lNzQYfl2cl736DVbVTi0o/tbBgB84BeH+BYeNJl1V13tT7wdfWClM4hxBRy7DOA5MINGsL1K9LaaNiGC86EUJYa9mbzonw4j17mRY6AXmAbwWPqsaDMaN+C3YD562Q2fJ0JoEmpA0Dbb5vAxsvPvg+dQaNKzDiyWjBxuzzmq2fh7SeQ/k2awMD0KRTa3f8AZaq3YB7Hg6/OrJ4AZsyzsaPYe9l5F7sUDMuG7mOZzJ9YLQUrGfZrGKqxnNHo7QH86szhtyQMH4p2bDD+hVknDDB95Bcvv0f+teRZfddhJps9poIhsmB6wMD1gaf6qzhsnHf0OhoP515/Mw9XKO6D7esN+hXVKxnUaUQRK/EM456Lz3gtEXH4LOTRJZkbeWGaHPsvBUUylN3Gwfc/cuhoNb2GESe0EuDKB5o9YeRcpNNzhsNsD17DPf6DVQbvNwjVjDzoSqNKO3nZ3gtFR8ZwZl4VVjs0g9BnZoNWEzDwMtZ7ecAHvsDZ6wVLMwx2wr2HwZeMNHQfzq0btUDMuMYSqcfaY5+5P+Q1ID6qrDTrdl4e+aPQYLDxplfol7bjhsmGvJ3grBnEkGpBnuMdmqYdGhQRJargmpU0znYflvGAHflX6/8AGtFRKw+9TmgrDFnJnGH61VU3H8S4ItRzmXb+haAHm3mu1U2WyYP7wPWBpsXCaYNsxzy4mdEPeAHfYsvWMHhJaOXQ5xmHwTP8nkWjgGEZ0G8vsxv+55D9BqwONEAs/LyT5z/rRm8anxpVNkA2/EeZDn0aFdUrE8tlq8284P8AP416HMo7ckTy2GXmj3sns+Q+RYSt4Y7G6cqhuGy6Gt6I6r3F9AnwZ4B+2C+AH8Iz0fJ0KwBnJdADcsvD2Rrz+GDBgB6GXQ6N60FKxCD3+ra+AW8jv+ditlcLWSHY3e1MXshZrMAvD5w/oRPo8HFVNPL7NfZvA7wP51LONKjWZBhMjnzgev8Axqv+qmHnTnUeWcOXz2c/rBPdHfGx5n0fJoUR4/vNatXqPLZ0ZCqpkZ+NvbNGyFJmZPOoOG5l9XA7w3qvrclxlo3FW4Vn31Jpy/nV4YLt9cYYqVlODLPXYkrEx8wNtt9Z/Cs/7ADd/Ipc+To5105r6OOI7szVXtZ5ZqiOe+Dvdnr5L1cVJ5szOywFRSTA3etcFvpRbjJe7T3Z6+RVUmlN3Xtt71Yeg9nOClxgB7u+dbYc3jc3Jw7sz2OwrOcFOjBk2B0K9OlXhsXIIfxG19iL3fHv9tyB5s7P0LqYRD7w7NaYIB3ezNHY/iBeqT8M/VaPEk3mAa1lalSpbK9LOA4AdALidKzvaNhYuS8O77X0363m4N/+HkhsvgW9RzA16BVcJacxgNfQsxJprkYjbcYsNc174/d/S/p/Pw/VcO0WpDzwUc3nw51anDs8i5HAce9mxekW15MfGKN7U5zHAO9dY1VYedyAfDNVIyzOxPVHadBf7NHYOw3ec/QrAGcOYeviQWzmSOcw1rvjC/nH1X6phvN+mH/7NAyF4fzqPJZsvVLGxOx23sjbBsnvsNXvaWJI+f1qLw6OPDyYyeiJGZOTKBtxv/GvRsPZFNjhY4GcsJGPs0jMC9aCmyX5LoOGi/d6RSsh5oM8NBmr3926bMavyAA/IsrR5OTZ3i1UafozNCxt0xFw7UGY/gmvRKkw/sOwwDnBfXuHq9FqtNjym3A78L18WVKf2nKby79d6944V158KDCA39gWLbgZvHdQ+b9a43kib+97yBtnsXcAWdo9VbeEMxxaADuX29935K48ZgXYASAuoKkjYgEWeK7AgZAIBCAs8U6ATqwiezxQhAwIBFnihAIQhAWeKdCEAhCEAhOhAIQm5EAjkQhAI5EGhAAhFmtPzoERfoQg0QNCEIRYQhCAWN4usy5PDuuxYN95xj2LZWeK5SYzEyK9FfbA2nwsMFr8M7/cjR4J9DmTE/cCXE/3hie+bwc6+gwXzZGo9V4CcRJFSbiGeF6293xhryTX0RSqlErEIJ0GWDzT4XgYGs7/ADRF/p0S0J0LxuRFniuqqq9ieh4baafrM5mMD7wMM385rVnutQQCVk23mgMHLwPnXVGgQhCyQEISIBCEIsIv8FCqv1r2M26Vk9o5M3YvNMTz+O8YHX6VBohtMa953mtWF3o9YM1j8YcS6HhgwgsGdSrD+iNTo+t4z/kXhvDrE/EbjZXKhQ65jU6IzCOx6PBZseP519AYP4dYVwYJnSoP2s/bSHjznnvnNZ+hF3k9FDw9wBUmazLx/jWx6vVELAZDZDY+AC9G/wC0P2+RCDZbeA23NhgtFTGipZxPQJL5xWKxDN1jeGcGhWATIr3s32T9BrJTOD/D2Y6ctzD7IGeszAzBRD4IYOD+6uT438GY8C80TvX4t3e31ii9sPeAsL/ocpoB3eJ68H/7eaA4M0YwslV+vPB557yaG9fi18mvUaABuTqrGZs63gWXqXGPAFNdyAxAzMkfBiBnH+REbgnw5ZdzH6GEk+uQ8b361pqbhXDlHAAptDhxg+5ZAE6ndhz4nYqrY5eDuHs94T2O1H7Mz+fWk/czixic/wD7T41Zo8Q98emM6/8ArH/QvUwAA2BYmXp4d/e2Hw9wfwPh50JzdK7ZN/5uWec9+M1swBtkMttuwPIuppUJiI9GG4wYhqWG8DVCXRojz018MmMDQXneaXgtgz9zMERIktv/AFhK+1TDPeb571uzZbeHW2B+tMCGnfcIBCARodOuKdA6RCECGGcBt9ap6VgzD9EkOyoMUO1v63nndbx/OrtR5jPaY7sQHzZzwsvDeCPLj73lWJ8NxGcWnX6rjyec2yyNTojIGbIeQLFZYMw9io8RniCq1WfDpQBZGgyHr3nj6z6PQqesYPrGEqpCYpTlSOjvmb9SnNd9NM/XvsUefgzCuKp7X1VjWtxpoe6kG8YPesDVuD7/AFe0A82fszA12WBwxR6bwxgOhXMTvTHajJ7kHuvoZBbsDvAHG+dQ7Iv9ToSIRoezxXn/ABIxPWaJNpVOpspmBHqL1j1ReC/JXoC4yYcSe0bE6Ky810PBeqhnmjyRrDKwMMQZhg+5jSpTz3nZMsA/kBa072WtGswDnWKk17BWGJrsXDlKCZVT0dnpzN5/OewEwUfHeLbDr9R+pKef+6QTveMPO9/QvXNF+PpCtjcaaGzPl4crMV4K2w9YEGOGcb3RYrqmnj+vT2pUoGaJTwO/s/tnng857AUKq8IqAEVqXhyKECqxTzo0sN5n5z51d4Sr1YqTRwa/Snoc2LoM/cvecDVkb76W0VninBCFDoFninQmQCEAhAJ0IQCdAIBAyEAhAIQnBAIQhA6EiL/BA6L/AASIQOhIgEDoQgEDISgmQCEIRqEIQjIIQhAIQhAIQhGoQhCANCEKAIQhA6RCLPFAIToVgSGnSKAIQhALkadIasIaU0xrkaMhzqPJe7NHN83Ni6rNY8kyodLBxts+z398YcgLy70jdvhje4hmsQ4kYjXzjc7oNYH1mvDsf42bmOyHJz9nwVO4kY5lz3TcbbBlpgLAANi+csf4knSXTYg6zf8AyL83zOZd9H776b9Nj3tmcZ4klVWecFtzQB69axrwXunyK6jQOzNG++fenvM1XgznVIGA12Hea4Y/c/l9a/24e1/R+4MxK3MaxViZgPqxg72Wj98f9C+vWa2wy01Ei2MtMBYAByL5XwlxCqoQGoht5LTAWAAL0ClYwlSTBsHDvNfqeHm4/FxaQ/B/Uo5HLy729r+u7/eKkxDicIcc33LzDrBVRyZVHpYS5299eRY2rDcx12XQ5z0aR8G+8D+RRzOfvGkHA4Gl7264tx44ebmP7+ezQfr6F4lifEJm+feWXnsVhPxPLkuuxKiwcaQ37k/Yn6F5jXqlkyjY5DP8C/MZr8lv1WGIxwWfPOSZ5h61X51/d5d6iG9Ye+9WeHqJOxDUmoMGKbzr52ACRC7v9GgwBgOpY/rkelQWDyt7z3IAL7Qw9hKm4Vokeh0pgABgLPWapOFHD2Jw9oIRWwA5r4XvPLegBvB7NfrfpXA+MEb37vxP1Xn/ADys2keks7Jpr5392qyTR797a2r0P0Kln5bOhvWvpXo+VG7LyaVEC83Fn6kywF7bFi1Uxl94jvvVa9TetcebNDswxaDhWG4BuvmGszsVhiQ2GYveHr8hqwpUZtmODYblS45eYBg7/wBC/N8m97u36fhxpEw8Uxa84bp67w9C8yqp2EeZeBrcYnk3uu3uB3ei9YSpHnXci+PH7lvu16KJ72vJ+BRHsszy+RSz3m3mKPJNgAAHDDv11OS7XAMtgw0/F39akBMYkgDEpuww0XrMw5Mumn3Z3tK4B6LUmtFgH5Fy2iO62jZkM9Dl7R8nIrWHMbP2F7J87JrPxpMuGRtv980pp5E9oDBw2XQ6N6xu16NHGe728O5d8n86ms1UM8G5zGSfI6HOs1GkygHLnBfZ7F5pWcCfEktHEl7D57P1rG7XEbtLMNh4A7WAPNc59CQDlRgzIL/aWt5snvBVkCTLpp5YOdpj9HOCs2TiyWu105+w294LHdcYSmzFmGD8Ryx4N4bEhvBZ2WpMXh1mneNiSVj/ANjlhseDQmCTY72SqhZyX8hpuvRXzIb8Zojb+2Qj3hzsqqeZlMhn0p85LXO0eswWlkxn6Ofa4PfAe9neCp5MbtLvaoN7LvQBpGY0QmeyVJoDiXsyADZzgoUyGwbRhUmAsPRfyGrA40WZIA374E0PfBsP1grDsz4OsxKq2DJv7Ht7Ly2jMi8LzSq4J7o3KcwbzR6zZ36PIsVJwH2wzfpVgOhvZPrX0QGG5UAAlwQzmj9tH6PQup4JpuIWu1Qe5lhz2a/QYc66Y5lx6Oa+Hhv3fKj2Hn4zuQ+wbLochgu0alOXaAsNfQFVwS28fYa/F9EgP5DVDVeFFSo4dqs7TE5JbXJ6wXTHP8jH/DiHm8ONkkAPtmBnz8i1EOlSsrW3YAdau41KYjXhOiaOQ1YMwwC9g3LLNjvQua83kdmHDohQAMNBt2WedWoAbw924BgkOM2A2G3vDeGxKyEuMZth3zR/jBQ3TY0l9l0+sN4GuvZoOvLA/PHM9BqIZg9Y42dh+RK8EvY3yfgUvbWUCZLzeym4DzXwntBs+hXYT/tARD0H7kz2PfP1rJBMvI2JbYArWmzDeE4J7z1s5wb1TNo5LOcAZdgHzsnsNUgdugPm/TZZs9bR86sIbwSXch/OZkByHzh/OlqvZLQM29B6Lw9yperKm4kiTGgYcyWXQ33hov8A5FOkxmHmrGGAA9+T1rIhSrAz2zA8z3wKzgVWVAdCDLbvDkA+f0Goe6JEbDcoJBy6a/kumGtk9hgifls2MORTZPZr5Fo6VMiT72GJfehyHv8A8akSWYkz7JOYyXeQ+Q15aYvRhDgZLvamG8k+tnYfyKwjQ4lSM+w5LMtsNbIHYD3o6FZzKU3GaBhy9kOR29VMyj9mdal5D14H7YNClrvujzIx9oNhvQYchh+sE7IVKM063BM2T+DvA1sIzMSqwGZblkkLLLz5DVVJZlRmsgG85q/5wVslfh7Ej8Zo4tSYBkP0LRZMSSAP06UzefuTOy/0LPvUd8zz3Gz1+9D+cEdgcjAbDjBm0Gv/ANChfw0ZsvvNZGReYb2jVVPpQG1kPxAea5As/wA2IgVupQO4cvmNbAv9sAfzqwjVulSXcs37L9Bh0f0Iz7wzjNNl0o74JvMgev8Az1qWeLZcO8KjFzmtl4LSyWYgGHeAcd/YfJ+NVlVw9nBnsNgfk61XZfT70iHJp1bYA4L5ge8APeCj9mlQwMJzAPNGftg/oVL9TvxgzIOcy6x/n5FIDFU6GPZarEztGh4AvA/WkWi4/BIkgw8Fj4A9H6+dlZmq4byWs+C2bzRnfoWrjTKVVdbD/Y5GwOg117ABysgHMmRztGHcvehaJ/reWvRn3u7fO8z1svHvBSIFVqVKkG2xKPz9HzgtxPokWY7kGx2aR+Q1mZlBcgOmw/sPY9yKlbLClYzlxjy5UTOj87J/yGttR69BqscvqqXZIY9y9vD/AALzE6VKB0222wMNB5J6DUiNGfhyGpbZmYB0H3wIabvUIEw802HG+zO87J7HvQpEnsNS+yVFjJd5P8Bqvo9Vg1iADc58Hj2GfP8AOpb0aXGj2NthPjnyH7YPnRmzlVwM5JdN+DLsdDY6H84LOzDqVKd7DXIlhhozg2GC9KgHeH2WVnNc7J7wTz40V4TYqUUHo5+9s2etWh51Sqq/SprXZJZ9k5458noWqCpUOsWWP5MvkO+w/wDGotVwM3lHKoxgYfBPZ/gWPmdqZd7uKYGB62nt/wDjVJ08j0CqxgzbLw3qsqVNsj+wDWuUmYFSlA4Evn2XqVWAlhA9oB6F7o44zPCsfvdmdNvnVJgl6+eB5ifiFMM5R5nWqzA0myUC7Ij9lF5t8r6YoM/ugbbM77FOmVIzD/GsjRJNkVrL32LrMn5wm225oNc127Ih2mSbzsVUcn3iiPVK81HOYej+RYuhZ9p+cFKhnZY43eqJmS3m+0U2PJb0awQbaHZJaA117G3f7NV9EkuPdwbmi9aUGb2r9C+rxr3h8Xkxpaq7GFh6Edg5MuwFd9m+I2a/AjdbYLocioCBYgIHkV6EbyLqEC8/ZoM0cDTrDzqqquD4s8e7YsdXoQUe/f1qQzRL/dmvbw+R18Xn5eDW+G9aeLxuG75u3ynNAK4ZwZEjNWNxQv8AQvWAoLnvG967fu393rBRHG0dnO/5Dy/qPx3t8/z+EtNBqWdKimzIfAwvDzrzyBhus4YprtKnUN47zP7QzvNfYoYbD4exR5ODGHmjYcbCwws0LbS3xNpfEU88P0cTcgxZM+qvhZknrsVJSq2/JmOsTrGZAaz6AX1djbg5Q8PUN2VTnApTQa5MgGb3j8gLzaB9H795IefEpp0Slb3qhOPvng/kW2kX7ojNeO+jFUr7SAOOa+g1o40CVDslN6w6DWzZw9w5jNNUaDOM2mAye0WdyfzrQBwcxAbASqUYSY74Xh51x3hv7H1cPPhlKVJceE8uxXfaTjNB1/oSHw9xxR5GYxQ3j9C6/UOKjsYOhvMmfWC47w2745mH80fOzne818i924dA+FLaYy9gLzzCvDqc9ICXUr/Qvc8K4bOM0DYMGtuNhuL3cfP5kZI0hqKOZ2gtrSjceaBZ+lUd+wG8vQtbGjAy0Da+xhh+bzWkACLPFAB92u2xdDnAAnDYvyzxQgAQizxRZ4oHToBMrC/ImBCEAn50gIN5gPaOACB0JO0sfHD8acDbs7s0efr8BCEI9HOhCEDoQgEAmSpkAhCEACEIQCEG82B6zQgEIQiAhR59Sg0qK9LqUpmNHY1m86dgLyWpcVMT48lO4f4Q0rOADyXqzICxln0da9iN2dXEN1jPiFhXA0PtVfqIMmfsWQ1vPH5AVnhit/vJSGqyEGTDB/WDUgLDs9C8/wAPcLsM4Jvxpj+ufXFYDW9UKgehn+CHIkPijirHLv1bwkoF8S+w6tLCxkPR1q9Dzaez1sARZ4qFh6HVYdIjxK5OCZNAO+dALAM/QrKzxXrRCqVHg1iK7EqURl5l8LDAwWEDh7XMHunLwHUrI7h3nTpB3s/J0L0izxTgCM7iLedfv5jSm93VcBzHjDniGDwGmDijWXjy4nDmtmfnAA/nXo1jZoAG/hojS/yYdmpcSqw1YxQ4dEA/eyHs4w+QF4j9IHCsvDf1ViCs4gn1WQ48bzxyDsZCzYABsDWvqZYnivw9i8RcKSKG/od3sn0Gqi9LLw7w7cK6rLrGA6PVZz+dIfjA+ZgtgvCeCFequBmv9G2OGDhuxTshuvexeD1r3MHm3gzGzAw8i9Xhv9ICROaQ1DQX+CErzzDLRvvvgyAc5mvHOKPE6sz4buH+GsWTP5J9RiBeEYL9dh85rOI3Z1miHsoG2ew9CF57hjijgOHRolOcrL0Z1hkGDCWBg9896sJPF3A8Ye7qpzD6I7JvH+Re6Hln8myWV4i42o2BsOTaxVZQAeSYMs87xrPzOIWOK8HZcD4Dkhfsl1PuWQ89m9QaPwNOsVcMT8VKyeIagB3sx7LIrPyc6rT8z5ryejFfRdwNXDqlV4k1mKcNqqaIbJ6DML78/wBC+lVyZjAy0DANgAN6AAF1U+5hnSNAhCFbQJ0iL/BAJ0idAJ0iEDov8EIQNZ4pUIQMCEAaEAnSIQCEIQOk3oQgEIBCAs8VX1sJTMCRLo8Fl6oAHcg9oC9Wa5Se19nPsNgO2aL9l6Q8t4/hjAfFQKpIxPiaq0T6zf2PPAb2SHQGwAVlRMYYq/f9rDjFZjYhhWGc95mNkhG6Nf8AIrh7Ac6qicvH+LXpLQaziRz7NFAPPzn+NR4eLcP0oPqDhrhz61dY0XxAyYwH53tirfdx6af+W7nvSmYbrkFsDdANAHoBefwONmHzN2lTorwV1g8g6dHDOMz8isAwfi7E/f4xxAcaOev6upnch8728/yKRP4UYSOA0xR6azTZbHfRpccLHgPrv51p0Xflv43gjP8ApGxO6Bm2zhuFfsPvpRh+gPzrVz6U3Uqc7TZct6x8LDeaOw1SYMqWJjGRR8TwbJEI7Alh7GSHWtQoXhjeVfRMN0bD0UIlKiMstN9G8/WasEJ1C/00IhOgF60CE4IVMgmBAIBAIQnQAJ0iEDoQi/wQMhKmQCL/AAQhAJ0iEBf4IQhAJ0idAIQhAJ0iEDoQhAyEqEDISoQCEIQCEIQCZCEahCAQoAhCEAhCdAIQaAQCEIs8UAkM7A0NpzSIC/wQaEpoBcUX+CFYDSpjSoEs8VEnxgkxTiGF7RhYYGpy4mzeh/8A8fGXHWlTsEypDEWI89T39YHZnWL5qn16lA6Z5jzzxnrDJNf0wxzgmJieFluMA8YbF4fVeANGkyjNyCyDvXYvh87g75d4l+p+m/W/Bh0v3fE+TiCtuixBiGy11mFi9Awfw3cjNZj7d5n+dfTEPgVFjezsAPQtFA4URI1mY5f8i5o4dts31jyPD6VhLJAAbY1r1PBmCWKU0FZqLHe+5DoWwPDFDoLQS3GAvDZeq+vVivhSznMUB7s9m89Gj0Lpw4fH7uOM3kZrFuIQvMAcAwv2LwfH9Visk7LbivQ3Q2PNda1GJ8TxDdNty8HQPWBrx/E+IQMTDtd4GexcHJzb/wAPscbDoy+IcbOSWAiTg1gG+zWsDPkvyXd+cCuKl9sd7zYq+NAznQy7965od9/p6O1KgSp8hqIwxnOvnYAL7I4FcEP3PgNV+sxA+s3w5/ch0Kk+jxwZiUqE1jTFUH7QeuG09yB1r3OZiRhnuGG/kX2+Bw9P3rfm/qnP3/ZwrAIbbI69CiSZ8SN3YOLOTK3KeM8x9VD1Y1HmOL7Hm8b4Ph/Np3qk+8fkUU7D3rMniRsA9poUc8QmfOsbzwvwtBJeYVPJeB4rG9GtRTqTj3tFIgAcl/M2ACxzZo0bYcN3ayB4I17jmwAXnWPKwwYG2xL1nvWoxDW4lKgG45YB9a8Kxhid+eZ2GFnkX57k39j9VxcP3sviSZrNv9CxMl6+/vOdW1VefsPnDoNZ8z1rjiHZlMyy4Z+zRifBOIMgKkEU3mrLzAN7K02DKIdYnhe3eyxrM16aDLZ6GwAxBdMYd+7g5Gbx9HzVDkymd+sNl/OriNJbPvA0X9C9dxJwrpuIb5dNshzesA0PesF5VVcMVzDE3ss6JknydD3oNc2aNDBm8iyjTwPuJYBZ+tWAQHALPiuGqKNJYesYlhYfQruGcqGGZFczmg5FwXej6sRulBPcjO5c5iwPjBrA1IOMYB2qnWPX69HOnjPRJ7R5bnrA1yOlTqaefRnDA95xz1ga5vMvRIpVVizHTYbvZkBybFYMvd73jZxnesNh+tQgCnVIxfyzjTQ39a6g8+yQMTm72j2Gl2RC4B58AyJzec161IB7JasO+TEs+cFXsvPs2ZffNc4c4KwjRn5neUp8AdDkM96jc0dWe1xu8pR9pj/8ue8FLZokSsCbkG9l0OTnBXFEprck7JTHZpe8/OtFGpV7oBLYBl33MgNh/Okd2N3ox/7vPg12SuRQMA2SGlODD2TANtvJn08N7L28Fr4zxxnTg1+JeD+jNAP1guz2FThuhKocruj2BfoW2jHzMpAoL8CGcqlNnJiB7p49YehTo1KptVa7dSjNmax7azQ8Hr61NeZYkk7EblvU2b5NhqJJgS4zrTk5/scs/Yzg9i96+g1o8dslif8AYazEZAz0A6HsXv6DVeeG5WHiN+nXvRz9tHd16FanPcZMItZisgb/AD8j3zrqcmXTRMwcOZC52T9sz6DVQy7vP63gCnYhA5VAbCNND20F4+5P0dC89k0SdSnziGw8Bse2Ze3h6F76cOm1JoJ0Fw7Pis6DZPzqkr0aC9ZBxVE36I1RZ0WeS9bbfC4zaPGo0lvNNjn52T5wSdmyTNyKZgBn7Iz2ehaPE+BpVHdzH2zeaPWzOa2fP0KnM+zdxObOz/mLP1qXTF+RyMA3uey6wXXe0DZ2H5+tMzGyQJ9hwD8nIa/ezNvAfZNBhvaNGjibLEkwbNu9o9Bp2WX41jkWwwDeyaQ4xsnnsbOf/Gn7S4Dt7gZP6DR4sGZ7cxoGH9DobPIatYdSAA7JVWAAA0Z3Iskcmx0zvsM94cimxqq3lZDm+z5FSNGrOjvs/a6U+Fh6zDeBoM33oZsHEDN2GyZ/oVJSp7jJh2EwAD9yZ6D9HQtAzUok9o89g2XecOf/ABrG4eorMZzKZfimZuse6vseD0LUUqsdvHInMdsD4rQa/nBU4RjeslQXAePkMEzL2dfKbbNl1jeYbw/rBXDO+7TBGvayG3wejnsA9diSMy3Ad7K/EOw+TkNR4GIYjImxWWAyj96zs+foWjBm9rLzO2RD2Hzh/WvUd4U/ZmAEzp1hhfraUc406Meiw2j0GD2xXAQHIzpvxX84OcDBQZJ9mLZ9nPeBheH+BeaL3Rwh3tHY2bPWHR51HCmnm5YPmyZh8hq2AH4dj8S96PZrZ/oNSpIA9HB/L7roPRZ/QajRHmZWTQZca/IbzgPWbXOHo61XyaOEwM9jRLDr0H+NbWHY8DuZnPAx5NYesESYcEyzL9b+x4NhqNFxmY+HMlURoM/vo5+2Zs0K4gVWLmh9WywNow1x3uT5+RSJNHCTeDZgy7Z0aD9YLKScNvwHb4l7LoHosNPRtpGRtgZYePMvyfI7vZVPWMNsPOmdgWc/R/gNQaDiHOPsOIGHgBwzsdDk861YU1wGgcYlsvAeznA1fu5v67eeSaI/TfYHnNWaA2PMqRSqqdrUR9sHo+wAe3h6DWwmRmIdhuXstP8AOesAVbVcPRDaB+IAGZnrs5146d4yOsmM+DQZbZz2t9h+2Z/rUcAYmDkA/nNbNYaw8hqJAqs6mhlzj7THDZeGsFYSZOH63YcSV2OafOfP6+tXu5ri2cr2HnL+8M7OsDss9CqJMZ9m+Veb1nvQDX8/WtxGkygviVKKBh1s62TUSZRIklrPiuPAHOAKlwxUZ4wlZ7Eqw+R5rYZ9BrUUSvVL/dZYBIDeyew1TyaVFZdN89GuzNALPxoCMbMgH7zPzsnvBU9bj6+gzHQYrMV6BN5Hb9B+g1ZBJlxrM8O0h8YAsP8AAsFGxJ3RxKq2D0fZnGGg/X0KyptVfonsH+2RP+XdPWHoNNkeFq7GJjWfSpWSfk1h86z9byJPeTogMyw/6J+hWEZ6gYhPtdGlvQ53OAaD+cOdWb0N96GbdSBl7Rr0b1bP+t4VR8Wtm7rcs17Fqp+Kmzhd2/eFnWvNfq1v0JHglMtZYPmYdC6dHBozWPJjcmU8YbFX4PeskB3lij4nZf15l96iYYecZkefzrsiP2XHdfvPc6bUrGgbzESakGvvFl4Exw2gbUo5PJmb1wXD6uFYHJvHeuRydSrzkueRdQML+hRo23WAPOGQcisI0nZeapQOyzz+RTYz1hd3160eNnRJNjoZji9FpoAbQXnevJKVJcB0G7wXqGEnnJLQNrp416Xo4efHTddhGUtmmuPWZYa1ewKUBjmOK1CMDPs219WIfHu2djUc/ecisGaOwHu1cAzr0AuoQ3DW2jG7VjMBv4a7BGb0aNCsght89ikAy2FmhevFb2byJgh6gNXAM/DbXYIDhondThAcNMcAIzRvvvgyAazM9Fi0bNKc+Gnn4Yi1iE7BnMZ0c94L3Q3eQ1XFrdYddoeCqGdekbDdMLIrPz86y9e4M8SalUomIK5UgrEQNb1Ja7ln0L6TpWGKbR44RKbFZZANgACtQjaV7EMd/wAnzrW8E1nFuHDwlTcFQ6JHfAAenO2dyHkDrXpGBpOAKO1HwVTq/GmS6WyDBgbwGZ2aNabiRgPFWJKzSp1KlX0yKB50G+wHj6zWVn8JaNR58THeLn4eG6fSHu2m1HOw5J+c+f0LpjC5rzXu9lCgwTH+6B+Bdf3VpT3tIrP4Fj8B8acMYqpx1Ez7BEzrI2dvMOtenQHokyOEuK4BsmF4GHOr8a/Nv6Ux9b4euSWmfqCWzAMN+jeo8bDeP4HsKlAe9bNi9ATJ4YN92ICfxGh+0ocN4Otk7E3784ghj/rHB0wB62da3Fninyb+RUx0v8mPjcTqB/vzEmGf3zJgrqHirD8+zstVZP51YnSokn2kRkw84Kmn4AwzP9pSmQPrDQh2XwSWHtj4H6DTLHnw3Yjd5SqxPhnyWPXpQonEOB/ca+zJDodZQ3v8WyBdg0LEhXscU3+/YcB4Otl5dg4kRI3/AIrRp8Pzmzep0N4bKzxQqej4nodeH/Vs5l7yX61kuLvGCncOoceDFiHUq7UTyIFPZ1vPGriNy7iJ3bCvYkoeGIB1Kv1VmG0HO8a8/wD9LuI8TmbHDnBcyY1sCozu5Z+S/War8GcHKziSe1jjjFL+sqqffs0y/wCywPk5z869ljRmIzQMMMAyAbAAF70hHfJ/5eXhg/i9XgA6zjhmmhztU+N/OakBwZceD/WONK88f/4mz9C9LQCbnin73l58CoPuMXV5k+vthqOfCLGMC86HxJqoHyBIseBesGYIA2/iJuaz+Lx85PHTDG9iBXo4dHcvLrSuP1KjPhBxjQ59BkHo+0M9z+Net/xFWVXDdDrzBRarTWZIHvzgVnhuPSj0qvUatsBLpU5mSB672TvVgvGq3wHl0eUdZ4ZYgk0SRv7PfeyfyKPSuMeJ8GSgo3FjD70PXYFTaC9k/X0IfGbT3h7anVfR69Sq9DCdSpbMlp8LwNo71YAjcJkIBZAQhCICD0CnWK4x4tbwTw+qtczLHcnIZ9Z6F7Hd5d+Pu83gYkrnFTjs7Fo855nDuEA77JPQ8/sAPx3n8i99Xkn0acGOYY4bRKlOD/WFeP6wknz69gfgsXo2JMVYfwlAdquIKkzDjhzme9XfvpCI+fHO9rIzXnmOeMdDwxKDD9GiPVuuv6GadE1n8/QsweIeJPGB04uDmHsN4aPQdTeDvng+5D+da2lYY4c8FqM7UZb7LL2+TOkHe88frTTRHzm39GagcK8XcRZQV/i3VbIm9mgxDsZD+MfOrXEPEvDmCcnBWAKMFVrFljNOghoZ9Z8ipDrfEbjS6cXCrD2G8KHoOpvB9pkh9yH869IwNw0wrgCF2ShwQzT1yZD2t54+szV/H/pEd/8Aqf8A7MVR+EWIMZzWsQcW6l2ww1s0lo/szPr616xAgRaaw1EgxWWWmAsAACxSE6m73bREQSzxT2eKZCNCprPFFnihAIQhAJTTJUFPiTCtDxPAODVYgPAew+cPQvKXuDmOKDNN/CWPJ5xOSJIe2fOvbkJF6M7iLeL/AFPxtCwG5R+s5IH/ACJDwZx7qpWOY4h01rnsZzjXtaF5ueH/ANvLKVwQYeIJeOMXVjEJ/Cdk5LP4AXosClU2lRQg06CzGaDQDLIWArCzxS2eKmycMR6IJ0elPFmP01kz87KdmlQY3sIrLPoZUtCtoSzxToTIFBMhCAvbuy8wL0Lwfi7hXiVQcQ/6Q8D1+ZJaYO96nGeizyAtXwo45UDH7AQZbgQKwwFj0d7Rr8iM4zd9LemoQCEaBCE6ARzoQgE6ROgZKhMgEIBCAQCEIBCEIHSIQgEIQgEAhAIFmQIlSinEnRAeaPeyYXgaIcOLAaCLBisstBsBoLF1T3+CBE6ROGxAyEqZAIQCLNaB06ROCATAlTAgEIQrZBOkQgdCEIHSIQgdCRCBwTJUyAQhCAQhCBwQkRf4IHSIQgdCRAIHBOkBCAv8EI504IBCEIBCEIBCEIGQCG9vnQChqEIQgEIQgEITqwIQhQBCdIaBDQg0IBck6Q1YQE6EiANKaY1yNGQQadIgQ9ar5lNYMr8tWBoNBnzprfQuUlliM1nuaAWgNltZqqye2TeyN+y5/Os76O3jRvYomCf3qkfXlVcyYTHsfOsPxaxJFZzYLB3gwFl9nItbjbGwUSlhSqbLsAA12L5kxzjBw73DfvXzeZyYwxp977fA4d5r3v1eT8WpjZunKYcslhv17wXg9Vqrkl3LcNb7iFiE588mGNYGBga8/ZprhleYa18H+x+kiPHGpgAzDvOde4cCuDh1uU1ifEESynsa2QP3xrOcMeHv13KaqVVbshMa/WvomNW24EUIMGxlpgLAAF9XgcDfvfq+P9U5+nSPZrZMyKy0DGYAAGgAWcn15gL8vYqp6Y493huGqx55v2nP0L6mXN8Y3wYj9XafXn/d3qneqUt5SDZzvd6EBG1bF8vNmu3ZGFBA3z3qWyuoRtKOzH7tc3m+W2jsD1i1FEZ7NTu1vgdh/oWZgU1+ZNaCwwvNb6qm5DpoRIjgAAAto3teGO7yziK8xJaNthuy87F41iSHTmQNth82ZG/RoBepYqkzgdPMiMvGG9eVYhrHaXXc9izk1r5ub3few+mjCVI+6AD5A3gqyMznH3exW0884tDevyKXhijv1Ke0xZoUQvN0+O7dYSgdgpFmX3r+szWohxfiJ4FHyWrAbsBWrMOzZsXf8TpGj89kvyXsIca/rBTpmG6bXoZwarFZktGGwwUiHG2aFcRo1nIov4/6N3g+LeCE6jtHUqHfPhB7n3zP9axLJy4Ht7zDrDkX2AyzYsljPhXRsVA7Lg/YKhZ7VoNB+sF8rNw/vh9Xjc/Tpb5/ZZiTBz4rgMu8jobDXUK8dNdCJWYln3vIak17BmIMJTziVKKcMzPQ77l70LrAeYnh2Gqxd/OesDXyLj5x33fbi4yR0dTpTdSaGVBfA+gw3gnhhLCxic3o2GfJ8/QtFQcAS4YhOob+c1zsn/ItrSmaPPLskuJ2aaG8DCxZ7/Yi7ZKBhVxkQlMHnNH+RW0OlQXn8gACHIs5/wCdaA8MSqPe/Sn8kz1m17k/6FHBmDVXewzmDjTQ90ej5wNbaObdIjAw8PZKy3kmGx7+hWUaS/R3ftVkyCfvQ13+tVpvS4DWXLbCfFDfeFjwevoXUI0plo5dDczmueO9vWqWojBEksAEF/OjnsAz/QaiTKPLBo3KO/ku/Ce2Gqemm3JdN+hv9gl73oj2x5X0aqhJLslSYegTWOvXf/WC03YaKxmT290INcppsu7Lz5EkmHVaUBg5E+sqee9p7etccZuS0GewDwHz9foNBvPxmrG2O2NBybHg/rTRG7z/ALM5GinLozB1KlHviO+2ZQASqa0dRozB1Kn2d9BP2zPoWtAIM93Ppr/ZqhzgYWX+sERozEZ/7Ux2CRyPBsNUvdmoBxak19Y4YlBmse2jnoMPWCswjRKwwbE6CDN4WGy6F7JrvVcMU6TPCcwYUet8khrY95DXIKlOh/6qxVEZZdPRmh7F7zga1ZqefR6lh6wILHaYR74j2uwPIs1UsB02vC7Kwq4DMgA76mO6PwdC9IP6ypvcGH1lTz/6zP8AWCjz8MRaw0dSocswdY52jsNnyGq0TF6PnwIEqlVJ2C+wbPWy6FhgnjPNsu5b7dhhsv8A5DXsFSgRK9HCm4xiMsywOxmoM9a85xhgmuYYkG+bAPRH/eh7Ew/kUaO/Dm/NSyYGdmuN9yfOHIfnWXrdVlU3KYYiXm8dmvYtxSgivRzYYfPuOR3eCy+JKVL7e1Ki62mDsea6Ew337ruOvRWQHqlGaD6yig9/BBSPrKDGlZDj5ho5w/nVxSod9jGfY7yaNYKX9T014u8cAD50vN3NFSybDwZgOGBhzhsU6NUpbJBl2aOQ1WT4Eummb9OsAwPZf3Jh5OhdYdSivd259jmgGsHt/wDjVpaij1UDd+ymcaQe9k9hq1NliZIA3H3ocg+cD0GsEcntPfsPsyWufKPYriiYhNn7JLb7THPRr3h/WmiGrNmUDR9rYzgDe81/QngSX6a0bkGonlfkvVecmUd8ulP5wMc4b/nBQfrJiZ3+RZID22UdhrJbbQMSRZ7oG/L7HLDRmtbD9YLRdsA7GKqwAGex0Nj39C8qCTBesy2DN0D332Ld4PkxZ4OsNzr/AP5d1VFs7iFgcNylO3g5fHf3hvQD1gmw3rA9jTvR5FNAGP7id7J36GTPR8hqJJhv2G242B/oP+g1bByA8m8G2zAA/IkM3DA2zYQy9eeQ+ZgYBz+2D+tdr5cbv25QPAHPZ+sEekZZYM7GzMDs0f4Ehvd73hnex5E4Gw8QuWZLp8nuXvQnM3ADLNgzMOjWYeg1jo23U9YZY1y2Gw2awBU8CfOpTpnBczmvfRz/AKP6FsDjRJjWtwPIeyxVkmlMSWjYcvZkMa2Xmd6ki4PAr0WsNGwD9ht+6e5P61IhxveQQZAL/ZBrBZGTDl5oSwbZMw52js/IuUmsSmXQcMzZdPfyLzden4NnJjZLtjkQ2TPfz/gWfquCe0gb8Gwz6A0f+hWVExI5VWuyS3GXjD8atr2Hjyw0H+tX/Yx7wwgRqjAEzYlSXgDeyftmf61LDEjH9uZOAwaP/eGgsMPWC1RxmDdBuWwBnyO85qvqtEiva8iy/n/rXq94RZMYHo4OA4D0c9YOtaw+cFWHR2IzQPgbLwX6wv8A0JGY1Vw3INyDK0Getkw0Gram1uDJ7hyIDLr+9l7Y96DVI7wy9bjGz34RM4D5NhqpZMAA4jbhsuhrssW7n4VcO9+jP3hvOO9vBUkmBef2qIYGHWFhgrXFqI9boONuWOsdB2GC0dNxtWKa0DFYY7ZH2doaDWHrBV8mHTQaOU5nA8H+8MhsSHJfyu8PfsdZ2JCL/cYcAy/wIyWz5EdYAi/ReexbMdGcxDQW57V4AsVGpTkCQvWAAHvdh86zWIaa2yeY23Zzrpw5vsc2XDF93GmybAVnnXgBnyLPwDySV2zr86XC4tID4n9q6snpBvfeuQBd7xMGjyLBtKcH3ilM6+8Veyfem2binAe9S1WUAzA+7b1r0bAdSyZAhsDyLzSMbd2ha3Dck2ZTJtnz8ivDelss0eSNH0dRwzo4K1BnX7M1T4SByTFa51sApT5/9y/QR6PyubpaqCM37ttSAZv2ArhmiOH7QFNZo7Ye7WrHdRBDPoVgzSjNXTMDyKcENVojdSM0pv4amhD+7VsENdQjLaMLG8yvCH92pAQ9SsAjJwZsVxBughGUgGVIs8U9mhe6JcgZ8i85k8K/3nxAeIOIc76yjsHfDp+yKyHXZzn516dZoUefAbnwJEFwzAH2TZvDzrZnUb+7DvYn4X02O7BbCGbTGgzaZvAPnUSt8UYuG6ph+nQYLMyFiF4GIfZzvP12dCz8/hFjWm4IqGB8MToHZJQGDMh5nvgAz1owlhLCPATB7VcxpWQn1uFGyQeeO8z6GGQ5F5EMd6/1e1gbZ9F++xdQBeBcKOJcSlU2oYx4jS58OXXpmcDMgDBmMxsZYC/yfrXvsCSxPitTmDvafC8FNxovDc26gCezQnAE1nipbls8UWeKZFnigWzxTciE/IgRcjjMPd2bAH6wXWzxQgwuM/3S4e0mbxDnQWWTpzJmBhovPkBeY/RywlUsbVKbxzxw3nTauZhR2T9zF6/Wf6PWov0valKrcrCXC+DKNk8Q1JgJNnQZgH9a+iKJSotEpMKlQWAZjxYwMMgHIAAtPSGGkZK/1WCRCznEWsVGiYIrFVpTZnNYjGbNnWvf5bXekbqXGfGPDmEp4Yfig9WK2/7GnQQznvn6FSB/p0xV34fVuFYh7AMO0vfyACyn0RYFGmYPl4unPhMxLVJj5z3XtbwWHYAej+tfQwbF5fToxiKyd7p5SfCXGszXUeKlYzefKAABRXuD+NYw5lN4qVi/72wwXsCQ3mwaMz2Ap3e+GXgp8Tsd8LsS0+h8SsmfSqo9kRqm0Fmvzgvd2XgeaA29hr51xnR8QfSB4g0yCxSpMDB+HZOfJlvBYcl8D2AC+jWWcloGA5AXlvMR9ag1Wj0qsRXotVisvNHvB0L1YIXjd4VW+D+KsAT3cR8JKkbIb3qY8d7J+joWgwBxypVem/u5ieIdErbGg48jRf6F6qsPxF4S4cx/C+1RQjVANbMtrQ8yfrWrDXT1bYDA9d94Jl89Ye4i4x4P1trB3FG+TSnzsh1mzR6DX0BAmRKlFalwXweafC8DA1GhF7pCEJ1bQL53+kC8/j/iDhThBTTvafeCVP8AIxvP8gH+Ne9VuqsUGkS6xOOyPCZN8z8gLwr6PEB/FWI8R8ba/YydRknCgZ2ixgD1n+PR8iqP2+zDN879HucwJVKobrdHig86xGsjM7AM+ReWYS4VzqlPdx5xllMz6nffGiGf2WAHo61ra9xmwPR5HYQnHVZv/L05k3j/ACLyfH9K46cY54RaVSjw9hwD9lLesN71gCRCLudvybit8YDnyjwxwkoZ1uoMdwcgAshRvWai0rhjTmZoYu4xYnZrFTDvgZeesjRvQC64b4OYxh01qlS8ahTYgB/d6TGBn8+9aam8E8DxnQlVGI9VZHxqjJN79abxj9UaZb71KNJ4zYDgB2ShuPVh0NAM0yMb36NCi/vbxXxD/wCAYLZpTR7HanJ1/wDRBeiwKJRqa0DFNpsZkPumQBTbLBTaG2l39zD4YwrjhmpNVXF2NDmWB/dI8YGWf61uEIUtYjQIQCN6KCOdCEAhCEAhCEAhFnihAIQhAIQhAIRZ4os8UAhCEAhCECmAGFh614pxX4CMVh397sBn9VV1jvu50A8vbbPFKjO4i/Z4Jwu49y408MD8UGDgVVjuQdeCwHl76DwPNAbbgGB84Lz/AIo8H8P8SIB9rYCNU2PYyw3ga8fwxxIxrwNrIYS4kxXplHM7I04NdgLz3RvcdLfUCdV9ErdNxDAaqtKlMyY74XgYGpq9bnQhCB0IBCBkJedMG9AIQhAIQhAIQhAIQhAAhCEAhCAQCdInBAJwzEciAQCZCEAnBICcFYE6EAoAmBKmQCEIVsghCEAhCEDpEIQOhInBAJ0iEDoSIQdUJUiB0IQgZCVMgEIQgE6RCB0IQgEIQCAToQgEyEciNQhCEAn5EidQETos8UIBCEIBBoQgEI50iANCEIFSJ0iBDQn50iANLZ4pkGgU1xTmhWyIaDTpDBAp+yMF4ZjDHj+HnZcVtjvWOfoNe5nsXmPFfhoGLY51KlGDNQANYcjy5eTF5I6PrfSs2KM373o+dZ/EU6r2tw3zM+e9eT4txg4bRuNv6AWwxDhKuYbqJv1KmvAAaDAw3gvL8TxmHpXwY4HoZX5vk4c33v3eG+Nfx+yxLISpLpy3/f8A6Fe4eokWTICXOsygO+zrXAAOS7lsN3gtVR6JLeML9gKMMfp7ufmZumkNRDrb4NBEgsZLIaAAFcQ5kp7rUelYesAO7vPnWoh0Rtneu+uTd/8AXw/P/OGP/wAo8YHz5FOCMZqyZgGZgDbavqbhWVJsM28kPOsd7yM+mNl+x32WApTNEfPe2t9GwkwzvVkFBAPdrpjjX97G+TH2PPWaDeesL1NDDesLGF6GzQWLNilBSmGfdraOGxvNbz8KP2D7Q43rDYsvifHNNgRTYMDeMOQFuMYPd12Rj2p6AV8HC7CNBwbHqNSYZn1B9nPM3evoUaXdaQ+rhqMcRd/c+LMYY8zpTrbF9/nBeeVivds9oAL6T4nYJwxMaMwpzLLvIbS+ZK9RDo882AO9pfIze/d9vDcadEeNe90H516nw6pTEaO7UX29Z6AXnlEppmYA4vW6IHZmGogBsBeYY7seZm6aNQzYYA3ZoU2NGv6PWosCMZkGhaKBGcsDMXTu+II0bulOZjaFIjMgAaFKjRnJJ2NtmaG5WWdXdq6o+Hn5hhosBW1Ewq5ofl6PIthGjMRgy227F2YeHv2tx5s2nopJODMP1ilnSqzTmZkd8NYOgvF8Z/R7fw9fOwiwc+mb3oJ63g9B8/619FgC6gy4ZrXk/TcPKjSk8fn5uLe8W+NKIzLpUg5VHlGYAffQXd4LQZ1GxU6DEsHodTY2cjwejrXvOOeDmH8ZtHOYvptVAO5lshv9Yc68MxDhiuYVmBTceUc2bDsjVOP7F70H/Ia/J8z6bm4v+j9NxvqWHlfz7pAPVWjmEWvh2mIeyQzyetWE/D0Wqxe875rey6B2PMn5EU2e+DQMPvhPiHozecPWCt4dHYAjOjmGvWccz0Ljh2WyV86lADdcvmRA0BOZCx5n+MC7RoDEmydh+WF4cjJ2Af8AQtaZxHneyym8l0wsyXef0LNVXBlSpU06rhlwwC8DeZ/wL2/5IdQZg1V0G5wdjnBsd2a/OpoSX432WvxANnkdDnXJk4NeaBupMdmlAGh4OROAVKlCcSo2TIXIYci9erUGZcOyXTXweiHvDennw5c+KEqjSrHWORVkM5VNd7VTX86JveBXrJwaqIPwZXY5YdB7/Wt47uW40Z03olYBqLVc6lVUNGazovNWQTJVNaCDidsJMc9ASw/nU6ezTZNkXEDGTI5Hg98ohhOoPdymAn0xz3oBfZ61HeFdBPgPw2AcOIdSpT+x5nW8yH84JwhxXqXkGwFVpXRzsqRDjPw2gqWGZQPROeIZ3h8nQmjSYNVlG5RpfYKmHto7ux75FrjZWqggP0RrtVNN6fTOgNb0b+v0JTgBM/1zQJYRpezNZ2PeQwVlMBzXn30eoBsPey8oUYzedNt9sIFQP3rPsZK0PdxB6DWyOlVyKzDlnoMD9i96DVbJpVYognBiMBPhHvgyN9nkNSJMlh506VX4vZj9y9yfjVgzJfgNBEqQHMiBse52U9z0eT1XBNHrDTs7Bbj0aaxf2mnvbw9HkWOzuzTDizmzZkbDAw3r3msYei1J0KqxLMzD2MtrQ8z6+sFQ4hw3TaqLTGMYjP8A8tU2g50uHThzae7wrEMluBMacYYMHb9BhsVxG7LUo9+Xr6D61YYz4e1WmuhfY9B3syGgvZP51WMgEaEAP3syA6OcFjp0dMXv6OUmlPg0YMN/J1qkejRJ7TsSUx3rGsAPeHoNagzMxB9ux4Pzgq2pMtyWtbd4dY7wBIsuGOCjmBuuA+bJ2aLFSnPqtKlAbZ6w2ByGtnJywazHDB4+sNBqhqUZt5o3G++Dr5134a/NzZo/BOo+PPtAHLvZd5Hmd/8AjWwjVWjVge1v5LJ/821/P0Lx8Aim7ly272vJoNTYcw4EoOwyzNo/kMPX1q740ZPRzYc1/e9Y+qpRtd2+BnvZeZ508CsHGkA4ZmzNYP0Gax8DGD7PcZlgH+A/6FoI3ZMQtAD+TeHIZ2PB6Fx3h093Zvu9lpVeo2KoHZJeScuzW08FhpzjS4DWWZvPRA2X7wXj/aZVH9m/nZB9ybug2fnWvwljycbv1bVTB4+S/QZoy0aYDfeHtUFwJjPQe8PQalm9ENoHwM2TDQZmGv51xyYM8+10pzJke+s0fjBR3jlhvbAD5/gvf0I9O8eS1mPtgAOb3WgvZP1gpcYDjRcy8z6DDWoMZ5vNy2L2T52XthqQBvs9wxZGdP3L2w/nUjk8y29e42es/nA1y9teDmg+gz0fIpoGwbvsMmXZrZPn9HWuTzzckzY7IF/O0e9QKGsMuAd7jBmXxWd/z9ahSQbCKATu+B/Ydi0GS4zf7YwD50HGbZjmDbAPRD3tHs+RQ33YIIwMu9rgyzZO/Q8B6AP+RbClV5/KCLiCLeegM4OcP51xPDEWSTvYXzAz907oMP61WhGqtNvccM3gA9bRgvO+NfS297HEqUPuH2Xg8+tV558Z0GNd5+5M9Z+g+dZyHXm4zoPsNmyZ/P8AjDnWmerEWpQgz4uc176zXZ57FtFxbmuKhHnw4Nbjm4/eBsaM4NBs+tZGq0dulA024/oc2Pci2bLzAWGxrA9ju8D+f+tSDgRJN98Vnvw1snsNRoRbJUqsAzlMVLQYbHg/zoWoOGxMaBx9gJkc/ehvBUkzCrYFmUo7D/5d3YfoNQoFVqVElHEyDAA3smri9C439EqfQTD7XE+0tcjobw9fWs6dKCG6bkFsAM+T3L3kMOQ16FSqrTqqOew4caQeswPn/rXKfRwN0jnRAA+R0A7k/wChbMdvG+ejOyxcTf8AeZn4Eud8SxRzeViay9+P1pKqz2mKq8JNns12OSBhluKvhDP9mcZdVxG294g2WHu85OdIGWB92tLvdERomhrXYw+Io7J6F1PQAdHWs3TADMvBS2T39arwPWpAPbMzQCPFrGNsxy9a1eHnvtAHo3rGRj/GtLSjsMNaD614aZEmA055F6czAbsXg/BavXtBENzWC+iIGW80C/UcP4jJh3fkOfvGapRwhrqENtWAMpwjLp8bg3RAjNpwje7UsGdCazxW71Hs8UWeKkWeKLPFBysvQALrZ4pwBAgM6EZK7AmQcrLE9nims8VW4hxDRsK0aRXMQTmYcRgLzeNEfwsDDQsDA4M4cZxXIxrXHHqxUzO9k5Z3gz/BDYCkRseV+sMBKw/hV4Ihhey7Oeyb/PYsriHivj+BKCDQMPw63NM7MmCd+T6z2AvIi2d1HvSsogUrEON6xK4qZLP1XJso9OdCxllj4/QZ+degSeK+EWXQpWGHDrc3YEena7PWewF51jbBPF7iKEJiv0alRqUdhzIkd7vnvJnLe4AhxMKtR8P03h6dKa+M0AWeszV33YxVt7DefkxQffYyXTC8w6FL5ElnigFLtFninToWQRCcwQgAQhCD5X+kC92D6RnDedLD7PnMAHRvNfUoa2gXzp9MnCs57DlKx5R275eHZIP+jWBr2nhpi2JjbBFKxHBfA2pUYD+da36ywi9LqGls8VxkssPNGw+2BtGFhgakJVk3eL1XgVKoNZkYm4V1w6JLfPOej2XsvH6E8biXxQw2fZMY8PZMwA/3imHnAfyL2VIYB0Aq3YXh/X0rV5pROMcupTTfquEZ9Eo7DN71QqdjIX9Fijnx+pVVM28FYZreIQDQb0eN3P4zXmWPJjGNvpCNYL4hynoGFKWyb0aOZ2Mz3+S/r5176dewHhikBmVKmwITAaNYAAAtahE3fx9zG8OuP2EcbYhdwiEV6m1VgzA47wWHoXrYbF8qYMw83jb6RJ8ScI044eF6WB5054MkJJ2Wdyvcj408NgrLtAcxbA7WwF599oD51FwvDfXvTcIVPR8W4crxmFGrkOYYb8p4DVwAL1oEJ0LIUmLcH0PGdGdo1ciMvNPhZrDYvB6PWMR/R1xMOHMRvvTMJTnrIcs9fZvIa+mFn8Z4Mo2NqDLoFYiA80+FnoWkM7j9O8ey4gTItSitSoL4PNPheBge9SLPFfOvC7FVZ4OYmPhXjx8zp75/6nnPbDDoX0UB5zV4HeCaEXvDO8QsJP42wlUMMBO7Gc0LM2zYvP8ACX0b6bR6NEodcxVValCihYETOyWfwBvXsqdNysM3e9Keg4MwxhiOESh0ONDD7llXFnihC9X6BCEyPQg0aEIAEIQgE6RCB+RInQgEISGgDQhCARZ4p0IEQnSIBCE6BEJ7PFIgdJZ4p0c6BEJ0IEQnQgRUWLcGUDGdIdo2IIgPNPhoPnDzgr1CD5VmU3iN9Gys9upRvVXC772sN9n9C+gsAcRcOcQqMFSocsDP3zJ72TWgn02DVYpwZ0UHmnwsNowvA183454P4n4V1d3HfCR97s4d89Tg6P5wRhpeP19H0wnXl/CLjfQ+IsUIM6yBW2AsejvaL/QvUORGsXv2g6EicEUZCEIBCEIDnQhCAQhCB+RIhCARvQhAJwSAn/hoBAITgCATJUwIBCAQgE6EIHQhMgVMlTArZFTX+CEqBkIRf4IBCEIBCEIBCEIHQkQgdCEiB0IQgE6RCB0IQCBkIQgEIQgE6S/wQgdCAToBAIQgYEJUyhqEIQgE6ROgEGhCAQhCASIQaANCEID7tKaY9CVAX+CRCEAk6kIQCVMlVgs8UIQjIiDTo5EHE1Xz2b2jVmYLkYX6EHz/AMY8Nvz2DDXYfQvlyq8MZYTDNxgzC/ev6B4kw23Uo55beteWT8Et5psORPkXzOdhu73h9ngczxxo+WqPgAGd7C2FKwq2yAA2C9tZ4bxDO87w8itY2CYkb2bAGuCONdunNzIeSwMMSzsy4hgtLAwS+9vXpsbD2zQpzNHs92umOHDjvmWxlNwrFhh3bF5+dXAUpwNANrShTW+hSAgNh7tdcYdPRj5vJ7s0FHM1LClLRBGAEdl8VpEI3UQQLORcp7PZoZv9ALRZPw1S4nZ/1NIs5NaZPRphve4h5vQaU/WMRuznwvai6ACxWXEKsMZTTEV8LGARAxPSsMU2WxLfAJD+w15birFrEnNBhy8+u9fBvN45fq/jjXkrf7GRxbVc502z2Avnyt/b6o7fYYNnvsXreJ68AQJF4Xn515bGZMyzD3md6+bN+R9PSMfwkYept7od2vSKJTdjmXrVPhilOGAd3oPWvRaPSrGg7tdkRo+Jyc29pECBYruNG2NrrAppvFkN71uKJhUAsN8FeHDeTpDgvNEe6ko+G5cwwOywOtbalYeiQA7tu8+tWTMZhkAbBuwFICNevq4eNGNwXmuygz8NMDN6sGYHkU5mBYu5zKxmMpoRvIrAIwApARkRuhBGsBE+iQaxDOm1WCzJjvhYbToXgaswZTAC8+ccfP8AL34/6/h8742+j9VaDIOucPTOTH3vUx4++D+CfP6DWXo8ljNyJzD0N0D32WGB+hfWazWMOHWH8YRyz2OzTbNEhneH9a+Bz/os334z7vD+r1HTM8RksxarH7LVWwO/WzIBRY0mXRyCLVdYH7F0+f502JMN4m4dGbGIGDn0w9AS2Q0fP0J4FViSYYNzmAn09/XsvMA/zzr8zmi8d6XOtPvRcZJ3jtLqdHiT2jNjJe/k/oVK88/R3ey1Fgzj7M6xWX1JLhiFVwrON6P8IzvOxS41eo9evgzvs1QDQbJ/0K3jPyaVLjNBUqM+BtHr0bP8CeBJiVIO8byZbHvg5PWCsHqPOoLpv0Zy9re9BPWB+hQf2xoNbdz4LhwKgHuj0LyIe7p3b8lrsNcYZNo9F/uT9HQg4cuG0blKf7TEPe0esw9CghVTjOlTcQRMm/Re6F7Ly7BDfjEcqjnnNe+jmd5/ItEEgAwy6culP5Mhveyew/IYIks0qsSrz+zVAOQ9CmnDiVtrtbd5uhzh7YPX1qKDIPADFVYB6zQDwb7F5obLCHUnHg+p8RsA8AaM496jzMMPxgN+lP8AaY572jP9CJLMuBHM32znwg2Oh7ZlRwky4dk6hzjea+E8r/3R/or5PsDiPsHPjhoNp72zPoUQHpdNHtVKf7fTPfM87P8AQtazJpWJBD/cKg3ybFVTKO5DdzJV8N6/RIZDQfrXpF/ZaqZNh5361oco2Xg9sHJ6Hg/nVqycWpNHBlsMsuv7472tl70KvnwDeaB99wIcv3NTj+xPyH0KFAmS4crsmIIoBfrB5r2JqosuN0o6PLo7ToUqLnRH/bUyWd4H6DWKrfDqLUo7s7DDBmYazpkg++Z9Br003m8qw2zeD84KEbLcl0HAMwdD2LwaDVkXeN85dmCmvuxJzb0Z0D1svaDBVNSecjNOvttnkgfOes19I4kpVKxO0EXE8QAlsaGZYBrD/PQvDMZ8Oq5h6Qb87JmU/wBzLaDR6D6DUad3TGbfowJz2HpB2aDPfoVbMqvYzOLKYDXseDYa4yXmDfdguOGHQfkUKS8/lGBmyYX2BrXZGFzXm/Q0kIhgcu/JNZqfPDW24evkeBdp7z7zR5j5g0H51mZJy3pQRW3NZ9GtfSw4XyuRyWohz5b0fRLB7RrA96tqbW5bI5jEo7AP2Jns+dY9nDeILAfYgyTDn0KwjYPxrJDPCC8AB7p47L15cYfn3sw5s1+kU9VgcRYhtZFVAAaPQd+sFowjdpaal0aUDzO8GTO+z0Gvn8KVKyjbnOTGXWD1gHItLRJMvDEOJUqHXweN83weaN7Xos3hyb1w5uBH2U7MPOvH7y97omKm+0BEqrjzLoaGXthh863saquPNAcqyS18ZoLD+cF4lQcc0CvNAxUmNZ7w5w/rWoh1idQe/Yl50LkdDXZ5DBcdxePpb6UfMZO8PQJJsPNAbZsmG8DPZ/gR2mWA9kMLwPkeP9BqspVYiT44VGlRQeA/7yDJ3n6/OrCN2WS0cqD3zWw2ej5ORZPEsGW7DbccMwA9h7wUh7IeigbhgZhsv/rXGM8xJj/YXL3QPYfJ5DXKTnvawYAHT9syew0EiM8D17bd+aHIYWGac5jckdFmjeBhrD5FSRmQCUD8F95nriPbPkU2Sec72qC+BuhoMD1mHyKGpXpMHtAMNvnGPkB4O5P0Gusk3Lwz2AeA9Bsn/Iac6b2lo234jJ36zZNENl+mtAD7ZvR/OexBU1XDEQHWqk2YAO/XyH0Gq0+3QLOjkdvvBap5mJJGyI/eB+6e2fIaqggSqbINgAeOIf8Au7vJ6F5cPIv81V2mdYcuI2YO++AOf5EQ8SZJZEpswAz2Gei/yHyJpjMSA+b8Fw2WucD5FCkw4kl0HwcDv9/nUbttIyNbGqvadbd8kOcLO+Z/rU6TDYqsUHO5es/GHzrHwO1010HIj+gN7J7w9CvY1byT7Xyc7zP84c6uLY3GnoiScPPxgz4LZmHPr1gu0CsVWM73gZwc7L38i0X95YaqsFwL+cOQ1CejRJgZZgbJ/B3/AOfkW3+jHff3fL99iiSXj9prQcnT+tQnpOvvPnXZEMbs/abEdpsUE3tCW/zq9GO6y7Z4a12CS386pwe2Jgec9CaEW0APaeRBvd7yKtZk6N9i65wXqNG0WlgakAereq9k9AdCsA1rxe6wjHY7ZsWgpR96G9ZeNmLS0rMzQ6F7ojd6rgyvHSp8eXfo57OhfWGCa83UobRtnvBfF8B69oOSxe/cFq8b0cIjh35Br7HAzaXo+P8AUsMZI3fQoZZp7PFcYZ3tA4pfIvuPzjlZrTWeKLPFfobEH5Z4os8U6ORAlniizxXazxTWeKCPZ4pwBdbPFFnigWzxWfxtgah4/o31HXwM494HoPnBaKzxT2eKPKjfpbFRuFdHAGm506fPaDYy9JOz8C1FNo9OpTWRBissh5AsVhZ4oBevJiI9HEAT2eKezxTLxRbPFCZAIFs8UyLPFCyAhCEWEpprPFAIKXENBiYko02h1FgHo8pk2DA1848HK3UeCHEabwgxU4YUqovG/R5Duz0L6os8V5vxp4SweKOHDYb+zVWD30OQG9k17DDNH3x7PRgMDC/kTLw/gJxUqU913hzjz7Niakdx3ujtIdYL3AASyL3jeAizxToXjdn8SYDwri1rLr9DjTLNhvBrBYTE/DfhzgmlnWYPDw6xLA7I0doM4zP5162kML96rdheGLfOUnh1xp4rmDGI5zOCcObApkE73jDz8iuD4RcAeD9L+tcTxGXnbPbTjznnj8gLZ8XcW47okBqm8PcMPVKqztAO+5Z85rySBJw/hvEoRJzEziRxFML3gDWzA9F+hkFrEbsb0hL4S4JrOJ+L7vFGm0B7DGFGIxsRohhknM0WXmHIHOvpUF5Ic/6RHZe1RaBhuMFn907SZn6L0YM45PycRtYKx/QHqDXXzsZA9bL3oNRfdeG5jq9bBdQSpl63CEIQZfHPDrCvEKE1ExHFzsh7PZdA7DA/WtNAjMU2G1EY9kwFgXpl47xje4m4PrLWP8Kzjn0qKFkymHss6wXkM7uMffV7KnWP4b8SKBxIoYVWlP8Ae7Hmj3sn0GtavVxfk7wdCDQj0yEIQCL/AAQhAIQi/wAEBf4IQizxQOhCQ96B0idCBE4JE/OgEIRf4IBCAQgEIQgEIQgdCEiB7PFIi/wToE2ITpEAhCECIMAMLD1p0IPDOLX0fgrEg8Y8PH/q2usHn5TWgHv6DUXhR9IF854YL4ksdgqrB5IOu6AM/OvfV51xX4LYc4kQDfyAh1hgPs0tkP1owuPH3h6KBtvCDjZ3gfQutl6+WsGcWsacFqoGB+KkF56mAdkadv0evnBfStErdNr0Bqo0qWzJiPheDrJovDmi1hZ4oQhGgQhCB+RIhCAQhCAQhCAQnSIBOhPZ4oBCEIGs8UIQgE6RCB06QE6AQkv8EKw9/ghIaRGTshcb/BPf4IHTAlQgZCVMgAQhCAQhCAQCEIBCEIBCEIHQkBOgEAhHIgdCEIGQhCAT86RCB0IRZ4oBOCEyAQhCNQhCEZHBCRChqE6RCB0JE6ASIQgEIRfegVBoQaBL/BIaDQgEGg96FYEqZCBUIQjIyXkTIQKkNOhBxsvVbPpTD3eWa1aoMLke7skdKsNAQLORaJ6Neo5s2LPRt5VaEbVsTZKsclv/AIr8yU0N0Lsvijs7im5KMlNDdFyUZKlZKMlNEbops2KJJZbeaMHAAwPQYK1NlR3o2jQriF7/AKPnrijw9nMib9OcCTEPXlHvBfOk8DoNSdcfcNkL9hmvu7ElKOZFMPIvlfiLwuOfMMwbO9fK5/DxRG8P0n036xemlvF8Q1iDPIGIPfGe8+tfmHqC/JdB8wOw1qY3Dd+M6YHEsMFuqPhVuMAd2vj+HR2ZuZ5FbQaD2YA7tbCm0o3rWG29SuqJg9+ZY44GS1516BSsNxYDQNthr6104eNdvlZs0Qp8PYY7MIPvt96tQzG0ezVhGprhq5jUpsA1gvsYcMY/R8q83ktTRqa4as41NALO7VqEYAXYGVqlBCMAe7XYIylWeKLPFaoRwBCkdm0os8UEdOC65KAZRW5QBFnimyXP+KezQjzdEkxok9g4s6IDzTgWGBhoNeT4n4LOU0zquA+55zp5noP0L2PJRZ4ri5PAw8udbdXG5mbi1tD5fgPdmnmw229TZoH30d7Ream1uj0bE7Wef2OoMbHg0GH9a9uxnw9w/jaPlzmMmWHsZDWh4F4viTB+I8JOmFZN56Pf3NRZC8PnBfleX9NzcT+O0P0PD5+Ll/8Am1ZGqsulOtUfFzFnIzODYfz8is5+G2zI5bjGcDgaHmt/+NcYdSiPNfVVfigbR6AeDWyf9CX/AFrg90+w/b6IfuT1mz6DXBFw77i1Y8b4NBFqrfb4J7JAazD1qsmUqq0p3tVGfzo/IAGtxAk0bELRy6aeS7zs9frBVsylPw3XX4LdjoazjnsPzgmiItQwKqxUnT9tAmsb+TX5wVmExuSZxa4wEN09jrPsXv6FyOBSqxeeWbMsN4BvBcc6XTWgiVWJ2+E/oB4OT51oJwPTqU/kS27w5HQ1/jXGTR2J7oS6GYRpG/K9y96E8Y5dNC+D9vp/wudn0J3qa29/rLD8sLD9syez/Aq/sPRTvZDzvZZTHYJoch7D9CtYdYlxvstfiZ0TZnAGz1qXJODWGgiVWI8zIDnPeCg5M6jhlv8A2yEegHQ3gmmhvuJlEfZA6rhiWzJiP+2iHrA1ChxoNYjuxIjGgPbU53eyfWyas2Yxs/bqG+H3zPIakMnTcQyM9tg4dQY3hzobsyECq0q9+CfbI7G9l0LHmUMyadWxPsrhsy2N7JnYa00m950IlVvhyA0RpzOw/WqGq0dgHx+uYuSZ+xqEfQHz9CXGhF7o5m281kVK+/ZnWaw9fWo8mjvstGcSx6I+GuOetl4P88hqzeB+M0H159pick5rX+NI9GqUOP27D7jMyOe+OZ6DDyK4TTw/iFwfiVVp2q4DbAJoX51MM7PwHyfOvmeqwMY/WjtKlRJMB1g7HgNmww+Rf0AjBBrDQG2w9DkB7p3Q8z5FncW4GoeJ2MjE0TJkMaI1TZDWHkPyLpw5tGF4d/enwNWGZcYQguS3njMN7wWWLnRGabTZDTk4ze6zA9i+lcYcFqjDd+3RGXo/JIDWy8HrXkmKuDj9NsnMSjOIGs2QPWAeQ134eZiydK6uPNwbx947LiBWItVdaYpUtl6wLLDWgZqrcY8h9u91g7DCyyxeJPQ340o2KUbxtZ1gMvBY8fnWio+IZQOhEnMPA7ZYBmd/+QXNm4n6+jv431G/jpb06TR6ViGKctvn2H1ry+fhipYVnuypTHaYT57+cFtaVUpzwHkGDI7zAD0H5wBS5mMMPsu9lnPg9rsPOBc0XmwXpPZ2ZsOHlxvfW3n/ANW6wlUqWZ2a8kz74P61pcMcRarTXcipNsvNbDB4E9Sw9SjinWaBOAGgC/Jv0fJ0KhjVWLPM2J0Q7w0Xh7YPX1rs2nPD5v63xbevYeqrGaFZwzVexuh7aI7sNbXD2NqdWp/1bVYp0qschh7F75189Gy/TRCUw4880Gx5k9YesFcU3HMQxCm1VvuvcyOj+hc14a+x2RmjJ7vpKTGfZdB+WwbLwbJcfn9alsn2yPZKbB4w98GheaUHH9VpTTTZygqULz7wD1r0ClTINSYCq0OWGU97Znf/AOhczbXQPQ+0tXg4b1mjNDQYesEsymyzsluNg8YbHWdBqQZxXncttw400Nh9aYKkwbvZZzmTI5Og1jcLiywKr2lrIO94A39YKUbzDwXwXwMD3gew1XyYD8OV25hgLj+RSIwZzt7AAB++ZMNi9LP9WsPEYAdl4bD5Fy7T2YziynLw5Lz0H6DUgMwMls9dmwD3h6D50PQ4knvG3LwPQYH/ADozVM84h3t59gHvA9f41lzzzdBxiL9nvsMDNat6jy4bufEYvs2NGf6DVfMelye/bYMADQ80YawWFt8LjDgRJ7X2SVe78J01+hDOMTrBm8y6B67wsNR2WQZdA23LL9YX/wBa0oT4lShdhqrF5h7Ez0PB869X2hlAr1Zo7+YD+SHxeQ/WC0dKxtSqrlRKrEBl0z0WHZr6wNRGWWwkHElN5zR6APnBUk/DES84rdmU/rsMNBh5OhVF6F4YyPnjtOnr864vPWa1XhJ0edKb2v2l6+9o+D5kg3rzzHFxztiimexGdeSaG6bnc7icD+dV4Pb1IAw9mo0XFrAHte/8amxnuc1TgetWcLcH/wBFjbaLWsYL1NDQKjxss7FZshv869bX/BowastaOiMuX2ZipWWdWXzrRURlszC/QqiGN21ENlywL7717dwTprma7Kcv1nYvF4FhkGjYvojgmDfYwss3r6XAj9583mZv2qe5QAsaBSASxg7oFIs8V9x+cInMEJgQck9nimQgF+hsX4nQFnijf7tPZ4pgBAtnims8UIQFniizxTo2IEQnSWeKAQhFnigEJ0IEQAJ7PFFnigRPyJ7PFFnigSzxSWeK7AizxRbx/jfwcfxa0GMcHP8AYMV0vv4zrOjO8hpuCfGkMbNO4VxOx2DFFL7iTHe0X+cF68YLx/jNwWcxIYY0wO/9W4op3fsus6M7yGvIcuaKx3vD11OvHODnGxzE7ruC8cRPqrFFO0PR3dGd5wXsanRcXF95IhdbPFLZ4q2iDUmX5MCQxFfyXXmTBl7oNfMvCsK5wBqmIGMaYKnzAqkzO+uYjOdeHIB/n/GvqVIbIGPeNgfrXkX9jPNh37wzVE4i4ZreHncTNyjh0+L7Z6Wzk2fjXmVe4/YHn1SJLwxg6TiGQ29ZGnGyDLN/keNZz6XpzgPCVKcbeZw0/PD61NnQFl4X3/JevW5nDrhljzC9PpzcGG9TGGQ7H2Q7Mn0WLTSIjdhvd3pH2spWOMfEnDdLdxBWeGQM01gM942Z4PGAda9I4e45pXEXDMTE9Gv7O/eFh7wMN4Lz+T9HWhvQHac/jjEn1Oftohz+5s6Fyk8YODXBChs4OoEoJPYu4Zgwe+O8z5z9a89/R7GSo93ttnihV9EqrlYpESpHFOMcpkHjaPezfyJ6lWKVRxacqtRZjA+eSznHZeal0bpqR5kHmjBwL2j3gaDkt5Wfnhlb71kj4qYEDEcfCrGIGZNTlHYEeP31nrsXkQ9q4+fd5JxFwBiDhLiA+KnDZg+yGd9VpjWww617Bw34i0PiLh9quUp/Xsea52T6DWoejMPNGw4AG0e8DXzbjzDdc4A4wDiVgtgzw5NesqsENgedXHdjceHvHo+mOdMqXCuJ6VjCgxMQUaWD0eUF4GCuFLf+QmSo/hoGQZoQYIBCOdCABOkQgDQCEIHv8EiL7EIHQCEIBCEb0AhCEBzoQhAJ0mxCB7/BIhCAQnQgRCEBuzEACEIQHkBOks8UIBCdCDP4wwThzHNIOh1+Cy804Gg+cPOC+bzjcQ/owVztTDj1Ywk+9r8n9Br6tv8ABR6lTYNVhOwajFZejvhYbLwXgaM6w791JgPiFhziLSQquH5YH8Zo/bMn51qF8tY54S4t4OVk8f8ACd946eB3yaeGuwPRzgvWOEvHLDnEuL2S/sFYYDvojx7z8i80Ivvpb01CEL1oEIME6ASJ0IEQnSIHQAIToCzxQkToGBCEfxEAhCAQCEIQOi/wSIv8EDpL/BBqvn16h0p1qLVarDhm/wCxB14AzvQjJYI50oHfrBy8DTKwAnBInQOhCEAhCEDISoBAyEqZAX+CEqEDIQhAAhCEAhCEDoSJwQOhCEDIQhAIQgEDoQCcEAmSghAwIQhGoQhCA/iIQhQBOkRsQCDR/DQgEINCAS/oTJTQCQzTpDQIgzQhAIQg0BvQhCAQhFnigEIQrZBKmSoBCEIBcTZXZIgj5KQwUgwQYIOVniizxXWzxRZ4oI9niizxUizxRZ4oOVnikNlSLPFFnigr3owPAsfifBjc/v22AP5FvrPFBs3ry48kaW9i7xvD5OA2DLLci3qRA4ewWXc9wDv6F6xJpTB94Dag/VthLg/w4i3f/l2ysbD1g5bdlitY1HbZ5FcBGs92uoMraIY+RCCG2GxtdQjKwBlAM2LTRG6ODKfI8ikWeKezxVaI3R8lGSpFnigwXr1Es8UWeK6mCDBBys8UlnipHIgwQcrPFFniutnkRZ4oOVniizxXWzxRZ4oI9nilkxmJLTsSWwDzT4WGBheBqUYIs8Vl8/H6q+L/AEeS4w4P6Dl4Rss56c8ej/yT5F5jGequHpTsTsjxgwf2mC8HfM/Jzr6os8VncT4MoeKmsudEskB7GQ1oeZXxeZ9HjJ3w9bfY4f1e8fTN2h8/nR6biFoKzhiV2OaGuxk7PxqVDxC+y+EHE0HscvYDtncvf0GpeKsAVXCtS7c42YAeypxw0H5HgSQ5ISWvq2sNsyY7+wzO/wDAa/PXhvHemTq+9GaLneO0oVbww486FSpT+Se+xVgVJwHTg1VgIzp8/uXvWrCSzWMNum5Rs6fCDWcQ/bAHWClmFGxbTjy9dms2T0PMmp/hf8s/Jps6B9uo1+je1v0eRJTalEnnnwX+wTdh9Dy7HGrGG+8bbenwvzsr8n0em1trt1Of7NIPnDYamFrEHs4+yVKLkuhs6D9BpgelU29tzvogHr0bPWHIqKBPnQC+qsQMXhyPH/WrUDcgCD4Pm80f4wW8Wi4cnqU+DvbsPyvXHM9noTgcWsH398Cpsc+xSAjae1UpwM0NeTyH6OhF8Gt3tzmMmWHPsME0QkRqxLjH9VYniXgfvev+tSDprkZrMp1kyEe+Of8AJ/QqQ3qlRGuy1xj6yprmyQAbFLjHLgNdro0vtkTfZzgm6NEE6U+y66/hh8A/5mmPbP8AAq2MGc66xQ3zgTW9b1Pe2Ga2UaTTq81mH3M0NhqqqsCLJd7JiCLY6Ghmcymi9/zUV4VV3slZiHAqAbDBHb5dNDstcY0OaAkBrA1NqsaVTRAK4x2+mck5n2zPrXI3pVKYz8v61pR87O8ARaDJgOQ47r9KyXoj/tojutk/6F5vjDhFBxad+HJb0Yw1yaS8f/6E16nGBsLJ2H386OftohqUEOlVIDcg50aQHJseBIRv43yBiHBNKOeEFyCcapxTyDOwwMPWCyOJMATjYN87ANjWD3OC+08Z4VpWJ4WXiNjJkMexqccNbPrBfP8AjnD2I8MMCxOiBUqefsahE9i96+g/ItozZovouIw5+ly8ShvVylNAxLiZwMa72j3qPJxDhUAz89551zeBhrV1i3FrcZpqmwaMDzrmgzd0WLGh9am7n9kZja79DK78MeTvfVyZr8F6R2JJrEuS/wBhpUGS8B6AALw1qOAVyBKP6yivMyDPYYWLZ0qTOeMJcR8IE1jWy8HWo9bjYuqUrPqsp6YHWa6YuMfS3Flw5sneBTZ8uMAm3oP8h+tSJMNiqiD8UAjSOdk/YvKRGZPs7UWdFyTsvDzqUdH7S1e24bJ371zeaN3Z4b0VUCsTqC7kZmg98cz/AEL0vDGOadblwX3oEiy8AZP9Yc4LzeSbeb2WvxT8jofzqPJpUplrPiywmRwDkPWHoUXhjIRmvH/Pq+g6DxFi1VrstYYB4GD9szoMD6wWvjA3MY+ySmZ8I9hnrsXy/RKwDzWW++88bHvQ0PB6w51u8PYtqNEkA4w/eB84bD9a4M2G4d8XFzvD3OBPBkOyG+bLvID2w/nUoOyTC7JrjSA2BsMPQs1Sq3BxhFBtiWyzNDX1g98isAelstZFRiHoOyy/84GsV2tTzGQyKi2Bhf7az9fQu0A8maYNuAZmGi/f/jBDMkzascvea6wDvg/rQbLDzANymwej8jrW9n+hHiWbOde2djLvwj9i8ohwIM8DB9g2TDnPf+PnXXv4zRsS/tkc9jwBeYetJGNy4+/MxP2J7wR6z8miNxnTssejnrsP9YKqk59Nd7jvo4e6PeHoWzPReGh5nnAN4H5FBmQGHh7vn2XrHRe7OxjizHQYnPvQzP2L1+9WE+m1yA137AT4/I8yGg/8ajyaaxGaOyKbwH7aPZrD5EmHq9WaU73d8mnmdhsu6DZ+f+tRo23/AAfG4SXE+ds7y9V+drBMDy/VaPyu/wAJxvJDeUQzS3+dNF7poPKQDyrL3OtdgeUXC4tag9rVnGeO7RrVJGP4ZqwjHs7zQsbhtFtLGecOxX0M9PnWUhve7A1oIB3gGxRo23XDIBfl71paPGM/d6FnYzOcYdZrYUoLA7tzyK4hF2uoeZcDfIvc+C1SsdOJyAd68MZPJsXp3CWpGzWWmHPfguzjX480uDkxvhp9YQDzmgy1KVbRHs6KGYrJfffnwCEJ7PFAINOjnQInQmBQFBMgEAgE6SzxTmgE6QEX+CAQhOCBE4JkWeKBUWeKZFmtAWa0AgE6BLPFFnins8UIEs8UGqrEOLcOYYY7XX6izGE9gbzePoAN5rJfWvEPHJWUCIeGKUf+9y2b5rweRnk+f8C80Z3miOjRYnxnh/CrQfWsrvX/AGMdkM5570ACoqbJ4h4tnszn4gYbo4HeDL3fTXg8/Iyr3DHDqgYYM5zbD0ypv+2qMs855751ozDQr6R6GtZPd5Zxd4J07iFHarFKlHTcRwtcOotaDv8AOsrw0401miVkOG3F9gIFbY0Rpx6GZgevrXvtnisZxI4XYY4l0g6bXIoZoa40gA75k+sDUbovD+l7w1wG28OY25eCZfNtEx5jvgJWwwrxKzqlhd88mHWd5sh0PL6CpVYp1bgNVGlSwkxHwvZeaO8DS40XGaLTkiY96wvEvE/EOj9npvDzBwVWdK/3h56xln1qP7F1en8NBiqHhyZRnmMVBDOn2d92iyxfKmLY2HHpTtG+jseJJNTv1nT5J/V7PrM9C9epXAes4tlBWeNOJnq87vCmNGbMJnyWc69ao9Bo9BhBTaNTY0OIwFgMtMgALbpDHW795fGvCKBUcYYjqGGeMXEavU10DAPqw5Js9p+de+4k4LcFo2EJEWdRoEOJFZM+1gffB5795mthjPhRgfH4h+8FDZedDZIALHg+def4h4FcNcK4em1+vnW6rCpcY3uySJ5mydnJYnxe7L5j5jvrKk+idifEEnClbPEdSM6FTpmTTZ0s7LwC+/X5NC5cacZ0PjBAPA+AKHPxJU2HgNmdE0Mxj/jKFwowY/xygBibFsrseEorxsUqgwe5ZsA7O+sX0hRMPUPDcAKbQ6bGgRGNjLIWAru4i3kTeSdPtfH+Ensa1XFsfhdxwxdWKVCYZBmMyy9khM8hvL6qwfw9wXgmKDGGKHGjffAF7x+s96j4/wCF2FeJEBqJiCKd7B3susnY8z6DWjpVNYo9OiU1g3nmorIMAbx3mdnWou+jbFGlpqhVWjwa3AkUqpRAejygNh4D6FNQpbvl3DE+d9HLiaeCqq+Z4SxC9fDdPYy+a+nQeB5rMA7wPYawnGnhvF4l4Kl0pwA7cwGdDd6H1kvo08RZeIaJIwXie8K7h48l4Hd7wchqvdyz0vR7XZ4pkIUuoAhAIQFnijYnSIBCEIBPzpEIBAIsvQgATpF2QCOdCLPFAiE6ECJ0IQIaE5hoSIHQg0IBCEIBCEICzxRZrQCOdAJE9nihAI5EIBAidMlQIYAY614Jxg+j8/Jmnjjhkf1bW2O/NlrQD3o6DX0AlRncRbwfhF9IdupSAwVxGY+ra2x3Ga8FgPH5+g170BgYXhrXlvGDgbQ+JcI50SyBXWA7mWHP5DXlnDrjNi3hRWQ4e8W4j3ZGO4ZlnryQ5NfOCrRG94+lvqVOokCfFqsVmdTpbL0d8L2XmjvA1IUtzoQjnQCEIQFmhCcEIBABahCBkAi/Qi//ALfOgEINF/ggDSoQaBkvOhJf4IHv8Fn8W4JwrjOB2HE9KZmNBsePQbPoPeCzOM+NmFcMTP3fg51brp6GaZTgznr/AD2bF57i2fjGqxwncW8Yhg+jyvY0GmHnVCSHQZqoct3HyoZnE6d9H7Fp4YYxAGKsOP8Af9nzs6VA8l6r3vpOY4ZxRErEp+Mzh+aecFOjmy88DHQZ8hmthhjhXX8TwHaVQMOM4GwpKCx514M6p1IPOZ7A9a5V7g5/oidlVnDFDPEmGpsbJrFMd1vAHWB/nW3Rj3iH0LR6kxVabEqrHspTIPBrv3gpy+ZMAcQn+HUUJdNlPV7h++97bfKo5nyPB0L6LolepWIac1WaNOZkwnwvB5o1Gmjpw5t1ghCFKghIhAJ0iEDoQhAISAnQCEIQMhAIQCEIBA4AhCdAIQmBAWeKEIQAIQnQCdIhA6ZKmQCEqbkUNQhCFYE/OkQoAhCEAn5El/ghAIS3+CORAIQkQCDSIQCL/BBpTBA1/glM0IALz86ATJwAEhoAE6RCAQhCtkVCZKgEIQgDSJ0iAQhIgE6LPFCAQnQgRCdCBLPFJZ4rshAll6Q4za7IQQTjeRFnipy4mCPd0cAT2eK62eKEeOVnikXZFnig4oT2eKQ0akPels8V15EpgoCJDBdkKtEbONnin2J0KVkPWhFnihAiAToQJZ4oNCEEd6MxJaNh9gHmj3gYLy3FvCVxkzqWDgDrepj3sXvR0GvWkBrXLyeHh5U6W6MPJzYK2h85RjfZLIfYeDJ3wXdDzJ+Q+dJPoLcx36xpUrs0vkkBsPyPB/OvdsT4Jw/ipoAqsQM0PYvM6HmfQa80r3D2uYYF2c3KOS0HvmQ3h98H86/Pcn6blwfx2h97jc+Mn89aYeBicPrF2jYgY7HNDQfQfnXWq0FyHI7XSnAZM97J+xeVhJjYfxP2diqxWe0Ma4zoaDD0Gorz0rD17EpjOgn+AP6F83R9LdXsz4k8DptZiWBsNp7k9BqDJpVRo98qmudsic7POC0cmjxaw0D8W95psNAH7Zn0GqoznUTv3HDejhov5w8hovdUw5kSSefTnzZd52jRJkhPfy3/ALHNY2HsA1Ok0em1V0KjTXwjTesNh+tRJMbtNkWqsGy6GgHg/wA6wUd3vRYQK3KhkUWuRLGvi77/AFrqdKyXTquFX7DPWce/QfoVKEmpUprv2wmQvyf4FKgBo7XQJWcFl5xHjs/AkW8uE6BUqVVXTiTmDhyw38h3q1eefhtZFVY7TEP3wBfZ61WBMptbHInMWSGNGsLHmVFZk1yghmZn1lTOsN7Kvdjpusuxvw2Dl0p/tMQ/dHrD5FWxaU2867Kw5L7NI99Ed2GrWmvQZJ9rocsAv9s0h7sL09rtTHY5Z7HgOy/509ze2amUq+aGW29RKqZ6PgvGo5yXGZXYcQRThyw9jIDnW1km+DRxKywEyJ8YP5wVZPgMPMZEtsJ9MPYe95n0Hzpob/mhA9LBqydZJCz2v9aqpmG2Dad+p22TB8PtMF4O5eBSMmdQWs+lf61pTZ67D75lWUCZTaw1n01/WB+gwPo8itFvn/HPAGj14znYOidjmh7anvHr+Qz3/OvKqrhWpU0nWJ0Q7w0HeFlnyL7LmMxJ7uROvZkMawdZ0PAqrEOFYtehmxiNgHtFkapsh3wB5w51pvbaK/N8PHDYjSsgGL2j2cinBMlRnWmzcsav98GswXrWOeFE6j5r4RAejv8A92ls+x9B9HoXls+HKjEbD8WzrZPZ+Na7+T3XEad4dalPo0mOEUG5JgGsD6DUSNWG4DoRZzYPNc6kHhs+y5jjDzJnzqieZl02VlmxnNH5LwNImL6Iu8sd2gnwKbUjyIspl7RoztBrNPUedSpBvxDs198B7E2cFxuQWzZD4J61OjVVg2suU3e7fzraNoY3pkRwjRaqYHZ2OX1ge/8ArR9av0ruKk33R6DdANHzgqnEOIYsB3eF/OHWqUOJcF0ch9g/WC2jDeSXHfJjBWm3Z6bR8SOQ3WZUGWYAB77/ANBr2XCvEiDW44U7EFhmex2z9a+N/wB/IrMrPixTBo94BsNa7D2NohzM+lSgAPgmsc3Av3dOH6lF9LfZEONKjO59Kczmg3sunrBTQebze1sMPM3+2s/nBeX4A4o02vCzRqq/ky2NDL19jy9NjVXJsYnZLzXI6Gz5+hfNuLx9Ld/xcZO8J2de0DgOXhyPM8nrUSNkMu5j7eTn7DZPuT/xqRJyLDBh8GXT12HzqOEnJvYfbADP3Lx3gahRjjNvSL7wjSPjBz+sOdfoA281kOWA62dl/IajszGNbDjBvNc7J72f51xCtsSfsjgGzIMO5ztYPfOpWefR85rQBg7yGGswVFJefgd2/oM9hmHtldRqx37rDjbzLoHZrBSzNiffFnMMmB6PIf8AjUPf638/EoHchH/d5F+tfkzX+CcFyQGYi0gD0LqHoUcE4GaPYWDJ2B7RTWT0Zir4xqbGMAXLbqi1tDPX/jWopR2AHnWUjaFoID2TZYo0XFtXDPZlrVU09AOfjWKgHrD1rVwHrGgczLzSEX+40APa9a2uAJmTW4h/fWGvOmZOv2n51sMHyft8dy/Y8C2j3Rk9H2lhV7OhAfkWgWVwM9fAa9C1q/RfD83YQgE6MwCazQjpQgEITggSzxQnQoahcpJvg064w2Bu2aAPnNJPnwaVFdnVKWzGjsBe888dgAvNzxni7iLIOJw5i9go+w69LZ3/AMFnn9Z6FURuzu5jojnx4o2GKo7h/iUwFBmgBvsnfey8x1gas4HEXEGLWgl4Dwqb0J8L2ajUXslk/OAb1NpXBzB0ZiQdVi/Xc6UFkmdUe+ee/HsDyAqo+HWJsE3y+GtZ+yN6/qmcd7P/AJJ8i06Ob9cuP/8AezjiqTxfw9QZuI3KzQTCnMnKej9mMAMA5L71qOFeNnOIuBaVjE4hw/rFm/KPk12fyKqONL4u4Im4fxPTalh43zyJjXOYc9h9C2tEo8HD1JiUOlRAjRITIMRmQ2AAbFnXo2w++8+qwT2eKRdlLclmtPZ4pkqAQoNbr1Gw9CdnVyosw44c7x2LFfvPjjGbpsYOpX1PTD/+LVNnW8H3LP8AXYvIhnVzHRra9iSh4YinOrlRZhhyXnrP0BzrK/X2OMZ93hWnfUlMc/8AidQZ74w+5Z/r/ArWg8NMP0qb9c1E3qxVT3zpx5xh6A2B8i1YBZsWnSPQ0rJ7sphvh1Q6JIOqy3HqrVT9tUZx5z3ydHoBa2yxCFFXuTER0gJUyEaFSJzQgqa3h6lYkprtKrMFmTEfCw2XgXz7UsJY/wDo8VQ65gPOreEnzvk0wzvejedlfSqQ2QeAwcbAwRneGL7sfw64o4R4kUsJ1AnAboe2jnoeZPzgtgALxfiLwB7TUjxrwyqX7vYjY1917F7yGCi4M+kDLo9SawdxmpR0GsBoCWf92k/OvNPwRvcdLe5J7PFco0mLMaCXEfB4DC8DA7wNdQXrf9RyKPUqVErECRSpzAPR5TJsPMnzgpaEP5eQ4e+jfhnDdUal0rEFbZp7D2eFMZmWM3r14AsAE3OjnXm+7OImPQIQhetAhCEAvl3ipGc4P8eKFxGg3s0yvHkTwDZr0H/Ia+ol4b9MClMT+FRzjb72nTAMD9ehVh92PI9N3uDJ5zQm2eg9aZZ3h1POsYGw/Uj9rKprD5/gBaJeqxhCE6hoRCE6BEJ0IBCdAICzxQhGxAWeKRPyIQInRyIQCEIQCAQhAyEX+CW/wQHIhCEAjnQhAicATIQCEIQCDQCOdAqEyEAhCXegZKmQgAWVx/w3w5xFoztKxBEC/wD3aQHtmT8i1SLPFevL7vkeHWOJP0Y8QBTaqD1Vwo+eg7zybPJ0H5F9N4Mxth/HNGarlAnA80e8Odk+gwU2t0GlYkp0ilVyCzMhPhYbLwL5cxbw0x3wBrh444cy3plEvveZ35IdDwc4edeMe8f6vrZC864UcacMcUYANxHwh1VgO+gvHr9YdYL0JFxe506S/wAEcnQjQ/OgDSIBA6EAhAJL/BOkQOhIkNB2XG/wVPifFuH8H012q4jqrMCIHO6e/wBAc68iqXEjiHxIYdPA7AYSwuH95xDVu5Mw+5D/AD61WjC82j0XHnFfBfD1r/XFSA5p/wB2gx++eeP0LzesVLiNjynHWcaVgOG+DzD2Wd/rCSH8no/IqfBlNgRp7rfCHDj2Kq2Z/acWV72LJ/c3/wAn516hh7gtEOpBibiNVXsVVveHaP7kz5GWdi0Y73kYfBlNnSYp0rgXhIKJTD0ScU1Zm957zsges/0ehekYM4P4cwxK+vKib1err+t6p1Dvnr/J0LdgAAAADdgByAhQ2iIg64mFydIinj+P+C0oJ8jF3DKUzAqT4H2ynmH2apBzgYbL15bg+vV/D1bkOYAYeptYYO+q4QnHYD3njX/o/WvrJYfiRwiw5xFaCW+2cCsMf3apx9DzP9YKt3PeH74Pw64tYc4hNHEYM4FYY0SaZI0PMn/Otwvk/ElKnUerxaNxbvpVTYOylY0pwaHrNgPWb/1r0DDfGCv4JmxKBxbBk4j+iBiGJriyQ86aEZvze4IXKNMiT47UuC+y80+F4OsneBguql0BCEIBCEIHQjkQgEAhMgEIBCAQhOgE6QE6ABMgEIBCABOgEIQjUJ0AgEAmSpkZBBoQoahCEKwISov8FAZCW/wQgL/BF/ghCBEciEX+CASJ0iAQn50iAQizxQaAQhKBoGM0INCsBoQg1AEIQgEqa/wSqwIQhGQQhCBE6EIBMlSX+CBzNIBpE4IHQhCAQhCAQhCAQhCBDSGnNIgDSpkIORoNOkQIhOizxQIizxToQJZ4oT2eKRGpUGms8UIFSLqYJbPFQEQn50yCPZ4pw0Lqa5IBPvDWkQi/hksScNMP1u+UwwEZ099mgDXm9VpVZoLpxakwcmJsvPeAfzr3UFymQ4k9o4stgHgPrXzOZ9NxZO8dbd3G594+l9pfN50d+G72vDMrRvyjP9CkQKxTa26cGc2cCphyHzrdYt4evwHXZdKYM4+8w6FhZ8CJVe7qTdkgPYuhvD+tfns2DNgvS33sOaM8bQr6lhg4zpuMWMu9YexP+hIEkJLR06osAD33uw/6FK7ZWKOOXUWAnwvjBrs9akyY1Nr0UH4J51msLPbB6Fi2/wBmZkxpdHdN9ts3o9mtk94f1guXYIknKl0M8mRvBq/f6Fd2SobQNzg7TEb2OhvZ/oSPUeDPaz2Ds6HWtH4+hRovdCDstV+yVxg40sNjwaDBNAeqVBvclWPRL/7wAfrTnPiHI+qq45eQaAe98HrUsIz9NaszO0xH+jnVCJJpUeqvBUqBKCNL6L9DycK8F31dieCAHsvsXEKSwDpyqHLyT3vR3lZh2SqgESqt/aAD5w9HWvUkZB+ABv0qWcyIfut5go/aWwvlUrZf3zPR6w5FHkwJ1KPtdOfzmusORS4z0WqkEvP7HUG/fBz+tNnlwjgyxMdOVRnwhzfhHse/rVO9DYkzzfYi/U9bY32BYy9/Wr6TGYzcuc2ECQ4eh0PYvf0GknvS4zWXVYuc0Gx2y+xKItSfXEGquhSq/Feps0D7l57QBn5HkgHXKPINiq/bIR7JbIaw/jBz+sFcGcGfDCLUogSYj+x4EAzLpUcMv7fTD2Hzgj3or3qPfmv0pxmx/wBs0ffMvB/IvMsYcMYNVdNynQcmQ3rOmPHv/gnz+hep/VrZm7OwxLyXb7HmT2H6w5FxemUqvCdHrkTs00D0AZ2a+sDR5F3Hq+d+wNsunBNjJdY0Gy8GsFn6xhV9505UHQ6HuTO8D9Br6AxPhJ953LrkE58dgO5qbQfaWf4we+BYWt4elUdoJYPhMivnYDwex9HkPyGo7w74uMkPCalQX80L2AZd52utZqpRn8o22GAB2++ww3r3WfAYmWOXmy8HXrZWareG86Kbj8ULGwvB1nk+db4eSxzYfJHR8xYkN950wfYeZO/YazhhYS9V4i0GXmhOcYvassAwXmU+G4z37bejYa/QYL8kbvyXJw+PNU2iA8ralPWSANs8l3kNU4GrjD0M6lV48TXYZ6/QtEN7RKrL1sTvasbHmtBsr13AfGOpUR0IOIO+hbAeANi8vjBEmVKRLCIbMQO4Z13mAB1qwNmzv22Lw6wXz82GMnS31eNmuIfV0PE4VKOEqnOMz458mi8PQaug+qqxF7t/QfIYbPWC+R8MYtquG3QOlPmbRnebJ7F7dgbi7R6q61Eln2aXyZ2i9fHzca4fVw8mLegSYGSbTb7eoPYu32fn5EHGYktOxZ17Oi+8NBh51NjSWJLGZBfB6/3J+xP+hOAMPNZDbZgdn93dPWHoNc2js3ZF76yhzQlhOCpR+uzvgDzgr6NWINSaDLyWTDrNQalh693tVNN5l0D1tB/R/QoXZpRx9ljoH7UAXp/Y+HzQk5cxC/VPybtrQkTggZSQ3iuIKQAIqEhlTYwfd71FAFNZ1rC3TCzjfDbc0K4jBs/tVPDy1dQz86xar6mg2FjYb1pYz3rvWfgbAzL7/wBCswP4aC6jPXu7FtsH5fb2m3NhmCwMbeK9AwGznVSI2e83gWmP+WWR9l4DD7A16FsFmsEs2QGvQtQC/R/H8PzN+4QgEAvUm5EIRvQCdInQCEciDQUWJ8E0DGDsI8QMHJainnBHM+5M/OHOrpmMxGaBhhsGQDQAAGxF/giy9Huke7L4/wAfxcEwojARXp9Yqj3ZabTmd7z/APIAc5owNR8axmnazjXEASZs3X2RoLI0MOgOv1qvxzwul4nxHRMY0euHAqtFvCMZs5zJge+8Fn8fyazhWg/WOO8eSTA9EamUSNkvTD6A3n+BVEb9Ic13pe9vSIeJ8PzK5Iw5BnMvVCKGdJaZ15Pr6FcL5iwBM4lYJpuIOJVVwdGolHBm+NBlzMmxgOsN5vH5zX0HgmvSsT4SpmIJ1KegO1GMD5xHd7N/IlxouM269TrH4n4i06gvhQ6VFerddf8AY06JrMPO8exkPWrjDH7znTc/F3Y2Zr539niX2Mh0XnvPzqNG3m76Lq/wVLieTiNmBl4Vixnpr52XyHrGWfOfX6FdciNCkvuwtB4aMMzwr+MZz2Ia2GsHng7ln+CzsD9a3ABZoTIXm+5ERHqEIBC9aDXahCEAhCLPFAGlTIQKhMhByVFjDAeFceUs6VielMzGjDnDWHoNaJAAvXnu+cpOAOL/AATkHO4bVE8SYfDWdJlne8yHkNbPh79IfBeM3fqaquHRK2Gh6DO7k7/J1r1qzQsPjzg5gPiK0f7wUNntHJLZ0PB8693/ADY6Xj9G2A2zEDbsMEy8CDAHHDhXZ+4mIwxPRw/+GVM++APIauKJ9JOhsyvqriHQ5+FagGg+1snkn6DTX8HvmmPfq9lQq+lV6jV6KEulVKNMaPnZeA1YKW36hCE6BAQg9CL/AAXoF4L9L2vZOCIWEYLedUK3MAGWQ3nZ/jMF61jbH+GMAUZ2s4jnMsgAaGr++ePoAF47w6wTX+LXERnjTjuC9DpkI/8AUNMe36Nj5h/m81phjTvbDNfk6Q9wwlR/3ewvSqHzwobDH4AsVr/DQhSoIToUNSJ0yWzxQJZ4rqCLPFCAQg0IBCEICzxQhCASpkIBCLPFCAQhCAs8UIs8UIFTINCAs8UIBBoD+IhCEAhCEAhAIQPyJEbEIBAIQgEIQgezxQgEIEQbIPNG242BgegwPnTpEHzlxX+jrOpVRPH/AAkfegVBg884LWj/AKP9CuODn0kImJHQwljwAptdY7gHj0A8fn6DXupryfi7wBoHEVo6xSrKbXQC8JDOgHj++/rVQwuPH3h6wGtOC+WsAcaca8KKyGA+MTEk44aGZZ6zZDkO/nBfUECfFqsJqdTZbMmO+F7LzJ3gYJa4vyOqEIUtDpEX+CEAkM0Gdq81xnxvoFBnnhzDMV7EmINn1dT9YM+d57YAKtGd343osyZEgMHKnSmWWmAvN547AAPWvIq3xvqWJJEih8HaMFbeY/vNZkdzTIfrPnXnk97EfEWs9kxO/JxVOA72cN0F6ymQ/wD8TJ2H8n416hQeCc6sMR2+Ic5kKexYbOHqMHZqez67Nbyejm3u/R5pSqIxiLELsvLk8UcVgdhyHe5oVNPo6DXrdN4MysQyGqrxYr51t1jWzTGu5pkbyZPP869IptKptHhBBpUFmHEYCwGmQAABSATdtGH83KNGiQI7UWDFZZaYCwGmQsAAXVCF4oIRyJDXjU6EJFYDQgEIK+t4eo2J6a7R65BZmQnwsNl0LwXg+JOHuI+F0WWxSoJ4wwC/rmUaRrehh1s/4F9EIMLw1rzdheHd8y4MrFYwTFDE/CCc9ifB998ygvf32mr3XAfEjCvEKB27Dk4HnWP7zHPQ8yfnBY/HnBBiZPLGPDad+7eJWDz85rQzJPoeBeSH2ufig8z/APp7xLi8+yn1j+S8/wACv3YzvjfWaF5fw34xt16eeCscRPqTFcXQ9Hd0BJ87Jr1BS2i9whOhFEToQCBkAhCATgkXazxQInQhAJg+8SprPFAWeKEIQOhCAQCEJ0CAnQgEAaEIRqEISIydUqRCB0IRf4I1CEJFAEJEKw6EiD1qAIQhA/IkQhA/Okv8EGhAGl50yWzxQHIm50qL9aBkJb/BMgEt/gm5EIDnSmhCAQhCsCROizxUBEIQrAhCOdGQTpE6AQhNZ4oFTIQgEIS3+CASIQgDSGhBoF1pk9lgoQIizQns8UB94gSzxSpkWeKBUyEGgVIadCBEh712SWeKBEIQaAs8UJ+RIgFys8V1SoEs8U6EWaECGkXZIaAPWslifh7R8QtOvxG+xyz52dGtapCwzYYzxpbfDmvBe8Pnqqxq/gmV2XEcQzhGdjM4A0H6/wCtQpNEbzfrLDL4Mu78kD0H6F9GzI0SpMHEnRAeaPQYGC8sxVwlnQHfrXA8oAANZwXdh+hfm+Z9KvH3js/Q8b6pGTpfWmNZqTbxBEqrfZnX9F5hoe8hri9Sn4DufSu5PkZv7k/QanMz4NVvodcidmmhoNl3+REkH6IAZjnaYR8j3J86+dp8voKefGo2JGuy1GJkyw0dBgfkVOB4gwk72WU32mnn77+sORbDJpVbY7vWYe5M9YehV59rponFnNnMibL9jzK8uFRf2Kk/9ZWS6U+B9bN+sPQa7BMiSfsk7RZsdssMD/kVfPoLZkFVoEuyzkA9Ho8iaNXgkn2SuRTZdDRnWKN16fgvWTlxmjcfczgDY8AazDzrgdKiVJrPgvgyZ84exNJnS4bRvwW+0tOe5DkRGgOPWVKhv5Lp+2jmGg/WCv3Y+luQViVGdOnYgi3s9dl4GrJlnJaz4LgSYh72j5PQlZqrEkDptVi5JH7p7Z8hqvCjy6DNOVQH86Kfto729HomRjC+VQ7DD30cw/WC4wwfMDl4ffyXT1vU909D3oWg7NErDQSot7MsOg7HgWdnyYvanWKq52OW3skBsP1hyetHkdyfZHpX+qnzgVUNZxHedHaYNYdOm1GL2aoByHoU1k2JLXYcTxQev9i7s/A8oVbo8uNFz5Tb1Yp7Gtl1r++xv60aA3p1KHvGzeDzqveo9KqoPHBsjSH9DzRhey96w51cRp7HYgc7V2mPZ7Uw/WHIuR02I8faoNgGYbL9BoPN63w97M6bkFvJkb8o9h+QD/kWBn02dDN3L74NZvMmGsPWC9+eksSb4M6KZ+Q9/wAhrM4qwk29H7c3fJAA0Oh7Zn19YKLj8GuHNp0t8z16BQDYMHAyQfD2L2z5F5fWOHTGU65BlhYfIesF9K1ugsPWOPsMvNX2XgFl/wDQa8yxDQZdHkSPqq82td7Lob/QtuNybx+hyeNhzz+ty8Sk8NLCM3GGQCzY08npUOdhiLIixYthv73rNdnQvSA3G/FC/wCNHe/kXeNDo1Vad7JZGkBvA/6F9X/Ov73yv/jYv0p5VGnuRjzMw2Xf1ok4wlRjMIjYAd+sOtbDEmBpbwdxFDN5Mk960dK4dYVrFBalxIIBNYCx5l4NYGrvl4tN0RwM2+mzzeBiSLMdzH8mM769BqzZmMHv0ZnOpD2HsOUSRLbnUo3r9Gv3Kp3sNsMtduocqwPhHrA/kXkXGRF4s2P/AKp6lgbipiOgm0w5O7THDYDu+z+f9a94w3jalYqgAeeBnz69h/yL46gT2Da7LUYpxj9zr0KzgVio013tbD7wGxseZMwMFz5uDv6OnDzvH7vtW99kMz++Bv0H3wf1pzZiT2sy87+R4N/zrwfAHGk+0NU3EffX7JABf+MF7VArESY0D8GUF++zkNfKzYbx9LfVw5oyRvD+f/UhOYb0Av0r8ydAZiA1pgQdhCz1qQC4h8PL+RSGdHdrO2kOwB8RTWT15iihvFd2cy/zrNutoauI2g7N/nVDGcsBXEY9ejn2LJbTQD/2ufjVlGPQqWGdheRWUY27As60UvoG8Pxr1jhRA7TiCO23ya715PTe+9mvojgDh7tM051mgNAWLp40b3Lk5N6Rs+ncMRsmA16FdqJTWclgAUtfffmwmQizxRQQgEBvQOhIi/wQOaRAAZloUgGWw9aDkDK6gFqEIHWcxm9Ohw2p1DwyzW6qB5MYHjAAZv5zM9gehaNIib7vJa9RKVTcrGPG3FTMzsp50amNBZCZPyM73j9aoaDxjY4zTJFKoGJ2cK0Jg8jOMwCbM68m/QyHn3r0Cq8McPn9d1+cxJqtVlQ32GXpZ5xsgYHoZDk+RY3hphugYS4CQv8ASvh+HDapbL78kJbIXgBvmYfOd4Lo+xzXF76PUsJYSw5hWBkUCKyAP63nr73nj6zPeavlgeFc+uVWk9rcoDNEoVgBR4h352R1vdF/QtwEljtHZM9nN35V+tc177umNNersmQGtCluEIRoQHIhCEAhOgECITos8UCWeKE6ECIs8UJZMmJDaz5UplloOd47F6GT2eKrIGJKBUnciDXIEkw5GZIGas0eb7hCLPFPZ4rx642eK8y+kDUqPTcBy4j9GjT6nVP9X0qObIGbz72jR6L16LW6xTcPUuXXKrKZjQorOe88fIC8twBR6rxFxQHF7FUU2YjAGxhinPe5YP8A3o/Of6FWGPvthmr9eks5hv6K8SiYcp/1bjGt0eugyHaZEST3Jv8APo6FZ/Un0k8JDZSq/RMTx2NgS2cl4/nXttnihXvR4p+x4uHGDivSiy8T8D6rYG92nSQeBdQ+kbEZ/v3DnGDLvR9W3r2OzxRY30CpNMv5PHA4/Tp7X+o+EmMJh8l8PJXI639InGHcUrCNNwlHP/eKhJzng+QF7WAAhebnhv77eT4V4CUaNVgxPjusScW1sNYPTvYsn5Gdi9YAAAQBtJZ4p1d91xER6BG9MizxWTQoAmQizxQCEI50AhCEAhCEAhCEAhCDQAIQhAWeKEa0IBBoRZ4oBCEIBCEIBCEGgLPFCEfIgEIQgEIQgEINCAQnSIBBp0hoBOCRCB0iEWeKABCEIMvj/hphXiRS/q3EcHOy/YvM6HmfQakYDwHRuHWHmsOUN+ScdgzevkPXmZmtHyJERodHIkM1VYhxPQMK052q1+qswIge9dPf5A61683/AEWpmsbj/ivgvh61/ryo500/Y06P3zz3yLwnHn0n8R4qn/uzwkpskM/uAlgznSXv4LPJ/nYpfD36MGKq3K/eDiNVXoBva3mWXs6a9fvve5PkXuiN9/RWYh4o484ozPqCI3PgQnzsCh0bXUHg++e2Mh/mxb7A30eKkcAImLpbNEpR6zodJeO97/8AEyd7y9iwlgnDGCYH1dhijMwGucwDW96z3mrv7tN0Rh++1fRMPUPDEBmlUClRoERjYyyFimp0ilqE6RCNTpEIQCL/AAQhA6RCEAg0X+CL/BWBCEIyCzuOeHWGOItL+qsRwQes1xng0PMn1ga0ScETfd8r45wliDBMIaVxCYk1vDjB/wCrcTwQ/wBYU3ov6w8h6FreHvGyXhs4lD4h1JmfTH9FKxOzrZe8j3Qfr/xr3Z6MxJadivsA8D4WGBheBgvB+JH0e5UNqXVeF7bOVK1zKDI/u0n+D0H/AJAwVe7G4vH3h70y8xJaafYfB4HwvAwO8DBdl8Y8OuN9f4S1k8MVyLPeo7D1kmmS/bQPQa+ucMYnoGMKS1XKBOZmRH+cN4H0H0Go0bRe63QhFnivVAEJ0AgE6E1nigVMhCAQhCATpE6BDTpDQgdCL/BCB0JEI1HOnNIhAGhH60GjIISIQOjnRf4JFDUX+CEIVgQhCgCEIQCEIQCEIQCLPFBpT0IDYCQzXI5LYd3vQZ3+zQdd4Is8VyAHPeKQH3iABNZ4oQgEc6EIBKj+GhWDnQhCgCEJkCoTIQKhMhAIQCFbIIQhQ1CEGhAJUIVsiGhCEAnBInRqEidFnijIhoTpEahIuyRGREIQgEIQgEtnimQgVJZ4rqlQIkXZIgRCezxSWeKANKmNFnigVBpuRCDkaROaECIQhQM/i3h7QMYMfbooMyA2PNBrXlVYgYgwM72WuMHPpj+gJYBeHzr3gD0IkssSWjYlsA8B6DAw3r5/J4EZ/jf4930+Nz7wdPntD50k0eJJa7dhww68q/R8h8iWHXmJl8SqsPA6xoMDCx4F6BifhFKgTDrmB5eSZ+2gvbHvR0LHzKbBrF8WqxDjVBjr0PMr89m42bBetvvYeThzx0Z+fh6Uy79ZYflZPkDY961BCTBngcWpRAZdDQYGGg/R0KdJ/eDDbp5gHJj2f3gA/WClAeH8YRQcbfBmRyOguPR2fFs+ECq0F0H4L5vQnD9kZ6wVmzUqdVX8gH+zS+Q9l65HGrGGL4lVidphcjwciY41HrDR5DgaOvk9aQX3S5LzeiLUbL+R49h/0KI9Ml010DBvOa6DPWHoXLJlxr4svvg5D3/j60GzLZaz4LbLxh7kz/QrZLUHolVPtcGXky/ihz+sET2YlVa+rcRxMl2zRIa0LPxqlExC6bkFg4FYY0PR3tF6uKVWG3h+qqywYOhyPbwSL3eXHjRWfrHDDvYazE7fTH9ASGQ2esFcHDnQ2u3Uo+3wjDQAHrD0H/IaDCXGAzguZzNmuO7yAimzLO8pR5LvvoL3P6FcQm73QghxKqRy6VYzLD2zJ6L/AFgqfszbM0okFzs0s98F32L3nD/AtUbNGxC6D7d9NqYbHgOw/wDGoU9mI9ZTcYsAFh/ZqiGgL/5DTR5FqkJLDzvZKlENl0A2O+2D0HzpwBiG72Xfov1nyfzrlVY1Ro7XZa5FOq0n3MhkO+Z86M6yOD7llVph+9Z9syobqmt4MiT2nZVNcBkz1no0H6wXlWIcKy2XeydhZN1wLwaPY96DXtoRn4zXbqVK7ZE57N6jyY1HxCOQ+2DL2/YouGsZrh8m4hwlY66fZHozof51rLyaDKygluRTZO/2rK+pcT4YqIXsPxWZIbGTs12dF/P6F55Mw232g2GzBkH/AHJhoNIzXDXSLePs1KXGHss484OR7kRPky2TanU5zWxrvBbDEOCTgd4w3eD++OYLJPUrsDuQ2bzP3Rn/ADraLi+73tpqjz6xR8TwAi1WJkywCwHmj2GvKTrEvD1eOJO1g/oXp0mlNzyN9hsLw3n/AFgs1VcMRZ7v25i8w2HyGu/jXEdHzeThu+8ezjSqIxXqpHzH2ezm93zz3csgCjhGYB2Ww239iAzADPX+hW0OGxGAIk4LwA9AHsU3JDR2H2Xwlt5vscf+Ne2/yogZOA61LYvA94HfoWtwxxCqtEdAHJxgF+x4zs/wLPgDbJE2DYMnzsvKO8He+wyQ5AvvD5FFxGT3XF3j9GK7vQgwtTIs8V2uEoAuoaEgLsAIswBcpYAuQBoUgFk1g4bxXUL7e7ScicNe9QtYQ/xmriN1qnjaBFxWsY9ala9jaD161Zxjcuy/IqeMe9vWruAy4Z6EU1GHoxvOgw3vM7F9q8FsNt02hxwsDZrXypw0ojlSr0JjI5wvX3Tgymtw4DTeXZYC+lwI9rfI+pZumjSgFgAhGxF/gvpvjGQlQizAaL/BAA4a7Azr1oOIA4a7AyAe0XVIgARfrQhAIs8Uby6EAgAToWHxPxXo1EqjuHKPFk1utsBe9BiWdyHW88egEiN03cR7tqa89434Gl48wQ7TYNVZgOwpLFQDtHsXsnXY95FgcQ8YOJswzpuEWKJJrB+xplMA55s/xntDIKWfBzivxFw8ETipxKOGZ6+w0lkAZD1nzrWI07sbzbxpE7EwxxU4r8UWncP4Ow5Do4MGbMmvOnnRdGjuQ98vSOHXC6DgYpFRfqsyt1uo/wB8qc473j8gdAeRWGA8MVXCVGCjVKsMzwY0RsmMDOSx0WAtQou/sgw4fvv2CEpnYPeaF888KPpCVmq4yqtKxxFyaJUak/FolTybGTMD9jekRu2vNOO9LfRHOhR3pkWM1nvy2WQ6zOxV9ExhhjEkqXEw/XIc92FZ2kGngPJv2X/gUaL3XCdInUr2Fnins8UBsQj0AjkQg9mvQgOdec8S+Itf4dA9iCVRoczD7IBeYScmSB+QD3/InrfEuVPnnhnhtTgr1TYPIkyL7IUD+M9zn5AXWicKIn1k1ifHlSexJWw1gbofZY38FnYHr3qojTvblu7vpDG0rjlXOJ2IP3VwBBCiGEYHnpdcZMHrD+CzzrcQ+FFAeIJWLpczEk341RevAPQzsBGP69wvwZ2fE+NH6bGl0684xn7b5FicAcYOJVYh1CuVzhlXnokqTnUoI8ZkLItmi+8wMzV99eiPjXHXfs3FY4P4EqrsR9uhswJEJ4H2XoPcvBZ5wWzALBVfDrHaaGFcl06ZG7nPOO8ze8HksDnXWj1L64gM1LssmHnhflSAseD1go7OmIiP+4TkjzzcZo33HABoAvMz5ATryTH9VqPEXFTvB3DEt6NEYZB/ElRZP2LB7GQP4xphjcu9IQo2fx4xR2pwD/0f0F7uQP8A+MSg5z+5D869oBkAAGwCwA0WKJR6PTcPU2JRqVBZjQorIMMsshoAAU1Lvf0MMae/sLPFKmQaloVCZCBU3OgEIBFnihCAQhCARZ4p0IDnSINCsCAQnUBEIQgEWeKdCBE/IhCAQhCAQhCAQhIgE6EiAToSIA0IQgEc6EIBCEIBCdCBEAnRZ4oEToQgEie/wSIA9aEJ+RAgIQCEAi/wQgztXoL/AAXKTJYZaN83wZaDWZmdgAsJxI404K4bxzbqMvtlTs0U6PreP19C8f8AqTjh9I11p+qn+6uEj1gzrDOD0b3j9dgL3Rnd/g03Ev6UVDojruH+HkQK9Vb8jODWyB+T43yLKYe4D8VOME9rE/FeuPQIh6waP21nQDOxn5/wL3Dh1wQwJw0aA6VTQk1CzXUJGt75Oj5Fvb/BN0ab+7L4J4aYL4ewuyYZozLLp+2kHree9ZrUI+8QvFC/wQi/wQvGp0JEX+CB0iEIBCDQgEIQgFh8c8YMF4AdCJVZxyam/wCxp0QM54/kWgxbUpdHwvVqzBYzpEKG+8yHnADNeO/RUw3SqrQZvEas2T8QVGe+D0h7WbIaNAdG9Wwu++kNEzj/AI04kaCVhjhIzAjnsdrk/JP/AKIa070/6ScYMxvD+CXvugkvAf516whDw/P5vGnuN+KsGE0HFThlPpUc99Rpx9pih67Nn416hhvE9AxhS2q5hyqsz4j/AL5k9nrDkVk9GYktGw+wDzRhYYGF4GvnXGdN/wBAPEuj4qwqBxsOYhe7LUqcHsQPrAOTr/GiO8Po1FninBCNQCEyEGC4l8HMHcUYBhVYnZqgAWRqizoeZ/rDyL5nk0fix9GbEYVFh83qY+dnaA1xZIdBhyH/AJBfaoKPUqVTaxCdptViszIj4WPMyAvA1W7K43Y/hdxgwxxOpoOQXwjVNgPtNPdPWHo6wW4XzPxF+jfXMKz/AN9ODsuSBsHn9hB485n+CfP6DWj4RfSQi150MK8Qw+qq2B5ASDDJZePoPoNNPwIv7Le9oQB6EyyalTIQrAhCEAhCEAhCEAhCEBf4J0iEDoSIQOhHOkRqEX+CL/BCMghF/ghAIQhQ1CEJb/BWGQlv8FxN5tQOxoXE3lyOS5rVsktIbzYe8Vebz586fJfNBNB68stdb/BQmWTZO/nUtQ1I9n292o+S+8V7jimoQRwjLqDLYJ3NvkQgLLEGhCAQhCAQizxRzoDkRZ4oR1IBCLPFHOgEIRZ4oBFnihCAQhCAQhCAQhCASmmP1pVYEifeetCgJzos8V1s8UKwqZFmtAKAWeKLPFCEAlNMlNAHoSJ0isIhCEZBCEIBCEIBCEIFRZ4pkIFs8UGmQg5GCE5pECITmkQFnilTIs8UCmuKkGF+9Gz2aDlZ4pwQkQOZ2BYqHEmFaVidrv28mUHsZDXtmVfGDhpLPFZ3hjJGltIzXjveHjlVolZwq7kVUO2QT2SADR8/QsPiTBll9fwkZsuhreaDYfyL6WejMSWjYfbA2j0GB671gcQ8PZUY+3YVMLN5wXdh+g+RfB5n0r74fb4f1L83j+EseMVWR+79cYNmXssPn9HWp1bwk+y6FVwzKBl0OQ/YvevoXWt4ew/iGQ726K9AqcU77wCx5k+uz+ddQrErDwBFrIHlWWBLZ1g8vj6fp/1b7G/3wpY1VbzeyVWD2aRztPbPWBpp8CVGslwX7+cAPf8A41oJ9Ho+JId4WGB7Oj/As+ECq0QuyONnPhGfsXt4eg+dRcEWrwqVHrb/AGSc32CpsaM5TpIawiYjYvAPYy2t4fOiTR6bWGjcbbzj++Dvmf61BjPVGiNdknN9vhbD8ij4/b9m3v6LiM9OgNA//f4QbHWfbAnksxKk0E6nSwMw+Sw/P0JIDxwO/pT4PRz3smGsF2BmJP8AtcFwIcv8hrVl+iCEntjvYayxkyPcvbD/AMas5NVlU1o4mIInbKe5ozrNnrUKY9Fkn2GssZLp7D5D84GkCTWcN2AbHb6UYawPWYKd3miWAP0qL2rDj4VKmH/ul99gfcn/ACKCFKYn31nB0vJke+iPaAv6DDkU6BAiPGdVwjKybzvkxD2H8nInMKbVZug3qPWA2Hszv60esz9awfrTIczqDVT3gYdy8rCTGYeKycwEOXyOh7F5TaxDbktBExVBB4OSW0Gz+cFFepU6lMZcX/WVMMNl95gHk600Vu4hJfh/ZKrEB5o9nOq2pYYw/WGjYBi/P9ye81ZQ7Da+wnnROdl3eCXsEGpX/VUqx0N7Toa14ejy/E+Eq5hhoH2Ij1YpgH31mt5n5OcFh6rh6lVUs9xsGQvv7k7PyL6FjPSmXeyVFu89gPdfrVJiThpTqw6dRpRhGnbDDkP1qdPwbRm06W+bZ+DHGZ4Md8y0ex5oL/xqvquFZcDQ/YYGegw2L1Cq02pUGZ9XVUHmTfPn1gfoNQZ8B95ru2zOzk3pvbbo8keo8u84k6KDzR6POChSaP2Nq8NbQc/OC30+mvzHQlwWDM9hqDPCI8LuzNDQej9YK4zLvDFsFJhhJBpxxu8OR7kvUSSybN4ONmyew71fSaa5GdN+I5YB72j9iaiHJfZa1gdnQevR5F2RmcGbA8iBMlv8EwaF9Z8U9ninBIGhdQQSQ2LqC4gacNZLJs6gF+xSA2WNpQUgFCkpkLPZ7FYRtZ5mXf8AnVfGsDf+tXEb5LFK1lA3AtZRAvs6FnIAd6HQtbRw+73qNzR7xwEo7cmsnKs2L7ApTOTFBtfOv0eKPZACVl+0NfSEYLGgX3uHGmGX57n3vmSL/BIacATAyupxFALl1BlOAJkAAWoBCFYEX60IUAv8EI50WeKLCE6EByLBVLghw5rFbm4gnUd45FUsOYASXgZes6wvsNb1Oq30TcRfurKJhuh4bhBBw/RocCIGxmOyDIKzTbEKVfwiz58SmwnZ1Rlsxo7AXvPPHYAAvOcQ/SQ4O4eA238YxpJhyRO+/QvTnozElo2H2wMD3gexU8nBODpP97wzSnr+uMCqNfvZZvL9jx/HPH6onw+quI8M4Vsp4QzslzpjLJ69AGDIXme9UmAOBWI69wgpmHMaY1Zh0p8PrA4kSGGcybx52t4+fWqz6TlE4ZUqs4Swd9XU2lBUZ4Taq9HZsPsQbw0c56w9avcPcCm8eVH68fi1jCWEjZyI1GZnvA9MD472vufQun+uHH3u9L7PKKrArgT6xTnKrUsT4SYksQv3skG88zTWPfWM32GYda+r+EuDMD4JwlHg4AbZehPhnHLA7zkn1mazsDgU/h6AFGwjxDr0CmAFgQXcmSzZ6DBS+D/ByXwodmgGNZ9ShTdYQXWQBlk+sLFjd7w2wxcX6vTUJ0LnfQAJrNCEIBcpkOLPiuxJzGc0+BsPB1guoIQV9EoNDw3AapWH6UzAhMbI7IWApxg4YaNB8iZC9eejwqlfRgpUnGTuOOI2I5OJ5APZ8Zl4LGQ6Lw5/0K9PiFibiFUZFA4TsMxqVCeyJmIZAXsgYbwZD3x+fYvSK3SvrujTaNnmz22MbGaG8LwsWP4b4Gr/AAxwe7h86yzWGoTJ9gZCNk69Z6zv1mZrT4v7q9nNpp1j1XeGMKsYSakSpVfn1KXKsOTIqEm++zoDYHyK4h1inVIzbg1KNJMN+U8B2LwfhuzhzivSKhL4oV957EpyX2XqZIeyQpoXmAZLPosO/WtLhvg/w14ITHceP4jnsgwybF8uSGSAH5ADWaVPbW/ZEZr16er2BVtKw3Q6JKmzqVTmY0iqPZ0x0A1vH1mqmBxO4e1V2OxBxrR3nZVmSyEkLzv8i1CjvjdMXGT0CEIUtAC/d4L8QgLPFCEIBAIQgE6ROgEJE6AQhCBE6EKwidInUA5EidFnigEIs8UKwbEIQgEIQCASJ0IyCEciFDUINIhAIT/xEitkEJ0ihqEJ7PFCBE9nihCAQhCsCEWeKFAEGg0iAQjenQCEJNiARf4IM2wDXsXkuOePFNps/wDdHh5BPE+I39DLUfWyyfnMN/8AnWCrRnd6PSMQ4koeGKW7WcQVFmBCY3uvH+QOteH1LijxK4xvyKHwWob0ClAeS9Xpfc/g6Pzn6FdYe4D1/GdRaxdx0rh1WWGtmjMnZGZ8h2b/AJPzr2uBAiU2K1BpsVmNHYCxllkLAAPQm6NLyPKuG/0bMHYMdCuV9w8SV0++ORLC9kD8gfzmvXbPFCF4uI0IhCF40GxCE/IgOdIhAIBAIQgEIQgEIv8ABKgDeBkDfccsANZmfIkjSYk+OMqDKZeaPY80d4H868H4r1WucS+JcLgfQKi9Ap4M9trzrW+zfk/gs+c17bh7D1GwrRolAw/ECNCihYy0H+d6tnF7rB5lt5o2zADBwLDBfN9Kkv8A0bOJLtKqOceB8USb4zv/ACb/AJ/87Na+k+dZ/HODKHjzDkvDlcigbT4aD52T5DDzgvIRcb/9wvWXmHmgfYcA2jC8DA9BgnXiX0csSVyG/XeEmJpZvTcKPWRnj52L7PwbLPWvcF6uK3gmxeScacAYq4i4mwlSoMEPqKFJ7bPlm8GjyWb9n6162vL+JfE7FXDSvQqjUsMBPwa+AMvTo95vRn/OHQvIRWv3vUwQq+iVuj4kpces0OczMhPhey80ammbYXma9U6oXm+LeOuDsNzQo1K7TiSsP7INJDOP5zBaDAdYxrXo8idi7CrNBAzDscftOc9Z990LzRMXu1AAnQnXqiLzTipwKwjxLjuyjAKbW7NFRaDWf8YOdenJFX9abjd81Yb4l8QuBVSj4O4txXp9Cc7iHU2ddgeQ+cPIetfRVHrFNr1Oj1ijzmZkGUF7LzR6DXKvYeoeJ6W7RsQU5mfEe0G08C8CqWCeIfAGe7iPhy+9W8KX3zKS9reZDr/xh86e6O8PpBNyLG8OuKOGeJ1GCpUCUGaH95iPH3zJ+f8ArWwUtTISoQMhKhAyEJUDIQhGoQlTIyBoRf4IRqL/AAS3+CY96LPFAuckN6xOk0IyIbyM5z/gu1nig0akvc92kA3zdPMss5LF2SGagIg9CEWaEHK/7tJ/afw1IAPu0AygjmB2c6LNCnWbEACCvsP3ba6gy/f3iloVhAC1MG9fpoUATJUIGQhH8RAIQgNaAs8U/IkQgEIQgEGhG9AIQG9CAToBCBEJ0fxECIQg0AhBoQBoQaECpt6LPFCBUyOdCsCLPFCdQEBOf5EidAiE+9IaASoQgRCEKwGkv8EHmIRkEIAEIBCAQgEIQgORCDQgNiVMlQCEIQJf4ITpECIToQIaAD8C7AFqRAlniizxRZ4oQCEIQBpTTINBmsVYJo2KmgclZzMtj2MuOdjwf1h5DXmlbwxXKCZsVVgJMI/97aZ7k/4wch+de3LibIPNG2bd4HvA1xcngYc/+zt43PzYOnz6PmqZhiq0p36ywzKMA3nHvvD5OsFLgYni1Uzg1Vg40gN4PL1jEPD1uSJyqNodDXlGf6F5zWKCxJd7LUohsyA2OgFhgvzHJ4ebi2/Q4eZh5UKet4blSQz6dKMHQ2HsNQIFVizB+rcQN5MgDsB3zq3AKlRwAD+0xOQ71yegUrEjRy4JsybNBtB7Zn5FzOpST6VUqDI7VBvea8iWNWIkl0Dff7NLv9tyfOriBGl0po2G3O2ROdp3eCSTR6bPvlsa/Jzh/Wmn4K3/ADdTeiTAOnVJsAd5L9h+fyKOzGl0S9vvpMTeYHvDz+hV8nPjCDE5jtMRv2Mhn2zKsI0+Uy0Dc4+3xOR5nQbPr6ERbl2CLMMKlQJRwJoa9Gw1LCfFrH+qq/ByZYbHg51yk03Oa7VBlAB7weDZ84fzrqEyLPa+p65FCNNDYZ7HvQaPTMz52HnQg1xztlPPQzI5/nTz4fZv9a4cMHg3m0HOonaZdHaOJOidvhc4HrMFLgM9ma7dh8+0xN5xzPWCpCqeODWHe1MP9gqZ67+Q1BmQHJjoRai+cOpt64zrJ2AavpNNpWJDNyDZDlh7Zqyy9QTz4H+rqxEN5oNh2WGCnRW5QmdmDsOI2Mnokch+tSjhuM2ONnnByWc4eQ127M4DWR/fIh8h8ig9jqUB05WGTB5r30F3R+BD3cqlSqVieKbD5svGGg2XQ1h6wXmmJ8DTqJfLpwHlb7A1gvUP9W1V0HDbOHNANh6Hg8l/Oh6Y5Gdy6k2ANcj1mj50uN1xdx6PAg7LMPsk6IDLu8HrN6iT4bgOg4dOZeCyzWG/0Gva8T4Gp1eaN+CwzDm7wds7l71ryStwKrSpn1bON6BL8mx7zh1qLjR04c27KycN06sBfBfyZHPHPResPMo7l5xHwNkw5DXrFVw93QSz742A9szoMFl5MmJWHQgymO9DY89o+S9Itq+VANOB7FHBN92v0r8olgacDUcD+GuoZiLSw2JgUcD/ABrsBrJaaBqQBqEBqQyfw1k1WDPQriAH3aqYwWHoVxAPX3ezoUWuIX0ADuBy/wCdbCgsm9IabDrsWRgcneWetbvB/wDf4+Y3ed4Kfj+Wvy+2+C2Hvq2iRG8vWDIXr1oAtWQ4bg39TNZfQC2q/U440jR+RzXvdWABMlQtGRkX+CVCBkIQgEIRZ4qAIBCdAIQnBFhAIQgZG9AIQCEJ7LEGCe4OYYqXEg+JtfzqlUGGQZhsva2YdnOAda3oAnQvLvdMREegQmDeheqCEIQCEJwRqROhCgCROgECINOexIgoqrgnCVYlBKquHKbMkB712MBn+NYeq8KIuJJ7uJ+MWIGZ8KKZnGpgHk0+Mx5+s/WvVTWFxPw9odYnyMR44qsmfSooZ4Ux47ITIAGszZD23zrWL/7ctzHx9rz+fh6j8YKzR6HgfDkam4Pw9PYmyaszGBnths7GI3WHWa972AvJsN4qxrxLi9rwAxAw3hQDNmNUZDOc9JsOzuWdgBoMNawUDjTxGw3xYqvDkHDx+ARrIxxIwMmD+i/OMNAAGu9XceTp+LHDcY+/5PoOvYhoeGKa7WMQVFmBCY3vPGqHBmLa/jCRIqp4cOlYfs+xuyzslSfv8nkD161gqkzTaDVIVf4t1I8SYtfO+lYep4ZzMY/uWec/vjWgjYMxxxC+18Q6qdHph62aDTHrDs++eDWfoDQmkRC97u3pv6EIjRmIcVqLFbsaYAGADoAELndAQnSI1CdCECJwQCEAhCdAm9OhCtkEidCBEWeKE6BLPFOg0IEToQgRCEIBCEIBCdCBP4iE6RAWeKE6ECIToQJzp0IRqRCdIjIIQhAIQaFDUIQhWBCLPFOoCI0KFW41SmUabEo07sc1+MYMyLL8l+zQa8Bwxxsr/ChqoYZ46RKq9UweN+BLAAeCSxoCwD9fP51WjO70fQxvNg6AGYAZ7AWJx/xmwPw6aMK5VQem2aKdHO94/k5PnXj+M8GcYuMEceJLEFnDZU6Nn0eC1JPtrwb9Z7APoWX4IcKKHxXrLsuuNsw4VEsCZB7SZzZj/O+8Z6wAz6PR51p0RvdtNAqvFv6S0p2LTXDwxg8DseeD33kv98f5F71gDhjhLhvSwpuHKcAPOB30t7W896z/AJNi0ECBFpUBqnUqKzDiMBkMtNBYAApfOs/ciNAkQaF63CEIUARzoQgEGhCsCEIA1AEIRf4ID9CW/wAFxn1KJSors6pSmY0RgL3nnjsAPWapTx/gpmA7VTxdR+xBvd7YzYH50Z7tBfrQs/g/HmFceRZE7CtYZntRXsh4wAwsP51oEaPnnH70vg5xxa4sSoj0nDmIYwQp7rQX9mOwP6AP8a94oleo2JIAVWgVFmfEfC8HmjvBSJ9Ng1WE7TarEZmRHwseaeC8DBeTz/o30qmzXarw1xjW8JS3z1hHeN5k/k/xq2HeHsCr63XqVhulyKxXJzMOEwF7zzx2AC83DA3H5kchjjLAea+K9R2b1HD6OrmJJ7U7ipxDrGJwYPPZif3ZkD9AGf5LF5o93tRfR+CdjbiNjDi+cR6NTKifYoeaFmcAGH8jIfjX0Ao8CmwaPCap1KiMxojAZLLTIWAAJKrWKbR4DtRqstmHEYC95547ABPd5p40tQq29Q2aXI/eByGFPcCx7tZhk2ee9eUyeM2J8cyjo3BPCp1Kw8h6s1ADZhMn/P8A50KRA4CfX0xqs8W8Wz8VTQO8IgGbNPZ8gAG/8i9Pm/J6vH42MJfDHF9SlcDH5OJMNGBv1KD2Z56LDPyPfz/rXoeD6JiPjxS2q/jHiTZSjPXQ6D3OT9y8Z6/8717nSqVSqJACm0emxoEJjYzHZBkA+ReSY24RV/D1Zex/wZlhAqu+TTPczw6LOT0foXu7HTR6RhXA2EsEwuy4YoEaAGwzAL3j9ZnrNXoGsvw6xbWcW4cCpYgwzPoM0DyHo8tkw1hzhfyLULx0we/wRf4JEI8OCEiEDoSJ0HjmP+CEsKz+/nCScFBxGGt5oNDMz1hyH+Q1O4acbwxDUjwVjimnh7FcU8g47uhmSf3P9H4F6qsPxL4UYZ4lwAbqTHZqmwH2Opte2ZP+cPIq92WmneG7QvB8K8VMT8May1w9427HNFNrwa2Xg85/z7w5+te5A8280D7ZgYGF4GB7wUri93ZCEiKOi/wSIQOhIhA6OdIgzRqdF/gk50IyOhIjkQF/ghCEBvRvNInBAIs8UIQAAnBInRqDQjnQaMjJb/BInRqEIRrUBE6EIBAAmX6GxB+WeKEIQCEINAAnSAadAfxEJEfxEAhCD+7QPzos8UAns8UCWeKF1QgVInSIBInQgRCEWeKAQnAEIDkSIToET8iLPFPZoQICEIQCEiEBsQaEIFSJ+dIgEIToERZ4oRyIBInNCtkSzxRZ4p0hoBCEIBCEIBCEIBKmRZ4oFQmQg5c6cATIQCEWeKEC2a0hhrTmhBxNCdCBDQnSGCASmmMPho5ECqsrFBptbayJzGvkdDeCtbPFKvLxxk6W9i7x94eT4hwlUqDmvgx2mIe94A0fOH86wkmiN9qOdRnHo0sOQD/n519GnrHvNixuJ+Hrcm+dhxwI0jebR+xP+hfB5n0r78L7fD+pfZbx+NiGJUpXYaqwcCoM6M6ywDUqZR3z79s+xy+Qw2PKwrdEiTz+rsQRDh1ANnIfrA1nwqVcwlICDWWDk0rYzLDk8h9C+JcXj93240yehwmWOgxObBmQew/cvJJNNfjO58HuXfhX6HvQr440Gtx8+C+yYHyKnejTqP3DbByWj/3czv8AwGvHqIDzDzuQw4cCRzhfYBmusaS3JA6VWGAA+QzBKHYaqB2P3mHIftmf61HkhKZDLnfbI/I7zgpeaJoPP0cuyVkM6J7mQGuz+hcpMYIxdrocuww12Bo/IiNPlwGsu/t8Q+QwvQdHB4+14fM2TDWcc9nydCp6lA9EquicARpvI8zzp3jlRhCLiCJ2yOB9zIa3gq/OCSGRObCHIDffsU2NPl0ocicBvRz+de7ocjpTjN8vDkoHgDe0Z7/k5E8bIrA5ZudmlsdGgwNB01g3frXD7+S7zs9akQ3oleHv2zZmsaLw0GBpo83V8xl8PstciXh7moM/zrqB9mHIqWto9ju8DVgEw432SsNgbJ6AeANB+sORJ9TuQwPsP2mE/ryj1/gV6G6qk004wn9XPgYHrNo9YfIoj1HpWIYXZKjFAzD3Lwaw9CsAgMG0blKO+w9cd7kP+RDLMWpfZAOx0Pcn7YP61Gi/i3m9b4dVKlG6/R75kfnZ5wDyX71ipMODME224gMuh3B6LNfR5DXvd9RpTuRObOTC+MHtmf6wVfW8H4fxO0ctuzNPR2hnn9fX86xvD+Dpjkfm/lcG9Ab1+gjev0r846hsTh8P+xICfqQSA+7XUDUcF1BZNkgFOjB94oIAanRg2f2gsqawsmdHPr9CuIb2sFWxgs6FYNcqxt0w0EP9mxzMW6wqfZn2n9FjB3rBQHjA9mtaWNVQgQzcv5FGP5Xb724OY/pVYpbTbEsNllnnXroHnDmNr+ZXA3ijKoOPI7APmcSU9kvBfsPkNf0gwxP7fAaf6wX6fi5vPh3flefh8ObouEITLpcRQQhMvQI50IQCEAhQHQhAIHQhMiwizxRZ4oQCcEIQCdCEAmQhAAhCEAhCEAnQhAfxEIRyKGoQhOgRCdIgRcp8OLUoTsGcwD0d9lxh5o+cDUhCDx//AEISsK0uXTcHcUaxh6hHnm9EMGXgZA9Z5JnrZ51nMAQG5MCXR+CcVmiUIHjCpYvqIZz098N5sge/1noDoXvz0Zh5o2H2weZfCwwMLwMFj+JeD26rw0rGFaBLjUEH4xgDwdyyzznfZsA10Re/u4rw6d4YzBL1Dh1d1vhXhx7E803smq4pqcmxkzDfY9770MhYvaF8xYMx/wAbcSYDhYZ4V4AgQGqWAU/65N4OyvWaL2QPf69a9C4S8K+IeGKseJ+IfEqfWJb4GH1ey8Zxgv8AXv8AyJlhGG7+162hOkWT6AQnSKAITos8UCIToVgQhCAQhMoCoQhWyBoQhAIQizxQIhOizxQInQhAITIQKhMlQCROmQKhCEAmSpubu0ahKhBoBCEIyIjYhCAQhIgdAIToBCYAQgWzxWZxnw6wdj+EETE1DZmWAYMvbHmb+g1qEIPncP8ASV9HJ3vO04qwFf8A+dAD/PyehR8YQG57sf6QPAycD0tjXVYLPvmOe9nr6w+dfRzzIPNGw+wBgYWGBheBgvFMVcE6zhiqO444JzgpVT3vUk/7rM8gBsD9HoVue4/R6Hw04i0PiXhxqv0pyw2+5kxz3sv9B/1rVL4nDiKfD3Gp40oFOew9VTeyMQ4bdvBl7rNnyfnA+sF9cYJxtQMf4ej4goEvOjvhrDnZPnA/OvLheG92g6kIQpahCDQaNRvRZ4oQgEGhY/ipxCb4aYKm4qcihMNg2GGWTeyc4zOzejO2uQaxn+lTCsDBtKxjiqqxqI1VIbE0GXnrz78L7AANZ7+QFhz4x4/x+XZODuAHnohnZ9c1nuWQ84Bz/wCdCI3eyvPMMtG+++DLQBeZmdgAvN8SfSE4e0SV9VUqW9iSqnsg0ZntJn84aFTxuANcxO6M7i9xDn1s950yCfZoQfg3/kUipcReCfA2eGDqbR+zVCwL2qZAve16wvePf+M0LtW1WHx04wU6RR38P0rBmH6izY99YfbJrwejk/Imon0ReG1NpxxKq/UqlLMNbxvZNh+QA/nvW+wZxg4e48d7LQK+z2vngyAyXg+Q9/yLZb0NIeJBwZx/w9jgfCHiFJ7OxeYUasgDzJ+g7NH+dau+GPGlvE9ZkYHxjRjoOLYWh6IfsXrN5sn+depL5140ssSePvDpjD7f+uweA5hshrBjOCy/5M75F57no+jQT2eKA0IUtwk1pzSIK/ENbp2G6NNrlVfyYtOZN54/IC8HwlQcQfSNrJ41xxnRsFRZNlKpIHYEkw5z/nNekceMN1jE/Cyt0qhgb0txkHgZDe8AGBmH5FE+j3irD9e4aUem0qUz2ukRghTI+x5l8N5mHn3rb7GF970t6NApsGjwmqbSojMOIwFjLTQWAAKUlQZ2CoUL/BNf4LH4k4r8PcJO9krmKoDMj/l2TznvwBeazrPHL61M/wB2OGWM6q1yPdgyWT9Bma80TvL1JC8ne4u48jXvy+BeJAaDXe08y8f4AVhgzj9gfFtX/dx/t9ErBnYEGrM5JmfQCaPd5ekIQhevQnSIQF/ghCEAhCEFLi3B+H8bUZ2gYjghMiP/AI2T6wPkNeIxqljX6NNSCDiA5Ne4fvvWMy971N8n+dB8nQvohRZ8CDVYT1OqURmTEfDIeaeC8DBVum4+8UesU2vU2PWKPOZmRJQZ7LrJ3gYKUvnKsUTGP0b6yeI8HBJrGBJT18+mGd5wPOHk8/4+te54Pxnh/HNEar+HJQSYj/42T6DDkNSRa6QhGxFC/wAEIv8ABCB0iEIBCEIBCEIBPfoSGhAIRf4IQOi/wSIQOn5FxTo1OhIgDb92gE/IhF/ggLPFCE1/goCoQabegEX+CEqBgQhCAQhC9AhCF4BOkToCzxQAaE6ZAACDRf4JTNAyEqEAkQj+GgE6LPFCAs8UGCEIEQuvIlQJsQns8UIGSoNIgcEiEIERcCEID+Gl/iJr/BKgEwJUa0AjYhCBEJ0GrCAhCEZBInQAIEQnQgRPyISICzxQnRZ4oEQnQgSzxRZ4p0IERZ4p0IEQaEIFNCazxRZ4oFs8UWeKZCBbPFIa6pUCJDTpDQCVMlQIaOdBoBBCrdBpWIYvZKrBB4A1gfOHoWBr2CZ1KadMPt8LnAw1gC9QNKuXNw8Of2dWHmZsHo+Z5mG5cC+pYOfsADvOOZ/o6FIpWKolY+w1hjs0vnB4N69lxDgaLUjOdSnAgTesA7l71gvLMT4YzpHZK/TezTg9i8Gx7zgfOvzfJ4Gbi2/Q4efHKhW1XDzAWS2H7D5Hg51HCTkkDFSCx3r5HlB+uMQYSdOJVYnb6ZyPBr+Q+hX0N6m1uL9hyZkQ97R7w9C4/d2eivk0cDPtdKcAD52j5/Wqd55/PyG3HocgNYWH+haJ6A/A1wb3mg9z75lLnQaq1kTmA/jf52JojdWM1iJMa7LiOJfydos/WuRs4gwqOexnVijnr0a3mQ6/OutVh9gdAHG+6PY7Z+RPAmSozVjHsj9zfo+ToXjRHjPRakP1lh+pWWbwDRZ6w5FIZe+snQ+smOzS9gSGef1o+rYr0g51NfCHL57A3+sP50RjbedNiWx2aUHOzsNBNN6XGsbqrF7WztAa/wAYc6AZlwwz6c4DzR+5v7k/R0JGZj7JHEluWByH1pThy43f0p8GTf3snrZe/oVoSjZi1h3PgvnDqDHRv+cOdVs8Ak/ZaqBwJYexls7FNAItVMG386BUGNhhyH611emPgHZMRsAYHskAGg/X0Gjz+tCZn1GM00FccZePZ2hkNBrr2YAkDOg3sme8A2Pf1pTpTka9ylP5zXvojutV5hLZaM6G/e0Htojx32ehHr+U9nivwN6/UX61918dITAC5AfxFIDkRUHAFIANi4h92pYBp2LC7burLKsGQUWNYAdCmsnZsXNboxprLPkVhG2d5sBVpzLBUc6ryBvPYo0bbtKE9tk8xRJleM9DesG1X0qBOrErI1gAbzWjPDD7zrUWKxeHk5zVxGiLtL4V0eVJxfElBeY5wXn+df1F4bmZ0aPmdC+JOEXD1+A/EYyL5B6z8i+5sEwHIdNabc5AX2PpvpT4P1T+ZahMhC+r8PkjehKm5F6BGxCEAnSJ0AhCcFAYEAhCATpE6AToRf4IsJkqOdAyEAhAIQns8UCJ0IBAITpEDoQCEAhCAQCEbEKGpFSY5xUxgnCtTxO/EekhTo2fks7zV9Z4pDZB5o2DbA2T3geu9WyfO4Y5/eSlxK5jXijJZkVQAOHhnCZgb2vYyZheZn+BdaDwKr+Nn5tRxxX8SUehSgsjUE6wbzxh1vH1+QF7nTcN0Cjum/SqHAgGe848YGb/AMCs1rv+DCOP+bzGHwxxrhWBHg4H4myWYkUMhmJU4DMlkADYF4WGr7CR8UQnnExpFw89EBnRIp7zwGZ/wTD1862CFju10nH6A0IQvVBCZLzo1G9CZAIFRsTIQCN6EIyCEIQCEWeKECoTIQCAQCAQCEIQCEGhAWeKEINAJf4aZCAQhCAQhKgZCEqAQhCASJ7PFCBEJ0nIgDQCEIDeuqUEyAQizxQgEJ0IEQn5EiDC8TuD+EeKMA2KzEyagwFkaoNB3zP9YeRfM8NniT9FrGHa5TBzKJKOx42jPs0xj+R4F9pKvrFHpWIadIo9ZghMgvhY9HeC8DXm6bhFwfjCh42oMev4flg9Cf8AxsnzgYchq6Xy/iHDeLvox1k8Y4Hzqlg+aYdspzx35PrP9D34/P7dw34qYR4nUvt2H5dkhj+8wXdDzJ+cOjzr0i2yQaEIoINCL/BB57jzjlgDAE8KNUZz0ypn/uNPZzng9fQvn/6Q+NuJOMMJQpVcwO9hvDhzwyQlvfann7DsvDkCy/kX1bGw3h+HVJGIIuH4DNTlf3mWEYAee9Z71T8TsBxOIuDZuFZZ5Lr4XxnfgvhsP/PWqhNwxnDHgDw9pVLpWI6qw9iSpvw2HwkVM84A0BZYzss6N69gDLZAG29AB0LwLg5xUfweTXCHipfR6xS+4gS5B2MyWA2Bfs9B8/rXve9SRZlguJHBzCvEgo86c49ArEL+7VOIdjzPR61u03Oh/Y+YsefR14t1h2PLiYuolVlwTA2am7GOBUD8hmF9/rNPgzjZxtjV4+E9VwdAquJacBhnSJ4RjeAOfoPRrvDevprkXz79IFlij8TuG+I6UeTW354RTyt7zGczoP8A6xh86s00ag//AHmsQ/ZW2MJYYaPe6BnJeD0bwvWg4dcHKNgafIr86pSa9iOaH2mpzt5+QA5FvUfxFC9DpEIRoEWeKE6MiLzrGHBDDmIaueJ8Pzp+GMQf/rCmPZN5/fBzr0izxQj243eM1KN9IjBkB2UxjHCVepkJk33namycZ4GADWZ5Oj86wDMn6RPH7DzU6nP02iUI3jYMGXjjdps369Z2L6Fx5hX988IVXCvajjFVIxsg8HIfIvH8DYk4k8FsOR8FYm4XVWtwoRv9mqFB+03gZ36w+fyK2Nw9YwZwxwXgmK03h/DMCNIbDXIAM56/n749a1F/gvHz491l6xulcFscvOnszqabIfj1rGBx14vcQsQu4HwBguHTZwXsSZDz3aex9ZmewPzqNF7vaMc8S8F8Oofa8VVwIxmF7McNbz3oBfMXFHijF45T4WH8HcPHnqgw9fGnX/aTDosDYHzr0Kj/AES2KlPdrnErHE+tzXzz3gjhZefneO8z/AC9owlgbCOBopxMK0CNAA95tBe896zPWarf8DSrS8JM1+NhmlMYqcZOrMRgCYbWsM+xXBpEX+ClQNF/gg0IBCEqBr/BCVCA/hoSJ7PFAjzLbzTrDgA8BhYYGF4GC+d8c4GxNwKrL3EnhPe9Qj11ih6zZAOsA6P0ejZ9EJLLxNs9YLyE3DO8PeIuHOJdDarmH5YHySY5+2jH0GC1S+deIvCvEfDGvO8WOC17OXrqtGZC9l4OewOcPJ+Bem8KOLuH+KlG7XSj7NUGA+2QTPWyfX5w86XJFt6hLf4Jl6oIQhAbEfxEIQCEJUDIQgEAhCL/AAQCEIDMQCL/AAQhAAizxQhGoToQjIISJ0ai/wAE+cuKEHa4EX+C8/xhxUi0estYOwrSnsSYoe1hT452AyHW897kFXw+EWI8ZkE7i/i16eB6/qGmGcans+Q7Nby80/Nnv+DUV7ipw5w26USs4xpUaQxvZOSBvB8ga1Ts8b8K1IcygUbE9ba5HadRJJgfzmALS4ewBgrCTWXhzCtNgedmMF5+s96vQNNoO7z/AP0tOe74XcQj/wD9J/jQfGOlRhN+q4LxtAaDe9Iw89YH4L16GhN3ujFUTjHwyxI6EWm40gdoM7AakHkvX+h6w1sgVbXsJYYxPHOJiOgQKkPRIjA8sOfB+sYVPt3CTF0yiHff9U1Ezk0x7yWHrZ9YGtOie701OvNKJxdOBXGsHcTaH+7dYf0RpGdnU+ef3L3J6DXpfOs7jRqABMlM0hnp7xSH0JDXm9b400360dwxw8o0nGFbDQbNOP7Kz/Ge2Ar3AEPiSy1IncRqrSnnZVhswaezYEPyZ1+tVp+bOL39GuQm50uwFLQITIQCEIBAINKYa0yAR/DQjYgEpoNBoC/wSIBIZoHSaF+nsX4gDQhCASgmSoBFlmtMlQCEyVAJE6FYRCE/OjIiezxTIQKaEyVGpEJzQaMifw0J0ICzxSJ0IEQnSIBCEIA0IQgRCEIBCDQgDXI05pEAkQaECmhBoQcT3rsC4muwbEDIQaU0AoNSpUGsRTi1KIy80fIanJF5ceT3VF+N5fifh7LgCb8HOnxLNYWXvAHR98C8sn4PlU10KrhjuTAzPKZOwD/z0L6jVFW8JQaxfLY+zSz98AaD9YL4nM+lTffG+1w/qlY+lvB6DjaLPd7DXIr0CphoPOCy9WVSpUSSZzoLmS7zvBs+dWeLcDMPO9krkXJke5kM8/oP+RY0DxBg+V2WovvPQvcu2L4NxmwdLfYi8OfvCezMcjOhTaqx3T/zgfoXKTR343f0cwea52ej0KzjPUqttfZHwAD1myo8yHUaV38W95rns9sH9a8eqwMh53LMzjSN9669p1tRMQN69kZ0P61IP6trcfLfCw+vzqqks1WjtGxLY7fTz8l9nrRazMH4DR57HbIW8Ds/zYmjSQkxzcpTmd1tPb1CgSTZaz6G/nNbzjvcnoU6MFOrHfwXzjTWN7XOC9h5o6g9EqVkR+9l0NgGesPQmOTLgD2WpNhJiHov6FFN5t4+y1hgAINkhnQpGdKhtfbrHmeSQ1r/ABgqRSvyZcB3tcF83om8A6PQatezMVhrtQGbLwe+DQfzgojwSmWu10Y2TA97R6wP0IjGxMvlUpw4c4N7Ro9+H8jwNdgNRANOBr9A+OlAa7AdyiAa6gZ2LC4VFrAPWpAetLGgTpIZjYaOs1IOHLAsttszPyLG25g0c67dpbZFdWaJLML3NAKRSsNuVKaLGWeUG9Q19CQKbLqTRyzAwaD860dEw2dwOG3e6ewOhbWNR4LMdphtgAaBaDCtHgsunUZ1n3IGouN+pF6Rvaqh4bcgNBEYYO8969NwNhWDGsfnNgbocnIsvJntg6bmi81bUevPmYNt3rT4iEd77vrLhpgmCy0EttgLzADXsMOMEZoG2159wik52HojjnwQXpC/TYYjHHR+bzXeTLe4SpkLRgVMgEWeKABCAToAEWeKA3p0AmRyIUAQjehWBOhCgCcEIBAyEAhFhCAQCAToQgdIhOCARzos8UyBUITWeKAQhCBUJkIBCEKGoNCEIBCPvEIBCEIBCEK2QQhCAQhCAQhCAQhCAQnSWeKAQnQgRCdCBEft2AhCANCEIBFnihCAQhCBUyEAgEqEIBCEIBCEIBCL/BJ/DQCRPZ4p7PFAidMgEAgEJw+8QCLPFCDPQgEISIHSIQgEIQgiTI0WfFdiTmGXo74GDzLwXgYdBr5C4u8H8TcGa8GP+HMqYzSgez85nfAPoPrZ/wDQfn+xuRcZMaLMjvMS2GXmnwNl5p4LwMD5DR7cbvEODn0n6NjMmsP4xyaVWDsBmRsZkn/Ifk2foXu6+MuOX0fv3Anu4xw5Ben4afP7THa9tAM/P0dB/Ia0HDTjriDAEOFExbLer2DJR5MOstBe9D+4eDrDRoPWHJeFirRG+nu+q0yr6VWKVXoEesUaczMhSgvZeZO8DBS7/BSo6EiEGcxzw9wlxFgfVuKqMzJAPYu7HmfQa81Z4S8ZuHXd8LuJTNSpgawpleC+zyAf9Fi9wTI90eKhxU450cT/AHn4FvTLN7tMmAf4A1rqH0ga/sPgZjkHejsZmvZVHnz4tNiuzp0tmNHYC95507AAOszRm8le4ncZq33GFeB8mHf76szAZAPWGg/zqRgng/WGcW/6TeKmIGa3XWA+zMtaIUAPJf8A5+fWo8/jZX8YTXaHwWwk9WzYM2HqzL7mnsn6+f8AJ86QOCGLsZ2S+L3EmfUgPWdMpn2aMH9f4AVvWzr3GPhlhuUESq41gBI2ZLJm8d/oZvW1A7wzOQ1lMMcK+HODMpygYOpsZ1jZINnOe/6x61qzULgIv8EIR4EIQjU6RH8NAaCQCEIRk8c+k/xFnYJwWzSqO+bNTxC85FB4N7LAe2MPPrAPnW44XcOqPw0wrHodNYA5BgD8yRZref5z/oVfxj4XReKmEjozkoI02K92qBIML8l/oPyGsbR+KPFTAcUKNxN4ZVieEULPrmjB2kHgDnMP8YehWj73uCF4yH0ruFYaH3K3GPnB6Ad4L9D6VHDaSVlOiYhnn0R6bef61no13eyov8F449xyxdPs/dngXjCYB7HZzPYw/QaxXFHjTxwwxSI/bsFQMNhVzOLGeOYEl4D8lmgPnBXojd9BVLE+HKO6DFYxBAgOv7AkSQZM/wAatt4L5/wT9FSDGqgYj4lYgerc0zzno/Ib/wB88et78i99/h7FL3udCRCAQvJKrx7Ywfjd3CvELCsmgwn3rKbVjezmZIdZ6NH57OderMvMPNNSmHweafC9l0DvAw60e7uqL/BJf4Iv8EeHNCrKriSgUFrPrlcgQGuuXJBn9a/cPYqwxidp1/DNfgVUGDseOI8D2SfnsQWVnivAuLvBauUSsnxY4OvnArDB50yC0Gh7rMA6+sNh+vf9AGhHtw8v4M8cqHxRgdhltswMRxQ+0wevzs+Tyci9SXgvGzgPKqs3/SNwycOBiWKfanmo55PaT6w6Hv1qy4IcfomObMI4xsgYoY7kwMMkJJhvsDke8iEPaEJb/BHIjwIRZ4oNAIQhAIQaEDISgmQCEIQCEJ0akQnQjIIQgAQCLPFOhGpOdedcV8c1WiHT8FYKbB7FuITyIYHsjMc75+j/ADsXorxtgBm4YAAazM+ReP8AA1n99sUYo4zTrzCoyTplHv8AcwmecPX+u9VH5s7bvhvw6o/D2jdkiOHMqco8+pVB7W9Mf5zM+jyLW8iEKWnwQ9aEGleecBozbbMzANgc6kMBoBfL4cY/3hKsS+KPEat4GOnSTCNh6mRsmVYGy94wMzPk5F6R9GzE9YxJg11+v4xZrEvtJmyz2ll6VDY5Aes5zWl4em7OL76PXuRF/ghIayaKrE+GMP4zo0igYjgszIT4awPkPrA+Q/OvMcPYhr/BnEETAmOKk9UsNVE8iiV6RvZP/lXj/Qf+Q9jVFjPB9GxzhybhiuMXx5oWXhvZPkfDzgqi9Ol+rO2g/QszjbA0HHkCPSqrWarDhA9nvMwZOT2kPgPc9iyXArFVcegVPhzjF/OxHhB7sTzv/Mse5f8AwfyL1UEuNLPdW4ew3QMK05qjYcpUaBCY2MtBZ+PrPzmrLocQCF60F/ghCFIVMgELwCLNCfnSIBfuwF+IQCD3o50qAv8ABF/gkQgEhpzSIA0IQgEIRyIBCORFnigEGhBggEI12oQCEAhAWeKEIQCEIVsghFnihAIQgEAlQhAyEIQKhMl3oBIutnilNAiDQjkQIhCEAlNMlQIaE5pDQIg0IQKhNZ4oNByMNC6h7JcjTgga/wAFyNOaRAJL96dCBE6RCAkxosxo4k5gHmj3gawuJMAP5TrlK+0x+eO9r/8AWvQEciwzcXDnju3w8m8Hq+XKlg+VSppzsOOPRnQ9tBM9/oVhTcT9sHIlOHGkBvA9Bgve6xhilVse/Ysd5HQ3ry/HPDqWyOe5EB6zZIZ0GC/Pcn6bl4veH6HjfUMXK6Wz8mHEmXvt/ZpZ+9Z2H61CCTLZd7LOYsDr9y8ogSZ1B/v2sPjcnz9CsgqVOqogwfcunsB7Ya4N3ZqjnQWwd7dR3AZM9ZtchqObzDzoOZBxpofj/wAalhTZ1NfvguG8B/7u7r/AuskIlYa7tg+1hyHoP5F49QjeiVUeyvmDLp9fOnjSZVEd7I5ebXn1qCeRri1IzzQ57NfzqQbz8Zq998Hoh7HehQ80WZheOfSrLz3x3th+hR40aJUnSvA4ctjRr5E8aM2Yk5BcZOz3PWmM2Kr9llXsusc/vg/rVvX8hWYct7ksU1mlOW61cdmYBGdfZyAvuW+NCEzSjeDQ3oU2NAYZMLG05z2AGy9RwngvXrSwAAxyzvWlgQ6cyIGf6N6wTNYyfZ6F1+vpb3szXLcbuiOjfTJMV4MiI2yAJqa9Ejdw385rDxpMq7rVnGefPnUdYbaXkbh6tgAADZhYHIC6xq8+9Yw24dqysZlzReriGzZZ1rHd0xhaWG8/JdzHP6FqKOyDLo9586zVNs037FqqUfe+zDYkX/2XD7O4ISc7DkJz7kAXrS8N+j3MvoLTe+wzXuXIv1uHvhh+P5MePNcBCELRgOdCAToBCEIHQCEyAQhCAQgE6AQCE6gCZKmQFnigEIQOkQnRYQhCB0ITIFTb0qZAAhCEAhCEAhCEAhCEahCEIyCEIQCEIQCEJ0CIT2eKECITpEDpE6ECJ0Is8UAhCEAhOkQCEIQCEIQIhCEAhCEAhBoQCEIQCEqYECov8EWeKEAhMAIQKAJkAhAI3mg0ACATpE6AQgEIBIhBoBOkQgEIQgEIQgEqEIOMlliS0cV9gHgfCw2TC8DDoNfLvE7hXVeD9Sl41wVSmaxgyo/+N0F7WyAf0dB72fQvqhcTAHgNtxu8DCw715u9uHyPhKq1zh1FPiNwdnPV7Bj531igyDvlU0+e8P0PB86+k8AcRcMcSKG1XMOTgPQGdHP20Y+gwXinEXhdifg5iF3ipwdbPsW+q0YNYZG89HOz+cOTyUUCjsYqaPjF9Hd86PiBj/xXDd4a+uwNhgfRsPksPQtEPq1OvMuEXG+h8S2jpU5j6nxLF0TKY9o1hvNm/k8m8F6gChQBMgE4IEXzv9KKTLPEeDKBX5UmHgybM/1q81s3hv8AQF/5+hfRarMQ4eoeJ6W7RsQUpmfCf0G08F4f5868hVFw9GocOjQouGG4bNKBkOzBEsybPJYrJeO/+7w/huQ7L4X8Sa9hjXeEQz7TFD/yTP8AXeiNQfpO0ojy8aYPrDXJ26M8yf8A+ZBepexIv8F89cReJH0geHWHvryv/uGy0bwMMhH7S888fkA/51yoOCePfF2jNTuIWOHsN0qV3wU6JGBl54PPZZYHrM/Qq0Tu9axbxg4c4MvbxBiqGzIDR2dk8578Aaw+dWeBsZwceUQMQUqDPjRH3jAO3M5Jn5w6w86xmDPo38MsGOtTjpR1iaxrCRUzzrP/ACdn5F6h3YBo5NilR+dCS/wQgdCQDQZmgdCRCB0JEX+CB7APeAGgAbD2YfgSX+CEHKfUolKhuzqjKZjRGAvedeOwADzmvnLiji3/AN4GB+53DbBdSrfYpIPhWTPszLJhv39YddisvpSyZUmfgrDE6WcPDlUqX+snQOwNBs7/AEAZn/6F7tRKVSsPUuPRsPwWYcJgLGWmQ0WKv63nu+Wa9Uvpe4SYiU1xufMaYZBgHaZDZmX2dZgBn+Ne3cE6lxfqtGdl8VILMY9HY+5yZJ9ecAaA5Og16Ki/wUbq1CDNRKlVYNHhu1GqymYcRgL3nXngAA+c14bjP6V2H40o6Pw9pwVub/zch4I0IPnPf+T1po92exYnwxhzGdGdoeJ6UzPiP7we5D6wPkPzr5nn4tlfRyxMFKwrjWHi3DUp476I7JzpUD5w2f50c6raljN/GzosY84lVisZ/wD8BwdDOwPIbx2Af/571ra4MwxjiAQN8MuBFEwqD+yrYheN6SHn6w9Fiv8ArZ+6zonHXH/FSRIg8JMFwGQimHaZdcnh3IHz5Ia/wXqFiSgzozTr/Gn6Rhxmt71MoxhGP0WBrP8AAo0/6KOKqqVQxHO4hRmcRytdlOgdmimfnMLN/o/GqXhczw54aVxnCPGXhyzTa77mszr5MWTr367wD1h89isU/wC5+C8YZtG4O8MqxiGW/oPENbkvMss+cAvADP1/gNfRHBbhLF4S4adpzksJlTmmD0x4AsC8NgB5A1/jW6jBFCK12HJCPZ3OTss8ikX+Cxu91xGgQe9KhevAvD+OvAFjG1+McFWQMUMd+dh5ITLNmvke6D/H1h7gaRB89cEPpGnPlBgDijfArbB5LMt4MnOMPcPdD3n5/Xv+hV5Jxp4A0PidFdrNKyabiUA7mRyPWcj39e9eW8JeOuIOF1W/0a8W2JLMSKeSDrt5vQPX1s/5BWPrBC4xpkSfFalwZbL0d8AfZdZO8DDrA06gOhFnims8UCprPFCEAAIAE/IgECITghAIQnRqOdFnimQjItnijnTWeKDRqVCFmcZ4/wAMYGpEupV+qw2XWGTeZjm8APPGAbAA95ryIZ7q/jNWPqHhbiapN3gf1a+wFh873ch+tduC1HboPCrC9Nbbs/1aw+dnW93386xmGMPYq434XCucQ6+zGw5VwvZoNMZDYB6DeePXfeF9gf4F7BDhxKVAiU2CFkeKyDDIX7AALAV366E/m6oM157W+LrbNXl0DCWC8Q4kqEUzZe7PGyYrL4chvPaPwXqOFK424xADrNZpuCYR72aYHb6h6DePuA9YKNDdsMT4zwzg+Ec7E2IIcBqy8M56wz9Abz+RYc8ecSsefZeGWEjpsIzs+vq8ybIGHWyzvP1mtBhvhRgfCr51hyIdSqtnfVOrPdpkn57z2fJYq+t8aaBGnnQMHQZmMK2GjslM1ss/xntgB+NXP/hH+4wfwZo9Gqn71YuqsnFuJT/+IVAAsZ/gs7GQXm8bENK4Ocfa7Kxx2NlrFcbPh1GOdgRmA9w8zZv7kNf9a3f7mcXscgD+McYhhKmPh/4ZQdb3/nST2H6NC/J/0bOF0yAEViDPhzQeB76zZmGc3PDnzjvXsXEe6u5z+kbw5jSojD/12DU07I0g6O8DLx+S8Lz/AAL1DevP8McDcK4erLWJ6rUq3iSsMf3aXXJnaTZ9C9AUXp9j2N/vCAQhQ0eNV4P3Y+kxhqoxDsaxXSn6fJDrNnWB/wD6H8C9qXh7xnjb6UEJuKedEwNSjOSYbAfevCz8Bh+Be4LXN/Es4RakFROBIClPsszXGTyXnWTNkD5LwAw0LAmH0iIxd2eAJgdFkxk/516QhRF+N7o86DEnHCNY3O4ZUSf54leyf/0zK0eFa3i6sG63ifA71BsDuTOpMyQe/AtKkv8ABNzQIQaFKwhF/ghAX+CL/BLf4IQCEhoQCRF+tCAQhCA3oQhAIQAOGnyUCIT2WIQICE6EAkMPiJ9aSzxQCE6FYRCdBqAiE9nihWBIYJ0fdqAiEGhWyCUAvJMgAQFnihPZ4pDQCEIQBpTTGlNAiROaDQIg0GhApoTJUAkQg0CGCEIQCEJUAeWhCRAIMEIv8EBZ4os8UicECWeKdCEAZpE6LPFAAaDy3r23NYedCLPFP5/kYrEmAIkwDfpoAyfwuQ15TVcJSobrrdKYsMPbU97QHrDoX0RZ4qvqtBptYH7Wx3obHQ3gvk8z6bGTvD63D+pXHS3gUB6WyxkGwbwBvZePvmVNOM3Jaz4ljxhz36w9a2GJMJS6be++xnR+SQyGsPWCxT0Z+jv9qAzyj5w1h/gXwc2G8HW32sOaMneHKSbEkeyViKYHsB7/ABqvOmzqO6cuC4DzR+S8D9a1UaTFqTQXgHnVe9AnUd0zpzedHPX2c/5FGjSL+1VMhFkjn0r7NIDeyf8AIpbL0SYeXODJkBsdDekONHn/AGqnXsyA3xz0Go/b73cuWwbLoaOhePX8pPrIFHOpOGfdqvANCcAX6B8d1zjM+7XYAO9cQBSAWdvIS2Q+JrVnGZb3qvA1YRjWNumFxDZ2ZgK6hg35FSw3r7G1cRj5Fx278a4i/wC1WEbn61WRjvs6FahrMMtZOn4XFN0WeRaulPa8xZKm8nUtLAPZ51rDmt9O/Rymd07EzNjy+lgPugXyP9HipZNZdiX6zsNfWsY747S/T8G98MvyvOjTNbqaLPFCAXU4joSJ0ACdCEDIQhAIBCEDhrQhCBwQhCPTI50IUKCAQhAAnSJ96AQhOgRPzoQgEyEIBCEIBCEIBCEIBCE6BEJwBAIE3oQnQIhOhAIQhAISJ0AhCdAiEJ0Cc6dInQCEJEAhCEAg/vEIQInQkQCNiEIC/wAEINCA50IQaAQgDvADb2GhAIRZ4oQCEIQCEIBAWeKE6ECAnQkNA6RCdAiEIQCEIQCEGhAIS86EDJb/AASJ0BzoQkQCEIQIeWa+euJfBnEGCcR/6W+CQZM1jXPpLQaHg58kOcD52fnBfRBpEHzV9VYK+khTv3xwXLDDfEWl2PvMgdhm+Gwz8nQ9v61q+GPHWWFZ/wBG3Ftj6kxKweQzIe0MzOjyAZ/gP8iTivwQqv12HFThJLOm4oinnSWWrACZ1/OfPfoNV9KrGB/pJ0Y8K41poUTGtLAw2WPMmG82b94dbJ7Pzq0voUE6+b8N8SMccDavHwHxeYen0I+5ptbZvOxj+cPJvDz6F9EQJkSpQmp0GUzJjvhey80d4GHWBqFJCDSJ0CIQg0Hhv0luHuLsSNYcxbhGCFSkYaeN46YYX5wGYHfZz+x2KsD6XuH4ECmRa5hWq/XB6Kq00zkgyfPYBnr9C9oxs9iBnClYfwyGdVWIb5ww33v2aF5V9FrEMHEOD5rFVrkmpYjYnvvzGpz2c8zfsML+T+e9WloKD9JPhJXneyv4gepUj4VTjGz+fZ+deh0qvUOvMdrodVhz2j99HeB4PyKNXsH4VxO1kYjoFNnh/wDMRgMw+deG8XeFfATh7SDxA+xPok1y/s0emTzB55/yAd9nrRS6408S8Yhi+j8JOGT4M1uqBfJl2X9mA9nXZoAzM7NlihVvhdxbwlQZWJ2PpBVJ6RTmTlGzOZ7k7Avs1mf6FmuEX0dcXVWmhjvFWNa9Qa3ND7N2d77UDFnvjPXr6Ohelf8Au30OqutOYxxxi3EjLB39nnVLuT+T/Gp3SnfR74i1/iXgg6xiOKyzLiyTim6yFgSbAA77PnXpSj0qlU2g06PRqNBZhxIoWMsxwsAFIM14oX+CELC4242cOeHVSCj4nxBkzTAH+ztMm8YB57NiDdGhRaPVYNepcSsUqUEmFNZB+M8HOBqVZ4oBCAToKLGGCcP48ozuH8Twe0xD1hyGyfWB8hrzdnhvxtwNHCJw84jQKrSmNDMGvRrzZY5AB4NZ/kXtCEHjh1L6Uod3+7mBjP4wSXv/AOMsJjziX9InDE+Jh9+dhX64qh/ZqZSYxvSbOuw7wXsHGziW3wuwW7WGGAeqEo+ywGT2Z585+QN6quCHDFzDEA8cYtcOfi2vBnSZDus2QP3Ifz/g5FaWMjfR74h8SI8SpcaeI08zA7wpkEAsZ/kv+Q/WtnRPox8IKCYP/u+9UjDnnPG9+QLA/IvVUKFK+j0GgYeY7JQKNAprPwojIMh+RWCEIA1RYtwZhzHNJOh4npTM+Iey/eyfWB8hq9Smg+dJNN4m/RvdOXQ3JOLcBNne9Ed1vU0PJ0B59nWAb17RgnH+GOItGCsYVqQPB75nY8yfQ8HItGYXibeXvXimNuBVRpVcPH/BKpBRK6B3vU++yNM6ws2B6Nno3qx7WhVmG3q/JoMF/FUSNGqps/aY8c72QPyGrNQA0JD0ezbToENedcY+C1A4r0jvLIFbihZDqABrDyH1h+hekIQfGOAOKmOPo/YmdwHj+LJeo7D2uPvNkD98yfOHk5/Wvr7D2IaHiekx65h+czPhPheDzJ/51rM8UeFGHOKlG+raq3ky2AM4c4A75k/5w6wXyhRK9xK+jHjV2lTohvRHz76OZ/ZZ7Hx2T/n5OdV/Y89H3KmWV4dcSMMcTqIFcw5Lvs0SY7vtox9Bh/OtUpehCE9nigE6EWeKAs8UJgQgVMhCABCEKGoQaEIKLFuMMP4Jox1zE1RCHEAwZDnN4z5ADeZrw/hRSsKnjzEuH+KlGZn4oqkw5tNkVaNndshGGjJztno38nJo1f0iqJWJMfC+NYMF6pQsKVgKhPpzQXm8xeGuznss/OtLVaVw848YSjzmJXaY599DnRzslQ3/AF8h+Q10fYyZSNMqv0e5hwZzEmpcOn3jONLZA3nqIZnse62fOvXqVWKdW6a1VaPOZmQnwvZkMneBgvH2cYcSeFd1K4o0p7FWGgAwZr1PZzngD/5ln+f9aSlYPpUxp3Gn0dsaxoBvnnSaTffTHtGx5neyaX3HtqxWM8eV+j1QMOYSwPUq9VXwB6+zJhMgfO88ej5FWUHjNBCeGHOJNKewfXeQJx/YpPnZe2H6F6MDzZgDjbl4HsUaaDzEOFeKsZ/a+LeLjkxz/wDgNGM2YXoePe8vRqJQaHhuAFOw/So0CIHuY7NgLDnxswzR6y7Q8Y02sYbPtJsRpFTjWRXvODwXgt7AnxKlFanU2WzJjvhey8y8Bgfzpe4lmaRJf4J7/BZtRZ4p1xM1ksScXeHmGCCJOxHGeluHkBEg/aXjPoyWbz/GvdLtG7YLzridxOcw2TWEcIxPrXGdUCyBBZ15P373QAKvOscXuJDQMYZoZ4Joj999TqwX1Aw+5Z9z861uA+GOGOHrDrlKB6ZU5WuZU5Z50qSfnP8AkV9MfutF4S8Om+HWHjYnS+31uqPdtrFQPWbz5+foBbV4JeUfZDAHbO5MwvC9Nf4IBTd79x5lTeLVRwxUWsP8YqUzRJb71karR7zpkz5z9ifkNemg8Dwg424Bg5rAwUeq0qnVuA7SqrBZmQnwseZdZvAw9C8/oPDrFXD2vRwwPXwewu+99po1TMz7MF++M9v+Q1XSx6Wkv8EX+dKZrIMi/wAEqEDX+CUzSX60IHNIfoQhAhoQnBAiL/BCEAhCED86OdAIQCAQnQIjehAIAEIToEs8U6LPFMgVCEICzxSWeK6pQBAidIe9OgRCfkSIENH8ROnVjiALsi/wSIyBpDTpDQCDQhAppOfyJ0hoA0hp0hoA0c6EIBKmSoENInPekQAa0WeKAQZoBLZ4oRf4IEs8UIRyIEQhCATo0IQCEJ0CIToQCEidAhoBCEDmDZhluLI17BMWeJv0qxl094WaDWuQs82GM8aW0w5rwXtDwGq4el0eQ64xFejOhvANYGCi0qsdpd7I/rDnA9Fi96qVKiVhg4k5i8OsN4LyrGfDd9kDlh3zQf7w0GsPWH86/PczgZsHePR97h8/Fn6WoqlSosl0HAfyZHuXQ0KvkybyCLX4mvkdBMzMl00Ag1JsDaPZzg8HkNTjy5LRsOBnNc7Lwd8H9a+Y+l6P472eKLNCZH8RfoHyHYEwLkmDes7eQkgamsnZYoQLqBqLhtFr2HJ+8V3Gk7PxrKRnlbRpP3i5rh2YbaiNJVxGe2GsvGe+8VvDk6gbBY3Dpi2phva+82LRU17X1rKwHv8AILRQHguDzqYLe0cFp/Y8WxO8sz9C+1qO9nQgXwDgypdgrMKU25oB4Na+68GTO00to/Iv0f0294qH5v6rGmWbXpoTmkAF9B8kJ0IBA6bnSpkAhCAQCdICEDpwSIQOgEIQMgEIUAQhAIBOkTosJ0idAIAEyAQCEIQF+hBoQgEIToETpE6AQhCAQhCAQhCAQhCAQhOgRCf9CECJ0IQCEI2IBHIhCAQhIgEIQgEJEIBCEIBCEIBCL/BCAQhCAQhOCBEJ0IDnSJ0IEToQgEI3oQCEJEAgPQhCAQhHOgDRf4ISoBMlRf4IBHIg0iAQkQge/wAEJN6EDoSJ0AhFl6ezxQALyfjHwQDGxhi7B0oKJi2na40true02chn1+f+ResJkHguDOJ1G4hNSOEHGyhsw8QMHkmzIDJCSfWHQ96N/J0KkkwOIf0Y55zqVnYkwE+930cz76Hfz+Q/PsPns0L1XipwcwxxRgfbm+x1VkLI1TZDWz5D6w8i89wZxXr/AA6q4cK+O7YWOBkw649rZksbO+PnDz/j61aXsuDMbYcx/RGq/hicEmO/7YPfMn0PByGr1fPWMOD+J+G9cd4m8DHzAD76fQw1svB9yHOHk5OToXoHCXjZhjipFyGPsFbYD7TTHT1h5w6wUKeioQjkQFnivL8Z8AcP4krf73YcrM/CuIL7znUw7M71h/RZ516ghB46HDr6QOb2T/ThG7JszvqdnOs/Bv8AnVxhLgJhig1kcVYnqU/FuIL7wnVM78k/Izyfns5F6UhA6OdIa8t468V5XDqjQqbhyKEnEdeeyIDNl+T9/Zz7wsBBqsbcS8F8OoXasVVxmMZ+xjhree9DIa15+zxX4v48sc4ZcKzh09/QFTrz2SHryQ/kvU7hjwKg0R0MY8Q3/wB5MWyrHpMiWecEY+hm/nDr/AvXUGM4dUfiTTWprnErE0CqyHzA4zMGNkgyHPrsC/8AwKTiHhdw9xbWWq/iPCsCfNYAAB54N9nWHP8AOtUZ6ElwIFjRosNgIsGIyzHYCxllkLAAOgATIsvTh+dAAnQCazxQFnils8UyEHk/0iuFdS4l4SZ/d/XVaW8bzLJnZnBZrD1qlwZ9JalQ2msP8VKVUsN1iKGQ887GPJeMOfRrC/0Wede5KLVaJRq3H7LXKVDntfBkMg8H4DVihpXEvh5W2gOlY1oj1/IE9m/8F960LM+LJDuJbL38EwNYypcCuEFVvz8B01n/APDgbP8A+hMFmZP0V+ELzuexTalGP7mef896dB69f4KDSq3Q62Uj6nrMOf2V7Ik9nkg9kn0HZsNeWh9F3A7Pdt4mxgDXO19a6D/It/gbAGFeHVLdpWFab2Zp8854zO954/OagaP9CVBn8RZHGHFTAGBrwxPieHGdsv7OB5z3/RDWg1yFBolbpuJKNEr9KfN6FNZB6M8bJheHoPWpyAQhCATJUyAs8UWeKAQgNiy+P+HWHOJFBdw/iaLeHuXg9tGPrZPkWoQg+EsT4Y4lfRvxk1OgyngaMz7HUWg7mSHQYfrA/wDGvp3g5x7w/wAUWApsuym4gAO+gmeh7zsnz+jet9iTDFDxhSJGH8R01mfCfCw2Xf1h0H518Y8WuCFZ4RVlqs05+S9QjeDs1TZ9tDO/RfZz+fn8ir3S+406+d+D/wBIpwwiYY4ovssyHw+wVy/uZgbNZ8h+f8dhr6FA7/Z7FKjoQmBAIQn50akQhHIjIIQhGoSpkAgyHFHh6/xIwlIwwxiCTR3XzB/OZ57OQw5wWOw3wEOjwGpcGq/ulXWO4ORht4+yyQANBvMvXgZr2BBmvNx5rfx3ww1lnBw9jZoNhsvHAmn6wO9hZc8DUPGGIGnHOFeLcDVh/fWaTJZZZZ59ZsnYd/oXuV9iDNNx5PW+FHEapQDpTnFCBW6YYf3euYeZe/OHP509K4FOUGHHbwxxGxDRJAMgDzMR7OhGfOYMvX2fjXqe9MCvehlcPYGqUDtYYqxjMxVHlM5JxKhGZBkPkAFSSeAmDgdKdhGo1vCUgzvM6NPNkDP+Cd4fkXpAJ03oecnw64ks2NweOFSBr/5ijxnj/HoS/wCjfiVJGydx0qph/wDL0qMyf869KRf4JvQ80DgPhySRnirEeKsSX72ajVTyfwM2LXYbwTg7CTQMYZw5AgcmazGDOP1nvNXR71+qLu79w1/ghKhSGRf4JeRCAv8ABF+hCS+xA9/ghIaEDnsXEzQZoQG806LPFFnigEIQgOdCEICzxSJ06BAQAIRZoQCdAa0IBCE1nigWzxRzprPFFnigEWeKLPFF/ggEWWJ+RJZ4oBCDQgAQhfp7EH5/EQhCBUAmQgVCZKgORIg0KwiEGi/wRkEqDQgEiEIBInPYkQCEIQKaROkQCROkQCEIQKkTmhAJEJ0CIToQInRZoQgNiZCECoTJUAjnRZ4oNAiEIQCE6RA6Q9Yp0iHx/wBMliTh7TqwDpxG2WTPWbVncn/QfoXm9SoNVw27kPxXno4bOsPQa91UefAiz2siUwBgvmcn6bGfvHW30+Nz7x9L9X8CrPhpOdOCABc7qJzrqG9FliA50HYOdMAJQXUEVjS2VYMn8NVjO9TWTc0Llv8Al1wu4z2hXcA1nIeizu1ewz1B5FjbpwtNAM7+73rRU147w161l4D1/s1o4D34Fk6GwpT1joOdGxfbvBysfWWHIj9+vJ1r4Vpr22xfVX0b69fAdppnrYeX1/pWbvo+H9Xw+TFu+i+RFnigNYghfcfnQnQizxQHOmQhAIQhAJ0icEBZ4oToQHIhCEAmBKmBQBCEIBOCEIBOCEIsJkqAQMhCED86RCEAnSJ0ACEIQCL/AAQhA6ROkQFnihCdAidCEAgEIQCZCVAGhMlQMlTIQKhCEAkQhAIQhAiEIQC/dgL8QgEaEIQG9CEADhoBAJ8mxFoIBAIQgLPFCdCBEJ0IEQhCAQhHOgTYhCL/AAQCD1oQgEJUIA0IQgEhmhCASWeKE6BDQnQgRCdFnigAQnXF55uMOYblgIOyr5lVbZvYiaz61XzKk/Jvbb7lpR9i1iPzcObk/ZCwh1V+N3b+sFcMvMSWswHLwWX3rrGkvxnbwcV3hY4eTce7SrP42wNhziHRncP4mghJjnrAw0PMn1gfIauIdSYk+Q+hSFj/AFvpRcZPR85QMQ48+jZUo+H8Y51ewI+9kQ6mAXvQ/If9H4OhaXHPCLDnE5qPxK4XVxmBiDQ/GqMR6xmSYddmw/P+NevVWlU2twJFKqsFmZEfCx5p0LwMF4DW8DY84A1KRi3hWb1Vwu+edUqG8d5sh1h12dYa+u8F6pc8PePEqHVmuHnGKD9SYjY7gJb1gMyfOfIF/XsPyL28Na8nD/Rd9JnButsO0MB5Am01/wDo/Iaw9Kxtj/6Os+PhniU29W8HvnZArLIGZsh0H/QfyXoPpBPyKvo9YpWIabHrNDnMz4UoL2XmTvAwU4NigfiDQhAL59+kbhuuUfFuGuMUGC9UoWHjYCfHD3IA9nX/AJzDyaF9C2eK5Gy280TDgAYGFhgYb0FDgziFhHHlGCuYZrDMlqzvgvseZ8jwcir8T8WuHuD6QNcrOKoHZ3/Yg08DxvegA3rwXjTwQqVVxWEHhXwvkwwf1yamzMBmM9fyABnYH+dCTDH0M6+brUvE2MYcAwsOyCybxgfrOxX0O7ZvcS+LfFFoz4c4fZwlQj0HXq5YBmHWyGz9frBWuAKVwv4dVSRiOv8AGKBW8RzWciTOnVhnZ0Azf5A33qRA+jBgDNz8T1KvYkdss/1hPOz8lh/nV6HBnglhuE7Ll4LojMdgL3np3fAAec3jNebjTUrHOC63ICJR8Y0SfIPYzGnsvGfyAa0C+QcVUHCPGPEYYZ4H8PI0YIr32zEgAbLLIeQA0fjC/oDnX1Ng+gv4YwzT8Pv1iTUnYTOQcuQd7zyixdI5EIXoEIQgEIQgEIQgFFqtSi0eBLqs58GYkJk35Lp8gAF5qUs/jnDAYzwlWMKuSjZ+tIxs5ochnsXkDw+BXuK/0ipshzCtSewfglh42O1h/eZPzh/JYAX869Jwf9H7hlgyyUFACpTb7+3VPvnr+voD8C8v4acSJfAqEHDbi3h+ZTYjDz/Y6syybzJgZ367N+vnD8C9yonEXA+JI4SqNi6lTAP4MkL/AJw3gtBow0DY23YAbF+HvVVUsSUCj02RVarWIbMVgL3njeCwG18/1v6Q+IMeT5FK4c1Kj4YojB2PV6uSQZM/4LJ/0GfoWcQPpO/wQC+MsQzHKq72HB3FjiFjbEr+w6ZnMwmT8/PZ6PyL6K4IYb4m4ew4f+k3EZz5D9nZo7xg89GDnve5z/Glj0gAQhPyL0Ins8UicEAizxQnQIo8+mxKrCdg1KIzJiPhkvMvBeBh0GpaDQfKPFfgbOwG1NrmFac9W8JPnnT6TeedD+/ZPydfJz3heovDTjNXOHUKP26U9iTAjhgyEiz7bSjPYw8HIH5D5D5F9amC8K4l/R+lxqjIxxwoyYdTMD7ZSXgDstSDnCw9GvoPR6FrF/mPaMPV6j4npMeuUCpMz4L4XsutH/nX5FYL4vwNiTEGEqtNrHDWI9DmxT/13giXfybzZv1mAf8AXDzgvprhpxXwrxRpZy6HKyZrAfaac97Zk/5w86i4G4Rf4JUKQ1/ghKmQCL/BKi/wQMlQkv8ABA9/ghIkQPf4IQnBGpgDQnAEidSH/hpkqAPWgZKaD2IQCEGkM14HSJEX+CB96EgIQOkv0INeH8VOMdcmYgDhPwkbCZiWUeRJnBrZgBz/AD/oVxG43GLeM3DzBlZj4crNfvqb5gHZI7JvPBf12bFuAXnXCjgbhzhvH+sZdlVxG/rmVORrO/nsv2frXpBpen2BE6EKAAg0AnQIhAIQOGxCROgORJvToQCEJkCgmNCLPFAc6fnSI3oBCE6BEIQgEAnAEbECfxEGhCAQns8UhoBCEIBLf4Jj+7SoBIadIgEidIasCP4aDSoyBoSJ+RAINJf4IQIaEGhAJQQhAGkQaRAIQhAJUyDQKhMlQFnihMhAqYARZ4oQCEGhAIQhAJUyVAITACVAINCOdAgJ9aEIA0IQgRBp0IP4Ap7NCdIviPuhOAIAEyLAfkUgA2LkGYnBZNYSADWClM+tRQUpk/eLKlwsY+9W8PQetUrXKrWMerWsbdeFo4Z6dGxaWA8YWH+RZSG9qBxaCA9s2LJ0NbSngvXuPASsdjxH2XM9uC8EgPbOQ+Rei4ArDlNxHCl7AbeAF18O/Hmm3z+ZHkw3D7+gPZ0dowUhUmEpLcmltON9CvTX6d+RKmSpl6BCVMCAQgEB+dAJwQhA9/gkQnQCEIQMhAIUAQCEIHQhCB0JE9/giwmSoQNf4IQCEAhCEAnQhAIQnQCEIQCROhAIQhAyEIQCEIQCEIv8EAhCEAlTIQCU0Iv8ECITpEAhBpEAhCLPFAIQnAECWeKLPFdrPFAIEAE6EIBAINCAQhCBEIQaB0n8NF/gi/wQCL9CRF/ggEIRf4IBCEIBKhCBuRKhIgdC4m82HtDAFyOfED3l/oRG8QkGaDUI6wHIwZ/Oo51WX7sABVoyvNCyBP8AxFSHMlH781HM3D3mZpoj/JaE3mGfaOB+NJ2yIHvwVChXoj/JtcHVYnxD/Av06xF+G9+BUiQ00R/k2tZNbANDbH41WnJOSWYbl5ria5X2K4hjea7902zxRoXIHtC6q2ZUBuy0B6EIkwaO8b0KzgVj3Ev8arNiVNPI2jNeP0aq+/vG3L0/Is5DqT8bu3NbXQruNJYkhmA58i5rjR34c0ZHjXELgbUoFZ/0jcGZYUTEDGt6Iz3LMzrs5AM+jYfkVhgDivhzi1Dl4Ex5Q2YFdC9ifSZwaHrN+Tf+jeH5160a864r8FqHxIaaqTEs6ViOFrh1Nrfo2AfWH6FLoeb1vBOP/o8T5GKuGWdW8JGefPozx3myHWH9Ya+u9ex8PeJ2FeJ1G+ssOS7zYAO0xHdD0Y/OH8683wNxmxBhWthw144RAgVMNEOrH7GYHJeez5/x2GpHELgbOZrP+kbg7O+pMRsHnvRwOxmZ/IBn59Bqx7UCdeScK+OsXFsr90cYxTw9iuL3D0R4MkHj+5v5/J+tesAoDoQhAINBpD3oOUySxAiuypb4MtMAb7xnyAG9fMlKZxH9KvFE2XUZ0mlYEpD1gRGT1yT5L/PZr8nJ1r6YqUCJVYEulTm86PKZNh4OsDCw14bROA/E3hjKl/6J+I0MKZKez+w1NnR+MAPX59Cse14ew9Q8JUmPQ8OU1mBCYDQ00H5z6z86sr/BeLmz9KUGjz6rgNkAC/Ose0efYsphjjHxixUcvBWEolHxJWGJJ51eaZNmnxmPyXnffr/Ia80H0tnB8RR+2Rc3I7Wzf0X6144zwBqOIbJXFvibW626Z6I8R7s0UPJZz/kVwf0ZuDORkfuq8BWaHu3vX/rXvQepgaZfL+MI2JvowVyj1nDmJ59VwfUZOTJpM57Oyec7PkvsMLNmu9fTcZ5uS0EpjY+AGHoWdjqhKi/wXoEAkTgaAQkToI8+BBqTDsWoxGZkd/QbTzIGB/IvP639Hvg7XjvlYHhsn/8AKGcb8jJgC9FQaD48n8GcJVv6QDXDLDMSTDpVLZB+qmck3jPRedl/rZBe+0f6OvB2jug+3gqM8Yc8t5578hnYslxR4e41w3xBj8beGUXt80Gcmq0y/W8ABZo69FmjyArClfSo4cn9kxUxVcN1BjQ9EnQ3jsP5A/WAKr7j1ulUejUSKESh0qHAj/CjxgZD8AKbf4LxLEP0tOFdKYNyjS6lW3eRqPGNkPxvWLyrEP0uuIdVdNjCuH4FKaPYZgcl78ez8iaK2fYSAXyPwu45VKHXAxBxX4o1gGtYfVgUruT9ZgH6A+dfT2Fcc4RxtC7dhWvw54WXmDJ98HrDeHzqNEr1AIBOvQIQhAITGlQCROhB5jxX4IUPiFZXKa+dExRC1xqnH0HeGzOs3+veC+eqkziCj4tCLidwMGcQIuuHXGu5p9Y1++PYBn8bYewwBfaCzWP+HuGeItGOgYni5wb2XmdDzJ9YGqixh+GPHUKxP/cviNE/d7FzBgwbL2hmZ0Gz5z6OfkXsAL43x5gmq8PQj4Z4oRJNbwpfk0fEMQPtNN8no+5P5DWtwTxpxHwuaiU3H8s8SYSfsClYmg99YHQ9z3+Q9YedLgfTaOdQaVWKdW4Eeq0qWzMiPhey60d4GClqQGi/wSIQOkv8EIQCEJ0AC6glTIAE6QEKGp0IToAEWeKL/BQalVYNHhO1KqzmY0VgL3nXjsAAViWZpL/BeJTOP1fxnPeofBLBb1bdbOw6nLA2YTP6PzmCdnhXx3xOfa8acXjo7R74NBZss8mdo/nVaae49qv8EoGvHz+ivgqYefWcY4wnu85vVID/AJEf+6dw2D2FRxIyfW1Uv8C96D2IE68aPgDiaj2fuPxsxVAs2M1B7tjP4NCDr30iOHom/X8OU3HNMY3vUzuZv/R5/kBeaTk9KHsVl4a1ncH8NMFYDfmysM0cI0iqPXyXTM3j9F58ir8AcYMF8QjOLSpxxqmx7amTgyZLJ+g9/wAi2qiouOlhzSITqQJEGYLJYk4u8NsJNOuVzGlNA2N7LMnOe/6IXmqiLsbANiAzFh8AcY8FcSJsiDhiXMeNgM4zdjGyFnrW6AF7cae4XkQms8UWeKgKhNZrRvQCLPFAINAWeKLPFCdAiE6LPFAiLPFOhAidCEAaEGhAIQaEAkTpEDmf40hos8UIBCDSoBInSIBCEhoBCEK2QSoQgRCDQgEhoQgDSpkqBDNCEgIHNCEIEs8UJ0iANCEIBCEc6AQCEIBCdCBEIsvToEQhOgRCdIaAQhCASpkIFQmNKgEIQgEyEIP4Bc6cEWeKbYviP0ABOCATgH40UATAhOG9ZLOAa1IBcQ5F2ZDWGWsqXCazrL0Kzi/7VXtcqsGVjbphdRj15a0EA9izUM2/ec6vYb2u9xZOmGmgPaQWqo8k2XwPM1gsbAkrRU17XvVY2Nvvjg5WPrXDkQ7772QXpC+ffo31vOo3ZHHNbB2b19AfeL9bhvfDNvxnJjx5qgI5EJgWjMIv8EIDegEIR/EQOhCEAnSJwQCEJgQCAQgFAE4Knxbiqh4Jw9LxHX5WTEiheZgF5n5A86w7P0h8Dg1H+sos+BNmmHY4LsbvngMLwMPkRpGG79HqCFWUGvU3ElNaqVKcMwc0WHvA+g1YGbYAbjmgA160P00/6OhZIOLvDZ6UcQMa0q8L7/tOj8exXtKxDQ63f9T1WHPs35TwHYh4bj3WaYEqYDR4EIDei/wQCEIQOgEIQOhCEAhMhAGlTIQCVMhAqZCEAhCEAhCEAhCEAhBpUBzoQkQCEiED8iEgJ0AgE4AizxQCEJkCpkvIj7xAyVCEAhFnihAJEbEIBCEIEQjYjkQCEv8AETGaARzpUIBMaVCCPJmMRrMzRf5FHOqse7bM1KNlt4DA29Cp5MNyMeYGxVDnzXcejsdVfPY2ALicmUfvzUdCtx3muxff7Q0IQrZj5EIQgEIQCAQaEGgVIac0nOgQ0pheKY0GgihmApAPJDSWeKtCWD2nu11VeDykA950S7WeKOpH8NMaBUzLxsle3eCXkQqF7Dqrcnu37Ad6+tTVldhqwjVV9mwD1s9HQsrj8Hfh5f2Wj48wBhjiLRjoGJ4IPBvjPB7Zk+sDXi9KxVjj6OVUZwxjvOreB33siBWQAzOGHQfo6PwdC+iIzzElrPbcvBR6rR6bW4DtKqsVmZClBY8y8F4GC53Zvu8/4hcLsFcbKHErlNnMhNszqbWYJ3n5L+sPJyLD4S4wYq4V1lrh7xzA8rZAr28Hg5Lz5w8+8OfrUSq4bxx9G+e7iPAYPVvBT558ymOnecPz/wD878fWvU40zhrx+wQehmpUx/2zR6Hob/8AIf8AnYrU3EaSxJaalRHweafC8HgO8DBdV81BJ4h/RjngxKcexJw8fesB330C/wDR+g/Ia96wxirD+M6M1iDDFRZnwn+cOQ+gw5D8igXBoQhAI3oQg8g+lXVaxR+EU36qceAJUliLJMPgHff+M7A+dX/ASlYfpXCjDn7vgzlSoYPvPNe+fP21/oPR8i2dYo9OxDSJdDrMVmTCmsmy8yfOC8HZ4Y8X+Bs+RK4SS2cSYcfez3qNLOx4PR5/OH4DVj2DH/DrDnEultUrEYSQBh7OjOx3jZNk+vo/GvPA4LcVMNgbfDzjbPCPyR6sz2kA+c7/ANCWN9KXDlN+y4/wliHDdVDe07GvD5D0H+RehYV4tcOcZ2t4fxdAedPZHN7Je/6J607jz0Po/YqxhWYVZ4xcQjrzVOO9mnxI2Syfr2fo+de292AZbeixF/w1EqtVg0qG7UarKZjRIoZzzzp2AAedQJfOheLyfpIRKq67E4bYExJjDIOw3YkY2Wfx6z/Irjhpx1pWP6zIwjUsPz6DiCLfnQZevZv19fkMF5oPUEIQvQIRZoXh9br30lsW1GRTcJYOgYVhMPGx26pvA88fnD/0H60HtzzzDLWe+4DLTe8z5F5tjD6Q/C/B7Trb9fCfLY/3emBnH+PYHzms1D+jTUcQk1L4t8Sa3iHn7Iy8bLIH8/8AQC3uGOCfC7Ctn1VgqBmhsekBnPfjevV9B5FJ438ZuIpnF4V8NXocc9lQlhnfPedjAfnWH4r8FuK8bCkviTxCxUzVZUXIvjsmbxssGYB0AAWX8i+zbPdhsUKt0eDXqROodVYzok1k2XmesD0GvIseM8EOC3CefgOg4qcoDNVmyowPPPSzN4M/YYWbN4HyL2mBR6NSmsilUqHDa6GYwMh+RfOODMQ1L6NOKncAY4znsJVSTn0qp2aGTP8AzrDk386+jqbVYNYhNVKlTmZkR8L2XmnrwMPIajRq6yYcSY0bE6Ky80e8HmbwXkmP/o/UOZfibhy4eGMSxe/ZegnksvH0GAbPk+e9ewX+CyXEjiRh/hvh52sViWz2iw+xxL++kv8AQH9aY2Si4CcUZXEjDMhuuMAzW6Q92WfZoB7oOzk2H84L1BeH/RdwZXKPhyq4xxBFyZuKJPagaPR3GswP5zM17aqv3DoQheANCS/wQgdJyIToEQnSIIk+mwarDOm1WKzMiPhY808yBgfrBfOuPOC1f4YuzcR8LoP13hyboquFpAZwGx5Ov9YedfSSDXkWPj/AGLargkJGLeEjkysYaA763haWf22m+cOsPvg+dfT2BuIWGOItGCuYZnA8GjOaP2zJ9BgsDxR4IOVWqfv/AMNp31Di1jXe1oZmdYPefz8/OvF4EmsycUOzsKgGBuJsLRMoj3cwq3znkhsvP4Ow94Lb3avsg0AvL+EvGylcQr6BWYh0TFcHRMpkjQZmG82b/wBG8F6gouNGQQCdCkFninBAJkBZ4os8UJ7PFQ1InQhAX+CL/BGhCsU+KsT0bBlDm4jxBLBmFFC8z6/IHnXhmHsMYu+khUmsW44fepWCmHr4FJZOw5mvef8AX+BP9IeS/i3iXgfhc4+8zTJTwTZIBoB69+z8gAf419Bw40WmxWoMFgGY7AAwyyAWAAAtfnpHQcaPR6Nh6AzSqHTWYERgLGWWgsAEVWsUqjxTnVWoxoEcN7sh4GQD5zUs1824epTfHXjJiNzHDjz1Cwg8bMOmXmDJ6zC8w+QzP5FjEeTvbO7ez0ripw5rc0KdSsa0STLPQDITAvP0da1a8E+kPw34SUThvNqrGH6bR6mxZ9WvRABl4379mjevSODJ4gPhjh88TuPHUDjAZm9vs5L/AJLFpcRpvDRtkIQsRh8f8H8K4/snSmHqbW2NcarQe5lMn6+f51kcMcRcVYJxaHDni2+D3bTso9eBmxmZ5Hug/wDPnXtCx/E7h7TuJGEpeH53cu+3hyLNbL4bDBaxf6/Ol+o1yqcSUepViiS6dR8QPUSW+FjM5pkHjZ+Q1gvo/Y8qOJ8PS8MYnvDEGGnvq+ZfveANAGvVVNzpenwPFf8A3bH6wWZjji3jCvAe9rtOSyfya1qsPcB+EOGCB+nYLgPH8aXfJP8A/PXr0BC8qqv7hyjRokZoGIMVlkA2AyFi6oQvAIQns8V4CzxQhCAQjkToEQHOj+GhAIQCdAiAToQIhOkQCE6ECIR3nu0IBCEc6BEIRf4IBCEqASJ0iANIhBqwISoRkEINIgDSIQgDRyIQgVCZKgRCc0IEs8U6EhoBInRvQIhOjkQIhOjkQInBCdAifnQmQKhCECIToNAiE9nikQIhOkQCEINAJUyWzxQCN6ROgZCEIP4DhrTgCQDXa/wX59+jAAjl7tMgPWijpwSB+BPyKB1BdQ0LkG9SAUtoSA37DU2N0KEyCls8mWsbbQuGedXUM9mXoVFGPZ/arWP+RZNoto4B7HFooB96srDsCxaWG9efIqgt9F/RyrHZq27EzND4X2L69jHnMNOL4F4S1X6txXT38zQ49kGvvDDz3aYDJ+RfpOBfkw6Pyv1SNM26yQCELtfNCEAhFBAIQge/wQgE6BE6EIDnTAgAXYGb/QvLHEGXDP2a7ZK6ht7tY/idxCi8OqGFVOKEmQ+9kstG9k39etY3mbxh8jOcXaUxiGr4coc696nsSTqExnrYZ/rOwPxrNT42dxriYunQY1lLZBnJsveA3mTOwPOGi/1rzKq/SQcqWIJdV+p85owYYvCSFjIX32efkXqXByBiDGch3GNfYMAlPG8Bn76/n/Qvlf5fky6Q+v4vBh/W/wDVvuHuDKrhh2tZ8qM9TKjMOVAaAzvZA+Q9CznHV6pT4tPwPBnPQI9bM+3y2g1sxQ9t/R6zBeh4qxVQ8E0Y65XHzZiNmAaAvMz8gL5sqX0gcP1viDIlPsH2enAARgs32aw1+uwzXTyeT4IZcTjVmvdIk8K8FYkxaGGYsRmiUTDzNjJhG76TNMNBvHZrMNBnfs0ArOiYJ4hYYwvCxHBw5JZxLQZ+Q81H1hVYV/twAOez9C0fBOA/jOK1jSU2fZ3zfeZzg9sZnrNe0T6lTaPAOdVZbMaIxveeOwATjd+5yeRUXo804r42rlHw/T6Vhlvs1dxCYMxje7ns14azO/oC/wDAvGcQwMcYVqjsXA+NcQ1ibS4H1hXpZyQse8jIf13mtxjbFuEcbcUIVK+uYfYqPGzpJm8AGfOdnn0WLrwcoLeJ8R1DHDbbPZ33jBnK2AAHYAfICxvmXkvSHRGGOLh3tLwTj/EFHlYaPEFVeqtCxWyHY5bwWPMv/BP9C2fE7iL+4cOFEpVKerFbqjwMwKeyftj6z8i3Zgxb3gAYB1LwnG1NcxVxuiNwaqcZmgxjfekAfsTs1/kXTfJ8EOXDhjlXvoUOOWOKbiNrB2IMI0f64fMAA2Z4ZLJnsYPrP516Rg/H7GJJ83D86KcCsU720Qzv0dYLy/gzgmLies1XE+IILM+I/Mz4wSAB4As2Hr5/Ovcjwxh86yGIzpTP1mwzk9oDfZ0JhzXcb285GHFF6M7jPiXhjA0iFBqr7z02o/3aJHZznnvkVTD468PZMg4Pa5LMhg7HmTjHeyfnWHn/ALwPcZMS1yCbP+p4Bs51gGDOi87DPZo0KdwEwGxJjzcVVgHnnapnsmyZ3svMGd+sOc1H+Z5L0hd8PDEb29ogTIlSitToMsHo74Xg6HOolYxPQMPEH1xVY0M3/Yg8es/kSYYwfTcGQHYNKlTDiG8bwNOvX5PkDRsXh531jiri2uVzD7M86XG7LGCRrZZ0Xno2aP8AO9dN8mMfu5sPD8l1p6Pazxtg4HWov7z03Nf1gHaQV2GsA7y8F4DwK4aU2q0StzqrBZMKu9eBmz3zJ69YH/nYvZsGYYqWGKM1Rp1c+ssg+5dNnJMGOQN5phzeSN0ZsM470ilqbzDI5huAAec097envAC9eD1uSxjPirWIuI3J71KokCyNEZesZzz5z86icIsDOY2i1uq1Wqz3pGdkU156SZgyAbLA6Nij/Jxb6Q2/wbiN7fQqFVYYpuIKbRmomI5TMyWxozWjM7w89/OrVdO7guNLCEIXrwIQhAIQhAIQlQCEJEDpEIQCE6azxQLZ4oBMizxQCEIQCEIQLyIQkQOhCRA5pEX+CD1oDkRf4JDQgEIQgEqZKgDNJf4JzSIBOkQgEIBCICD135mxCEFZJpvPH/Aq+zWtNZ4qJJgA9rb0Grc+bD98KRBrs8ybJZbja4qnEEWeKEKwIQhAINCECoNCS/wQCROkQC5LqhBHMLkAa7WeK4mGtWhIA12UHWB92uwSUSlJbPFIDy63+CAQYIBCoKDz8N3PYcsNXsCsRZncH3LvR1qkMLxUJ6M5vb3rK43bYc1421MLwPoXhWOeD+I8E1l7iVwSlhDm2Xz6J7mYHPYH8n4LF67Qaq+80YTj70D0H1q4WP8AW+rF7xu864acVMMcXaNIpsuKzGqrDJs1WjSw1hyHoPeH+TXn+J+GOMeC1Wdx5wWzpNJPXVaCffAYeTrD84edajivwTcxPPDHGAJf1JjCF37LzR2BM8j3n8/40nCLje5ieeeA8fxfqTGELuTZe0BM84efyfgXqmw4Y8VMM8VKN9ZUN/JlsaJkF4++ZPz+TzrYGvEuKPBOpM1f/SVwhf8AqfEsU896O1oZn9ejZef4DV3wi4303iLfh+uRfqTFcLRJp7wWX2bzZv8A0bwUD1JAIQCAv0J0AnQR5kCDUmjiTojMlo97LzIGH51hMQ8AeEmIWj7XguHGM/ewfsxh+DQvQ14zxj+kVE4Y1b6gg0B6pVPJB543nsllkD89mteQIr30eMR0H/8AtrxixDRGv+XkfaWf1gH5F5Txjh8aQqNE4SYjx3Grx154H2QZZBk99gZ1gBov18+xaaifSxxxXney03hOc91/2IRHnj1+fQap8B4wYo/EubxG4506tw6r7GBfSjBmNyevQGgNHWth6FRODnGWNRImHP8ASvAoNJisgyDNGpuv152g7/Otnw34IYO4bynazBcmT6xKCx6oTnr3te+zov8AxqbROMfC7Eh2UrHFNN0/cuvZJ/gesWd4ncdYOD58TCuEqd+8mI6jZkxGT0BfsvMP0foUaUrd6qnAF5DGw99IivMBOqWO6Dhs3wv7DEpXacnyGZmqXCXFHibQeLUfhPjR+j4hCUF/bqcGS8zoM9YbOTZYo0W96BAAhOvWRT2L8QnQIhOkQV9bw9RsT012j1+nRp8R/ey8F4GvJ3vo3/UL7s7hXxGr2FTfO84+dnM/gvD8969oQvNx40fDT6QLw9lf46Mg11tUpkD/AEfzqbhj6OWGKbVwxPjWsz8YVsPfVM72Q9DOv85mvWL/AATq9wbAsb2IQkUh0JE6ASJ+dIgE/IkQgEIv8EIBF/ghKgFhOKnBzDHFGnAFSb7HU2A+x1NoO+Z/rDyLdgmQfGuLaJVaPWYmHOLco6VXYph9Q43j32PWbAkmG/17w516xw345VKm1lrhzxibZgViwOx1MDDstSDkO/Zr69h+Ret4nwrh/GdGdoGJqUzPiP72neQ+sOg/OvlziLw0qPC6AdDxHEk4k4fmZnDnAF9QoJn0H0eTYfkNaxfkavr1OC+SeG/0jalgxoMCVUDxg0DzDFKnRHrDNg9gHf8Az619TVWvUeg0s6xiCczAiAF5vSHrADyKNGSwTKPSp8GsQI9VpUtmTEfC9l5k7wMFOAFLUgITpFADNJf4Ly36Q/EupcOsGg5QJTLNYqkkIsYzsM2QsMzfAPk/Os5hvgVjWt0OFXMR8bMWhNmsg+YQZhgyzeF9m9a/ERpvbJ6Ri3i1w9wTKCLibE8aNLP/AHcL3ng9YBeYLrjPiXhXAdDhYgxBKe7FUXgZZymc43jMLw0eheH/AEacPUONjzFtNxjECfi2FJ0PVHvnjADO8wv59mtXf0twMIuDX3LOxMVjvvwf+ta6RtqPaJOGMMVuqU/E06jRnqhCC+HIeZ75lWcyZFhtHKnSmWWg3m6dgAqfGeG6ji3D4UqjYun4eMzA+1wbM4w6Fgof0ZsDm6cvE9cxDiR3n+sJ52fk/rWcafe1X+IePHCfDDV87GMCS78KD9pP/wDM3rwKNJ4jTOJdV4hcC8HVtmDVGb5IVOMDLLz/ADmGv599699jYY4J8NGu0NwcN0Qw150g2c78b2tUtV+knw1h/ZMPyp+IZewI9Mhm9f8AOdgKp/8AEs/d4vhuvYfexaGIPpNS8QhU2HvsESdTTCnsh6A3/g/GvqrD2JKBiqAFRwzWIc+JsvjvXgHk8i+YuOVS4y8VMPNPweG1bomHIXfSWXTvek9BmzvsBcuGPFHGlBwkETCMvh0y1FDvqS689DmvH13vGAGfzq7jeXj64QsDwf4rweK9BOohEOBNinkSY5nfYfWB9C9As8VzVGnu1Ki/wQg16Pn+T/8AYn6Vkdxg7ImL6b9pDkz9Yf8A7kF9BAvnfiQH1l9J3A8VjW9FjZxh0a3v6F9EWeKrN/Es4CFn8bYYrOJ6N9XUPF0/D0i+/tcRkDP0a156fDr6QUP/AMK44MyQ5O10dn/GoiI/Jo9iRZ4rx/8Ac/6S72hzijh5nztU3/8Akq+wfgPiTTay1WcY8V5NYaY/3FmGDLJ+tXpH5D0VCdIsgWeKfYhCA5EIQgEIQgOdAIRf4IBCEIBBoQgORCDSIBCEIBIg0IA0IQgP4iEGlQBpE6RAiEIQKaEyUzVhDSJzSIyBoQhAIQg0BZ4oQhAqEJkCpE5oQIaROg0AgEJwQIhOhAmxOAITIBCEIBCEIFQhBoA0idIgEidIgEIQgEppkIFSc6dIaDqBoXIDsJdb/BB/AdOkTr8+/RnBNyJQTfdoo4LqlDWKYFkOwLqC5B8P+xdQBRbaEgNAXqWyeoFEDepbIHcoaQsIxq4jHeQZapIx6wVrGPTmKLawvoxq9pr15dHoWajf+hXsB7ZlpC7bvD0k40pqW3Zeyd6++uGlSbqVBiPt87IGv560p5zNC9fbH0e6x2/CsRs3NbHcmvsfSr9ofB+sYek29i/iIQhfZfBCEJ0UROizxQCATpOdOgYEIQgA3qRZpsXIAXVZ5raQcFksf8K8OcSBabxG/PsYCwAak2fyLYAmWC4vx+jwL/3MOFbItBFquIWQB4HjA5IGB2WaNnkXusCBFpsNqDBYBmOwAMsgGwAUhCmMMY/Rtea8nvTzrjHwoncV6S1Rm8TfU7TGvQznXn+MF41/7lVZAY8RviUD0dgzvA4ZhvPk1r6qQozYYye68PMy440hFo9HiUSkRKPBbsjwowMsh5AWE45YPxrjbDLVAwc5AZPOz3u1vWX9HIa9IRZ4qv0//DGL0vf5fGX/ALsHGWNKOUcWjvOv597rMkA9F/OvrDAeEqbgbCtMwxTmAAIUYAMwCzOPnP5zvV6nWWLjRh9G2bmXn6W8046njGThRqm4Oocye6/JA3skL7AA77F83s4M4xQ6pUK45g7EgTaoy+w86EYzvC/Rz+QF9upbPFTm40Z/dtxuZeCNIlj+FGDP3GwRTaG5f2vJz5Jmd/fnrMPk2KPxaxy/gbDjUuC3fNfkgDOi/wBf+fOt0ha+PppDmjN+9vb4dpuOcaRixGDnaQ/eULLDjdb/ACfgBfVvCKlVWlYIp4Vh++Q+GfZkgGSHIH4FszjMH7RsD9YJljxuN4L32dPJ5nnjTVmsf42iYAon14+AGecDLLR85r5PonFqvm1i1hyLGvxDfkvWHeF7/wDQC+yKrRKHW2gYrFGhz2gO8AkRgeAPxqkPhdw5vzG8F0QD+6hgH6E5PGvP6Uvh8yMEaXKn4IM1UMAwn6rFjMm/7EGQP2HJfetdiGvU3DdLOq1U7I4GAfjNWEaMxGaaixWAZaYCwGQDQAKsxPhWh4wgBSsQRDkxL87KB42dfyGtojxxo499829vmKHxXYerOOJzcVnNqIPnGdztd+hmyzk0Ga9q4CZ72BWn3KaEYLzADB6/O6z/ABoP6P3DYzaspsxkA5GZh/zr0ClUqLRIEelU5iyOwFgAubjca4ve3Zy+ZNxpCWuTwbDXVVhzzk1k4rexhnX6zXfD5tJAIQhbswhCEAhCEAaVCECIQnQIns8U1nihAIQhAIQhAGi/wQhAIS3+CL/BAJEIQF/gg0l/ghAIBCEAhH8Nfp7EH4i/wSoQBoSc6dAJEJED8iROizxRA/iIRZ4p9FyAQhCsCEIQcXowPDYaqpkA2de9rrV6gw+JtXkOe8MWy+xCtpNK94x+BVhhYS2c1xoRBoQaMwj+IhCBUhp0KwnIkXZIoCINCECoTJUCWgkMF2RZ4oOIGYe0UsDuUcwR3gbFaE0Pif2ov8FHB5dgNEmXKSZstd3FeePkaZC8zUtlmXJLLiMAZ85nsBXsCAxDDRrNze6fOovNo6cPGu+9slh6j4nAjfrLbLN53gDJ32LVRglAFh2GpB70LnfU+AvPeK/BzD/FGGzLbPsFdha4dTZ3h0AfWH6F6EgEHhXDrjHXMK1kOF/GwOx1VjRDqb3sZgbAvP8An/HrWg4u8EIOP7MT0CX9SYrhWPxqiydmcYbAes/WtXxF4aYZ4nUQ6PX4msNcaWz7aMfWH9C8kwlxFxNwQrjXDbi+4b1HPRSq8AHZkcgH5Pzh6FbVd8JeOU6fVj4a8VIv1Vi2EeQDp6GZn9B/kPkXtQLz/iXwowlxdozUrPZZqDAX02px7DMOj1srz/AfFrE/DfEIcNeNjhgd9kCuGeh4OS8+cPPyc6Mn0Mms8UoGDzQOAYGJ6wNMoBZ4rlJhxJIh2qKy96wvXVCBQZYZCxhgGQ6ACxI8Dclo2H2weaPeB60tSjSpMCXEgyzjSH2TBl2y/JOzQa8GomG/pWYeOXRwrlEqseU9oqdQkm8bIeT+iw0Hb6QNN4O4bw86xKwXSnsQVQLKbHjs5Lxv/HPJsOwPz7FT8LvoqNxsORKxiauVuj11/WyFMeBk4wHyHo3r0Lh1wNiYYq541xjWHsSYrf19ukBoZ/gh/P8AoXqCq7/Bq8fP6P1RPQ/xpxybXOz29avh7wcwPw3ddl0CCb1QfCx6dLeznj+fk+RbVCjdGwQgEL1IQhCAQhCAQgEX+CARfoQhAIQgzQBov8EIQCEqEDGlv8EiDQOkQuoAgWzxTACARf4IBBmoVSrFNo8N2dVZbMOIwF7zzzwAAfOvF6xxvxHjyeeGOBmHzqTt9j1ZkM2RWfR/j/AaqI3Hp2OeJGEeHtN7diessxr/AGLIa3nj6ADnXkhnxb+kIPZG4j2DMDv73T/vU9j+j8nrV3h7gthLBIu8RuMWIwr1YDW9LqZ9yz5AA9/+dC4vY54jcZpTtD4TxHqJhwDyZOIZAWGf8EP8/ItP9GrxrjrwcwXgmfTKdgOuPSaq+YMvUw++e/jaNl/QfyKRwurDHEXGlHwxxlrNVmM06yLTYJh3JvhsB7nv8/419O8PeD+EeHolKgsPT6w/rk1OX3zzx8/oSYw4M4OxnWY+I3G5NNrEUweCdT3sl47OtebfYw07t3GjRIbARILAMtMBYyyyFgACc0gBYAN5hnYG805rJuFHkvOMsOvg3eYAZ2dakItBB8k4G4e/6e6JjDGmI5Tz2Jc7IgNPPaIei8As6ORep/R44kRaxh4MAVw+x4jw9fFeiO6DNgNn4NhpK3wZxbhjFUvGvBnEEamu1E75lMnAZxnj+TYnk8E3+IUcMQY/ixqDi1h7uajQXjC8A2Gd/OtbuLZ6OvF3hRUqlVGuJXD1/seK6WF9gaAngHIfn5PPsWdn4qof0gcETeHlZD93sZxe/CDL0fag5w8n59a0EbCX0icMMZFDx/RMSNBs+toxsvB84b/nNXVe4P0PiRRoUviHSo0bEbDIXzqYZgbJ+Q/602g0ZrhRxmixoAYE4mvhh7EtEAGD+sDyQkgGwwM9F6iT4z/F3G8ulROOEMKEwF7NMoMmyU8HPnH/AOtXFK4Am9Vjcx/i08YUdhk2I0SpwwzmfPnX3qqx/wDR+iUSLHxbwZiHR8QUg89lll47JIc4a+f/ANCbxv0NGoo/0cuENKdCUeGe3yOd6oyTeM/x6Fu6Ph7D+Hmuy0ChwIAdERkGf0LGcJeMFK4kU3sj7fYMQQu4n0x7Q8BhoMwDo/QvRf4ixrffsbBZLEPCjhzip05VfwdTZMg9ZugzkvH84a1rUL1opcK4MwrgyGcHDFDZgNGd55O8z8586ukb0KAKPJksRo7r75gAAF5makGvB+K+NqjxFqx8GuGr+dIf7msTg9jGY5wv/WtcU7/9iv4OMv8AEvjJiXi24BnTIJ/V9NM/Jo0fJefzr6LNUWBsGUrAeF4WHKU3YDAaz+MfOavVF1vYEIRf4KQJ0IQCEIQHOhMlQInv8EIQCEIQCEGm5EAAIQhAqEIQIhOkQBoSGnD4n9qANIg0GgEI50GgEqDSIHSISGgEINKrZBIns8UIEAHDRZ4rqCU0CWeKEIQIaEIQCEIQCVNzoQKhMhAqROizxQCEWeKazxQKizxTIQKmBAIQCDQhAIQhAqExpT0IBInQgRInSIBCEIBCEGgVInNIgOdAIQiH8Dw1oSAZrsBmvz79MA2Jw2JAXUEWcPh/2Jg3pQy11BZKOC6gaQAO9OG9QuUhk1KZPVYoQKcyoaQmxvPuVgyfw71XhoHvFLjHZ3ilrC4hvbL1ewD2daz8Y9n9qvYZ6+75FDRrqaexxfUv0YKw5lSILh7DvXyfTXu99oF699+jlVex4lOI5sfZX0eBemaXzOfG+Gn2iGxMuUY72GjXVfon5UAhCdFEToRvQCZKCYAQAIBC7AGtHvwYHg6wQBoNlh72jAH8iUIzAbGABctt0gEKP2Zg+v8A6xpgjNhsfe/6y0EhCUGT+OaMl3/m3vyIOvIhcsl/3cs/wJsmUHvw/AgdOuNkr47P4F+/a/ePh+BB1QuP2v3eSi+V8Bn/AK3+BBIQo4HL94wHyGu17nwP2IsyFyN5z/lD/Iv3tTn/AC5/kRDohcu0+R78CbOD4bn4DWQdCXOb/wCJ/gSdpifHAFqOqEoPRT9m+H40+cHWCD8TpLgQsgsmS3DinLc0AwF5rwGlcVOx8ZKVhw3zePErMozZ+DkgBgf6wXp3FGt/VtB7I2djso7PkXyv9HiTE4i/SHxhip9/Oj0GH9S0ro398YfP+tTF6W1iOj7KCewY6HF2B4DDQ4qTs2T7PYpDLzgLphktUKOElSL/AAXrIIQlv8EAhAAaYAQAAgAToQCEiDQBoQhAINCEBf4Jb/BCRAIQhAiDRrQgDQjQhAINBpUDJUIRA+7QhCBE4IQiwkToRBE6EIBCEKwIQCEDIQhEi/wSmhcTNVCLOaiSYzcnyGpAIM1aKUrzJslluNrirOT33tFXmFhJo5rgiEIRmVCZCBUGgzbZDMccAA86pJ+M8OU2/PqTJmHIzrSIu07rizxSGC89qvGOKz3dKpRvF1vHYsjUuKOLZl+XKZjB9yytow3bG80Q9uPLAe8P8ar5mJKBTR+3VyGzZ1vAvnyfW65UiPt1VkvX8hvGqw1t/jn+S94mcV8FRvZ1E3j+5ZNUUnjrQGfYUaefrsBePmDhiuRs/ETw4oY+W3qUnj25/umHPxyf8Crz48V89lAgB6zM157kqQzD25ai7w422OMuRuA434qM+8pVN/A9/Wt7gCt4qxzPE6jkwKexrMI4He95Lz2LySj0ftLoBl6zX0HgCAFKgNNg3Yvm3yfJekPq4eHpG9t2yDDLQMA2AAHICZKGsUy9dYRZ4oQgEJ7LE4IONniq3E+EsP42ozuH8R05mfCf5D3h5wPkNXSLPFB81A9jT6ME/IluScScPJT1jJ73oBn+j9B+Q16xXqDgDjrggO/ZnwnwvjS2vbRn/J0H5Fs58CJVYbsGpQWZMR8LHmngvAw868BxDgPGnAeryMa8K86pYaf7+q0N478kOsP694edV/Y1RcN4zxj9HiuBgviMb1Swk+dlNqwBfkh/R5OTkX0VAnxKlCanQZbMmO+F7LzR3gYLD0TEPDzj3g+REsZmRHwskwZHtox/yH0GC8nCTjX6MFcCJLzq3w/mye5d99GM/wBB+TYfkT3H0wnVZh7ENGxPSI9cw/OZmRHwvB1k7/8AJqwUsghCEAhCEAhCEAhCEAhCEBf4Iv8ABF/gjkQBoQhAIQaEAhLf4IQBmhIaED3+CQ0JN6B0WeKcATIBBpTNYzH/ABUwdw6i9rxHUrJD/wDdojOt570Ag2BvWXryzHnH7D+Hp4YYwdBexViN88kIkHWDJ/fGCyoQOMXHgwOdnYGwY/7kP77MD/PoD1r1jB/D3AHCijOt0ODGgNMM3yZzx98fnN41XSHv+7zGm8E8acTpjVf451w+yX57OHoJ2Ms+R6z/ANfnWwxbxCwVwfgR8K4ZozL1VMLIdGpwazPkvs2frWfrHFTF3E6pO4S4JxDygPImYheCxlkPuVtuG/B/D/D0Hai44dYrr+uTU5et4z8nQtK/9NGPoPB/E3EWpNYx44S7wDXDoLJ2Ms/xl7VGhxKbFagwYrMaOwFjLLQWAAehdkl/gsbvcCdIhGQv8E9/gkQjU6OdIhQHRf4IQgEyVCBkJUL0eb8ReCdHxnNDEdDnPYexKxrZqcTQZn98HOsuHFHipwxsg8VMFSa3T2NAVukhfeHW8H/oXuHOjQYd4tNxhMN8b+FeJ2g+rsawGT+FLPJe/Aa2capQZLV7Etl4D52XgNZ+vcLuHOJyNyuYOo8l097vZgB78Ya1kT+jBwgzTciUCZGM/hVJ4P5170Hp0mq06GN8qdGZDreeAFicScdeGWGyyH8TMz53JHp/2l4z6NCrQ+jHwhAsx+gTJP8AFnvH/Othh7h1gfCtjlAwrTYDoe9ZZDO/HvToPMZMni/xmviUqC9gbC7++XI/8Qkh0AHJ/nWvTsB8OsMcOqMFGw5Fs53pB63nj6zNaVCi736B0iE4KAlnihOg0CAnQhAJr/BKhAIANesEyVAciAQCbkQCXkTGHvEIFTJQ2IQMi/wSoQCEGhAho/iISIHSJzNJ/DQPzpEIv8EAaU0xpUAi/wAEnIhAGkTpEAaEINAqEyU1bIJEIQFnihOkQIhOkQCEIQCEIQCDQhABoQhCAQhCARsQhAIQhAIQhAWeKEIQCDQhAqROkQCDQkQCDQhAIQaECmkTmkQAIQhEP4Gb11DeuQb0+hfEfpIOCYPif2pQTAsmjqG9OHoSpgWQkAehOHIuQH93rTAi4Sw3qWABZ7NRANdQOzYsW8JzKsGdar2uVTWdA+0RrC1jHrV3F5OtUUX/AGq4hn5Fk0aWmmZkBn+det8H6kcbFsJzM57DXj9NPo0LdYPmHGqkR9tzWw8BhrXThvS4ty8qN40f0Woj2dABzyKwWZwNJ7TRI7nkWmX6n4fjPn+QCEyF6FTIQgEAizxQijhvXUA0JQTWOchrO1QMn7w04B8Nw0ADnkThmfDUtgAH1prHPiB+BH9p/DR/afw0H6F/kTBmB0JLz6E9/wB2aA/tc+GCP7XPhgnv+7NIZ+tAXn0I/tP4aL7z/wACfOb/AOCBLz6DT3/dmjOD4iAMEBn+B/gTZjfn/AluBMsgtwJ72+tfiEH7nB1gvy/wQv2xvoQfiF+2N9CS0EDfIv3JA97YJLQTWetAvZoh/wC6M/gR2aL/AMuz+BNZ94aqsT1UKJRJc437LA0etFvmz6UvE5jCtBrtYYfyTis9ih/xz0B/X8iy/wBFrDD+CeG9KqT4GFQqn+sJJnv1ryXjZUn+LXF/DnCuC5nR2JP1hVTDz/0B+tfTrORTYARWGwAGAyABfL5OZ3YY6PTaJiqJPd7K45860f8ADXg+DKwcmsy8tzug2L1um1hw2gA3Na+lxs28d3Bmw92iA12A1UhJv9mp0Y7966kpoGZ+zXUGVyA2wXUDBGR9ntE6S+9CANIhCANCEIBCEpoA0l/gnSIBCEc6ASJ0iANCEIBCEpoGQlTIFQmQgXnQmQiCoBMhAqZCEBvQhCsCEIQKmQjnRISpt6VEEM0ic9CQ1qgt9hLibyDNRzNWiw8ar3nrF2ee0qDJNXDGwExsHctw9C7ZzABebgWKnknrVZJknarvCx3XE/EkGGPd3vH5FmqljapHeERsGfzmoU94zvVJK/2K4iIY3do9SrE6f/fpTz3rNUMk3Lz7xWckPvFWPBrWjHS1bJ/iKIe9TXgUUw1bF5uaONnkS5N/oUizxRkqLzLjCiGyjJ+HsUvJvThG1+Rc15nZhwozMbWCsI0PXyJ40bYrulQO0uh8JtfNzZt30sOH9F1hWj6wfs1HsXr1EZyWmm/Isfh6GGaDmWtxACxMMaOm16zsXWzxUdlSQ2Ldm/E4IToBMCVMgEIQgLPFCEGg8N4hcE65RK4fE3gzK7BW2L3pNMD2MzrsD+Tn8iuuHXFrDPF2BLwdianMw63YbE+mSw0Pddl/6N4L1heX8V+CFKx4QYjw/K+pMVxdcaos6M6zYD1n61W486rGHsafRprjuKsHNvVjA8p77ZTzO843n/x/jXvGDMbYcx5RGa/hyWD0d/fyGyfQYchryTh1xpnBUj4X8bIIU2tgGSzIkB3M8PPya/wGqfGfD3E3BCvHxK4SAb1Ef11WiXmYAHWHk/R6FY+kELJcOuJGHOJdBarmH5evY9He9syfQa1ayDIQhAqZCU0DISpL/BB1Rf4JUIGRyJUIBCEiB7/BF/gkQgEX60JEAhCEAnSIM0HbYoNSqsGjwnp1VlMw4jAXvOunYAAsLxI434VwB/q5tw6rXT0RqZE1vGfn6Fj6VwlxxxgntYn4yznoFKA8+Nh6OZgH/nf5v9CrT8w1S4wY14lz3cMcD6GbzLB2Sa9LCxln0X/58i1GAOAOH8MTP3nxVKexJiV8896dO1gB/cga9GpVKo2G6aFKo0FmBCYDQy0FgAvLMZ8ZqjVaueB+ENK+vq3skyw/usPzmfOnv6Pf9Gzx/wAUcK8OoAS6/Lvdf9jEZ1vPegP515vAwTxD45ShrPEp+Th7Cl+fGobJ2PPByZy1XD3gbBoNS/fHHFSPEmKHtZy5Gtlk/uQXqyb6erRBolBo2G6W1R8PwWYEJgLAaaCwFONJf4JFLI6EiEDpL/BPf4JEDhrRf4ISIHBCEI1OhIhA6OdCFAEIQgEyVMgEIBAIBOhCAQaAQgdIhCB0IQgEIQaATLknQMhCW/wQMCEqEDb0GlQgEb0IQCL/AAQhAciQ0JwQJzpE5oQJZ4p0IQIaVMaVAyVCRA5pDQkM0DpEIQCORCFYVCDQjIiEIQCEIQBoTmkQIhOhAiE6ECIQhAIQhAIQaEAhCEAhCEAaEIQCEIQCEIQCVMlQIkXZIgRCdIgEIQgDSpjSoBCEIh/AoNiYEgJwXxH6M4IBAI/hrJq6rqALkBmnBTa3cN6kgol/guoH8RQuEgF2AFHA1IA9ighYB93rUpk79ChMnep0feodMLKMDl4ArWMeju9ip42hWcY9YZmhS0aOlHtsWyoj1j7Vm9YeAesPzrXUc+9BxawzzPvrg5Uu2YXiOX+5BejLw/6OVV7ThxqJf7A7F7hy92v0+G94i34zNGma4MhCFoxCEIQCdIC7AizBmIvPoRf4L9vb61navg1/3ZpwP1/gQGWm0KWoA09wIBCAvb60A8HxE4IQFwIv8EaEloIHBMlsb6BRkt/8UAmS2gvyz1oHMAS2N9AoyfOf401n3hoP2xvoSWgms+8NFh9ayH7kt/8AFfln3hpbHPiB+BGvyIGs+8NFn3hpdfkR/afw0DWH1o1ovPoRf92g/dfkXkP0gcZxMN0F3tz4BHixjlPegF62b2SBmbegNa+Afpt8QpVSOPhKlPmcvEMkGLAP3AH/AF2LLNf6NcMb2z/0V6JKxJWcR8X6rF72qPGEbyB5P0L3jE9S7NAP4p6AVVw0wwxgbAtKw+DdhsMhnec+dRK3J7ZPait7AO818S73y7vpRDQYGDs3eBrM9C9GgTzDQvOcPH2Yws2LcQzvsXZhzObNDUQ54e8VwzUr1j2bw51ZxjcCxfSjM5rwtazJvU4Hr1nIb1hq1ZeXTFua4WwPJlFA7lIBevDIQCEAhF/glQCEIQCTenNCBEISIBCEIBCDRZ4oBCORCAs8UIQgEWeKEIBCEIgIRoQgEIQCANCEKwGhCEAhAIRI5FyP7xdTSmqQQ1HeesXV47BUI96tAM1yM/dpjXI1aLRHj+Iq941Okmq95bQxtBkmqqYeg1ZyTVTMNaMdFPJNV8k1Olf7FWPLzdCFJNVkn7tWb2Wq+T1qLsiFY9ma1HMPiKW9mGf6FHsv9oo3beFx37NifJXUA+GnBnQsbzNow7uQM61KBlAM7FLAPhr5ubM78OE7LN5A2G9bCjwMloAy9fOqyiQLO/cBa2mxrzBYxG7qX1HZsADWlhgqyAzYAK4hrvhjSwZ2KQCjsqQC9S7AmQCEAhCEAhCEAhPyJEAhCEGN4i8McM8S6QdOxBEAJAB9mls+2ZPyH/IvKaDxCxjwNqjWB+LedPoT55NNrzQX2B0H/m8POvoZVmIcN0PE9Jdodfgsz4j4WGy8Crdq8Kxtw0rOEqo1xi4ESmTB8M6ZTGdbMxjnNkOf0fgXqHC7ivQOKNG7XTjyagwFkynPH3zJ/wA4edeSSYGP/o01I5dG7TiHh++9e9EPW9AD+T17PQpGIcHwcZtBxp+j7WQZrod9JjtHYEnrAw5D8nOrH0aCF5lwf42UriRFdp05g6biOnBZMpzug7+cw8n6F6Xf4LJkEIQgEciEiB0X+CRF/ggdJf4IQgEGhCBE/OkT86A50JL/AARf4IA0X+CW/wAF5zxL434cwG6FGiMPVvED+hmmRNb1/n6FWm43FbrdKoMB2q1mczDhMBe868dgAC8Sn8S+IXGOfIw5wZgvQKOB5MnEMgLPXk/5v9Cl0Tg5jXipPaxVxwnGzCA8+Nh6OdjLP8Ze5U2m06iQAp1KiMw4jAWMtNBYAJ6Pf62H4acFsI8NwOWDZ1Ktv65NTl63jPydC1OKsYYcwZS3aziOqsw44bL95n0AHOaxOKuM0QKoeDuHNNPEmIz0G017GN53nk+FeCz8mqM404r1EMQ10NbLP+5Q/IyH86fH52e/uzWTxJ4/d232nB+Cj5/99nt/yB/nWvXcH4Jw5gOjBQ8MU1mNHY3mG94+sz51egAAFjbYACEq93gRyJL/AARf4KQIQhAJ+RIhAIQhAIRf4IQPzoSJ0AgEJED86EIQOgEidAJkAhGoQhCgCdIhAJ0iEDoSJ0ACdIi/wQOizxQhAciDRf4IQCEyVAX+CDQi/wAEAhIhA6ROkPegEIQaAv8ABAIRsQCEJDNAIM0X+CECmaDTJTQHOkRf4INAGkNCED8iRCEAgEciVWyCEIQIhHOhABrXUwXIDtXVAppE6ECITpEAkBOhAiE6ECJ0idAhoTpLPFAIs8UIQCEIQCEIQCEIQCEIQBpUJDQCEGhAiDQhAIQhAJUyECoTIQfwFBNf7tKAJgXxH34dkyjh92uwLJcOoJwSAnBQswGuwLiALsAa1K3UFLDYo4c66gexQuE1lTmf4etVwWX92pzO/Lcc0KHTCzjHf7xWsY9n9pqnjHs/tVnGPV0KVy0EDLvBaqlHYbXWsrANaKmnrBxz0b1UMbfV30ZqrklIguP36wMF9QBrAHF8WfR4qoRsUAwZ2A+HWvs2Gd8dpwOhfpOHe+GX5jnxpmSLPFCELqcAQhdg1oEBde7ArEWeKDZAx7xsD9aztpAvvJdgUcIzHuws9CYIbfW9/wBY1LZJsb6EWN9CQI337340ZLnI+f5ED2N9Ca0EuS5/zR/kX5a/8f8AIge0EZbfn/Gksf8Ajh+BFj/xw/AgezxRZ94k/tf+IH4Efa+QGfxoHs+8NAZnxEgHLt9gz+NPe/0fnQP/AGH8RFp+RcTef+AaM5//AJR78iDtr8ifX5Fx7T9w7+BHafI9+BB1/tP4aLz6Fy7SHn/AjtLPWga8+g1+3/dpO0xPjgnB5g/ZmCD8v9a6Zzf/AARe31r8WQW4E+c3/wAF+IQZriFXm6PheW+D9jr4ZAL+b+G8/jH9JGXiBy96lYeOyN0aP8d5r6j+mrxRbwZgqaxEfskZOTG/jmvF/oqYPcw9w+/eCUwYS6ueeZn0ci4eZm0h3caHsFVeMIvcOZKyNKB+S69LNwzvNWeJJjhhkBznYkgRsloG18qHUvaVuBbam/8AcCxlKZvdC9bOGFghYunCwzLhkL+8bVgyCgx9isWuVfShzWsIauIwaAVTDDWrhkF0w5rSwNSANcgXUA+Gt2bqCEIBAJUyECoTJUAhCECGgwTpECIQafkQIhCdAlnihCEBZ4os8UAhAIQnQHIkQadAiEIRAQhCANCEKwINCEAg0IRISmmXIwQRz1qOYa1NMFHNa/DFHUd5SD0KOauCkJ7YoTymmo5hoVMdFVJBVMkFfPMqsksmrRoopLP3arJMZaCTGVZJjLzc0Z+SzYBqvMFoJMZVUlmxZ3ZEKcw1d4uRhrU042pIbPw1x3mdMYUcAXYAQDOtSAC1c15nZhwgA92rKlQ84sxzYo8aNnFYtRDjWADbaxj9x0/1pEONsWopUawL1VQI2oMxaWGzoBdMQyWEYNn9qtov+1QYwKwZBbsktlSAXIF1BB1BCAQgE/IkQgEIQgEIQgEI+7QgEqEiBHmWHmjYfbB5owsMDC8DXg+LeEuJ+GlZd4h8EnLA3z6CZ3svB5A/k/B0L3tIvNx8yz42H+OTX76cNZR4b4i0gL5MG/JeeMP87/xr0Lg/xvbxg6eDsYxfqfFdO0PR3dGdZzh/QjijwQYxJPDGuB531Di2LrZkM6Akn0Pf1ryWqvROKM8MP4xiHg/irSA+xzvYs1Iw2a/8/wAi292r61Rf4LxThFxslVKefDniax9VYrhdyGdoCZ5w8/617Rf4LIOkRf4Iv8EZA0IQgL/BCEIBCEIBF/ghKZoGM1X1isUqgwDqtZnMwIjGt5547ABYXiLxvw5gZ0KPBYereIH9DNMiazv8/QsvRODmNeKk9rFXHCcbMQDz41BjnYyz0ZyrT83uiJP4i8QuM096gcHYj1NogHkScQyAs/6P+b/QvReGnBPCXDdrtbYHUq2/7apy9bxn5OhbAAoeFaRkNhDptPihs0MssgvKqrxjxBjae7hzglQzqTwHkvVmQFkJnzh1p7+h/o9FxnxCwrgOB27EFSZZM/YshreePoAF5qEPipxvIHJXacGYSPkA/wDWEwP5FqMDcEKbRKl+9WNak9iTEr+s5cvWyz/BDkXpSb6erRRYMwHhjAFLGlYZpTMYPfO73nj6zPnV6gzSqWRkJUIAzQkv1p7/AAQMlQhAJgSpkACD3oQgEI50IBCEIBCdIgE6EIHTAuSe/wAEamQlTGoAhCEAhF/ghAIRf4IQCdIhA9/ghCEAnSI5EDoRf4IQCEJEACEIQBo/hoQgEIQgOdBoSIHv8EGkQgEGjkQgVBoNCBDQnSGgRCEIBCEKwINCEAaVMlNGQQhCASJ0IBMCVCBkqZKgEidIaASJ0IEQhCB0JEIHSGg0IBCEIBCEIBCEIDkQosypRYY5jj6zk/HkGM7YDDxgvLyRj92kYbv0lrUqx7PFHDnagiynzZM+c1qo0yJMaB+I+DzR84GkZIyeheG8fvDshCF6zIkNCEAhCEAhCEAhCEAhCEH8BUawRfsTL4j9AcMtMG9cg3rsslQYF2D4n9q4gnDYoWkAuoa+dRwXYDUrdw3pwXID94uoKFpDPI386sI19/dqvD7tTo27vG1FtoWrJ3ipsPd1qtZP4asI2Ydilo0EM7PeWLRU17ZZes1G3hlrR03/ALgVQ8t6xwln9gxRTz2WPWL7woL2dAD0L+eODJgRqlEfzLLHgNf0BwTJCTRo7gHvZBfe4F9Kh+b+qx3m1+hCdd75QXUEoJgXoLPFBhr9oae00h5gLO20AAPrXYAP4gLiBn0KQB/dmpaP0L/IjX5F+X+C/c5v/gaBv7T+GkvPoRcCe4EBf92kv+7T3t9aL70CZ33Zp7/uzQhAZzf/AAT5zf8AwQhB+ZzZ+8BfoG38RCLQQFwJr/BfuSHQCSxvoFZBkJTAEWggZFjZ+7BJZ609n3i1HLs0Q/aMB+BHZonwAT2feGmsPrQL2ZnoUeecSBCdlnfYwF+9SrD615rx7xtFwTgObOflgFjJmfoBYXejyP3L0fAn0n8TzuLXGek8Oaa+ZgxJA5NmvWf9AL6VgQ4uHqDEpzDdjUVkAAPQvmX6MFEl424g13ibVQMzB4wZM+s/8C+mK9JsaywXx+TfkvR9jDHjUJvdvm57bl4ArNkFXwGbA85qzjBe6CiHrRUSMtRGDWCpaUzpDu1oIYLswwwu1lGBWEYNWtR4wKwjBs/tXZDjtYQGVbACgxgsFWAAumGNpALsC4guwLRmazxRZ4oQgP4aEINAINCECoTIQKhCECfxEJ0IERZ4oQgROhCBE6EIENCEIgJ0IQCEX+CECIQhAIQhAINCFYEIQgEGhCJcjBcjC1SlyMEQrHg94opqyeBV7wa1qhFNIYaF1MEqs0+Ec4ygvRlZmuRs3puaM/JjKvkxta0smMq95lNmejNSYxqpeh3mtW9G+7Ve9DXNbSGUkxrC7tRzjLTPQ21BOH92uTM7IhRBGs0LqzG15be9Tjh68tWUClWFeba5fd06aCmwMlrzq4jM/dojRlYQ4y6YhFrCBG2d2ruMzYokNmwFZxgW0otNjArAAUWMClAtGbsC6gkBdgQMCEIQCEIQCEIQCEJTQMlNIZoQPf4JEiEAaL/BBoQCw/E7hRhnidS+yVVjs01j+7VFrQ8yfr6Ftr/BCD45x/TazSuyYR40uPMy4p2UHGkcL7OgHv8AN4fnXpHCLjfUo1UDhzxUlshVdAU2p39zPDk17PnXtGIcN0PFVJkUPEFOZmQnwsNl0F8i8YODNf4dQHWImdW8HgefGdPW9TT9fR+RV/Y1faAH8NAL5Z4A/SQBko+A+Ic4Ds7iBUzPf0A9/WvqMDvG9ty8D51LJ1Rf4Jb703IgEIv8EqBkJTNeY8QuOVAwlI/d/D7B4hxG/oZp0HXYf31mxeRG43dbxDR8NwHaliCoswIjG9107AXik/iLxG40zTw/wdiPUqiX5MnEMhmzR9z/AJ/Ap2HuCGJuItRaxjxwqRvAHfRqCydjLPrXqGJMYYK4XUZr6ylxoERgLGY7Iaz8gAC0/wBGqn4acGcJcN2u1MMHPrb+uTU5et4z5/QkxzxpoGGJv1BQIj2IcRnoZplO1mHrPkWaB7ivxpP7Cw9gnCjnvnv/ABCYHk6F6Vgbhpg7h7C7LQKcAOn7aW7reePrM15/uz/3edQOEWNeJcoK5xlrOTBvz42HoJ2Mh/GPnXsdHo9Gw9AapVDgswIjAWAyyFgApRmi/wAEq9zcGaL/AASmkUvD33pEJEDpL/BfpvBd3ji/EAnDYkBOgE6ROCATJUyAQhCARf4IQgEIQgEIQgcEISIHTpEIHQkTo1CEIRkZCVCNTIQhQBCEIP3YCZInNAfxEJEIHQhCARf4ISIHQCRPzoBCRCAQhCAQhCAQg0IBBoNCDkn50INAGkT8iRAJE6RAIQi/wVgQi/QhQBKmSq2QQhMgVCZCBUJkqAQmSoBH8RCECIQhAiE6Q0AhBoQCLPFCDebAcw3EAhU8/FVKgFluP6/Iq0+ItAZdAH5Zsn6F5vDSMOa/tapGxVUbElDmNZjE5k/nSSaxeH2T9l/nS7iHsca7WZyQZDMNyxU8+sOHe2xo86jmb8nvDcUKfPiRmj1rjzcn8Hdh4f5meNi3Mfc1rG4hOJ7s1GreJ2GRy79iwFexJnX/AGrQvm5uTD7GHh2r8TvXvum25zrrgziXX8MTABt83o9/sTWSn1LOvbbf1pIzwAAXua1wf5lxe8PpXxoyRpb6dw9xjw/VRBud3J/kW4h1iDUms+DLZeDyGvj1mYwA5YOK4pWLazRHc+DKMA6L19LD9V/N8TN9Hj7H1kheNYY45N2BFrjH/nAvTaPiSj15oHIMoD8i+rhzYcnpT4+bjZsHtK2TJUy3coRZ4oBCAQizxQgEIQg/gKCYNgpUGviPvGuNdgNceRAI0+HYF1BcvvEwLnWkLsBriGtOH3ilbqGWpAKOB3+0XYA+GoXKQB7NCmsvX7FCD7tSg3qGkLOMevrVwyf/AKFSRjs7zkVhGMNGZvUtYX0LaH/1Wgpp7L9fzrORj69avYB2WXqoLbaiHZIacvBfeHByf2zCkJy+/uQXwJRD70L19sfR1n52EojZuXmxoX2Ppt96fB+qx0e0cicEAmBfWfD+AnBIi/Wj2D3uezsXIz1pjeD4iUDWLqdQebDnXUD+IuQLtY30IGQlsb6EZLf/ABQMnSZLf/FFnigEaEWfeGks+8QPY2fuwRY30Is0e0RYfWgLQRkt/wDE0AB9aNaAs9aez7w0a0a0H5YfWa/bD60AZ9Ca8+hApgfWjWi/7s0X/dmgfX5Ea/IvwD9aL/Wg/dfkX5/afw0AYIuBAf2n8NfA/wD7QviifY2sFwX73Zr1lgfABfc2J6wxR6JLnOHZkMr+V9Ykv8cvpMu95nUylvWeSxk/61y578bo40fe+gOA+DAwTw0pkQ27JD7OfJ9Zq4rBg9K896up5hDgZDegACwFmo17zpvv2HrXxJ73u+gsGQsFWdKZvdBV4ZdnQtBR41i2h5bRQAsaBX0ANiqYwbP7VfRgc0LvwOPImxf9qs4wXmCr2Q1q1hs611QxtZxg0KaCjsgpYLohz0YFIBcgXUF6kINBnan5ECWeKEIQCORCEBZ4oQhAJUxpQQCEyU0Aks8U6DQIhFnihAB94hCdAiEIQIhOhEBInQgEIQgRCEGgEITqwiDTos8UCIQizxQCUwTIRKObN6ivRlZWeKjmygpzZXI2Vamyo5s2LXdjorzC1ctimmzrXI2UEQ2b1HNnyKws8UWeKbmilONpUF6N92tGbLaiSYyxtcQy70NQno33a0r0Zcgpt5+zWNx5HTFs+zTbyvcbU0IdiuAh2bF2CGsfDo23V7MZWEaMmCNqVhGjKvh6dlmxWDILkyzpUpllbwxtIZBSwBcgDQuoL1LqCcEgJwQdQQgEIAEIQgEJUIBCRIaANCEIBCL/AAXI0Dov8EiOdAJDNCN6ANK9GYktGw+2DwGFhgYb0wApFnig+T+N/wBFpxnNxVw1i3tb5NMDk87P9Ci8BPpGzsPOtYD4jPvdiA8mNOd3s+R7yL64NeI8b/o5U7H7Ttfwq2zAxA3rPkZmevz+dWPawebeaB9gwMD1gYJ9i+POD/HLEHCirf6POJrEkKew9kAbod9A/rZX1tGrFOk04K4xOZehGzng6B6LOu9Z6CaqHFuM8OYJpZ1XEdVZhxw6z1n5ADnXmWIeP313MPCvB2jPYkrF+Rm2fZWfOZ86l4S4CPz6iGMeMVZ/eSt7wjn/AHaN5ABX8Rp7PfiPzZ88ScV+OrvZMDxHsK4VPQ9U5AWPPB9yvSsE8N8CcH6Q7KYyQdsvmVOWffPdd5qFjPjNh/DEgMK4VgnXq6fcM0ynhfk+s+RUtK4P4x4iymq5xprJ9kvvZoME7GQ/jdav/doafxaxPj+Y7QODNG7YGx6uSAsjM+jrV7gngbR6JP8A3mxjOexJiM9Zy52sGf4Ici9GpVKp1EgNU6lQWYcRgLGWmgsAFKNRv+DP/QBoHLBCVCl4EiEIBF/gkQgfkSIQg8P+kPwxxxifKxbgevz2ZtLZ/wDD2ZJgB2c4edU/Bb6SYVV1rBXEn7BVQPIZlvBYDx9D3Qa+iF4/xj+jxh/iQ07WaU4FNrtntgDQ9/G/rVb7+49gA2zADb1gnXyPw642Y04OVz9wOLcSS9CYOwHntZsh1gfOyvq2lVWnVuA1VaVLZkxHwvZeaO8DBLjQS06RHOpDoSJ0DIXJOgZCAQgEIT86BEIQgEIQgdCROgEIQgdCROCNQhCZQBCEIBCEIC+xCEIBCEAgEIQgEJ0iAQhCAQhAIBCfnRzoEQhCAQg0IBCL/BKgEIQgEifnSIA0idIgEWeKEGrZBFnihCAQhCAQjehAIQhAGlTIQCVCDQCP4aEIEQhCBEIQgEIM7A1qtn1Vtnuw1mvLvx+72MN5PRIkz2IwG4ZrPyak5PI28ywehcZLxmee+eg1Sz6l2Z07Ni4M3J/B9XDxtEfELLAOhsXl+Kp/293L5Fpa3iELz17FgqlUmHnTczF8rNyX2+Nh09xGrEuNe42+YWLYYbx/UYxgxmXh515jJnsHYw3YtBQcgCN83NgXrmjk3u2vDGnZ6nJx+/rA27DWcquJ5Zidh3gayT1YYN09a5HPbv0GrvNujDh0VOJ8Tmze443YsFPxaDzp9/8AOvQ57MSe1lvsAYLD1vhvFmCblKlGy70ci+bmi7fVw5cMe7PniS896kRq9rsvDWsfWMN1/DzvfxTea6wBU8at970GsdLh36YckdHtECfnBmZiugktmPtF5bSq3fozFqKbVc72jga0jM482FopL1hBmHzq4o+KqlSnQfgyngO/kNZSTMANa/Y0+90ACxdOHNeO+jjvDGSO76IwlxsvEIuIA8mavWKVW6bWGs+DLB4F8gwz7oHDV9QcYVGgzQOmyjCzkv0L7fG+q6e74nJ+kRk7w+sgQvMsMcYGJggxVWMk+sF6BArdKqQZkScyfzr7eHlRk9Hwc3GzYPeFhf4JEAhaMAgEIQfwFBHOgEL4j7o/7vIm/iJf4aZFQ7AaYDXK/wAE4LJv8JAJkoH8NMHIslOwX3KQCjgpAKFykApAKIGj8Cls/wATQoaQsGT2qwhbQ/8AqqyMd6s414EGhGsLiNr94ryBuBUEY/iK9pr1+/YCPWwpTx3g3yedfXf0Y57Z0t2K45rB5fHlKe0XuL6Y+jNUm/rSRF6wAwX0uBemV8n6jG+Kn1sCZKz7IEy+4/NC8AE0oG38RMe9KbLHwwvWdt4MZrkAAuWTr7s3g+dMDL4e/v8AWClolgC62feGo4Z/3J/OpF7/ALxgPxoCw+tP/YfxEmc+HuDSZx/AeQdtaNaXO/Z8N78C/M9v4Z/gQPrRcaTOYDr/AAL97Ux8RtA159CL/u0gPMH7wE4PB1ggL/u0X+tPcCEBcHnRf4JkIP29vrRe31r8RaCD9vb61+aF+2N9C/LAs2IBC/bG+hfljYIHQktBDxsRmifcssAL0Hzv9M/icGA+G00GJYBIfZyGQ85r5S+h5gxyNSKhjicHe1R6xkz6Fx+m3jmXxC4lwsAUp8zBiTrAOs9AfkXueDKDEwTg2n0NhsACLGANAeRfG5mbq+jhjSBieqvsu5DcS8Nl4LhACxr+dV0mT2+fl8ga9itowWCuOHTSbGC8wWrpUawVn6ayZnethAZsaBdOGHNmtZRmdauIv+1V8MFbMhtXfhhzV/CbGBXEMFWRg1q7jBoXTDG01kFIBRwBSAW7B2DQmQAJ0CJwQCDQCL/BIhA6SzxTpEAhCEAizxQhAJUyECoTJQQCEIQCROizxQCEIQIhOhEEQCEIBCEIBInQgEIQgEGgEGgEIQrAkToQIlsvJdUlnigUwUc2VKs8UGCJVRsqOYWq1NlRzZQV5glNSjZsUcwQcrPFIbN6kWeKUGbzRSJ2O/k0J+x2CrUIyQ2VAquzeROEZWBxvImBlQ0i1eEZSAjKWDKcGda80Xu4gypYAnBlMDKuE0ABdgRZ4prPFepALsC4pwQdUISoGSoSIBIadIgEISmaBr/BckX+CRAIQg0Ai/wQnANaAAE6Ec6ABMhCAQhAIPPeK/BPCvFSm5dSYCNU2A+zVFoNYevrBfOMZ7GnA12XgDiTTZlSwVVO5M2njss62TDZ6F9rWeK864x1WuMwGsMYfwOeIZdUAw75m+Kz5zVQ9hGw3ifg1w9wM1XMOSoECjvheBta3nj6OszWdCpcUOOTpxKGEnB+Er9c50LJswPJ0JuFH0Y6BhgGqzjFtmpVMDzwj/7qyfkDnXuwADLQNsN2AHICb6erRlMDcMcJcPYHZKBTQzT9tLe1vPH5zWrQhSyCEGkv8EDpEiDQCL/BCEAhCNiAQhBoBFnihCDL454Y4O4iwgi4mpQPGx7F0NDzPoNWeFcMUrB9Dj4cobBswoodyBnerVCB0KPPknGiuym2DeMAMwZDnXhmBvpS06sYtkYVxjQzw87nZEY3nr9fQ90Gq03HvadcQebeEDbsMD6E6kCdInQAJkqZAIQhAIQhAIQhAI1oToDehCEDoBInRqEIQoAmSoQMCEqZAIQhAIQhAIQCDQOkQjYgEAgzQCAQafnSIDWhCEAhCEAhCEAjQhCBUIQgEGhIgEhoQrAg0GhGQQhCAQhCAQhCAQhCASpkIFQmSoBCEIEQhJsQBmo8mewyCiz59ndt71WGfO44sLzaOrDxt+9usmY+95AVe8YM6zXKfWIkZr2ixlYxUwF/eL5ubN+b6uHjb+i+qtbYZaNteeYhxOAGeY4qfEOMG7TNtxeX4hxbeRuNv3r4/J5n4PscPgeT+WjreJ778t9ZGTiTrc/OsfUsSOPH7TQqWTWHz7y87A86+b5rt9uOHGNuArd55nnV0zipsBNvPXk4VVw/kThVXAP2h603svjRkepBiFsxzM9dmawZu6z2LzSNWD+J8is41VbtszE8zmvBo9DCsOWAnOsagbWMCeZ2a9ikHUnLr3NgK4zIvC1pz4klo2HGwMD61ksScOqBVb32HOzO9YLkFSvymwcsPnU1mq8jj4daeZEReO94ZE+HuJ6UZuMAElryLtGkyoAWTohsn0GC9NpU/uu8VqFKptV/v0Rk2vOmnkbf5N/e8nCpG8IdBq2ppr0I+HuGZN+QwbPoNLG4dU0HQvlHlAvPFZ5sWRlDrbcZoG9d4J6VWHHpAOA2ZmfQC9QgYDwGdjkpg3jDr0LQRqDhmBrgwWQP0LSMNua+TEfazNBh1F5oH3GMnzmrsHpUazsr5gfkVsZtvd2DgWL8yWABdkb43HdeRZ0fHOIIDQAbmcAchrVwOJYPB9ug2H5FgQy/hrsGXyb12Rzs0fc474eG/teoBjmlPe0vBSmcW0Z7/e7PWvLQMA9pvXU3gt9ouyPqVuO/psfY/jUvwN6/T2L8Depev0EyEIsc67BsSAnWTYwZikAajguob1CkkNm9dQNRw0b11D4n9qyWkAp0byHrUEDtUhk9ahpCzZywU1k/iKtjb8xswVlG+7RrC2jZfvN4ci0EDk7tZ+L/ALVdQD/HYj1q6bl6POvffo8STjYrabP37K+f6U9rHRoXs3BCY3GxhBs2Gdn5F2cO/wB6Xz+ZH7NPuqBrYBS+RQqUedCDL6FKMLwy1+iflYFniuR+tPrSGf3axdQuNOB/driBqQBoOwGmuBAJ0CXAnuBCLQQOhJaCLQQOhJaCLPWgexs/dpDZYP3YJwD7w0WfeIE7Mx8APwICMx8ME4AfWmsPrQL2Zn/JpOzB5/xrrrRrQLkN/EP8aMnzn+NPr8iNfkQfgRvvzS5J/HNMGYn1oOWSfxzTZJ/HNPefQj+0/hoOWSfxzWH4zYwiYGwLUKzKlWWMmev0Le/2n8NfD/8A7Qvip2OjNYLgv97KOx6w+QN6wzX44Vhje3zpwQpsrijxpqGNakF7UV437z6z2fkX1XXpjcZg2Dc5F5f9GPBn7scPhqUpiyXVD7UfXYexbPELwSZQMB1r4Oa97fY0caaznGb58+tXABs2KFDDJaBWcYL3QV/CLXtHjLWwwVFSmQsBzLWlhguzDDmtYRgsFWDIa1HjArCMC7Ic1rCGyrhkFXwwsBWrOxdMMbtJAFIAFxAFIBaMwAJ0AhAfxEIQgEIQgEidIgEIQgEIQgDSpkIF3oTIQKgNiY0oIGSpkIFQizxTciBUIQgEidCBLPFCdCIIizxToQFnikTos8UAhCEAhCEAhCZAtnigwTIQcrPFIYKQls8VY4/rSmyuqLPFBCOMo5s2KysvXI2UFZkqQDOhdjZsNcUBZ4os8UJwBQCzxTgymAFIs8UWj2eKcGV1s8UAgUATWeKezxRZ4oEs8U6AToEs8U6EIC/wSIM0l/ggc0iEX6EAlv8ABBmkQOaRIZoQCEIBAIs+Ins8U6BABOmQgEWeKARZ4oBCezxRZ4oCzxTgCYAQCBwBPoSc6dAyVCRAGhCEAhCRAGhCL/BAIQhAIQaEAhCEBZ4oQhAIQhALx/jrwBpvEiG7XKG2zDxGwGh2zQ95DXsCFUXoPl3ghxyrmEqyHC7ijnMmw9kRpD29k+g/J0GvqIDbMQNs9BrL1vhpgvE9ZiYgrGH40moRfYu2a/n61qwBsABtvQAbEvu1CdIhSyOhCEAhCEDISpkAhF/ggEACdICEDoBIn5EAhCEDoSIRqdCROjIJrPFCVQ1FnimQhAIQCEAhHOlQMi/wSpkAhCEAjWhCAQhCAQCL/BCANCEX+CANCEIBKhCASIQrCIQhGQQhCAQhCAQhCAQaEIBCEIBCEIFv8EyEIFQhIehAH94qyfPs7thLUqqDOhs9azM+sNsid7i5c2bR28bjeTulzJjcYcw3NaylbxgDN4NuKlreJ35LuQxeZn0IpWEn5/26qnYB8i+Pea8l6Q+9h40Y43tn6riSdJA8gDMFh6rMrjwmfZHjBe2yYcGBFNsIgaFlJM9gIbvcB+Bc2bDf3078OaPsl4LW59VZvzIj34FiarJM+vYvo45MUzsciMmHoUQ8N4Yku3v01k79excF8b/07450Y/sfKUx5y88wNipzqpsnluL7Cn8KMB1JoJYU0A5DWXrH0bMHT+8ivvM+g0/xqht/n4sj5nZn3l0GpASfPfZoXuB/RgggJ5FVeBVsn6NMtkL4lVv9ai8NkczD+TzGNMAy9op0aTY6fOtVJ4A4ujf3V9l5VsnhpjSB7SnPHZ8JY3huF+aL+40aZqAHFLkzGwa85qnOj1yGWW/TngsDfYkeefuyzbMLOsFj/WlL7S5mnlqWycoz9agwGc53Zf61oIzN5g222Z8iQ8tZ0qpPs2NuLWw6q/oy1X4bwHXKw6DjER4APnNeoUThixAMH6q/eYcgLpw4bv0cd5sUe7LxnqjJdBthg1bBGlstBfrdW9Cm06M1YwwAAuRwGD5AXZ4dHN5t2JBmXfnmZmpABKPnOxaY4DF6OzRGRzMsATR5ur2Y0ow9opoRnAa7xxdQesHM5EZwGtGblruQDziQzbMt6cMvnR5oHnn7dCjmb5nrvUs3mz9a4mF4XqHr+QqTkT/IizxX2HxzJQRf4JkWcE9/guP3nOns8Vks4GpAGo4LqG9Qp1A12A1HA13DepWkht7tSGd/Jeowbv51JDkULlKZPT7NWcZ7YDirGVYRtB5ahtC2jfnvV1AebMlRRnlcQDO7yI0aumnYftF6rwumdmxHT37/AHwLyKm7w/OvQsGPZNWiHyA8H6108bpbi5MdH9FsNnfTWfQrIzOxZ/BknOo0c+sAV9n+dfoat+Wkhmj506QwUtgC6gAKOAAuwAd3tEEoGQtRkoDMs9ov3X5EH4AetPZ94k1p/wC0/hoCw+tH9h/ER8iL/uzQGtPr8iL/AARcCA1pv7T+GluBFwIGvPoRefQluBFwIGv+7Rf92aL/AAQgANF/gnToEuBFwJ0IEuBPcCEIK+t1Vij0iXUnDsBgL1/Jni1WJfGzj32Fh83onbMgLPgAetfe30w+JH7k8NJ0SK/ZLlBksgG+89i+J/otYV+sq9U8aygMwY7hkz5+s18zk3o7uHHR9IBGYolEagsWADDNgAspGNyZPN+83rD0K4xVMMGstvk0Kso7OS0vmw7LXAaFbUpkzK81WAF+haWjxtndrpiGNtBAZsENCvoweRVkMNjau4wbP7V0xDmSowK2jBrBQWQVtDBdkQxtZRgVgAKPGBSwXTDnt1BSAXIF1XqToQgEAhFnihAIQhAIQkQCEJ0CJ0JN6AQhCAs8UIQgEIQgEIQgEIQgVMhGxAqZCEAizxQhAIBCEQEIQgOdKms8UqAQmBFnigEIANCEAhCEAhCEAhCEC2eK4mCkWeKVBHMFxNlSzSGCCLZ4pgBdrPFFniizACdAJwQCEAmQLZ4pE6EAhIi/wQCEiDQBmhKkQPf4Iv8ABIaS/wAEDpL/AAQhAIs8U6EAhOAJgBB+hsX4izxQgABOkToBOCT7xPZ4oBMCARZ4oBAIs8U6ATmkQgEIQgEidIgfkSIQgEIQgEIQgEGhCAQhCAQhCATpE6AQhCATpEIMfxUxPX8H4Pm4gwzQ/rKWxryr+TnNZfghx4pXFGOcGc2zArbGt6PfoMOsF6q8y280YOBeB6DA18xcY+ANZwxVv9JXCfOZkMHnvRI+8POz/QtY0uNB9RoXhnBD6RVKxyLWHMTOBArzejXoB70efyL3BRceMOhInUhkJUIGBCEIBCEIBCAQgdCEIBOkQgdCEIBMlQjUIQhAyEIUBUX+CEIBCEIBCEAgbehKhAwIv8EqEDX+CEqEDIQlQMhCECoNMlQIhOkVsiIQaEAhCEAhCEAhCEAhCEAjnQhAIQhAIQhAKlxDUuxxzs3q4ePJA3DXnmJKxe66e8AWebN443dXDw75VfUqw2yJ95rWKn1KVVXziRLzVhJjS63IyIgGAHzrVUTDEGjtX5d7q+De+e36SKw4I/8Aanw9hhiHZLna3VbT5nZjDoXWTfrPMWcrElzKPXrVzEY46MfNeS+7lXqr3TrYGvPKlUjBp1vM3qRVaxZeDh6wWCqtY1mGYGhc2bNu78MaLM6r3RuA5eYb0M1hw2vac6xn1q37NxwNaQKqxsbfXHu6Xq0avNhTj7wL0zOJLD7x9eVHW3DaBvP0X3pvr5tkMvM/OovMeF6zJxIxbmA5+dRwxOwB63N/nXln7wuGWY2ajnXjM/ad6Cz/AMiyMMPYAxCwZaFLOqsPNd3ZrXj8bEh6HG3N+hWAYnv9m5rXsckvjPSv9Wyb8+KyfyKPJw3hWSfeUpk/kWKjYn0ZmYpoYnCy/M/Oq3i2Wlw0wcPcFPAZtxAD0KypWDMK013MYggZt9ax4YtbuPvFNgYkvdPLc17Fp1eaZvzelhJbZayGLGQ8i5PTHL96xgVh8w/Qg6rLtNxzZzmr3R4mjk1XJ51HOsWDmG/ZYvPArEqfVLNdnJeh76xqpmwb5g1eo3beH82wPFTGbltv3mu37w5waz0BzrzmTGlsnlxGzAA51ZnDnHCaYz7E3beKGtPE8TYDnkUU8SRAI+/2dax501+M1mN+excYGGKrUnbzfeAFjd2uMWJu2cSNvHyGpH1xnfsy2/nVZTcGZIB3hmfOtBAw82yGXl6AVxuxu8UFjPPvd423eCmgbmUHJ5FNCBYHs1+5Lf8AxVxDmvND+PgJOdOmX2XxSoBCZFjnTpAT3+CK+DgmBLf4IA1kuEoNa7Ao4fdqQB7Fkt1D7xSAO1RA0EpAb1C4TmT2b71YRrPeKsjfeKayfnUNVnGe1+zV3APvQVCyd9jhq4gHs6EGrpW8HFu8NvZMppzM2GvP6U9r7s/kW1w97UMvWF62wMsz+hHDST2nD0R/rZBbM15pwZNiThSEfPkhsXouSYbHzX3o7935W47ntBJZ94l+1+Q0A8/zsH8i0aOoZicD+7XE5LfvLwTsmBn7QEE0D0Iv8EAehOgLgRcCdCAuBCLQRaCBkJbQTWeKAQizxRZ94gLPFFoIs+8RZo9ogLQX7kt/8V+AH3iew+tAWgntBJ/YfxE/9h/EQFoItBFh9aLD60BZ4oPLZEzPYAJrD61iuLuLYmDMEVOsPv2WMms7vxw8iN70fAn04eIr+KsdHhyC5e1C0WBzvnoBbvhFhVjBPD6nxHA73Jz3vWa+fMJRpfFHi+1LnAbzQSTqEm/8gfoX1XVXm40UGAsBfE5N+S9H28MeOGXnzAqUwGwvsA+cFZxg0AqyMz2l92X51cAFntFEItNgBe6C2FKjaVnaUzethAZbyh7uxbYWOVaxgvJXEYFXxmVZshoXZhhzWsIwXq4hs6AVZGDZ/ar2MGz+1dkMbS2QU0FHAFIAFuwdgXUEgJ0ACdAIQIhOhAidCECIBCdAidCRAIQhAJE6ECIQizxQCEIQCEIQCEJ0CAhCEAizxQnQIhFnig0AizxQhAWeKDQhEBCEWeKAQCE6BEJ0IsifnRZ4oQCSzxT2eKLPFAiE6SzxQBoQhAppDBdUIOVnigE5pEAnRf4Iv8EAhCQ0AaDQkNA/IkM0GhAqZKhAJDTmuJoBOgAT2eKDinAE9nims8UCpgBCED8iRPvSIBCdFnigE9mtFnimBAIRZ4oQCdCEAhCEAnQkQCEIQIhOkQCEIQF/ghCEAhCEAhCEAhCEAhCEAhCED3+CEidAJ0gIQCDADEwcQhB4Vxd+jZBxbN/ePBb7NKrd952aAePr8h+dem8NKVi6j4SiU3GNRCfU2AsN4OdahOq33CJ0WaEKQJkqORAyEqEDIQCEAhCEAnSJ0AhCEAnSJ0AhCEAhCFDUIQhAISGhWBOhIagOhAIQCNiEIAEGhIgdCROrAhCFAEIQCBkJUciASGnSK2QNInSIBCEIBCEIBCEIBCEIBCEIBCEIBCEX+CCtr0nJhH3i88CAdSdzH9i2eIXgknkcip+7DRsBfP5ffo+twP25JGjRIwZDDdicz/8Aza4vSQZBUU+vNsgeYaw6Y3TpeRLqUxsB868/xPVWAE7HLDSV7FVl+W5oXlmJ8Ve1y3PzrkzZoh2YcF2XENb1H3mxYGfXu97w1W4hxO49frWHn1h8zzG3F8q7q328OHRqpNbAyvz1C+vrD9osU9WHLvOuP1kZ3rHT5bt2GIb7NakBXr+7NxYIJ5nz3qUzPcszAc0Kbhk231w4fdgZqIdYMHevkWaOpOWn6+RcTnuGeteaDXRqwZ+80ArKNVbCBz+dYUKkd5t5ilM1K8FDVtvrvQVjmtSGa24Zg3mfOsP2y/rTBMMDHMNS80ekQJmc7mZm81s6IYB3+YvH6VUnGXdHWt7QZjj1huOeda4b0Y5oenRgbtvcPYkma2sgzsDeahQ57eQDd6Q5N57/AFrs36OaO9pDLMQC9nYpoGwyANhYd6r4xuXf50K7gUd+SeY2B6+tIXf/ALQgZckneDGjkVhDo77x94FgLVU3D3Zmg2fgVsEZhkNiRhc15mUZw2DzuYbf41cRqIwyHs1Z5zbKjnPbD2avQ3swQ2GeQF27gFXyaq2HtFSScSNhfr/Or3jGjS8jSvSWPZqinzG2XfaKkk4kvP2ire3vydjixvNFrjDo/lyuXOuqU19l8Ufw0yUEyLAJ0l/gnBFCzxTgaEc6yW6gehdQNRwy12BTa/hIDWS6guIb12DWsVyls2X6FNjX25l6gshoy3FOb2+RQtZsnrVrDPZfoVLH3q1hmimlpr2oO8W4w8djoLBQD2LZUF6x1oFtCcj724CSc7CEH0WL1K9znBeK/RvmZ2FY4dF4L2oDX28fpL8vm96FwIv8E6AAFu8+DgCYGWD9o2CUGV1AD60HUIzHQv3Jb/4H+NMGYjWgTszfWf40dm+/NdtaP7T+GgTJP45oyXv+YT/2n8NHyIEsf6w/AjLlfEBdb/u0X+CBe+8iP7H/AIYfjTX+CLgQJe/0B+NPc/8AA/Oi4EAYIEvf+Anvf+AnuBFwIEzj+AafOP4Bp7gRf4IEzj+AaL3/AICe4EXAg/Ln/gfnXxx9O3iR2akhg5h8O/8AbAB+4Devr2sVJilU2ROc0AwBmv5RfSHxbL4ncVZEWC4b3apgU9n0X6z/AM9C4uTbo4eHe926+jBhXs1Gm4xlt2O1R68D+4XqGIZOcZ5foUjD1HYwrhSFSmADuIwMKlkvG9NyHPcL48d73fStIgRrGu8Vgzr7tRGdAZasIAOPO+joWqWjo8bZ3a1UYLLG1T0dmwQWghguqIcl+6zjBs/tVmyCr4waAVlF/wBq78MOe1nDZ1griMGhV8MNCtYwLphz2lgGxSAXIFIBepMCcEgAnQOhInQCEIQAIQhAIQhAJE6ECIQhAIQhAJE9nihAidCEAhCdAiROhAIRyIQBoTpEAhCECIToQAJLPFOnQJZ4oQhAACE4IQInQhAIQm5ECoQhAiE9/gkQIg0IQCP4iD3oQBrknQgRH8RCL/BAJL/BCEAeYhCORAJTQhAJE6L/AAQIuoAlALyXXkQIhCEACEIQCdCEBZ4p0IQCZCORAIQCEAnSJ0ACEJ0CIQhAIQnQIkTpEAhCEAhCEAi/WhKYIGQgEIBCEIBCEIBCEIBCE6AQaEIBPvQhAJE6ECJ0IQCg1WpMUeA7Upd+UwGedmtTkjzLbzRg4F4HoMDQYLh7xvwPxIlOwcPzj7Wx/u7oWGYL0BfKnGngbXME1v8A0m8K85k2Dz5MdkNYecA/kXovBP6QNG4iw2qNVXwh11gO+aM/becFrcfgPZkAhCyAmSpkAgEIQCEIQOhIhA6EIQCdIhA6EiEahCEIBCEIBOk50KA6EI/iIBCEiA506ROrAhCFAEIQgEIQrZBCEIBInSIA0idIgEIQgEIQgEIQgEIQCAQhCAQaEIDYq2pT22WvOipVhiM1l5mtZeZPvK9xxYZs2jqw4bvuaTJMzvNxU8+qtsh7RQqrWAZaOxxeeV7E+SB9+vj5sz7eHDu01VxUDIH3n515zXsZ96dj6y+IcW78x9eb1vE95mefoXHebd9LDw2ur2MLxPv9i88reJ7yNs3Fn6rifeGZespPqt5d44uP+x9KMPjXdVqudfluLPyZ+8DcVY9PMzPvN6hT5Llvd71cYS70WZvA9ekvs2X/ADqsgPTs0HDYeAD8inPX63F7ceM33SAk2GmCpbFX36fOuWcd680RdtGEnOEN6beeY25oWfCY4A9Cs2Z4HY25Zf1rG4ITbLHfWu0Z7T3etcd45gIC8DBtzr5FjbaFgElz1qRGPOMHFWg82pEY7HcvfeoXo1EDLD1rYUeS4zYDbnyLEw3tmZ/6Fdxp5hZlmiNN3oAVVwAy299mxXtHjS5Ia79G9Y3DEOXVZrVl5heveMMYPsaAzbsBbYYvI5s1xjcsPYVOSYPuNnZvW9gUqLDay7AvXWBGbjNZYaE8l5iNeDhgvpRh8b5t3eRxkycke7VfJmN25l+xQqrXm9bANqkmSZZjng5vBLtcYUifiFgBPLcBZ2fjNiMZ5bl6g1UHLzsc0GsvPpucdi5s2a/sd+HDH3rCpYzzjy2zP5FXxqlOnug42B9al0rCrBnmG2tXDo8WG17MFzRF5Pdd3ix9IVMamvvNA4bauIcDJAO7VgANgOzYnsv0LpiIhx3d2/k4hFnilBfZfFAJkIQCdIhA6cEidZNYMC7AajguoKFpfLlrqG7rNRwNdQNSuEsFLjHoUED0ehToxt6FCllD+RW0b7tVMY9YN9CuIeX7NQtcQD2XrcUE2zsc5wWHhnrDL3rUUSS2BtOOfgW0Jt9vfRmk30HI6DNe9AAL5v8AotSc6BI1++0L6QC+1fbw+kPzfJ/uo9ninAHA94k/tP4ae/wW7L4N/afw04H92kA12BB1A/Wnv8EAhAl/gnAwQhAX+CLgTWeK/bG+hB+aEJbQTWeKAQizxRZ4oBOks8U9nigdCSz7xFn3iB02hLZ4oAEDWeKNCABKeWy0ZnsDWj14f9LTiL+5PDmaEV+ybKDIZDznsXwJ9H7DZ4n4kyK++GdHpYWAZ875r0P6b3FFyvYvdoESX9npYaw63z2Arr6PGD/3VwDHly2MmVUftT3XrXw+ZmfT42Hxw3dbnts9x0Beaz8Blwzzz3mutYk5z+WHvz/Iu0YLA5L1zRDa0gNCuqOzrA1VM/rWmokbZ0Lowx3Y20sBnugV1GCxVsZmwQV1GDQurG40uMGz+1WcYNagsq2hhrXbjZLKMGz+1WzIKDGBWALpYWkACkAo4KQCPDoQhAJ0IQCZKj+GgEIQgEIQgEIQgEIRZ4oEToQgRCE6BEJ0iABCdIgDQhCAQhCAQnQgAQhCARZ4oQgEIQgEIQgEIQgLPFCZKgZKaEX+CASJ0IEQhCBEGn5El/ggEJUIBIhCASIQgEIQaBUciEIBCEWeKARZ4pgBAAgADQhOhAlnigE6ezxQJZ4p01nihAtniizxTWeKEAhCEAhCEAhOjnQAIQaEACdCEAkQaEAkNOaRAIQhAIQhAIQhAI50IQCEIQCEINAc6EAhAIT8iRAJ0IQCEIv8EDoSJ0AhCEAhCEAhCRAGAPAYG2BgfIvJK99HLB1SxhHxrSn3qVLB7OeCPoB4162hVF6BGWcloG+gE6dIpDoSJ0DAhCEAhCEAhCEDoSJ0AhCEAhInQCEiL/BAIToQCEIRqdIhCgOkQhAIQnQInQhWyCEIRqEIQjIISIQPf4JEIQCROkQCEIQCEINAJUIQCZKhAyEqZAKtrE8IcUzcVgehYfGc+90IjZry78cbt8EeTNop3p5vSO1OOaDVZWKw2y0YNmoU+q9maNtxYfENecBp1zMXwc2b9X6TDxiYkxOevWvL8Q4k9tr/AMC5YkxOev8AIvMa9iQ3nbMxfNzXu+xh4yRXsSOd63esPUqw486XeLlPqV7pqkkyfhmpdn9YkyTMrG3FVTDPncNSDkh7Q+RFNpsqtz2okULzfVRDG8iJGCXJdsYbMzPkXvvBb6OsvFrrVSxGwbMffYfOtzwi4G4fo8WPVaq2D0g177AeiQ2giQWwZaDkBfoeH9Lu+9vyv1L614+mFRV7gVgOZg96gRaUyDps5ASADWHnBfHOPODOMcDOuty4JyYgHoeaC8F93BUtXtFxnhEqTRxZzAPAfWC+rm+m4c+HR8fifW83Fvf22fzNknZocBIB3nrX2rjn6N+C8TuuyoLHYJB672udeRVL6JeIGZB9hqTLwX6LwX57N9HzY/Ts/T4frXEye9avCu7MeRcTzwXrFV+jZjimgZsMMvehY2q8PcXUoTbnUN71gF65M3AzY/eHdHMw36Wp6bWDZdBhw1ZSXgMcxtxZeZAlsum24wYH5wsUim1U/wC6v/nXFeD9HZjyfHyuAk6t6s40ltkgzFRB2p50AYYM79mhbfCvCvGOJ3Wm2ILwNHzmC5tPl0fq5Q6kZmLbAXu+RekYG4b4jxPKAwiPBHOzWa9Q4afRvg0cQl1zW7vsNe7U2m02jxwYgsAyAAtsPGu3Fm58R0hkcH8NIOGIQOP986tgGXGHu9gIN6+9tRzD/GvoYcMY40h8281ZO9lk1KxrMbb1rOVKpHJA3AVq8Dd59Bqlnxm1VLw3CqM3D1t36018p5izkBSDZ0/1qPJPujbzLFjou8ysmMtmCisw2N5rlJk2ez0KuerDbPtHN65rdMb5GjZeYZANikBMYPn1rDnW3D2J41YN5326x8x4W9CSBrqy83f5Fl4087AyzVgzPM+7zFtDmt/Lo0hp796L/BfZfIcjRyJkpggYEAhCB+ROAJL/AAQG9ZNnVdgNRwNdQUKPf4KQGxRw/QpAKRKDepzKr2VNZ394oXCzjfssJXEX/aqmNyZatmczQoariB+AFoqUfe/nWfh6D/OtBTdBBluX/wA62hD7A+i093UhjnvX1GB6F8mfROecz5zbnkX1sGxfb4v9UvznL/uoXAmSoyVuy+DApAA38NRwBdgA+tBIAARZ4pP7D+In1oCzxRZ4o1o1oGs+8RYfWlvMPdprz6EBYfWjWi/7tF/3aAtNGtF/gi/wQPrRrSXAnv8ABAa0+tJcCcDBAa0wZiL/AAQBoDWsVxgxhFwTgWp1yXLBnIjGtrf92vir6f8AxO7NToWB4L9najvesP3Ab1hmvxw1wxvb45ZCdxR4mxIj7hmdRmHNk+QP/Qvst5lim0ZqCw3YABkhYvnr6KmFXJk+p44lMe0PJZv6F7hiGTKOR3D4A0GiyznXwc1+S32FYDLb0o7OTQrMAtUKADgApoGqZJsBm9351s6UzZ3jazVHZvO/WtlAZsa7tb4XLmW0YNn9qtYwKvjArWPsXZhhjX8JzIK4hhoVTGDWr6MGz+1dkMbWEYNCmgCiMgpYLdgkAuoJQTAgdOkToAEIQgEINBoBCEIBCEfxEAhMhAqEIQCEIQCEIQCEIQBpE6ECJ0JEDoQizxQCEIQAJkIQBpUyEAhCEAaEIQCLPFCEAhCECoQhAIQkQBnakDM50IQGxCEIFNCDQgRBoSIBCDQgEIRZ4oCzxRZ4oAEWeKAQnQCAs8UJ0yBbPFNZ4oQgLPFAJ7PFFnigSzxQnSICzxQg0IBCEIBAIToAEIQgEIQgEIQgAQhCANInQgRCEIBCEIBCEIBCEIBCEIBCEIBCEIBCE6AQhCARzoQgdCEIEToQgEISIBBp0IEs8UAnQgEidCDwHjljzi/w6rcfEFDgszMOBZ2kLLzD19ALfcLuMeFeJ1NB+mywZmth9piO6DA1up8CJUopxJzAPNPhYYGvmfij9HKq4ennjjhDOegTWO/OI0dgH6P6Ni16WPqBALwDgh9Ir955QYKxwwcCusdzrCzO/oPyL3/eoqNAGhCFIEIQgE6RCB0iEIHSJ0iAQhCATo3pEDghCEACEIQOgEAhQ1CEIQCEyFYEqZCMioTJUAkToQIhCECITpEAg0IQCEIQBpUyVAidIhA6EJkEeY9ksG4vLa28cmU65et/iSTkwHeteUVufktG4uXmXpGj6303D+vdn8ST24zR3uAvF8W4tbZvbzLFpcZ4nbO/Mc+ReBYzrfaXXctwLwX57NmfreHxvzR8Q4wbedNtx+zWsPPnm8RuNneqmqvOPGes1nXqlLhu2X3gsYjd33cY4aV6SYAq96TqPX6FCCf2kehAM3nvOxbRhfNvkmDMkugDbmjrXrfDGHSqO61OfsM94AvNIEawgcy1qKbJfjGDl/512cbTHe9uDk3eSNH09R8bXgAX6FpYeLQMQ7xfNlKxIYDrPWtnAxI3Z3b6/SYefFvzGbgaPdWcQsPD7RTgrbZ868ZjYhP46to2IX+s13xmhx/4z1UKwx7xxdfrJgz7txeaxq248eW24rqHMfMfZrz/ACcOP3Zf4ea/RsDeYeFVFSo8WYB5jAH8i5xjfeVjGgPvF3i4831TDj/9Po4fpea+9sFVeF1DrZ5blNZP5Fmf/dUw5Pkdr1s6+Re+w4DbNmjWrMGbAX5/k8v45X2PvcaPni+lvNMJcAcF4eADOIDxhzmvSIFKpVKAG4MUGbOgFIB5hneajyZjfJ+tcEYYj1b3mvJ7pcl6yzvASBJWfkz29Zm/eo4Vixru96vZ5o12cxYo70xi0L1lvr5sw9pYoU/EjbN/eB+NXvCfDbQyZjFxqpkzAu9peayknE7hnoVbJxJ1ufnXNeaHRGFqpMxs9Dbip5NSbAddizr1ev8AeKnn1twGvaKLzLiEqt1iw8vP1rOzKxrPvDNVM+pOPO7zVO9JvPvHFwXe7siPG0rNYvPvHFYxqw2z7xY8JNgedd4ZuPO5mwN6D0aBVbxDWrWHM8+hYqGB2Af5FdwJJgfkXTFubM/nij7tCF9l8IIS360yLC/Q2L8QgE4IQslnA/dpgSgmRaQCkBo7xRdi6h92smnwls/eKwjHsy1XsmpUY7LAUNIXDOj0KzjHeqeMehWcYFCl7GPX59i0dKPVo3+tZmHl3gDa0FNPVmciuE2+rvoo2HPlsb7ABfXYMhb3Zmvj/wCiW9/rma35AX2EGxfe439MPz3M/uJkvh7/APIn+1+Q11BC3c5QefDewuoPfEA0AuoIDtLfQf4F+5zf/BdUIE7Sz1o7SHWCc0l4dCMj5wfET3t9a49wfu0+Qx8MEamuBF/glyWPhp8lj4aD8v8ABF/gl7MHQgGW0HVC5ZLf/A/xp8lv/iaDroTLhkt/8TTAy2vR1RcCXJb/AOKMlj4a8EesVWLSqbInPmAAwBmv5E/SNx5K4i8S6q+w5nZ8n6vjei/WvvP6YfGCJgbh9Np1OlB22V3AAB86/n5wTw2eM+JDUp9vOj0vv3j6z/8AWvmcnNvb6PDw6Ru+oOHWHmME4GhU4GLHWI3fec+dcpLzjzoA435zvWgqrwMtBEvsWcDvnSc6182PzdNpzOhoFIZC90VxAPhqbAZvd61t8Qlo6PG0AtXGD3f7VT0dnQHd6FfR967Ihy3afGD3f7VZsqJGBWDIbV2YYc12sIbOsFdxgVZABXEYF0wxtOZUoPu1HAFIBes3YEyATog6EidFhCEIBCEIBCEIBCExoBKhCATJUyBUJkqAQhCAQhCAQhMgVCEIAEyUEyAQhCABCEIBCEIBCEIBCEIBCDQgEIQgU0IQgRCdIgEhpzSGgP4iEJUAkNOkQCEIQIhOhAiF2s8UWeKBATprPFCAs8UITggSzxT2eKE6BEJ0IEToQgRCdIgRCdCA5EidCAQhCBE6EIBCEIBFnihCAQhCASIRf4IA0IQgEIQgEIRZ4oBCEIBCEIBCEIBCEIBCEAgE6EIBCE6A50IQgEIQgEn8NOkQOCDSJ0CIToQCEIQCDC5CDQZl7h1gp6vBic6BG+sw96Aa1qA+7Spl5uBCEX+C9AhCEAhCEAhCEAhCEAhCdAiE6EAhCEAhOhAIQhGoTIQCMhZ4oQhQ1CEIVsglTGhAqEIQCRCEAkTmkQCDQhAIQlQMlQhAhoBCA3oOqEWeKDT4GHxnPsIWAcXjWOaqDLB9/YvTeIrzgSg6LF8+4/qTgAetfL5/u/S/TcPSHk+MK24ZvNm5vXk9eqrbxn3nyLT4tmP3OrzKsSdZr8/cd37CP24Qp8znvsXKlUeXiGeEGK3eZ7FXyZOc77RexfRjwNOxVijtTbBmLC7MOHyPm8nN44u7Z2pcK65R2gclxDss32KvDDxgVjja++qrglgx7JLigYAFmxYKt8FqHMvMIoMn5F9W+BcPz0fUYv3fJ7NNyQ7xtSAZM9jfzr3qTwQbZd7ts/JeoB8K5Ub3HzqP8K1/5mF4/Ghy7u7bO9XtNZnBYvSA4dSr+7Y1rS4e4YuZoS5bGj0JceMi/P6MVR6DWJLQONsHZ6Fs6JhVx5rMf0GG9esQMMRI0UGAbDYql6MxSp9gBoNY3zM2jbDxsO6iDDzANbLDVxSqb9lPZoVmEAzd8im2MQIp5m81zXkvJ7un9Ij0RKVDvdyz5AV2DLbJhs0LPwKk2Eg+8s0KQ9VW8r2m9RCL3XEmqtgGjn51COt6T3rMyaqBl3Z6PIoR1iwjfPX5E8y4wtLMrFgb7DVVJr1g2G+d5rOSaw48R5mxV709Y3mXGFoJNbPN7uwOtR3qw/Z3ZrKvTNXeOLj9a2LPzUvxtQ9WDs51Tz6reJmZh3apZ+IQZ9m4s/Przh8+hTdrjCuJNbMDy79GxQXqrnFeZrLyale6feAuwT7+8zA2da5u7bRojqtgHmGq+fUs7u8zWqrt7hh7T51Ckz2+tKNEqY83Z3e9Vpyfx796iSZ7Z3qEExwz8iafKl7GeziFtvWtBGeYjCG8zWXjSQjNGfMn+tdeY+5YCaJpsvrWzrUuBWM4wbBy81ggqpvOg23oDyAtLSjBkM8z1mrhFx0fFQGg0X+CNC++/PhMls8V+BvQPZ4oDQiz3aNiyWdAJL/BOCLdQ1oBKCbWoU7BrXUFyDWpAfgUrh1ZU1n7xQgUsDUKT4x68tXcbcHdqljAF/eK6jG5aHOoaQto28VdQzBk/Ws+yeoFcQ3tQX8/Iast7RwrxzWcGOuzqU5Yb+8F7hA+lRiaNY3KobLweQF4Lwrwe/jN84LD5hZYd4L22N9GOW81/wCKvAfrXfh82nR8fk+Ly92wgfS0pX/xLDkln+DrWmgfSi4cybM9yZG9bK85jfRgqX/+QGrMPox1LR/r/wDIuyPM478L1WBx44XTLLMTss3/ABbwV7D4nYEmewxVTT/84F40z9Gadz1gDPzsrqH0bJQB/foZ+uMrjysbjF+T3YMYYZe9niCAf/7SCkBiGhn7Oqxj/wDOBeCH9HKcHs34Bn/+GXI/o8VkNjkA/wAYLbsjSfzfRAVKCfs5TJ/OmCTE92+z+NfN/wDoExUz7M2Q9EkwR/ocx2z7OVJAPJPeTsaT+b6T7SwfvAT5wdYL5s/0acTWfZzql8lSNIeBuLbP/wASrfyTzTsaR+b6WAw6wTA8HWC+X5OEuL3/AOta3/8AlKhBROMUB3PbrFbA+gzvTv8Aiaf+n1bf4IBfMoSeNLP7O7rNV+eMBpjrfGlnu3K5P/8AyYE7/irxPpu/WhfMh4q4vM+0rk8PXGBRzxtxU58RzP8A8mBN06U+pgNF7fWvlc8bcTTLvMTz/wDoguJ4h4jSRscxPVfkCxe72aPqOfWKVSmjlzpzLIBvMzsXh/Ff6TNAwxTZH1VKCwNBunz+hebycE8Qqw07Va5OmMwmAvN2c9yehfGnHXiLBPEJ02DOOYEW8GQv0X9a+fmzXHR08bDF+5eN/F2dxFxGZuPn2SDrAL79a9l+jHhJuj4PPEEpiyRVDztfQvlzBmHpeKsR0+jazObJA3vQvvaNAYoNBj0qI3kgDIMgvlZn1VfVZLbzpm5vPQuMZmwVHM3HpWty+xSwy1cMbdQ+H/Yr6lM6wVCyGc7Y22tbR2fu9C2xe6LaOms2NBoVxGD4ir4wWBYriMHw10w5kuMCs4wXkoLIa1ZwGda7YY2tYwbP7VcRgVfGBWbOhdEOa0gFIBcgUgF6zMCdICdA6El/gnRZkpov8EGgORCEIBCEIBCEAgZKmQaAQlTIBKmSoBCZKgEITIBCEIBCEIBCAQgEIQgEIQgEIQgAQhCAQhCAQhCAQhCNQaVF/ghQBIaEitkEINBoBKhCAQi/wQgROmAEWeKBQTWeKLPFOgRCdPZ4oONnijea7IBAidMhAtnimQhAqEyECoQhAiEIQCEIQCEIQCE6ECJ0IBAJE6ECIBCEAhCECIQhAIQhAIQhAIQhAWeKE6RAIQhAIQhAIQhAIQhAJ0IBAJ0Is8UAhCEAhCEAhCEAhIhA6RCL/BAJ0idAIQhAIQhAHt7teD4/+kDXOG/EGPh/EeHMmiP7JwHv+TyL3pYrijwxoHE7DjtDqsUDMwvZe52T6wVYdPvGlolbg16nNVWlSwejvheBgasF8dcLseYj4A41Phtjhwzo752RpB7ADr9H6F9ew5MSfHCVFcB4HwvA0uNBIQhCkCEIQCEIQCEIQOhInQCEIQOgEJkAhKmBAIQhAIT8iRGoQhCMgaEIQKhMlQIhOhAiROkQCDQhAIQhAqQ11s8UACCPaa6ssmHtF22IM0AZqPJeyWjcXVU+IZnZoZn5E/h7EeS9Hm+OZnaSdcXzrxFOzNvcXuFekm86bYb14Jxjk9mvbPQa+TzL37v2H03F3iHz/i2fY6622fzrzepSQO9s1osTzL3Xlhak9rOxfHju/SZv24IffPgAa71/Sj6H/DqLhjBDVSNsM14LzPzmv538OqDKxJiaFFBs7M681/T7AElzDeF4NKb0GDK+39Nw+S934/67yfHGn5N1WKUw9e422shPgNskatzxC48HeGqeZJckn3a+9f7cd35jDvd6QhGzEDeohwweLRFvVxAo78k8xzQCu41HYjci+Vm5m/o+xh42nuxQYecMwcNhWX1a2EfQ2th2CJ7ywL1FksxId4aLF824u+9uyL8fSGJCq9jd7JL0JZ7NOk9/nheCkYhZp0l29yy9YStvHGHMgvnZ0LG+jpw92lk4npsaFY5ZeCxVYxt2k8sD0HoWKr1elg6ffmqEKlKN0DM79a+bfJu+j6UcaIel/XYG6FjmjnSPV5zK371gu2P2eZB1VzRmOeRN7e+FtfrjeZuaFFeqoBc5maFlDrB2ZbbgAaiHWG7zzD5E3V4WuOpN2d5YoMmsNn3blgGspJrDl+8/QoEmpX7HNanc8LQTKw3cfefIqyTW7AO9zWs1Jqph7Nz5FUyaqeu9xNG2i+k1u8/aKDJrHw9azpzz15aDeMwNVEPFg9VdZ5fOkCsOGHtD0KseOyzWai32CeXzq4wvd10FY8/50pz873ioTeb53AThJ0ef1rbwsd1rJev5/WljSbBPkVf2mwDzHFx7fY77PRsUeE8y4OZpy8zQop1K90G21Bkmbx5YJYwAy7ffenhIzNbR8uM1mWXn0LQRpN9nWsOzUm4x95vUsK22z7RwFHhLt83pOdC6r6z8+EX+CUEyKLzpkIR6dGhICcFkv4OCazxQgDssUKdg/wCDbiYP9v8AOuV9/oXUN6LS2T/GpcX/AGqCGglOZUqWDLdhgrWGarIwaO7VhG0AGYoaQtgD3nIrCHmKsA9isIZ/7HFDRa1Wqvw6XnxcQSaU7yPMvGyf4wWPpvFTibAdMIPHOth0Ac8/51Ox5Gfk0YG2POC8Rk0SVmmbjBr6vGzRjh8PmYbyW97Z49/STgO2UrjpJeDzyWT/AFgtBA+lF9LmGHd8TWZlnxmYx/yL5f8AqqWHWCAh1INj73410f5UOD/Hv/8AZfXEb6b30toAd/Kok/8AjQP6DV3A/wDaEfSdZ9vhHDckOf7M8H/75fF3+uGfZzpIf+ca7M1XE7PsKlJC/wA6080Pf8a33LA/9pZxtjd3UeFFKk/wnnmf61fRv/ag4tZC+q8E/wDpTz//AIK+AQxJi1n/AOKyfxoDGeMQ/wDir3zp5sLPxX+D+i0b/wBqVTQscqXCGsM/wpIGrWH/AO1H4an/AH7h1idn0Ayf86/m5+/mLgsvlgdnWyCcOIuJw9o3DP1sgrjNCPDf4f8A+n9QIH/tMuBEkQ7dSsSQ/XAv/Qau43/tF/o2Pe0rlSZ/jU17+hfypPiXXD9vTYB//sycOJcsDvcoFNP1sq94/NHhv8X9bYH09voxTP8A7/gz/FhvB/Ir6N9MP6NkzZxRo4fxXrP1r+PIcSwyss8JU35AXY+JFGk2OHguBo6DTePzX4r/ABf2YjfSZ+j9MsyOKmGzv/8An2f61axuN/Baf/deI2G3vRPZ/rX8Uj4hYYMu8wUyHoeSfvtgqzXg4/8ArLTePzRrf4P7is8QuG0z2GKqI96JLJqQGIcCPf8Axmjn/wCcC/hqGOcBh/8AdWSH/nKQzj/AYO/+B1IPQ8m+H8jW/wAX9xTrGAGQzHKlRw85vAvL+Jf0q+APC6Kbk7EdNmSwDRHiWPGf4F/I88bYLeA76dVfJ9pWamV6C9IzKdSgZ87x3rPJcY/S3uGLt9QfSE+nJjziuLtDw4x9Q0I9Gj2zwL5sprLlSng45eYX3mZmqw5MupO5j/4AWww9SpbzTTERgzkTTyWQ8i+VmzPqYcL6A+i1gztlSl4ufY0MdwzoX0NW59jpttt6AVPw0w2xgnBEKCeh0Gb3vWaafJbedBtg7+c1we9umxG61L0Lkzs7xN+3YC1SsKaze6ttSo1gg4szR41lndrZwGbGg0LfDDDNazjArWMChRg0Kyj8i7MMOa7TmVawA0KsZC9XcMNALphjawjBoVmAKDGDZ/arAFuwSABdgXEFIBEHBOkQgEJ0iAToQiwhCEAgEIQMlQhAyEoJkBZ4oSpkAhKhAJkACEAhCDQCEIQCEIQCEAhAIQhAIQhAIQhAIQhAIQhAIQhAJTTJUCIQkQCEIQCEIQCVMhAIAE4AnQJZ4oToQCROhAITWeKEAhCEAhCEahCEIyCEGlQCEIQInQhAiE9nihAIQhAISJ0AkTpEAjkQg0AhCEAhCRAITpEAhOhAidCEAkToQIhOhAiE6OdAiE6RAIQaEAhCED8iEAhAAnQCEAhCLPFAIQmQKhCEAhBpEAhCEAhCEDoSIQOmXIE6BkqEIPNONPB+lcUcPnFywZqbGuNIANYGoXAGg8RsK0Z3D+NTB5pg7GXgO/QvWATKvN00AhCFIEIQgEIQgEIQgdIhCB0IToBMlQCBkIQgEIQgEIQgEIQgEIQgEIQgFyTpEAaROkQCEIQCEIQCEIQCDQhAqx+P5PZqacqwzAN62Cqa3AYnwDiON3gYLzTfo0wX473fPU/Ejd7pmwYLwTivWO3uum25869g4kU1/D011g/Zchr53xnUmDA8x8Na/N8zfH0t+8+lThut4eL4h9qfJesfJBw3dALcT4EuqyjYgsG8Z7ADWvU+F30V8R4kMJ1ZYyWug1zR0fV5lwzXAeAxTaiFRNi8w2aF9e0Sq1WY0DmQf4Fd4P4CYYwxDabCIBuhzrZRqVEgBkNsAAL7HG5mXBGkS/H8zDiz5d77MrDZqUwOcFpabRzjCL7ms+tde4jO5jdiV6sAAHYaXnzZPcjDGP0hag8wyGhRJNYbsPLcWdmVtgAPvNazNSxUwF/frm8y4w7tdPxPklrcWZquML7+/WFquMA+PrWHquM7L7DWN5nZh4be1XFtha3/AFrJVLGbYAYOObFgalirOPf896zUyvPnzrmu7t9KONDZ1ivRXjPvAvVSdbih7NwPkWFn1JwwOxw1WfWUsCyzPQo8O69HoR4k708veuR4h+8WN7S+ezYpUa8yv3qLg6NMFVN4u7c0Lr2lzQqKMbbPtPzqab2ju700RdnOSevvFHOeFlmZ86jnJvUF473dd99iRDHzO0mTnez/AMaiPHZekeebZ15gdCr3qk31rsjDuxvk6JZvBcbiTtLd3d7FCB5j2jjifOY2X6F2RwLtx3z4h1ek393oUQ3gD2aU3mAUSTJYDnW0cC2N/UoEmZrzEgVIA95sVbJk61WSZKXw9Ef527QSa8xbrfUJmvRM3fovWUmPGaqjNwDPLNY+E/y7eq/XAPNaHEn1l8NeZM1WXGDfoVnGxU4z7QFF4W0cxvQkvvGuoA+dmY4s1AxIDwBlnYpv1w57xxY3Dpi/I81NCROup8sJtaUEyABCL/BCyWcMtPf4JEIv4OCN6QF1RQBSAzFyA/xrqCm1uwBrU1k1EANalsh8NQpZs61YRtHXYGtVkLcH/wBFZxtexQ0hZM7Accb12KdGOww51XgenepsY9GYahoj4qxC3RIAP5d9688PiLEeLvIgfgWg4onZCabDXoXj5nYZ92uzDii47vmcnNcX0b48bU57fFZR+8NDe3xGV5/f4JrgW3hhzea27OfR3vcB+NJfSjPuwMPnWHv+G4YLsElz3b5p4vk8zYGzEM95rj2Bj3Z/kWX7ZLt7uUakBUp3x1546N18dHD3diQ6I5Z3dirAqtR+IHzqWzXpwWZjjNinS1bw6nQX7vYAl+oZX/K3qUGJAAe8s+RB4qYDzp2e9VadHl/8oa4nR3w9w8rY8VfDAFBk4wlmZ2GqjdF6o7NBlvezimHrXb93ojP9+nMh6NagvViqyed5Eam1We7Zl2etasehZLNOZ9hefrUcN3dtrZUfh6xJ11Gosh5AW7pWCcMMtA2GSfn3rO80Q2jDVvGY0CU93mWdis4dKO4MsDM17MGCaA93jeSC0GHsH0CHKAzBnR1rG827bw6POcGcMaxXnWjcivBHv+c19PcNOEVNw9ICs1VsHpAB3LNmhlFHn4fo7Q5Zssn1miZxFYeLslKbOSfWGxY97P63pFbqsQ2OyOWZQbwVTAZvPMy7L1nKJGnTLJdRcvPoWujbQDQkRoi7TQ25adkM50OtRwNWFKZzjvV/D1paOzflb1rowWCAKho8bYtNGZXXjcuZNjBs5FZshoUGMHkVmyC6sLmtNhsq4jBs/tVfDBXEYNn9q7IY2nRg0KaCjsqWC9ZuoLqCUEwIg6EIQOhICdAIQg0AhIhFnQkToBCZCBUyEGgVMlTIFTAhCB+RIhCAQhCAQhCAQCAToEToQgEidIgEIQgEIQgE/OkQgEGhCAQg0IFNCEIESJ0iAQhCAQAIAF2AECACdFnihAIQmQCEWeKABGos8U6LPFCgIe9OhCA50idCASb06FYRCEIyBoQhAJUyVAyVMhAqEIQCEIQCEIQCRCcECJ0IQCROhAlnihOhAgITpEAhCEAhCEAhCEAg0JEDoSJ0AkQCEAhCDzLDQBvNgHeOWJe0sX+3D8a8UptSr/EjH9dw+5XHqbCpDwM5TWh57RfetafB9izu8TVgD6841rpEe49AA7k68snw+JOAGjnQZ37w09jW809YD1nkPYttgzGdKxtRmqrTT0HoNk9BgfOBqLgaBAAhMpAhCECoQhAISIQCEIQCEIQCEIQCEiEDoSIQOhCEAnSIQOhJf4LlMmMQ45vm5YIBfeg6m82yOY45YCyle4l4Zoh5D84HneRprWZrCz8T4j4nVZ2h4SfONSmDsendfkBb3CXDHDmGGgcbg50s97ruszP1rXSI9xRf6RcT1U/9QYOnmHxnu5TBVeL0nvAw/AZDzyT/AKF6QDLbI2MNgAeROm8fiPPAmcWw9pR6afk7Sf8AQj95+JMb+/YLB4PuXr16GnTzfH4DzwOKL8Y8us4VqsPrPJzg/IrWlcTsHVV3ICsMg78J47DWoNlh72jAH8iqqrgzDFYGydRoz3rBN4FnGmRZIZjD4PB5DXVeeSeD7cB3teDq/PpTvwQevZ/AajhVeKmGDP61prNbiB76J3L34D/rTSMnpQ9OTLFUHiphmqu9klvnAm87UsMk/wA62DLzEkMxh8DDyKKi49h1QhAKQITpEAhCEAhCEAhCVAINBpEAhIhA6RCEAhCEAhCEAhFnig0AhCECmuJheK7GuJ5YIfy8t4o4JiYhgHexrXyDi36PeIJNZsivvHHM9hr+gMwGHhy3Naz0mjwWSvyAvXLycMZ32eByc3F6PBeFH0daHhuOEuoxAekede4Q6bBpscG2wAADkTSZ8SmtHe4ALC1vGzdxt564owxjfSvNm5VtbPqsVkO7cBZqZXooGd7i85quNu9PLfvWdn4239+ufNmh04eBb0WsYqYZA223Fh6ljxtkj+1rzyt42cO+x81halidx69vMXHfJ3d+HgeP3eoVXiRvbbf184LH1XHL73v15vJrD+bmazBR3phn7xN6dPhww1E/Ej7wZna9CqZ9YfPnVKElw9AOKOck7+7TVF3HwkPT3zHyc6gmbh6N6Dv93vQDMt7u27zVxDmvP4y7PaKJJDT7MPQruNQZz2twDBXDOG4nv3F04eHmyOPN9SxR9zMwHr2gvVmybAehXYUelMh3aQ40Fn2fQun/AONtz/8Ay8K8HmLO7XI5JhfmN2KRJOKAHlqsekt3G2o/+N0+55/n+T7XKTUskvZqpk1h/wB2pcnLNQjZv9foVxw4hjfJu0E5L7wd5eYetKAP+8cOw1KNlsPWl7sBW0R42N35EcAfTADnPepBmxZo/IuXadXnW0WxuHI7/kUGSetSzk3qOYXJeZj4VYf3ihSdh5iuDZVfJjKLv9WqkeBxQnmdfWruTGsUF6Ma52qtNlcTZU42UGygiMvORnQsWro8lie13h61lzZTRnn4zoONrO43VhzeNXo5Ec6FKXa/Qi/wQAIs1osyEoI/hrJbqGxCQNe9PZ4ov4OgEicDRRg/IpAaCXIP8muvN3ahaQBqcHJoVeBqUB/jUqTmdGxWsbk/tcVVGNWEY9Ch7C1DLVgz1qsDYDis4e71qG7KcS2TeaabDkBeTnAc+GvoCq4Yl1trMYYOwA6Fj5+Bpca822Lw5104c2kaPn5sPkvd5YcNwDsXI4x3rdycMOZWYbBqseoj4b21tGZjfGuGXBlxP2dxXp0d8BscYO9L2BwN7avzMfCpwjH8RN2Z+z2isDhmHtNiAjGBJuaK8Iz5+8TnDP46m9mO/wA6cwcs2J5F6K/sHWZ2Jzpt4+0NTQBs966huNtRuvRW9jbBAM2He22rXszZ60hxlHmPEtqIzEntC2DYA7zq6CjgextZWGb8B0HwXpGG5MSsNAbdmb0K90eBUhRPxqWFHOwDBw/xrWs0rOPLy9CnRqPf3eXzpuaMizSpYezfeD51bRqVUtAdre/GtVGo/wANvkVxAo95a9ajY1UtKw8b1jj77z3rNegYeogM2ZbaKVSmAIO7/ItRAjAGvLTd6soDOSAADdgKwZ0CosZn8CsADTmZazDBrWmojOzMsVDGZvdAFraJGcCxaYYZ5WjgMmAedX0MFXxmdAAF6uo0azWa7IjdzXaRGZsU6MF5LiGWHdqdGDWuyGNrKGCuIwKvjMq2jAt3NaQAKUCjgpAIzdgTIBCsOCEIUABOkToBCROgRCdCLAJkJUDINKhAITIQKmQizxQCEIQCEIQCE6RAINCezxQICdOkQCEIQIhOkQCEIQCEIQCEIQCEINAJUIQCROkQCEidAicEc6EDghCFDUwIRZ4os8UBZ4oAF2DYhAlninQhAJE6ECINCEAgE6RAciEhoVsghBoNAIQhAqEJgQCEIQKhCEAhCEAhCEAhCEAhCEAhCEAhMlQCEIBAIQhAidIhAIQaRAIQhAIQhAHoUWNVYkl84jEoDNjeAJp4PnAdBj2tmheRcB5LYVLEcSquH9dsVJ/OB49dl/c/JYqiOm49lQhCkeL8SKa/w6xlE4o0oLIT9kWsMh8C/Q/8l/4F7HAnsVKG1KYcvB8LwWE40zIjOAanElWGb7Jsss9ZnoU7hp/qHBtHo9Vl2SgjAGs/Itb7xu936Nk8DbzRtuN3ga8q4aYeqWHuIOK2+yGzTJrwPs9F9mv9C9YSADAHobADNRF9NHjsmQlUgTciU0IBCEiB0iOdCARyISIHSIQgdIhCAQhCAQi/wQgEIQgdCROgDXkXF2vTp82FgSjPmEuqHY8YcjHOa9beOxol4zg+N+8PGasVJ/WFLZBhnyc61w/mPUMH4Yg4Vo0emwWACwNavUIUf2ATpEKQ6EIQOhIhA4Jt6VCCnreDKBiRo2KrTWXvWCxL2AMY4VM5eB6+89HD/cZxm8HyHvBeoIVRdwPPaVxUbjSApWNaa9RJuwDd9i8fkNb2NMiTGgfivg8B9BqJWKDSq3Fdi1WCDzRhYYGC8/k4GxNgl052AKkb0cNZ0yQd7PyHyK+mQeoIWIwxxRg1WR9T1yI9SqmG+PI0X+jrW3AwMLwO8FjcXHuBCEL0BoQlQCEX+CRAJEGhAIQhAIQlQMhKmQAJ0gIQCDQhAGlTJUAs5WKxku5C0Z7F5jj+e/Sn89vnWea/HG7q4GHyZtFhJxUxGWar3EKIy0bmeF68yr2MHwdd7815fifGz5iff6F8f55+j9bh+l7+70LE/EszI/tS86quNs50+/NedT8Qynndb+9UkmsGfvNa47zXkfYjjYcbbT8TuGZ9/wDnVDPxO/13rKPVgwv7xRTqTZ731jovzRjXUmsG9z61VSXnLzNxzeq96qxWfeBYqKficDvBtXGFy5uZELKfUsk/aa04VVi0L3wNYqTJlSS8iAA+s106Pl3z6+xsjqoe7MDXWMbcl3vDAA86yUYHALvNitoz3u9ehXEQ5s3Ju24gM00BDPfvPoVwzMpTIaG1h4zzh+z2KUGYA+dfRw3Eekvm5pvJ721z1SYPuwcBRDnt/EVIAGYe0T2PmZ/Iur/Ic3hWBzLANvMUR6S2fvFH7Mfu96iuMnyOetY3mbRhSHnm7jbzPJeoh5YX/wA6DZc84JLHPZgGs1jeZto5HYBqI88rA2dHOo5xmzBR5l6K0zv3qOZnerI4f9oB3ajnGsvvs61F5iIVpmaTnVgcNtcjjaMvnWO69EexwEWeKlZLlpuLsca8le6NFYYHfmWLk8zf5zVkcazkDeuRxrwzFe5opDZvJRTZ/wDQr16N92oj0bX3jexRujVnzZ15a5HG94r042vMUc43u03eqI4zli5HG8itzZ171yONztt61W4y6ABAIBZjshInRZkJUyyWAQlBMizgnBJyJwRTqC6gGvn9C5AHxF12KFuwKUCigalAenepUnRtfvFYM7O7VYz+dWEYzs9mot7Cayej+RXEAO9BtU4cjnyK+ojLkmfHYYb9uYApU+kMJYDbk4Xjy3Ithmzvs3qkqvD0Adv7Do9C+m8AYYYPCkSIDfesMgBgaJ+EopunewFnoXX4XD/k93w/iHh0xJadfgxD0bwsWRDBL5tOsPxNYL7brfDdiHIOUxsPyLGTOHsTNN9tgMo+jrXHcW6cPJi3x/JwkcMgcy7z5NCtg4exKxACUwxrX0BP4exDdscY7p87D0bDXGlYGOiT/wC63gf+b0jdtdw+bZ/DHOa0KnPh1OA8hxvX6F9dT+HsUJoHZYy/+Q0f6N280GHGAPoMAV92O+G3xlJwZVYzpg5FO9VT1Klsllmwf4F9u1LhdYAPmwBhvA1VT+CdNrEW/sgA6HkTujo+LHqUbJZlh2ehBwzMQcBs19QTOBQA6bGQfosWRn8E5UOQbDbF4Jva4iLeIMs3ibbm9N2ZzYa9IrHCuq0os9uIZqvPBko2szL+exR5jwsKYGAGBt61Io9SlUeUEti/zh1rUHhKW93Fnegq96iS2dDjBgnmPDb13CU+DiGED7B+sFq2aVYPdrwfDFVqWEqoEtu845+2Z6wX0xhUGMSUtqdB74DsXTF+RzZo8avjU3UrKNTbA2a1oww8+BbNCmxqDK+Gt0dFLGjaw0a95q4ZZ9atY2Hn9GixWAYes371npbPeFZGZNS95GrMKPyKRAw3OmO2AB2J4rabw5UqNnO+zNbqiUpwxzLF1omFWIbQX71po0ZtkbA2Lsw4fzcebLv6Ghw24wedTgSAGtSGYzj2xdMOQgBeSuIcbYljQNauI0awFtEM7s0ZnYrMASMsqQALRgcF1BKC6gCsdQQCE6AQhCgCdCEAhCEDJUJkCoQhFhCEyAQhCAQjnQgEIQgEIQgdInSIHQkQge/wQhCAQi/wSIBPyISIBCEIBCEIBCEIBCEIBKmSoENInQAXIETrrY2CVGoQhMAaEZFs8U1nigA2LtZ4qGpLPFPZ4pkIFQmSoGSoQgEJDQrAjkQhQBCRCtkEIQgEIQgEc6WzxQgEJkqAQhBoBCEIBCEIBCEIBCEIBCZCBUIQgEIQgEIQgEISIBCDSIBCFVYhqr9KihLbYN7XYdiCbJmRY1me+AetdgebeHMbcvBYnFpxK27TwYvePOAzAFqKVGYhx8hg71WgsDQuT0liN7RyzMThrDMUhl5vjnh7Kk1JrGODnwh1tgNfQ8HQa9IBPZ4qovQeX0fjA5GEIOMaHMps0NB6L2T9BqXP4r057uKHBkz5B7AaZW9k02DJ9vEZP1gkZpUGN7CKyHyK94/EedUfBlfxbV2sQY00NMHfGg7wA+s1ccS8Hxa3SGpbE44E2nd/GeZPWBq1xbjOm4Yi5j53unoZaDeZrH03DeKseO9uxPLegU89kQD1mHnV9ve0/wCjC0f6SFSgRToFZo7x1Vh7soOsh3Lx9d69awTAxU879eV+pAYPheDLOwFIn8LsHT6MdDcpTOVZZs1qwwlQX8MUsKc5OektMaAN47zsUXca9FL5CS/wRf4LIOkQhAX+CEIv8EAkRf4IQCDNCEAjnSmdqQNaDrf4ISgmQCEIQCEIQCEIQCdInBByk62j9C8k4RBZxBxgDm/tIH+RewGGheP0Q/3b43TorjljVXjA+HrDf/ItsPpSHspoQhYrCdCEAhCEDpEIQOhIi/wQOmWPxPxLwjg+Q1Fr9VZgG/7HOOy9U4ccsAPVmJR264y9IlexADvVeK3u70hC5RpLDzQONuAYOdC6qXjOYnwTQ8VR8ipRQvb1g8GgwPrA1igquMeGLuRWM6sULkkAF7zIefr9a9YXKSyxJaNh9sDA+taxm+yxComIaViGA1OpUtl5p8L9BqyXl9Y4e1HDEp2v4Al5Jnregn7F7+g1fYJ4ixMSXQZzBwKqxokxHtBgl4fvgbBCEiyAaEIQIg0IQCEIQCEIQCEIQCEIQBoQizxQKhNZ4oMECmsZj/DwVilu5e8NYLZmoMxnOaJteaeT3aYc14L3h8X4zZfgSDiHoMF5PW5LevYYdC+oONPDd+qi7Lg3g65zr49xnhjGlHnusGF4ch2L4nM4fjt+24H1KM8KypT2GSPXvWak1UA7xtxQZ9HxAbveAaj/ALt1F4+8vXHEQ6b5yPMr2ru96rzrEuTeDYK+DB535jm9SAwxZ7tbRo+bm5N2yIRpUmzMcM1LZpTgCDmWtmzhtwPaKQGHrAv/AEK93IyIUqw/ZqQFK1942tgFEsHMy12Cj2d2Dd6bPGRCm3h7NSGabYPszWuCj/IaYKVr2f41G4z4RnAFSwZ0efyK4OmuarG9F6cIB/D0H0K/MxtWBG/2G2uvZrwzOdWwQ/JrTBABX5jRVBGcMQvBOcPf3Z3qyOHp/rT9jcDvG29ieZGiiOHr7tcTh6/PYtN2NyxcTga/IvN3rOnD/IkOA58OxaM4elR+x38mtTutnzgWezbXE4GtaM4G8HOhcjh+7TdTM9j0rkcPSeXrWlOBo/oXI4eSWWm71mux6u8Rkq9OGGsAbM0hxj0aE3FEcazRYkOMH9avjh6Ni4nDc942m4z5xtKjnGWjOGYd2ohw9GxN3mjOnG8ijnGsI+7WlOG57xtQjh9babo0UJxrFCOM4Yd2tG9G+7vBQTh+s1e5o8vQlNNf4L16fpTrinv+RA6El/ggFks/3iYEqAQdQTguIZa7IswGuwbFHA11v8FCkgNmxSwMFEBdQPTlqVpzOYYqyZMDVazyZams71Frj+VnGNarAbL8nEtMYDeclj9ax4bctejcGYzknHlHbsvPtN6Qu+kP6G4P0UaO+Gh4AVtPh9pj9uYDRzgolEZ/1c1ZoMA1grWNJCN7vQe9fQ+Hw2aqsBuZFMG3N6w/Y3KU+cScGg+foXqEmBY7mN+yPYoNVo8WpQzzA1gvLhphvxvKp8BgHXQMLA2WLlGgZzQMOa7PYmtgdB7TH7I453rHsfP5FXhAcjAbDje9c2jp3RApUSZF7IYWOgCiwGe/+o51l4f3Z3rUrvIzuZrzQ/OuU9liSYObHQ1gfQa8XouIdKYktdhlsf4EfUIQHfYXh+sFIpUz61jg2djM1gNfnVkElieHZXNDocitkqpODIkkO1xWwO9U8/h1EeavbbAwBb2lZbLuQ5z71Ikw8kzcb2GvfdnvcPF5PD2myTNhxgAWKrHCJuiSHX2GL4T+8Ojzr6Fn0Rt4PZ2HyKLGZYkj9XTmA6AvUXhhtGa3y5WeFzjMjPCIB84HYoU/hKxW4By4MSyQHtgX06eHmIbvYZbd8d8+5Po8iiBQWKVUgcs7o9HrXN4XT/k0+N5PDE2XTYlRNYc6u+F0mVgms9lfvOmvvd8HwfOC+q8Q8PYLxhKiMBYe8F5jWOHrEOUb7cWw79nWoiLwXu2u4zxo9WpWEolYhtS4LYG0YXhYrAME5PuFn+EWJDw3ICjVE/8AV5n3N/uf8C+gGYER5oHwsMDX6HjaZ43h+c5O+C9LeP8A7pP+7YTBhJ/ZYvYAo7Hw04UpgPZtrp/xoYeZ5fDwZefeMK9jUFiGNgN2LcBTW+hBwPIrjDEIvNux/wBVrsFNP3a1AU1voXUIDYJoeVn41K2OOK1jU1sPdqzCMpAM2JondCZh2KUDK7ACYGV6koApAAgGV1AEQQAUgEoAmVgTpE6gHIhOkQOhInQMhKhAIQhAIQgEWEIQgEyVMgEIBCAQhCAQhCAQhCB0JEIHQkQgdCEiB0iEIBCEIC/wQhCAQhCANCEIFQhCBE+xIaS/wQdjNIgNa6gCNQAJwBPZ4plAVMhKgZBpUIGSmhJf4IHQkQgEX+CS/wAEKwIQhAIQhGQQhCAQhCAQhCASpkqBkqZCBUJkqAQhCAQhMgVCEIGQlTIFQmQgVCEIBCEIBCNiRAiDQhAJTAHgMDbvDoNBnauLM+I86bDb4G6HIgzWKo1SgAy/h+CyZ896osMVKsU1+XLqpmZvnoZvXpVl/tFlcT0rsdk6I3eZnr8i1i/tSkQKbLqsgJ1VfsDeDK0QBZ3baxsDDcv65aqUXEbzzVmtk9i1oVKLm9kclhf0KLUkJ0IUgXGTmA06YbwBdkWeKDwnAdYi4q4nYj/eMwB2kScmMy9yBZv+de4svMPNdwYGAdCzNV4Y4YrE86qcTJmuaDdZ0GrWiUGJh6P2Rh954PvTvWt3FizM1gsf48fppNUOh99U5R2MgHJ5zVfxa4rxMEwDiQWDmVV/RGjs6zM15vwxpvE2pTHcR1WjAE2VrA3djIK8OH77Q+gqCEpmls/WrgHLs12Kzv8ABeWVvDHFE4ByqdiNlmcGsGcnQt3QZMsKNHcrlgS7O+9axuFrhHOuQPMPezMDTKQIQlQNf4ISgdyEAhCQztQYfivip/DGHjOCf218wZjB5zWjwezODD0L61fzpZshefnXlmJMzGfFen0cNcSl/anvXyL2tkAZaBgNgLW/24mEmQhF/gslA0KO9Pisj3j4B86p5+NqBADv6iyHzqtN07r6/wAEX+CwMnivTTPLpUGTMP7lkzUf958f1X/w7DmSHW6divxUp6Ne31pt4aF5uFE4hTzzKriCNDDoaBbuiRjZgAw5L7SYbzUXGiU2zxT2eKezxQpUF5PxjgHR5tKxxEb10t4O0/wD0GvWlVYho8St0iXTZYAYPhZYaqL0sS6VPYqUCPLYO8HwvUpeZcIq2/AObgequH2ulnYzf75jkNempcaWBPzoQpAhIhALkcmKyQA44ALqZ6DXz/xC4hP03inTKBKlmzEyc/QftjvVYY8ibvR78bwMhmG5oWJxnxRo+GGDszpMjkZaC8zVeEnFWNjBiC2cCFszj3n6FqKDgOh0drMcYzpB73ntZmr0jH7vHioYPxHxyntTsT0oKbSmDvZZP2x+teoM8DcCRoARPqZkDD3oBYYLdsxmIw5bDAAHkXVXea79HsTo8vn4Yxpgm+dhiqvT4jGs4Ms79HkNajBOPIOMIZWNmzNYOyTHd0GyfQa0p6w7xeOVhlzDHFinzqVoCqAbEkA5+cDSO/up7Mi/wSAem9F/gucG9YrG3DqJW3QrFKc7BVWPYyGv0H1gtqhVF+MYLBOP35Mo8MYqY7HVWPwPB1gt7/DWSxzgOLieKD7fczWO/jSGt4GqfA2NpzM39zsY2M1Nj2LvI8HWC2uN+8D0VInSGucCEIQCEIQCEIQFnihAJ0AizxQhAIQhAJE6RAGuRguqVBn8Q0die0ei9eP4t4dQalnMSogeuxe+mF4qkqtHYkiZ2Ly4jJ7tMObxvjfE/ArU85BYv8iws/hvOhunmRTD5F9sT8PWGejQqGZhWI97RgFwZuB+Dvw8+/vfF54PcDuzYS/uwAH7D8i+rZ/DeDJM3MhZ+Zwuie7YXHfDzY3THMjI+dAoO9uy8Ev1JZ7jWvcpPDdwL7GPyKve4evhf3f5FHhtfmh479T7+7TfVVh+z9mvUzwS+A+wUR7B7nwDUeGzzQ83OjgdgZdiX6qv92vQjww+Hu9CU8MWBssUa2bwwP1br9mjsDd/Oa237vfd/IkOgmHu01s3higgaMyxAQ9fd/kWwOiaz7tRzonOhuy/ZtF+9N2Pf3frWmOjufD0Lj9VOBf3f40es72b50HGCz2f4FoPq1wOtcTgOBvbQZ84d96XserLWiOBry8uxcux6Dy03GcOHeuRw/u/WtH2E1xOGoWz5xgs7tcjgfDbvV6cMzSnG922gz5wHN9l6jnA8i0Bw7N7ehcTh7E3FF2Nu29RzjWX93vWgOHpXE42jzotQHG6/kXE4znu21fGzYPs1HONYreM+cP7tRzjadi0BxnNdiiGzry2wM0GaOH3of13qyw9gaq4kmgxEiHZ1mvQMGcK52JHQzGDyr+hfTGBuGNOw20B9kA3bE336Q2iIjvb+T5oQls+ddTkMj7tCEBZrT86EiDsCL/BIhZLOC6guVnimBFOob12/ZsNRw+7XUOdFw7AetSmdneKPo+ddgNZLWAHp86lRt//AH2edVoaC5FYRswL9GhRa8f8poGvY/o5Rm5PEanuObAvNeMgF7uW2ve/osMtvY/v96DP86iPeXl+lPvOMzkxwNvkD8akG8HtHNYHvRGsBoG3NnIuJxr3bw2Gvpvjp0Y9BxT1snsUcw7M7kObD2edDIPsnkcilGASWjbPe3rBHujK1ulOMu57G/ksUQOyVVo2z0SA3+das2c6OYHr86y9VgOMu9rDuXQ3rC4dMWz8yA2zINs96gmy2bptuaPOCvpJsSQscbseBVkmA4Z5gaD51FtoRAZfN1kwfsdDnUh6Y4eVKb0OsaL1IgMtye4cbsdY2JZIZLpHyHvXhbRQJIT4oPhoPn8hq7hvAeh9YelSXKbNBwHDNp/f6FqwPOAMuz/AtItjcLKTGbysvk5FRVWmtgGfsMOfrWlhm2bQNuaw/QoVVZiPNHFcV2iFJAei1iKcV/WYKP2DfBl3n0GooQ36bM7VE2++D+daIMupRQfbc/wLNozUkKjDE295sa7PjAnOlRa3ACWFh8ivXgbNrIfCx0NhrPw3jok908vujPvg/nUK/wBGXqWHjZdvBuww5F6Xw3xhkiFKqTmjYBnyeRV9VgMTGu1sN3nyWdCzJxjAzfi+151phzXgveEZojPGlvosAbeDMb1gnyV5/wAPcZ9paCm1JzvdgGfOvSA1h3a+9hzRkjeXwbw3gvS0fJRkqRZ4prPFaM0XJ1pgZUizxRZ4oI9ninAF1s8UWeKAAEACdPZ4oCzxQmQCAQhCAToQgEITqAIQhAIQhAINCEAhCEAhFnimRZUyLPFCAQhCAQhCATpEIHSIv8EX+CAQhCAQhCB0iEIBCEIBCEIBCEIBCEqBkIS3+CANcb/BBmjegDNAAacGb1LALUHEGV2s0JkqhqEyVCAQgzSIHQkQrAhCRGQNCEIBCEIBCEIBCLPFCAQhCAQhCAQhCAQhCAQhCAQhCARZ4oBCASpjSoBCEyAQhCASpkIBKmSoBCEiAM0l/gg0X2IH5FEnz4sBo35b4AAdaosT42o2G2u/fvd5Gg1mayUDD2KuIsoJeIDegUq/RH53vWqiPvsJVcbV/Fsw6HgeL3Ox6cYdyH9a12CcDMYYaOU/KekzX9bzrp71f0qiU6iRQi06KDLQByKwS7+yAWeKU2QeA23G7wTIUjPz40SjmEtiIZ+QFnabht+sV6RXHM5mzQzrXoX8RAA2Gyxe7jkAWNAGZenTIBeAQhCASmF4m2mQgyUbh1hwKy7iB+JnS3+c9di0BvRKa13ljLQKWvJ+OUmuRoVPcg531e5JDt5s7wYWsd7G6PGeHwdyzqTN/rTz40HEkA4jcvuj52j1rNUTBnDysU1p9iLGevDfzrzHiLW5fBPFFPl0eW89Sqo9kvRN9h8hgrmN76oaDFsas8PavSn8P1x6SEqSDD0R477wNewMyTOE0+43rsXmWDKDVcZ1lrGuJ2DZAP7tHPk8/rXpc+fEgRzffcABBL/AUMPHmH5lXkUPtYMymN7J71Fxbj+m4eYMAPOln7FoNZma8px/TT4nVloMDg9GlxT/APEWdFnkUjhpR38GYqOjcQnzmVB/+5y3thh0J4o9x6NgA8azydqWI2wZafO9lrnAFuEBtCzYmWN3usvIqnENVi0qkyJTjgBkAZq2NfPn0hzrj1XpVGg1zscKovZDzXWCYY3tNrPgtiGhyQquMZc5nNmyTMNfJyLcT+KmHIxWMPnJPoZC9ZfD3D3hthikMsOGyYWX2X6FcM4kwzD7igUM5J/dMrpv4m73PcHxCr8/RR8MSTzOd4LEGzxJrG+XGgNH85qQFSx5Ve7ptDZhtdbyYME4xqp31XEBsh0MhYnSHitPBjHtMR4xee8gPWKOH+jKjl3bATHfxmtRG4UYfAr6k+9MP7169aCBhLD9NCyJTWQ+RR5oWw7OMDMMugYReMOQ8mxSg/0lVU9EWNAa/GvQwjMM+zYAF1Ueb4/FLz8OHuIJhZlVxO9Z0M6FqKDh5jDzGQxLee/jHerhCi7u1BAIQpAhCEHmHE6gy6VPiY8obBnIp395ZD3zHOH863uGMQxcSUaPVYL4GD4X6FNkxmJMc2HAvAwsXj8N6Xwlxh2R+/8Ad+sPdyfIy+fJ6DXRHeNB7KhEZ4HmgfA7wNC5wX+ChT6rEgNG4++AKsxVMrkNj/VUXOdPQs7A4e1WsOhLxVOMw/5dnQC1iI97QSfjao1uQdNwxEN49hu8gLOVvgI5iF1rEdSqRnW2NbJ8geSxewU2jwaU0DEGKDIB0ApZpvp6PdHmlE4hP4byqHjGmnAdY0BIAO5e+db6BWKbUmgfizmXgPoNE+lU6qtGxOig8B9YLEyeFESM6cvDNVk0p3oaPR+BOmRT0O4EhvWLz1mlcTab3bdSjTw6zCw0xw+Jsw8vMjRg696eH4/MamvYnptHim+++AWedYbCsCXi3FH71TmzZiMaIwHz+dWEDh0wDoVLE1SOe6Guw9n4EVvGbcZ0MP4ZiZ0jZY1yetbT+EoaPEOLabQWjNx8L+QE+EqxOrDBy5cF5lrkv3qhw3gB96QFcxO/2mXvAORn0LdgDbI5bbdgLG9I6Q0gIQhZPAs/W8K0bELrMt8ACQwd7LobwV6awWMIeLaVPDEGHJWc0x7aIfvg/rVYfcbuMz2ZoGL77OdMazWEsbU3EjVjbmTLY0PNPaDA1pQS40AhCFIEIQgEIBOgROhOgElnihCAQhCBEIQgEGhCBUhgnQiFfJhtnyKnk02xaUwUR6MresucBv4ahPU0D92tW9GBQThovdlzo7B8iivUFj4a1pxlyOMs9F7sO9htgy9moMnCrB+4Bb44za4nGDoTwwbvOjwkF/sFCewe38BelHGDoXI4F/IsfBC/K8sewk3fsUI8K2e7Xqp00NfdqOdHb6FF4V+Z5O9hjyKK9huz3a9aeo7fQoT1Hb6Fn/ir8zyc8MavZmoh4bsvyw0L1g6IG+xRTogLK+MvzvJzw9l+7Uc6I5b7BepHQW7/AGaivUH7tR/jL8zy86O50LidK8i9LeoNhZgN61EOj2e7Uf4x5nm71K0d23elOj869AOieRRzo9/u1HhX5nn50r4jaiHSm16A9Rz1g42oh0fXsS8K/Mwp0fRsUQ6U4B6AW9OieRRzo9/tNnQo8LbzMEdNcuNv8/IuR01wORbo6J/sy/yKKdHcDkBPCeZiTpug+7sBRTgaFuDo/wARtRDo7h7A2KPCebdhzpt5+z8i1eCeHp1WaD7gXhfssWow9gZ+Y6Dhtr1jDGHolKaCxsL00dmGPvtYYYwxEo8UG2w1hzrRbGlHOZkh7PQqqZidgL79CvSMZe9v4+IBCFo5AgzQv2/0IPy/wTpEAgdOCRCyWcEwJQTAgddQzORR9i7AahqkBsXVlRw1kuoGpWnAehSIzyiMmpYGsbaQsI37LCX0x9D+BEexLNlv7wAAD5//AEL5njbgcBfUH0VIzjJOy2/anJs/ImH3Tf8ATT7VAMkQ5wXU8wO/A9ChU2ZnRQzN/QrAHmza7vk5F9N8ogHq/QpGTePa29/OuVge72LrGM/6wQKYZPftho51xnwwmMBl+15FYPRtP3RqtCScZ3IPZyImGRmU28u70OhsUcAzgyzb70FrqrAzg7Wxv5/OqKZG7SWYGh0N4dawuHTF7s5JZfZPtbDlhsb7FIvbmRe1sb+cF1nvOBZlgF/OHWoka+HIz22zyj3gs2x6aDbzuQ43eCtozz9KdCI459nc2H0KC9GcjOszoOsN6mhkVWP5OcOhEWu40kwdBzkPeCqsTyZcZ0Jwd9H5/QuLMl+AYG531mhW2dFmNd57J/f5FpujRBZsktNPsHoPYljTPq2R90e8FENl/D0rIcvOO/z9ClvQ+3taLL/1rNa4mB2loHG3POBqnkxs7W5oME1KkvsicV/5DVwEZh5rvN69/sPRn40zsbvZD9kezyGlMAOQZthZ501Shtsu6/ZGgIxybGwcseDYfWCgVpg/Gdz29Fh67DXquBsYN1JoIM5wM0A0H1rzp6N2m9vLsNveCSGb9KkA+DhgF+gw5F08bN47Y8nDGeHvoJ1nMK4kCqsZD5gDofnWms8V9uL8neHxLjx9LJZ4p0IWjMIs8U1nihAACLPFCEAhOhAlninQhAIQhAIQhA6EIUAQhBoBCEIBMlTIBCEIsIQhAIv8EIQCEIQCEIQCEIQCEIQCEIQCEpoQMhKhAyEqEDISoQCZcr/BBmge/wAFxM0Ga/QZcNB+WXqQzGs3rszGbBMZqGoS3+CL/BJf4IHNCRCsPf4JEiDNA9/gi/wSIRkEIQgL/BCDQgEIRZ4oBCLPFOgRCL/BCAQhCAQhCAQhCAQhCAQhCAQhCAQlQgZCAQgVCEyAQhCAQhCASoQaASIQgDSGgzWfxJjClYejmcuWF/IHOqiPILuTJYjNG++4AAHWvPK9j+dWJh4fwdF7TI2G9yM/OosaBi7iK/nzs6m0rkZ2PPB/IvQsPYYpWG4oRadEALOdX0xjO4S4aRIDoVWvvnPqB673uT0LcAAAFgBYCZCxu9wISoXoZCVMgEIQgEJUyAQlTIFQaEIBR5MZiY0bEpgHmj5DXVCDFT+GMHNz6PLepp/dHoWcqvBM69VIVRrlYemfVz2cyB7L16wkNa70KqfMiYbpF5uAy0wC80jBX+Kk8373o1CA/Qb3+BS+N8lwGqZBfM2YkqYDLx+RegYeOlM01qJSnGcoA5FfpG6HWiYeptBhhFgxQZBvoS1XD1NrBtPzmAN1g7wPoVDirH8SiOhEYA3pp7Gg1mapQr3EqS12sKGANb7DPWo0r2HpAA2Ag23yJl5/gziixW6u7hyqxDgVNgLzae5w6wXoCi40WLPFea8V+D4cRezymJz0ObFO9l4F6aCcEi9O4+aaDwlxxhKecuqm9XgvvsM/5F6dSseUOm2RKrQzpph8VnR+NekKJJpUGeJtyorJ+sFtWbf2ToiU3E9DqrQOQZzJh5DVmBgfs3Fj5/C7D7zpvwc6A71snYqqTR8cYYaOVSql29oPcu7/AMajSL9Hj0hCocJYk/eSnBKOI9Gd2PNPBrA1fLG40WEIQvQyEqEDIQCEQEJUIsypcVYbg4qpDtNnMAYPhYrhHIrjoh5fgbElSwrV/wBx8TvmZh/c5Dvvg/rXqQHeOY2srjnBMXFtNs9jLY1xnQ3gapMAYzlMyDwjiruanF0AfI8HWCq+/eFvRU9/gkv8ELICL/BF/ghAX+CDNLf4KDUqxFprRm++AAgnG9YCqariSDSmjN+UGhY+fjOq1584OGYhvchvcgfOrCicOjedCo4mlHMd35XIHyLXSI9kK03sR45dyKbnQ4V+t7r9C2WHsH07DzVjDd7vO8eszVxGjRIzQMMNgAB0J1F5t+iwhCFIEJEIBBheGtCEGFxbw9bnv/XmH5RwKqxseZ5/IaMJY8fekfu/iZjsdTY5z2PecFujWdxVg+DiSPrbyZAa2XQ0GBrWL8nSxov27e72IXnuHsVTsPTww5irfsjSOR5egAYPADgOXgai40DIRZ4p7PFSBOizxQgEKDPqTFNaz3zsaDeaeHUos8Qfgvg8J9CDqZ2DmOICS28GgwNcpgZ0cw8iw+AJ8tmvVajy3zesevC/oVRG87oegJEpvAA61XniGCEoImeF5qWm6yQi/QhHgQhCASoQiCJLPFdkhoI5srkbKlGlMFYgmyuRxlNMEtnij1WGyuRxlZGC5GyhuqjjLibKuDZUc2UXurTjLibKszjLkcZDdUnGXI43kVqbKU2VBupzh/dricBv4auMlKbK80aKE6aHu1HOlN2rQGyuRxk0ebs4dK8iivUf7tavJb/4pDjNpovdjzo7fQoh0f8AAtqcPSo5wPIo8K92FOj61GOie8s1rfHAb+Go501R4TzMEdH8iiHR3NeYC9DOm/d3qOdKD4ax8LTzPOTpVnu1HOlWe7Xob1Kb+Goj1Kb+GnheRbz06PyZam0rCuc6F4fgWoOAF9isI0ZtkPZrmt9XDh072hRqa3Da7tuyxS40nJXGpSckTWck1vJ51jfR9GO7YHUgs7zZ+NY/Ej0SS0fIq2ZjDJaPv155irGblpuNvqM19HsYb3fz/NJZ4oR+NaPljkQnSIBFnw0Wau7QgdF+xICOlZLdgTLlf4JwNA3OnA0l+hPf4Is4GpAH8NR/4a6h93tUNPhLZP4ims3+73qvBS2TWVtIWcfevrr6NlN7NhxqcxodvvNfI8DWQedfb30fqU/GwVT5YNnfZ0b1nHuZq6PesMVhue1Y5odDf/WtAAd7mNua+dedMm5AfCUxo61uIEwKlCB9jeH+bF9CLfNuNFgZ5J5nIakBfocb3hsUQHmza7z5wXUHrO73rRmtmct5rLc2Hs8ir6lAzgNtzQYc/wDOmZesHn9CsAy5LXtNfIaJ/rZ+HJP+6P7wUWsU2yyXF0G2rKpQ7+/DQYJYcnOayD37F5a4tka3Gcej9riN99zgq2HmPNWPt2O/rWtnw+zOmYBe0e/zrOT41hA4B6PcmsbdEFZmZPcOfP5EwG5GdzwcvafTgyExo+7AJDC5M6Os7ORZtA8faSvYcCw9n9C6wJPYyzHPZHvv5FCevhv5n+7ufkXUzbNo+8Dr9aDSmzFqTHZH9YH7E1RRnpdHm9klX2BsNSqVJsDsp+y5PIrGpQPrKLY57UOfrXv9iPRHkxgk2S296IElw7wO+/nUeBUnI32WUB5oaNasjZYeaF9jfvA+tUWUwAxNiXYYHsNVLIPxpHZHNm9k1YSWfrKLmMe2DkVQbz7x9klOWOsawNTYtXmTeAD2Hz2IhssT82Ieh0FXsvSwf3gmek5M1p8N/wDnQvHqwhvS6PIDv7DD2J/yL1DDGJGKxFDXY6Ggw6F57MjMViBeDmuxV9Hqs6lTQcD2ob/OC7eNm8f+r5/Jw7949nuSAVVQa3FqsMHwc184K1s8V9iL8j5f9YQhC9SdCEIBCEIDkQhCAQhAIA0J0KAidCEAhCEDJUyECoTJUAmQhAIQhFhKmQgEqZKgEyLPFCA50IRzoBKmQgVCZKgEIQgEIQgZKg0hoBJf4IM0IC/wQCAZvUgIyBQjXqQANgm2Jb/BAxmuV/ghIgdIaEGgEJUyB+RIhKgZCVCBkJUIGS3+CEyAAE+xIGhOgEiEIBCEIBCEIBCEIBCEIBCEIBCOdBoBKmQgEISoBCEIGQhKgEIQgEISIBCQ0GaAXKTJYjNG+bgACpMQ4wpWHmDclvhfyAG9Y8I2LeIruvOptK/A8f8AQqiPzEuvcQpc+UdDwlEOZL2GfIz6zUvDHDeyQNcxPK7fNPXr2B6Fp8PYVo+GIYRYMUAPrV2ru/sgKDIMtA22AAHkTJULICEIQCEIQCEJEDov8EiEDoSIQOhF/ghAiEIQCEJEAnQi/wAEFViTDdKxPAODVWAea86rKbhiDhKnO/VudoDnO9ahIYA80bDmw1Xk+weP8H4zGJ6zW8R1XvpATH2AA+QAOxel4hOqswD+qmAN3kA150dKrnDfEc2s0qIcylVE8+S0zvZPrBaiHxUw+8ANvmbJ9Bra+9bwKzDHDqUGIzxbiBwO1mFgAHIC9FUWBVYtSY7XEcvBU9extSqIeQb97vQCi97tDSgnBecnxUbZIHH6NPBrr7Ma1eHsVUfELGZBfA/JeouLgXqEIUrCUwv3pkII7MaIzfkMAF67IQgEISIHQkToBCRCIOhIhFnv8EX+CRCIF/gsfjnBLGIWgnQXDZqcXWy8G8DWwQqi9BhMDY2fmEdAxA3k1WLoMOvzgt8BrE45wSFYAKlSj7NU2NbLoLhgzHLkl3938QMdmqbGiw+fzgruPJ3hbeoSAhZAPWKytYwS/Xp4HOnH2LnaDnWqRf4KorT0EelUqDR2gYgxAAA8im3+CxuMMcxMNiDe+Q+djLIBrM1UxqxxCmNdqYozIAesAee1q9L90NxWKkdNjnLyDeAOQFlf9K9KZ1zokllrreZMFBgcSJcCohRsW0o4BvnYDx62T+da6sHSvq033GAMDDoT4jTpciRQcSUrEkUJVKlMvAfQasl5VwkpuTUqrOit5MJ+T3Ici9LZqsV53srb4ZqXGl6wtKQaELICL/BCEAjehAIKqvYbpuIYpxZzAeQ1koFYrGCZoU6uXvUw9DMjo9a9FAFEqtKi1WKcSUwBgfWqi/ssdozzEloH2HAMDUhecsvVXh7Ush+96jvnoP4K9AhzIk9oJbDgG0aXGg7ISGkUhZMNiY0bD7YGBrEz8MVLDbp1LDD52bzj8hrR16sHR45yuyPPAHIyF5qiPiExbrpsn/omtY3QsKDjCJWxOK/3M0NBsmsTPrEXDfEZpyW+DLU1kwWS4l8QsPsmEuC3Jh1MPYmEY9a8XxbxOxHWKzQn8TUOZDZiybwkWaD0WfzrpjCyu31nVcTzqrK+qqG2bzp8/ICtcPYPYpv2qpOZ0s+c1ksE42oAUhp+lRXnjMNboMmtF+/jFmZ2GT/0TWN7+krhsELHhxCi+8iSQ/8AJNaClVViqtZ4NmHrWNxcNVglQhSgJE6S/wAEAhIhAGg0IVjkYJDBdjSIORguJgpBggwQRzBcjBSDBJZ4oI5srkbOhTTBcjBBENlcjZU2zxSmCPVebK4myrA2UpsovdXmyuJsqwNlcjZRohZKQwU02VyNlBEyUGCl5KQ2UEI4wdCQ2fwKwMFys8UeQhHGXE4ysDBBgs9GiqejAAd4GhZypSWGSsb3q7rc9uM0ayRvb5b5rHNenR3cPDv3t1A2wv61FmVhhlo28xZbE+MIkADsfBeW1jioxebbb64Lvxvtxgu/R6VW8SAF+sF5/W8T3l7dZo8Z9vGzPWaqtYf1uZhrjvNu78OHRop+JM5rLzNawterZvAeY5+dR5NYOzWd+uxZyqzM69c1r9HgifkXLnTc6+g/OHSc6EGgEIQCAQg0IBdgNcU4LJbqGtHee7SgmRZw2JwNcQXYFCkoDU5nQSghoU5kL9mtZWuF1RGXJk+PFANb7wAC/o3w9w9Lw9hyJFNvQDIL4S4LUH6+4g0eDlgYA9nn8i/pRSozYU1qK4F+QGg1eGN+6OTm8esKGTG0d2GjnXKiVV+lTch9zujV7MhgAm43rA1nZ8PJH1/kW39bm38jeg83J+1MfOpAGAGHQ4slhWtuB9hl6DDYtR7HY53RraL3Y30SgzANSGXnGdYOaP0LkHfNcl/IkZe1Zbi9eLYHmzC82/X5FT1KH2Z3tbHsj3qVrZP2d/8AOuwZZhluaxRP9aDY3MhHma9CzsmN2YjYcDuj/ItEYOU137o1ynxm5LWj5FncNotlMlxl/Rv5FFePsb4Pg3oNXGS28GQ+3YbGw1Xz4x87HdGsGwmRgmQANs9aqY32Yshz2X6FOjA5GA28zRyKJMZM+/2Gi4DMltmZlubDWthyc4Qb5w2GsaAZ3fuBo5/IrqMbkZoDb1gtIRcJ1bpoT4/a2NDocig0SpOMj2V/RmfkNWDNVbeDM/GuUmmsST7Wxzrx6l9pyXe1A3rD2wIksxZNjjYBr2H0GuN4ZQONuBmhoVFVXpcYwfY2HvUC1ejNxjDoUeZGA2u1t7wU6lPN1JrLl77FXvZEl04rB6w5F7oz3SqJPfjNXubNh+RXEmGxJslsfPYqWldy+bB7H1anfSnb23L45/kVwWm0qpS6PKB9tv1h1r0ulVViqxQfBwDvXl55ckc9v8al0esS6O/nt35V/fM9HnXZxuTp0tx8njb94epIUWBPYnxwfBy8DUpfVfJCcEhpwXoE6RCAQhCAQhCATpE6ATIQoAhCEAhCEAhCEWEIQiCpkJUWZCVAIGSov8EIGBCW/wAEIGRf4JUGgEiEIHQkQgEJEX+CB0X+CS/wRf4IHM0iN6cGUCWXrsDKYGVIDQgUAtTGhKZoEQkQgL/BCEqBkqQ3g+IkA2zQdkJAToA0IQgEJEAgdCZCABAIQgEIv8EIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEqAQhCAQhCAQhIZ5I5jiB0i5Mz4kn2bgLqgEiDO1ZrEmNqdQWsvMzpB6AaDnNVEeQXsyfFhtG+++AAHWvP6rjmpVt86PhGIbzuw3uQFyh4bxPjmQEuuPvQ6fvBoD1n616HRKDSqDHCLBiAyIdAK+mMZTDfDQIzoVXEco5809fe7A9ALdgywy0DbYAAIQou9wyVCFIEJE6BE6RCB0JEiB0JEIHQhCABCEiB0i5SZjEYL3HABJAnxJ45kR8DDyIJaRCEAhOkNAIQhAIQlQBg28OW42Bgq+Thuhyfb01k/kVgBpDktsh3h2IhC7BFpUB0ILGSABoAF5fwx7JiHENYqVc1y2JJsssu8gAvSpmJKNGvB+cz+NeZYkZwr212sUOuMwJp77DsvXRhTu9KxDVaHR6W7LnNsg0wGu9fKsnGFcn8QWq5w5vZhG9kPB7l5a3D2HsXcWnZdNr9cvpTD1ndaM4F6tROGOFcBwM9tgO4DnVxpHT7z/03dEefk0uO/K3uBrU9YLBOJ6jiefIcYiWU9g7APrW7XNcaWr4CEIUrCEJEAg0IQCEidAIQkQOkv8EIRB0iEIBCEIHWSxngmJXmO1Qe5qDGtl4N961SN6qL0GCwTjaV2g8OYnbyagxsM9jwdYLe71lcZ4Ji4haCUx3M1jWy6G8DVTg/GcuNK/dzFQZM1jYfI8HWCu48neB6AhAHeGhCyHjvFGj1KBi2j4ubYN6FCM84A12AfOvTaPiej1WE05Bls2WbFZvRmJLWQ+wBgay8zhpQ3nTfgm9DP7o7FtvFx3Gc46nEPBU2UFhyGGTfZs33hsWU4dTMY4/w5Ci1GK9Gas74z6F6AfC5iSQN1KpPSWg5DWoCNTsN03LYbBkGAWvmiI0hOv5qKvVij8PcMnmGyyDDO9Y3h1iSDJORi2qyrM/YBnsDkXm3EtnE/GnFYYcozjzNEhPXyXfjH0egF7Hgzg/TaPAjsVVw3gYDYez8Cu5iI1s0v3XtN4o4VqU8IITmc09gXrYAYGN7exeO8RaVQ5LsKDSoLITQeDJNrkXqtHZfjU6O2eswBc2aIxxNrhNQhCyUAT2eKEIHQkQgiT4ESpMHFfbAwMF5+y9O4e1TIcveo757/g/4F6Wq+sUeJVYbsSU2BgYKovTpaEuNJYmNBKYMDA0y81oNVl4GrP7uVVwzp75/Znj5PIvSgebMQNvWBpcaBTBs94AaocQ1iLSmtcULz2aFoFFk02LJdB99gDMNiQMDAwY5ieUFRqsRllkNYBZrNU/F3CVGk02JTeyMstHJY12ecF69sCxvYsDxOBs4rRmGgHg/Wtou7tOiLTcK1LB8Bp+hgzJjgGtkwWooOJ6VWByDYBmQ3vZMFa0rLOmx+ixU9bwfEnuhKguHGlhsMFO8X7EQvezRT9wz+BODLDPs2wD0KnokauRgyKk+DwBzq7v8FjaiIQkQOkQhAIQhAIQg1YVInSGgRCEIFNIa6pUHGzxQadCDlZ4pDBdbPFBggj2eKDZUizxS2eKCIbKQ2VLs8Uhgj1CNlIYKws8VyNlFIVnikMFNNlcjZQRDZS5KlZKUwRWyIYLlJDJaNxTTZVVW3smOa8bY/wBy9GHr0lx6UbfIC80xnirsDRttubFu6xJcNo7N5ryzE9EceE333NC+Pyc1fY/U8WIx+7xLGeJ6xMfPIvMDXmMz68edNxx+y/zr2bE7MSM0YMAF683eebZlG45r1r5v+76tX06K+j1icy6DD96uJk9znNQZjNh57ehRXpnaWjYc3griGPmRJNSvPu9ihHJN6/Wo8kHAP0IjB8T51CLt4+CASAuq7XwhsRf4IS3+CBta/Q2JORBoC/wQCDQgbkX6GxJyJlks97lye+8UiAQdQXYOdRwUgN/OptrCUGhS2eXYoQHoUqL/ALVjbaP5fRf0SKUD2JpFZcYvBgAZA+hfdQPWNNS2F8tfRgon1JhUKi+AWTdZr6QgT29AN6wPYa6cPo4+Z3toLwktZ/uj3h0KqqsYGSs12WKXGk9jd62TXWSy2bWXvA9bJq7ccWxRs5Lue3yc60+Hq92m+LL3/rVRUu5vvb0KnN5+MQSmHDOznURejp08j1iM9ku5Bno5DQYe/b3gqHD1YbrEIL94K7B7O7tv2ofnW7BLjPNyWsg96AzIxZnOChPZjJA+G3nUoJISWg60E08iZH8jgKtjPOMunEf+Q+tSIz1hmwbeg1xnxnPnDYaJhHrEBv8Avbdir4ZhJaODL39auI0luZHyD0OhvVFVYbkZ3Pb0a/wLO/zbR+Csnw8l04rnyGotgGeQfo9aunvtjXeaHQVfMgA9HvNvX1qLbRalksy6a6bjd+S+pUCpNmz2VzYaV57ScWc5r5DVP38Z0wPZyXrH0be64OTkumxz8itaVWG9YHf86yhvPyfab+TzpTkvsmBt7/Im5cNRWIz7LoS4rh+fzriy92n2lmtSKJVWJjWQ5Zeo8+mvwJGe25oNUj/w7RgbjOg23sc2eRJUoD5yPrGLv98H86dkwktHr1864s1J+NIOJO3hsP4wLTdFw7A828GY5odBXVNrEWfHODL3qiOTEB3eGUf5DXJ5lxm9xvbyGo9Hnu0UaM/AdPLO9pWYM9p7wN6z9ErF4dlf12K7jPdmd9p3Rq4TcJtErb9Bm5Dn90M9f3J/0L0iNJYktA+Dl9680mQG5jWYDmvo612wrXn6O+FOnHfEP2JnyeRd/GzfZb5vJ433w9KQuTLzbzQOAuq+m+eEIQgdCROgE6RCB0IQoDISpuRAIQhAISoQCZLf4IQMCVCEWEISIgJ7/BIhFnSIQgEIQgEIQgEJEX+CAQg0poGv8EX+C5X+CcAQCYATgyuoM2IAGU4AhBmADe5sQOi/wWfreM6NR2jclS2Qs868vxDx+iRjNimsPSbOcNi8vp7vYi8no9qzg+Io8mpRYw3uGAL53Dj3WDv+w2Af3yyuKuK9fqt7bcrJa6AWNZsUOmOHlt9IT+IWH4HtJzIfOoIcVMMvFlt1Fn8YL4vrdVnSb7HzedPnvvVPAoM6S6Et9w/xrmvn99Ih9KPpcabXb77ZxnRnmswJbKy+J+MFDo97Zy7z6A1r5hjT5dNj5Dc57o0PKtmVV/WZuX+vervn9PVjh+mxv3p7XVfpGxGb3AiPGH4FBgfSuoAO5c7OZ17z1r5lxViF8L229i85nz5xu5mYdi+bf1LLFdH2I+j8fJD+k1E494LqUcH/AK8h/wDWBaCHxdwdPdyGKzDM/I8C/lfGrdSjFe2+f41qKPjmWz3bjhraPqv5y4830WMfpT+qUCqwZ7WYw+Bqcvgzhdx4quG58dh+WcmE5vAz1gvq2g8YMM1VprLqLN5h1r6WHPGeej4/I4d4LejJgVPAxPSpgBkS2T+dWISW3ti3cruhKhAyVCEAhAJEHVKhCATLknQMhCEAhCVAyEJUDISoQCEIQMhKhAIQaEAhCRA6QwvCw9iEX+CCkk4esI34L5sn0Kvk4kcoI/68sBrrNSMSYzpVBaPPfC/kBY8KPX+Irv8ArVjsdMv9kYazWsR+b33PUuITmJJ/1HhU85097vIC0GGOHsWml9Y1Vztk09Zm7yehS4GAKPRGg+p2GWXQ6AUgKlUqa7lzmLw60u/sh40AWAFgN2AhQY1SiSQ7txS1kHQkQgEIQgEJEIHSIQgL/BCEIAzWXn1Wc9WewwXNAb9a0EyS2zHN8+QFjaJSqrJnzaq2/of0AqgXVKrbhuusTtBsc6nHiGne0CWFipK3RJcajS+w99LfBV8bCpw8MtA4GdIDWd601hLas1KJJ9m+CJMlhlo3HHA0LH5P907DnA6G9dsWwJxxQYbl5Lr+g15p8PA8y5XmpD539n2aEmEoAYVpzrmYeU+9eAGrClMuYbozUSc5feGs+s1VYhCdUqjCgwdAGd5+hX/4etrDe7THB/rXVR4GeEcAcbsNsFIXOoIQhAJUJEDoSJ0EeS92Zo3+heSHieuY8xDNodGlhGjwXrJL3nXsBstvCTZ7DXn8nhW5Gq0ipYfnHDOUd7wBsM1riuEIk/DGFaJDN+qyzku/fHesbSuD9HxtiAK45SjZhMbL+delU3hox2gJdclvTHQ5D2LbRozEZoGGGwAAV76egg4ewxSsMRQi05gGQ8ixvGmqv03C5mF4AZgBn0Xr0U1VYkw9ExJS3adObvafCxYxf63vYiYGhxYGHoTEGyzJDWCvnpLDIXuOaF4tUjxpwxgGEFzt8JjYBnrVfR8W8Q+J0U4sSlHSmj0G66tvDv3HqEziLQI09qmuS2c0zsAL1qGXu0tA/wBa86wTwcpWG3/rKc4cyaes3ndZmvSAAAGxvYovT7AIQhZASIQiwhCL/BEBCEIBCEIBCEqBkJUyAQhCAWaxbgyJiSLeHcy2NbLwbwNaVCqL0Hn+FcWy6VN/dzE+h0NDLx7Hl6ABgYXgd4KixPhKDiSEbZt2OhrB0N4Gsvh7E9VwxPCgYn9lsZkdavXfvA9LQuLLzcloHwO8HF2WSwoVVpQVWK7FNywTCxTUIhQ4ewlRsKxciCwAedVWLcYBDDskHvpB6AAFpawzLehm3F9qs7hLBjkaQdVrPfSzP8C1jT3t7fdxwfhJ8Hfrys99Lf2eTyLcIAE9niou93n8Es8U6EKVhOhIgdIkNF/ggEIv8EIM7jPDEXENLNhz2oawMN4GqHh1ip943cOVhz7bC0esOtb49i8s4i0qXQalHxrSm++YP7SAc7HOuiPnfoh6qlVZh6txK9S486I+Bg+F6szXOBQalSolVayJbd4qWaEHKMy3GYCK3sBdUJLgQOhJf4LP1XFTFKqUeI4B9+dgKojcaBCUDvEHE1/gpAhKZoVgQhIgdIaEGgEJLTRaaANAa0ZKcAtQJZ4oNdkiBLPFFninSWeKBTBJZ4rrZ4oMEEezxRZ4qRZ4pbPFBxQYJ7NaEHKzxSGC6mhBHMEtnipFniks8Ueo5spDZUgwSmCKRDBZfGB5MU1rTBZLGzLnYHT6Fnm/rp1cX+6Hlk+pNsu95rXluOcW5z7oN6z5ADkWixbUnI1+teH4hnn2p1w3NBmvzGa9H7PjcaLre0Wtz8683DXn894wdBwNC0E+ZeZ61l6kG/MBYxbsuEqNP7S1Y5v2WKLJ7l3Z+RVjMl9l32isDmOPDrb1rsh83L7lejA8eY2hmNkmexIEnSDf8iDmWB3eteIu3hIHvsT3+C4hvX6BrofIdQPeCdcQNPfqsQPf4IM0GkRZ0AkQHoQdUJb/AAQgcNiYDXI0wb1kt1DeuwLkmA1DWEsDV3hiAdYrMSmt3mb7wAqEN69G4JwzmY+pjbe8Hr/yLK1w+4sH0eJR8PxKaAAyAM7AWmpsluBZFcPuuQ+hVIMuPQmgDf8AoNSLMmPe45e0f5F0fDm/sbOHJCS0bDm9WcN4Ljgyz0cn9awNNrHZnwbfcvs2H5FrmZ7c9oLD1hsNabua48aRVYF4Gw43r61iZJv02V2Q9bR7F6Gyf1lFBhzQ6Gz+hZetxgeA23G7DBRa8N/YqqVMfo88H2z7o99i3saecloJbHzgvN4xuGRxH21d4bxD2OV2GXoDkSLXcPSmcuSxmBz71FA3GXcvWokOTkuhYfdPqzksg81nt71uwBvA9Ybe/nUoJPaWtbmsOdU4HYeZ+RSweAAzG9iCFVc+muhOYAzDnUoJMSsRQfb13gnMO0tGw5sNZ8DPD0o/+UM/wLP0aR3SDjOAZtt8mxRJOfZnt62j3q4M29D7bndH+RR5LLDJm+Gw1FwuLZepQ84cy/vQ1gajmHbGPvQV3UmcnvG272v0KiMwCQZtt2Gs20WrwAAM2HDMFHkmbN+ZrA96sKlGzgzwVey9eWQd94dfOsrbR3NAecZsNjkWwgVJipMdll7/ADrHmybJg+2rCNraCUB2O9CQWnSQlUp28Nl641J5ie00bbljoaw8is4zzFVayD0OqqejdmlGwejoVsSQ3s5o3HG9ex5lWcB5s74hneBhoPyKJkt+0b3h+dOYaAlt7f0KkurzLkZ3RoV7R6k3Ja7K45rVEzPCSGWe9FhxnwfA7DU+ivduIcnJLshuehFSZA2jNwNHOqqBPCpNAbegwV1Ae7S0cVz2q23Y3CRg/GYMygoc6Vr9yfWvQwezhzG14ZW6C4zKz23DAL7wMOQ1sMB457S6dDqrlktj/wDPB1gvpcPk79LfN5fG07w9GTLkB3inX0HzzIBCAQOhJf4J7/BAJ0l/ghA6EX+CFAEISIHv8ELihA6dcU6B0iEIBCS/wRf4IHQkQgdIi/wQiwnSGhAIQaVA1/glSIQF/ghAAuoMoAGVIBlAAnQAAhF/gok+qxYDRvvmAIO0mSxGaN83AAF4zxL4zMUq+nUfvpezRsBU/Eviu/MddpVDc8huryoGQvOU+d5nrvNeXm0dWDjb97SJ9SqVYdOXVZTz3PZfoVebwe72JJknV3egFXm848Xdrgu/I+jEeN2kyTUQ2XHjPo6F1Bn4i7XtgC523w4sw4gXuGg3m7ctvQCDk2D5OhLfeKNEfYZmqmqyW7T0fIasJMnujVVMDOI/IsMzaPdiqlG7TIPM2Knk0G/2ja3p01s+TWk+rWPeAuC4u30ozPOv3bM+RdQwq+A6A2Ld9jbzfZqwjQ2wsSMLG8zzz6hnM2ON3qRGr1cpTuZe8vRsmD7yyxVNVpVOeE7DBba+NP6fqMMcbMQUR29isPH1g8d694wN9KWI80DFYAwPrDWC+VZ+GAzTcbc1qOzRJUb2b9h+tdOHn5cblvgYs/u/ohROOuC6qIZdYZAz5DOxbKBi2jz/AGEsDv8AOv5pQGawzrclGtnQcT4go7oORKk8yYfBeXTH1WPvlwZvo/4U/ogDzDw5jbl66r5k4b8e32QCLiN8P4uxevRuKmHJLQONzmfxr6WLNGSN4fKvjZsd6VDeoWCk8XcORt9RZD51TyeOuFY3/wARZ/Gr/X4RHGzX9j1VOvEXvpFYVD2cv8hqvk/SZw4BnY+Z/Inmj8m3+Hm/F72Z2b1yOZFZ3uAvl+vfSuiMiYQYrzx/gXmNe+lLjSS6fYYjMYPPeZqL5OGPuI4Oa/sfdH1rF+MH412CfEP2b4L+dJ/SH4lG6Z/WTIB6FZ0r6T/EOMQZ5xng9B/1qP8AMxfku+Bmh/QgHmz94CDNfF9K+l7OZEAnU3X5Hlq4H0uqbJAL4skPwLbzYfyR/h5fxfUt/gi9vrXzIf0q6byRHlyP6VcSy8Ir34wXvkw/mf4eX8X1Bf4JM5sN7i+YA+lXEDfBes+RZzEn0tJx3t02CAB1vH/Im+H80f4eb8H109VYrO98AUU8VUcD7yWz+Nfz3xP9JDHE908iq5LW+xoLFlD4tYnk2G5X5l//AOJNYXzMMOnD9Nu/en9MwxVRj/3oPxqwjTIkkO4fA1/L9nipiNk8xuvzAP8A/Er03hp9KKv4emtRcQSnpMc9F/Oojn4r6Nr+l3j7x2fepvNglOYx8ReOU3jfh+vQwlxZYGBh1pJPEUDvy31jfM0c8cPf+Xs3a2fiJgebP3i8N/0imHv1IjcVHGT3maiOfH3tb4F/Y9qM2wG9ZrHOJ/qHD8uosXmbDJnYG9RMMYzi4nAojbnehvV89hiDJaNh+94D5DX0sOaMnd83NhvHelvKeERwcZh+82IHwenGehoz9ivaAeiAGW3YAAvPa9wliA0crDL5wJvW1z/IqHCVVrlKmnQ8YzvtF/cvZNgGum537w8ewdpDrBB5Dw5blhgqdmlOSWsxideCf6ql+7lrIJJoLd2fBfyT6FHCqzqaWROY0dal/VtRD/e/zpHqbUXhNt+ww86JWEafFkheDgKQsPJwxiCNK7VTZRgHwj2LtJxPXKO60xOpzxh1gC80/AbJF/gs/Grz7zQONsH+BdvrhwPaMGmil0hU4V5v3gGg8SQWfaHZ600FwhV7NYiSR0GCkBMin78FIkIXLOD4ie/wQRKrGfmRTYBzenpsPsEMInw1Kv8ABF/gvNwJTAD7vkTIXo5BGYZO9tgANU8mBKmVto3PYgr1C83EWfTQngDbmwFSVKM/AqjVRALwDQtKlNlt4ctxu8FcWI8CpMTA0KUo7MZhn2YACkGpAlQhAIQhAIBCYEAhCEDpDO1Cr692oKa65F32aF5CCz8Q06Bfny2Q+dZ+fxRwzGaP/WTJmHIBrxeNTcVYnfmt4nbkg7nGDLLOyy9bXh7wEo1KfOq1GJqPr1rp+IiPdLLz+ItYxnigKaEGSzSmD1vHozvQvTaPjDDlEhtRILGzoBbNnDdDjAABBZsBdfqOlf8AKspeaLNBSqq3VY4S2NhqWkZZYZGxsAAE651BIaEIBCEIA0ISoGQlv8EIGSmhMgVCazxRZ4oAEIs8UIBCE6BE6EIBVlew3Br0U4stgD6DVshV/WPMYFSrOA5vYare9TzPuXuj1r0aBPiz2glRXwMDSVKlQarHOLKYAwNeeSY1c4ezO1wW3pNKM9bO/JW3v/sPUEKqoOIYNeihLgvgatQWP9YEITmpWAQhCAQkQgdBpEX+CANF/ghKaAQhCIBqvqsBifCOI+3eBhYpqDT4/wCh5JgCSeEsVTcHP6I7/fxvRzgvW15JxXhuUeZCxVFA74TwZ1nRzr06iTwqVOZlNuaDBdF9+72LSkIQud4DWPxJVa/RJoTmGL4XvgWrOSwz7RwFyknEktEwbgGBqorQR6PW4lYhhLiPgfWHQsPj/RXqS598CK2zLwZN+uaUd8cz75lYziLxLw/2KDXAlB3Eli8L9e9dMR23hldvc+0tsxQccc0WLPnjCIdUCCwBvGfQsjGxhLxm1Hi0dy8DZC8+hbvDeGIlEazD76Qe8zUaae647rsNYgbiLPFMhc6i2eKazxRZ4oQFnigGU6EBoSJ0iAQhCsCWzxTJUAhCECIXVKg4os8U6ECGCWzxTINByNIakWeKVBxRZ4p7PFFnig5GC4mCkGCUwQRzBVNbgdshusdYK4MFyeC8V5H/AH/LTHfjfJXEWjyqbKdiuN/P5F4PiFkwM7+tfbvFHB7FYhumAd6Gw18pYzoJw3XQcCzXYvz3P4Fxe8ej9l9N58XH/t5DM5/61SyQvd9otLVYZgZ+hZee9YS44h9DNmcjZbD2i4md9+WlDPedy22zM1ewMMTplncWB1q93zc2ZnDzDMLAU6HR33rHHG7L1uoeDG2faMXn6FdxsPAyGZZ5Nivdx3mfFl/gnA1HA04H7xdrnSL/AATAaj3+C7AehQ83MCdcr/iJr/iIvc9/gkv8EX+CO8Pzok6L/BInRZ7/AATLkn2LJUOt/guob1FA/hrqBo2hLA17V9GwGAxkb77F7QM2H5L14rG35mWvpj6LuHu0w5tVOzWdgfIsvvXd9H1VG1tA+2d52fjR2n3DllnJoWXpVVfo8jsL+ho/Yn0KwensGZ6DDr8nnXU4UiS8wB5GZ6DVtRKrkugw45+BZJ47yzOf1r8OYYOg4HtQDX5wWe7XTd7Ay85YEsHNbe8OtPPjN1WL2pj2vOslhjEjcloGHD1hsWljTGwdz23NDm/yGtHN2hmpjJ3n3evYqmSBvGDnvW9d/WtnW4zZ/am+foWSeA2ZGYGxc7pi/I1uEq2EyP2R/wBqGhaumzHIzvZH3PQa8pjTMmUEtuy8N4L0CBMYqUIDbc70Ni3i2Nxou5jPem4Gw1yZk2FkP7DTRpPaY5g5vBRe7kgYHoMFozWQHZo3onxos+ObB77FWw5OQ7kOaDBTZJuaDb5Ea/CqgSW4xnSpfu9noUo8wDNhzWHIfWuU+AFSj9rYCx0FXwKxnXwZ2h0FCvfukA8AGcV89B7P6FRVWN2bu/dHsP8AkVw8AGJ5nzoMGJjRxH9Z9fWsiFDnOWgBhoXI4YAYS2+RWARjZI4rm3kXIA7MZtubDUNt1ednJsNccl+M6b7etk1IeZbB07HNBoA7AMHNanRawZ5JbG/nBWc+MFSYzw0GqSM9YHdufJ0KwpVSbMizN4bw61SFfe+yXeN+zT53vOQ96uJ8YHmjNvnWcB7JdNhzR0H1rL0X7uxxnGTzGz0H+RSLDeaNwEjL1ncHZY5oBAGdNkZbeto9itCRAM40rPD5wWrZk90D7e8N6yOdYQPq7pT1joGB6DSHmZqGXgktawC9YqvQH2ZgToN7Mhg72TBagDBmxwNh/kRJhtz455e8FqzaDAGNmK3DCLK7mWxoeA1uA1ivnmSzLoM8J0G8DA77+vyL1vBmMIuIYAZbljoaHmT3ga+txuTv0v2fJ5nG07x6tWmXLkTrtcRgQhCB0iL/AAQgdCRF/ggdCRF/ggDQhCAQhCARf4JUKA1/ghKhWGQlTKAIS3+CEBf4Iv8ABIZpL/BB2v8ABIZpE9niiyLsAJgZXYAQAAmQhAX+CU3rA1qPMqUWA0bj5gALyHH/ABmiU3NiUpwHpHkPQC8/r93sReTpD0DE+OaPhuKb8uWAL5/xnxRquJ3TiQXDZifnNY+pVWq4nlHKqMo3tew1yOSxGay2965s2b8H0sPGiPf2SLwZHMc1qFMn3922oL0w3lyDfmGubd2RDqd72tOABG3rkDwcn40hvXmGxZL0Ob1592k8fzIA2wSGYWBrRYM96U3mwA7FxN6zX+RRzMzvR78B49a5WX+zSvG3devwJLAWOaAWFtPgpxnF17NeGWg57DN97mxVUnE8Rnu2/wAiave61CA2yeYoVYqrENrLzFUnifuvbgALG4hredflneubN+26cMeS+7rW8ZuAR2H7P86yk/G0rX37ypZ8zWbmYe9UL0nX1+hccd3ZekNcGPJ13tzVlGx/Kty8y/5L156Em/1qwjZZktERb0iHjaWYh0KyDFr/ACOAawUOxkA3gpfadHd7wUL6NkGM37/b2KQGOZQB/ej/ABrz96Y3Z3biinP06NnQvIu0dHop42O/u5R38+tJJxs+Hv8AQvMvrLVmNmuUmq6/afgV+TIbY3pR4zvDvHzUJ7Gdmg37LF50dY3hf5FHk1i8LGzvNXG6LuHoEnG3xDvVTJx+wB92Cwr0+/RfrVZJevO/MW0Oa27mcRd9mxUL2PJ3u/yLLnu7xxPlsf8AFdMMbto42M5Zu63FoqbjCWAazP1mvP72A2GpcaS2Amosi3pYY2M9jiDxs+YZl/515uczXvSHPcDYsdG2z0N7Gb/u31WT8YSjay8/WsOcx/4ijnMM/aK4i0XcNLJxC/r7wzNEasHb3jhrL5xnvXYJLh922qRFNgFecu7veuv1wZnzrKRsw7Fdw4z7xLnp2Y21w9jOsUcw7JKeAOi/QvUMPcY5bJg3UnNHWvEmYx2AtBR6bLedBhhg3jv5ASLv59G14Yv3e9w+K9NmPtRQO8zMA0GvpDB/Cj6yprU6WZ3nrXhnAHgDOqs+PXMQQcmOwd7IGG9fbtNgBTYTUUNgAvq8bjbzvcvg8/NGC9MNs/hjA0Sgu57beta4EidfViIjpD4N5ryd7CosSYVp2JIpsS2AzeR3nBXqRevHmUCq1nAc8KdXM56EZ2MyOj1r0WBPiT2gfYfAwNJVaVFrEU4s5gHhMOdebvBWOHUy/vnqUZ/9Fa+49TNCrKPWItYihKivgYGrNZAXKTGYkjY+2BrrzoQUkmjy4xZ8F/5ERqrYeROYsNXajyYDExrLNv51W4hTJlOZazMtk8xUwYeYrEgJb8QAAEtSwrLCaEsHzeANeUpr2IcmLZkWGGhX/ogTIFKgNZYN2dFirabRJcmacvtbzLXnSUdmdMdOo1k7GuQFavSZdSPssELGk9B2CBeWWxL2IONUWdj4fjTMsxaO1e+/eaiA9Oqrt7ehoOdFpd9VZ92ZpQrEq6w2DRPquSIRIms9iaAycBo35z+s+RSk4Vj4ja6hVWOdR409uZKywYAw9C7SXqay6DZsBeaKdQqUQ+ddQmMH7wFH+rYjwAeWYX+dV8+NFjezfO9ELvObPnT3AqRmlPvNZjcpIdNqobH7/nXmj1fIVDZX2fd3oOpVVn2kQ00U0AJTWfCvS+eIab94fiMJoL5CqQrzZ8hrsFYiedNErIEJWZLckcxtMpUE6EIgIsv9onQgjhAiA7mNxAvUhCEAhCEWEiEIEQhCICW/wQaECJwBMAIM0AjnQhAIQhAIQhAIQhAJ0gJ0AnQhAIQhAyjyYzElo2HwvA1IQg83quFalhiadYwy4eUet6PyGtBhjG0StjkG5kyw0Gyeg1pjC8e81rI4nwMxMd+saU4cacHOC6N4v3GwDWnWCoOM5dNkBR8Thku7Ad5DW4ZksPNAYOXgsbjRbqhIhSBCL/BCAQhCASpkIFs8UJkqIBpE5pE+Fs1jylN1Wgy4pt33sqh4OVVyThwIL53uwjNk/kW4ns50U2+sF5bw3k/VWN6xR9gGYPB866I/cioQ9aQnSLnFLW8Nv1UAsnPM694KhPAFVD2eI3vnW4VFiefOhx/sMQ3j8i1i69B51jbDdcZpzrDFfAzMLNa+OcbcNMfxq4bk6U89TH3gM+gNa+8aVg+XVXQnYgc0bwaVTxFo8E+yQeyADRvB+tdOHN470c9x97KcHMJToeH2gpU5ll6zXfrXo31VjRnZOZeXGThJ+lR49Sw/3LrAbA51cYexUxUvsM7uZYbwNRd1k7wuFaAY0Z9owyfzpo1YxNGkAE6nHZ1gtmj+Isd2rlGe7S0D+XYuqELICEIQIhCEAhCFYEIQgEJUyAQhCBUGhCBORCdIgRCc0iBUJrPFBoOVnikMF2QYI9RzBcTBSDBBhcilFVYfaWjbNfPXFfADkwXn2AsPyL6aNm8NazVew8xJA721X9kaW9w5rwXvD+dmLcK4gjSjYcYMw61n42CZcw7zbX3NiHh1FmGd8QL/AELCVLhWbJmbDGhfns3DuLfew8/yQ8Eo+AIsYQzAvPzrRxqCwAZeQvS2eHsoCDMY/IrKBgB/nY2bFzRxrsvNH3vMmaC4ewFYBhh8y2aAXrcbBIMh7BSv3R/+XXZh4F/e5r5MfY/jqDyZRQNdQeXpCQBrrnKKBqQBo3db/BdVHRf4KB2v8EfoSciD3oHBMlDWi/wRUGBOBrlfrTI9dgTAajga7X+CyWls7gBvea+wuCAMYbw1CbB8LHwvv86+PIB96Dnw169g/HMumtAwb5m1s9Cyu9La6eSH1xMksSWg7sDa8nIkB7tLQOA5edm9eaYexsxMaaNx8DDnW2hybyzwPunFe+7G48bu9JfAsvMsDk8nkQFSA3WmwbC9cJh3tHZr6wUF7Pys9vc2oWto0+VDlZ7Z2c+hb2g4kYmNABuWG5oNeWRpPaWuhToE/JlB3lnIkXoXG72iNUvcPuaPIoM+M3d5D51n6bVc5oGzc1q2Ce28GW4trYx/0r3gfhuheausMT8l3IO8wPZ5FRT5LhibbmuzR8ij02pOMv5D+hRF6LuN4eqw5NjvkNS3nuzSAc5DWSptYbeaBhxwLwV7GntzGuyHv5F1OVNkm3cDn4DUsJIG1kG5v51SdpcD7Ke9vYacDM2jb96GsFDVasmcZ01X16lBJDtbGh4Ohdoz3aWvOCbOA+7c3/rRnF6KSHVXPYP2ZofnVmAMTGgcYcsMNnkNUuIaVkmEphvWCr4dVfhuhL/6wfzrndOm/o1D2ZJaO8LHWORV8kHHhy3Pxq9gHEqrQS2zDN61ykwG/h/4FpoRbKGerLNIANmGW44Clz42s+SzYarPYrNoDZfjO5je+9SDzDslxHLDDeCAevEGz38i5X9jdzOQ+RSpo6VUr2u8b0KPVaUD17jdnkVSEk4zueB6DWhgPdpjg3yHs8nkRHopAzDDLPeG9I88481kOHeYawNJVY0tmYdl/kXYAcNoHG2/8CxXoaAZmOQ5ovUuMbkORluawM9aiGze1e3vTxpl7RhLb1gthqwesEL9YH+dWUZ5zQYa7OfrBZqlTGHmjiGfoVxAmZJZDhqnNol1WGxJaNyzWsID1SwxWQqMHrsea+MC9AAN7eZoPZ5FQ1uldpaNwF7vePvB0ydLeo4VxPFxDAalsP33hr8ivb/BfNlExJOwlWe1N3nHM/tLP84L36g16JW4DUqK+BgYX6F9vjZvJD4/J43gv/wuL/BF/gkQupynv8E1/guV/gi/wQdUt/gkv8EIHv8ABNf4Llf4JL/BB2Qkv8EX+CB0JDQgL/BCEiB0JEAgdCDSIHv8El/ghCAQgAUgAR6UGUwAnBChR0IUeZMYjNG44dliCQZ2e0cWXxVjmlYeiuvvywCxYfH/ABjiUoTiQTB53oBeCV7ElZxJNOXOlG95OhZ3cQ6sPGu+9thjbi7VcQmcSC4bMc+cN5rBADhnmG4f40miMPeHear3p7j2hvYuC815Pd3xhjH6LN6e2A5YKvN43udRwPWmB43jWTaEjOADy+hRzecM/ZpTCz1qOclsARolA9Z/5iU5N48ir+2NmYd+uPaWzvRScclwzUgHtPkVZnNhrUeTUmwQiN1nJkt69ir3p+S1v1qnmVi+/vFTyak4Ye0vWF22jC0D1Y6FXya3khmNnoVOcxwwNQXrz3rHzNowpc+sS5JaDMFXhf7Q3NiM7JHo9arKlWG2e7zA2K/I8PUqq4ze2Dix9Sqp6+v1pKrW/ifsWXn1LOI1zX+40i/G7Sak4d+WagnJ94q85Lnu0A9r1pojzLOM9rvV3AktgSz7J/8A5tTWZNnrUW0hown2DmA4kOq6NCpO032fyJTP4m5Ro6N1g9P1d4oL1SvC83NahG9f6FyM9CuIY3aUdSc61FenmZ71Hv3rietXEOa7du2GZe0R2w+tR7NaYGdC20eDOcPnSm8izxQbLivRO3y4mdyUDc944uvZfFGTYt2N/wAEAzvUsLz2JAjGfu1ZxoDnQs7XEImw+hPk3irVmjuX+wNW0DB9Skug2xEee+RQ2iLY/sz+vu03YJHQvYKJwQxjWyBuJQ3j9YL06ifQ5xdPaB98Mkz5LFcYbtneke9vlEKa4Zh3anRqO+ftAX1/TfoT1w5GZKfAA9C9Gw39C2lMmDk5w3lt/h3aPNhj3p8OUfCUqSQAER4/QC9WwfwNxjXjaBilPA0fOYL7wwx9HLBdBAMums3h1gvSKVhWjUoQbiRWQ9ALbDwPzc+b6xix+kvjnBn0PJ0k2n6xLOzoBe8YJ+jfg7DGU/2Fk3Q5zXsYA2GwABPf4Lvw8WMfo+bm+o5sn3IlNpUSlNAxEYAABTb/AAQi/wAFeji/kJ7/AASX+CF6Hv8ABCQzQBoHUefDiT2jiy2ANo+tdUIPMJ9HrGA551Gj3vU8zvNro9C2+HsTwa9FB9h8LucFcPMsPNGw4F4GvN8Q4VqWG5h4gwxfZveZDnWvx+57j0hCzWFcYRK20AGeTIDeBrSqLjxh0IQpAoUylQZg943YfWpqEGMrdBrIWdlld0B61bQKlFjQsgG7DAFdKFMo8STrbbsd61W+/uKeMy/WJBy5R90CJNYbed+qqbv2WAupszqaBgYXteRRYwU2Bmzg/vBq0pQBEo4XnY9I/QhmNLqp58tzJaUKiZk912dUtANnoBTZNSfkl2SCCPDyZ7EMeyQQ1pIFKMz7XUvWAKXDpTEAO1SjveUSTMfnu9litoO0+sWFkRQvNECjmZ587WfIClQKUxDDPc1n1on1ViMHduXmo/0EiTJYjNd5osVbGqr8yVYAHYojMaXWHc9y8GVdgzFprWW3oBPQdTMAHWqSfVXHneywdZpZk9+e72SDerKBSmIAXnrd609B2hsmDQZ4BmoeOIz7dsFHn1Vtnuw1mokaBKqRZ8szBpei1CNFeHM7Kz+BcpMOCAa2ABdTeYhx8vYDapTOXWH8gNiCypTzGaYN7FZrlDhsQ2rA39akKAIQhFmSoTIBKmSoBInSIBInSGgEIQiCmhMhAIQg0AgEt/gmQCEIQCEIs8UAgE4AnQJZ4p7PFCEAhCEAmQizxQCEIRYQhCCnr2GKdXmDYlMBf1rDg9iPAEjLl50+mde8wXqC5SYzElo2H2wMD61rF6dbQr6JiSnVuOD8R8Dv5Farz+sYJlUp86rhh82T3m1yGpeHseNvO/V1ZDs0sOQ0uPJ3gbVC5A828OY25eC6rICDQlRYTJUIGSoQiAkTpE+Hvw5PB3Rrx+/6t4uNZejPjH+texnsXjmJwyeJ1Kfb84Low/civ5eyhsFCRnW0HoXZc6iINls/aABp0IBYnHNHlzHY5sBflvAa2yDZA97d6qL0EeGH2JrM6FnMQ4SCYXboPcyA13gtXZ4oSL0GJpWKpcB36txAwYHyPda2EZ5iS0D7B3go8+jwakH2tgDTwIDEBrIb2K70sdU6ELICEIQIhOkVgQhCAQaEIBCEIFQmSoBCLPFFnigEhp0IEQnSIERZ4p0IEs8UGCdIgVFnims8UGg5WaFyNnO9opVnilR6z8+jtvXnYqo6Ox7xtbI2bwUQ4d6L3ZI6JF5GASfUjHu2AWm7HYSOxh/xWej3dnAo7fQuoUdvoWgCM2n7L4rQ3f58smxAaNilGCXJ94viPqaEA11A0oAgEbuoGnv1riuyBgRzpb/BMgE4GkRf4KHrsH50X+CS/wAFyM0e7uucgDtUe+9dQ1nlobrOBJ192tRAk2D5FkmQ7MefyLQQJLZj3a4s0OzDbYUHEkqlSgDPMwXsGEsc2ZTD7mg+c14DZe10WK2o9YfjFkG4f9Cxi/G6bjyPqqBPbeMMt8DaPZ/QuxmDLuv2J9a8fwxjCwQYffvDkXpVKxDEntWOP3mtt93NeG8aQ99gdvA7wcXYJLYWZd5n50Gy2Ym2bgWKpN5yM6cU9l/4FBDbUSq9pGwN4bFpY0ztI+08hryqBVTgSgvM/Ot0zJcMQlNn6wW0Wi40aCSblu/W3rVVJ5Mv5FNjSe0x/Oq29wHTiON/4wUWQsodVcZO9vQYb1q4dV7TlPtua+deeGb8Z07OToUmBWHIDoHyGtozIzYXrQSQqUX70EkapZLth71nabWLACWDmg1YSftjXa4h6udbubRevPOGQSmOjX511zu0heCzUCpOH9lcOx0FcRpOs+Q0Vos2e+aOK+4BmCyNepT8N032A2LRsvBm69/QnnstmPec+y9YXDSL8bKYYxJ2OaDB6Gn9FnQfQvSM5t5q9vnXlVSo7kObnsN6D3gtVSqrKjNAwbhmHIaRf2WXH3wtp8C+9znWUmM/aMjzraxpLbw57evyKqrdKB77WxvSyLZd6+N7tdgktz2svnBMb15dlfA7+TzqsC+G/ntho51zb6OnTdLjPADvZD+RXECSEN3Ifc0KtNliSIS29/IaaTJM4QON7wW0ItqJNkxrzgqTff184JaVVW5LWW25ZZoUiYDhgEsNFm9QRP2oIAbJ3hsNLJyzDPDemB7OA2+Q/wAi5H3NuWoWiBMfjOhYehaimzM6x8DvDn8iy8ln37d9nOngVXsbvkPkNIvSy43eisyXAH2mjkXYHs7Qs/AqucNnJyKUB36w1n+tdDkR63R23u8b2dfQoWGMTy8E1LLccP6vfPvg+CfX6FehJAwy3NnnVRW6aD0fQC0w3eO94eZojPGlvb6VVYlVihLYMDAwVgBr56wHjZ/CtRCjVIzOE+djJmfsT6PQve4ExiY0D7Z3ga+9hzRkjeHwc2GsFaWlIv8ABLf4IWjM1/gi/wAFyM0X+CDqi/wXK/wQg63+CFyv8EX+CDqhLf4Iv8EDX+CL/BLf4JEHW/wQCVMgEIQAIAAXYAQAWpr/AAQAAi/wRf4IUAQlN5tkL3HFicZ8RaVhuKd74X8gK2kfuejR1vEkGjxzfffALF8+Y/4wS6q67BpTljXxQWVxjxCquJ5Dt75sx+RoDWXN5hm9xzWfOuXNm+yHfh42ne0i9+S7nvuazXKZMCN3YWKsk1K87GzVeckz9peuF3xCVJmOPEeZvXIHlCvN4jy1ICwPeWKF6JFwLqckAv2ehQje3/gsUGS9oPWi4hImVWy9sFWyZhnozNaiSZN5qP2nVvWe69FmD2hcTkuAoRybPeLkcn3jbai8y9E16Y4Y92oRyXDHvN/IoMmfrPvPwKLJmXhYetRdtohIek6edV5nsXE5LYEd6r5NVbDZv51zXbRahJYADUCZUw5DVPJrFl/eKkn1XWfeILuZWLBy8zkWXqtY+8VfPqt6z8yfffeZom70dZ9SvLMzFVHJvP2i4vSbzNcg1kttHPslg9+NSAO5QQUgF5ZCcyalAdgnlqOydnyLsBufOsnTCQD3PyIM/iKJfYYByAutppoblM9a4n+TyLsYfESaFejFyPWSAjOGClAzrvPWpbLLdwZiL0Qghn0LqEByz2auGYzB+tXuG8K1LEk8IlKim8fkRcQyX1Vf60/1O5YHdmvpLDH0V8VVjK7c3YB/oXteDPobUeMQP1XvrOQ12YeNmty5s2GPenwlAwfUpmiJBee9AK6gcFseVV0MjD8mw+exf0+w9wBwVRGgbbpTP4FsoeBsPwwDIiM/gXfHB/N8y/qWL7JfzXwx9FHHlSsz4OSHOZr17CX0J37gcqsoz8i+4I1KpsbZEBTQZAPZtgto40M7+qX9j5soP0P8HQ7HJUTOMOsF6NR+AmCqUIZdKjaPIvUELbww475ma/vZ+BgmgU0AyIjIWdAK6CHFZHLbYBOhNIY7/OT3HZmA2NghF/ggFogIQkv8EBf4IA0X+CL/AARR7/BF/guJyQBRTkoJucAL9zm/+CrDecNAPWb0Sss69Pf4KvCSg5KhSzB5Nf4KtCSpAPIJV/glMAMbHA0JAeXUDQYXFWCX2ZH7wYfcyZYazAOdSsJY2Yqv2Gd3M5jQYGtgsVi3BLcwvrmldzNY2GHOtYvydLQ2oHeKFgsJY2cN36jrgGzNY0a+dbsDbMMxtRcaPTIQnUqCEidAh2H6FWz6JEkho0GrJCDD1WHXIxAwxYDXOa0NEOCy0Dbftec1amDZhYesFWSaI2ZZ8RzJPoVb7iPWAnSXWmGNhqzhxolNa8/OaqgmToDtksNHWkkyX6k6DEQ7F6hIn1W8siLrNECjuPH2udv6FKgUpiGGYes+tE+pMRgszNa8/wBB2kyWIzXQCpzelVh3IbvAOtOzGl1V3Pc0Ap5yYNNayw0L0PGjRKU15+c1WTKw5JPIiBeuV8usO5YaGutXEOmxYAXhrPrNeegiQKVZY/O1n0KdMnsRgUSfVW2e7DWajwKU/Md7XOvAE/3CBGl1h3Mc0Ndavo0ZiM1YAWJgBtkcttuwE6jcCdIherOhCEAhCL/BAIQkQCEIQIhCEQEIQgEIQgEIQgEIQgEITggLPFOhCAQg0IEToQgEyVCBkJUyAQhCAQCEX+CAQaEIBZ3EOD6dXmr3GLHeR4NC0SVVF6Dy8J+JsEyMic2c+EHvQ3gtrRMVUqsNAbEsL+hWsmMxJaMH2wMPOsPiHh79oOpUCWcaQHIGw1t8XF+6W7A0680pWNqrR3Qp2Johsn8bkNbuBVYtSaB+K+BrG4uFJqdInUgSIQgEJE5o9KexeSYqDO4iUr1mvWHjsaJeTyQ7fxLj5esGAM10YfuRX8vXovsGvQuiA0CCFzq+AhCEAhCEAlQhAJE6Q0AhInVgQhCASJ0WeKBEJ0IENCEIBCEIBCEIBCEIBKhCANCZFnigVCEGgEidCBLPFBgnQg4oXazxSIERZoToQRzZSGypFnigwQR7PFFniu1niizxQf57zD3iSzxTmhfEfoHGzxQnMNaRA9nigEX6EIHQkSGaDtf4IM1HN5Ib1/s3EEg3lyN5cb3DNSAZQOyF5ezVrGZbeCznUKMzYas42Yy7YawtUQYGbCy3F2h5kYwb5FKs7S1l+9SgFg5bm9c27siFxGevHepBheOYG8PzqpjHeOjf0KzjHeIWLmt0wsqbVTAbMzZ+RbnDeKnwdBhw7D/QvN9h57ejrU+M85YDjZ96Cjdf9j6DgYkcktBe56F2kzAkmDjm/rXl+HsSOG0EV/Z/OthGmNvNAbe8Pzq90aeNqHsh4Qc5wV7husXj2Q94da88OquXAw5rBWEOeGh9s+9Do51cWi8O8PVY0nsz4Bmd0anTA7S124NBhvWSpVSYksA3osNXsCfryHFsxjo5HJD2ZuaP0KDPvZPu79e8FcSaaDzR5Gh7eH9CpzA80Ir95nyf0LG1wnUTELkN3IfcvaNbqj1sGXbMzQfnXl4ZZunEP5F1CfKgO5eedjZq8ebT3ReHd6nVWXLwlxTU6BUjeaB/3re8FSYeqvaYWRLUgL40g+jrXZu5tGozu0tBLY3qzZeCZF17/wBCy8Oe2yd4OaHORWEOpNm6YaAA968SmyYASY5h70EkA27eyP2B6+RObxsn3Z6+TzpJgNm0Ethv1gg5dvl0qabbgd0e9XucxJa9oFhgs+Zt1KKbd+sFFgTH4bvZHNnIahWm64nwG5Infv5FUnAckgbeXYYb1fGbkxjRvBVjzz8bv94KbhcX+jPsvOQHcg77E7z1jvebH96sKkyExrtTGs1SZ17RxHA1gsb6No7gzOmyu1MN90e+xaWBVQkhmBrCzX51lWTzo9h/Jr/IkgTHIcjvNhnz8hpvou43aiSHZnc9gL2j3qEczOd7J+Dzqyzgej5gBo5wWfksuHIPk6DSuiMKw7sL+cFXyYzd+ZfoTsyb9B6HV2A7O7PYaNNE2lPNm1kdC0EZ5zKBy/ZvWRC+M6DjexX0CS4y/lnz7FcWwuF0eXJ79tvXzoDvg7I5rDkUU3jjOg+37I/yKaGW8F7a1c7KV6g6Db/B51fcLsfzqVKDDlcM7PcvHz+Q/OrKwJ7RxHG9Yc6yVbo55R5eh0OcN60w5rwXu8zYZzxpb6LZebktAYOXpl5Fw04i9pP936wdktjYfxg616wD14Zja+9hzRnjeHwc2G8F6W6ov8Et/gkM1ozdb/BF/guQGkN74iCRf4Iv8FF7YwHOCYHgP2ZoJF/gi/Qlv8EIGv8ABAJUwa0Ha/wTAlBMgAXZcU4GgdF/guN/gg3mwC80Ha/wUefUmIbRm44AKhxJjOlUSKb78sAs86+fcecZpdYddi0o7Gtl9+9eXfj720w4byej0LH/ABji00HYlNczpHk5F4FW8SS6xKOXOlG8Zn8ipJlVckumbjh3moTz19/eaFx3m3fVw4Yxp0mpBeoJyTP3ihSZP3mtcc5wwPWuO7dMQsO7M+8QegvaKPnKPJk2edS2iEvOsuPoSHM3m2q85l9mtQnqkFndua/Os7tcQsJNSAB7tV51XO0WKvOTne0NR+1eCxvM2iFgcm8d65Gdh5mZYo/afefnUSTJ184etRuvRNOS2e/86jyZgM/Iq96fZ7xV70wzPXs9ax3XosZMkD/rVdJntgKr5NSs51Syalvvc+RN3q1mVUPduKqk1LrVfJn6LMxVL0y/2aCdMnnYbmYqeTP12ZijyXr/AFqC89eWYjO7Dz16ivPXoM1GPetoY0Uw+IgF1BPk+Q03+QB6FLZBEaMZgrBmHYobRDiDN4rsDOoFKBltde4ZC/QoXo4BGsLW2pGgFU1KsRYw+01qik4n6F0xF25rzRjaWfJYjNHmWXrO/vCAO+00KhmVV+Zz6FEyXP8Aitowx97jvNeS+jZhiQAT/vPYGhxZEGXLVJZja15pC/NbZUqqyqrKCJEA3nXzsAAX9Fvou8HImHsPtVKsxQOW/wB8ZmvlH6KnCg8Q1lqvzovdMH3N/Wv6HUR5ilRWoregABfQ4eCPdwczk3po3UCNBjCDbbAArYHtPdrLw6kB+8VkzMv94vpafD5n6r4Hr01/gq0JN6lA8pQlpL/BKBpkD3+CRCEAi/wQgzR6/T2L8S3+CZFBKhcTebBAG9Yor0noSPPOGoiDtnXoM1xM7VFek2IJBybFBeqVh+0UKTUlWHJckurO7aRDRxp9/vFNB69Z1l7JBWEaZrUbr0XQGuwSVXg8mA9avdlqtgevUoDVayamgehepSwNMuQJw2IhlMYYJiVtrtcHuZrGsHgVPhLGcqHM/d/EDeTIY0AZ7DXoqy+LcGQcQtZ7fcy2NbLoLWL+yxqAeB5q9ty8ELzfDeKp1BmhQ8QXgexl7kNejRnm5LQPtuXgai40emQhClQQhCAQhCANlt4ctxsDFU8mj2FnwTsPoVwhebjPhUpUM8iWBojQ2J8rtbj4WdCu3ozElrLcADBVkmiOB38Fz5Fe6EuebjMXuA9Cp6bTZc93PnXgz0LqFSlwyyJTCkHW4gNbwv6F6J18SG1lt2AAKpmVJ+SWRF1ma5B2qqu5bfsutXcCmxYY6NZ9Zrz0ESBR22T7XK1u9CtUIUrCEX+CEQdCROiwhCEQEIQiwhCEAkQhEBCEIFv8EyEqATJUIGQlBMgEIQAIAAToToBCEIBCEIBCEIBCEIBMlTIBCEIBCEqBkpoSX+CB0hoSGgL/AAQhCCFUqPBqrRsS4oHesVPwZXMPOnKw5KM2vgmvQkKou4GFo/EWx0IlciHGd862UapRZggbD4GoVYw3Sqw0YS4oGfXYslJwZiCgln4fnG8Ae5dW3S0vQr/BOvOo2P6lSiyMQQXmbOezQtBAxzQ5g93LAFF4aU0SFWhW6aY5jcsPxqPMxVTozRuZ4KPHbzeUitz2IEA3HDs0LA8OoblYxDNr5t90Z2Ao9VqtSxnN+raVflX63uhekYYoMSg04IjYABgC29I0ee64QhC51BCEIBKmSoBCEICzxSWeK6oQKAJkJUAhCFYROhIgDQhCBEIQgEIQgEIQgEGhBoBCEIAEIQgEqEIBMgEIFNCZCASpkIFQmSoEQnQgSzxSWeK7INB/nnRf4JDSAviP0BzR/EXK/wAEhvWe8Qdb/wDs8iDebBQjmdCS+9e6MN0g5KU5Li42eKcA2Lw3IGYZrsAa0wM612s8UIAM/DU1lm/1rkyHkU0A521ndtog7IWEpWgEAF45gJ2Qv92sbt0xCbD1hmc4KRJjZzWeG8N6js5jKtox+8/auanVCvZzLs9vfzqyjaxAwUWZGyTzGAvA00Z7JPMBvQe9RfdrHRYAFh5/InDuXfIaGdYpwZ02bwWTdYQHskr2+fetFRK84DoNm5rWSZBwDNvnUgL80O8sMFkrTd6Q88w81mBZZvXWBP1B+dY+BWL2sg1bQHu9vzLz/WvdzR6RSqk4BA+25oPf5FqmZnabMs7DDWC8tgT+xugBn3T+g1qqVPyXbL71tFua8L0ulVXO37wUiezEqQZ7DgA6G9ZKBPvMNevnVxGmOH7zX+tbRbmuPGjz2XHmjy7wdBVgSTO9ty8zDQtEb2cF4a+tVFVhhm9rb/AsbhtFtBRJmc0GQ5rY/OtVAntz4uQ45YYawNeWw6q5GkXsaOsFrYFVAxCWw56wW2G2N4dLagJPZpGvZz+RWYbM9vk3qpzm5jQPt+1DeimzMl3IcPuj2Loc7YQ5LcyODbll4bF2jSQZdNs9rmg1SMn2Ygfb2GpxvBMaz294b0Z6CSB02V2oNh61xngxJa7WH5ORSGXm3mjiub+RVRyfq2UcU/ZP/kUtoWFHqp2Aw453oaPWrWSbZtZjbeg1l5jLjLuewrWmz85rXoSLLj74KyfY3zbzO6P8ir6xTTB3tbDfrUqfGc9xrBLAmAZdhnbz2Gai/wAF4/zZ+Sb7I5mwD3oscB0Hz19YdYLQSYAABt5eg1B7GZtGwGgw1gouG0XuuIAfYgciOX6FVVV5sHTsbRTZ79Ndscbsa57+RWdYgMT4oS4tl6e8I9LZcHnJMoDNyw+Q1dWXtZZrLzHjjO9BBoWggSW5MIH3N4B+NYw2t1B4A7g9/Iau4BsT2Mg7M0NhrPyWQP8AaHr3qQDz7LWe3vBbRaLjdoIz2TfEf2KdGecjSDYc2HsWeOpNzGAf2OhvBSYFSvLIfV7sbhogOx3+dPPjBPavb3go4HnNBY4njSfxhvBW5oY+t0p+MQVGDezIYO8DDkNelcNOIoVuL2Go9zNY0PAqKeyD3eNtgd6xtYhy8PTwrlKcyTD8/kNbcXN4LRycMZ4/9PpfOvHMbXI5LYDmGa8lpXHLDjNGB+dOZZdAO+Az1ga+dONP088P0HOg4YPt8sNHdHoD51+niPi43fm/m7+L0h9e4n4i4fwxHdfnTmQs6zXzJxO+nbg7DzrsWjS+3yA0WRz0fjXwLxL+kJxD4iynTqNYeZjmehpk7AXmJyX3jvcMzJRebFj9OzaONd+9PtCq/wDtC8VBMNyJQABq/YcnWvobgJ9LqJxCjtduDJM9+u+xfysM3DXqv0e8Wv0TEwQXH7GnzvBcebk3pvDpw8aN39qKPWGKkwDgOAYOKzBeCcHMYdsjtRDfvCzQvdozzbzQLTDmjPG8ozYfBeiUAJw2JAQtmBwNdb/BckGfxEHW/wAEt/gqyfW4MBo3H5YAvMsZ8daBRBdYblg870AjSIvJ6PUp9YiQGjN98AXkvELjlTaUBxYL4PO+ReE4w42YgxC66ww+cZo9gAetefvT33jvN8zPrWGbkxj9HZh4f322GJ+IVYxI+ZypZ2dHIs72lw+8vC9V+dYkOTZ3bi4LzXk930ow+P0WZydmZ86jnJvPLVebzh/1ri9JcBRu2iE43tfrR2kADM1gqw5mg7DBR3pmjvFjdtohavSdXdua1Ckz/vAvVYcxy49Z/wBCinJWd5lxhSnpjn4ORcjeC/W2ejrUIz2LjJeCwOdc9220Tjk6jc5Fx7SFirTmb+8BQZM9y/M5FGz1oDngHs3A9F6qpMwPd8ipzn/gUSTPvEPIlLTnql94uL0/o2bFTvTLDUV6ZeJ94pEqTP8Ahn61CeePnUR6SoUmSdntFTO7dZMmz2dirTeSG9feuV/gjLcG9+NRzM0GetcT+7Vs9gZ3JedFmv2i6gCtTrGZ+IpYRtGYiMzepf7NhqHsI4PAyakBPAyPLWcn1JtkzVeeIckO7NbeHdHzyYxtwcxhkNZgCzlbxP3Rtg4svJxDLku5YGahTJN/Pea2w4dPdx5uZeTpDrJmPyS1mlAFxA7lLALltbmj9x1ZZUsGVyZBSgUumIABatBgzDcrENZj01sD7894KlALyXvXASgsQJQVicGvkA1B/wC32RwfwxBwfhmJFBsAOzkW7+tWALQa8fgYwceEGG39Cu2aw+9Z3i+phzREaQ+VeG8l729VgV4Lg161o4FVv94vGYdVMC9otRSq85eGYa2jNFovC9bjTPOrBmZf7xYKBWL7Nauo1VW3ux0a4JKlA8svGn3qzZkohdg8mv8ABV4Sb1IB5SpIv8ELkBp0DJUyjvPWIkpvWKIb16Q3lyM0eBcjO1MZ2qLJeR64yZNip5kzzqRMeVFJevPu1nmttEA3nHjXWN1qEG9TQOwVz7ttEg3vdqRDe1goQBcrCMzrTG9XDJ6FNBV8X/arBkFshIZVgChMqaCtzpAJwXIEwIh2TJU3IgosT4Yi4hhG2YWOhsMN6xlExDUcJT/qOv3m17l7rXqCpcSYYg4hhmw+wGbyGtYv7LFlGksSWAfBy8DUheW0qsVLBM8KVWbziGdjLpr0qBPYmNA+w5eBqLjR6kIQhSoIQhAIQhAIQhByejMSRy3AA1nKrg9iSeew+fovWoQqi9BnY0x+miEVxiwAVxGnxZPs3F1ejMSRy3AA1WyaJqzILlh9C9Qtb/BMs/nToG8DsUuNWGHtDmgl5oLVC5A828Og711UgQhCAQhCAQhCLCEIRAQhCBUIQgEIQCAs8UyEACAAEWeKezxToEQnQgEIQgEIQgEyEIBKhCAQhCAQkQgL/BF/gkQge/wRf4JEIHSJ0iAQZoUWfJCM0b7h2ACAenxWXQbccADUgDvFeU9sqWJ8RhEgvvA0wd7xh+hel3hAhBmObAWtRomLTb/BCw/77OPVkILDBvddnItwzraA3EuNFBCdFnishEk02JMDLfiAaz8/hvQJLt7cSw+sNC1wAgFe9wMD/ouYA+7qMkA9akRuGNNA/tT7z3rNbhCrzUIVNo9NpTQNxGACxTUIWQEGhCAQhCASoQgEIQgEIQgEidIasOhcU6AQhIgdCRCAQhCAQhCAQhCAQhCAQhCBUyEIA0IQgEIQgEIBCAQhCAQhCARZ4oQgVCY96EH+d8zXJ6TYaiPSXD9muV7hmvjaPu7uxvOGuJm4e9CezxXqXGzxXZnoNAAmAES7WeKYAuTs6xXWzxU7mgALxUgASh92pABfrbWa4cQ0d4rCMAWAlBkLMxSADQs7t0xCQDNnoUjJs1tpIxtvDlqbGZ5HNi47t0xDkAXtX86mwHr+7OxIbLjJnmXpTZyXc9v51F920dFwAHdluN6D61CejORnTDeCmxnm5LWXz2KQGW8JsObwWO7bTdWRjcArHNqsAO+2w1FNnJdNhzQfIurL1h5biWuEs8y28N4ciAevEOtAHo7veg8wDzG9AGs2yQGZocPR1qbAk2He24d6rAO88zLCw+RKy85GkA4ezrUDdRpPaY4X71pqPJzo4MZ4XhsO9YeNJbNoLFZU2pORnbMz8i9iy4ejQ5j9ochhsWigTAeaDvAA156FVsMHwPR+haCBP/3tvQfQtt3HcN1GmAZ944etSJLOSfeWWGs6zJ7S12sHDM+fzq4hz2JLRQX/AJFe6NFTMjNxpGexfYpEaf2ML2NnQuzwb4jm/wDX51SGZw3chzaehR/WuP3G6pVbycrLc0H1q7N6888OdeahJONscCw1sqDUgqUXLbc12LpjNu5s2HxtnTZgPNZD7m/QprLzkN0OnkNZWM84BhyGC0EaSExrIcc1rVhX8Lg7HhB9v/0KvrEZufHM/ehvTQHskshzZsUswcAu76Pxr17CnolSP/w2d7UOvnV2EZtl3Pb2GsfWDMJF7eh0NYa1cUGvMSY+Wfzgohdx964OY3DkAw5sPYq+vRskglMaw36ETwB4wYcPXyGClU085g4Mv8aXG5HTuWlVVupR7D9qClAYBo2HyLNVKNKpUrtUTQYGrWNPCpRwlMfOCiL+y13H3wlyYDE+Ob7bdh7DBFBkuRjOI+d4H1pI0mx+9vX1h1giezYITmHNB9Cf+j/xavxhQWPbht6wVVR5L8bQez9CvTqvaWDiS1TmzY6YH+PrXl+xG+vdZ52rvPnSH3JhrOxV+c4zo3rsEnODsr/PzqbUYwMHc9txBydIP5mxBn3RsOOawUXQBHmOevWvRqoFYfNoHHHNHOr4JLGVn5lhgC8fqXEKh4YE+3S2bLOteH8RfpbxaUbsGhv5xhssXdhw3kcObNEPrDEPELD+Ho5vy5TNlh369i+X+MH0t6PDF2nUd/tLvJkr5RxzxjxbjOQ6c6c8y0fugNYU3jeK9w719LDhxY3Bea7bXFvFfE+J3zvnPMtHyAaxRvG8V5maELbfdzk504ITLwHOrCiVJyj1eJUmN7DwH8irTTKbW/pT9H7GwTKbCltv32bLF9n4YqTcyA0eZyL+UX0WscuMuhSn39bGj5F/QDCvEiJR6SBy37AAN65uHfgzVFujk4bz4ZuHvd7YLicxhkMw3ABfO9Y+k/Q4zpsMPvGfoXn9e+kbXKkRhTe5A9l6+lebDHvTjjh5r+x9V1vHNDo7RuPy2Qs868kxb9JCnRgdYpTmcbfRs/GvmWt42rFYdM50554+gz2KpOY4fOua+dH2OzDwIj3eh4t4x4mxC6bfbjZaPkZWFOe/JLMcMzNVhvWH3liO0thfl71x3mu/d2RhjH6JvaTA/aJzma+7VYcn7y9RO2WEevWo3bafC+7S5aCL7PabFTnM2NriczVltmo3bRC2OSAEbd+jyKC9P6Px3qEclvzqEcmwlF2aLI5Nmxw1HN7uv8arTmLi9Pvsb5Fju6YhOek3+8XHObDvMzQq05Pn39aiHP8AhrG7ers5mg1XvVXf3mhVhydHnUKTJ394gsHp+rr86iPT+cHDVU9M/wBmYq96Z/szEebrJ6e48SjnMvBV/adfeKOclDdOOSFuhxRzkqvN5cTk+tNEbpZyWzLeoTz19/WuJvLlfsTRjdnzte9BvH8Rcd6Uz/Gr0NzGd9+xAfD/ALEoIVDqH61IZZUQMv4is4wX2L0h1DuR5FynzwZjmd4XrrJebZHLvWNxDWLzNsFeGPJZmzaQqarPN6QeWq0zcNIeY8eYpAMrv9Hyv7CABpTBwzzDUoGV2yVL3REDQrOMaj9l8UwBkkioTgXUD1qOD2n2ikQGXJkgGG1C92jwrSjqs0e7MwvX0VhhkIEVmI3yb15vgyiN01hp9wLDNb6BJsILzUPf5ekUefYYLZQ6kBtBrXk8CqsAGZngtHArbfs8/YvIzeN5eF6WzPbv9oriBUnAdDWvNGawAWOOPgriHXot4d+tozMbwvZaVPvDQ4tHGmX2d4vJaDieLozHwW6pVVYeDQ+C7MObdzZsPjbWNM86uI0zzrJMvae7VrDk6wXTFua4a6NJvU0Hln40lWrMlbM1mBqQBqsB5OcxsAUsk03rAUJ569RDk3oA1Qc0hoSmalZHjVe89vXV55VsyTvy0XEIMyTpNVRneSkSXrzSMxnDNcubu6YPGjKXZ4pgZUiyxTobuQApsbLUcA1qWyvUpsfkVmyq+PvVmyC0hCQGxSgUcAUgFoydgTAlBMCIdky5AuqAQhCLVVeoMWvQjiy2AO9efwJlZwHP7DUb3oRn3L3QvVVW1ijxK3FOLLYA7wWsX+vRDrAqUSpRwlsOXgpq8nA6zgCfkOXvUwz0H0L0aj1uJWI4PsPgd6XGgskIQslhCEIBCEqBkJUIGQhKgLLw7wFXyaJEk94Hcn5FYJkQoghzoZ925e15FcRjM2ta6oVbgBCEKQIQhAIQhAIQhAIQhAJUIQCZAAgAQAAnQCdAidCEAhCEAkQnQCEIQCEGhAIQkQOhIhA5pDQkQCEX+CFYdF/gkQgEINKaAM7V5/xFxCbMfssXW6/oAPOthVZLcOKb58gLzSiRn8W4qOW5rjxT/OtcP52m2wwHQQpVLCU+Hev6zNV+M62+boQYOt187ABa2qvBTYB8gACwuEoB17ELtRf1tMHYCR+dvGlwlhWLSooSnwvkHrM1q0AFgWBsQsbvdYRZ4pkKQqYAQnQCEiEAhCEAhCEAhCVAIQhWBCEIBCROoAkQhWBIhCAQhCAQhCAQhCAQhCAQhCAQhCAQlTIBCEIBCEIBCEIAEIQgEIQgEIQgEIQgEGhCD/ObvRZ4prPFG9fHfagpgmANCezxThs5FD1xBdgQAa11MEagO5sUsAvDu1xAL/aLtGOx2w15Y6gyurIWHmLrY37RODOs1jdqiEtkE4M2JI3c6HNnWpoAB6FzW6YKDNh3grAA2OBs/QogaO7U2Md42OKKbRCRk5zXdt61HvySyDUsMwC8n611OMD3ft71zttEKM92Z3yK1AweDMDeGtQsnXluJ4ZuMkbZ7F5a8aa9GceazFEMM49G8ORWbL2vLcssSSY3vw0KN22iOzs5FIP2SimybLt4c6lAd4h514QQA02A5enMM4TbNLYbJg5yJg1942BqFpdNk2HlubwVrnbHw0GHIqcGWz7/AJ1OjPfk5FK4aCBUrN+v+daWj1LJ95eB7D/kWEPR3nIralSXPYHs5FcWi4ekQJmS6DjbndH+Q1dA9Yee3sM/wLDw5lgA25sNX1NqWSeW44BtHoC9bRbmuGikvXiDnOChPTGJjXZXAsNSGdvd6wVZVY2k3GzsPkSyI/RIZebZDLcc0K2o8nszoOA5o/QspGqRmGQ/os3qwh1UI0oOQD3pF6Fxu9TZe7S1e37YPzqRDn5NmW5sWRps9xl1rLcOzkV9f/vQLp3cejYA92kRfDf+tWEaT2lrLcc1hsNYmBP7M7l5mg1pgesaz2/nDoV7ouHGt0r6yaOxsAdDYsEE+dSpneN2OsH3wdYda9QA+0taPa9HWs1ieiNzw7UwHehrA+tLIv7EqBUm6xFDvNZ7DVtAecvAH9DoLzSm1hyjugDl4NGdh+Q1u40nt7QPtud6Cjdei4ns9si+dZyM85Spt+9o960DMnOaLffzqvqsbOaM2/ahvS/zIv7Eh48kglMbD1qWzPbAe89ke/yGs5AqrjP2F/ZfYupvdmd7zWBpFruEiqxjZdvbcNR4z3bBBhzeGy9S85uS12Rw9fIapJLLkN3Pb/yCi1wsDAwvBzeq155wO8cPRyKyN5iexmZnehvXnvEXGDGHqQb99h2darDhvJekMbucc72uq3jmlUeFnypYZrAde9eC8RfpMxI2axSpV7vQC8E4i8Ua5iGe8x2swav2Xrzw3nHizHHLzX08PEiPd83NzLv0bDFvFTEeKnTcflvA0fIBrGm84ZZjjl6Ei7PinG5GmBKaAWqLSEIBCJMhCVAGhCEW2XC7ELlBxbEfBywHzsNf0IwxWAxDhUO815K/mPGM2XQfbPWB6F9wfRyxn9a0ZqI+e8F87mR97u4d/YoscyZdHrJ5l4AaSm1jtLQawWg42UffKBteX0GeYOg24uCL8j7FQ9Aztlm/9aXtNgnrvUGM9e0CU3j1rp2Y6JRyXA7z9CihMM/Z6wUeS9eO+xRAk2d4ajdfjXZybPeKvek7LFBOY5+dcs4DdPXoTciFqExw7MvR86U5Lns77/nVfnAz5FHOZeo3+V6Lg5IGB95z9agvSQ86re3uGfdmjtLl/tNajdcJDz3nUQ5jlijyZN52KEcnzqHqw7Zp9poUc5ir3pNh+tQXpP3mhBYPTN+Wq+TMzvkUU5PnUQ5N6M7tLztG9R3pLhmohydKQ3tftERu7HJXE5N5mCj51hJTevRG5jeSmZqPf4IM1YL7EGehIZ61yv8ABWhIvsRf8RRzNNf4Jr8h+ROkA0X+CodQU5l6wFWdpsFRzqrYe8WmiPNouJ5mbB5awU8L5B5i1H1rnNGsvJO901th6Mc1+RxBldrPhoBdQWjLQgAuwAmAEGChYPQuTx6F1yXD5E4QHDFBEAz9mtnhVliMfan1RRoYArADMB8izu1YcL0D982GRywcSHjyWB924diwWdrXUHlm2iIbtnH8oOtWEbiROZL2i8/jHfvUgMswWTaHoocS6iexxOHEWsH7OUa857TYp1NZl1WUERhvWZ2J3bRUPQo3FHEEZ3MblmvSMDcZsVZoXxHngvVLgbgtLntBLnNnyL2rD3DSh0cAsYC/0LH/ACc2/RV3h++Hp2AMZ/X0cHHNHWB6F6LGmMWazBePw2W6V/dAssVqzVakfvzsX1cPMv73w83DjJe8PXo09j4iuGZLdq8UCtzmS9vf61tYFbcNgF34eTGRxZuN424OqtgCUJhvEsvGmOPGrqG9sXTu49NFsBqQCggpAGrNEgzUJ55O88q955FCS9YKp5MnepEl681B7M48SxtpEOTLOcas2WbF1jRrAU7Jb/4qNGu6JZYuKkGajhvXrx2AFKZBRwDYpzIIJUYNasGVFjApoAvIhnbqCkAuQLqC0ZnBdQXIF1BEHBPfYkBQqq8bMXMbQSjmMfEXYDAx0LMwIcqfHzzfsPoVtTc9kLH3FWgskJQNs0ykRZ9Ni1Jg2JYAYOLzefRKxgyb26lXnE3mz0L1JcnmW5I5Zt3gqi9BRYexbErDQd5YfQtABtnsWHr2BjB06lQzyXd9gbDUeiYwlQHfq2stmyfnV6b+g9CSrlGktyWgfbO8DXdZAQhCLKhMlQMlTJUAmQlQMhKmRAQhCAQhCAQhCsCEIQCVMlQCYASgFy6gCgJZ4p06EAg0IQCEIQCEIQCEyVAIQhAJEc6EAhIhWHv8EJEIHNIhCAQaL/BBnoQCFVPVuLGfCI+5YZnYCsAO/vG0DpD2INcpL2S0ZuIMTxCrbcaGcRveasOHVE+qqMD5t96/rM1jZmZifFrUUNbLB3mvWmWW40UA6AXRfSNGUMbxFqpxoWQ2fenoV1gOlfVtGazG9bgLH1vMreKIkRvWyB55r1CNG7MwDDfICi+kTC5dkIQudRkIQgEIQgEIQgEqEIGQhF/ggVCQzQrDoSIQOkQhAIQkQOkQhAIQhAIQhAIQhAIQhAI5EIQCEIQCEIQCEGhAI+8QhAIQhAIQhAIQhAIQhAIQhAIQhAIQhB/nVs8UWf8Ab50ycAXxrfZgmToQAWEuwAmsbuUt3I2bNYLrZfYizQu0ZlAACYAuSn3J2KQAX621DyISIx3ipVlnoVeB5Lt6uGQB4AWFumCgF/rUgNaDZcAPQgL7/OuZtom5N7V/OnZsv9opEYGzHMc9a4vBkne3sUttEsDs7tzYexWEM7wVYB5wb1LjHYHQYLC20HnhYWYAKOGvvNCsD74cvMVeYOMlYevzr1okMvG+dh7wVlGezhNg1WgF45jbmtdYZ5x5eu8Fnakt5kL1BB5xkjbPkVmYZw9CrJjNjuXzpBSXvay3NliAAwOzkUeM9eINubz61IDLe/kXi/hNBm9rM/yaUA2WOfP0LjDk+4MPnU7Js3hoNZLh1Z1td2poaBscCy/Yq8DyXQBxzQ5sNWAGBtaLLzRS7ps/3Bq7jSbCyD9axIPOMu3m3rA961DL3aY/3u8E2ZXDbUqf3QA45f5+tSje70AcO+9Y2BPfD1gtFGktzGN+tXux0R6lG9+C5B3zVmYF/WrAJLd+Q586jnGNnWHrXi1xh6q5wBFfc9C2cCZZ3DmxeThJcjSs8HNV+sFuqVP7SwDjbmsFvhtzZoagwsv32GruiVKyyIez9azUCS3JDIc0KwjHY6Gy8OhbRejBrQechu6PZHsUh7Leazw2HvVPGmA81kHvUhmScZ3LcO8D2K/MnRj8VU2x05bYfxg5E+GK9kuhTXHNYBeyfWCvawDbwd38n9Cx9So7kax9tzJADvA+g1jvo2jvD02M9nAD4HYfR51LMLxzA5F51TcSPsgD7jZ3h7YFtYdVYkx2n2z0OBoNbRfkRceNCqsADPPY0dYKOEm9oYMqy7kVhUnn8rPb38/nVDJPtLWeDdixtcHCScZ3sjh2dB3q1v7e0d7net7w/nVOYdsYNhzQYf5vXKM9LjO2OHY6H51G69HKsSXKO07LDk5F8j8deKUupTzpregQX1xic2JlIN9vRo1r4P4xwDjV6Qfn3rv4GbTK4+dG+Hu83mPZzpOKOg0L6r4gNcU6RApoBBoBbQJCASciAVMnVCEqBkqEABn7NtFpUbWQMN719B/Rsky4dXdi8jZgf415lw3wTLr0o+4Mz5NC+suFfCX92Bz3GwOQ/YZmvm/Us0YMPd2cDD5M3Ro+KMZuZRMzyL5kzuxzzbDRrX0txLmdjpZsOObAXyzWJN88zDZevhcHN5H6bkYdIbuBUgNrfvUs5LZksTSp7dgd5Yr5mff7xd756a9Js3qvek60j0lt72aivPXmbmxHR8JYPOa2z1r8OTYeW5sVbf4IN7T3jmhNxNekuGuXae6vvUc5OpRzk6VGwlHJPzpTkuAO9Vj0nQdjijm8jJNOSd595/Io5yee/WoudefQkN7WjX4dXpLh3qE88h5751Cee386QzsG8uJyd65G9oXIz3q2OyQbza4m8o5mYc6W/wAFeiN0g3lHv8EJDNP0Qe/wTX3iuV/ghUHM/u0JDSAj12v1oSIVqPfZ7RIb1iQzUczcNexDmuySZOixtU5g4Ze0Vt2ZwzzEHGbXRu5rjdCAzBrLUexy5WBxm/dtoCMm7dBBk/hqWDLikBGsXWzxU3byIcgjLqDIetPZ4p7PFRuuIAAwBIM0WeKLPFetByIv8EGuJ/nRnZ87WpAGq/Y6Clgdli8uCLWTJ/DUjOsJV4PaE+co0bb/AAkG82bq974CYJYkmFRnMXgeteAwwzpQN719jcHIbcaiNG2HICi46HmeqxmYsZoG227ADoUgJOuwPwKvB74ifObAVjojdZA8HvF27Y2Cz51JtkdbgKnn4h92B3q0tkzPYefBvMW4pXsgXjVHkynnQl5di9Nw9WL2gbXThvxuXNHkb6BoV1GOwlmoEwDP2ivYz14gvq4b8jguF2y83aupydKqs6xIcxdO7LVOekqC88o/ac73i7ACjdWhAZceLvFNZZbBKAWqUCloASnsTX+C5GaDie9KAa0LqAIOzIXkrBkFxjMqcyGhHlpDIKUALkAKQCtgcEwIBAIOyYEoJgRBwQbISWjB8NCcEyCvCB2YDMD0b1n5M+dJddYBvZz3rYKtk0dh68w0KosQcPSZRtH27erY57AFluOLMz5nYByGA+dRZjM6ZFB9g++PkV6/CWyCSDx92pCyuGwnMl9uPX0LVKLhqFS1vDFNrDXeMBf1q6Qn9aFfSqa5TY4MOOX2KwQhSBCEIFQmQgEqZKgEyVCLMhKmRAQlQgZCEKwqZCEAhCDQCVCYAQOAaE6EigOkQhA6EidAIQhAIQhAIQkQCEJEAhCFYEISoOMl7JaM+hVsPEkF504meAOgrUwbeayz2LFYhwNnOnOpT5syN/rVRr96W4A2z2INeUwOIUvDc0KVibuTPQBnsNekU2sRKk0D8V8DA0uNDdOQhClTzfiXTX2RarDF+awd62GFaqFVozUttzkTYhgN1KAbBhyLD8Oqk5Sp8jD8pzYfc+hdHvCXpZrOYzqoQIDveWHYtAZ2BmLy/FslyvVlqjMawM9dnQoiN7KWfDGlOG07WH29b53rYV6YEaA65ma11o8BulU1pgNFgLH4tqpyXwgsHrPQCe9oGA4bk+pSKq512AvRjVPhumt0qnNN85grVRd722g6EiFLw6El/ghA9/ghIhA6EiEAhCEAhCEAhCEAhCEAkQaEDpEIQCEIQCEIQCEIQCEIQCEIQCAQhAIQhAIQhAIQhAIQhAIQhAIQhAIs8U6ECIQhAIQnQIhCEAhCEH+drnXUGbxS2eKkBoXxrfZhxss0J+ROC6gzepbuQB7s11DQScLwBBgoVEEeZ9a6ss6LE9l45ieMfIslxA7NozAUiA84ydjiAOwl1ybyy21ldttFmAN2hrQbLYehJAktn3B2XqbZ2kbNhrmvo6Y7iM9YZ3noU42bNfWqwANl0wVnAktvBkHvUWuEcO5PvNilMnePnXY4d7WYHOogZjJ2OfoUe6/61mGssxtEmN2kMzn61EZk2e7VmybZtZnJ0dCi20KkMyMWWf8A6F2Dfnho61YPMhJav5/1qvAMlNzRbxjN4Acb3/rXKYznBmNt+tRYcnszoZZ6FdMgDw38h7wWNdFwzrzNgZjdi6xjzhvvU2fGcZdzw2eTnVaDLgF3fyLbfyGmiwsvEHNhgpsN5t4LDbs8iqo0nX3/ACKVfZrb+fzqLg3WxheNh/jQyeT7Sw0kZ7tLScz5NYKFpRg28Hd71Oo8yz7IbhqnjPGF+ZoUgz5wsvDkRTVA9ZIBzL1h+daCM9YeeF9h71jYEnOayDPvQ51ZQ5jkazkaP9aMrhrnsu8H9/IYIB7J7u+8D2KJAecesByzya1IMLNDhqN0IVSjXum+23YB9Cm4eqrkZ0GHE+S2DWve2qmSyAO9qANYb1cWe70UHrLH2PnV8y9e0DjaxWHqkxJayDc1rRUqZku5Dmiw9a6d3NcNRDk3iBhZf0KwPvmu86Fn7+zd+GxWYSc6OfWtGCPUphs924uQSWJ7WWdhnsNU9Vqvu3G9HOfQar2ZJsuk+B67Pxgs928R0WE+G/GdN9v0KwolSCMRtuOGDRn/ANE1HjVJifHyz6NarzNtl8+839C9Pf3b0JLhtGB7FCM+zOmeXo5wVTR6rrCK4ev3P9CtpO3PBV7o/rcTNvQ+3vDYuxxmJ7GY3vBVMl5wC0BoXaNMNk7w9Zgo2aK+t55xXYnWC+TOM1KcedN9wNYaF9i1WAFSim+xoNfNvFelPvHLYcbM+e81th6W8v8Acw6PlGSGS6YOJVZYhjZM01VL70d4fm7jx2Eic0hnarhBTTBvS711BmwFqHPYkBOaGWXDLu29aJMlBk3isbC9aKiYJqtYdDLYOw17RgbgJKk5UudEMGd956F7+vjje3n9nSHjtBwNVaq6GWwetexYM+jxLqrAOSmLA617hh7A2HMNtdxFB50A3noAFNquM6VTWsvPCS6GxlnYC+byfqURGkO/jcDLfu/eHvD2lYSay2IjJmHvT2L0gKxBZasbMDPrXglS4kS5jvtwBrkAFWTOKjFNhu/a9Zr8xyfjNy7foMOGOOkceMbMMgbYP367LL189BVTkne4aTHmNn8T1I3L9F6qob1hAvq8Ph+DDpfu4c3M8+Xo2cCS4Fliuo0nTvBY2NM86so0/QrtcW0xyQALMwPkUc5PvFSHM2LkclQ3XHbPvNCQ5LZqkOTq3rsEk7PaIz2WBydS452jvFXnJSnJ86NE03tXeKObyhHJSG9ozHEZ2lm951xOSopyfOuJyfeZiap3Szk33qIb3nSnJUczV6M7tIvvXH+IlBF/grQDXG/wTnr2LkYK4HW/wSGfw0t/gi/4dipAv8E1/glv8EX+CJMi/wAEt+tF9690ebmQlA0y8WN6Mls70AnRGhLGwDzpTTGaFq80R8nWuwB92j9aazxWe6dC2eKLNakWb0WeK8baOIAiyxSFyP7tAWeKezWkT3+C1RujmkMwTvHrUczXkQi7KftV0M9Ci3611vvWiUhk1IA1HZDQpYAjyEqjvZM9oz619jcNKqwdGay7Ni+MWWXwdAwXr2DMfyqbA7J316zuNzd9QHWIrPvwv9ap5mMIrId2+vGf3nrlVOwLwBaOiUSXMscnOGajRe7WniGXVXbG7LVbUqlG8YOOXmaKJR2AENC1UCBZ7tZm7tAh5IBYriA85GdCxRwy8pSA+8Xpo2tKk5wA4tXDk2NLCUp6wQbWoZk90u/DfjcGaFwcxxcu0uGehQQk3+zU6MF+9dMZt2OiVGb2Zisw2KIAKcyC3lFuoLqlR+tWjc1/go560/Iks8VnbQAFykMglAFKZBe/AkMgpYAuQApTIKoY0kACcEobF1BepMCcEi7IgwJwSAnQOmSgmRYs8UIQgp59K7TI7ti9TodNYjB1n1qUheboKbLF+Zl60yEL0BoQhAIQhAIQhAISoQCEIQCEIQCEIQCORCFYZKhCBkJUyAQhCATgkToBCROgATpE6gCEJEDoSIVgTpEKAX+CS/wRf4IVgQaEqBjSoQgEIXE3m2Q1oHM7VVVWtxYAHe5rVTW8VMRhNts9apYFEquJH8+XezH/AFrWI++077s/ieif6RZHZG4l4fGTs4exHw9aafYfekxA3gZ6wXq9Ko8SlNADDAetdpkZiY0bBt3gavzfZ9qNFPhjE8SvRQcbPWr1eZM0SVhvEwPwb+yPnrBekAd7QGouNPRcGPWK8txmyeHsRxK4xoZvse9C9SWS4hUr61ozvd6wBMN9y3Wq4kYChhKbcDWCpcAUdyfNdxBLDfsv6F45RMcy6k+eEZbh5rD2Qf419J0FliBRmgCwNC0vpOjGO4xDVW4EIu81rI4Mpp1iqHVX9YAehZ/iRidsKlHprZmeedmjkWrpWIYlHpbURjfYs9LiOhs3d7YAgJIXZeYsCeJ6zP8A7jEeNTqPDxG9Iz5bdgJo23+WyQgAcAQzN6FkoJ0iEAhCEAnSIQOhIi/wQOhCEAhCL/BAJEIQCEIQCEJUDIQhAIQhAIQaECpkIQCEIQCEIQCOdCLPFAIQlQMlQhAyAQAIQCEJ0CIX6exNzoBCEIBCEIEQhOgRCdCBEJ0IP87gAuob1yD7tdg/AvjW+zBtns12BICcNFii1wYN6fJbszAT2aEzOYsbdEFZ22OAgwsdXcLLtf41ykhYeZlrNu7ZPw1IALDADSRtYgut9ntPxrK1w5Sc9l0JTd6u4z2c0D+YojOW80d+tJDvjO5fKai+646LYw7S1mc64shqzAXUGfeBsXYMv3jdnWudtpumxpIPMZZpTDXY5ZeogaH/ACGrMwzmswNyNYV5hYWY3t5wU2G9kll9ehRw+G5vTgyYe0/Ismi4BkN7a4vRmHhPLTxnjNrINAazy9d6yWqjBsHTYcU2G8bJ5eYipQHDDPb3qOzyZjmtUL0HgkibbgBYq2ZGcjO6G1IzrAz2z1c6kd3Pay3LLw6FPwKaSzfY+G9dob14IOM4ze45sUf2JZ4Ho51qLUMyMeYGxWBs5zXd71Xw5PaQzFYRnm/Z9Cyr+VwjxjC/LPQpAdy6B9fQnkw27wfbs6DsBAZhhr3+hTS4ddnfsbFfQJLEljLc+c1Qg9k3gbd4bE7Mk4x6G7AVIuGrgSX4xWOf+taWM8xMa89iwTMyx0LzPrBaCBMs7wD9aIuFwbz7JA3rPkSAzf57+tSDy3mAcC/rUQ3m2R9H5F4aO1NPsEz2mgz0LZMyQeaCWHtQ3gsLJC8M9tXFBqucGW5v2LSLRlwt1Takw81kGrBl6/uHFigecjO+01/rBXsOZnADge1Dr51tDmuEuqwO6zG/nWakg/G7vM7q/QfQtwDzExrLDfZ0LMz43ZjMMu8FGVcX9inZkuQyzwv/ABqQ9PzizL+56wUeSy5b3fsuRQu8jX84edRu20WpzDZaDff1gr6HXn3o+tvvQ3rPh9paA29/OCmxozhhmN6D8iuLY3C7CsMGZ3h8ikA8Dw5jez1rOBodvMLOQwU1mYxDDWfdGtDRd02fkn2Vy+w9iw/FfDzD0A5YN9Z2K4erDEY/aAYH51l8Z4ziSYBwTO92zQaqO7G+lPj3HMDJmOttt+zNYwF7hjnCU6ZCOqtxDsNeIyWTZkGDm9fb417x+j4/MjS3I1yM7ysbUiy9AM69G9djjIDNi6gDjx2ACvqJhKpVh0ABg7DXsuA+BUqebT7jGjnMwXn6+PvZ/PSHjVHwZUaqQWMHYvYMDcCpcyyW/Fsa6z0AvcqJgDDGGw0MBJdD8AKRW8VUqmtZDjgHZsZZ0AuHN9SiPR04eDeT3RcN4AoGG2gy4uc8HPsAFNrGMKVSmjbcfB4w90zsBedYh4iy5l7AP5LXIALzyq4qAL7318e82bl32fYw8bDgh6LiHiLLmGbbb+S10AsFVcWts7371gqxjbRYDmvyGsjPr0uYZ94YAunDwLv3Rm58R6NxWMf2Xg2dnoWNqWJJ0/RnmAKp7wyzHEAvpRxYxw+VfJvIkMn3qs4zyqmd6sIv+1RlXhXQPaFICSfWq0D0KQDy5rh3xayB74ifOv1qEBoM7Vjovf5SL/BMbyim84g3r00U6nJSdp86jm9f7RcjNXondLN7zguOco5ncuWdrTT5Nks3khvKPf4JL/BXojdIvvTgajgnv8F4jd1v8EiUz1oA9Pdr3Q3MCU8v5EyUzT4H4e9KuV/gmW6Tp96ROsgiE9niizxQAIBInM1qgyOdKB3IPLRW4M0IM9C43+Cz0N3a/wAE1/go4GnA00Ru63+C7X+CjgmTQ3djNcb/AAS3+CLPFXobi/wRf4Is8UAGxeo3Ie9R3lYdncT/AFa4at6qQDWpAMuGfs1cRqId+xW0agt87a83FDGhmauIdEfeINC0cCg3kHd6Fq6Vh5szDRYot5DLwMKnozG1sKPhUNGixailUHZ3f5FraVR2wP2f5FG71WUTDDDNmWx5FuKVSgAA7vWu0Cm2Wd36FoIEbJAFAIEOzfvVkAZLS5AFqkBoFeK0db7F2j+1US9y7zqXGC8u8RK9gHoDkV6Dx2AqKAC0cCNeeYunGwtYQGb1cRmbBXGNGsD2asGQXbhhzW7MgpQaBUcAUgD0LqZOyQ0hmhA6ABAAuoAgcAU1kEoMqQALyEGANanAo4ApQAtGRwXVKCYEAC7AkBOCIMCcEgJwVh0IQCPTIQhQoISoRATLkadAISX+CEDoRf4JEDoQhAIQhAIQkQOhIhA6EIQCEIVgQkToGSoTIBCAQgEIQgdCEIBCdIgdIhCASIQgEISoGv8ABKhCAQhIgEIXKTJbjNGbhoCTJbjNGbhrE4hxObzvZIOsz5AUet15+fI7DB1kavsN4VYgD26drdPWtdNPdl7q/D2DzkmE6q6z5A6FsgBhkQAGwAFn63iqJA7ttwFS/vbUnu8YiPGHoTS7W9Av8EhrCQ8ftsyAizmzZM+sFtocliY0D4OXgai40NwcZh48xxsLk38NCFKgos+NnRTYc5wUpCD5nn4PfpXEZ2pBEsB/WZ2L06HPxBJjhEgsPGHWehegHR4Ml3PNgDNSmY0SN7NgAWt5t2XhedM8N36rKCdVbL/ItVAwTSoe8M4/OtHf4Iv8Eu7tcRojsw4kYNDAApCELJQQhCAQhCAQhCAQhCANAIQgAQhBoBCEIBCEIBCDSoGSoQgEyVCATJUIBMlTAgEWeKEIBCEIAEISoGQhCAQi/wAEIFRzoTIBCEIHQkv8EIBCEIBPf4JEb0AhCEAhF/ghA6El/ghAIQhB/nfXYDUcFIA7V8a32YSA25iYOg0oJtilcJABeFicDuRGO9Nk68xYW6IfpgmPQHeIMLxXYO+ay3Fi3hxZ3m23epzLLZhlnzqIyFhLqf2axzkNRa4SAA2XTBEkLO85EAd4Auz3fAoamptS73IcVm8HvG1SPRrBCW3vbVnAk9sa7zeCi4++GmG/stIZDO9n8isIzzYaHFCAMkDvTGy5eDje8N6ybpz0bXe2hnvjBvMRDeAw170z0ZyMQPt7FztXWMbjKkmzed4e1BR3nr2r2wTQJN/d7/51I7Rnrxyz2KPJZyTz21IsyXb+tSDC8egEFSB6LDcXaGbgO2X2A5r9CJMY+TQkA7CBxBZva2jv3qnMDAsvQbXoV1GMJLWXzqFMZs0cn6Ei10iMnkleGw1bAedYbe9VJsua2zbUiMeS7luWK7RDRxnm3gy8zQuRsuMu5YbORRAeOM6Bt2WH+RWDL3aWszkULRz9qbbiD171Lkxs5q9vkUcNvtNaLdYD3e5D99n6FexjfZsc16Pzgs/k3mB/jV3GmZzQMHvBC2lpUm+xvM0cil1JmwLwVIyeSee3o161o2TCfDy3LL7NahCqZeMHcsG1IZ7mQDjbhgo5xn4zpnYgHnD7hwNYIprY0liTFEHD18h9CeHMNl2/Yd+sFnKbMsdyHNiuACwwf138nnBbRbkzRo2saTefamHNHOCuHozE+PmeTWsfAmZIBYetaiNPbZDyHvW7HRlarGOBK5Mro/nUY2QeaWhrcbtLV7exZfOcjO5Dm8PzguW/5bRe8AGXIxaFZUSZ3p7wvVbJnxQaNzWs5MxOEaRmA4umIRd6N3VZLDN7mZYf61j6xiRuM1kNuBoBZet45ck6G37PnWPn1h+Sd+Z7RdMYfzc3m/BoqrjZ8ANht+8ORZeNWAn16J25+wDesMzVbJecPrVY9r8i6Y0hFvqPFsPDn7paH2bMnZ518OYto5vVs24Le89C9Dk4qqoMBEclmYB51Bh0duquhLYcvO++xXhuMd7ubNF5I0XGAOCDFYpBzp15nyACvoH0e3PrIHAYOzrMFsMH4wxBQYoRILENk+d0wC9XUniK2AZ86dnO84MnoX0uT9R48R+y+VxvpvL81Xmros8N8OsOYbaAHGAedDkDYHzqzquJ6dSmDYvA+hpnYvMa3xIlyRNhhzJa6AWFqWKrANxyUZ/Ovz+bNm5Fv0OHDhwQ9FxDxClyRNgHMlroBedVjFTYazlXmsTW8Zhry3FjZ9blyS3mC1w8Hye6M3PiOkNbWMZua223PkWSn1uXMP2hgCr9/eOGmX1cOCMb5Wbk3kHr1pTTJb/BdDkF/ggDSX+CANBLZ3qazotzFCZPapobFyW68KaBrsB/EUEDtUgDXNbsi0gDXbOUS/wT3+CjRe6Rf4I2e0BRwNMZrxYNKaL/AAQiSGkTrkatnZkgb06U1ql1NIlv+RAHcslmTgkBOgdIe9OkPWgSzxQCdFnigE281+oBAINNZ94uRr2Hln3rinQtEk2IBCDRPwDSpkvOre2LPhrqAJABSADQoSLQQALsDKkBGM/IgiZKcIzisGYF/u1NCB5EZ3f6qcIbh8ils03bmK4CHqVhGh/d/kVo3U7NK621NZpuju9Cu2aadnkVhGpV/kWe6lPGpV6vYFHcuDu1cQKPfZ3YLR02j8+Wo3Vqp4FE2d2tVTaIF3eKwgUoLwcy1fRoFgB3eteLcYdNbAbGwsV7AhgHeWb1+w4enMVwyzYoHVllu0FLALVxZD1qXzoOoJw2JA9a7AH3aLMAfEU6BGvsy1xjRnDMFq6PSlpEM7tIpVNPR3a0sOMDIJY0MAAO7VkyyuzDhcd5jgz5FIDLDekBOuyHO63+CcDuXK/wTLQOuoLkCkACBwBSmQXIAU0AQAApYAkAFIAFUMadgBdQBIC7AvUhMAIBOgdMlBMCICcEicFYdCEIC/wRf4ISIHSGhCgCEJFYEIQgE6RCB0JE6ATpEIBCEIBOkQgdIhCB0JE9/goAkQhWHQhCBkAhCATpE6AQCEIHSJ0iANIhCAQhCASpkqAQhBoBCS/wSG8HxEHZUWJ40uSwbbG81egmsbNeR0GVwlhVuAHap2t01oJ5uBFeMOhSlHkhnNGHWr33S8tojP19i2Q3O1ixsA1uKqbFHj93ECxvyLEz2ZWGMS/WIAeU/oNbuHW6dVWAcMwP1ravzQ86xa8xiGHlhEyXfItbw6ZnM0hpidfeHWr0I1Ged7thm9SzBtlruAsUXfTQiHU0LJT8YdjkGw4CkU3GEGY6AGYAajw0vZpUJQO8AcDYmUqAJwSJ0DpkqEDISpkAlTIQCVCEAhCEDISpkAhCEAhCVAyEqEDINCVAIv8ABIhAJ0idAISIQOhCEAmSpkAhCEAhCVAyVMhAqEIQMhKmQCEIQCEIQCEIQCEIQAIQhAIQhAINCEAaEIQCEIQf53QXUFHA9a6getfGt9mEsDTHvSguvIpXCRF/2qQaixtB94pF96wt0Q6mehABYWxAM5wgCAzAd1rFuD0EpGTf7RR3gySzFLjG281lqLXDrGZssDkTgF9+WuLOYBWGacwMHTsUV/DbGcNd6Ix9jdA9gIZktg6HOaaeyZmFild/m0cN5iS0HeB/QuQBku5fJ1qnokk4zuQ4tEYG81o59i5bjRthveEc9Bg+G9To0luS1kObDUENHcOHrUcMxl0DT3X6LAAyTNs9YIADjHmLsy8DzX8665IH3eWFnIsVnvCS13f5E0Y3AHLcUWw4zqkA9sNB1ks3jlt/nVYYZJH8VWwbe7bUSez7zQohdwSNJydbeznVg8GcGeG/nVKGYBqwgSbDBs3NCuiAYGYhs7tcVZmyBhe2oTwBcaRZcOsY2zaNhzYamxjySNtzeGtVXse8D/0K1ZezgDL0GCUhbMm2YZZqPPjawc696YAfygcbcs8i7Z2xvk5FDbdHZy/Z8/OCkAeTYfR5ORRDZyR7tOyd5X8hopoIcnOa7yw1a02Tku+0WPZknGds904tBGPOazG9h84K2TVn9pavb2KvkxmwNFNnuBocXWqsm8Ge24d4LGyFeZ2Og+3/AOtaOG83JaALw2LKRngATbf0evkUuBJcjO94ri0Zo3bCM9Y7kPnYrUJjYRzbv8iyR1Jh4e7f19aY6w2DXtLzBdMfG7jvo1cOvMRnTivneB7DvWXxPUmM03ANZqpYnbAzbBz8Cy9SxC/J67AXTGH80b/guJ+JH7Tbv0LMyaw4d/efnUJ6Sb3tN6jmbgLaIjGj393U3nDNRd4KRkmZ+RcTCzrVPEcwv7sFyMDMD0JzzEH94tITakqrOn+GqpmquQy9vYr2pBe0bfOslVWb1cRu5rvRdBjZ/wB4+f41I/eds/aPrzeTnsl7RRTnywH2hq/8aGP+Tbez8YWCYA5YsvPxDLkn3bipM5w97i7LbDhjGxzZrsGbhlmG5ehBpF1uQ6S/wSGaW/wQdb/BJf4Jb/BJf4Io9/gi/wAFxv8ABCkTmTVkB3iqVk7CVlGeWOaG2G04F1v1rkB/DTLndkOwHamBRwP1rsBobut/gnA1HA/vE1/gs9F7nM/vEl/glv8AiIv8E0RuL/BF/gkM0iaPXa/wX4e9cr/BF/gvdA6cFHv8EAfw1bzdKTguQH6EwGs9Fu2xfh71yv8ABOvDc9nik5Ec6ezxRZF1SgC6gCBEtniutninAESj2e8QAKRk6Edl8VW6EezxRZYpGSjJVbIR7PFJkqaEYz92uzMD/Y4vXlogM61NZjOGp0aA2rBmG38NWjdWMwP9jimsw7PZgpwRvIprMPrv/kRG6EEP1qUzA8is2YDisI1N1AvN1KpmmuX6G1axqbfyK1jUr7s1cRqU3YHd6FjurRVRqVefrVrDpWjQ3YriNAVxGpob8tN1q+HTdIZiu4dNMN6lxoGwFcRodgLMRIcPSrWND2aNALtGjfdqwBmwdexSGjM2AHX0KQDOxABoXYA0d3o9CADkUgA+RIALqAGqW7AGhSo0bONPGjOGa0dKpVgB3a0iGd2KVStWzzrWwIbYAkgQ2wH2atmWbBXZhwuPNmMyzYpFnxF+hsX4C63OE4JE4b1r8BwTAFyATgCDqAKQALkDOxS2QQdQZUsAXEA0KQC8hDsALqAJABSAWjI4JwSAnQMhCAQOC6guQJ1YZCEIg6L/AAQhAIQhAGkTpEAhCEAlTIQCASpgQAAnSIQCEIQCEIQOhInQCEiL/BA9/ghIi/wQOhJf4L9zm/8AggZOuWc3/wAEwGgdMlBMgEAhCB0IQgEISIBCDQgDSoNIaB0JL/BR5M9iMPeOIJBmo8mSxGHMccWcqWLWGe7YVLnVmtllsAdh85rXT807/g0FSxUxGA8tUkat1WfNDIYM2r9/IrWm4JALH6k5nH0LTRocSMOWwwAJvEeiNDw8/s4X713v8Et/gkv8Fk1dTNcjRf4JEEWpUqLVWsh9sDWRk4GlxnT+rZRgHQtwhVF3jGPpVKqVNdvnStC0YViCfd54GsZxRrFVpVLN+nBefIqLD1BrlYpATjqtjphsW2m8b2yem9gpUnvMhk157j+mxKa6EumnkmCzP+kupYPrIUOsuXm+djJ9a0AMysZ1IHLPs+80iNO9m+70DCTz8mjNG/vsBXCrwNiiQAYMwCxLDxDBkmbeeF6yXutUKOzJYe9mYGpChQTpE6AQhCAQhCAQhCAQhCAQhMgEJUIBCEIGSpkIFQhCBEIQgE6EIBCEIBCEIBMlQgZCEqAQhAIBCEIAEyEIBCEIBCEIBCEIBCEIAEIQgEIQgEIQgEIQgEIQgEIQg/ztAuwF+1CF8l9aHUC/apHuUIWNtodmS/apP7R/YQ/9qELG20HZfO8FLP2PaOZCFjTph+H7JR2HSGQcf9n7dKEKGqZ+0v2tu6VI/wBoGhCi2kCUwDABID9mpS/2l+0m2i/b/wB6ELJcEnsB2dp/mVrQ5Lj49nPahCyv0XHu61DuP2gYf965G5+x8NY/s5EIWUOixCeMXjj/ALP26Vcf7tchCWmH43Y+3abQ/wBliit904Y7v2eKEKFrFkv23W/7F0/YP7H/ANtx/wDehCLQJDADf/Z1WqP+wv2iX/YhCQilvBfMmgSGP7DI8zVr/wBqEIpw/bq/aY/tTQzcZd0H+1CFSWjhvGH/AH6v/qpL7ANuWihCya/DjH72MYl/3Lj+wf2Df/YhCPXOSX7ezfs/bzjzKxokp95sGTPn3f7UISC13+x8xeAv2f8AferOC8bv7ezltQhLYwiTh/YMj9pfs/7y/wC9Vb8hxgf2WcoIQmFdox1KUz+20D/7FCmVWV/YY/2/sQhfUw+r5tq05Lj5/tv5v+9RDQhbIgOF+0gD+1fpj+zQhClToHdh/wBur/6p8gL/ANnl/wC5CEFfK/2Ljb+zWhCr4Tasn7Fl54/sQhbw47ZqYH7er9qp3h/YhC6IcluS7AX7UIWkM7MaQ0IXQxKZftQhCkIkQhAIBCFHwHBTYv8AtQhLIWIl+0h/7V1Qhc7r+ABftsRyIQoa/B7v22JzL9t6EI9fh/8Adb/Z/wBi5GhCFG50qEK/h4Rfpl+1CEH5zr9u/ahCBQcL/u/tXcC/ahCgdRL9pF/2pwL9v9t3+1CEHUEwD+xCEW6gP7F+ghCyWTnTghC1HRsf2P709v7L0IRCSDAKQyyF6EKoYWlNx2xcu/Z/3rtlt/2W2fsQhes0oGQ/tEv9qlssB+dCEWmsx2/7Lf8AYpzDICP7f2fs5kIUC7jwmSMP7f2K1iwmRIP7P2IQsmqfGjtq4ix2x/YA/sQhQLRlgLh9CtYjAE4Bft/77EIUiyisBo/7FbRWAEf+xCFQmssB/bcuoD+zQhCkOuoIQi0gFYxGAIv+1CFcIaCmwmb/APuWngRm0IXTj/lha8jMBapTekP7f2IQu/G4TdSP2ab0IW4/Q2L8QhB1Af2KWG9CEEgB/YpoD+yxCEQ7Au4D+xCFUIpJBdQQhepOnBCEDAhCEDpwQhWGQhCIOhCEAkQhAJ+RCECIQhAIQhAIBCEAhCEAhCEAhCEAhCEAhCEelUKTLNkdA/sQhEWzdSxXKZbtBgf7PV+1Z+Rj2qj/ANzY/i/ahC1hhfs4Dj+qkX/a2P4v2qyh46qJ+0YAv/qX7UIVvWmgYkfkWZkcfxftWjjO528P2IQsb/hphSAL9qZCFLQgJ0IQIg0IQBpTQhAi5FpD/sQhBRVeryo7drf7f2LHzKpLmPWmdv7PBCF0YvVl97S0HDEF79gSJRm+XmWrYisRD7PHC0UIUWuHc0poQslESGhCAQhCABCEI9V9bpcSpUx0ZYXrzgjfw+8USDIP9jPT+1CF0Yf4RbxrFc48QY4pwzmx/baf/Z/YvqLCVNiwKQ0bDeuzchC25npDHCwXGbFU2kYcnSIo/wBhRxMg1ft/7149wWq1YepL1RlVJ1914/8Asu5UISP6SHpdAxhWI9eCK+7+x4Pw/wD/ABe1xi/a9CB89yELmy/auEgEIQsmoQhCAQhCAQhCAQhCAQhCAQhCBgQhCANCEIBKhCAQhCBE6EIBCEIBCEIBAF+1CEAhCEAhCEAhCEACEIQCEIQMhCEAhCEAhCEAhCEAhCEAhCEAaEIQBoNCECpkIRL/2Q==" class="kg-image" alt="How Startup Founders Use Market Signals To Guide Strategy"/></figure><p>But a few weeks in, the cracks started to show. Users signed up, explored briefly, and disappeared. Retention was weak, and no amount of feature tweaks seemed to fix it. Then came the feedback: users weren’t struggling with budgeting, but rather, with unpredictability. Income came in waves, and the team came to understand that what their users needed was visibility, not control.</p><p>As soon as the actual cause became clear, it changed their whole approach. The team rebuilt around cash flow forecasting. Same audience, different problem…and a different, much more effective solution.</p><h2 id="identifying-the-most-significant-signals">Identifying the Most Significant Signals</h2><p>The real problem isn’t lack of data. It’s that everything looks important at first glance.</p><p>A spike in sign-ups may look like validation, and a handful of complaints may feel like a crisis. But most of the time, neither is telling the full story.</p><p>Experienced operators will look for patterns that repeat across different sources. For instance, if customer feedback highlights the same issue that shows up in churn data, that’s something you need to pay attention to, because it’s showing you the direction you need to move in.</p><p>One operator described it as “stacking signals.” No single data point makes the decision. But when three or four line up, ignoring them becomes the bigger risk.</p><h2 id="balancing-qualitative-insight-with-hard-metrics">Balancing Qualitative Insight With Hard Metrics</h2><p>Early on, numbers can be deceptive. Small datasets swing wildly, and it’s easy to overcorrect.</p><p>That’s why many teams spend as much time talking to users as they do reviewing dashboards. A single honest conversation can surface friction that metrics haven’t caught yet. You hear hesitation, confusion, and unmet expectations in real time.</p><p>But instinct alone can be misleading. What people say and what they do often diverge. The ones who navigate this well are constantly cross-checking. For instance, if users say they love a feature but never come back to use it, that gap is the signal that you need to take note of.</p><h2 id="signals-that-shape-key-startup-decisions">Signals That Shape Key Startup Decisions</h2><p>Certain decisions tend to surface the importance of signals more than others.</p><p>Product direction is one of them. Feature adoption, usage depth, and repeat behavior quickly reveal whether something is solving a real problem or just sounding good in a pitch.</p><p>Growth is another. Rising acquisition costs paired with falling conversion rates usually signal that scaling too early will be expensive.</p><p>Then there’s expansion. A surge in competitor activity or increased investor attention in a space can validate timing, or warn that the window is getting crowded.</p><p>None of these signals come neatly packaged, but taken together, they can reduce the guesswork.</p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="How Startup Founders Use Market Signals To Guide Strategy"/></figure><h2 id="how-funding-pressure-can-change-what-signals-matter">How Funding Pressure Can Change What Signals Matter</h2><p>Context still shapes how signals are interpreted, especially when funding conditions shift.</p><p>When capital is abundant, teams can afford to prioritize growth signals like user acquisition and top-line expansion. But when markets tighten, the focus will change quickly. Efficiency signals such as <a href="https://aspireapp.com/blog/understanding-burn-rate">burn rate</a>, retention, and revenue quality start to carry more weight.</p><p>It’s often in these moments that weak assumptions are exposed. Growth without retention, or traction without clear monetization, will become harder to justify, and signals that once looked promising will be re-evaluated through a more practical lens.</p><h2 id="tools-founders-rely-on-to-track-priorities">Tools Founders Rely On To Track Priorities</h2><p>Behind most good decisions is a simple system that makes signals visible.</p><p>For some teams, that is a product analytics dashboard showing where users drop off. For others, it is a CRM that captures patterns in sales conversations. Even lightweight tools like search trend data or community feedback loops can reveal where demand is shifting.</p><p>In more data-sensitive sectors, teams also pay attention to external indicators such as <a href="https://www.oanda.com/us-en/trading/forex/">forex trading</a> activity, where currency movements can signal shifts in global demand, investor sentiment, or cross-border cost pressures.</p><p>The tool itself is rarely the differentiator. The habit is. Teams that review signals consistently, rather than only when something breaks, tend to spot changes earlier.</p><h2 id="what-founders-learn-from-misread-signals">What Founders Learn From Misread Signals</h2><p>Not every signal points in the right direction. Some just feel convincing in the moment.</p><p>There are teams that pivot too quickly, reacting to short-term fluctuations that would have corrected themselves. Others hold on too long, convinced the market will eventually catch up to their vision. Both mistakes come from the same place: misreading a signal as more important than it is.</p><p>Over time, however, they’ll sharpen this skills. Teams will stop chasing every change and start asking better questions: Is this consistent? Is it growing? Does it connect to revenue or retention?</p><p>Signals don’t get simpler. But with time, it does get easier to tell which ones are worth paying attention to.</p><h2 id="turning-signals-into-a-strategic-advantage">Turning Signals Into a Strategic Advantage</h2><p>The teams that get the most out of market signals treat them as an ongoing conversation, not a one-off input.</p><p>They test ideas quickly, watch what happens, and adjust without overcommitting. They stay close to customers, even as they scale. And they resist the urge to chase every trend unless it aligns with what their own data is telling them.</p><p>Used well, signals do not just guide decisions. They make those decisions faster, sharper, and far more grounded in reality. Ultimately, there is no perfect way to read the market. But those who learn to listen closely, question what they see, and act with intention tend to stay one step ahead.</p><p>In a space where uncertainty is constant, that ability to adapt is often what separates momentum from missed opportunity.</p>]]></content:encoded></item><item><title><![CDATA[How Tech-Savvy Gen Xers Can Thrive In Retirement]]></title><description><![CDATA[Gen X retirees have a unique advantage in retirement. Learn how technology can help with finances, income, health, learning, and more.]]></description><link>https://thinksaveretire.com/how-tech-savvy-gen-xers-can-thrive-in-retirement</link><guid isPermaLink="false">Ghost__Post__6a21aa598478e50001eb0bc8</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Thu, 04 Jun 2026 16:47:23 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/How-Tech-Savvy-Gen-Xers-Can-Thrive-In-Retirement.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/How-Tech-Savvy-Gen-Xers-Can-Thrive-In-Retirement.jpeg" alt="How Tech-Savvy Gen Xers Can Thrive In Retirement"/><p><em><strong>Disclaimer:</strong> This article is for informational and educational purposes only and should not be considered financial, tax, investment, legal, or healthcare advice. Individual retirement experiences and outcomes will vary. Always consult with a qualified professional before making financial, retirement, healthcare, or investment decisions.</em></p><p>Retirement is changing. For Generation X, those born roughly between 1965 and 1980, the retirement experience is likely to look very different from that of their parents. While many Baby Boomers entered retirement during the early years of the internet age, Gen Xers are approaching retirement with decades of experience using computers, smartphones, online banking, social media, and digital services.</p><p>Many members of Generation X were among the first people to use personal computers at school and work. They witnessed the rise of email, adapted to the internet revolution, embraced online shopping, and learned how to navigate an increasingly digital world. As a result, they are generally more technologically savvy than the generation before them. This advantage could have a significant impact on their quality of life once they retire.</p><p>Although most Gen Xers are still working today, retirement is not far away. The oldest members of the generation are already in their 60s, and many more will begin retiring throughout the 2030s. By the time large numbers of Gen Xers leave the workforce, technology will likely be even more deeply embedded in everyday life than it is today.</p><h2 id="competent-managing-finances-digitally">Competent Managing Finances Digitally</h2><p>One major advantage for Gen X retirees is their ability to manage their finances independently. In recent years, banking, investing, bill payments, and tax filing have become overwhelmingly digital. Many Baby Boomers have adapted to these changes, but some still rely on family members, friends, or professional advisors to help them navigate online systems.</p><p>Gen Xers, on the other hand, are generally more comfortable using financial apps, online banking portals, and digital payment systems. They are accustomed to checking account balances from their phones, transferring money electronically, monitoring investments online, and using budgeting software. This familiarity can help retirees stay organised, reduce costs, and maintain greater control over their finances.</p><p>The ability to manage taxes online is another benefit. Tax software has become increasingly user-friendly, allowing many people to file returns without visiting an accountant. Future retirees who are comfortable using these tools may find the process less stressful and more efficient. They can access records digitally, track expenses, and complete filings from the comfort of home.</p><h2 id="potential-income-stream-creation">Potential Income Stream Creation</h2><p>Technology may also help Gen Xers generate additional income during retirement. Unlike previous generations, retirees today have access to a global digital marketplace. Many people are already supplementing their income through online activities, and these opportunities are likely to expand in the years ahead.</p><p>Retired professionals may offer consulting services remotely, leveraging decades of experience without committing to full-time employment. Others may provide freelance services, teach online courses, write blogs, create digital products, or participate in the growing creator economy. Some may even turn lifelong hobbies into income-producing ventures through e-commerce platforms or online marketplaces.</p><p>For example, a retired marketing manager might offer consulting services to small businesses. A former teacher could create educational content for online learners. Someone with expertise in crafts or woodworking could sell products through online stores. These opportunities often require basic digital skills, skills that many Gen Xers already possess.</p><p>Remote work is another area where Gen X retirees may thrive. The widespread adoption of video conferencing, cloud-based software, and collaboration tools has made location less important than ever before. Retirees who want to remain active in the workforce on a part-time basis can often do so from home, avoiding long commutes and rigid schedules.</p><h2 id="health-independence">Health &amp; Independence</h2><p>Technology can also support healthier and more independent living. Smart home devices, wearable health monitors, and telehealth services are becoming increasingly common. Future retirees may use smart watches to track fitness goals, monitor heart rates, or receive health alerts. Virtual doctor appointments can save time and improve access to healthcare, particularly for those with mobility challenges or those living in rural areas.</p><p>Because Gen Xers are generally more comfortable adopting new technologies, they may be more willing to take advantage of these tools. This could help them maintain independence longer and manage health concerns more proactively.</p><p>Social connection is another area where technology can enhance retirement. One challenge many retirees face is the potential for loneliness after leaving the workplace. Digital communication tools make it easier than ever to stay in touch with friends and family, regardless of distance.</p><p>Video calls, messaging apps, social networks, and online communities allow retirees to maintain relationships and build new ones. Whether participating in hobby groups, reconnecting with former colleagues, or joining local community forums, technology provides countless opportunities for social engagement.</p><h2 id="greater-entertainment-options">Greater Entertainment Options</h2><p>Entertainment options have expanded dramatically as well. Previous generations often relied on television, radio, books, and occasional outings for leisure. Today's retirees have access to an enormous range of digital entertainment.</p><p>Streaming services offer movies, television shows, documentaries, and live events on demand. Music platforms provide access to millions of songs. Podcasts cover virtually every topic imaginable, from history and finance to travel and sports. Video games, once associated primarily with younger people, have become increasingly popular among older adults as well.</p><p>Many Gen Xers grew up during the rise of gaming and may continue to enjoy interactive entertainment in retirement. Online gaming can also provide social interaction, allowing retirees to connect with friends or meet new people who share similar interests. Whether this is console, puzzle or playing the latest <a href="https://www.ivycasino.com/deposit-methods/pay-by-mobile/">pay by mobile slots</a> on their devices.</p><h2 id="learning-opportunities">Learning Opportunities</h2><p>Learning opportunities are another important benefit of living in a digital age. Retirement no longer has to mean slowing down intellectually. Online courses, educational videos, digital libraries, and virtual workshops allow retirees to continue developing new skills and pursuing new interests.</p><p>Whether learning a foreign language, studying photography, exploring history, or mastering a musical instrument, technology makes lifelong learning more accessible than ever before. For many Gen Xers, retirement may become a time of exploration rather than withdrawal.</p><p>Of course, technological confidence does not eliminate every challenge. Cybersecurity risks remain a concern for people of all ages. Retirees will need to stay informed about scams, phishing attempts, identity theft, and online fraud. However, Gen Xers' familiarity with technology may help them recognise risks more effectively and adapt to evolving digital threats.</p><h2 id="how-tech-skills-are-an-asset-for-gen-xers">How Tech Skills Are An Asset For Gen Xers</h2><p>As retirement approaches for millions of Generation X workers, their technological skills could become one of their greatest assets. Their comfort with digital tools may help them manage finances, maintain independence, generate supplemental income, stay socially connected, pursue lifelong learning, and enjoy a wide variety of entertainment options.</p><p>The retirement landscape of the 2030s and beyond will likely be more digital than ever. Fortunately for Generation X, they are entering this new chapter with a level of technological experience that few previous generations possessed. Rather than viewing technology as a challenge to overcome, many Gen X retirees may see it as a powerful tool that helps them thrive.<br/></p>]]></content:encoded></item><item><title><![CDATA[50 Jobs for People with Social Anxiety That Require Little to No Contact with Other People]]></title><description><![CDATA[Can a socially anxious person find a job? Absolutely. Discover 50 jobs for socially anxious people and learn tips on how to get a job with social anxiety.]]></description><link>https://thinksaveretire.com/jobs-for-people-with-social-anxiety</link><guid isPermaLink="false">Ghost__Post__6a219ffb8478e50001eb0bb3</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Thu, 04 Jun 2026 15:59:35 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Jobs-for-People-with-Social-Anxiety.png" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/Jobs-for-People-with-Social-Anxiety.png" alt="50 Jobs for People with Social Anxiety That Require Little to No Contact with Other People"/><p><em><strong>Disclaimer:</strong> This article is for informational purposes only and should not be considered medical, mental health, career, or financial advice. Individual experiences with social anxiety vary, and the jobs discussed may not be suitable for everyone. Always conduct your own research before making career decisions.</em></p><p>Approximately 12% of Americans will experience social anxiety at some point in their lives [1]. And social anxiety has been found to be extremely disruptive to employment.</p><p>People with social anxiety often don't have sufficient education, skills, and knowledge to be confident in looking<em> </em>for a job. They also rarely move up the career ladder because of the fear of failure. 20% of employers declined a promotion due to fear of other people [2].</p><p>It doesn't mean that it's worth giving up. We live in an era of the Internet and remote work, when it's possible to earn money in a way that's <em>interesting and comfortable for you</em>.</p><h2 id="50-best-jobs-for-people-with-social-anxiety">50 Best Jobs for People With Social Anxiety</h2><p>There is no single "perfect" job for everyone with social anxiety because symptoms and triggers vary from person to person. And it's also very important to actually enjoy what you do and not accept an offer just for the sake of avoiding people.</p><p>Also, it's essential to get support if your social anxiety gets in the way of your life. You can start with remote tools, such as an<a href="https://breeze-wellbeing.com/attachment-style-test/"> anxious attachment style quiz</a>, to gain insights into emotional responses in social situations.</p><p>Generally, every job could be good for people with social anxiety if there is a supportive work environment, autonomy, and a flexible schedule. Let's take a look at a few jobs that are easy on people with social anxiety.</p><h3 id="creative-jobs">Creative Jobs</h3><p>If you are into the arts and can create something, why not consider creative positions? Creative jobs can be freelance and remote. They're perfect if you look for a part-time job as a socially anxious person.</p><p>Even if you must be in the office, these jobs are frequently autonomous. Here are the best creative jobs for people with social anxiety:</p><ol><li>Graphic designer</li><li>Technical, creative, SEO writer</li><li>AI content creator</li><li>Social media</li><li>Video editor</li><li>Photo editor</li><li>Motion designer</li><li>UI/UX designer</li><li>Artist</li><li>3D artist</li></ol><p>Important: Creative jobs sometimes require communication with clients that can be quite energy-consuming. In this case, it’s worth knowing <a href="https://www.advisoryexcellence.com/standing-up-for-yourself-how-to-defend-your-boundaries/">how to stand up for yourself</a> just to be on the safe side. But since most communication is online, it's easier to manage.</p><h3 id="service-jobs">Service Jobs</h3><p>Don't immediately scroll through this section! We gathered an elaborate list of service jobs that don't require too much communication with others.</p><p>Service jobs are amazing opportunities for entry-level or part-time job seekers. Moreover, if you keep track of your triggers in the <a href="https://breeze-wellbeing.com/">Breeze app</a>, you’d learn how to avoid or cope with especially difficult clients.</p><p>These service jobs are perfect for those who are socially anxious:</p><ol><li>Librarian</li><li>Bookstore worker</li><li>Floral designer</li><li>Animal care worker/dogwalker</li><li>Stocker (in warehouse/retail business)</li><li>Janitor/cleaner (especially in hotels)</li><li>Babysitter</li><li>Truck driver</li><li>Grocery shopper</li><li>Private/taxi driver</li><li>Chef/cook</li><li>Baker/cake decorator</li><li>Post delivery</li><li>Translator</li><li>Landscaper/gardener</li></ol><h3 id="it-career">IT Career</h3><p>IT careers are often appealing to socially anxious people because many positions focus more on technical problem-solving than nonstop social interaction. The communication with others comes down to practical, task-oriented topics.</p><p>IT jobs are also among the most lucrative. Here are some positions that can interest you:</p><ol><li>Software developer</li><li>Web developer</li><li>Data scientist,</li><li>Game developer</li><li>Machine learning engineer.</li><li>QA tester</li><li>Cybersecurity specialist</li><li>Data analyst</li><li>Cloud Engineer</li><li>Business Analyst</li></ol><p>Don't expect zero interaction in IT jobs, though. Team meetings, collaboration, presentations, and communication with clients or coworkers still exist, especially in larger companies.</p><h3 id="administrative-positions">Administrative Positions</h3><p>Administrative jobs are similar to service jobs in the sense that you get freedom and clear routines, but also some social interactions.</p><ol><li>Receptionist</li><li>Remote customer support agent</li><li>Records manager</li><li>Front desk manager</li><li>Scheduler</li></ol><p>At the same time, work environments matter the most in such positions. A supportive manager and calm workplace may make administrative jobs feel stable and manageable, while constant multitasking can trigger even more anxiety.</p><h3 id="jobs-with-mundane-tasks">Jobs With "Mundane" Tasks</h3><p>Most people avoid jobs built around repetitive or "mundane" tasks. However, these are important positions that help move businesses forward.</p><p>They can also be calming for socially anxious people who try to avoid unnecessary interactions. Here are some examples of jobs with repetitive tasks:</p><ol><li>Data entry clerk</li><li>Night shift worker (different positions)</li><li>Transcriber</li><li>Security guard</li><li>Surveillance monitoring specialist</li><li>Lab technician/assistant</li><li>Order picker/packer</li><li>Factor/warehouse worker</li><li>Medical coder</li><li>Phlebotomist</li></ol><p>These jobs are also rewarding in the sense that you can see visible progress and have clear expectations.</p><p>But even jobs with such repetitive tasks can lead to burnout and boredom. Also, they are treated as a transitional step in a career. So, when you stick to such a job for longer, you may lack fulfillment or professional growth.</p><h2 id="how-to-get-a-job-with-social-anxiety">How to Get a Job With Social Anxiety</h2><p>Job searching with social anxiety is really emotionally exhausting because everything required, interviews, networking, and making mistakes, is followed by communication with others.</p><p>Just a reminder: social anxiety does not erase your intelligence, skills, creativity, or professional value. Many employers care far more about reliability than about an employee who's a social butterfly.</p><p>We gathered some tips on how to make the process of job searching easier on your social anxiety:</p><ul><li><strong>Learn how to present your strengths</strong>. During interviews, refer to previous projects, achievements, or practical experience whenever possible. Concrete examples help to show your actual abilities rather than the way you present them.</li><li><strong>Start by gradually exposing yourself to communication</strong>. It might be a hard pill to swallow, but social confidence only grows after you consistently expose yourself to social situations. Start with short conversations and small-stakes jobs (administrative or service jobs are perfect for this) until you can pave the way to feeling comfortable.</li><li><strong>Get professional support</strong>. Mental health professionals may help teach grounding techniques and, in some cases, prescribe medications to reduce severe anxiety symptoms enough for someone to function more comfortably during interviews and workplace interactions.</li></ul><p>Also, know that <em>you're not falling behind</em> by choosing a job that's perceived as a "last resort." Your health matters most, and by gaining work experience, you build confidence. Whatever job you'll find also gives you resources, new acquaintances, and money so that you can manage your social anxiety while feeling safe.</p><p><strong>Sources:</strong></p><ol><li><strong>Social Anxiety Disorder.</strong> National Institute of Mental Health. https://www.nimh.nih.gov/health/statistics/social-anxiety-disorder</li><li><strong>A comparison of unemployed job-seekers with and without social anxiety</strong>. Psychiatric Services. https://pmc.ncbi.nlm.nih.gov/articles/PMC4198508/</li></ol>]]></content:encoded></item><item><title><![CDATA[How to Build a Realistic Savings Plan That Actually Works]]></title><description><![CDATA[Create a realistic savings plan that fits your budget, reaches your goals, and helps you save consistently without sacrificing your lifestyle.]]></description><link>https://thinksaveretire.com/how-to-build-a-realistic-savings-plan-that-actually-works</link><guid isPermaLink="false">Ghost__Post__6a208da68478e50001eb0b73</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Wed, 03 Jun 2026 20:35:23 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/How-to-Build-a-Realistic-Savings-Plan.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/06/How-to-Build-a-Realistic-Savings-Plan.jpeg" alt="How to Build a Realistic Savings Plan That Actually Works"/><p><em><strong>Disclaimer:</strong> This article is for informational purposes only and should not be considered financial advice. Always evaluate your personal financial situation and consult a qualified professional before making financial decisions.</em></p><p>Saving money sounds simple until real life gets involved. Rent goes up. Groceries cost more. A car repair shows up at the worst time. Then the savings plan that looked good at the start of the month gets pushed aside.</p><p>A realistic savings plan is different from a wish list. It is based on your actual income, your actual expenses, and the goals that matter most to you. It does not require you to save perfectly every week. It only asks you to save with consistency and purpose.</p><h2 id="what-is-a-realistic-savings-plan"><strong>What Is a Realistic Savings Plan?</strong></h2><p>A realistic savings plan is a practical system for setting money aside on a regular basis. It takes into account how much you earn, what you owe, what you spend, and what you want to accomplish.</p><p>The keyword is realistic. A plan that asks you to save half your income while you are already stretched thin will probably fail. A plan that starts small and grows over time is much more likely to last.</p><p>Some people like traditional budgeting. Others need something more visual. That is why challenges, cash systems, and <a href="https://www.sofi.com/learn/content/100-envelope-challenge/"><strong>fun ways to save money with envelopes</strong></a> can work well for people who need to see progress in front of them. The point is not to follow one perfect method. The point is to choose a system you will actually use.</p><h2 id="why-most-savings-plans-fail"><strong>Why Most Savings Plans Fail</strong></h2><p>Most <a href="https://www.investopedia.com/savings-4689725"><strong>savings plans</strong></a> fail because they are too vague or too strict. “Save more money” is not a clear goal. It gives you no target, no timeline and no way to measure progress.</p><p>Another common problem is trying to save too much too fast. Motivation is high at the beginning, but if the plan leaves no room for food, gas, bills or small personal expenses, it becomes hard to maintain.</p><p>Irregular expenses also cause problems. Annual insurance premiums, car maintenance, medical bills, school costs and gifts can disrupt a budget if you do not plan for them. Many people also rely on saving whatever is left at the end of the month. Often, nothing is left.</p><p>A savings plan needs structure. Good intentions are not enough.</p><h2 id="start-with-your-current-money-picture"><strong>Start With Your Current Money Picture</strong></h2><p>Before you decide how much to save, look at where your money is going now. Start with monthly take-home income. Use the amount that actually lands in your account after taxes and deductions.</p><p>Then list fixed expenses. These may include rent or mortgage payments, utilities, insurance, loan payments, phone bills, subscriptions and minimum debt payments. After that, list variable expenses such as groceries, gas, dining out, entertainment, clothing and personal spending.</p><p>This step is not about shame. It is about awareness. You may find that small purchases are adding up. You may also find that your budget is tighter than you thought. Both discoveries are useful because they help you build a plan that fits your real life.</p><h2 id="set-clear-savings-goals"><strong>Set Clear Savings Goals</strong></h2><p>Saving is easier when the money has a purpose. Start by separating your goals into short-term, medium-term and long-term categories.</p><p>Short-term goals may include a starter emergency fund, holiday spending, travel, car repairs or medical costs. Medium-term goals may include a down payment, a wedding, moving expenses or a new car. Long-term goals may include retirement, education costs or financial independence.</p><p>Make each goal specific. Instead of saying, “I want to save for emergencies,” say, “I want to save $1,000 for emergencies in five months.” That gives you a clear monthly target.</p><p>Specific goals turn saving into a plan instead of a hope.</p><h2 id="choose-a-monthly-savings-amount-you-can-sustain"><strong>Choose a Monthly Savings Amount You Can Sustain</strong></h2><p>The best savings amount is one you can repeat. If your budget is tight, start small. Saving $25 every paycheck may not feel dramatic, but it builds the habit. Once the habit is in place, you can increase the amount.</p><p>You can choose a fixed dollar amount or a percentage of income. Some people aim for 10% to 20% of take-home pay. Others need to start with less. That is fine. The most important thing is to begin with an amount that does not force you to quit after one hard month.</p><p>Consistency matters more than intensity.</p><h2 id="build-savings-into-your-budget"><strong>Build Savings Into Your Budget</strong></h2><p>Savings should not be treated as an afterthought. Build it into your budget like a regular bill.</p><p>This is often called paying yourself first. When you get paid, move money into savings before spending on extras. Even a small automatic transfer can help you avoid the trap of waiting to see what is left over.</p><p>You can also use different budgeting methods. The 50/30/20 budget separates income into needs, wants and savings or debt. A zero-based budget gives every dollar a job. A values-based budget puts money toward what matters most to you. An envelope method can help if you prefer a hands-on approach, especially for spending categories like groceries, entertainment or gifts.</p><h2 id="automate-your-savings"><strong>Automate Your Savings</strong></h2><p>Automation makes saving easier because it removes some of the decision-making. Set up an automatic transfer from checking to savings after each payday. This can be weekly, biweekly or monthly depending on your pay schedule.</p><p>Separate savings accounts can also help. You might have one account for emergencies, one for travel and one for car expenses. When each goal has its own place, it is easier to track progress.</p><p>Automation does not mean you stop paying attention. It simply makes the right action easier to repeat.</p><h2 id="prepare-for-irregular-expenses"><strong>Prepare for Irregular Expenses</strong></h2><p>Many budgets fail because they ignore expenses that do not happen every month. These costs are not always emergencies. They are often predictable, just not monthly.</p><p>Create sinking funds for these expenses. A sinking fund is money set aside over time for a specific future cost. If you know car insurance is due in six months, divide the amount by six and save that amount each month.</p><p>This method reduces stress. It also protects your emergency fund from routine expenses.</p><h2 id="cut-expenses-without-going-extreme"><strong>Cut Expenses Without Going Extreme</strong></h2><p>Saving more does not always require a major lifestyle change. Start by looking for small cuts you can maintain.</p><p>Review subscriptions you no longer use. Plan grocery trips before shopping. Limit impulse purchases. Compare insurance rates when policies renew. Cook at home a little more often. Choose one or two changes at a time.</p><p>Extreme cuts may work for a few weeks, but they often lead to frustration. Sustainable savings come from habits you can keep.</p><h2 id="increase-income-when-possible"><strong>Increase Income When Possible</strong></h2><p>Cutting expenses has limits. If your budget is already lean, increasing income may help more than cutting another small comfort.</p><p>This could mean asking for a raise, taking on freelance work, selling unused items, working part-time or using a skill to earn extra money. Any extra income should have a job before it arrives. Send it toward your emergency fund, debt payoff or a specific savings goal.</p><p>Extra money disappears quickly when it has no purpose.</p><h2 id="track-progress-and-adjust"><strong>Track Progress and Adjust</strong></h2><p>Review your savings once a month. Check your balances, compare your progress with your goals and adjust if needed.</p><p>Some months will not go as planned. That does not mean the plan failed. It means life happened. Adjust the amount, reset the timeline and keep going.</p><p>Celebrate small wins. Saving your first $100 matters. So does your first $500. Progress builds confidence.</p><h2 id="final-thoughts"><strong>Final Thoughts</strong></h2><p>A realistic savings plan works because it fits your life. It is clear, flexible and tied to goals you care about. It gives your money direction without making your budget feel impossible.</p><p>Start today with one goal, one monthly amount and one automatic transfer. Keep it simple. Then build from there.</p>]]></content:encoded></item><item><title><![CDATA[Smart Investing in 2026: Why Tracking ADA Prices and BTCC Market Trends is Key for Early Retirees]]></title><description><![CDATA[Learn why tracking ADA prices and BTCC market trends may help early retirees make smarter long-term crypto investing decisions in 2026.]]></description><link>https://thinksaveretire.com/why-tracking-ada-prices-and-btcc-market-trends-is-key-for-early-retirees</link><guid isPermaLink="false">Ghost__Post__6a0771468478e50001eb0b1c</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 15 May 2026 19:56:34 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/ADA-Prices-and-BTCC-Market-Trends.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/ADA-Prices-and-BTCC-Market-Trends.jpeg" alt="Smart Investing in 2026: Why Tracking ADA Prices and BTCC Market Trends is Key for Early Retirees"/><p><em><strong>Disclaimer: </strong>This article is for educational purposes only and should not be considered financial advice. Cryptocurrency markets are volatile, and investing involves risk. Always do your own research and consult a qualified financial professional before making investment decisions.</em></p><p>Retirement planning has changed a lot in the last ten years. Traditional savings accounts and safe ways to invest are not enough for most people now. Many want to retire early and keep the same life they have now. In 2026, digital coins and tokens will start to be part of the bigger plan for growing your money. This is true for people who want to try more than just stocks and houses.</p><p>Among the many cryptocurrencies, ADA stands out for its strong development, growth, and how more people are starting to use it. At the same time, watching what happens in the market on trusted BTCC futures trading platforms lets people make good choices. This helps them not act on feelings when prices go up or down. For those who plan to stop working early or want to hold on to their money for a long time, knowing what the market is doing is almost as important as picking which asset to buy.</p><h2 id="why-btcc-crypto-exchange-market-trends-matter-for-retirement-investors"><strong>Why BTCC Crypto Exchange Market Trends Matter for Retirement Investors</strong></h2><p>One of the biggest challenges in crypto is knowing what is real and what is just talk. Watching what happens on the <a href="https://www.btcc.com/en-US"><strong>BTCC Crypto Exchange</strong></a> can help people who want a good long-term balance. A strong place to trade often shows what people are thinking, how many trades are happening, and how easy it is to buy or sell. All of this can help you see which way the market might go.</p><h3 id="key-reasons-investors-track-exchange-trends"><strong>Key Reasons Investors Track Exchange Trends</strong></h3><ul><li>Helps find out the long-term direction of the market</li><li>Supports smart choices for when to invest</li><li>Cuts down on choices made with feelings</li><li>Makes it easier to understand <a href="https://www.investopedia.com/terms/c/cryptocurrency.asp">crypto trading</a> activity</li><li>Looks like how much cash is in the market and how people feel about it</li></ul><p>Another reason why people watch the market is that more traders and businesses are joining digital lines. The crypto field is getting older, and exchanges that have good systems keep getting both new and old investors.</p><h2 id="ada-s-growing-role-in-long-term-wealth-strategies"><strong>ADA’s Growing Role in Long-Term Wealth Strategies</strong></h2><p>ADA has got the spotlight because of its research-based blockchain system and its focus on being good for the environment. Unlike meme coins that get big from what’s popular on social media, ADA is known for strong tech work and being useful in everyday life.</p><p>For people who stop working early, it is the long-term that often matters the most. They care less about fast gains now. Many investors want to see their money grow slowly and steadily over time. They are looking at projects that focus on being able to grow bigger, support smart contracts, and build up their group of useful tools and apps.</p><h3 id="ada-benefits-for-retirement-focused-investors"><strong>ADA Benefits for Retirement-Focused Investors</strong></h3><p><strong>Factor</strong></p><p><strong>Why It Matters</strong></p><p>Scalability</p><p>Supports future blockchain growth</p><p>Community Support</p><p>Encourages long-term ecosystem stability</p><p>Smart Contracts</p><p>Expands real-world applications</p><p>Sustainability Focus</p><p>Appeals to long-term investors</p><p>Diversification Potential</p><p>Reduces reliance on traditional assets</p><p>Another key thing you should think about is putting your money in different places. If you add digital items like <a href="https://www.forbes.com/sites/greatspeculations/2026/01/09/up-20-will-cardano-ada-keep-rising/">ADA to a mix of investments</a>, you can open the door to more chances to grow. This can also help you not depend only on old money markets.</p><h2 id="understanding-market-trends-before-making-investment-decisions"><strong>Understanding Market Trends Before Making Investment Decisions</strong></h2><p>BTCC Crypto Exchange or investing should not be based just on news or social media. Good investors use charts, read what people feel, and look at big market trends. They do this before they make money choices.</p><h3 id="smart-investing-habits-for-early-retirees"><strong>Smart Investing Habits for Early Retirees</strong></h3><ul><li>Focus on long-term market patterns.</li><li>Do not buy or sell because you feel scared or rushed.</li><li>Put your money into different types of investments.</li><li>Use trusted exchanges and market data.</li><li>Set goals for your money that you can reach.</li></ul><p>Market trends can help people who invest find good times to buy or sell. No plan can make you win every time. But if you watch how the BTCC.com market changes over a long time, you can feel less stress when you invest and get steadier results.</p><h2 id="the-importance-of-risk-management-in-crypto-investing"><strong>The Importance of Risk Management in Crypto Investing</strong></h2><p>People who retire early often try to keep their money safe as well as help it grow. The prices in the cryptocurrency markets can change a lot. So, it is important to manage risk in your investment plan.</p><p>One mistake that many new investors make is putting too much money into one coin. This can bring a lot of stress when prices go down. A lot of people with more practice spread out their money in different coins and set goals they can really reach. This helps them get ready when the market goes up and down.</p><p>It is also important not to let your feelings guide your choices when prices change fast. People who have clear plans and keep their eyes on long-term goals often do better when the market is not steady.</p><p>Also, knowing how the rules around the world and steps taken to keep exchanges safe can help people make better and safer choices when they invest.</p><h2 id="conclusion"><strong>Conclusion</strong></h2><p>As retirement plans change in 2026, more people want to include digital things like crypto in their plans. This is because these things can help people have more ways to use money over a long period. If you watch how the market moves, get to know how trading works, and stick to sites you can trust, you can make better choices. This helps you not feel worried by changes that do not last long.</p><p>If you want to spread out your money in cryptocurrency, watching the US<strong> </strong><a href="https://www.btcc.com/en-US/price/ada"><strong>ADA price</strong></a> and looking at bigger market trends can help you see good long-term chances to invest. When you add steady risk checks and careful study of the market,<strong> </strong>crypto trading can be a smart part of a balanced plan for your retirement.</p><h2 id="short-summary"><strong>Short Summary</strong></h2><ul><li>ADA keeps getting attention for long-term growth in the blockchain.</li><li>Watching what happens on exchanges can help people make better investment choices.</li><li>Early retirees use crypto to add more mix to their savings and funds.</li><li>Managing risk is key when the market goes up and down a lot.</li><li>Long-term plans tend to work better than trading based on feelings.</li></ul><h2 id="faq"><strong>FAQ</strong></h2><h3 id="1-why-is-ada-considered-attractive-for-long-term-investors"><strong>1. Why is ADA considered attractive for long-term investors?</strong></h3><p>ADA is known for doing blockchain development that is based on research. People like it because it grows well and cares about a system that lasts a long time.</p><h3 id="2-how-can-market-trends-help-retirement-focused-investors"><strong>2. How can market trends help retirement-focused investors?</strong></h3><p>Market trends help people see how the price moves, what people feel about the market, and how much crypto traders are buying and selling.</p><h3 id="3-is-cryptocurrency-suitable-for-early-retirement-planning"><strong>3. Is cryptocurrency suitable for early retirement planning?</strong></h3><p>Cryptocurrency can be a good help to a mixed set of your money plans if you handle it with care.</p><h3 id="4-why-is-risk-management-important-in-crypto-investing"><strong>4. Why is risk management important in crypto investing?</strong></h3><p>Crypto markets can go up and down fast. So, managing how much you have in them can help lower risk when the market moves.</p><h3 id="5-what-should-beginners-focus-on-before-investing-in-crypto"><strong>5. What should beginners focus on before investing in crypto?</strong></h3><p>If you are new, you should read about how the market works. You need to spread out your money in different places. Also, follow trading platforms you can trust and keep up with market trends.</p>]]></content:encoded></item><item><title><![CDATA[A Financial Guide to the Creator Economy]]></title><description><![CDATA[Turn your content into income. Learn how the creator economy works, diversify revenue streams, and build a sustainable online business.]]></description><link>https://thinksaveretire.com/financial-guide-to-the-creator-economy</link><guid isPermaLink="false">Ghost__Post__6a049c2a8478e50001eb0af3</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Wed, 13 May 2026 15:48:51 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/Financial-Guide-to-the-Creator-Economy.png" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/Financial-Guide-to-the-Creator-Economy.png" alt="A Financial Guide to the Creator Economy"/><p><em><strong>Disclaimer:</strong> This content is for informational and educational purposes only and should not be considered financial or business advice. Always do your own research before making financial decisions.</em></p><p>That hobby you pour your evenings and weekends into, whether photography, writing, woodworking, or mastering video games, could be far more than a passion project. In today’s digital landscape, it represents a genuine business opportunity. The creator economy is a space where individuals convert their skills and interests into sustainable income streams, steadily building toward financial independence.</p><p>But how do you shift from creating for fun to creating for a living? It has little to do with luck and everything to do with building a deliberate financial strategy around your content, constructed one layer at a time.</p><h2 id="understanding-the-creator-economy-revenue-model"><strong>Understanding the Creator Economy Revenue Model</strong></h2><p>Before you can earn, you need to understand how money flows from an audience to a creator. The primary revenue models function like asset classes in a financial portfolio: each one behaves differently, carries its own risk profile, and performs best when it is not the only position you hold. Most successful creators do not depend on a single source; they build a diversified income structure that can absorb the shocks of platform changes and algorithm shifts.</p><p>YouTube sits at the center of this ecosystem for many creators, and growing <a href="https://views4you.com/buy-youtube-views/">YouTube views</a> is often the first concrete milestone they pursue, since platform algorithms use early viewership signals to determine which channels deserve wider distribution.</p><p>The most common revenue pillars include:</p><p><strong>Advertising Revenue: </strong>Once your audience reaches a sufficient size, the platform places ads on your content and shares a portion of the proceeds with you. The rate varies by niche, audience demographics, and seasonal demand.</p><p><strong>Sponsorships and Brand Deals: </strong>A dedicated community attracts brands willing to pay for access to your audience, whether through a brief mention or a fully integrated piece of content built around their product.</p><p><strong>Affiliate Marketing: </strong>You promote a product and earn a commission on every sale completed through your referral link. This model works best when built around products you use and can recommend from direct experience.</p><p><strong>Direct Sales: </strong>Selling your own merchandise, digital downloads, courses, or consulting services gives you the highest margin and the most control over your income, independent of any platform’s terms.</p><p>Each of these pillars calls for a distinct approach, but none of them can function without the one asset that makes all of them possible: an audience that trusts you.</p><h2 id="building-an-audience-that-powers-monetization"><strong>Building an Audience That Powers Monetization</strong></h2><p>Attention is the underlying currency of the creator economy. Before ad revenue splits or brand deal negotiations enter the picture, you need the resource that makes all of them viable: a community of people who actively choose to spend time with your content. Without that, monetization potential stays at zero regardless of how many revenue models you pursue.</p><p>This early phase is often the most demanding. Some reports suggest that over 90% of aspiring YouTubers never reach 1,000 subscribers, which reflects how steep the initial climb can be. Platform algorithms reward channels that build momentum early, which is why those first growth milestones carry disproportionate weight in determining a channel’s long-term reach.</p><p>Think of audience-building as the sweat equity phase of your creative business. You invest time and craft before you see financial returns, producing content that earns trust and attracts followers who genuinely connect with your perspective. This requires a clearly defined niche, a real understanding of what your audience is looking for, and a willingness to deliver value consistently before making any ask in return.</p><h2 id="diversifying-your-creative-income-for-stability"><strong>Diversifying Your Creative Income for Stability</strong></h2><p>Once you have a growing community, relying entirely on a single platform’s ad revenue puts you in the same position as an investor who holds only one stock: exposed to every fluctuation with no buffer in place. Income diversification is not just a best practice for creators; it is the structural difference between a fragile side project and a resilient creative business.</p><p>Start by layering revenue streams that complement what you are already doing. If you earn ad revenue on YouTube, add affiliate links in your video descriptions for gear and tools you actually use. As your brand develops, explore direct-support models where your most loyal followers contribute through monthly memberships in exchange for exclusive content or community access. This kind of recurring income is far more predictable than ad revenue and smooths out the earnings volatility that most creators experience in their early years.</p><p>Eventually, launching <a href="https://supliful.com/blog/how-to-create-your-own-product">your own products</a> removes platform dependency entirely and gives you full margin on every sale. The goal is a portfolio where no single source dominates, and where losing any one revenue stream would be an inconvenience rather than a crisis. Reaching that point, however, requires treating the financial side of your work with the same seriousness as the creative side.</p><h2 id="managing-creator-finances-like-a-real-business"><strong>Managing Creator Finances Like a Real Business</strong></h2><p>That financial seriousness starts with structure. Once income begins flowing from multiple sources, the excitement of early momentum can obscure a simple reality: without disciplined tracking, you cannot know whether your creative work is actually profitable. Open a dedicated bank account for your creator income and expenses, and use accounting software or a well-organized spreadsheet to record every transaction. Consider <a href="https://protonvpn.com/blog/change-ip-address-free">how to change IP address</a> when logging in to these services when away from home. This can help protect your sensitive data and reduce the chances of a cyberattack. </p><p>As income grows more complex across multiple revenue streams, many creators are also turning to tools with <a href="https://murf.ai/conversational-ai/industries/finance">conversational AI for finance</a> to get instant answers on budgeting, cash flow, and expense categorisation — without waiting on a financial advisor. This single habit converts guesswork into clarity.</p><p>Tax planning deserves equal attention. When you are self-employed, no employer withholds anything on your behalf, which means every payment you receive includes a portion that belongs to the tax authority. Setting aside 25 to 30 percent of each payment is a practical starting point, though the right figure depends on your income level and jurisdiction. A conversation with a financial professional early in your creator career can prevent a painful shortfall when filing season arrives.</p><p>Finally, treat reinvestment as a line item, not an afterthought. Allocating a portion of your profits toward better equipment, editing software, or skills development accelerates the quality curve of your content and expands your earning ceiling over time. The creators who build lasting financial independence are rarely the ones who earned the most early; they are the ones who managed what they earned with the same care they put into what they create.</p><h2 id="frequently-asked-questions"><strong>Frequently Asked Questions</strong></h2><h3 id="how-much-can-a-small-creator-realistically-earn-per-month"><strong>How much can a small creator realistically earn per month</strong></h3><p>Earnings vary considerably depending on niche, platform, and monetization mix. A small but highly engaged audience in a high-value niche like finance or technology often generates more revenue than a much larger but passive one.</p><h3 id="do-i-need-to-register-a-business-before-monetizing"><strong>Do I need to register a business before monetizing</strong></h3><p>In the early stages, operating as a sole proprietor is generally sufficient, with income reported on your personal tax return. As earnings grow, forming an LLC may offer meaningful liability protection and tax advantages worth reviewing with a professional.</p><h3 id="is-it-better-to-focus-on-one-platform-or-many"><strong>Is it better to focus on one platform or many</strong></h3><p>When starting out, mastering one platform is almost always the stronger approach. Each platform carries its own algorithm logic and audience expectations, and dividing your energy too early slows meaningful growth on all of them.</p><h3 id="what-is-the-difference-between-cpm-and-rpm-on-youtube"><strong>What is the difference between CPM and RPM on YouTube</strong></h3><p>CPM (Cost Per Mille) is what advertisers pay per 1,000 ad impressions, while RPM (Revenue Per Mille) captures your total earnings across all revenue sources per 1,000 video views. RPM gives you a more accurate picture of what your content actually earns.</p>]]></content:encoded></item><item><title><![CDATA[Tim Sykes Review: Is This Trading Education Worth It for Building Long-Term Wealth?]]></title><description><![CDATA[Tim Sykes review: Learn if this penny stock trading education is worth the cost, risks, and role in a long-term financial strategy.]]></description><link>https://thinksaveretire.com/tim-sykes-review</link><guid isPermaLink="false">Ghost__Post__6a02133b8478e50001eb0ab3</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Mon, 11 May 2026 18:05:46 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/Tim-Sykes.png" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/Tim-Sykes.png" alt="Tim Sykes Review: Is This Trading Education Worth It for Building Long-Term Wealth?"/><p><em><strong>Disclaimer: </strong>This content is for informational and educational purposes only and should not be considered financial or investment advice. Trading, especially penny stocks, involves significant risk and may not be suitable for all investors. Past performance is not indicative of future results. Always conduct your own research and consult with a qualified financial professional before making investment decisions.</em></p><p>Most personal finance advice follows a predictable formula: invest consistently, avoid unnecessary risk, keep fees low, and focus on long-term compounding rather than short-term market swings.</p><p>Penny stock trading sits almost completely outside that framework.</p><p>That’s part of why Tim Sykes has remained such a polarizing figure in the investing world. His educational business is built around one of the most volatile corners of the market, where price swings are aggressive, emotions run high, and losses can happen quickly if risk isn’t managed carefully.</p><p>Because of that, skepticism toward<a href="https://www.timothysykes.com/"> his trading education platform</a> is understandable, especially from people who approach investing primarily through a long-term wealth-building lens.</p><p>At the same time, dismissing the platform entirely without looking at what it actually offers would oversimplify the conversation. The more useful question is whether this type of education has any practical role within a broader financial strategy and, if so, for whom.</p><h2 id="overview-of-tim-sykes-trading-education">Overview of Tim Sykes' Trading Education</h2><p>Tim Sykes built his reputation through penny stock trading, first gaining attention after turning a relatively small account into more than $1 million while still in college.</p><p>Over time, he shifted much of his focus toward education, building a platform centered around trading lessons, real-time alerts, archived video content, and community discussion.</p><p>The educational material is heavily focused on momentum trading, chart analysis, risk management, and identifying overextended penny stocks that may reverse sharply after rapid price increases.</p><p>One thing that sets the platform apart from many online trading courses is the amount of archived material available. The lesson library spans years of market conditions, trade breakdowns, and recorded commentary, allowing users to revisit concepts repeatedly rather than relying only on live alerts.</p><p>The platform also emphasizes transparency through Profit.ly, where trading records and performance can be publicly verified.</p><h2 id="how-this-approach-fits-into-personal-finance">How This Approach Fits Into Personal Finance</h2><p>This style of trading does not replace traditional investing principles, and it probably shouldn’t be treated as a substitute for them.</p><p>Penny stock trading is speculative by nature. It requires active involvement, emotional discipline, and acceptance of significantly higher volatility than most long-term investment strategies.</p><p>For someone still building emergency savings, paying down debt, or establishing retirement accounts, it would make little sense to prioritize speculative trading over those financial foundations.</p><p>This approach may fit as a smaller, higher-risk segment of a broader financial plan.</p><p>Some investors enjoy active participation in markets and are comfortable allocating a limited amount of capital toward developing trading skills while keeping the majority of their portfolio focused on long-term investments.</p><p>The important distinction is that trading should generally complement a broader<a href="https://thinksaveretire.com/build-wealth-guide/"> wealth-building strategy</a> rather than replace it entirely.</p><h2 id="cost-versus-potential-value">Cost Versus Potential Value</h2><p>The cost structure is fairly typical for modern online education platforms.</p><p>Lower-priced entry products provide access to introductory lessons and newsletters, while higher subscription tiers include additional educational content, live commentary, alerts, and community features.</p><p>Whether the platform feels worthwhile financially depends less on the sticker price itself and more on how someone uses it.</p><p>For a person who actively studies the material, reviews trades consistently, and practices risk management, the subscription can serve as an investment in a skill. For someone who signs up impulsively and rarely logs in, the value proposition changes quickly.</p><p>This is especially true because trading education involves more than just the subscription cost. Traders also need capital to practice with, and losses are part of the learning process for most people.</p><p>That makes realistic expectations extremely important from the beginning.</p><h2 id="pros-of-the-model">Pros of the Model</h2><p>One of the platform's stronger aspects is transparency.</p><p>Sykes publicly shares trading records and uses Profit.ly to verify results, creating</p><p>The amount of educational material is another advantage. Thousands of archived lessons covering different market conditions, mistakes, and trade setups allow users to study patterns repeatedly over time.</p><p>The community element also adds value for many people. Traders discuss setups, compare results, and learn from each other’s experiences, which can make the process feel less isolating.</p><p>The platform is also relatively direct about the difficulty of trading itself. Instead of presenting trading as guaranteed income, the material consistently emphasizes</p><h2 id="limitations-and-financial-risks">Limitations and Financial Risks</h2><p>None of the educational material changes the underlying risks associated with penny stocks.</p><p>These are highly volatile securities with limited liquidity and an elevated risk of manipulation. Even<a href="https://www.sec.gov/investor/pubs/microcapstock.htm"> the SEC's investor education page</a> warns investors about the risks tied to speculative microcap stocks, including fraud concerns and limited publicly available information.</p><p>Subscription costs can also add up over time, especially for people who subscribe to multiple tiers without fully using the material.</p><p>Another limitation is personalization. Lower-tier subscriptions provide access to educational resources and community features, but they are not structured around one-on-one coaching or individualized financial guidance.</p><p>Most importantly, the successful student stories often highlighted online are unusual outcomes rather than typical ones. Some traders have achieved impressive verified results, but many others struggle to become consistently profitable.</p><p>That gap between possibility and probability is important to understand.</p><h2 id="is-it-realistic-for-long-term-wealth-building">Is It Realistic for Long-Term Wealth Building</h2><p>On its own, probably not in the traditional sense.</p><p>Long-term wealth building is usually associated with diversification, steady compounding, and risk-adjusted returns over decades. Penny stock trading operates very differently, with far greater variance and a much higher failure rate.</p><p>That does not necessarily mean the experience lacks value.</p><p>Some people use trading education to better understand market psychology, improve risk management skills, and develop a more active understanding of how financial markets function.</p><p>Approached carefully, it can become a skill-building exercise alongside more traditional investing approaches.</p><p>The key is position sizing, both financially and emotionally. Someone treating speculative trading as a limited part of their overall financial life approaches the risk very differently from someone who depends on it as their primary plan for financial independence.</p><h2 id="who-this-is-for-and-who-it-s-not">Who This Is for and Who It's Not</h2><p>This type of platform tends to make more sense for people who already have their financial basics in place and are interested in learning active trading as an additional skill.</p><p>It’s generally better suited for self-directed learners who are comfortable studying independently, reviewing mistakes, and accepting that progress may take time.</p><p>The platform is probably less appropriate for people seeking quick wealth, guaranteed income, or low-risk investing. It also isn’t a substitute for building core financial habits like saving consistently, investing for the long term, and managing debt responsibly.</p><p>For the right person, the educational value may justify the cost and effort involved. But approaching speculative trading without realistic expectations or a solid financial foundation can create more problems than opportunities.</p>]]></content:encoded></item><item><title><![CDATA[How Interest Rates Affect Your Mortgage Loan Over Time]]></title><description><![CDATA[Learn how interest rates impact mortgage loans, monthly payments, total costs, and refinancing to make smarter home financing decisions.]]></description><link>https://thinksaveretire.com/how-interest-rates-affect-your-mortgage-loan</link><guid isPermaLink="false">Ghost__Post__6a0216ee8478e50001eb0abf</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Mon, 11 May 2026 18:01:01 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/How-Interest-Rates-Affect-Your-Mortgage-Loan.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/How-Interest-Rates-Affect-Your-Mortgage-Loan.jpeg" alt="How Interest Rates Affect Your Mortgage Loan Over Time"/><p><em><strong>Disclaimer:</strong> This content is for informational and educational purposes only and should not be considered financial, legal, or mortgage advice. Mortgage rates, terms, and eligibility vary by lender and individual financial circumstances. This article may contain affiliate links, which means we may earn a commission at no additional cost to you. Always review official lender terms and consult with a qualified financial professional before making borrowing decisions.</em></p><p>Interest rates play a central role in determining how much your home will cost over the life of your loan. Even small changes in rates can significantly impact both your monthly payment and the total amount you repay. Understanding how <a href="https://www.pnc.com/en/personal-banking/borrowing/home-lending/mortgage-loans.html">mortgage loans</a> from PNC Bank and other institutions are influenced by interest rates can help you make more informed decisions when buying or refinancing a home.</p><h2 id="the-relationship-between-rates-and-monthly-payments">The Relationship Between Rates And Monthly Payments</h2><p>Your interest rate directly affects your monthly mortgage payment. When rates are lower, a larger portion of your payment goes toward the principal balance. When rates are higher, more of your payment is applied to interest.</p><p>For example, two loans with the same balance and term can have very different monthly payments based solely on the interest rate. Even a one percent difference can result in hundreds of dollars more per month, depending on the loan amount.</p><h2 id="the-long-term-cost-of-interest">The Long-Term Cost Of Interest</h2><p>While monthly payments are important, the long-term cost of interest is where rates have the biggest impact. Over the life of a 15- or 30-year loan, the total interest paid can exceed the original loan amount if rates are high enough. Lower rates reduce the overall cost of borrowing, allowing you to build equity faster. Higher rates increase the total cost, even if the loan terms remain the same.</p><p>This is why timing can matter when securing a mortgage. Locking in a lower rate can lead to substantial savings over time.</p><h3 id="fixed-vs-adjustable-rate-impact">Fixed Vs Adjustable Rate Impact</h3><p>The type of interest rate attached to your loan also affects how costs evolve over time.</p><h3 id="fixed-rate-loans">Fixed-Rate Loans</h3><p>With a fixed-rate mortgage, your interest rate remains the same throughout the loan term. This means your monthly payment stays consistent, providing stability and predictability. This structure protects you from rising rates but does not allow you to benefit if rates fall unless you refinance.</p><h3 id="adjustable-rate-loans">Adjustable-Rate Loans</h3><p>An adjustable-rate mortgage typically starts with a lower initial rate that can change after a set period. If rates increase, your monthly payment may rise. If rates decrease, your payment could go down.</p><p>This variability introduces more uncertainty, making it important to plan for potential changes in future payments.</p><h2 id="how-rates-affect-equity-growth">How Rates Affect Equity Growth</h2><p>Interest rates also influence how quickly you build <a href="https://myhome.freddiemac.com/owning/equity-and-appreciation">equity in your home.</a> In the early years of a mortgage, a larger portion of your payment goes toward interest rather than principal.</p><p>With lower rates, more of each payment is applied to reducing your loan balance, helping you build equity faster. Higher rates slow this process, as more of your payment is absorbed by interest costs.</p><p>Over time, this difference can affect your ability to refinance, sell, or borrow against your home.</p><h2 id="the-impact-on-refinancing-opportunities">The Impact On Refinancing Opportunities</h2><p>Interest rate changes can create opportunities to refinance. If rates drop significantly below your current rate, refinancing may lower your monthly payment or reduce your total interest cost. However, refinancing also involves closing costs, so it is important to evaluate whether the savings justify the expense. Monitoring rate trends can help you identify when refinancing may make sense.</p><h2 id="managing-rate-risk-over-time">Managing Rate Risk Over Time</h2><p>While you cannot control market interest rates, you can manage how they affect your loan. Choosing the right loan type, term, and timing can help you align your mortgage with your financial goals.</p><p>Some borrowers prioritize stability and choose fixed rates, while others accept variability in exchange for potentially lower initial costs. The right choice depends on your risk tolerance and long-term plans.</p><h2 id="making-rates-work-in-your-favor">Making Rates Work In Your Favor</h2><p>Interest rates are one of the most powerful factors in determining the cost of homeownership. By understanding how they affect monthly payments, total interest, and equity growth, you can make more strategic decisions. Mortgage loans are long-term commitments, and even small rate differences can have lasting financial consequences. Taking the time to evaluate your options and understand rate impacts can help ensure your loan supports your financial goals over time.</p>]]></content:encoded></item><item><title><![CDATA[How to Make an Extra $1000 a Month in 2026 (Real Math, 10 Methods)]]></title><description><![CDATA[How to make an extra $1,000 a month in 2026; from cash in 48 hours to a repeatable monthly income. 10 methods, the real math, and what to skip.]]></description><link>https://thinksaveretire.com/how-to-make-an-extra-1000-a-month</link><guid isPermaLink="false">Ghost__Post__69fa314a8478e50001eb0a49</guid><category><![CDATA[make money]]></category><dc:creator><![CDATA[Vanessa Zimin]]></dc:creator><pubDate>Tue, 05 May 2026 18:46:29 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/How-to-Make-an-Extra--1000-a-Month.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/05/How-to-Make-an-Extra--1000-a-Month.jpeg" alt="How to Make an Extra $1000 a Month in 2026 (Real Math, 10 Methods)"/><p><em><strong>Disclaimer:</strong> This article may contain affiliate links. If you sign up through these links, we may earn a commission at no additional cost to you. The information provided in this article is for informational purposes only and should not be considered financial advice. Our opinions are based on independent research and testing.</em></p><p>To make an extra $1,000 a month, you need to earn about $33 per day, $231 per week, or roughly 30 hours of work each month at $33/hour, 50 hours at $20/hour, or 67 hours at $15/hour.</p><p>The fastest route is selling things you already own (cash in 48 hours, no skill ramp). The most reliable route is a recurring service like tutoring, freelance writing, pet sitting, or bookkeeping ($25–$65/hr). The most scalable route is renting an asset you already own or freelancing a skill from your day job.</p><p>This guide skips the 26-item listicles. It gives you the actual math, current 2026 rate data from real platforms, and the realistic timeline to clear $1,000, not the 2019 numbers most articles still recycle.</p><h2 id="the-real-math-what-1-000-a-month-actually-requires">The Real Math: What $1,000 a Month Actually Requires</h2><p>Most articles tell you "do this side hustle" without showing the arithmetic. Here it is.</p><!--kg-card-begin: html--><style>
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    <tr>
      <th>Your Hourly Rate</th>
      <th>Hours/Week</th>
      <th>Hours/Month</th>
      <th>What That Realistically Looks Like</th>
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      <td data-label="Your Hourly Rate">$12</td>
      <td data-label="Hours/Week">21</td>
      <td data-label="Hours/Month">84</td>
      <td data-label="What That Realistically Looks Like">Hourly retail or basic gig work</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$15</td>
      <td data-label="Hours/Week">17</td>
      <td data-label="Hours/Month">67</td>
      <td data-label="What That Realistically Looks Like">Food delivery after expenses, TaskRabbit</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$20</td>
      <td data-label="Hours/Week">12.5</td>
      <td data-label="Hours/Month">50</td>
      <td data-label="What That Realistically Looks Like">Pet sitting, rideshare in mid-sized markets</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$25</td>
      <td data-label="Hours/Week">10</td>
      <td data-label="Hours/Month">40</td>
      <td data-label="What That Realistically Looks Like">Entry freelance writing, dog walking</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$35</td>
      <td data-label="Hours/Week">7</td>
      <td data-label="Hours/Month">29</td>
      <td data-label="What That Realistically Looks Like">Tutoring, intermediate freelancing, bookkeeping</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$50</td>
      <td data-label="Hours/Week">5</td>
      <td data-label="Hours/Month">20</td>
      <td data-label="What That Realistically Looks Like">Specialized freelancing, copywriting, design</td>
    </tr>
    <tr>
      <td data-label="Your Hourly Rate">$75</td>
      <td data-label="Hours/Week">3.3</td>
      <td data-label="Hours/Month">13</td>
      <td data-label="What That Realistically Looks Like">Senior freelancing, consulting, technical writing</td>
    </tr>
  </tbody>
</table><!--kg-card-end: html--><p>The takeaway hiding in plain sight: rate matters more than hours. Doubling your hourly rate is mathematically identical to doubling your free time, and far more achievable for most people, because the rate is mostly about positioning and skill choice, not effort.</p><p>If you want to hit $1,000 a month without burning out, the goal is to push your effective hourly rate up, not to add more hours.</p><h2 id="how-fast-can-you-realistically-hit-1-000">How Fast Can You Realistically Hit $1,000?</h2><!--kg-card-begin: html--><style>
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<table class="tsr-timeline-table">
  <thead>
    <tr>
      <th>Timeline</th>
      <th>What's Realistic</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td data-label="Timeline">Today (24 hours)</td>
      <td data-label="What's Realistic">$50–$300 selling items you own on Facebook Marketplace, OfferUp, or eBay</td>
    </tr>
    <tr>
      <td data-label="Timeline">This week</td>
      <td data-label="What's Realistic">$200–$600 from rideshare, delivery, or quick gig work (TaskRabbit, Instawork)</td>
    </tr>
    <tr>
      <td data-label="Timeline">30 days</td>
      <td data-label="What's Realistic">$1,000+ if you commit 10–15 hrs/week to a single skilled service</td>
    </tr>
    <tr>
      <td data-label="Timeline">60–90 days</td>
      <td data-label="What's Realistic">A repeatable $1,000/month from freelance, tutoring, or pet-sitting clients</td>
    </tr>
    <tr>
      <td data-label="Timeline">6+ months</td>
      <td data-label="What's Realistic">$1,000+/month from a digital product, content channel, or small business</td>
    </tr>
  </tbody>
</table><!--kg-card-end: html--><p>Anyone telling you a brand-new blog or <strong><a href="https://thinksaveretire.com/youtube-get-started/">YouTube channel</a> </strong>will hit $1,000 a month in 30 days is selling you a course. Skill-based services beat content-based businesses for speed every single time. Content businesses scale better long-term, but the first $1,000 is much faster from a service.</p><!--kg-card-begin: html--><style>
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<!--kg-card-end: html--><h2 id="the-10-methods-most-likely-to-actually-work-in-2026">The 10 Methods Most Likely to Actually Work in 2026</h2><p>I cut this from the typical 25–50-item list because the data is clear: a small number of paths produce most of the $1,000-a-month outcomes. Ranked by speed-to-first-dollar.</p><h3 id="1-sell-stuff-you-already-own-speed-24-72-hours">1. Sell Stuff You Already Own — Speed: 24–72 hours</h3><p><strong>Realistic yield:</strong> $200–$1,500 from one weekend of decluttering.</p><p>Where to sell:</p><ul><li><a href="https://www.facebook.com/marketplace/"><strong>Facebook Marketplace</strong></a>: best for furniture, bikes, large items (no shipping)</li><li><a href="https://www.ebay.com/"><strong>eBay</strong></a>: best for collectibles, electronics, niche items</li><li><a href="https://poshmark.com/"><strong>Poshmark</strong></a><strong> / </strong><a href="https://www.mercari.com/"><strong>Mercari</strong></a>: clothing and accessories</li><li><a href="https://offerup.com/"><strong>OfferUp</strong></a>: local pickup for medium-sized items</li><li><a href="https://www.backmarket.com/en-us"><strong>BackMarket</strong></a>: phones, tablets, video games (no haggling)</li></ul><p>Look for: anything bought in the last 5–7 years that's now sitting unused. Old phones, kitchen appliances, name-brand <a href="https://thinksaveretire.com/15-best-places-to-sell-clothes-for-cash/"><strong>clothing</strong></a>, kids' gear, bikes, tools, gaming consoles, designer bags, vintage anything.</p><p>This is the only method on the list that can produce $1,000 in a single weekend if your storage situation is dense enough. There's no skill curve. The cash is liquid. Start here while you build a longer-term play.</p><h3 id="2-tutoring-speed-1-2-weeks-pay-25-65-hr">2. Tutoring — Speed: 1–2 weeks; Pay: $25–$65/hr</h3><p>The Bureau of Labor Statistics puts the average tutoring wage just under $24/hour, while <a href="https://blog.wyzant.com/how-much-does-tutoring-cost/"><strong>Wyzant's own data</strong></a> shows most tutors charging between $35 and $65/hour. Test prep specialists (SAT, ACT, AP Calc, MCAT) routinely clear $80–$120/hour.</p><p><strong>The math:</strong> At $40/hour, you only need 25 hours a month, about six hours a week, to net $1,000.</p><p><strong>Where to start:</strong></p><ul><li><a href="https://www.wyzant.com/"><strong>Wyzant</strong></a>: open marketplace, you set rates, 25% platform commission</li><li><a href="https://outschool.com/"><strong>Outschool</strong></a>: group classes, often more efficient per hour</li><li><a href="https://www.varsitytutors.com/"><strong>Varsity Tutors</strong></a>: agency model, lower per-hour cut for tutors, but consistent volume</li><li><strong>Direct outreach</strong>: <a href="https://nextdoor.com/"><strong>Nextdoor</strong></a>, local school parent Facebook groups, your own network</li><li><a href="https://wiingy.com/" rel="noopener"><strong>Wiingy</strong></a>: tutoring platform, teach music, languages &amp; STEM, flexible schedules, tutors are compensated even if student is a no-show.</li></ul><p><strong>What pays best:</strong> math (algebra through calculus), SAT/ACT, AP courses, ESL, and increasingly Spanish and intro computer science. Repeat clients lock in monthly income; once a parent finds a tutor that works for their kid, they stick.</p><h3 id="3-freelance-writing-speed-2-4-weeks-pay-25-100-hr">3. Freelance Writing — Speed: 2–4 weeks; Pay: $25–$100+/hr</h3><p>The <a href="https://peakfreelance.com/blog/freelance-writing-rates/"><strong>2025 Peak Freelance survey</strong></a> of 213 working writers found the most common rate for a 1,500-word blog post is $250–$399. Even at the floor rate of $0.10/word, ten 1,500-word articles a month gets you $1,500.</p><p><strong>What pays well in 2026:</strong> B2B SaaS, fintech, healthcare, legal, and technical content. Generic lifestyle content has been compressed by AI; specialized niches haven't.</p><p><strong>Where to find clients:</strong> Direct outreach to marketing agencies and SaaS companies will outperform <a href="https://thinksaveretire.com/upwork-review/"><strong>Upwork</strong></a> for almost everyone. Agencies have ongoing content needs and pay closer to market rates because their clients pay them well. The "Upwork race to the bottom" is real; skip it if you can.</p><p><strong>Realistic timeline:</strong> 30–60 days to build a portfolio (3–5 strong samples) and land your first one or two paying clients. After that, scaling to $1,000/month is fast;  most <a href="https://thinksaveretire.com/make-money-writing-articles-a-complete-guide-for-beginners/"><strong>freelance writers</strong></a> hit it from one or two retainers.</p><h3 id="4-pet-sitting-and-dog-walking-speed-2-4-weeks-pay-20-30-hr-equivalent">4. Pet Sitting and Dog Walking — Speed: 2–4 weeks; Pay: ~$20–$30/hr equivalent</h3><p><a href="https://gridwise.io/blog/how-much-do-rover-workers-make-in-2025"><strong>Rover dog walkers earn about $17.25/hour</strong></a> equivalent (per-walk rates). Overnight boarding runs $35–$75/night. ZipRecruiter's data on Rover sitters pegs the average annual income at $45,364, about $21.81/hour.</p><p><strong>The math that gets you to $1,000:</strong> 14 overnight stays at $50/night = $700. Add eight 30-minute walks at $20 each = $160. Add three daycare days at $40 = $120. Total: $980. Add one more boarding night and you're over.</p><p><strong>Caveat most articles skip:</strong> <a href="https://support.rover.com/hc/en-us/articles/205385304-What-are-the-service-fees"><strong>Rover takes 20% of your earnings</strong></a>. Build clients on the platform, then keep them off-platform when allowed by the terms (some clients are willing to book directly with you for a discount). Repeat clients are everything in this category.</p><h3 id="5-rideshare-and-food-delivery-speed-1-week-pay-11-20-hr-real-after-expenses-">5. Rideshare and Food Delivery — Speed: 1 week; Pay: $11–$20/hr (real, after expenses)</h3><p>Here's where most articles lie to you. According to <a href="https://gridwise.io/blog/how-much-do-doordash-drivers-make"><strong>Gridwise data tracking 115,771 DoorDash drivers in 2025</strong></a>, the median trip pay is $11.26/hour, not the $20–$25 the <a href="https://thinksaveretire.com/10-best-delivery-apps-to-make-money/"><strong>delivery platforms</strong></a> advertise. Uber drivers fare better at a $21.18 median, with shorter wear-and-tear per dollar earned because of higher per-trip values.</p><p>After gas, maintenance, depreciation, and <a href="https://www.irs.gov/businesses/small-businesses-self-employed/self-employment-tax-social-security-and-medicare-taxes"><strong>self-employment tax (15.3%)</strong></a>, most <a href="https://thinksaveretire.com/how-much-can-you-make-as-a-delivery-driver/"><strong>delivery drivers net</strong></a> between $9 and $15/hour. Hitting $1,000/month after expenses takes 70–100 hours of driving.</p><p><strong>Verdict:</strong> Useful for fast cash if you already own a car you weren't planning to depreciate further. The hourly rate is much lower than skilled alternatives. Multi-apping (DoorDash + Uber Eats + Instacart simultaneously) typically lifts hourly take by 30–50%.</p><h3 id="6-bookkeeping-for-small-businesses-speed-30-60-days-pay-25-50-hr">6. Bookkeeping for Small Businesses — Speed: 30–60 days; Pay: $25–$50/hr</h3><p>You don't need a CPA or an accounting degree. You need QuickBooks (or Xero) competency, attention to detail, and a working grasp of basic accounting principles.</p><p><strong>The math:</strong> a typical small business pays $300–$600/month for monthly bookkeeping (4–8 hours of work). Three small clients = $1,000+/month on roughly 12–20 hours of work each month. Retention is high; once a small-business owner trusts you with their books, they don't switch.</p><p><strong>How to start:</strong> The <a href="https://quickbooks.intuit.com/accountants/proadvisor/"><strong>QuickBooks ProAdvisor certification</strong></a> is free. Post on Nextdoor and local business Facebook groups. Target solo contractors first, real estate agents, e-commerce sellers, tradespeople, consultants; they have just enough volume to need help and almost never have an accountant on retainer.</p><h3 id="7-selling-on-etsy-shopify-or-amazon-speed-60-90-days-pay-variable">7. Selling on Etsy, Shopify, or Amazon — Speed: 60–90 days; Pay: variable</h3><p>The most romanticized and the most overestimated path on this list. The honest math: most <a href="https://thinksaveretire.com/how-to-sell-on-etsy/"><strong>Etsy</strong></a> sellers make under $200/month. The ones who clear $1,000+ run it like a business; they ship daily, iterate listings on real data, and typically have 100+ active listings.</p><p><strong>What's actually working in 2026:</strong></p><ul><li>Digital products (printables, planners, Notion templates, Figma kits)</li><li>Print-on-demand for niche audiences (specific hobbies, professions, fandoms)</li><li>Handmade goods with strong photography and a specific style</li><li>Resale through <a href="https://thinksaveretire.com/how-to-become-an-amazon-affiliate/"><strong>Amazon</strong></a> FBA, but the days of easy retail arbitrage are gone</li></ul><p><strong>Realistic timeline:</strong> 60–90 days of consistent effort to hit $1,000/month. The strong long-term scalability is real, but the first six months are mostly learning.</p><h3 id="8-virtual-assistance-speed-30-days-pay-20-40-hr">8. Virtual Assistance — Speed: 30 days; Pay: $20–$40/hr</h3><p>Real demand from solo entrepreneurs, small agencies, and content creators. Tasks: inbox management, scheduling, light bookkeeping, social media coordination, basic admin, and podcast production support.</p><p><strong>Going rates:</strong> $20–$40/hr for general VA work. $40–$75/hr for specialized VA, such as paid ads management, podcast production, executive assistant, technical VA, and AI-tool implementation.</p><p><strong>The math:</strong> one client at 10 hours/week × $25/hr = $1,000/month from a single retainer. Two part-time clients usually beat one full-time arrangement for stability; losing one client doesn't take you to zero.</p><p><strong>Where clients are:</strong> LinkedIn outreach to creators and agency owners works disproportionately well here. Boldly, BELAY, and Time Etc. are agencies that hire VAs but pay less than direct clients.</p><h3 id="9-renting-out-an-asset-you-already-own-speed-1-2-weeks-pay-semi-passive">9. Renting Out an Asset You Already Own — Speed: 1–2 weeks; Pay: semi-passive</h3><p>The most underrated category on this list. If you already own:</p><ul><li><strong>A car you don't always need</strong> → list on Turo. Hosts average $700–$1,200/month per vehicle.</li><li><strong>A spare room or unused ADU</strong> → Airbnb in a tourist or business-travel area can clear $800–$2,000/month</li><li><strong>Parking space, RV, boat, camera gear, power tools</strong> → Neighbor (storage), ShareGrid (cameras), Spinlister (bikes), Outdoorsy (RVs)</li></ul><p>This works because the asset already exists and is depreciating whether you use it or not. The marginal cost of renting it out is mostly cleaning, insurance riders, and platform fees.</p><h3 id="10-sell-a-skill-you-already-use-at-your-day-job-speed-30-days-pay-50-200-hr">10. Sell a Skill You Already Use at Your Day Job — Speed: 30 days; Pay: $50–$200/hr</h3><p>The highest-leverage path on the list, and the one most people miss.</p><p>If you do something at your 9–5 that other businesses pay for: Excel modeling, PowerPoint design, social media management, recruiting, basic legal research, HR documentation, video editing, technical writing, paid ads, copywriting, or recruiting, you can sell that exact skill freelance at 2–4x what gig work pays.</p><p><strong>Why it pays so much better:</strong> you already have demonstrable expertise. You don't need to learn anything. Clients pay premium rates because you're solving a specific business problem they understand the cost of.</p><p><strong>The math:</strong> a marketing manager who builds a landing page once a month at work can charge $500–$1,500 per page on the side. Two landing pages a month = $1,000+. A recruiter who places one part-time hire as a freelancer = $500–$5,000 in one transaction.</p><p><strong>How to start:</strong> post one example of your work on LinkedIn with a short story about the problem you solved. Wait. Most replies come from contacts you already have. The first paying client almost always comes from your second-degree network, not a cold lead.</p><h2 id="comparison-which-method-fits-you">Comparison: Which Method Fits You?</h2><!--kg-card-begin: html--><table style="width:100%; border-collapse:collapse; margin:20px 0; font-family:inherit;">
  <thead>
    <tr style="background:#0E7C66; color:#fff;">
      <th style="padding:12px; text-align:left;">Method</th>
      <th style="padding:12px; text-align:left;">Speed to $1k</th>
      <th style="padding:12px; text-align:left;">Hours Required</th>
      <th style="padding:12px; text-align:left;">Skill Needed</th>
      <th style="padding:12px; text-align:left;">Long-Term Scale</th>
    </tr>
  </thead>
  <tbody>
    <tr style="border-bottom:1px solid #e0e0e0;">
      <td style="padding:12px;">Sell your stuff</td>
      <td style="padding:12px;">1–3 days</td>
      <td style="padding:12px;">5–15 (one-time)</td>
      <td style="padding:12px;">None</td>
      <td style="padding:12px;">One-time only</td>
    </tr>
    <tr style="background:#f7f7f7;">
      <td style="padding:12px;">Tutoring</td>
      <td style="padding:12px;">1–2 weeks</td>
      <td style="padding:12px;">25–35/mo</td>
      <td style="padding:12px;">Subject expertise</td>
      <td style="padding:12px;">Solid</td>
    </tr>
    <tr style="border-bottom:1px solid #e0e0e0;">
      <td style="padding:12px;">Freelance writing</td>
      <td style="padding:12px;">2–4 weeks</td>
      <td style="padding:12px;">20–40/mo</td>
      <td style="padding:12px;">Writing</td>
      <td style="padding:12px;">High</td>
    </tr>
    <tr style="background:#f7f7f7;">
      <td style="padding:12px;">Pet sitting</td>
      <td style="padding:12px;">2–4 weeks</td>
      <td style="padding:12px;">25–40/mo</td>
      <td style="padding:12px;">Reliability</td>
      <td style="padding:12px;">Moderate</td>
    </tr>
    <tr style="border-bottom:1px solid #e0e0e0;">
      <td style="padding:12px;">Rideshare / delivery</td>
      <td style="padding:12px;">1 week</td>
      <td style="padding:12px;">70–100/mo</td>
      <td style="padding:12px;">Driver’s license</td>
      <td style="padding:12px;">Low</td>
    </tr>
    <tr style="background:#f7f7f7;">
      <td style="padding:12px;">Bookkeeping</td>
      <td style="padding:12px;">30–60 days</td>
      <td style="padding:12px;">12–20/mo</td>
      <td style="padding:12px;">QuickBooks</td>
      <td style="padding:12px;">High</td>
    </tr>
    <tr style="border-bottom:1px solid #e0e0e0;">
      <td style="padding:12px;">Etsy / Amazon</td>
      <td style="padding:12px;">60–90 days</td>
      <td style="padding:12px;">Variable</td>
      <td style="padding:12px;">Product / marketing</td>
      <td style="padding:12px;">Very high</td>
    </tr>
    <tr style="background:#f7f7f7;">
      <td style="padding:12px;">Virtual assistance</td>
      <td style="padding:12px;">30 days</td>
      <td style="padding:12px;">30–40/mo</td>
      <td style="padding:12px;">Organization</td>
      <td style="padding:12px;">Moderate</td>
    </tr>
    <tr style="border-bottom:1px solid #e0e0e0;">
      <td style="padding:12px;">Asset rental</td>
      <td style="padding:12px;">1–2 weeks</td>
      <td style="padding:12px;">2–5/mo</td>
      <td style="padding:12px;">None</td>
      <td style="padding:12px;">Steady</td>
    </tr>
    <tr style="background:#f7f7f7;">
      <td style="padding:12px;">Day-job skill freelancing</td>
      <td style="padding:12px;">30 days</td>
      <td style="padding:12px;">8–20/mo</td>
      <td style="padding:12px;">Existing expertise</td>
      <td style="padding:12px;">Very high</td>
    </tr>
  </tbody>
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<!--kg-card-end: html--><h2 id="side-hustles-to-avoid-or-be-honest-about-">Side Hustles to Avoid (Or Be Honest About)</h2><p>Most articles refuse to include this section because their listicles depend on padding. Here's the honest pile.</p><ul><li><strong>Online surveys</strong> (Survey Junkie, <a href="https://swagbucks.7eer.net/jWX7j6"><strong>Swagbucks</strong></a>) typically pay $1–$3/hour effective. To clear $1,000/month, you'd need to <a href="https://thinksaveretire.com/10-best-paid-survey-apps-and-which-to-avoid/"><strong>take surveys</strong></a> eight hours a day, every day. Not feasible in this case scenario.</li><li><strong>Mystery shopping</strong>: legit programs pay $5–$15 per shop. Genuine programs are rare; scams are common.</li><li><strong>"Get paid to scroll" or watch ads apps</strong>: most pay $0.10–$0.50/hour. Not worth the phone storage.</li><li><strong>MLM / network marketing</strong>: <a href="https://www.prnewswire.com/news-releases/new-survey-reveals-73-percent-of-people-who-participate-in-network-marketing-opportunities-lose-money-or-make-no-money-300727716.html"><strong>AARP Foundation research</strong></a> found that 47% of MLM participants lose money, and another 27% break even. The math is brutal for everyone except the people at the very top.</li><li><a href="https://thinksaveretire.com/how-to-start-a-dropshipping-business/"><strong>Dropshipping</strong></a><strong> with no audience</strong>: most "$10K/month dropshipping" content is selling you the course, not the business model.</li><li><strong>Day trading or crypto trading as income</strong>: <a href="https://faculty.haas.berkeley.edu/odean/papers/Day%20Traders/Day%20Trading%20and%20Learning%20110217.pdf"><strong>academic research from Barber, Lee, Liu, and Odean</strong></a> found that 80% of day traders quit within two years, and less than 1% consistently outperform after fees. The <a href="https://www.sec.gov/about/reports-publications/investorpubsdaytipshtm"><strong>SEC's own guidance</strong></a><strong> </strong>warns that "day traders typically suffer severe financial losses in their first months of trading." That's not income; it's gambling.</li><li><strong>AI content arbitrage farms</strong>: the half-life of these models is now measured in weeks. Whatever you read on Twitter last month already doesn't work.</li></ul><h2 id="how-to-actually-stick-with-it-past-month-one">How to Actually Stick With It Past Month One</h2><p>Most people who try a side hustle quit within 30 days. The patterns of those who don't:</p><ol><li><strong>Pick one method and commit to 60 days before evaluating.</strong> Method-hopping is the single biggest killer of <strong><a href="https://thinksaveretire.com/best-side-hustles/">side-hustle income</a></strong>. Most things look like they're failing on day 14.</li><li><strong>Block specific weekly time on the calendar.</strong> "I'll do it when I have time" is a guarantee you won't.</li><li><strong>Track your hours and your income.</strong> A simple Google Sheet works. You need to know your real hourly rate, not your fantasy one.</li><li><strong>Reinvest the first $500.</strong> Better tools, ads, or training on a real skill almost always beats spending it on takeout. </li><li><strong>Raise rates every 90 days.</strong> Almost everyone undercharges. The market will tell you when you've gone too far, usually by saying nothing at all to your first one or two pitches.</li></ol><h2 id="the-bottom-line">The Bottom Line</h2><p>Making an extra $1,000 a month is a math problem with a few good solutions, not a lottery.</p><ul><li>If you have stuff to sell, do that this weekend for fast cash.</li><li>If you have a skill from your day job, freelance it for the highest possible hourly rate.</li><li>If you have free evenings and like animals, pet sit.</li><li>If you have a car and live somewhere with restaurant density, delivery is a viable bridge.</li><li>If you own an asset that sits idle, rent it.</li></ul><p>The methods on this page are backed by current 2026 platform rate data. The 26-item listicles you'll find elsewhere mostly haven't been updated since 2019, and they confidently quote rates that no longer exist.</p><p><strong>Pick one. Commit 60 days. Then come back and pick a second.</strong></p><h2 id="frequently-asked-questions">Frequently Asked Questions</h2><h3 id="what-s-the-easiest-way-to-make-1-000-fast">What's the easiest way to make $1,000 fast?</h3><p>Selling unused items you already own. Most households have $500–$2,000 worth of stuff sitting in closets, garages, and attics. Facebook Marketplace turns it into cash within 48 hours, with no skill curve and no platform fees.</p><h3 id="can-you-really-make-1-000-a-month-in-passive-income">Can you really make $1,000 a month in passive income?</h3><p>Eventually, yes, but rarely fast. Renting an existing asset (a spare room on Airbnb, a car on Turo) is the fastest semi-passive path. True passive income from a content channel, dividend portfolio, or digital product typically takes 6–24 months of work to build to $1,000/month.</p><h3 id="how-much-do-you-need-to-gross-to-take-home-1-000-a-month-after-taxes">How much do you need to gross to take home $1,000 a month after taxes?</h3><p>For self-employment income (1099), expect to set aside roughly 25–30% for federal income tax plus self-employment tax. To net $1,000, plan to gross $1,300–$1,400. W-2 hourly work has less tax overhead because the employer covers half of FICA.</p><h3 id="what-s-the-best-side-hustle-for-a-full-time-worker">What's the best side hustle for a full-time worker?</h3><p>Methods that don't require fixed daytime hours and pay above your day-job hourly rate: tutoring (evenings), freelance writing (weekends), bookkeeping (asynchronous), pet sitting (evenings/weekends), or freelancing the same skill you use at your 9–5.</p><h3 id="do-i-need-to-register-a-business-or-get-an-llc">Do I need to register a business or get an LLC?</h3><p>For under $1,000/month in income, you can usually operate as a sole proprietor and report on Schedule C of your tax return. Once you cross $5,000–$10,000/month consistently, or once you're working with clients where liability matters, an LLC and a separate business bank account become worth setting up. This is general information, not legal or tax advice.</p><h3 id="how-long-does-it-take-most-people-to-actually-hit-1-000-a-month">How long does it take most people to actually hit $1,000 a month?</h3><p>Skill-based services (tutoring, writing, bookkeeping, day-job freelancing): 30–60 days. Gig work (delivery, rideshare): 1–2 weeks but at a lower effective rate. Asset rental: 2–4 weeks. Content businesses or storefronts (Etsy, Shopify): 3–6 months on average.</p><h3 id="is-making-an-extra-1-000-a-month-realistic-on-top-of-a-40-hour-job">Is making an extra $1,000 a month realistic on top of a 40-hour job?</h3><p>Yes, if you pick a high-rate method. Twenty-five hours a month of tutoring at $40/hour clears $1,000. That's about six hours a week. The bottleneck for most people isn't time; it's selecting a method whose rate matches their available hours.</p><hr><p><em>Last updated: 05/05/2026. Rate and earnings data are current as of Q1 2026. Sources include the U.S. Bureau of Labor Statistics, Gridwise driver earnings reports, the Peak Freelance 2025 rate survey, the Editorial Freelancers Association 2026 Rate Chart, ZipRecruiter, Indeed, Rover, Wyzant, and primary platform documentation. This article is for informational purposes only and does not constitute financial, tax, or legal advice.</em></p><!--kg-card-begin: html--><div class="tsr-rec-wrap" style="max-width:760px;margin:32px auto;padding:0 12px;font-family:Inter,Arial,sans-serif;">
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</script><!--kg-card-end: html--></hr>]]></content:encoded></item><item><title><![CDATA[Financial Milestones That Matter More Than You Think]]></title><description><![CDATA[Discover key financial milestones beyond net worth—learn what truly impacts your financial freedom, savings, and long-term wealth.]]></description><link>https://thinksaveretire.com/financial-milestones-that-matter-more-than-you-think</link><guid isPermaLink="false">Ghost__Post__69ef8d638478e50001eb0a08</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Mon, 27 Apr 2026 16:27:42 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/Financial-Milestones-That-Matter.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/Financial-Milestones-That-Matter.jpeg" alt="Financial Milestones That Matter More Than You Think"/><p><em><strong>Disclaimer:</strong> This content is for informational purposes only and should not be considered financial advice. Individual financial situations vary, and you should consult a qualified professional before making financial decisions.</em></p><p>Most people measure financial progress with a handful of round numbers, whether it’s the first $100,000 saved, a paid-off mortgage, or a seven-figure net worth. These targets fill retirement calculators and headline every personal finance article worth its traffic.</p><p>The problem is that round numbers are blunt instruments. They tell you where you are on a spreadsheet, but not where you actually stand in your financial life. Two people with identical net worths can live radically different realities. One is free to walk away from a bad job tomorrow, while the other sits six weeks from panic.</p><p>The milestones that actually reshape your options, your tax situation, and your relationship with money are quieter. Some are behavioral, some are structural, and most slip past without celebration because they don't photograph well. Below are seven of them, along with why each deserves more attention than the numbers you're probably tracking.</p><h2 id="1-the-first-month-you-saved-money-without-trying">1. The First Month You Saved Money Without Trying</h2><p>The first month you underspent your income effortlessly matters far more than the first month you did it on purpose. Deliberate frugality is a project. You track categories, cut subscriptions, and feel the friction every time you swipe a card. It works, but it burns energy you can't sustain forever. The real milestone arrives when your lifestyle has quietly settled below your income, with no budget gymnastics required.</p><p>This shift matters, as <a href="https://thinksaveretire.com/compounding-better-gravity/">compounding rewards consistency</a> over intensity. A 30% savings rate you maintain for a decade will outperform a 50% rate you abandon after eighteen months. The marker worth tracking is three consecutive months of saving above 20% without active effort.</p><p>If you can't remember the last time that happened, the issue usually isn't your investment strategy. It's that your income has risen and your lifestyle has risen with it in lockstep.</p><h2 id="2-one-full-year-of-expenses-in-liquid-savings">2. One Full Year of Expenses in Liquid Savings</h2><p>Standard advice caps the emergency fund at three to six months of expenses. That advice is incomplete. Six months of expenses functions as a safety net, and 12 months functions as leverage. The difference isn't the interest you earn, but it's the decisions you can afford to make. With a full year of runway, you can:</p><ul><li>Walk away from a job that's damaging your health without lining up the next one first</li><li>Turn down consulting work that doesn't fit, instead of accepting any client who pays</li><li>Sit through a market downturn without selling investments to cover living costs</li><li>Negotiate harder at review time because you're not quietly desperate</li></ul><p>The cash itself earns very little, but the point is the cash lets you say no. Most career friction people endure comes from being a few weeks away from financial stress, and a 12-month cushion eliminates that pressure entirely.</p><h2 id="3-the-crossover-point-when-gains-exceed-contributions">3. The Crossover Point: When Gains Exceed Contributions</h2><p>Somewhere between $150,000 and $400,000 invested, depending on your savings rate and market conditions, your portfolio will earn more in a year than you add to it. This is the first concrete evidence that compounding works.</p><p>Before this point, your progress feels linear and slow, because every dollar of growth comes from a dollar you just deposited. After it, the curve bends, and your money starts doing more work than your labor does. Two things usually happen around this milestone:</p><ul><li>People lose motivation to keep saving aggressively because the growth feels automatic,</li><li>Lifestyle creep accelerates because market gains feel like permission to spend.</li></ul><p>Both instincts are wrong. The crossover point is the mechanism you've spent years building toward, not a reason to ease off.</p><h2 id="4-seven-figure-net-worth-excluding-your-primary-home">4. Seven-Figure Net Worth Excluding Your Primary Home</h2><p>Every personal finance blog celebrates the first million. The version that matters is the one that excludes your house. Your primary residence doesn't pay dividends, can't be partially liquidated to cover expenses, and costs money to hold every month.</p><p>Counting it toward a retirement target inflates the picture without improving the underlying math. The exclusion version is what signals real progress. At this threshold, several things change at once:</p><ul><li>Asset allocation starts mattering more than contribution rate</li><li>Tax decisions carry five-figure consequences instead of rounding-error ones</li><li>Certain investment categories open up that weren't previously accessible</li></ul><p>That last point is where the regulatory framework around private investments becomes relevant. The distinction between <a href="https://www.hiive.com/guides/determining-if-you-are-an-accredited-investor-or-qualified-purchaser">accredited investor vs qualified purchaser</a> determines which private market opportunities you can legally access, and the first of those thresholds sits close to this milestone. Understanding where you fall isn't urgent at lower net worth levels, but it becomes practical here.</p><p>One warning: hitting this number triggers a flood of advisor outreach. Most of it isn't worth your time. Crossing $1M excluding your home means your money now compounds faster than your labor does. It's a checkpoint, not a finish line.</p><h2 id="5-25-times-your-annual-expenses-invested">5. 25 Times Your Annual Expenses, Invested</h2><p>This is the <a href="https://www.investopedia.com/terms/f/financial-independence-retire-early-fire.asp">FIRE number</a> that actually matters, and the one most people get wrong by fixating on a dollar amount instead of a ratio. A $1M portfolio is meaningless if you spend $80,000 a year and unremarkable if you spend $60,000. The same portfolio represents financial independence if you spend $35,000. The dollar figure tells you nothing without the denominator underneath it.</p><p>The complication is that this milestone moves. Every time your spending drifts upward, your FI target moves further away, often faster than your portfolio grows toward it. A couple that spent $45,000 five years ago and now spends $70,000 has added roughly $625,000 to their required nest egg without noticing.</p><p>Recalculate this number annually based on what you actually spent in the past twelve months, not what you wish you'd spent. The gap between those two figures is where most early retirement plans quietly die.</p><h2 id="6-the-first-fixed-expense-covered-by-passive-income">6. The First Fixed Expense Covered by Passive Income</h2><p>Don't wait for full coverage of your expenses; celebrate the first bill covered. Any single recurring expense paid by passive income counts. This milestone transforms your mental model of money. A portfolio balance is abstract, just a number on a screen that goes up and down. A bill paid by investment income is concrete. Your money has stopped being a store of value and started functioning as infrastructure, something that actually runs parts of your life.</p><p>The psychological shift is disproportionate to the dollar amount involved. People who chase the full-coverage version and dismiss partial milestones miss where the perspective actually changes.</p><h2 id="7-the-day-you-stopped-checking-your-accounts-daily">7. The Day You Stopped Checking Your Accounts Daily</h2><p>The most important milestone on this list is the one no one posts about. It signals something no portfolio balance can demonstrate: that you trust the system you built, that your self-worth has decoupled from your net worth, and that a bad market day no longer contaminates an otherwise good day.</p><p>This milestone almost always arrives <em>after</em> you've survived a real downturn without panic selling. You can't shortcut your way there, and you can't claim it prematurely. However, it matters because the behavioral side of financial independence kills more plans than any spreadsheet error ever will.</p><p>Early retirements often fail because the retiree couldn't sit still through a 30% drawdown in year two. Tracking behavior alongside net worth is uncomfortable, which is why most people skip it. It's also where the real work happens.</p><h2 id="hitting-coast-fire">Hitting Coast FIRE</h2><p>Coast FIRE is the quiet milestone between starting and finishing. It's the point where your invested assets, left alone with no further contributions, will grow to support your retirement by a traditional retirement age. You're not financially independent yet. You still need to earn enough to cover your current expenses, but you no longer need to save.</p><p>A 35-year-old with $300,000 invested, assuming a 7% real return, will have roughly $2.3 million by age 65 without adding another dollar. If that number covers their future lifestyle at a 4% withdrawal rate, they've hit Coast FIRE. Every dollar they invest after that point is optional, not required. This milestone matters for three reasons most people underestimate:</p><ul><li>It decouples your income needs from your savings rate. You can downshift to a lower-paying job you enjoy, go part-time, or take a career risk you couldn't justify before.</li><li>It removes the pressure that drives burnout. The grind of maximizing every paycheck ends, because the compounding is already set.</li><li>It arrives years before full financial independence, which makes it the more realistic near-term target for most people in their thirties and forties.</li></ul><p>The catch is that Coast FIRE assumes two things that don't always hold: steady market returns over decades and stable future expenses. A major lifestyle inflation event, like a larger house or a second kid, can push the target out of reach again. A prolonged market downturn early in your coast years can do the same.</p><p>Recalculate annually because Coast FIRE isn't a milestone you hit once and forget. It's a status you maintain, and the moment you cross it is worth recognizing as a genuine shift in how your money works on your behalf.</p><h2 id="endnote">Endnote</h2><p>The dollar milestones get all the attention because they're easy to measure. The behavioral and structural ones do most of the actual work of turning a savings habit into a financial life. The milestone you've been avoiding is usually the one worth working on next.</p>]]></content:encoded></item><item><title><![CDATA[A Beginner’s Guide to Investment Diversification]]></title><description><![CDATA[Learn investment diversification basics, how to spread risk across assets, and simple strategies beginners can use to build a balanced portfolio.]]></description><link>https://thinksaveretire.com/beginners-guide-to-investment-diversification</link><guid isPermaLink="false">Ghost__Post__69ea89d08478e50001eb09cc</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Thu, 23 Apr 2026 21:56:08 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_426064192.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_426064192.jpeg" alt="A Beginner’s Guide to Investment Diversification"/><p><em><strong>Disclaimer: </strong>This content is for informational purposes only and does not constitute investment or financial advice. Always consult a qualified professional before making investment decisions.</em></p><p>Seasoned investors are masters of diversification, creating a safety net that balances out investment risks. From property investors to stock traders and crypto investors, diversification is a popular strategy that all types of investors implement.</p><h2 id="what-is-investment-diversification">What is Investment Diversification?</h2><p>In simple terms, <a href="https://www.investopedia.com/terms/d/diversification.asp">investment diversification</a> is where investors spread their investments across different types of asset types. This might mean investing in completely different asset markets, such as putting some money into property and some into bonds. </p><p>Alternatively, some investors split their assets within the same asset classes, such as investing in multiple different stocks. For example, investing in stocks across a range of sectors is a good example of diversification. </p><p>Diversification minimizes risk because if one asset is performing poorly, if other assets are steady or performing well, the risk is balanced out.</p><h2 id="diversifying-within-crypto-investments">Diversifying Within Crypto Investments</h2><p>Crypto investors often apply diversification strategies to manage risk, choosing a higher level of more stable coins and a lower number of higher risk coins such as new, emerging coins. A common strategy is to spread crypto investments in a 60% - 30% - 10% structure.</p><p>They invest 60% of their investment funds into stable coins such as Bitcoin or <a href="https://thinksaveretire.com/ethereum-forecast-will-the-top-altcoin-grow-to-new-highs/">Ethereum</a>, 30% on coins with medium risk and 10% on emerging projects. This means that if the high risk investments do not pay off or are slow to deliver returns, the stability of the other investments helps to minimize losses or maintain profits if they are performing well.</p><p>Investors also diversify risk by using different <a href="https://bitedge.com/crypto-exchanges/">crypto exchanges</a>, which helps to protect them from risks such as hacks or insolvency. If investors put all their funds into one exchange, and an issue occurs such as a hacking incident, the crypto they hold in other exchanges is not affected.</p><p>Another way that diversification works in investing is choosing a mixture of long-term and short-term investment types. For example, an investor might take a long-term investment approach with property, stocks or crypto, where they ride out any volatility and give it five or ten years to deliver returns.</p><p>At the same time, they invest in short-term bonds or trade in crypto which offers greater flexibility and has the potential for faster returns. Typically, an investor will use around 70% or more of funds for long-term investments, 230% in short-term and keep a cash buffer with the rest.</p><h2 id="importance-of-diversification">Importance of Diversification</h2><p>The importance of diversification increases the more volatile the market. All types of factors can affect investment markets, and even the property market, historically considered one of the lowest risk investment choices has not been immune. </p><p>Economic volatility, tax changes and regulatory updates have affected property investors but as a long-term investment, property is still considered to be a strong performing investment as long as the optimal strategy is used.</p><p>Usually, markets such as property, stocks, crypto and bonds move up and down at different times, so investing across different asset types can be a very effective risk management solution.</p>]]></content:encoded></item><item><title><![CDATA[The Overlooked Ways People Leave Money on the Table Every Year]]></title><description><![CDATA[Discover overlooked ways you’re leaving money on the table and simple strategies to optimize spending, savings, and recurring expenses.]]></description><link>https://thinksaveretire.com/overlooked-ways-people-leave-money-on-the-table</link><guid isPermaLink="false">Ghost__Post__69ea76c98478e50001eb09b9</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Thu, 23 Apr 2026 20:36:49 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_1251522021.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_1251522021.jpeg" alt="The Overlooked Ways People Leave Money on the Table Every Year"/><p><em><strong>Disclaimer:</strong> This content is for informational purposes only and does not constitute financial advice. Always consult a qualified professional before making financial decisions.</em></p><p>When people think about improving their finances, they usually focus on two things: earning more and cutting expenses.</p><p>Both matter. But there’s a third category that tends to get ignored and it quietly costs people more than they realize.</p><p>That category is inefficiency.</p><p>It’s not about spending too much or earning too little. It’s about the small, repeated opportunities that go unused. Individually, they seem insignificant. Over time, they add up to a meaningful drag on your <a href="https://www.sciencedirect.com/science/article/abs/pii/S0167487017303173">financial progress</a>.</p><p>If you’re aiming for long-term goals like financial independence or early retirement, these inefficiencies matter more than they appear on the surface.</p><h2 id="spending-isn-t-fixed-it-s-flexible"><strong>Spending Isn’t Fixed, It’s Flexible</strong></h2><p>Most people treat spending as a fixed outcome. You pay for something, and that’s the end of it.</p><p>But in reality, spending can be optimized.</p><p>There are often multiple ways to pay for the same purchase, and those choices can influence what you get back in return. While none of these strategies are transformative on their own, they become meaningful when applied consistently.</p><p>Even something as simple as using systems that generate <a href="https://www.sofi.com/sofi-plus/">reward points</a> on routine purchases can create incremental returns over time. It doesn’t require additional spending, just a different approach to how that spending is structured.</p><p>This is the core idea: not reducing spending, but improving its efficiency.</p><h2 id="idle-cash-has-a-cost"><strong>Idle Cash Has a Cost</strong></h2><p>Holding cash isn’t inherently a problem. But holding cash in the wrong place can be.</p><p>A large portion of people keep money sitting in accounts that produce little to no return. The issue isn’t just missed interest, it’s the cumulative opportunity cost over time.</p><p>In a high-inflation environment, idle cash effectively loses purchasing power. Even in more stable conditions, it represents capital that isn’t doing anything useful.</p><p>Optimizing where your cash sits doesn’t require constant management. It’s a one-time decision that continues to pay off over time. And yet, it’s one of the most commonly overlooked areas of personal finance.</p><h2 id="convenience-comes-at-a-price-often-unnoticed"><strong>Convenience Comes at a Price - Often Unnoticed</strong></h2><p>Convenience spending is one of the easiest ways for inefficiency to creep in.</p><p>Delivery fees, rushed purchases, subscriptions that go unused, none of these feel significant in isolation. But they’re rarely evaluated because they’re tied to time savings or comfort.</p><p>The issue isn’t convenience itself. In many cases, it’s worth paying for.</p><p>The problem is defaulting to convenience without awareness. When these decisions become automatic rather than intentional, they create a steady outflow that goes largely unexamined.</p><p>A more efficient approach isn’t to eliminate convenience, but to be selective about when it actually adds value.</p><h2 id="the-power-of-stacking-small-advantages"><strong>The Power of Stacking Small Advantages</strong></h2><p>Most people use one or two methods to optimize their finances. They might look for deals occasionally or use a preferred payment method.</p><p>What’s often missed is the cumulative effect of stacking small advantages.</p><p>A slight improvement in how you pay, combined with better timing and occasional discounts, can create a layered effect. Each component is small, but together they form a system that consistently extracts more value from the same level of spending.</p><p>This approach doesn’t require extreme effort or constant tracking. It’s about setting up a structure that naturally captures these benefits without ongoing attention.</p><h2 id="recurring-expenses-drift-over-time"><strong>Recurring Expenses Drift Over Time</strong></h2><p>Recurring expenses are easy to ignore because they don’t require active decisions.</p><p>Subscriptions, insurance premiums, memberships - they continue month after month with little visibility. Over time, prices increase, services change, and usage patterns shift.</p><p>Without periodic review, it’s common to end up paying for things that no longer provide equivalent value.</p><p>A simple audit once or twice a year is often enough to correct this. It’s not about eliminating everything, but about ensuring that each recurring expense still serves a purpose.</p><h2 id="missed-benefits-are-more-common-than-you-think"><strong>Missed Benefits Are More Common Than You Think</strong></h2><p>Another overlooked category is benefits that are available but never used.</p><p>These might come from employers, financial institutions, or other programs tied to your work or lifestyle. They often include reimbursements, discounts, or credits that require minimal effort to access.</p><p>The issue is awareness.</p><p>Many people don’t take the time to fully understand what’s available to them, which means they miss out on value that’s already within reach. In some cases, this is literally money left unclaimed.</p><h2 id="systems-matter-more-than-individual-decisions"><strong>Systems Matter More Than Individual Decisions</strong></h2><p>One of the biggest differences between efficient and inefficient financial habits is system design.</p><p>A weak system relies on constant decision-making. It requires attention, discipline, and time, all of which are limited resources.</p><p>A strong system, on the other hand, reduces the need for decisions altogether. It automates key actions, simplifies structure, and ensures consistency without ongoing effort.</p><p>This might include automatic investing, optimized account setups, or streamlined ways to manage spending.</p><p>Once these systems are in place, the benefits continue without requiring daily involvement.</p><h2 id="small-gains-are-easy-to-ignore-and-that-s-the-problem"><strong>Small Gains Are Easy to Ignore and That’s the Problem</strong></h2><p>There’s a tendency to dismiss small financial gains because they don’t feel impactful.</p><p>Saving a few dollars here or gaining a small percentage there doesn’t create immediate change. But when these gains occur repeatedly, they compound.</p><p>Over the course of a year, what felt insignificant at the moment can turn into hundreds of dollars. Over multiple years, the effect becomes even more pronounced.</p><p>The challenge is psychological. People are wired to prioritize large, visible changes over small, consistent ones, even when the latter are more reliable.</p><h2 id="efficiency-is-the-missing-lever"><strong>Efficiency Is the Missing Lever</strong></h2><p>Most financial advice focuses on increasing income or reducing expenses.</p><p>But efficiency sits in the middle.</p><p>It’s about making sure your existing income and spending are working as effectively as possible. It doesn’t require drastic changes or major sacrifices. Instead, it relies on small adjustments that improve how money flows through your system.</p><p>For those pursuing long-term financial goals, this is a critical lever. It’s not as visible as a raise or as immediate as cutting a major expense, but it’s often more sustainable.</p><h2 id="final-thoughts"><strong>Final Thoughts</strong></h2><p>The biggest financial improvements don’t always come from doing more.</p><p>Sometimes they come from doing the same things more efficiently.</p><p>Most people don’t have a spending problem - they have an optimization problem. And the difference between the two is where meaningful progress often begins.</p><p>By paying attention to these overlooked areas, you can capture value that would otherwise go unnoticed. Over time, those small gains add up, not through dramatic changes, but through consistency.</p>]]></content:encoded></item><item><title><![CDATA[Smart Ways Retirees Can Lower Home and Auto Insurance Costs]]></title><description><![CDATA[Lower home and auto insurance costs in retirement with simple tips like bundling, adjusting coverage, and reviewing policies.]]></description><link>https://thinksaveretire.com/smart-ways-retirees-can-lower-home-and-auto-insurance-costs</link><guid isPermaLink="false">Ghost__Post__69ea679f8478e50001eb09ad</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Thu, 23 Apr 2026 19:24:23 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_426978614.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/AdobeStock_426978614.jpeg" alt="Smart Ways Retirees Can Lower Home and Auto Insurance Costs"/><p>Retirement often means paying closer attention to recurring monthly costs. Home and auto insurance may be easy to leave on autopilot, but reviewing them can be one of the simpler ways to look for savings.</p><p>That matters because these premiums tend to sit quietly in the background. They renew, payments keep going out, and unless something changes dramatically, many people rarely stop to ask whether the coverage still fits the life they’re living now. But retirement often changes quite a bit. You may be driving less, spending more time at home, downsizing, or thinking differently about how much risk you’re comfortable paying out of pocket.</p><p>None of that means you should cut corners or assume cheaper is automatically better. It does mean there may be room to reduce costs in a thoughtful way without overlooking the role insurance still plays in your broader budget.</p><h2 id="why-insurance-costs-can-matter-more-in-retirement"><strong>Why insurance costs can matter more in retirement</strong></h2><p>When you’re working, it’s easier for recurring costs to blend into the background of a larger income stream. In retirement, many households become more intentional about every regular expense, especially the ones that can rise over time without much notice.</p><p>Insurance fits that category. Home and auto premiums may not be the biggest line item in your budget, but they’re steady enough that even modest reductions can matter over the course of a year. A smaller monthly payment or lower annual premium may not transform your finances on its own, but it can free up room for utilities, travel, home maintenance, or simply more breathing space in a fixed-income plan.</p><p>That’s why it helps to treat insurance the way you might treat internet service, subscriptions, or recurring banking fees. Not as something to slash blindly, but as something worth reviewing now and then.</p><h2 id="review-your-coverage-when-your-lifestyle-changes"><strong>Review your coverage when your lifestyle changes</strong></h2><p>One of the best times to look at insurance costs is after a lifestyle shift, and retirement is a significant one. A policy that made perfect sense when you were commuting daily, maintaining a larger household, or carrying different responsibilities may not fit in quite the same way now.</p><p>This is where a practical review helps. Look at what you have, what each policy is designed to cover, and whether the details still reflect how you actually live. For instance, retirees often drive fewer kilometres, which can make a difference in terms of the cost of your premiums. On the home insurance side of things, making changes to your property such as security upgrades or a renovated roof may also make you eligible for lower premiums.</p><p>If you find that your policy no longer matches your needs, it may be time to consider switching policies or even providers.<a href="https://www.aviva.ca/fr/"> Aviva Insurance</a>, for example, offers competitive home and auto insurance products that are designed for a variety of different lifestyles.</p><h2 id="look-closely-at-deductibles-and-bundling"><strong>Look closely at deductibles and bundling</strong></h2><p>Two of the most common cost levers are deductibles and bundling. Neither is new, but both are worth revisiting in retirement because your financial priorities may be different now than they were ten years ago.</p><p>A higher deductible can reduce the premium on a home or auto policy, but it only makes sense if the out-of-pocket amount would still feel manageable if you ever needed to make a claim. That’s the part people should think through carefully. Lower monthly costs can be appealing, but they need to line up with what you’d realistically be comfortable covering yourself. Discussions around<a href="https://www.kiplinger.com/personal-finance/how-to-cut-your-auto-and-home-insurance-bills-this-year"> higher deductibles and bundled policies</a> often come back to that same tradeoff.</p><p>Bundling can also be worth a second look. If your home and auto coverage are separate, asking whether combining them changes the overall price is a reasonable step. It won’t always be the right fit, but it’s a common enough savings angle that retirees shouldn’t ignore it.</p><h2 id="pay-attention-to-driving-habits-and-mileage"><strong>Pay attention to driving habits and mileage</strong></h2><p>Retirement often changes how much you drive, even if you still rely on your vehicle regularly. Without a daily commute, your annual mileage may fall, and that can sometimes affect pricing or available discounts.</p><p>This is one of those details that’s easy to miss because the car is still being used, so it feels as if nothing has changed. But fewer kilometres, different driving patterns, or more selective trip planning can all be worth mentioning when you review a policy.</p><p>Some retirees also ask whether a safe-driving course or similar program could affect eligibility for discounts. In some cases, it might. Broader conversations around<a href="https://www.aarp.org/money/personal-finance/save-on-auto-insurance/"> low-mileage discounts and mature-driver courses</a> show why these smaller factors can matter more than people expect over time.</p><h2 id="don-t-overlook-home-updates-that-may-affect-pricing"><strong>Don’t overlook home updates that may affect pricing</strong></h2><p>Home insurance costs are not only about the house itself. They can also reflect the condition of the property and the way risk is evaluated over time.</p><p>For retirees, this is worth remembering because home improvements often happen in stages after leaving full-time work. A new roof, upgraded plumbing, modern electrical work, better locks, or a monitored security system may not just improve comfort. In some situations, they may also affect how an insurer views the home.</p><p>That doesn’t mean every project lowers premiums, and it’s not a reason to renovate purely for insurance purposes. But if you’ve already made upgrades, it makes sense to ask whether they should be reflected in your file the next time you review costs.</p><h2 id="small-reviews-can-add-up-over-time"><strong>Small reviews can add up over time</strong></h2><p>Retirees often lower expenses most effectively not through one dramatic cut, but through a series of smaller, sensible reviews. Home and auto insurance fit well into that mindset. Check whether your current coverage still suits your life, ask about bundling and deductibles, think about whether your mileage has changed, and make sure recent home updates are not being overlooked.</p><p>That approach keeps the focus where it should be: not on chasing the absolute lowest premium at any cost, but on making sure an important recurring expense still makes sense for the retirement budget you’re trying to protect.</p><p><em><strong>Disclaimer: </strong>This content is for informational purposes only and is not professional advice. We are not responsible for actions taken based on this information. Always consult a qualified professional.</em></p>]]></content:encoded></item><item><title><![CDATA[Alternative Assets in a Modern Portfolio: What Retail Investors Often Miss About Risk]]></title><description><![CDATA[Learn the hidden risks of alternative investments like real estate, private equity, gold, and crypto—and how they impact diversification and long-term wealth.]]></description><link>https://thinksaveretire.com/what-retail-investors-often-miss-about-risk</link><guid isPermaLink="false">Ghost__Post__69e26ad78478e50001eb097e</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Fri, 17 Apr 2026 17:51:59 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/What-Retail-Investors-Often-Miss.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/What-Retail-Investors-Often-Miss.jpeg" alt="Alternative Assets in a Modern Portfolio: What Retail Investors Often Miss About Risk"/><p><em><strong>Disclaimer: </strong>This article is for informational and educational purposes only and does not constitute financial, investment, or tax advice. Investment decisions involve risk and may not be suitable for all individuals. Always consult a qualified financial advisor, tax professional, or investment professional before making financial decisions.</em></p><p>Building wealth for early retirement does not mean sticking solely to a boring mix of stocks and bonds. Plenty of people aiming for financial independence have moved away from the classic 60/40 portfolio. The main goal is usually to find something that does not crash just because the stock market has a bad day. Real estate, private equity, gold, and digital coins are all lumped into the alternative category. While these look great on paper, regular investors often miss the specific risks involved. These overlooked details can quietly stall a long-term plan.</p><h2 id="the-logic-behind-alternative-choices"><strong>The Logic Behind Alternative Choices</strong></h2><p>Investors usually grab alternatives to get better diversification and higher returns. The idea is simple: when stocks tank, these other assets should hold steady. In a perfect world, that works. In the real world, the math gets complicated fast.</p><p>Calling something an alternative does not actually tell you how risky it is. It is just a general bucket for anything that is not a public stock or bond. This group includes wildly different things like timberland, venture capital, and private loans. Each one follows its own set of rules and has its own danger level. Lumping them together leads to bad assumptions about how a portfolio will act when a recession hits.</p><h2 id="the-liquidity-trap-in-private-deals"><strong>The Liquidity Trap in Private Deals</strong></h2><p>Liquidity is a risk that almost everyone ignores until they need cash. Public markets let you sell a position in seconds. Alternatives do not work that way. Private equity funds often lock up money for seven to ten years. Real estate deals have strict holding periods. Even some retail-friendly real estate funds have fine print that lets them stop withdrawals during market stress.</p><p>For someone trying to quit their job early, being able to access money is vital. A portfolio that looks huge on a spreadsheet is useless if the cash is stuck during an emergency. The extra profit from these illiquid deals should be high enough to pay for the lack of access. In many products sold to regular people, the numbers just do not add up.</p><h2 id="why-low-correlation-often-fails"><strong>Why Low Correlation Often Fails</strong></h2><p>People are told that alternatives do not follow the stock market. This is mostly true when things are quiet. But that independence often vanishes exactly when it is needed. When a real panic starts, people sell whatever they can. This behavior causes different types of assets to drop at the same time, even if they have no business moving together.</p><p>Gold and certain commodities can act as a buffer over many years. Still, the safety they provide is rarely as clean as a sales pitch suggests. Anyone using these as a safety net should check how they performed during past financial crashes. Expecting a perfect shock absorber usually leads to a letdown.</p><h2 id="how-high-fees-eat-your-savings"><strong>How High Fees Eat Your Savings</strong></h2><p>Retail investors rarely get the same deal as big pension funds. When buying into a private fund or a real estate deal, the fees are often huge. You might pay acquisition fees, asset management costs, and a cut of the profits to the managers. These layers of expense take a massive bite out of the total return.</p><p>Compounding works both ways. Small fees that look okay now will grow into a massive loss of wealth over twenty years. Before moving money into a special fund, it is smart to compare the expected profit after fees against a simple index fund. Often, the extra risk and work do not result in more money for the investor.</p><h2 id="digital-assets-and-volatility-reality"><strong>Digital Assets and Volatility Reality</strong></h2><p>Cryptocurrency is a complex corner of the alternative world. The market has better tech and more rules than it used to. Yet, many retail buyers still misjudge what they actually own. Price swings here are way more violent than anything in the stock market. Seeing a portfolio drop by half in a single year is a normal part of the history of major digital assets, not a rare event.</p><p>New entrants are the most likely to get hurt. This is because <a href="https://cryptomaniaks.com/presales/top-new-cryptos">top new cryptos</a> hitting the market often come with massive volatility and very little liquidity compared to established projects. A new token might have a big social media following and a great story, but its value can vanish in a few days. Checking the whitepaper, the team, and the actual use for the token is a job most people skip. Betting on a price spike without knowing how the tech works is a fast way to lose a lot of capital.</p><p>Also, <a href="https://thinksaveretire.com/crypto-portfolio-management-strategies-tools-and-best-practices/">crypto portfolio management</a> has become a specialized job that goes far beyond just buying and holding. In the United States, tax rules for digital assets are getting much tighter. The IRS and Treasury have stepped up reporting, especially with new forms like the 1099-DA starting in the 2025 tax year. While wash sale rules still do not hit crypto the same way they hit stocks, the legal landscape is moving fast. Active management now requires watching position sizes, exchange risks, and these changing tax laws.</p><h2 id="what-real-diversification-requires"><strong>What Real Diversification Requires</strong></h2><p>True diversification is not about owning things with different names. It means knowing what drives the price of each asset and how they react to the world. A portfolio with REITs, gold, and crypto alongside stocks might look diverse. But if those positions were added because of a social media trend or a friend, the actual safety benefit is probably tiny.</p><p>A solid plan involves knowing how each piece fits into the whole. If alternatives are a small part of the total and were picked with clear eyes about the risk, the strategy has a chance. If they were a reaction to market noise, they likely just add stress without much gain.</p><h2 id="building-a-strategy-that-lasts"><strong>Building a Strategy That Lasts</strong></h2><p>The best alternative plans are usually modest. The investor knows when they can get their money back and has checked the fees. Most importantly, the asset has a specific job, like fighting inflation or providing a different type of income.</p><p>Chasing high returns in complex markets is usually a mistake for people who are already on a good path. The hard work of building wealth is done by consistent saving and low costs. Alternatives can be a good addition, but only if you look past the sales pitch and focus on the real risks. They are just a tool, not a shortcut.</p>]]></content:encoded></item><item><title><![CDATA[Cash Flow Strategies for Entrepreneurs to Stay on Track]]></title><description><![CDATA[Entrepreneurs can improve cash flow with budgeting, emergency funds, better payment management, and diversified income streams.]]></description><link>https://thinksaveretire.com/cash-flow-strategies-for-entrepreneurs</link><guid isPermaLink="false">Ghost__Post__69d945e08478e50001eb0952</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 10 Apr 2026 18:53:41 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/Cash-Flow-Strategies-for-Entrepreneurs.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/04/Cash-Flow-Strategies-for-Entrepreneurs.jpeg" alt="Cash Flow Strategies for Entrepreneurs to Stay on Track"/><p><em><strong>Disclaimer:</strong> This article is for informational and educational purposes only and should not be considered financial, investment, or tax advice. Financial decisions and strategies vary based on individual circumstances. Always consult a qualified financial advisor or professional before making business or financial decisions.</em></p><p>For many entrepreneurs, profitability isn’t the problem, but cash flow is. You might be closing deals, generating revenue, and even growing steadily, yet still find yourself stressed about covering expenses at the end of the month. Cash flow isn’t just about how much you earn. It’s about when and how that money moves.</p><p>The challenge becomes even more complex when business and personal finances start to overlap. Irregular income, unexpected costs, and poor timing between inflows and outflows can quickly create pressure, even in otherwise successful ventures.</p><p>However, cash flow issues are rarely random. They are often the result of ineffective systems. With the right strategies in place, entrepreneurs can take control, reduce financial stress, and make better decisions. This article will explore practical cash flow strategies entrepreneurs can use to stay on track and build a stable financial foundation for their business.</p><h2 id="understanding-cash-flow-and-why-it-s-critical-for-entrepreneurs">Understanding Cash Flow and Why It’s Critical for Entrepreneurs</h2><p>Cash flow refers to the movement of money in and out of a business. For entrepreneurs, it’s crucial to differentiate between cash flow and profit. Profit is the revenue remaining after all expenses are paid, but cash flow is more dynamic. It tracks the actual cash available to meet day-to-day business needs. </p><p>Positive cash flow ensures that a business can cover operating expenses, such as paying employees and suppliers, while also maintaining growth and expansion. One common misconception is that a profitable business always has good cash flow. </p><p>In reality, it’s possible to be profitable on paper but still face a cash shortage. For example, if customers delay payments, the business may struggle to cover its own expenses despite strong sales. Similarly, overstocking inventory or facing unforeseen expenses (such as equipment breakdowns or unexpected legal fees) can tie up cash and disrupt operations.</p><p>Cash flow issues can snowball quickly, affecting the business’s ability to meet payroll, pay bills, or invest in opportunities. This is why maintaining a positive cash flow is essential which helps not just to keep operations running smoothly but also to invest in growth.</p><p>A healthy cash flow allows entrepreneurs to <a href="https://thinksaveretire.com/smart-calculated-risks/">take calculated risks</a>, purchase new inventory, hire staff, and fund marketing campaigns without jeopardizing day-to-day operations. Without positive cash flow, even profitable businesses can face serious operational challenges or risk failure.</p><h2 id="build-a-solid-financial-foundation-budgeting-and-forecasting">Build a Solid Financial Foundation: Budgeting and Forecasting</h2><p>Entrepreneurs must create a detailed budget for both personal and business finances. A budget helps you track income and expenses, spot cash flow gaps, and plan for shortfalls. You can avoid surprises by knowing when money will come in and when bills are due.</p><p>Budgeting also lets you forecast cash flow. Accurate projections allow you to prepare for slow periods and adjust spending accordingly, ensuring that operations run smoothly without running out of cash.</p><p>To set realistic projections, base them on past data and industry trends. Consider potential income fluctuations and unexpected expenses. Regularly review cash flow against projections to stay on top of your finances and adjust as needed. </p><p>Financial software like QuickBooks, Xero, or FreshBooks helps streamline budgeting and forecasting. These tools automate tracking, offer real-time insights, and reduce manual effort.</p><h2 id="create-a-cash-flow-buffer-emergency-funds-for-entrepreneurs">Create a Cash Flow Buffer: Emergency Funds for Entrepreneurs</h2><p>Building a cash reserve or emergency fund is crucial for entrepreneurs. Unexpected expenses, such as equipment failure, legal issues, or sudden market shifts, can disrupt cash flow and jeopardize business operations. An emergency fund provides the financial cushion needed to cover these costs without derailing the business.</p><p>To build this buffer, entrepreneurs should aim to set aside a percentage of revenue each month. A <a href="https://www.investopedia.com/personal-finance/how-to-build-emergency-fund/">common recommendation</a> is to save 3 to 6 months' worth of operating expenses. However, the exact amount may vary depending on the business’s size, industry, and risk factors. Start by saving small amounts and gradually increase the reserve as the business grows.</p><p>You can set up a separate savings account dedicated solely to the emergency fund. Automate transfers to this account each month to ensure consistent saving. Treat it as a non-negotiable expense, just like rent or utilities.</p><h2 id="maintain-a-healthy-cash-flow-cycle-managing-receivables-and-payables">Maintain a Healthy Cash Flow Cycle: Managing Receivables and Payables</h2><p>Effectively managing accounts receivable and accounts payable is crucial for maintaining a steady cash flow. If you don’t get paid on time, it can disrupt your ability to cover expenses. Similarly, how you manage your payables can either strain or strengthen your cash position.</p><h3 id="managing-receivables-">Managing Receivables:</h3><ul><li>Set clear payment terms with clients, including due dates and late fees.</li><li>Enforce penalties for late payments to encourage timely settlement.</li><li>Offer discounts for early payments as an incentive for clients to pay faster.</li><li>Use regular follow-ups and reminders to reduce delays.</li></ul><p>You ensure cash comes in when expected by having clear terms and actively enforcing them. This prevents gaps that could hinder business operations.</p><h3 id="managing-payables-">Managing Payables:</h3><ul><li>Negotiate longer payment terms with suppliers, such as extending from 30 to 60 days.</li><li>Prioritize essential payments and delay non-urgent ones to optimize cash flow.</li><li>Keep a record of all payables and ensure timely payments to avoid penalties or interest.</li></ul><h2 id="leverage-short-term-investment-funds-for-additional-growth">Leverage Short-Term Investment Funds for Additional Growth</h2><p>Entrepreneurs can invest surplus cash in <a href="https://www.firstsentierinvestors.com.au/au/en/adviser/our-funds/fixed-income/short-term-investments.html">short term investment funds</a> to generate income while maintaining liquidity. These funds allow business owners to earn higher returns than low-interest savings accounts, without locking up funds in long-term investments.</p><p>Short-term funds are low-risk and offer flexibility, providing access to cash when needed. This approach helps maximize idle cash, ensuring it works to grow the business rather than sitting unused.</p><h3 id="practical-example-">Practical example:</h3><p>An entrepreneur with $50,000 in surplus cash can invest it in a short-term bond or money market fund. Instead of letting it earn minimal interest in a savings account, the funds can generate higher returns while still being accessible if needed. This strategy helps the entrepreneur grow their savings without losing liquidity.</p><h2 id="minimize-expenses-cost-cutting-strategies-for-entrepreneurs">Minimize Expenses: Cost-Cutting Strategies for Entrepreneurs</h2><p>Entrepreneurs can improve cash flow by identifying and cutting unnecessary expenses. Start by reviewing your business’s recurring costs and asking whether each expense directly contributes to growth or operational efficiency. Unnecessary subscriptions, excess inventory, and underperforming marketing campaigns are often areas where money can be saved.</p><p>One key decision is whether to outsource tasks or hire full-time employees. Outsourcing can be a cost-effective option for specific tasks like graphic design, accounting, or customer service, especially when the workload is variable. </p><p>Full-time employees come with higher costs (salary, benefits, training) but may be necessary for core business functions that require constant attention. Evaluate the cost vs. benefit of each approach to determine which option aligns with your business needs.</p><p>Negotiating better rates with vendors and service providers is another effective strategy. If you’ve been working with a supplier for a while, ask for discounts or improved terms, especially if you’re making large or recurring purchases. Suppliers are often willing to offer lower rates to retain loyal customers.</p><h2 id="diversify-your-income-streams">Diversify Your Income Streams</h2><p>Relying on a single income stream can make your business vulnerable to external factors. By diversifying your revenue sources, you reduce the risk of financial instability and create more consistent cash flow.</p><p>Entrepreneurs can diversify by offering complementary products or services. For instance, a fitness trainer might offer one-on-one sessions and group classes, or a restaurant could expand into catering services or sell packaged sauces. Digital products, like online courses or downloadable guides, can also add an extra income stream, especially if you already have a customer base.</p><p>Another approach is to explore passive income streams. For example, if you run a blog or a YouTube channel, monetizing through affiliate marketing or ads can generate steady income without constant effort.</p><p>By diversifying income streams, you protect your business from reliance on a single revenue source. If one stream slows down, others can help maintain consistent cash flow. For example, if a product-based business faces a dip in sales, income from services or subscriptions can help bridge the gap, ensuring the business remains financially stable.</p><h2 id="reduce-debt-and-interest-payments">Reduce Debt and Interest Payments</h2><p>High-interest debt can drain cash flow and limit your financial flexibility. Prioritize paying off high-interest loans first, such as credit cards or short-term loans, using the <a href="https://www.investopedia.com/terms/d/debt-avalanche.asp">debt avalanche method</a>. This reduces the amount spent on interest over time.</p><p>Consider debt consolidation to combine multiple loans into one with a lower interest rate. This can lower overall interest payments and simplify your debt management. Regularly review your business debt and explore refinancing options to secure better terms. Reducing debt frees up cash for operational needs and improves your credit score, which can help secure more favorable financing in the future.</p><h2 id="focus-on-customer-retention">Focus on Customer Retention</h2><p>Customer retention is crucial for steady cash flow. Retaining existing customers costs less than acquiring new ones and provides consistent revenue. Focus on delivering excellent customer service, responding quickly to inquiries, and resolving issues efficiently. Offer loyalty programs or exclusive deals to encourage repeat business. Regular follow-ups, personalized emails, and post-purchase surveys can also help maintain customer engagement.</p><h2 id="endnote">Endnote</h2><p>Managing cash flow is crucial for maintaining a stable business. Entrepreneurs can deal with challenges more easily by staying on top of finances, making adjustments where necessary, and focusing on practical strategies. </p><p>Small improvements in budgeting, expense management, and income diversification can make a big difference in ensuring consistent cash flow. A proactive approach to cash flow helps businesses stay on track and better prepared for future opportunities.</p>]]></content:encoded></item></channel></rss>