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	<title>Nuts for Fitness &#187; Bookkeeping</title>
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		<title>Effective CIP Accounting for Modern Construction Projects</title>
		<link>http://www.n4f.es/blog/en/effective-cip-accounting-for-modern-construction/</link>
		<comments>http://www.n4f.es/blog/en/effective-cip-accounting-for-modern-construction/#comments</comments>
		<pubDate>Thu, 27 Jun 2024 14:38:56 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=25034</guid>
		<description><![CDATA[Construction-in-progress accounting is used to track the progress of projects still in construction. It&#8217;s one of the most important categories in construction management and is critical to a firm&#8217;s success. Through construction-in-progress accounting, also known as what are retained earnings CIP accounting, one can keep track of all expenditures involved throughout a construction project. Why [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/014eed80-c193-4fcd-b60b-4aa489cd0b28.jpg" width="255px" alt="what is cip in accounting terms"/></p>
<p>Construction-in-progress accounting is used to track the progress of projects still in construction. It&#8217;s one of the most important categories in construction management and is critical to a firm&#8217;s success. Through construction-in-progress accounting, also known as <a href="https://www.youtube.com/results?search_query=what+are+retained+earnings">what are retained earnings</a> CIP accounting, one can keep track of all expenditures involved throughout a construction project.</p>
<h2>Why Is Construction-in-Progress Accounting Important?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/46929994-861a-4e02-bdf7-8a8c08d43fc3-scaled-1-300x200.jpg" width="252px" alt="what is cip in accounting terms"/></p>
<p>The CIP balance shows capital investment in active projects, offering stakeholders insight into ongoing commitments. When the project is complete, transfer the CIP balance to a fixed asset account like &#8220;Buildings.&#8221; This signifies the asset&#8217;s transition to operational use, and depreciation begins. Construction Work-in-Progress is often reported as the last line within the balance sheet classification Property, Plant and Equipment.</p>
<h2>Depreciation</h2>
<p>Since construction projects are often multi-phase and lengthy, CIP accounting monitors these costs as assets, simplifying capital investment tracking. When a project is complete, the cumulative CIP balance transfers to a fixed asset account, and depreciation begins. Once a construction project is finished, the costs in the CIP account move to a fixed asset account. This step helps with financial reporting, updating how these costs are perceived and managed. Instead of being ongoing expenses, they’re now considered assets that will provide value over time.</p>
<h2>Construction in progress</h2>
<p>However, the risk of damage and loss of the goods already lies with the buyer from the moment the goods are handed over to the first carrier. The selling party is obliged to take out insurance that provides adequate coverage during transport. In this guide, we’ll explore what construction-in-progress accounting is, who uses it, why it matters, and how to effectively manage CIP accounts. Planyard offers an intuitive solution designed to simplify the process for construction professionals. These challenges can result in financial inaccuracies that disrupt project timelines or budgets. Businesses should focus on implementing systems that automate these processes to ensure efficiency and reduce the risk of errors.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/shutterstock_169949702-1.jpg" width="250px" alt="what is cip in accounting terms"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/3a2f6418-0563-41cc-99b0-2b46e655de4d.jpg" width="252px" alt="what is cip in accounting terms"/></p>
<p>Planyard streamlines CIP accounting by making it easier to stay organized, reduce manual errors, and keep each project&#8217;s financial status clear. It simplifies tracking so you can confidently manage budgets and ensure accurate, reliable financial records — all while focusing on successful project delivery. CIP accounting keeps construction expenses organized and distinct from daily operating costs. This organization allows project managers to assess financial health at each stage and make informed decisions. You should pre-screen CIP-related invoices when they are first entered into the system, so that items to be expensed are charged off at once. They should NOT be stored in the CIP account; otherwise, there is a considerable risk that expensable items will not actually be charged off  for some time.</p>
<div style='text-align:center'><iframe width='565' height='318' src='https://www.youtube.com/embed/qSTyoFAl-RY' frameborder='0' alt='what is cip in accounting terms' allowfullscreen></iframe></div>
<h2>CIP Accounting Standards and Compliance</h2>
<ul>
<li>Normally, upon completion, a CIP item is reclassified, and the reclassified asset is capitalized and depreciated.</li>
<li>Construction-work-in-progress accounts can be challenging to manage without proper training and experience.</li>
<li>Instead, they recognize revenue and expense by allocating it to accounting periods over the life of the project, based on how much of the project is finished.</li>
<li>The presence of Construction-in-Progress (CIP) on financial statements can significantly influence a company’s financial health and performance metrics.</li>
<li>The basis for the effort expended can be labor hours, the material used, or machine hours.</li>
<li>Businesses must prepare accurate, up-to-date financial reports that account for their expenses and profits.</li>
<li>By keeping accurate records of expenses, businesses can ensure that projects are completed within budget and on time.</li>
</ul>
<p>Because the expansion is complete and in service, the equipment in this example will begin depreciating as <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid034XoPuA2eJ7HwZzWFuuPhuLo9eUDqzFthA5zC5kYYv75vBeyZQ1FsBy6HdGABN6Vrl">Food Truck Accounting</a> other fixed asset accounts do. Construction work-in-progress accounting refers to the record-keeping of all expenditures that accrue in constructing a non-current asset. An accountant will report spending related to the construction-in-progress  account in the “property, plant, and equipment” asset section of the company’s balance sheet.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/Screenshot_3-2.png" width="254px" alt="what is cip in accounting terms"/></p>
<p>Essentially, a CFO plays a crucial role in guiding the financial strategy of a business. Large-scale construction jobs can take years to complete and often require hundreds of separate expenses. Hiring an experienced accounting team is the best way to ensure that your company maintains accurate, detailed, and up-to-date accounting books through every step of the construction process. If the financial statements have ‘construction in progress or process’ under the head of PP&amp;E, it is a ‘build to use’ asset. Whereas, if the account appears under the heading of ‘Inventory and assets,’ it is probably a ‘build to sell’ asset.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/High-Dividend-Blue-Chip-min-300x200.jpg" width="257px" alt="what is cip in accounting terms"/></p>
<h2>Recording Expenses</h2>
<p>Don&#8217;t <a href="https://www.bookstime.com/articles/construction-in-progress-accounting">cip accounting</a> miss out on the latest construction industry news and subcontractor guides. Company ABC would now start to depreciate the equipment since the project finished. Submit your email, and our team will reach out to discuss how we can help with tailored financial solutions. Business A utilizes $2,000 worth of materials from its inventory for the expansion. Business A receives a $100,000 bill from Builder’s Warehouse for construction materials. 1) On March 11, 2021, Business A received a $100,000 bill from Builder’s Warehouse for construction materials.</p>
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		<title>Salvage Value Calculator Estimate Asset Resale Value</title>
		<link>http://www.n4f.es/blog/en/salvage-value-calculator-estimate-asset-resale/</link>
		<comments>http://www.n4f.es/blog/en/salvage-value-calculator-estimate-asset-resale/#comments</comments>
		<pubDate>Fri, 26 Jan 2024 11:12:15 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=24271</guid>
		<description><![CDATA[If the same crane initially cost the company Bookstime $50,000, then the total amount depreciated over its useful life is $45,000. If a company wants to front-load depreciation expenses, it can use an accelerated depreciation method that deducts more depreciation expenses upfront. Many companies use a salvage value of $0 because they believe that an [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/calculatorandpapers-min-300x200.jpg" width="258px" alt="salvage value calculator"/></p>
<p>If the same crane initially cost the company <a href="https://www.pinterest.com/BooksTimeInc/">Bookstime</a> $50,000, then the total amount depreciated over its useful life is $45,000. If a company wants to front-load depreciation expenses, it can use an accelerated depreciation method that deducts more depreciation expenses upfront. Many companies use a salvage value of $0 because they believe that an asset’s utilization has fully matched its expense recognition with revenues over its useful life. Salvage value estimation has been a part of asset management practices for as long as businesses have needed to account for the depreciation of their assets. The concept helps in understanding how much value an asset retains over time and is critical in determining the annual depreciation expenses for financial reporting.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/shutterstock_1417044242.jpg" width="257px" alt="salvage value calculator"/></p>
<h2>What if the Salvage Value of any Asset is Zero?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2017/06/1892588560-300x200.jpg" width="250px" alt="salvage value calculator"/></p>
<p>At DamagedCars.com, we specialize in buying damaged cars and cars in less-than-perfect condition. If the residual value assumption is set <a href="https://www.bookstime.com/articles/how-to-calculate-salvage-value">salvage value</a> as zero, then the depreciation expense each year will be higher, and the tax benefits from depreciation  will be fully maximized. The useful life assumption estimates the number of years an asset is expected to remain productive and generate revenue. The car salvage value calculator is going to find the salvage value of the car on the basis of the yearly depreciation value.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/112ba89fd9.jpg" width="258px" alt="salvage value calculator"/></p>
<h2>How to determine the salvage value of a car</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/02/star-1.png" width="250px" alt="salvage value calculator"/></p>
<p>If the salvage value is greater than the book value then income added after deducting the tax, the value/ amount then left is called after-tax salvage value. The after tax salvage value online calculator provides us the after-tax value of the salvage of the asset. After ten years, no one knows what a piece of equipment or machinery would cost.</p>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/G1t_bVXmlqg' frameborder='0' alt='salvage value calculator' allowfullscreen></iframe></div>
<h2>Understanding Salvage Value in Financial Planning</h2>
<ul>
<li>Under straight-line depreciation, the asset’s value is reduced in equal increments per year until reaching a residual value of zero by the end of its useful life.</li>
<li>If you do opt to keep your salvage car, the insurance company will calculate the salvage value of your car and reduce any settlement payout by that amount.</li>
<li>Third, companies can use historical data and comparables to determine a value.</li>
<li>Suppose a company acquires a new software program to track sales orders internally.</li>
<li>The salvage value is calculated to know the expected value or resale value of an asset over its useful life.</li>
<li>Market conditions and technological advancements significantly influence salvage value.</li>
<li>Suppose an asset for a business cost $11,000, will have a life of 5 years and a salvage value of $1,000.</li>
</ul>
<p>Salvage value is the amount a company can expect to receive for an asset at the end of the asset’s useful life. A company uses salvage value to estimate and calculate depreciation as salvage value is deducted from the asset’s original cost. A company can also use salvage value to anticipate cash flow and expected future proceeds. Book value is the historical <a href="https://home.treasury.gov/policy-issues/cares">CARES Act</a> cost of an asset less the accumulated depreciation booked for that asset to date. This amount is carried on a company’s financial  statement under noncurrent assets. On the other hand, salvage value is an appraised estimate used to factor how much depreciation to calculate.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/79197938-ac17-409d-b25e-fa07d7fd9b22-300x198.jpg" width="257px" alt="salvage value calculator"/></p>
<h2>Depreciation and Salvage Value Assumptions</h2>
<p>In some cases, salvage value may just be a value the company believes it can obtain by selling a depreciated, inoperable asset for parts. Salvage value is integral in making informed investment decisions, offering insights into the residual value of an asset at the end of its useful life. This estimation assists businesses in evaluating the potential return on investment (ROI) and the overall financial feasibility of acquiring new assets. By factoring in salvage value, companies can more accurately project the long-term profitability of investments and allocate resources toward assets that promise the greatest financial return. On the income statement, the depreciation expense, influenced by the salvage value, affects the net income. A lower salvage value results in a higher depreciation expense, reducing taxable income and potentially leading to tax savings.</p>
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		<title>Accounting Equation Definitions, Formula and Examples</title>
		<link>http://www.n4f.es/blog/en/accounting-equation-definitions-formula-and/</link>
		<comments>http://www.n4f.es/blog/en/accounting-equation-definitions-formula-and/#comments</comments>
		<pubDate>Wed, 01 Nov 2023 07:07:12 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22464</guid>
		<description><![CDATA[Now that you are familiar with some basic concepts of the accounting equation and balance sheet let’s explore some practice examples you can try for yourself. Under all circumstances, each transaction must have a dual effect on the accounting transaction. For instance, if an asset increases, there must be a corresponding decrease in another asset [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-8.png" width="259px" alt="the basic accounting equation may be expressed as"/></p>
<p>Now that you are familiar with some basic concepts of the accounting equation and balance sheet let’s explore some practice examples you can try for yourself. Under all circumstances, each transaction  must have a dual effect on the accounting transaction. For instance, if an asset increases, there must be a corresponding decrease in another asset or an increase in a specific liability or stockholders’ equity item. In accounting, we have different classifications of assets and liabilities because we need to determine how we report them on the balance sheet. The first classification we should introduce is&nbsp;current&nbsp;vs.&nbsp;non-current&nbsp;assets or liabilities.</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/8GmoODGxg9Y' frameborder='0' alt='the basic accounting equation may be expressed as' allowfullscreen></iframe></div>
<h2>Arrangement #3: Assets = Liabilities + Owner’s Capital – Owner’s Drawings + Revenues – Expenses</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2023/04/image-19-9-1024x384.webp" width="254px" alt="the basic accounting equation may be expressed as"/></p>
<p>Creditors include people or entities the business owes money to, such as employees, government agencies, banks, and more. If you sold your assets for exactly what you paid for them and paid off the debt, equity is what you have left over. As the fintech industry continues to expand, memorizing accounting equations will become obsolete.</p>
<h2>Assets, Liabilities, And Equity</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/gross-sales-net-sales-1.jpg" width="256px" alt="the basic accounting equation may be expressed as"/></p>
<p>Corporate shares are easily transferable, with the current holder(s) of the stock being the owners. Earnings give rise to increases in&nbsp;retained earnings, while dividends (and losses) cause decreases. Companies compute the accounting equation from their balance sheet.</p>
<h2>Accounting Equation Explained &#8211; Definition &amp; Examples</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/74c25d1ed6.jpg" width="253px" alt="the basic accounting equation may be expressed as"/></p>
<p>Long-term liabilities cover loans, mortgages, and deferred taxes. In addition, most companies capture expenses at a more detailed level, using accounts such as Rent Expense, Payroll Expense, Insurance Expense, and more. Mr Ram, a sole proprietor has the following <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> transactions in his books of accounts for the year 2019. This equation reveals the value of assets owned purely by owner equity. The ingredients of this equation &#8211; Assets, Liabilities, and Owner&#8217;s equities are the three major sections of the&nbsp;Balance sheet.</p>
<h2>The balance sheet always balances &#8211; Asset = Liability + Owner’s equities</h2>
<ul>
<li>As our example, we compute the accounting equation from the company’s balance sheet as of December 31, 2021.</li>
<li>Balance Sheets shown above and the Income Statement and detailed Statement of Stockholder’s Equity in this section.</li>
<li>It is important to keep the accounting equation in mind when performing journal entries.</li>
<li>This transaction would reduce cash by $9,500 and accounts payable by $10,000.</li>
<li>For example, if you have a house then that is an asset for you but it is also a liability because it needs to be paid off in the future.</li>
<li>Now that you are familiar with some basic concepts of the accounting equation and balance sheet let’s explore some practice examples you can try for yourself.</li>
</ul>
<p>Corporations with shareholders may call Equity either Shareholders’ Equity or Stockholders’ Equity. For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing. On 28 January, merchandise costing $5,500 are destroyed by fire. The effect of this transaction on the accounting equation is the same as that of loss by fire that occurred on January 20. On the other side of the equation, a liability (i.e., accounts payable) is created. Apple pays for rent ($600) and utilities ($200) expenses for a total of $800 in cash.</p>
<ul>
<li>The accounting equation is also called the basic accounting equation or the balance sheet equation.</li>
<li>This article gives a definition of accounting equation and explains double-entry bookkeeping.</li>
<li>We calculate the expanded accounting equation using 2021 financial statements for this example.</li>
<li>If an accounting equation does not balance, it means that the accounting transactions are not properly recorded.</li>
<li>The income and retained earnings of the accounting equation is also an essential component in computing, understanding, and analyzing a firm&#8217;s income statement.</li>
<li>As we previously mentioned, the accounting equation is the same for all businesses.</li>
</ul>
<p>Refer to the chart of accounts illustrated in the previous section. This article gives a definition of accounting equation and explains double-entry bookkeeping. We show formulas for how to calculate it as a basic  accounting equation and an expanded accounting equation. Whether you call it the accounting equation, the accounting formula, the balance <a href="https://www.bookstime.com/articles/the-accounting-equation-may-be-expressed-as">the basic accounting equation may be expressed as</a> sheet equation, the fundamental accounting equation, or the basic accounting equation, they all mean the same thing. An error in transaction analysis could result in incorrect financial statements. Like any mathematical equation, the accounting equation can be rearranged and expressed in terms of liabilities or owner’s equity instead of assets.</p>
<ul>
<li>The difference of $500 in the cash discount would be added to the owner&#8217;s equity.</li>
<li>11 Financial’s website is limited to the dissemination of general information pertaining to its advisory services, together with access to additional investment-related information, publications, and links.</li>
<li>The assets of the business will increase by $12,000 as a result of acquiring the van (asset) but will also decrease by an equal amount due to the payment of cash (asset).</li>
<li>For instance, if an asset increases, there must be a corresponding decrease in another asset or an increase in a specific liability or stockholders’ equity item.</li>
<li>For example, if a company becomes bankrupt, its assets are sold and these funds are used to settle its debts first.</li>
</ul>
<h2>What is the basic accounting equation formula?</h2>
<h2>Everything You Need To Master Financial Statement Modeling</h2>
<h2>Sample Business Transactions</h2>
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		<title>How to get a pro-advisor certification through QBO</title>
		<link>http://www.n4f.es/blog/en/how-to-get-a-pro-advisor-certification-through-qbo/</link>
		<comments>http://www.n4f.es/blog/en/how-to-get-a-pro-advisor-certification-through-qbo/#comments</comments>
		<pubDate>Tue, 01 Aug 2023 20:28:34 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22248</guid>
		<description><![CDATA[When you are ready to receive your QuickBooks ProAdvisor Program, you need to visit the official QuickBooks website and sign up. With these automated marketing tools, you can save time, effort to focus on working and getting more new deals. Submit your CPE certificate to the National Association of State Boards of Accountancy (NASBA). You [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/shutterstock_519228910.jpg" width="259px" alt="how do you become a quickbooks proadvisor"/></p>
<p>When you are ready to receive your QuickBooks ProAdvisor Program, you need to visit the official QuickBooks website and sign up. With these automated marketing tools, you can save time, effort to focus on working and getting more new deals. Submit your CPE certificate to the National Association of State Boards of Accountancy (NASBA).</p>
<ul>
<li>You can try LiveFlow’s powerful features with a free 30-minute demo, so if you want to automate your business accounting, then be sure to try LiveFlow today.</li>
<li>Once you have become Certified, leverage the programs established branding to help drive in clients.</li>
<li>However, the salary can vary depending on the job location, industry, and level of experience.</li>
<li>You should contact other business owners or colleagues in your industry and ask for recommendations.</li>
<li>To join the program and easily manage your practice with one log in, sign up for free today.</li>
<li>Shubhnoor is a data analyst with a proven track record of translating data insights into actionable marketing strategies.</li>
<li>Synder demonstrates the perfect combination of machine accuracy with a human approach enhancing bookkeeping and accounting workflow.</li>
</ul>
<h2>Step 2 – Study the course material (Approximately 12-16 hours)</h2>
<p>As a certified QuickBooks ProAdvisor, you can leverage your newfound expertise by marketing yourself to potential clients. Highlight your ProAdvisor certification on your resume, LinkedIn profile, freelancer platform, and business website (ideally in your certification hub or your ProAdvisor profile). 82% of accountants say clients are more demanding today regarding wider services offered (Sage, 2020).</p>
<div style='text-align:center'><iframe width='569' height='312' src='https://www.youtube.com/embed/Ji6WllZHBTU' frameborder='0' alt='how do you become a quickbooks proadvisor' allowfullscreen></iframe></div>
<h2>Product knowledge that inspires trust</h2>
<ul>
<li>I am certified in both the basic and advanced levels of QuickBooks Online.</li>
<li>There&#8217;s no cost to take the exam, which has a total of 80 questions broken down into five sections.</li>
<li>If possible, you should try to deal with a fixed payment option as it can be more easy to estimate the cost-to-benefit ratio.</li>
<li>ProAdvisors possess an in-depth understanding of QuickBooks software, including its various versions (Online, Desktop, Enterprise) and features.</li>
<li>Should you have follow-up questions about this process, don&#8217;t hesitate to leave a comment below.</li>
<li>Gain end-to-end QuickBooks mastery, from basic setup to the latest tools.</li>
</ul>
<p>So if you are constantly having to purchase and upgrade multiple versions of QuickBooks to work with clients, becoming a ProAdvisor will save you money almost instantly. Certified ProAdvisors can take the What’s New in QuickBooks Online training to prepare for the recertification exam. As a QuickBooks Certified ProAdvisor, you’ll earn points and rewards that can help to grow your firm and support your clients. Once you’ve created your account with QuickBooks Online Accountant, you’ll gain access to all of the study guides, webinars (live and recorded), and exams for free. To begin the training, go to the ProAdvisor link found in the left menu bar of your QuickBooks Online Accountant screen and click on the Training tab to access the brand-new training portal. These professional organizations often have directories or referral services that connect businesses with qualified ProAdvisors in their area.</p>
<div style='text-align:center'><iframe width='569' height='314' src='https://www.youtube.com/embed/hj_APsX04X8' frameborder='0' alt='how do you become a quickbooks proadvisor' allowfullscreen></iframe></div>
<h2>You might also like these articles</h2>
<p>There’s no cost to take the exam, which has a total of 80 questions broken down into five sections. The Certification hub helps you increase your chances of passing the exam by helping you understand what it means to be a QuickBooks ProAdvisor and whether it’s right for you. You’ll see which topics are likely to be covered in the exam and get to try some sample questions. As a certified ProAdvior for QuickBooks in the Asia-Pacific region, Global Link Asia Consulting  can help you use your QuickBooks accounting software to its fullest potential. Researching the services offered by the consultant or firm is crucial before making a hiring decision.</p>
<h2>Step 1 – Sign Up for a QuickBooks Online Accountant Subscription</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/unnamed-300x219.png" width="253px" alt="how do you become a quickbooks proadvisor"/></p>
<p>Because people with this certification work in many industries and positions, the average wage can vary greatly. Some positions require making general ledger journal entries, running <a href="https://www.bookstime.com/articles/quickbooks-proadvisor">how do you become a quickbooks proadvisor</a> accounts payable and receivable reports, and drafting invoices. Understanding QuickBooks at this level means users can get the most out of the software and use it to its full extent.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/3e6b936f-e3cb-4dfc-83d0-18c894c5de2e-scaled.jpg" width="253px" alt="how do you become a quickbooks proadvisor"/></p>
<ul>
<li>Make sure you go through all the provided training materials thoroughly, as they cover the key concepts and functionalities of QuickBooks that will likely be on the exam.</li>
<li>QuickBooks Online certification training and exams are free to accounting pros.</li>
<li>Click “Take exam” in the upper-right corner of the QuickBooks Online Certification list of courses, as shown below, to access the QuickBooks certification exam.</li>
<li>Once you feel confident in your understanding of QuickBooks, it&#8217;s time to take the certification exams.</li>
<li>It features helpful templates that simplify the most complex business accounting processes, which can help your company save a considerable amount of time, money, and stress.</li>
</ul>
<p>This network is an excellent resource for sharing experiences, seeking advice, and even receiving or giving client referrals. On average, it can  take anywhere from a few weeks to a couple of months to become a QuickBooks ProAdvisor, assuming you’re dedicating a few hours each week to studying and training. This timeline can be shorter for those with prior QuickBooks experience or longer for those with no background in accounting software. ProAdvisors often conduct training sessions for business owners and their staff, teaching them how to use QuickBooks efficiently. They also provide ongoing support and answer any questions users may have about the software.</p>
<h2>Discounts and special offers</h2>
<p>When you’ve finally become a QuickBooks ProAdvisor, you should take steps to promote your status. You can add the QuickBooks ProAdvisor logo to your website and social media profiles, use it in your email signature, and mention your ProAdvisor status in your communication with clients. Your certification and ability to provide expert advice can lead to increased client trust and satisfaction.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/iStock_000023806766XLarge-300x200.jpg" width="250px" alt="how do you become a quickbooks proadvisor"/></p>
<p>The QuickBooks ProAdvisor program gives you access to exclusive discounts, tools, training, and events to help you retain talent and expand your business. Accruing tax liabilities in accounting involves recognizing and recording taxes that a company owes but has not yet paid. This is important for accurate financial reporting and compliance with&#8230; There&#8217;s no cost to take the exam, which has a total of 80 questions broken down into five sections. It should take approximately three and a half hours to complete all five sections.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/f8bcd6217f.jpg" width="251px" alt="how do you become a quickbooks proadvisor"/></p>
<h2>Will my QuickBooks certification expire?</h2>
<p>The Exam consists of four sections that can be taken in any order desired, each with 35 questions. For the QuickBooks 2015 Certification, you will have 6 attempts to pass by getting an 85% or better on each section of the exam. It is projected that a person with basic QuickBooks knowledge that has completed the training modules should be able to complete the Exam in 3-4 hours. By following these steps, you can become a QuickBooks ProAdvisor in 2024 and position yourself as a trusted expert in the field of accounting and financial management.</p>
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		<title>The bank credit union refused to cash a check because it was more than six months old  Is this allowed?</title>
		<link>http://www.n4f.es/blog/en/the-bank-credit-union-refused-to-cash-a-check/</link>
		<comments>http://www.n4f.es/blog/en/the-bank-credit-union-refused-to-cash-a-check/#comments</comments>
		<pubDate>Tue, 25 Jul 2023 03:55:40 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22242</guid>
		<description><![CDATA[Let the person or entity know you plan to deposit the check, so they can make sure their account has the funds. Stale-dated checks are outdated checks issued to the bank after the payment date has expired. Hence, an employer must be very cautious about issuing checks for different departments including payroll and other business [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/0f56783164.jpg" width="259px" alt="what does stale dated mean on a check"/></p>
<p>Let the person or entity know you plan to deposit the check, so they can make sure their account has the funds. Stale-dated checks are outdated checks issued to the bank after the payment date has expired. Hence, an employer must be very cautious about issuing checks for different departments including payroll and other business areas. Being proactive and timely checking the banking transactions can assist <a href="https://www.bookstime.com/articles/stale-dated-checks">what does stale dated mean on a check</a> the business owner in avoiding these checks and even guarantee less complexity in his professional life. Deskera is a one-stop solution to handle the payroll of your employees and makes use of cutting edge technology to handle business transactions at the touch of your fingertips. A business owner must define a clear company policy to outline how his organization handles the stale-dated check.</p>
<ul>
<li>Like personal checks, business checks are usually good for six months, unless the check clearly states it’s valid for up to one year.</li>
<li>After that, the issuing bank decides whether to cash the check for you.</li>
<li>When a check is stale-dated, the recipient of the check will need to inform the issuer of the check and request that they provide them with a new check for the payment.</li>
<li>The offers that appear on this site are from companies that compensate us.</li>
<li>However, that doesn’t automatically make it worthless, bad, or unacceptable to your bank.</li>
<li>A check from a state government is generally valid for six months to a year, though that can vary by state.</li>
</ul>
<h2>Fed issues final joint guidance on bank resolution plans</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/e0e3f1ff44.jpg" width="250px" alt="what does stale dated mean on a check"/></p>
<p>Whether it&#8217;s your landlord, a service provider, or a family member, explaining your timing issue may allow you to negotiate a new payment date. Often, recipients are willing to wait a few extra days for payment if they&#8217;re informed in advance and trust the payer. Having a bookkeeper or accountant in the organization can be a great help to the employer. As a result of the difference in the state rules, the time required for a check to become stale also varies for the various states in the U.S.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_14.jpg" width="256px" alt="what does stale dated mean on a check"/></p>
<h2>Do You Want Help Opening Bank Accounts?</h2>
<p>Check usage surged in the 1950s as the check process  became automated and machines were able to sort and clear checks. Check cards, first created in the 1960s, were the precursors to today’s debit cards. Banks set their own policies and can decide at their discretion whether to process an old check. The content on this page provides general consumer information. This information may include links or references to third-party resources or content. We do not endorse the third-party or guarantee the accuracy of this third-party information.</p>
<h2>Cashing old checks: How long is a check good for?</h2>
<p>Depending on your relationship with the payee, this may or may not be a viable option. Remember, each bank has its own policy and can use its own discretion when helping you resolve this matter. If you think you have unclaimed funds that may have been escheated, visit the official Unclaimed Money from the Government database and search for unclaimed money in your state.</p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/NLIVOKuP-VA' frameborder='0' alt='what does stale dated mean on a check' allowfullscreen></iframe></div>
<h2>What are the risks of dealing with old checks?</h2>
<p>Typically, when individuals write checks, they have their current balance in mind and expect the funds to be withdrawn within a short span of time. This is why it is always best to contact the issuer before attempting to cash a stale or outstanding check. Making the call may be awkward, but accidentally slapping your grandma with a hefty overdraft fee is worse. Cashing a check promptly ensures that you can access the funds without issues,  such as the check bouncing or having it go stale. If you ever come across an old check, the best option might be to contact the issuing bank or the check’s issuer to determine its current status. Santander Bank, for example, charges $0 a check, while at Bank of America, the fee is $12.</p>
<ul>
<li>No, you cannot deposit a stale check into your account because, by virtue of being stale, it is not eligible to be deposited.</li>
<li>Stale checks are the result of the check expiry period passing, which is six months after the check issuance date.</li>
<li>Each state has its own requirements, such as a minimum dollar amount or a minimum length of dormancy.</li>
<li>Checks that remain outstanding for long periods of time can&#8217;t be cashed, as they become void.</li>
<li>This is why it is always best to contact the issuer before attempting to cash a stale or outstanding check.</li>
</ul>
<p>Make sure to review your bank statement to ensure no checks you’ve written go stale. If a check you wrote is approaching the six-month mark but still hasn’t been cashed, you’ll be able to spot it so that you can get in touch with the recipient. Business checks often have a notation stating how long they&#8217;re valid, usually between 90 days and one year.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2023/05/Rectangle-1-_3_-min-1-768x288.webp" width="252px" alt="what does stale dated mean on a check"/></p>
<h2>Can I Cash a Check From 2 Years Ago?</h2>
<p>Many people believe a type of check was used among the ancient Romans. Julia Kagan is a financial/consumer journalist and former senior editor, personal finance, of Investopedia. Rather than simply regurgitating the day&#8217;s headlines, Resourceful Finance Pro delivers actionable insights, helping Finance execs understand what Finance trends mean to their business.</p>
<div style='text-align:center'><iframe width='568' height='319' src='https://www.youtube.com/embed/seArSWr_Smo' frameborder='0' alt='what does stale dated mean on a check' allowfullscreen></iframe></div>
<h2>Stale checks: When to act and when not to</h2>
<h2>What type of checks goes stale?</h2>
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		<title>Understanding the Traditional Income Statement: Definition, Examples, and More</title>
		<link>http://www.n4f.es/blog/en/understanding-the-traditional-income-statement/</link>
		<comments>http://www.n4f.es/blog/en/understanding-the-traditional-income-statement/#comments</comments>
		<pubDate>Fri, 21 Jul 2023 07:22:02 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=23903</guid>
		<description><![CDATA[It focuses on gross profit as the total sales minus the cost of goods sold by separating product costs and period costs. A quarterly income statement shows the gross profit or loss generated by your business over a three-month period. It can also be referred to as a profit or loss account and is a [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.slideteam.net/media/catalog/product/cache/1280x720/t/r/traditional_income_statement_contribution_margin_income_statement_in_powerpoint_and_google_slides_cpb_slide01.jpg" width="458px" alt="traditional income statement"/></p>
<p>It focuses on gross profit as the total sales minus the cost of goods sold by separating product costs and period costs. A quarterly income statement shows the gross profit or loss generated by your business over a three-month period. It can also be referred to as a profit or loss account and is a crucial financial statement that shows the business’s operating income and expenditures, detailing your net income or net profits.</p>
<ul>
<li>Companies can also use competitors’ income statements to gain insights into the success of a company and how they focus their time and resources in various focus areas.</li>
<li>Usually, you have to calculate the cost per uni of direct materials, direct labor, variable overhead, and fixed overhead.</li>
<li>This helps the company set prices and see how well they&#8217;re doing financially.</li>
<li>Typically, a company will use a traditional income statement for external reporting purposes and a contribution margin income statement to analyze the performance of a specific product or product category internally.</li>
<li>A multi-step income statement shows more details and is more commonly used.</li>
</ul>
<h2>What is the difference between an income statement and a balance sheet?</h2>
<p>A traditional income statement is a structured financial report that outlines a company’s revenues, expenses, and profits in a standard format, providing essential insights into the business’s financial performance. For this reason, many companies, especially larger ones or those in complex industries, prefer to use a multi-step income statement. A traditional income statement separates costs by production/manufacturing costs (both variable and fixed) and period/overhead costs. The contribution margin income statement, on the other hand, separates costs into variable and fixed. Fixed manufacturing costs are considered part of overhead costs and, as a result, are not included in production costs. This may include marketing, advertising, rent, utilities, sales, and accounting.</p>
<h2>Online Investments</h2>
<p>Creating balance sheets is a crucial part of creating a profit and loss, as it’s how a company gathers data for its account balances. It will give you all the end balance figures you need to create an income statement. When deciding how you’d like to report your net income, it’s important to consider the pros and cons of both single-step and multi-step income statements.</p>
<h2>Selling, General, &amp; Administrative Expenses</h2>
<p>From understanding the applicable rates, to choosing the right regime and reporting, we cover everything you need to navigate the world of VAT with confidence. The IRA catch‑up contribution limit for individuals aged 50 and over was amended under the SECURE 2.0 Act of 2022 (SECURE 2.0) to include an annual cost‑of‑living adjustment but remains $1,000 for 2025. To calculate income tax, multiply your applicable state tax rate by your pre-tax income figure. This builds knowledge which will help business owners and investors with the ability to take confidence to make an informed decision towards growth and stability.</p>
<h2>AccountingTools</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://templatelab.com/wp-content/uploads/2016/09/Income-Statement-Template-03.jpg" width="453px" alt="traditional income statement"/></p>
<p>It includes the fluctuating production costs and fixed manufacturing costs in calculating the cost of goods sold like insurance, salaries of workers, and other selling and administrative costs. A <a href="https://turbo-tax.org/how-marriage-affects-your-tax-filing-status/">how marriage affects your tax filing status</a> provides information on a company’s sales or revenue, cost of goods sold, gross profit, operating expenses, operating income, and net income or loss. In this section, we&#8217;re going to learn how to put together a traditional income statement, a key document that shows if a company is making money. Then, we&#8217;ll dive into how to figure out the operating income, which tells us how much money the company made from its main business.</p>
<div style='text-align:center'><iframe width='563' height='311' src='https://www.youtube.com/embed/GfiaeADl8Nk' frameborder='0' alt='traditional income statement' allowfullscreen></iframe></div>
<p>Investors also turn to a company’s balance sheet and cash flow statements for other detailed financial information. A contribution income statement, on the other hand, shows similar information, but it separates variable costs from fixed costs. To get the contribution margin, the variable costs are subtracted from the revenue. This way, you can see how revenue is contributing to fixed costs and income as you calculate the gross profit. It lets you make well-informed decisions as you monitor the historical progress of income and expenses against your overall budget.</p>
<p>Never think business finance is boring, but much as that is true, financial statements aren’t for just us owners or managers. It serves an important purpose for investors, creditors, and regulatory authorities because they need to see a straight story of what’s really going on behind the scenes at the company. Imagine running a business without knowledge of where the money is coming from or where it’s going. Financial statements make us accountable to the community and to our operations. Reading these reports on a regular basis helps us understand how to focus our resources, budget more correctly, and create realistic targets.</p>
<p>For this article, we’ll focus on traditional income statements which lets us look at the big picture. As a business owner, this income statement gives you an idea of the company&#8217;s overall positive or negative business profit. It is also used for external company reporting like investors and government regulatory financial reports. Typically, multi-step income statements are used by larger businesses with more complex finances. However, multi-step income statements can benefit small businesses that have a variety of revenue streams.</p>
<p>This process is crucial for investors, creditors, and management in making informed assessments and strategic financial decisions. The analysis of the income statement for Company XYZ provides valuable insights into the company’s financial performance and supports the evaluation of financial ratios through comprehensive financial statement analysis. It offers a comprehensive view of revenues, expenses, and profits over a specified period, giving stakeholders an understanding of the company’s profitability and operating efficiency.</p>
<p>There are several ways multi-step income statements can benefit your small business. Single-step income statements can be used to get a simple view of your business’s net income. These take minimal time to prepare and don&#8217;t differentiate operating versus non-operating costs. The income statement should be used in tandem with the&nbsp;balance sheet&nbsp;and&nbsp;cash flow statement. With insights from all three of these financial reports, you can make informed decisions about how best to grow your business.</p>
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		<title>Double Entry: What It Means in Accounting and How Its Used</title>
		<link>http://www.n4f.es/blog/en/double-entry-what-it-means-in-accounting-and-how/</link>
		<comments>http://www.n4f.es/blog/en/double-entry-what-it-means-in-accounting-and-how/#comments</comments>
		<pubDate>Fri, 21 Apr 2023 11:48:17 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=23432</guid>
		<description><![CDATA[He currently researches and teaches economic sociology and the social studies of finance what&#8217;s the difference between a credit memo credit and a refund at the Hebrew University in Jerusalem. The total debit balance of $30,000 matches the total credit balance of $30,000. With double-entry accounting, when the good is purchased, it records an increase [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/what-is-the-purpose-of-the-cash-flow-statement-1024-300x168.jpg" width="202px" alt="double-entry accounting system"/></p>
<p>He currently researches and teaches economic sociology and the social studies of finance <a href="https://www.quick-bookkeeping.net/what-s-the-difference-between-a-credit-memo-credit/">what&#8217;s the difference between a credit memo credit and a refund</a> at the Hebrew University in Jerusalem.</p>
<p>The total debit balance of $30,000 matches the total credit balance of $30,000. With double-entry accounting, when the good is purchased, it records an increase in inventory and a decrease in assets. When the good is sold, it records a decrease in inventory and an increase in cash (assets). Double-entry accounting provides a holistic view of a company’s transactions and a clearer financial picture. To account for the credit purchase, a credit entry of $250,000 will be made to accounts payable. The debit entry increases the asset balance and the credit entry increases the notes payable liability balance by the same amount.</p>
<p>Although single-entry bookkeeping is simpler, it’s not as reliable as double-entry and isn’t a suitable accounting method for medium to large businesses. Double-entry accounting is a system of bookkeeping where every financial transaction is recorded in at least two accounts. A double-entry system provides a check and balance for each transaction, which helps ensure accuracy and prevent fraud.</p>
<h2>Types of Business Accounts</h2>
<p>The Credit Card Due sub-ledger would include a record of the other half of the entry, a credit for $5,000. The general ledger would have two lines added to it, showing both the debit and credit for $5,000 each. If Lucie opens a new grocery store, she may start the business by contributing some of her own savings of $100,000 to the company.</p>
<ol>
<li>To make things a bit easier, here’s a cheat sheet for how debits and credits work under the double-entry bookkeeping system.</li>
<li>As a small business owner, knowing which accounting practices you should use can be confusing.</li>
<li>For very small businesses with only a handful of transactions, single-entry bookkeeping can be sufficient for their accounting needs.</li>
<li>A batch of postings may include a large number of debits and credits, but the total of the debits must always equal the total of credits.</li>
<li>A simple guide to accounting, recordkeeping, and taxes for property management businesses.</li>
</ol>
<h2>Example 1: Business Purchases Using Credit</h2>
<p>This method provides a more complete picture of a business’s finances, and is typically used by larger businesses. When you generate a balance sheet in double-entry bookkeeping, your liabilities and equity (net worth or “capital”) must equal assets. In this case, the <a href="https://www.adprun.net/compare-and-contrast-job-order-costing-and-process/">compare and contrast job order costing and process costing</a> asset that has increased in value is your Inventory.</p>
<h2>Which of these is most important for your financial advisor to have?</h2>
<p>As a result, multiple sectors of the same account are impacted at the same time. As <a href="https://www.quickbooks-payroll.org/is-purchase-ledger-control-account-a-debit-or/">is purchase ledger control account a debit or credit</a> a result, the organization’s employees and officers are aware of the account manipulation. One party benefits from the transaction while the other party benefits equally. The Double Entry System is the most dependable, scientific, comprehensive, and self-contained accounting system. His first book on accounting was “Summa de Arithmetica, Geometria, Proportianet Proportionalita”.</p>
<p>This article compares single and double-entry bookkeeping and explains the pros and cons of both systems. A financial professional will offer guidance based on the information provided and offer a no-obligation call to better understand your situation. Our team of reviewers are established professionals with decades of experience in areas of personal finance and hold many advanced degrees and certifications. At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content.</p>
<p>Debits decrease revenue account balances, while credits increase their balances. To be in balance, the total of debits and credits for a transaction must be equal. Debits do not always equate to increases, and credits do  not always equate to decreases.</p>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-KkyPcFtjiZ1VpM5g.png" width="200px" alt="double-entry accounting system"/></p>
<p>Recording multiple  transactions that require both credit and debit entries can be time-consuming and lead to mistakes. It is recommended to use an accountant for your business or accounting software to ensure that all transactions are recorded correctly. The software lets a business create custom accounts, like a “technology expense” account to record purchases of computers, printers, cell phones, etc. You can also connect your business bank account to make recording transactions easier. There are two different ways to record the effects of debits and credits on accounts in the double-entry system of bookkeeping. They are the Traditional Approach and the Accounting Equation Approach.</p>
<p>When all the accounts in a company’s books have been balanced, the result is a zero balance in each account. This is reflected in the books by debiting inventory and crediting accounts payable. For example, a copywriter buys a new laptop computer for her business for $1,000. She credits her technology expense account for $1,000 and debits her cash account for $1,000.</p>
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		<title>Pilot com Reviews Read Customer Service Reviews of pilot.com</title>
		<link>http://www.n4f.es/blog/en/pilot-com-reviews-read-customer-service-reviews-of/</link>
		<comments>http://www.n4f.es/blog/en/pilot-com-reviews-read-customer-service-reviews-of/#comments</comments>
		<pubDate>Fri, 21 Apr 2023 02:53:53 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=23529</guid>
		<description><![CDATA[With a professional sales and marketing team and millions in venture capital dollars to blow through, ScaleFactor grew very quickly. Pilot is just as slick at sales and marketing, and is likely growing just as fast, if not faster. That fast growth is probably the number one contributor to their ability to raise so much [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="pilot accounting reviews"/></p>
<p>
<p>With a professional sales and marketing team and millions in venture capital dollars to blow through, ScaleFactor grew very quickly. Pilot is just as slick at sales and marketing, and is likely growing just as fast, if not faster. That fast growth is probably the number one contributor to their ability to raise so much money at such a high valuation. The R&amp;D tax credit could save your business up to $250,000 a year. Pilot goes beyond CFO services to offer everything you need for your business&#8217;s financial management.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/01/income-statement-margins-three.jpg" width="250px" alt="pilot accounting reviews"/></p>
<p>
<h2>Compare Bookkeeping Services</h2>
</p>
<p>
<p>The R&amp;D tax credit could save your business up to $500,000 a year. We handle the whole claiming process so you can skip the paperwork and get back to business. We work with thousands of startups <a href="https://www.bookstime.com/articles/pilot-bookkeeping-service">pilot accounting reviews</a> and small businesses, ranging from two founders in a garage to hundred-person teams. Pilot also charges an onboarding fee equal to one month of bookkeeping. Bench also offers catch-up bookkeeping starting at $199 per month if you need to get your prior months&#8217; books up to date quickly. Clients require the careful attention of trained professionals who have the time to develop relationships with specific clients (and time to understand their actual numbers and business in detail).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/testimonials-4.png" width="253px" alt="pilot accounting reviews"/></p>
<p>
<h2>What our customers are saying</h2>
</p>
<p>
<ul>
<li>Pilot CFO Services is another perk for startups that need even greater financial guidance.</li>
<li>These notes are regularly maintained to make it easy for anyone in Pilot to help the client in case their dedicated bookkeeper is out.</li>
<li>Having started one of the first cloud accounting firms, I’m a big believer in the value that a quality accounting partner can bring to a small business.</li>
<li>It also specializes in working with high-growth technology startups, ecommerce and professional service providers, and nonprofits.</li>
<li>For startup businesses, Pilot will calculate your burn rate, while for ecommerce stores, it’ll provide inventory updates.</li>
</ul>
<p>
<p>Your finance expert will collect initial details and from there the process is reliable and accurate. You didn&#8217;t start a business to track your cash flow or reconcile accounts. But we did.Pilot gives you the freedom to focus on your business, knowing you&#8217;ll receive accurate, detailed books every month. We evaluated whether the online bookkeeping service offered tax and consulting, and the scope of  those services.</p>
</p>
<p>
<h2>QuickBooks Live</h2>
</p>
<p>
<p>Every month, however, Pilot averages your prior three months of books to determine if your current expenses have changed and will adjust pricing if necessary. Yet, they&nbsp;offer a $200/month discount off <a href="https://www.bookstime.com/articles/cash-flow-from-financing-activities">https://www.bookstime.com/articles/cash-flow-from-financing-activities</a> their Core and Select plans for pre-revenue companies. Three main pricing packages are available &#8211; Pilot Bookkeeping, Pilot CFO Services, and Pilot Tax &#8211; each with separate plans.</p>
</p>
<p>
<ul>
<li>In a 30 minute personalized walk through, our experts will get to know your business needs, understand what&#8217;s important to you and show you how Bench works.</li>
<li>The purpose of automation is to save YOU, the client, time and money.</li>
<li>In addition, they have a staff of bookkeeping specialists working on your books and a team of developers developing technologies to automate some of the bookkeeping labor.</li>
<li>It is fairly simple to begin utilizing these accounting services because they can provide numerous connections with most top software and online apps and handle bookkeeping catch-up if necessary.</li>
<li>Pilot’s base package–the Starter plan–starts at $349 per month when billed annually.</li>
<li>Similarly, QuickBooks Live Bookkeeping gives you the ability to schedule video calls with your bookkeeper, as well as send live chat messages to its larger network of bookkeeping experts.</li>
</ul>
<p>
<p>Pilot CFO Services is another perk for startups that need even greater financial guidance. Moreover, your bookkeeper is available to answer any questions, offer financial best practices and serve as a partner to your business. If you opt for the Select plan, you can access priority support, as well as industry-standard financial ratios with your reporting, such as free cash flow and margin percentage. Pilot prices its services based on your business’s monthly expenses. To calculate those expenses, Pilot uses the money you spend each month — including payroll, cost of goods sold and distributions. It is fairly simple to begin utilizing these accounting services because  they can provide numerous connections with most top software and online apps and handle bookkeeping catch-up if necessary.</p>
</p>
<p>
<ul>
<li>Its high monthly cost, however, may be unaffordable for some small businesses.</li>
<li>The best online bookkeeping service should offer a wide range of bookkeeping solutions, including catch-up bookkeeping, invoicing, bill pay, bank reconciliation, payroll, and tax filing.</li>
<li>Your bookkeeper handles all reconciliation and monthly reporting, and works with you to get everything set up with QuickBooks Online and integrate with other business software you may use.</li>
<li>Pilot bookkeeping is designed to accommodate quickly growing businesses and offers perks specifically for high-growth-potential startups.</li>
<li>Another advantage of online bookkeeping services is that they offer real-time data tracking and reporting.</li>
<li>If you listen to my #1 accounting podcast, the Cloud Accounting Podcast, you’ve probably heard about Pilot.</li>
</ul>
<p>
<h2>Finally understand our finances</h2>
</p>
<p>
<p>Your dedicated team learns your business and connects to your financial data sources, ensuring a tailored approach to your bookkeeping needs and setting the stage for accurate books. We&#8217;re not your average accounting firm—we&#8217;re the largest startup accounting provider in the US. We have unparalleled expertise helping thousands of businesses like yours succeed. In a 30 minute personalized walk through, our experts will get to know your business needs, understand what&#8217;s important to you and show you how Bench works.</p>
</p>
<p>
<p>Bench is more established than Pilot—we’ve been serving small businesses since 2012, versus 2016 for Pilot, and have 2.5X more employees than Pilot, giving us an unmatched depth of expertise. Pilot has been valued as if it were an incredibly high gross margin SaaS startup. When you compare their valuation to the typical metrics used in the accounting space, it starts to look pretty insane.</p>
</p>
<p>
<h2>Related Bookkeeping Service Reviews</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/testimonials-6.png" width="257px" alt="pilot accounting reviews"/></p>
<p>
<p>However, if your external CPA recommends accrual accounting for your tax filing, he or she can easily use your Bench-provided cash-basis financial statements to file an accrual-basis return. Because your books are in order, the conversion process is easily handled. Online bookkeeping services offer several advantages to businesses looking to manage their financial records efficiently. One of the most significant benefits of online bookkeeping is accessibility. With online bookkeeping services, businesses can access their financial records from anywhere, at any time, and through any device with an internet <a href="https://x.com/BooksTimeInc">https://x.com/BooksTimeInc</a> connection.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='312' src='https://www.youtube.com/embed/aD563xTYoYU' frameborder='0' alt='pilot accounting reviews' allowfullscreen></iframe></div>
</p>
<p>
<h2>Business Check Stores</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/testimonials-1-1.png" width="256px" alt="pilot accounting reviews"/></p>
<p>
<p>If you’re looking for more complex business information, you can also take advantage of unlimited communication with Bench’s in-house research team at no extra cost. Pilot bookkeeping is designed to accommodate quickly growing businesses and offers perks specifically for high-growth-potential startups. Pilot offers a discount for pre-revenue companies — $200 off the Core or Select plans each month for the first subscription year — available for businesses with less than $15,000 in total revenue. Your bookkeeper will handle reconciliation and prepare monthly financial reports for you, including a profit and loss statement, balance sheet, and cash flow statement.</p></p>
]]></content:encoded>
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		<item>
		<title>Margin Of Safety What Is It, Formula, Example, How to Calculate?</title>
		<link>http://www.n4f.es/blog/en/margin-of-safety-what-is-it-formula-example-how-to/</link>
		<comments>http://www.n4f.es/blog/en/margin-of-safety-what-is-it-formula-example-how-to/#comments</comments>
		<pubDate>Wed, 29 Mar 2023 10:55:57 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22823</guid>
		<description><![CDATA[Clear can also help you in getting your business registered for Goods &#38; Services Tax Law. Just upload your form 16, claim your deductions and get your acknowledgment number online. You can efile income tax return on your income from salary, house property, capital gains, business &#38; profession and income from other sources. How Much [&#8230;]]]></description>
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Nt23K3XBJcDwJoTDMhP99mkA/unGNDKqje4jKbDT1h9ElT0Tr6WCF76hueRodlEbzlB2BcLi+mo4cbKa065bEY95q5R9zTf8jrqnW3YLSCN66pjDHAZ6c4/wzqKdtdZemV4rKiz3+s2xZrtRqGlRrpST0cyE4DwVKlVkH+6wSQe6Lpdbd3SOpCuN0bLlQkYPz9Iw8/8Aa1MJqB3E+Y+ixJ8IxinfkeBf/KSLcwQbEd4T5HW7p2wVku8zK4yrCmfBB8Hxro/Wfp9GEL3iUeo3Ff8AVZDk4Jx2X8tMKDc3R5IIo03JskAIAo+do/A/72lK1HpvuCqeGzSbWudREoeVaNqaeRF9iwTJA7jz99SB1E42F/MfRVXUWKsaXOsB/lI+ad3/AExdPcE/ttxg4/8AM5v/AL3Wf+mLp15O4CPzNJN/95pq3OPp7aZhSXVNt0czLyEVSYI2K588Wwcdj/TRM13StlKNWbTz4x69MD/noLqEGxv5tSNpMTcA5uUg/wCFye3/AEw9OyM/2i8//qs//wB5oL1g6cseI3GM/b5Wf/7zTEB6Wk8YJttE/wC7PCSP8dBqPpnIeBNhJJxxWaPOftgHQDQ83ebUno2KN3DfJyfo6udO8gf2kQZGe9NOP/g1sOrPTs5H9p4Fx/ehlXP9V0xorF09lxHDQ2hgB2CFMf4HXeTZ2yp0wtopD+aMR/kdKG0J4u9yYWYiN8nk5PVeqfT1/G6aT+Ycf5rrqvUvYbjku6aDH5yY0wE6e7QZy/7AVgfHGab/AINrMnT/AGorkiwSAeMevN/99p3VUZ2c7yao74gN8n/cpBXqLsR8Y3baxk471Kj/ADOu39u9lciv9rbRkf8A67H/AM9Rn/0ebTYMZLFlMHIM8vcY7/xa0qen20iOC2sgeMfMS/8AFtHU0n953kEZ6865WeblKS712cyGRd12cqMAn56LAz9/q1um7tpOcJumzsT4xXRHP/vaiQdOtokAm1t28YqJMD/HTQ3DeujfTwIvURpLHIOwkljq3p6j84pEVlbP9zPMe6jtpjoqRouXuHsH1VinhxWreI4ImuceAJJPgLEqxo3TthscdyWo57jFZGf+OuibhsEpCx323Mx8AVUZP+eqrdL97dK+se4Lpa9o7bvMVHb41lS4ylxDUNywwIBb0z3UqGIZl5HC8cF5b12bt/a+0rxuags1wus9ro5KtaKOq4GcIORUNxbHYE+GPbsCexZGKORudrzbw/dW6rDsaoKoUVTC1shy6F1j2rWvppe4324qe1u9pb8N0pD+kyn/AI66JcKCTvHX0zfpKp/46qf08r7NuQ0Me/Onm5dkS3OQRUMldKZKaaRscIzI0cbRysc8UkVeWAAWJC6Ye/d91m17CbzTdJ6+E1UUi0prr1Inoz+mxCSRfKAsVIPNVcd04lkLKSRspJRma8/0/umVtFi2HSmGoibccn3HsIBB9hV8BPAccZkOfsw1uCD4OqSWC8XSqjSG+dOa2OoWB5H+VuxjYVK0TVQpRFPSqRLhGjP1FQyliwBUFx7Fgh3huoWqexVNptQt0NbzNe7zMZQCrLmmClQcowOCrAnPgF/o9PwkPl+6omStG8Q/q/ZW4GSM40NU8tm6thVdFRVtVFdrWlXS0Fe61d0pk9CmqKOeraR2VCgMUdNMzgsMIgYFmdYy9tsbRh3RtuivRuW4bVLVp6q08k5PEgkK2HijcggclDoj4I5IjZUIaeC2knuP1R1tWN4h/V+ysb48kD9fbQ1UefaW/wCHfNtlhr6uSx2u9W+qqaurqTFE0EFVFK2ObYc8UYALkkkeNTNvD4htj7WjcRzmsnVeQjU8eRz47gn+gOqFfUUmHkB8rTflwV3DoayvuBC5ttNdj7VKWRgnPjSBft7WLb8LS1Usk3AEssKhsflkkKD+p1V3eHxfbjqI51sm1fS9TC0wnk8g4wSuCxbOQMJ7jsNErN03+Jrq/SRzbilXb1DOeTS1XKlZomOeKwgvKcD2YRg/fWCcZfU9miYXd66FmC9QM1Y8NHirkUVZTXGkhrqKZJqeojEkciHKspGQRrtprdMdlz9PNj2zZ1RenurW1GQVTx+nzBYtgLlsAciB3PYDTp1vRlxaC8WKwnhrXENNxfdDQ0CcDOkmp3btajnelq9xW2GaM8XjepQMp+xGe2o56iKnGaVwaO8gfFN3StoaStq7psW9tu2/de2bhHXWu6U6VNLOnh0YZH6EeCPIIIPfICrqdL3IaGhoaEIaGhoaEIaGhoaEIaGhoaEIaGhoaEIaGhoaEIaGhoaEJMvu2Nv7npGor/aKWtjIwDIg5x98go4+pGB7hlIIPcEHSJT7Gutk4nau+LzTwxRiOKiukxulOSM5ZnnJqSTnH+3AAA7edO7Q0iUOI2TUj3Lu61Bl3Rs2SWNJCBW2Sb5yMxBR+8khYJOjE8v3cSTY7fWdLll3BZdx0fz9juVPWQcijGJ8mNx5R18o491YBgexA0fIBGDpHuOz9r3apevrrHSNWycM1iJ6dSOBymJkxIvHJxhhjJ++iyCQUsDv3Htoaa1XtfcVEJZtp7zrKaXAEVNdYv2jSDuCS2WSoJxkD9+AM54nGDo27dx2gKN07MqEjaRl+cs8jXCBFzhWkQIk4JGCQsbqvfLYGSXSht9k7NDRO03q036iW42W4wVlM5KiSJgQCDgqfswIIIOCCCD3GjgIPYHOlTdkNDQ0NCENDQ0NCFpIx7RIfrfx+Q++m7aZVqd8XeNoUBt9LTU6sCfwvl/f3z7j/wCjl/XTR25Vmp39upAoKxR0K8sH8XGQEZ8eAOw79/zGqs5IkjA4n5FTxC7Xnu+YTmT91XSJwHGZRLyGSSwwrZ+3bhj9Drv6fF+SNgH8Qx2P5/lrP56GrSgQ1pUOI4JJD4RC39BrfRO9TfLWavqP/R0sr/phCdFrpCbAlVa6GwZrhUsfqFvI8/3mjx/l/jp2dVd1PY7S9JT+sZJVQyelGXKLIWVcorKzr9EjMqurMEES4aZSGx0NAYySAEcaJFyff8OdLO402rNcq+Pf0rU7XC+w2exVHBvVU1NHT4SJlU8OcsUw5HAyrDI99zFz/vRHcFjdHm/7iDzJ+KYf7ModxbrNTQV1Vbp3tVsrLlY5apXaieQSJHFI6o7JEv1+nEka8XDuRB+4bW+6rH05hoNv0aRz2dClPR2t53d3UkS1KwzRSwlOCCSQySYlaP6WYxY9Qa7uob7X7xs09larsV9Wru8Vtv7QlgAJ6qQ0dQhGJ4HWGLjE5UhHjkjKlGDInSevqVg2R1Gv9LHe75vegmqJZo480lhsqGM/K00ZISnhET/W5LMXGGLlgdZgctuykTYu4r3t6/y2S9vI/Krkid5IpVeVC6rGzM+RKyBogJw2ZE+YV+bUnqPMCSlhk6il7+0WzY9iT7avy3CTZ37Sa4vRYpErHT0TAZs5+cMrs3DGeLE5ycalTPY4HYk6DYpDoqs2Pd/w57t62XvpZX9GLNTVsdyqKGC6VUMMi1tZG7CRGQpmPkysEPJuX09lJC6Qth7L6Z3b4sN67Mpdl7cue2UtavHAaOOWOjqYBTJKI8j93+8klVlH8R/3Rop8VHQepHVO2dQLLeILJbty1cNPXXGaR44LdXAYSVyikosnFSH7gScyxXkMTt0L6DWDopbZoqSte6XivI+cuMkXp81B+mNEyeCj37kse5PZQMpjZpJcr7Wad+PcF7RXYjhmGYC2upKuQyTwhgizPIbIHNzPzE2GW2jQb3I4FVw+FTYmzN+773xQbr23Q3WitaqKKGZPph5SsPp+2AmM/Y6eL7n+B9qma3XPZtPRSwu0UytaqpSrDIPePJ9vvpkfDdve2dOazq1vi5RM1JbzQ5Vf7stW8YP6ZdT/AC0/Pix6bbA2btq0dTrFtm3fOpf4/m4Wy0VwWYO7BwG794/K4OGbv2BFWOSRlKHxEaXJuO9b2KZKnpSaKtkna2VsbY+rflGfq2kg353G3E6qLdvbT6Q73+Ky17a2hZ4qrYter8aZTUQpIY6BncZciUYlXPnvj7alneW3vg7sVVdLDa7RRRbgoqepSnmirq0pT1caNwT1DKV5iRce4B7HwRpp7MoNtUfxqWSm2VQR0Nha3/P0NPEOPppUWb1ScEkgkuCRn7jSfs7dXTroVsve2wt9W+oqd/Vk9Vb+9CXdoHgEcbJK/ZYuRaT25BgQGHE6ayRzGkuIGrrm19uHcrGIsmrpYG0stQ60ERbG19nuzOcC+QgEWaAMxtxGtkl/DBF8N95t9RZesEVE246q6vFQNVPUwI1MY4wimSMrECZPU7ue/wDQaV/iR6ZbL2f1f2Ns3Z23Y7bQX35eGugjmlb5jnVcMEyMxHZfYjv3899InTGl2PS/CrvO4bjpqCO5VO5PlKGp9FPm3ZI6Rwkb45cQDIxA7YZ/v3L3y7Xu+7/+H+e9yySz4oYkMqcXeCO8zRQsc+cxRxnl/F2b30wStdGIbA6A3HDW1lrvbVnpDNWxTyiJrpo3Mc4lhLYS8OYNBYEWtrYi91JXxS9KekXSfYtm3Dtfa1LS1zXqGI0clbUyLXU3CQyRnnIWVchMtGVb6sZGRpk/FX0/6c7LtOxbn0829JZU3BS1FXIJKied3UJA8aOJZG4lRI2eOO504qPpHszevxEb3pusW/WiFlubXGitFRVCOKso6g+uirM79o0RkV40UHDDDLjs0/iW31QdV+stktthr0qbXbJqe1U8if7KeV5RzkTvggswQMOzCMHwdOqnRlrswALiABx0OpWZ0WlxD0+kgFVLKI43zSuJcG5XsBjb2jZxB1vrx5aXD6ddEdidLrpV3TZ8VfFJXQmnlSepMqFeQIxkZzlRjv2yfv2Kb06A9Ft232s3rvrb0VRX1kcfzFTLc6iCPhEiovZJFUAKi5ONSDFKzwKyYZyuR+ZxqEK/p5avif6K7Era/ds8NXb1gkqLitOskss0cZhql4kqELyoWz3AKjsc613NaxojjaL7gcF41h+I4hV1xxKqrJI7kMfK0uLwCCRsQSOztfh3KKehXTDpZv8A6rdRLKduzVVjt1QtVZKtKueH04jK68V4OAyNgFC2WwpyWJ7Wwuew7Dd9iS9OayOUWaWgS28I3/eLAihUAY5+oBV74PjUBdAZKLpT103p0Dtk9RX2lYIrrRV1UqNUeoIoWaJpFA5KBOcdhxKNgAu2rNq5GeQ7j21HQxtEZ0F7kGw79lp9PMUq5cTjLZnmINifGXOJ0LW2fY+q4kXPG91RSl6C7Hqvikq+i0xuH9mbdSiogUVIE6u1FHMcvx7/ALxyf07DtofEj0P2b0qv+x7PswXCODctVLBWGeo9WQBXhA9M4HE4lb2Ptp/dabZv3ox1quXxIWzbdNuCzVNPHTugqxA1LilSA+oCMnLICvEEY7Eg6hzdHVje3V/eW09wb1oYKWGO7U8VrhplKQwD1UZzk5ZnYcQ2W+x7AAazKl8dODFIzUu004XXr2AzY3jE9LilPVF1IyACTt3vKGOzAtvfMDZxJA2vqrwdMulVg6UWqqs23Ky5VNPVzCoc18qSOrBQvYoi9sAeQfHt41CHXDph8MsHUiKv6lbivNtvG6iJiIKgJTRYAjEjn0z6allP1EnLcicAdrT81Kfc6qP8dnT6a5UFl6lUiyPHbV/ZlcR3EaM/KB+/hfUZ1J+7oNadW3qae8bRpwtp5LyHoVVT4r0kaysqnxunu0vabOJLeyCba3cAO/QcVHvXnoL006a796c7VtFXeZ49z3H0LrTzVEbTiEzQRq0ZEY4k85QMgglfHYgp/VnoDs/ZPXrYfSqyV15aw7hFI9UZ6iN50M1XJDJ6brGFH0RqQSh7jvnsNSPsL4X+o+6pIOoW9uocVNd6WngqdtzUky3AwzRKrUskjtmNolIBCJyDAg8hj6mNe7N1fsvxP9O16x7iorzcqu426op5KJv3MUAq2RUVRHGF+tXOAv8AFknJOs92fJndHlBI5aD916rh+KvfP6HFiYmfBBNn1dd78riC24sQwbuvwsiDfD3s1fip/wChN6+9Hbwp/W9UVEfzOf2eKgDn6fED1D/cPbIzk51MFx+DToFZmRLpvjcVvZxyjFTeKKHkPbAaAZGk2flH/pB6YsuRJQMjZ7Z/8kt7/wAtVg3RuW+bov8AId0JUxXOWq53OViTM1QPplPBscTyDARnHHAXsB2jnqWUzXflh3aI12FgFLR0WN9J303U174mimie+2pc5xdra4/u6+wJ49dOk3TzYXUPae2dl7irblab0sQrJmr4J3jZpyjcWjQKv0YIBU9/vqarj8KnwzbdvkG3Lt1I3JR3Kfgwpp7rSB15d15/6thM98csZx21D/X3pKegl225SR7hF+N0MsomkolpjCYZYu4UM2c8vv7amLpzs/b96+I/qhR9RqaOeShrqiuo6S4SjE0EkztTyBWP1olP6YAP0gSAkAqMKxzw8tLGgkjwAIuosSrJmYVT1dNiMromRSOLmts+QiRrBo7YNLte7le4gz4den/STqJJe4Oq+8qnbhoflv2asNxp6X1uZkEnIzRvkKViGRjBbv5GLrdJ+gWyukNfUXfat7v1a1fRilcXCpgmX0iyuCpjhQ+VGO5GPbVVfg66YbH6iXffNXvu1/OQ0VNS/LK9Q8UaxzGZnc8SM4EaYySB3PnBEyfA9vS9bh2Fd9t3WsqKuOw1EHyk0+SVjmEn7pSf4VMRIHtz+2NTUZjBZmaDe9jx0WL+Ic1fMyu9FqZOriEIkjcBltIBbKdeIBINt7jZKXxObL6I+vTdQurG4b/b5TSrbKantEsYlqgjs/ZGjbJHqd2YhQCoOCRmsW4aD4Xaew3FdtP1ZN7SnkFCtebcaY1IX6PV9PLcMkZ498Z99Wh+J3bFu3Xc9rS01pptz33bZmubbVed4ZbtbXKrKI2HlkeJGwORI5fS34TEEW+OoW87jJSdN/g+2bbaemQf6vdtsGeQOB35VBWCNc48MAfzOnVbHdY6wGtv03Kk6EYjMzCYQZZCGXuOujiYwA9kWcMxDhxtbcXuLJv/AA8/DjtXq3sO+7n3TW3ukrLXWSU1NHSSRJHKogRwXDRsx7ufBHYD89NzpH0Z25vTpPvfqTcq24Q1O1VlkpKSFoxTzskPq8ZAylu5Cg4YeT+urR/D31WoN10m5On02wbVtHd9gM37TtlrgSGmnlU+k7px7AhwqMCWx9JDMD9NeumO+bdsDovv/pfeKerXdt7qpIYrWad1kiDxpE/qEgBCoV+x+okDthsiBzII2Mc8C3auSLarbhx3H8RqK+OLM14lpyxgLXZY3O7RBFwWFupdtY7pd6CfCps/q/sJN5Xy83ainmrpqdaaiMQiCqFIOXRjn6j/AE1t1b+GPo70+2VebtZOpzVF5tUQdLbU11I0krF1UqY1CyZAYnwT20rXKr3v0y+EratloYayhuW8r6YJvT7TfLzeq0aqe2DIsUX2+lyDjPZ4Wf4GNlxWuGHc+7r7UXNo8VDULQxU2fOFR0ZiB3GeQzjPFfAdHCXMEccYJsCSe/b2rJqekDqbEJa/EcSdHT9c9sbGsD8zWO7WvBvC9yeSiToz8I9V1U2LRb0pupz2g1rzRimW1GoCiORkyHE6ZzxJxxGMa6dZfhivXRXaa7zHVGqu0ArIaSoiS2mleJX5fWv79+ZDADj9Pn8Qx3kz4gumV36Y/DPBtbY1xq5KCxXcVtY5JWVqeSWVgDjAYJLLEe+B9IbtjUZ0k/xG/E1tbbnTmssc1PZLYY2q75VU0qrUFcqss0sh/essbfhTLM2XbOfpc6FkTOrcy7iNxzUtBjGJ4nOcbirWChEzw5rmsaRGNRu25LgQAB2r231tNnR74drvsq/WbfcPV+fcVIiCogV7c6LPDLCyghjM/Yq4I7fbT2+IHYe8+pm1KSzdP9yNZLnS3GKqM7V01KHhEciuheJWby4I7Y+kaftmtNFtewWzbVrEq0dqpIKGn9RuTelEgRMn3OFGTjSbvO63Wx7N3BerDTioulvtdXVUURTkJJ44maNSvvlgBjWkyljjjLGjQ7heO1PSTEMQxWOue9rpGEBpLWgWubZgAAd9bhUz6l9HviK6X7Num+bv1jd6O1ei0tPRbiuDTASypGnEOqjzIDknwCe/jXTpz0c+Jnqjseh3rZutNVHbLqZVjhrdx3JZCsUzxsHUIy/ijJHc9sffGkeHppJdPhu3R153Hue6Vl6udV6MMTzD0p0NZHC7TggvLIJObKAwAaNCeXgHNkbW3D0o6F2T4jNqbzuKXmoubJUW5/8AzKSlE0sPpOg7yEsnIksBhzgKyh9Y7GNDsxbZtr2vw5r3KqqpDRGGKeJ1SJupDjAA0uy36u2tu1+v2W4pK37aPiH6Qbrsuwbr1fvE1TeIYpaP9n7huDQqJJmjAYtwKnkhJwMd/wCWpLqeiXxZ2KJa66/EBbqWnVgpmqt33KNMk9hyeHGSf00m9fr7T7x6y9Gt308Escd3tFmuEVMwBZVmrHcIxz5GcH9NOvqH02ruvvxQXbZO677cqPa+17VDPDBROBL+8hhYiPmrKHaSYlnKsSsfH+6VlyMzPy3OotqePtWM+rlbDSTVIiiBikklJha43Y8Ms1ulySQLX70k7o6Q/FdJs24y13Vi2XC2CjeongkvFTUiWNF55QtT/iwuVIIwcEEedNzpHuT4uerdrrbns7qTAKa3VK0s3zzxc2cICDloWyOOO5Of186dNT0x6y7FrbvsTanUNtn9PfWVfX3BWU9XVViMhEzU6JEGRWzkp+7yR+IknSt0tvvTf4c9t3Db9jv1TeKitqBV1FXXcKeOZwgXEMWCyDsOxMn6+2qMuIU1M8NeTpe9iT5KGpxNrMOkIbTzSOLTGBCNGn1s4tlDrW0DiQR5JdztnxvWWP5y69SbRSwIe07RUcnEY+o4+WLfhBOB5AxoxQQ/FfHBHVbq+ICz2h6sFqOOntNvqpZV8kt+6REU4ByHY/cZ7aa2/wD4lbvu24pBbIJhQ000ZdqeE/RGTxLFmOQPq9lAJIz5xpi23eF73JfNu7TptxTxLebtBaYg44o7ySCJXVlJJjHJc9gQPbuNZE+K1MkuWmuAdtTf6LKhq31EeQ0kBdr6sLeAubXB2Gp0Vgtlb9qdjz1R3dve37kWQK8KSW+ioPTmCcOarTxZyU+g5LZUADiCRotf+vsENue1WqiFtoB6cdMlHH8skYQ5ACq3jt34BO330ftHwibbcrJu7d92r5Ip0ljjt6rRxlQQeD59R2yR5Vk/IDzqXtsdPdk7QHLb+2aKmlQ5E7KZZ/8A7bIWkx+XLWizCsUqwBUS2HiSVxNTi2GskMkUYLjyAaPKwt7AqzzXXqHvXdFJ8zPdKR6qqgt9MKiokgQtUSLEgeTJl4MXX8KkAffVhNm/CHbaNfmN5bomqZnIdoLbH6S5x9SvNJzeUE/xARtqP9zsT1bt+PA3LaCSf/6uA6uRnBONbknReioWxvdd5cL9r6bLloOldbXyyxgBgYbCw18/pZM/aHR7ptsWsa47Z2rT09YxOKmaWWpmTPkI8zMyA5OQpAOnkAB4GhkffQ1aZGyMZWCw7lFJK+Z2aQknv1Q0NDI0j7s3VatnWaa93ZnMUZVFjjGXkkY4VVH3JP8ATJ9tJLIyFhkebAalM3R660s9dbaqipqlqeWoheJJl/FGWGOQ/MZyNQ7L8M9trZDVVO7rnDLJgukRDKrY74PbP640lX74p6Wlk4UVFSU6oQSzLJUtIpHbijegAOXEE8jjOQDpkt8Wu72dixt0J5EcEt8hA7/nIT/49vGvOukGN9FK2Rv8Rb1pbcDQm3PS4spGOe0WapJtkZ6F9XINvwS+lsHqPPPLQxOuI7RuDAd4IzjCxVSCSRUJ+mWOTiAHA1N2QfB03d/bIsPUfatdtHcUMrUlaoxLDIUmp5VIaOeJh+GRHVWVvYjv2yC1+iO9b7fbRc9m76nSTeey6z9lXlkUItWvENTVqKPCTwlX/J/UX+HA9ITVJWgew1jl+WsHvpULYdxoa11kHGhCzoE41jl+WsE50IWeR1nWusr50IWdDWCfbQB9tCFnQ1gnHtrIPbOhCGhoA50NCENDQ0NCENDQ0NCEND7j76GhoQk+s29ZK+aSpqbZAZ5UCPOq8Jio8D1Fw/b279tJU2yI4oJIrNujcVsZ+4dbg1WVP5LViZR2yMAe/wChDl0NJZPzuta6Z73/AHZtYw0m4bRU7gikJ4V1nom5qihctNCSQDk/9WzFv4U7HCzTbu27VSrTi5rTzuQFhrEellY/kkoVj/IaV9cqukpa6Jqesp454mHdJEDL+uD20WRdp3C6I6SKHjcMp8FTkHWdIx2dtv1PWhtcdM5zlqRmpyfbv6ZXOPz1wFgvFp5Nt++zyxAErR3N2qEBwuAJjmUDIJ+pn7scYAA0apLA7FODTJ2Dh9xbtkUYU1+AR74Zwf8ALSu+5rhQwzS3ra9yiEILGSiX51GXH8Kx/vify9POfAOmp093TtqFr7c6u9QUcc9azE1zfKnl6soxxlCn7fz1Xk1mZ4H5KVgsx446KStDXOmqaeshWppJ45oXGVkjcMrD7gjsddNWFAhpE3zMKfZO4J849O1Vb5/SFjpb0yust9t9h6a7hnuVQIRNbp4U+ktlnQoPA8ZYZPgZ76czVwHeo5jaNx7j8FBPQwnjXDwsdPAqj9eX/LT4vrNZbqm6oqeaamFMtJc0hV5JRCjM8UyIMlhGZJeSKOTLIWBJjCOxOiTBXu3E4UR0wXH2/ealMyH6SBkE62MXcPTHDw+Cy+j4th7D4/FNncW2aTddI90sNzpaaorUSpjqVj+ao55hHxhqmRWX1WVCOLq65AQMXVECtzpn0Yp9kbas+2bndqa5xWW3wWxGpqBqX5qCLBC1AeWUuOYLcVKJ3KlWBxp21G0aEyVVRaKyts1TVsXeahlAXmWLM/oOGgZ2JyztGWP31rTbPZ4jT33c95vceVKpVSQwqMZ7MtLHEJFPukgZTjxrNvYaLbXcVC7iuEVNRsJLfQzrNVVKvlJKiNgUgQ/xcJFDMwOFaNU+omQI5I5MKQT76LUsFHSQR0lJTxwQwoEjijQIiKOwVVAwABgAewA11UZJOO32OlCaSi1/sVl3VZqzb24aGKtt1whMFTBIDh0PnuO4PggggggEEEA6i/pTY+qHTXdM/Ti9yS7h2XHBJU2G+SsPXo41ZQtFUffAP0nGML9JA/dRS8Tj21gecnxqF8TXPDuI+HJaNLiktPSyUZAdG/geDuDm8nDbvGhuqzdL/hfv9hi35tvf0lFPa94W6OA1Fvm5hJFkYqV5qrBlLBxlMAjy2kz/APBP6kX+xWLZG9eoC1dmsNS3pziuqZvUpvCcKeReMTquVADlVB7E+DawkkHsdYLcU7arnD4MgbbQd66X/wCoeNtqXVbXNzuy/pBsWtyBzb7Oy6HmoCp+he6rX8UdH1VooreNrQU60sEMVR+9p4ktQplV0YDI5rgcS3bBOPGpS6jdP7RvnbV2o3tFmmvVTbamjoK+upElalkeN1RgxVmUB25YH59tOf1CxP6a24hh51OyBjQ5rdibrFrOkVfWywTPdZ0LGsaRcdltyL8zrrzVbul3wl26HYsm2OrlHRVNfTX2S4U9TaalkWSBoadTGW4KShaJgRxDDuVK5JJ3q30I3ffutnTje+07XbH29tX9mUktPHOsMlPFBWNIxWMgL6axsoAViexAXwDYMAL5PbXddM9Ciy5A2w09y1B06xk1zq57w4nP2TfIOsFnZRfQnmOKivq18N3T3rPV0d33Ea+33ShT0VrbfIiSSxAlhHIGVlYAliCACMkZx21FW5fhNqdvdRNlXzYNItbYrTW0FRdGqK1TWSSLWF5ZWUqiFFhEYAT6voP0kksbUF8a4yuQDonpIZjd4158UzCOm+OYRC2lgmJiaHAMNy2zgQdNNgSRyOq6UgkFNGZBxfipYfZsaq71I6fdfOnG5rnV9CGrpLHuCperlgpJ6bNNM+OSGKccVGfwyRgHhxVjlATZ+OU8cfnrYfV306op2VLbOuPDQrOwHH5sBmdI2NkjXizmSDMx3EXHMHUd6rh0c+H3qHtfa24tzXi/JQb/AL3Syx0FUZEqpaQs3NjNKeQeSQqoYjlxHIhuR+mVdj7X6obe6SDb9w3dT1u644pmpq2oR6pYWZ+SxuzsDLxyyhjgAFRhuOXf0WcePGts+x7A6ZFRwwABnK2/NWcU6VV2NSvkqww5nNdbINMosGi+zLaZdjre9yqp0nwzdZerl6pL71535UxUEJ5m3JJHJMQcfSqRf6vBkfxLyJ9199OHq30Za8z7It3Suz26Sy7NuTpXQ0tWjSwSEx8gwyWZwFHLJ5DIyMaN743d1ZF/uj2eLctkt1tulPb6hxW2uWFlqaynigngR4ml4NC0hbmPpkkVBz4O0aFYbh1VuN425cLzvHdW2v7SGspqahnktD1UcscEJ9KV4qFkA+aaZPrjZwByZI2LIGDD4chYBvueJ8StU9P8Y9KinGVrIrhsbW5YxmaWk5RbWxNibkKSt9P1kourVhudqvNrpthU6JLX/MSJTxqxIilSZ2Ys7EODEQOIfAZQVLNJd1tFvv8AbqyyXqhhq6KuienqaeYBkkRhhlI/Q6pfuXqF1eu2ydz1cd+3RdJrJU1NRAY2s1bbrSaK2Uter1k5tSerIJ5GCoixAmMorkgO80WK87osfRrc92qN2bwutTYL7fKKm/ZlFbmrjTUFyqaOGGOMUnpcTHAjv+6JB5leK8YxZZGIyTzK5Wpr3VDIWhjWGMWBaLE63u4jd2u+/ek3b1h6g/DpuuhsFnWq3L0zvNelPEHZnqLJJM/EHPf93yYEn8LHP4HbL56zdNt77h+IXp3vmzWSWpstllt0VdUpNGPS4Vzu5aPlzIVWViwBHc/bSfQ7w6z1O4nsj1e/U9G9mhqZkisk0VvploaSoJqZUpOIkPzTuDgBljEfHmS4XelnUXee97jtilar3NzkttFdL69ZZ6eKh4TUcVQrQThPqWR5GiCZ9QcJCccMtC6ia5hZwve3Lw027lvx9L6mKrGICNnXZHMe7XthwLczgLDOATdw3OpBKSrjsDe5+L+k6j/2cmbbi06wrcEkVxk0LxNyRW5JhyBlgPy1KVz6J9J73uObeF02Pbqi8VDK81S3MCVlOeTRhhGxOPqJU8u/LkNPb1F8LGAT2HsB/P8Anqv966xdRdv1dvkrLJeUtdXHVVnzH7Mp6qZ6ZEdk4xLJGVnVYnkkhy3BOP1FzwD46VgLtLhxvrzVGq6UV9SIOreYzFGIrsJBLQSe1Y6768O5Nr41ul++9/VG2LrtLbNddYrVFWGpelCyPGzmLgPTzzbPA91Bx76mTql0N2B1UrEu24qSpp6+hjlSGuoXWOcQsGzGxdWVl+okZHIHwVycxTXfEJ1Gs0VzuO4aaaz2yioprjA9TtCoeeppxWQU8DrG9TAByWojkdS/7vkoZs5UKMnVjrI+2YLxLJZYpam/VlimoTtOaSWkMVXLSxmWRbmIVkkkWJQnqFechCu4QsVNM0Oc4j1tx4exTf7VV7aWkp6c5HU2fK5pIcRIbkHn8CN1GHQ/4fOpNTR772Pu2S9bNa7UlFIk0UKGCpRHlD07uuVkQ+p3Ebj2zlcobQdI+k1k6P7RXbVnlaqmmlNTWVjLxaolIAzxyeKgDAXJ9ySSSS5NsXaru217TdLjGVqqyhgqJv8AVvlvreMMf3PqS+mc+U9STj45sACVRpY2wBnP66jgoooLFo1F7eBU/SLptifSPOyYhrHlrnNbsXNaG3J3O17EkAqJOvnR+7dQ7fb9y7Iuf7J3rtmT5i01gYJ6gyC0LnuMEqCuewOQRxdtMi+fE91IobLVW4dEa2HeMCKrW6SpllCMwIWcRrEGmiLq2BG59hz7E6seJEOcA9u2m9uzaf8AaWmSagu9TZbzSBvkLrSqpkp2OMqyt9MsTYHOJvpbAPZgrBZoHOu+N2U93Hxv8VHg+OUrWRUeKwNljYTkJLgW33HZNywnUjUg3I3IMHfCr0d35t7cu4urXVKE0193IsoFI6j1QJplmlklUdkJdFwvsOWQOwE/1+1dp190jvlw2vZ6q5QACKsqKCKWeMDwFkZSwx+umJ0o6ZdQ9obqvu5d9dTJNzC7QxwR0/pMiRemxKOoLYjwGcemgx9ZOcjBlIxIQfz0tKzJHlIt7bpvSvFZK7Fn1LJmvuGgGMOa0DKOy0OANm2ttqmX1j6cQdWthXDaTVpo6qXjUUNZ3zT1aHMb5HfHlWx34s2O+oEqevHxPbKtNVtHc3R17nuKkRYqW8RUs81NW9gvqcIRwlY+TwdAMgcBgjVsQoUAA6BCnv40s0Il1a4tPMKHB8eioIvRq2mZURA5g11wWu0vZw1sbC7TobAqG/h5oOqN06aVtB14tRkqLpVVLLDXgPNLSz5LpNHjCKWeQBO2FPHioVRpGuEPVr4em/8AxTt1Xv8A2ChPC2u7NdLPH7RxP3aaFfYEMQuF+kAu0+lhrQ8S3LH9NAhAYG3Nxx4pD0gLquWd8DDFKbmOxDO7LrdpHAg39hITZ2PvywdTtsUu79smoFJUM8ZjqY/TmhkRirxyL3AYEexIIIIODpdgbi3cdwc51zqZrfa0knlaOD1GMjquA0jY7nHuew7n7DvgajHeO8KurkNPJuynsFFIMH5Ug1LDPf8AfsVSM4z/AAsc4H31n1mLwULcrzmd3W9/JVocNdXzOfA3JHfTMb2HK/G3goM6+/DbvDZuxq+bZ+7K24bMttR87RbcBmd6SSaYKRGq8ldUMrtzbiwUtkElmbhYulfWPqX8PHT3am146SGyQ1ta1wE8jQT003z1SFkmLeYgjnCqC2T+Fvp4rHUP4gaa0FbDtjet2NpgQRvUQSN89USeP/OGLkD8wAf89Mmj+IPqjfVh2ztOa7y0ABJjhElRVFCeTH6QWA798dsHsPOubfi7ZpHGKM2II3XqcHSLFIaKCGbI6SJ+cOLR/dc25HFwvmzE3J3Uz9Tuj3TugvG0NwXfeVYaLYdoobTS0VEkYlqJKWRmSR53yoAyAy8CfsdNTffxKwC5V1ZtSht9Nc50NO1VQQj5lolYlI5Kp1JdATnAVe/cY7aJW74cutfUlRU773ULDSkkpFUv83UY8gGFCqAH/ecEe651O/TXoTsPphDFLbaR7lc17/tGvCySo3/qhjEQz9hyx2LNqwygxDEDeTsNP2NN1yNZj8bY2MmkMrmAgW2AJzEXAtqdTubqqW2rN1U65TXatsNfQzfs/HzclRXjmGYEorE8pBy4thgMdiM9joh0a6bS9d9kb0ulrrpodwWOKnW0w8kEcszc34yGTlksIuAOQAWLHIGBduy7H2pte+XfcliskFFX35omuMsOVE7x8+Lcc8VbMjEkAcicnJydK1LbrfR1U9bS26mgqKsJ8xMkSiSYrnjzYDLY5HGfGTjWlTYBBBZz9SOex+hVebpRTsEno8ZJ7BYTbskEF4cNnB2oG2nBUi378RFyuOxH6Mp0TNgvVc9NTXKGjQ04aaOVHcRUyxclZzHgfUSAcgt2IU6+1JbtzdMbbdrPLbr5ty5W+tqaeR1aRI1r1mbkce0U69ge3ADOABq62VaRZCByUYB9x/PUY9UrHUT10ktvghM91pG9AmNTyuFIRNTr9RA/eRiWMj3GBkY06rw8hokDrkWt4XB+S0Yel1G4xw0dJ1QBc42e52ZzhlO+zbcNfFSTjHv31smTlT76LWu4012t1NdKJiaesiWeInyUcchn88HR0Ke5z41ttdmAIXnLgQbFQHuydYeptNN/c3Faz/Srh/5auWPJH2Oqab0jA36r8eRW/wBAcffFXF/w1cvGGP661MU9SHw+i5/CdJ6j/N9Vn7fnohT3KV7pLRVEEkP0fuAyHEnEnkwbwezJ2OCMN7dztX0lRWPDEtS0FPlmmETFZHxjioYd1HknHfsACNIO8bdG1tFuslvjS7MjG3VKwj/VJBhRLzwcceQ7YIbJBBUnWM42F1vNAJsnWTqKOr9HfNwbgstl2zAHraCGe4yTtwKUgI4RzHmcBgwbiR9QIJUjBOnns+6XF0n29uCoEt7tuBUOYxGKiIk+nUIo7FXAOcfhYOvsMx11Zm3jNUf6xuWi2taZuMUhadUmeJQzHJUhpPOAinBZ8eAWOD0hqOrw9xLHG9tG2BHH1ibN7zw4J4GQm6r7UWKxbep6697u3JNHaII5KyR1ZWrLiykqyQhyTyd+f1tkA5J5fQCQp/iA6b0cZp7b0KsMtKHdoXqoDVSlWYkcpZHVn8+SPyGRg6JdR7DsuzzwW+pvaXiJMVEwhnVwvZR6YdV4vg8lBKgfTnvk5jm57h2ia+YF7R9LcRwcRAADAHEMft5yS34j3OvIKGqNA+RkMYDgdTYP34XI0A5Dnc33QTc7r1N1EvWXb1023dKHrtsqklnvO24fl71QQAE3iyFuU0OD3MsOTNEQfIdcNz1LBP20ASM99e/JvgiNhvtq3NZKHcVirY6y23KnjqqWojOVlidQysP1B/4aPjUNbZD9EeoSdP5AqbG3nUzVO25O4W1XQ5kntp/hEco5TQAYwRMmD9GpjydAQOa30NaZP30Mn76VC30NaZP31kH76ELbQ1qD99DJ++hC20Nak9tZB9tCFnQ1gkDQBzoQs6GhoaEIE50Ce2NDQ0IQBxrYd9a6GToQttDWuT99ZB0IWdDWD50OQ0IWdDQBzoaEIaGhoaRCyPI01djiKS21ERVWV5Jsgjsc1EwIxp06avT0E2Z5CB/5zUL/AEnl/wCeq7v57fA/FqmZpE7xHzW46abJimlqKCxx22eZAjy22WShcgMzDvAyd+Tsc++TnydcZNvb/oXSOyb+pZqYztLIt7tAqpVjIbEUckEtOAoPDBdXbAYFmLAq7dZ1YsFECQkdDuymoCZns9xrQT+BZKGJh7DzMR/j/LVe/i43RcKfp7DFfgu2rzR1kdbR3C3XYTLHCuRIC3GOYKw7EemIyeIZ1HcTB1K6mQ7Qt1bDaFhqrpSxLJKZT/q9Cj9kknOV8nusfJS+Dlo0Dyp5y/Eo3UHdNvl3hXbmvppKuaNnIt8yRqzsyUwLMsck3Naadw6RmJRzMfBG4JWmc62WMaq7Swh4MshAA8z3C3v7vJSP0j6pbi3NdDtyZY7Rea6lNWl0p66lFDPToI25VJyscEhFQnEIAG5YCDDMZrtu1utV1pqK62Pd1rrbfWxLPDLHXQN60bKCjRnuCCMHUC/CpsOlv3QDee9b/tq3bjvT3unoIIKkSB6ajCQPIKfyY5fSleRXHdM+Qo4i6/Tzo/tnaFnnoIqERierkmRIJ541ih7LFGB6rEcY1QEAgFuTYyzE6MOJVDRkcGu7yNfNVa7CqFzusYXsPIHTgTsRz5KLKnYvxE1kMccNZHTSgEiaOopUL/ngmQFe47cc/wC8NcLzt/4h9v26CqWy3i9yiMevFaZbZIQ4/Fj15Ii3ft9Izj2B1M1X0O6U1lyS+S7JoVuqMzi4xNJFV5IwSZkYSEkfdtKI6a7XhCfJx19O6dua3CdyQfOebsD+pGn+nyndjfL9lQ/htPwlf5/uqfbg6qdZ9uxzpf8AYPUOiVGIFXDtgMiKc8ebtyi5eMlSVzolZus+992XA27Z/Ui3NV8VkaiuRt9JVDDAlQk7xjx2wfGT38EXLfp8iVVJPbN13y2x0rMzQUjU6pMSPD5hJYDyBnGfOdFN09Jdrb3SFd2RJd3p0Kw1FbR00k8J/vRSekGib81wftjTfTZDuxvl/ogYbCP7V/8AUfoVXazXDr/cg60NVR3Eu2IfQrbK6r28fRVHIzk+M98aPRVnxL0NQKO77DvvqHJ9aCkt8sJOewBimcjtj8WnMfgl2GaismbctznWrQjFfS01zeNs9uMtdHPKo7n8Lg58FQAoaVx+CnqRYZfW6UfEXc9vRgcmpno5xzf2w8VSqRr+QhbGffSiult/Lb5Kb+F0x/t3+Z+/cj1VeuvkEarJtuop5pATHFUVNphZzjPh5gfH5dtcYKr4jahGqBt8cBGMotbaXw4LciH+Y7juvsPH563pulfxt0NrjtcvWGiqZI2BFV88ssnH9TRxMT4/ET+p863q1+NKwwPA3TbZu68DitW1zKzN2/G49SIflhcn89L/ABCQO/kt931CT+ExlvZqHf1H6WSfR3P4l73Q0lw2/sS5TUU7EmeUUEDcM4DqkrhnUjBHYAjuCRjJ+ppfirkkUW7a3oRqDlamno5WZiO2CtQnb/x20Uj6w3Hajs/UL4fdyWuqgPqfNLX3BKSSQjuUd1aBR57GXt9u+dGrR1v6PbgAq7dtbqBW1MhImise5a24rAMnPIUlWygjz3AIzphxB4HahA8QQj+EAWtK/wAwfmt7avxRw0iretqmWpynJ4qWmVTgfVhBO/EE98ZJH30cpZ/iKlcpVbKaFOJ/eRwxMCR4+j1Mj8xk5x2x31uvX7oZagbe9f1Dts7gD06263IzZ+wE07cT398D8xp5bF350+3NVgWLce6JpvApptzQVD/ziSqkYfzA/PQK9nGNlx4/VMOGPF/zX+5R7W13xLwXApR7QikoOIYtJaWaQHOOIKzDOB3zx9/HbQmu3xISxmFOngSQL2k+VkKk57Er2I7DuA3v5+87XKuuMUApqKPeEcjEqJYaanlMf5n1QQR/XSFQ2XfdNXtW1HUrf9VExytHNZbQIl/LKU3PH/fzp5q7m/Vj3pnoGn853n+yi22X/r4Kdnu/T9RLy+hYbTVYEZwQD9RyQc/bPY4GcDk27OvQuLrH09K0QQemTYK53ZsnOcMAB27e/fUyvN1D5MKa61rA+PmKBFOP1WM/5D9dbC9dTIkKS2+hlKjs4gqO/wCqrGP8DpfS23y9UE7+HvJLhOfMfRQzLvDr+tZmk6ehqT01UxS7fr1kD8ss3PmQRxyAoUd8Etjto6+/erEbH1+ml0P05/d2Cvb/ACXUuQ3/AKjxS+rW01rMfHtTwWuqDg//ALR5AD/7Gidy3r1RpsS2/YdLUogJlLzTI2B/dTgQTjHlx+vvpRWMbqYh5/umnD5n6defNv0UOT7+3hVzSNeeklxmaILGGl2xcF7ArIvFnjIYB1Ru3h0HfI02qzqBu+819dFcfh7DwPI4FdV0lTMagPH6DM0TUoA5wgK31EleKsMKeNkLX1A3DXUMFwl27VQw1Ko6t8pCV4sAc8jVjt4/P8tcj1iooqma2SbbvD1kKlgWpTFFIB2+llMg/TJAP30jquNwH5dvC6mZh9Q0m0hPtb8lXG1b0q7VZqvb0XQS309quCQ0dbTQU88EE8BhWA+pGaYjAhRU498hQpOBnStbusN0tAekoumFNSieeaseOGvlw0s0jSyykGmGWeV2ZvHdyTk5zPN16vJaYlqJNq3OoicqC9OjMqZ93JUBR9ycAaFw6zW21MkNbbaczOR+5ivdFG8aHw7ieSMgY8gZP2zpgqIr/wAv3lBoam2kh9ygCn6z3SgqK2T/AKKaKAXF/mbnIbq6I0whSIMS1KA44RJGc47IPIIOs2vrVbKKC3UcHTmlpVtlKtPRiC+BoaULEQIXlMakIQqjAD5wpK5AxOY66W+Weanp9umZ4k5r6F+tUhk8/SFFTyB/7QA7+dHf+mm1KUEW1NzViNN6Hq0kEFQqt5+oJMWUfmwGPfSiphbqYz7/AKJTQVhOkh9yguo63bWoNwybgmsaGvuFLBbXCXoELFHJK6Fk48VwZ2y+MnOPA1wqOs+w6O70dUu2KR62CoeugdL0mEmkRo5XVccQSjsWGMEsWOWJYTrW9d7Bbl53DZ+9YByC/wD5DkkGSwVRlGYdyRjv798aPN1m2alOtTN+0oOShljqaU08jDiGOEkIZsAjJGQO4OCCNOFZT/8AK95THYdXWBEp8goBbqzsXbd1hvlBteJa1lmgiEF5+inhnaFphHGfoRCYIWKoB9QyBl3Zkjce7OlVRA91XaaLUUlVLdadoL/Iua1pTOsjorBZmE7NIiyBlV3JQAk5sNL8QHTBiUFyqamRWKNHTUb1LKRnIIiDY7jH667HqzsSpenkNju871BHFv2JKzJkEgv9OU8YycYJAONL6bTXt1e/eU00NeN5T/SFDrfEXsqjp0git8cIiURiD5uFAgGMBR9gCPHbGNcR8S2z25iC2SySRgMyrWU+fqHbP1nAIwQffOplk6mdKmaWKshih49nFXQCHvgdiJAD4I74xgjvpKqOqHStmdrhs8rB2KzVFuhcSDAORxLFcZX8fE5Og1NN/cPmfoj0Ou/5n/aFFtF8R1jrSFWxSwOxYcZbhBnIPb8JPkYI/I+3jRxev1iab5eOgjabHIRivTlx79+OM+x/x+2nzeuqnQyiiY1e2bfWSho1Wnjht00rBmADAer2UZJJOOwOucu5egk1OTVdJwfTleExS7Mz+8UZOP3RVlwO0gJQnsGJwNL6TTAaxnzKDQ1ztRLp/lBTTTrrbchTZ258eRUVSkgffx40TuHxJ2O3SwUg2ffK2onJxHRGByuGC9y0igdyP/r20+qOs+Guulnh/wCjHbcYjGWefbtJGGJAbBDLyU8SDhgMAjONdqa39AYIKitl6N7ct9B6fqGray2tYZkOMEcWLHyPK6jmraOMdpmX2lEdDXudYSX/AOkfVRzW/FBtuib032juB3QD1ljSNzCxyCrBXJyOJ/CCPsc9tGrZ8Rtpu3AR7F3SeUQmIipVqHVT4HpxkuT9wFOul+3H0TjoPntt7E6e22Bw2JJLBTT1M2COyRKqhT2/iLeR27ai69/EhbdqxT2/aG2LLZojjnNHCsQVvGRFGACfPkZGNYVT0koIxlgYXHx0+F1s0vR3EZDeaQNHhr8fr4KxE277dQ0C3K+RS2iEkZNdxj4g+5GfH5ee47DUebr+JDZtsheG0vUVzgkepCvEYx45N4Pj89Vsqd27+6jVkMlnrK67zyOIw9RPDFCrdvAlZVz74LctSJsr4bZLw5vPUfeFDeaQQrKaK2X6CmEUgbJSUlGPHAIPEKwPufOsfrcUxQ9jst8lvtpsPw0Aym7vM+X+ibG7/iCvl2aZLZDFG86hOCZlkP6+FyfcHOoyhm3TuO4QtcamZfnwZFqJqWpaCFCRgnhGSBg9uIPke2rvW3p10NsNv+WTobYJBzYRBZpbhJKvkEyNEzsSDnBJA8AkaMzbR6Ii3h36U3SnkBPCOltd2qOLfpAmQPHYDGrdJ0fgbrVvc7uAsPM6/BVazHqki1CwNHM6nyGirhtTZHw32ZRcd8bpv+4KiF1jMMloq6WlGTgYVEMjEEj6vUwfcamWxdaOge1KNrVtiaC0wkl/lqazTwGQgHJCiIGRuzEkZPY599OCk6T9Kr3TNO/TndKFGGWoaO60bqBkg8ax0JOe30KT3GcabkXSjpSldip2D1unQnh8nLROYk7+RIuMfqH10MFPR0o/JYQPAX81z002K1htNID3WNvLZOCh68dLKoLIm5ZQHJC86CoQHBx5KYAyR38a2fr30nUqX3fTKCQueDkZJAxkDuckDHnJHbvpN3n0W24LLCOnfTG7i6ySp6km4rxcIKdIf4srBVKS/jt29/fGq3dOqe813Vi87Vve3UucFBcBba+jTcNRFT0TPXxU/rQymaOdwpbiFEhLc+4JAxY6yAHUO9ypinr3NLg5mnirVN1s6WCQxPvOhR1BYq6upAAySQVyB2P9NBOs/SyZ1iXfVqDsAyo8pVjk4XAI75PYfc6A6B9L0DRVGzLhNO5z6sFzv7Ie2MeJFAx7csaLV/RO2V92K2rpmsNKEIZ2qKzMhxgfiljx/Ne4yM99PBpzuT7kwtrbaZff9EoN1b6bx4Mm8rcATxH1nu3jHjzntpM3X1G2JcbJU/s3dFtqq6gaOspYfUwzzxsJI0wR/GV4jI/izpKvHQ2htI+bfYFyjc8gZf2qnFQft6tTkD79++mcuzunFJOI7/uKhtc0beardVvjKjI7CIyOT75JceB2Oh7aR7C3MdUkbsQjeHWbp4/RSdsjeG1qCkrrW14poaKjqmagL5XNNN+9jXOO/Hk8f3/d5PcnTgj6g7HmpjUw7ptrRFefMTjjx++fGq3VsfTyjr3+e3xSQ2SKWfnWUwp6tVpIUE0citFMUcjLxtg8VwvY91JKt6h/CRZYxBU9Ud5VdQsgSSKioKaFFyTlsy0pQKPc+qc57E6p4fNTPiLZCQ5pO334q/iMNaJs0DQ4OAPH2/LzTm3luKiuG7lr7LVR1MEl6opkmQ5Vh83HggeT3x9vPbVz7fBueKRmud0tcy98LBbpIyP1LTNn+g15hb868U+3dyNtnpNerYLYsnqyXl6Yl6yPkixl3QHkBIzKQvFT9OCe5PoHYNu9XrDFQmv3kN1RySehUiV4aBoafn9M0YWncyyBAmUeRcsznmvYas1VYyrLWsBAbp4qhRYe+kc98rhmfrblvx9qf9VR1UjpP+3qulRB9axJDwb8yXRmH8iNITbg2zJVrQHcVXVzSEKfQkk4DOcfVCAPKsOx7EHUcWa07k3Fc5avqZNcrXS0NSjVNNVu7wMoQMESSP8AdkHkQW5dgnZcyZR2w37pRYbpLarbTRVE/pPMVVHqIFXPs7ZRQW7fSccmx2J1zrq2UfmS5Y2X0LjqfZpbzK0XAN3OqzuhNo00QutLAai40YMkIrqpyGXI5xN67EcSB3XHkKcqwVlqB1S3rYqlHttutNTR10REtXca92MpDKO6xKVWJAxGF4O3jBzlTJu/d4WdzVXQJeHVPpEqSqkTDJBX0m4oQO/gArgfV76rFu2qN3vFTVCATUwRik0Q4hiMkFgwTse31ecd/qOc+d9JsYZiRDXMAaCbZviLgC+lrg8xfUppe4ttuEnDedVRbeksVutdoFVcpxE9znpBU18gBBEa+szrGgJQ5SNCSoy/tptUG3b9eaSO4UFZTTwPlFlaugUuUJRmxLKrjJU9ioH936caO1u6rJZLhSW/bUFRNd6pJaJZ4oEklIlJj4xwZZAXiYg/iwS5JZWAEy7O2F1+qNs0Eu39h0tbQmMiOenpYY4mYMQ4QeCocMoZfpYAMpKkE6mFUsj4rdWSBtbUe5Rkk6MHxXotyGgDnWuhr0pOSHvvZVl6hbWr9p3wSrBWR/RNC3GammU8opom8rIjhXUjwVHkZBbnSne14ufz/T/fbQx702uscdwKIUjuNM2RBcIAf+rlCnkBnhIsiHGBmQNR71Y2Ldb1HQ762PIlPvXa4kmtbs/GOuibHrW+o/vQzKoHf8DhHH4SCiTZSGDnWdN7Ym9LT1B2pb93WX1Ugr4yXhmXjLTTKxSWCRT+GSORWRh7FTpfydKlWwOdDWuSNDJ0IWxONDWuc6GToQttDWMjWcjQhDQ0NDOdCEMn76yD99Y0NCFtyGgDnWuhnGhC2z3xrOtM6znt+ehCznvjWdaZ99ZB7aELbQ1gHOs6EIaGT99DQ0IWQfvoZ76xoaELbOTpmdMKr5m1XNPTKimu1TCMnOQCrZ/98/008Dpi7F3DYKHa9bdJrtSLSm51zeurhlk4ysGZcfiwB3xnGNVZNKhh7j8Qpmfynez5p+Z+wJ1Ht46h1G4L3VbP6fO00lCWiu16Cg0tuYfijSRgUeoA7cfqWPkGZX4mJkyh3TfurMU9VQwz7d6focm7yy+lWXqPyTTY/wBhTEdvmM85F7xhQVmbmtG26oI9vUG247Rsa3pEiUAjNO9znMgZYnjUAR057c4zkuJHEiqqlZZdXlDWNHrff7/ZSLtba9o6tXKGtagrYdmbbuArLdmV1TcFcRn5uUMC80SgoySFz6jMWOFHDUB/6RJZLx09d4JUFPLvy3W+VvRUM4p6F3LBwclUMs4OR2Kt7avJQ0sNuoUpwyBYly0mAoZiSWY+wyxJI8DPtqj3xZUdy6qdAzVUFRNRGG63StaaWDmJpI4ayb0EPPiv+q0mGK8stORgYkQtk0blCmhOd4JHZH+vvskf/Rqbnn3XDu/ZdzWOW2GsqLsYS4IPqQwQcAAchQjyA4HbK+O2fQMHvnGvNX/Rp2a5U274r3R0Enyk0t1t9XPHE3pqsdNRyIrt4BLy9s9yF7Zx29KR374xqVosFBMS55J4rbkNDkNY0NOUSyD99DI+2saGhCyD99Y0NDQhZyMY1jJ++hoaSyFjAznGkS87G2TuOX19w7Osd0l7fXW26Gdu3ju6n7DS5oaUabITDu/Qro9epEnq+nFhjlQ/jpaVaVmH2Yw8Sw/I50jXX4ZejdwjWOh2TZLUQvEvS2aglc/mXqKeQ5/nqVdDS3OycHuGxUEVXwj7eMiyWXq91QsHF+Qis16go4cd/pEaU4QD9AD+ei9d0H6/UMgj2b8Vd2pKWGP0qdbrZEuEuORbMskk2JG+ojIVewUe2p+znQzqMxsJzZRfwTjK86E3Vd7xsL40bNDAu0etm3NwMqgzte7dBSFm9+AgpGwM/dj51wN1+Pi206J/ZTpVdWXHNvnqkO36D92v+WrIaH5/bR1bOXvP1SZza1gq7U/Un4yref8Ayv8ADtYrqvbJtt/poCP/ALbUH/LTkoutPU6OEHcHw/3mjlb8aU9VLVqh/IxU5B/kTqZMjGPtoZGc6MgPMe3/AFSBwHBRK3xA01EeN96e7it/uWqTBTAf/wCU8Pb89CX4n+l1NGZKmprYgv4uHoVBH/2iVx21LWW8qToBmIwWPb89Ll7/AL8kXbyUM0Hxg/DrcpRDF1FoVlJIMbKWcY+6qCdOqh69dIbjA1RRb8oJFUcuHGRZCPyQqGP8gdPWsoaC4RGGvpIamMjBSaMOP6HSS+xtkuCr7OsbKfY26Ej+nHSWdz937p12b2KLU/UnaFZHzorhUTqRn6KKcf8A3SAaJVfV/YVGHNwvPyoT8RnTiB+p13HSfpWs/wAyvTLaQmzn1BZKXln754Z0YPTjp22Q2wdt/V5/8lQd/wD3NAB4lLeLkU36r4gOk9JTGql3fbjGBnm1XBGMfq7qP8dJdN8TnSasQy2/ctDUxjJZqe726XH6hKkn/DTpfpL0xZ/UTYdkhb+9BRpEf/dA0QufQrpTeeP7S2osvFgy4rKhOJ/3eLjH8tLY80t4uI+/NIr/ABVdBIZFp7h1MtdHOxAEMrlm/wDcDD/HSw3XvpGaT5197Uopj4leGYIf+8UxpGq/hW6B1xLVvT+OqLHkfmLjWSgn9GmOug+G34frVQGnTprtyhpO4Kmlj4Hl5yHBU5z/AI6DpqdkhyfpvdKdt+ILo1eJJY7T1FtVY8LBJRBIzmMnuA2B2/no+esvS+MMzb5taKnkmbAH8/GoM350r+Ga08LdQ7VtCVD/AEJFRbas7cT/AHR6lFI3f2KqRqJb1eujuw6CaCn6ebbadjxHr2S109T+LsHFPCocAHxhSPuTrKqsZpqa7Q7MeQWrTYM+pAJu0czZXat/UnY12oZbjbN00NVTQnDyRS8gvbPt38aYF7+JzZsVa1r29JBVS+mziqqqlYKXA8/V3LH2AUEE+41SDcHWrcG6nFptxqI1l/dR00C8sADsEQdzgDxn9MadOxfhT66b7rkul2tctipXdD8zeapoH9L3CQANMH8nDBR389tZbsSr63Snbb3nz2HxWo3B6GkGapffxNh5cVIe/Pikr7vVtSJfFaniLKILZCYw5zjlzk7kYPsRqENz9T7huCqkjDRISpRuUzTzcP8Afcn6R57f46tjZPgf2NFFBNuneF/ulbGPraAQQU7HOeQjdJGJ+/J2B+3tp8U/w57at442TcNValzk/J7fsCFj+ZNuOf10seCVFQQ+rfr4kn6JrsbpKYdXTN07hYKk2xbDszcXCHe/W/a+1KI8QaaKqFbWyjkMrwhbiuQPLOxyfw+2rGbP2x8Eey44aqS52291i541d7jlqeZJ9ojGIMj2IjyPv76lubodTVVMaSp39fXU+WNqsZJ/kbfx/wANYoehdHbWV6DqHummdQRyp4bXTn+sNEmP5a2afDKak1jbrzO6yqjFZKnR7yByGn7pHqvi2+HeyVUVmff9FGwHCKGmiaXGP4RHGpYfpx0XHxldDaliLTd73cyBnNPZalQf0MqIp/rp5jpSGGKjqXv2oH53sxf/ANpV13j6V2iMDluve8pGMl913AZ/9mUavdrh9+5Z14eWvefoExG+LbZkyxx2/Y2+q95CBxp7dTkjOO5DVA/oMnt41wqviB6q3C5RQ7O+GzcFXQyEgVd2qp7YVx7shpJOxOR2JBznx31Klv2Ta7dIssdx3BKV8fM7hr5x/R5iNHarb1HV9pqy6Y/9Vc6mDH843U6coiW32URz9SfifqJfTtnw9WZIs5DS7n5nH6PDFozJefi4rfRkoNldPLaM5liuFZUSMR9laGQhf1w36akCTpztqdsz1W42x99zXPH9PmMa6QdPtrU5BWC4OQexku1XIf8A35DpLHdODmAbJpz03xB3WlC1EO37PUBQOVu3BlS33xPapcD+Z1Uroft3qZuXr/1Ctm2upFPtK9I1VU1t4W3R1r3ON6oEsFkEahXJWTKLH5GFUEAWO+J+num3um/yHTna1sqdw7grYrHQVE4UyU0tSrRLMpcEFldkwWJAzk+BqqPwoUFVu3rlV7bv1t3FSChvFTNULFXxVdLQCMswoak1KzNNA3oNFyVw/wBWQ+fq0hudgnA5YybK2g6R7zYs+7/ifvquSTzthFu7/cq80ifn2UD8tI8/SHZFJUzVG4fir3pXwTthqS47gtc0WfdQHpi+Py5anim25t+k/wDNbDboP/2VLGn+Q0ooFiUJGAqjwAMDTrKNry06W8gqrw9CvhL/AGq1ZdtxTbldWDfLVQirIsj34Q0/Y+fHf7acNs6Z/CRZ6qSstnRyW4ySDHpts+6V8Z/MRyQPGv8AIDViCzHyxI1qT9vGm5TsCpfSD3+dvkq37rp9o256aTp/0mr7FHPF8jBE23Ba6Zq4SpNROAyx9/Wj9M44sRN7lQBI1N1Jr7/YKOWy9I7zWW+4U6SQNWVFup6SWMqCOKtO0hGO+PTzj2GndvWyVW4tsV1st84gryizUUxGfSqY3EkT/wAnRDpr9Gtz0t2ttfaojGggkWupYQ6lo6aqX1gmBjtHKZoc/eI++dVw3qpt/W+KsOf11MH2uWnnw+/gVTT4rbbZ9tbvt37f6Y7S2zT3y3vFFQ2yWGVqgxM0jyl1powrAyRs3aX8K+cjE92XZ/XvpvTxbp2T1Btm4tpvQCq+QuSTTyFfR/dyGaScKE+oyu0SoWOAkSqAhjz/AEiHqbXv3SrqLTWekrns14lqWFQuVmaJqeVIJB7ofTbIznu2MZ7y51I3VuLfux9m0Fopamk/tTZP25XJSozFcUZqY4AwGQWZGA7dyq+RkGGtnNDA+ZjS52lgOJJsPf7lFI5zspdrcfBIm4PiBu9+T5Kmp/lZKYsho6WGaVqudIwxXMMqTiMYkduCEpwXlnxpc6ebE6TXOhgr90Xmhutzrah6tKeoqJIYxzHeFVlYPOoP8bcslV8AYOmwtgdOrvdb5tFqSpjutApi9eNUdIkikYRMpYMkueUchjmV0DqpC/QOKzculV/27JU1Vhr6itglD8gju8shIA51Mbyqasgcu3rJEowFpmxjWJhOFtrB6ZXPErtgDqG6+AHusPeoWZDoVDXUij3FvDcddtYTMlts0jpKHnV4Io0kKphzglcFBhiSTn30l2DpVS3SNlWkheg9VudXKpxLCnlI0Yd5HZlUHIx4+hmRi9a+eybcrzDeZVoKbkKisWomSKaSUP34RNDGpk9Pl6cckMC5P0hgh5RZu/f26utl3otpbbuNRQ0spSJ5WpMvWtLMRGSI2j/cevIqFwTxLKTnAA4OqwiV2KPlqzmkucjTyB312ABvqNSDY7JcrQ66lHpvtHoJuOS+3S9UdkFPLaorNHQhI5hT0Ec3qSLiPPFmlBy5RXZl5q+SCOtwvOx9q1cm3dtfE3ujbNroMRUln+fseKCPAxCor1+ZCrnAEvcDAHYDUb7srrt0X2rJti1bctlRuq5R1Ffb2e5STPs2kqEKypEzIrwuOZAlMnNi2PZU1TS87r3JWXSpqa25TTVEkhaaT0Ysu/8AExLIWJJySzEsTkkkk67ymn/h0DKcdp4HaNran724bJSWxiz9fIj3r230Nag41tkffXWKJDQ1gHvrOhCiPcBborvqbe8CrHsfdlSi7hiGQtqubYSO4gdwIpfoin8YYRyd8yHUuAgjI8ex+40Vutst96tlXaLrSRVVFXQPTVMEq8kmidSrow9wQSNRdsTcNz6Z3629E95NV1qVDSptO8OrOK2hiTl8vUOM4qYFwpZuKyIFYHlyAQJByUt6GhoaVKhoaGhoQhrOsaGhCzk6GSNY0NCFsD9zrOR99aaGhC3yPvoa01nJ0IW2hrXkdZBJOhCzoaGhoQhkjWcnWNDQhZydZz+etdaTzw00L1FRMkUUYLO7sFVVHkknsBpNkLrka51NTT0cD1VXPHDDGOTySMFVR9yT2Gklb3V3NFfb9uMkMgytXVkxQsCOzIuC8nsR2VSD2fTc3RfqHatXSpXRVO6N1V4LWqz0qqpZlwGkWMnhBEhI5TykleXHmSyIUJsnWtulPcW7aS32aW9V9zkslpjKp820JNTUOxwqQRFSxZz2UcCzHsq5IbUG/DlsmLd/T9rju+rR9q0d0rfRtEkJjNUyVLt6lwY/7REP0pTj92MM7+oWVYpi2/s+siuH9vepdzpbhfYFaSmjjJFvssRGDHTKwBL8ch6hx6khL4EcZESxp8OVD8xsepuVwuKmiodx3R6OmIZUef5lz684YAn0+/FMYBBc5YxiKu4EyAu5H5KZh/LcB3KSYrjfN0VFZWXO1fsy0xSlbdDUKfVmUfV85KnYx/hYxx5yqgSNh2RIz9jnWpqPlrVTCf8AZwzLISBEtVIvIqzADmyIwXK5yHIOCNZmoaW626Wa5c1o6l1ijpzyQmI49Vpc4LMyhiQfoIVexPcrlkhMFui5IyPKPVaNwA0Zb6uHb2XPEfkoGpW3Kic5pN7Jt9RKuew7QudeC1xuzU0iUFO4+h6goRH+7HYjljOcnt5ydV1+Kuibbfw57ftcEslVILbca71mX03lrJaCYzycR4PpVNa5UDAUN2AXUz9QpbluWa92+JhDR0tRQ2CjyCkj19QY5JZlkDDMYSSnQY7hxN2OF0g/FJTNcttx06vE9Hb6C4vWUuMFzW0stvgI84x8zO3bHdNBA3Tw82AUJf6LmhC7N3vXhJipulPGsnqfu2b0ssAns4HDJ+zL/O8QOe51Tb/RjUDU/Srd1SWZQ+5BD6ZGACtHA4bH+8sqfqAPy1cjJGpbWTJBZ5W2hrXkdDkdCYs6Bz7a1JzrIONCFnI++sA9/OsaGhC2yPvoZH31roaELfWCfz1jPbGsaELYH7nQB+51roaEIZxoZ0NDQhZydDJ1jQ0IQ0NDI0Mj76EIZI0M40Mj76wT9tCFnQ1ry9u2s57ZGkuhZ0MjTc3D1A2jthD+1r5TRyA49JG5uT/dwPB/XTF3B1+o6K3/ALQslk5R8gPUuNUkCkZGeIXmWIz4HnxkedUKjFKSmNnvF+Q1PuV6DDaqpsWMNuZ0HvUu5H9NJN43XYbFCZrhcIlA8BWySft9h/PVPOonxT3mSu9I7kEVL6bYioYEwTnwwkDBu3hhn9B2OohqupnVLqJc2tm17Tcr3UufppoYJKyRF9mIVfoUZyThQMedZEmPPmOSlj15n6D6rZg6PWGeofpyHzOyt7vj4qtrWDnTW50kmGeIQ+oxGe3kAKfHY8vfVbN9/FRuC7VUwhqpcGU9y3qLGD/CPZPuOOju0vgx66b9qYbjv+72/a9A6cmjqD83WAk5x6ULhAMfeXIz3XVlenvwjdF9hqlRPYG3HXqSfmb2VqFXOOywBVgGMfS3AuP7x1H/AA+vxGxqXWHLb3BT+mYdhdxAAXd2p89lSjZ1m669V5ahNj7eudRHVP6M9aqiOFk8cWqHIQYHsG5Y8DU9dPPgIeV0ufVvd7yMWDm22f6V7NnElQ68mBHYqqqRns+rhpEkYVUUBUGAB4A+2Ptrb+ZP6606bBKWA3cMx7/osupx6omv1fZHmfNNjZHTHp903pPk9jbSt1oUp6bywx5nlXOcSTNmST/vMdOc9zn+XbQ0NazWhosNlivkc85nm5Q0NDQ05NQ0NDQ0JENDQ0NCFnGdDWM6Gfz0IQ0NDQOcHHnQhRT1jpH3LftrbesF5UXukrxVJTRLFI9OCrBas+oQqmIo0iqT9bJxx5Iof0P6lUHTnqFv7cVDea+5GK9U7U1ohES1V2gWskd+7Jn1I1WN3wAzKHQ45c0t/uL4dLPaOrW6OsK7kvVQ9x27cpqejepZUo6r0whdSCOSlZpeKkYTJwccQIU+A/ae16vrj1SvktIJqvb9UyWqZzzMCTz1KSOpOSXKIF5Z/C7juGOoze9lPpk5jRXg23fqXcdlpbxSclE8Y9SKRSkkMo7PE6MAyOrBlZWAIKkEAjSnknTLu9M9g3nDf6Cqlp6S7rHRV0XMGJ6oKwpnZW7ZbAhPHDMWp1zhSC6YZq9JPQq4IXwgImSQoJG75+gqeOO38R86fsoEbyfGsa09YL/tVaPHknuP6jx/PW4IYZUgg+4OdKhDt/EcD3/TUM2ySm2T1qns8sk0cdxZhErY9MU9W7zxnOO3CsjqYwB5NXGO+O0zjIII86i3rZtievS27jtlYaKvhf8AZ0dSMcYpZXV6OR8hgQlbHSnuDgMxOq9S0locNx9lXaJwzmN2zhZQ7/pH4DL0l27IqryG4FRHK5Kt8rOwx+vDj/3tTv0floKbozsGa4SU8bPta1QFpGGTypYhwyfOTgY9+2ok+MO6Wje/wjVm6DQkJVR26vpVmVfUp3eRAfwkhWCuynBxgsPB0n7loXg6CdP9wzXw0/DaVt4UdPGQ8iLRIWLFpcBQOxdYyVDZ76iq53xQmWFuY8ibe9QzXEbRyuE9up+5KPY25aGWwRUVp+v150pCA9YMdmdFQAYww7MeQI5DsBpF3h8St5lt5te0rWIq5gUkreHrcTj6SkZGFbPs/IZ7d/OmXuzqBDui3RVzpQU9LQuaalmVAT6QUMVRyB6mWJyUwpwcHAUkjtyqtVjuMdbcrTTTGGaB5mYv6iDPJohhhExZAwIdGAyNeQ4t0ixB2KyUtLKY4SQC62218tr23sTp7N1XGpzDikS7WC53itk3F1HqpK+TkrtQ3IVKGUlGaOGXjIktKsiBvTkw6cl8MNRBHuu72+0x7G2y9MIalmqK6VAwiMgV+Dl8iSMRcjxCEAkElX9TBnDcz3rqTcI9u7QtFSaOBJ5Kib1CUMImnkzk4HZZnROZOewGORUpG5unlh2Xtu27Y2+aOsrsPPdJUdiXnYJiNpfwmKNSV+nAY8iRjKlzquOCCSopdI2j+YRq9xIG9gXH99+LyQAQ3/VQ9cOqG6HsdTtjb6fvdwiGK93O4S+vLWyjk+ZZVjEkcCnlIUHJgM5dz4Yxte2IZJY6WlSqhWWQRTVpSKd05HiXTkeLYx2zqzO5unXTTZHR6r3xuXdR/bNcYGkooUUJLSLKknywjUcxydUbJKjmifwgs1T12d1F3Ryv1tvNvoKasdnjppKl4njAJGGVYyA3bJ79ycnvrcp5aqKFpqHDMRfXhfYWFwOZHemADKCvZ3Q1oDj89ZJzr01SLbQz2xrVfOttCEMkabHUTYtu6hbdey1lRJRVUMsdbbbjCime3VsR5Q1ERI7Mp8jwyllPZjpzHtrHL7aTdA70zOmO+q/c1NX7c3XT09FvDbUq0l6o4e0bEjMVXAD9Rp5l+tSfwnmhJZDp7g51AfXbaVwsfUrYnWvY1unuG7KesO35Le1c0VPcKF4aiZoivEr6o4yemzMqBm+oMSMTFtHddm3vtyi3RYZpHo61SQsiFJInUlXikU90kRwysp8MpGgbapAbpa0Nag41tpUqGsEkHWdanzoQsg99Z1qO+ttCENDQ0NCENDQ0NCENZ8axoaELOe+dZBzrXWdCFtoaIVt3o6CVaQlp6pxySmhHKVh98fwr/vNgfnrg9DX3RT+1Zmpqdhj5WllKsf8AtyjDfyTj9iWGkvfZLZCXcEM1S9vs8JuFVE3CYxtiGBvtJJ4U/wC6Az9/w4767pbhULFJd2jq5o2EgHArCrDGCqEnuCAQWLEHOCPGtj+yrFbSQKS226iiLEDjDBBGoJJ9lVQPP2A/LTJkum5+pxFLtaoq7BtN8Ga9AenW3JPJWiUjMMTZwalxyK5MSjkk4aXW0R4I1ft8XW6XifZfTempa+8Ur+ncrjUqz2+z5XIEvFlM05UginRlbBDO0aspY9Y9t2Dp/R1V1mqqy53av4CvutXxkr7jIueCkqFUKOTcIkCxpluKqCcnI6WydP8AbCW/b1iIp6RClJbqIAyVEpyeKlyOUjsSzO7eSzu34m03oOnMm76ug3P1Wda24UT+tSWikqpltlASHHEoCoq3w6hnmUqWjVkjjx3aL370oHEpattdNfAlzemE0gI4UyTBqamYEkFpQCsko7civIIVwvhneM/hyt9PWbavEiysxj3Nd4YsS80iUVOZZFPEDk7eM5wApHg5mWWRKgnmQtJT5Dk+HK+QPsoI7/cgjwCDCvwtbjsddSbytFJcQ9dBuq6SVNJIAk9NyqGZVdPIUqwKnJyfUGfpOIy0GVpceanYXdU/I3TS55KXr4qzTW6zpFgVDPnj2CxKvGQfl9DlQfuV0eutxFuo2qFjEszHhDDyCmaU54oD+Z9/YZJ7AkEFmo6reclKyf63a7XHIpz4iqpnB7frRD+n5nWLYgvVct/kQCmg5R25ckhlPZqjHjLfhU5OIxkEeoyie6rJq3S2XCnuuy9vy1FNXTrWPX3SoMQRWqVBm9RUbkQGaOYKMkoOPc8STG/xd7jp9sbZqfVuMVJNuGiSjp34B5UFNL6zyqn8eDJGAPdmUduQJl6SppZOpJpRLOJRaW9FRE5QSI45Ny/By4zp2PfHjI5Yinqjte0dVuq7Ut5RK62bFslSTbKilDwy1lYgWKfvkSx/RKAD+CWiY4z3Cbp2a2pTC/0ZLuejm6w5LE7rkbkTn/8AMaRcfyCjVwQe/fVO/wDRlOP+iTdMPLuNxmTH25UsI/8Ah/w1cLT99UsnrFb6GtR51toTENDQ1jl+WhCzoa1BxoE50IW2hrTQ0IW+gdaaGhCzyOhyOsaGhCzyOhyOsaGhCzyOhyOsaGkQsnvoDvpv7r3xt/ZtK1TeKxQwGVhVhzb+vgfr/jqqnV74ra6qElNt+oihhiyoRGfiT4ySrKzH7dwBnIB7azKzFqej7JN3ch81pUWFVFb2gLN5n5c1bu5X602mCSorKyMLGDlVYFsj2wPfTKu/Wrb9tpZayKnaSCND+/kkVE5Dtgd/q79vpJ1RC6dWd57umpqSxVd0q7hULxNLSI00jkdgI4lBORnyoz/npxbc+Gn4h95J83Ptpbekn1Ca/wBSIjk4/wCrIeVP5oPJ1jDE8Qrf+HZYeF/edPgtv+D0VIA6d9z3mw8t1YO5/E7V1VNLUW+ptFBTQng0kTGqkdvsEbiq4GPc+fGoc3v8TF2rKsQ1d0rqulyVcVDmCPB74CRMuce2Rnz38Ye+1/gTuL8J99dTWHqL++pLRRj6WPus8xOf1MI1JO1Pg26JbbaKe5226bmqYZVlSa8V7Ngj2KQiON1+4ZGB99NOE4nV61EmnifkpG4lhVHrEy57h8zZU5pupHUrc9dPbdp01dX1VV9C/L0bz1TL/ur9TgfzPbT32z8LvxH7+/1jcNQm3qSZlzLcKorLx92WGMM2fycIfz1fOzWOybdohbtv2ahtlIrFlgoqdIIwT5PFABo7q9T9HYI7GRxcfL91RqOksrriFgF+ev0+art07+CPpfteCOo3pNVbvuWFaV6gtT0pcEnIiRizDv3EkjqcePbU9Wbb9i25Qpa9vWWhtdFGeSU1FTpBEp+4RAANH9DW1DTRU4tE0BYdRWT1RvK4n75IaGhoanVZDQ0NDQkQ0NDQ0IQ0NDQ0IQ0NDQJxoQhoaGhoQsEnWB3OttDA0IQ0TvNfNa7VV3GnpPmZKaFpEh5FQ7AdgWAYgZ8kA4GTg+NHD2GcE/pqOrr176dWivrLZWVNxaWgmkp6lVts5COjYYEFRnx7ZBHcZyNMfI2MXebBOAJ2CR98je3US3UkPT68W2GvmSNamKelkNNBTSyw+vDVsSkpJjV/3SCKQ4wSgPJaRfBjWdS/7dbr21tKnaGv3BVW9Ky7QVK/+TESWaZpxG6ETIyoy8SVzyUeWAHo/sa37Ute3LfSbIgpYrL/ALWlWmYtHiRi5IJJOSzEnPfJ1Rv/AEcokPUPeNSzARy2eNfvkpOpz/8AvdFgWgqQH8t3sVxN51V7Ozr9TvFAbnHRvUUFZHBygjq4og8UxQlivGaMOASQpUDkexL3gnhrKeKqgdHjlUPGyEEEEdiD/PRaSjX5R6dwvpMWbIGW+rJIA8ZycA/n410oqJaaFUK8XXuSjEZP54xn+enqFGvGubQxMxdkBb+9juP56x/rCdg6uP8Ae7E/z/8AkNBqiNM+tmLHu/Yf18f46TZCyYyCTHIV7eD9Qz9+/f8Ax0m7jtCbhsdfYqt5YY66neET07kSQsR9Mi9wQythgQSQVGukW4rNU09ZU0VfDVrQAmcQOGKkDOPOM9sfrqJtt/EFPuC5/s6psRp5pqiRIKYRt6zxLGCSORGDybu7AIAp9/FGfEKaHKHu0dxGo5b7d3ijrOrIcOChn4hdz3Cn+HLeNjuNJSrUR3Wgr2gEZEX7+vzVRjvk8auGoXJJ+lgTqw20dm2rdvSHYdvq5mnoIbJa3kiAxHWwrTxH0pAMExtgZXPE4GQcY1BXxb7TS47Q3Gm36yFYLjTpcg6tyDxiaL1kQ5wW9elp8YPdqpzj31Yno6IG6P7IqCnpIdtWuQ+mSv8A+ax+ePnUkDg4GI/p+C0a4AsZK0aOufhf91V74kqO57Q3oouMVLT2yumzSGloVSGJBIWHcHkH492OCSQ3gdyxbJuCCloK6+1LLVS3KZZ5sRMTOzZZVIxjJBbH098Ht207/i4vNBuu4Q11luit6U4pqcJSLkRKAWmyxAcszcFGAFGTkknDC2Zt+4742bZdiWmuhjl9aV6c1UqUwhnbLMRKYieWFU/WTlYmRcfSNec4nQ089W8wuvmNtNdTrr5XWS+xdopc2D1zuVrsdXQ2ekpak1MCmWWShxPCqqI4kKBVD9ySFwxPJic8iQjbcrrTsqOTd+/5LzS2qiqHjqEhjHN51eSP5ZnWRWTkYZAML3bAOASTG/SLb1Zs2mukW5KqpttRA01BV00MS+r6IGMrISQPqBIPEgfSRnAwkb+n3ZvRorbaZ3prDSVUdUaZiqRTVBVVMjKfpGOOAMYUMVGO+WPnpqd4FXJnMfqg2Njcd29/amx3Ojikbrd1Ei6rXy6broqQ0FNRSSS0VnBeYRKxCNV1DZVULSTRqgQlVYkYxhmku1beraS10dHAixx01PHCieqp4hFCgHucEY8E5Hg99JmxOhdt3J1EobM8g+QlgpqFCrY9VgyvPP8AV2wHDMFYYbIUe41Y7c3QK91N9qprZe6SSmZl9NpqBJX7KAQXkDsSDkd2Pj28C63CW9JouucSwA8NLk76Ka/WaN4KxC6zrGR9tAHOvRibKRZ0B20NDRdCznvnQ/F31jQ0qEw+rmxK3f8ABta10e6rtYPkdyU1zkqrZKqTMsEM7iM8gyspdUyrKR2GQcY0kbuifo1eq/qlai39lbnMku7bcuSKd+yC6wj+8BxWdAPrQK4+uMiR33OprT1B29b0/wDM2tl0rJT9po3pI4//AHZ5tOGqp6etppaOrgjmgnRo5Y5EDK6MMFSD5BBxpEwcSi9kvVs3HZ6HcFkrI6u33KmirKSeP8MsMiB0cfkQQdHtQZs2Ko+H6zxU7VdRW9OBVVFM7ySNNLtyRJ3jDljlno24jnnJhfLElGb05xjljmRZYmDo4DKwOQQe4II7dxovwT91toDtoaGlSLYd9AnvjWuToaEq20NYHjWdCENDQ0PGkQhrOitXcqSiwk0uZG/DEg5O36DRVxebiQY5f2ZAcZIUSVB/TOUTPvlWOM+D30XQjNxutDakV6yYqznEcaIzyyH7Iigs5/IA6T6abcV4POWmNloz/AxWSskGAcnGY4u4YY/eEgjvG2lSGipaeR5ooV9SUBXkb6nYAkgFj3IBJwCe2e2u3k6Q80Aotb7bQ2uJoqGnEYkbnKxJZ5XwByd2JZ2wAMsScADPYaIbo3ZZtoUUdXdpZWlqZfQpKSnjMtTWTYyIoYx9TsQCfsACzFVBI4PuuG4101n2xH+0aqncxVNQp/1WjcYysknhpBn/AGaZYduXAENrMNkstiqZ91XeoSa4GIxTXGqIDRxFs+jEPEUWeA4J+IqpYu5LlLkjRG6RINqXnetXBd+o0ccNBTSCei2zG4lp43BBSWscZFTMuCwQfuY2YYErxpNpbuu4qk1E1k23Tw3C6x8ROZJOMFFyAIaZhk8uJ5CMfU3b8KnmOhlul+HGlM1uoWz++K8KiRSPCqw+jOSckZGAQe5CqNHQUduhFNRQJDHyL4RccnY5ZmPksSSSx7knuToAtoEugSBt7b8sN6nvF1ujXSugQ0wqHQII2ch5EjjHZIwBEqju+F+t3JJ04ppHdxSwsysw5O47FF/5nwP5n2wUpbtbrdZprvK8VNEfWqppZn4oiqTzkc/wqAoz/T31VTen+kJ2xt+9SWnZW0Wu9LTzn5i4Vdb6BnwBzcRBGZRgdiTkDH0gYGoHzxQENcdSg38lbW6VlLb6OeomDLQ2yA1MwjXk2EUsFAHckAA48/h8gkagb4VbTTV9l3nvunYrW3zdlbUUscqKrU1Mrkwx5/FxkLysfY+r2A86gvf/AMc24twWm6XXZe3KCXac1oeO/wBLWqwr6CrJlUNE6ELLCwMCFiGwchgoKZnH4YdyWel6OX+83uqiq6f+1NyhUwwen8wTMIolSPPYsOOF7gcsk9idR5+tnDm+qB7yR9FoxflUTxs55Hk36n4KUIbut63zcLJQRus00EAr5FAHy1BGCyo3fIklmmqYxjsBDMchkGX6AAAqgADwB4GmR0yppqGzQXO4Mr126ALxVur8wk8q8xCrdgUSPiiYAz6Ls31MSXdcKunt9HPXVUkaRQRtIzSMAoAGfJ1bvYXKznCxTWp7xb6Cp3Pu2oEsv7Mgf1ceAsXqMyL+ZVYj9+6fddM/pZa7gLFuG9V80FQ913JWUgaIHjH8vG9NUBOXcI1xWunC+3zBxgHR253iGwdLYrlKYKmWruT1UvokFJBBK9QyE/doaUpj7nAxpZ6ewzJsvZdvqY8VdVaEu1YcBVkq2SNpjg4OWlqJH7DAPc/Ym4ukvdVm/wBGFVl9jbyoCRmKvo5z+fOJxn/93q6uqM/6MqUw1PU21DISlNo4A+e5rQf/ALnV5tK3YJ8g7RQ0NDQ05MQ0NDQ0IQ0NDQ0iS6GhoaGlRdDQ1pPPDTRNNUSpFGoyXdgoH6k6RbtvjatkhM9feqcKpYERt6jDjnOQuT2wf/GNQyzxQC8jgPEhSxxSSm0bST3C6XdDTHXrLsMiqMl0MXy3DtIFUycv7uT7Hsc49vIIOki8fEP06tGR8/JPxPFmVcBT9iT+eMY8586pHF6Frc3Wi3jf4K23Cq1zsoiPlZSfoarXf/jJ27TzNS22OmhyPoqJizov5kKCG/kTqJd0fGHdZn9CO81UwUOrJTj0Y5gf7y93HbPcMP09tUpekNOP5TS72WV6Lo/VOP5hDfbqrwXO+WizRerdLhBTDwA7gEn7AeTqEurPxLW7btHLQ7Yid6p0OJpR6fb7qCM/8f01S7c/X/dV6rZHp45KR2jIiaSR3K/9nJyoOT2Pb9dH9g9DuuPXTFbDS1lNbqmTMl0qD8tTsM98McmQZHiNWOQc4zrPlxKur7x04yju1K1IcIo6H82pOa3PQInv/qbuPf8AdFporxX1k8x9MUtPkmSRmGASMknJGFHfJ/Mamro78Dt5vopdxdYrhNb6ZiJRZqdv9ZlHn99J/wBXnH4Rl8EglG8Th0I+FraXRidr/V1a3/cTJ6a1slMIo6Yd8mGMliHIOC5YnGQOILAzQzYPbV/D8EZD26jV3L6niqOIY6Xfl0mg5/TkkfZ3T/ZXT+3C1bM2zQ2mAqFkMEf72YDx6khy8hA7ZYk6X9c45M9j51010AAAsFzjnueczjcoaGgTjQBzpU3ZDQ0D20M9s6EiGhrGe+gT9tCFknGgDnWuh39tCFsDnWMjWNDQhbZ7Z1jkNY0NCFkkaxoa1Oc6ELcHGgTnWoz76zoQs8hrOffWuhoQtgc6GtdDJ++hC21EPWH4faLqLPV7hsW5rlYL9JTLGDTGEU1TIgwhmDRO2eP0clIIAXseI1LmT99AEg5zjTHsbIMrxcJzXFpuFFXwwUH7O6U0SzV1bPVtX1fz0dXxD0tTHMYng4qo4BfTA498HPcgg6q7/o4vQfdG7AvmK3rHIo8hZJIuP9fTf+mrO2+T/o46sXezklbTveKa7Un91LpEvKoUHvgSRlX79y0cmPsKy/6OqstdnO9Lvc6oQyXSpt1BTcvpyYkqpZMZ84DJkeQDnSWDGho2ClbrE4nmFdbcO89qbYljW/3yjpGYfTFJIPUdiRxwnk5Ge+MfmM6MWLcS3i20dxlttXQCuYiGGpAD47lSQCcclGQDqs27t97d2/v++3CC0S1kULtWz0dxVH+ZndSyVYjl7AKuVQIF7Ek5bhhGu/Wi/XqpWcVUNBSUMK+rPHK6tJ6i8Gq5QvJpHXmzegqqf4jlQSufJikLJDE03I8lB4K5RIHfPb7ntprdRhdanaFxisNNWzVbQyCJqTiWRlH91nUv3GOIzn7aizbnxEbOsO1KP9o3GRGhSalpqcSJOWEEYaNQUVAWZMJ3IBYeO7EOTbnUq10u3qvcxvMVyi9NnkkMkwQygnOOa/QF5YZFBIGDxwdD66mniLS8C4N9RcDikBFtVBNLvO80NPdLAkrUdJKWWvp5oS37xSFZSuAobmp/B3HLjy+nUXXa6bl29ek3NQGe1SUrSxQc1AMkuS3IR5xGASAGCkgnOcjsd3zubbVddas3I1trRJg0nyQ9N52yPMjg5LYLZb6j3Oc+Sl/vG27da6e9w2aVzJJDTwuXaf1e4DlnUjJOMYDAAnXl7p5mTBjA4tJ7IPAc/vxVdwtolau3rubeG2Jv21eI6s0k6mlqEwI/rcMYypGBykEbEEAZUYyeI1P9N1YsNu6Obb23tx3kjG3YaN6iOpEb0fp04RcgqQ4JAHY+xyR3OqRbvrprJt+aoprDBTxJNE8VTNOrM7pURsfUQjJOBgqBgZOAMan7pDuPaS2eZammqXqGt4qbMsU8YVUdHVJWOGdCJArLkEj1A2fA1s009XTRuIflD9CTra2vzWvCPSMOIG7Df2HfyUf1FwuV7r6+3mOKd4CnyyguBy74kfmWPAdvbGASSc9+1v3hHbGht82zaSKpY8KlaepMjfUQSwKsShIUZIPbwOw0rb2npbRbrgYx6tZWQmeaVJWlZuXklnYmUrlFHIkHP3ONRNb79Gu4XobZHQyJjEbrUmKZJmKjLZbkB3bGDyyc5A+nWTDSGcEMb2RxHH4LHOhupsNcKiSunYU9ZFK6yUlOV5zJHhlWLxksMA5x2Cnz2Jbdw3rJWJRWf9hstFTsSEC4MRVx3Kr3BDexxy7fc6SNqTLuTdNDtG3UtXNNdHjhFRJUlQgdxzdCykP9Pchuee+AWI0YtPTnbkvUFNj1/UqprLbLPTRLcXHBJSHRahGEjOqx8A7p28sgP5zUeFOBMr3WubAG4+P7pHE2vyUi9LbPcb5uEb8pr5HT2aOoijgpYUWKoHqRssUYCcPWZpXhTJdOYY4IJGreUe37s1LE1RuO5UEhUcqajjRoov8AdDPGSx+7dsnJAUHiIH35vXZvSO4Wm17fo1rYLJHTtDR+oZKaWuCo3qEeoAHSNhJyKsGklDdmjBCVB8WO9J4llNNQAt5Aj7A+/nP+eu1jxCjwcdVK67uNh9FM0iL1t1a/WQcaxoa6WysLbkND8/bWus59tKhbedDWM9tYydJxQiAhD7h+ZdcmCi4I2PHOTLd//saf00o6Q6q7mn3ra7CF/wDyhaq+sJz/APo81IuP/wDZ/wANLmg7JotqkPbFHGlorLfUIsqNcrmZFdQQyy1k0nEg+RxcDGmbbZZOi1zg27WHnsO61axWmqyT+wqmVgEoZT/+jO5xC/8A1bMIjhTFh8bYrYLnbXulNGVjqqupKE/xqkzxhx+TBAw/Jho1eLPa9w2yqst8oIK6hrYjBUU86BkkQjBBH/g+/nSEcQgaBHsjxrOo4s10u3TW90+zt1XWouG3rnKIbBeax+c0M7eLfVyfxMQP3MzHk4HBz6gVpZGz276UEHZOCzoaGhpUIE/bQJx76K3C50NqiSavqFiWRuEYIJaR/wC6ijLO35KCdFhJcrtShoFntKSDAeREaox3+pVPJUPjHLl7gqDpLpbEo9PWQUoBnkwzAlEALO+PPFR9TfyGk6Ga83iPmYJLTTMQRzKtVOv6DKR5++Wb8lOjdDa6G3SSTU0P7+XtLO7F5ZACSAzsSxAycDOBnAwO2jf3/PR4pL22XGjoKWhB+XgVWb8TklnbvnuxyT/M6MYA741gHHk9tNjdW+6exVibds1ukvu5KqP1Ke1QSBDHHnHrVEmCKeDIIMjAkkEIsjDgQnKhLF83BZds2ya9bguVPQUVOAZJp24qO+AB7kkkAKMkkgAEnGmkkO6epA5V61+2trNnFLkwXS5L95WB5UkJHfgpEzDjyaL6o2NWTYtRJcoN17+ucd7v0AJpVRDHQWvIx/qsRJw5HYzvykbLAFEIjVamuVZcZzRWLiFH+3q3XMcQIyAg/jY5Bx4AwT+Jcx2Lj2koFtlyra617QtlPZLDZRJMqCKgtNvjSPsD2wOyRRgnu7YUfmxAO1vstzqJo7nuiriqaxADDS04IpKRsk5QH6pJACAZX/u5RIw7qT9ttNHakf0Q8ksuDLPKecshAxlmP8zjwMkAAdtHdPAsi9tAs/8A10WrKgRRskas8zKSqLgE/mSfA/P/AD8a2qJnj4JEoaSRuCg+Afcn3wMH/LSHuLcFt2jTQvVComqLnOKeJkwxaUggZyRxUfl2Gc476bI4MBJStaXGwUR/FOtzXod+z7ZVNE99qqeOrlTsOHBpOIHsvJR2/I5ySSfMffNllsEckUDNNPKqqHAw3oqe2cYzlh58/Tr2D6i7Ipd0bH/stG4aohERoGkPmZFIXkfsV5An2BJwcY1S/eHw9VElVNR11H6VQpKOpjUEZOTkZ7jOMYJ++T7ZlSx0UxmIvcW+qiJcXluawPlpw+Cph0OvTXbqXBsC+LI9rvsE1JVBSA6RlGLlc+/BSR+YB9tehnw00mzrFse72aW90VfaNubgqq2zz1UqPMxmUpHO6r4b0ZFjJAGHmkx+HTA6cfDHYdpXMbm/Y0U16uHO12x5qd5E9eVCCcR/UVROTyYI+hGGVLKdcvhz+Hm1733Xvrad93ruWgqNtXaWjSvsNyFNy9OSVPqRlZW7CPjyU8eD8SOR1KxxzNMY356aq/TtaY3lx2HzV7hcbFWWOkrrVdKR6GeKN6KojmR1dO3psjZwwHb9f568zfiG+I2/dWutN4sdPcpI9v7UlqKamoo3PoetETHzI/jYykdyPGAPGrSN8HG+bLe6O+bW66XGvjpkI+TvtM0hfIIP7+Nxx8nv6Z1TXcXQLdOw+q285bjTtKa68PURsmeLo9R8xxB7HsyoASO+c9hqOrL3i0wsFRqGMztDXXG/JH9m793Ttia5UFuvMy2uuNRmmdmaJZF8SqucBwhYZHsWH6eqcNHRW+e3rDwVKemalhkLAfR9BwP14L/TXlNHsy40dC1I0DiqiSJljPk+oJgT3/7HnXq3TwfIpbqAnk9PBxJ+4RVUn+pXVihB6q33sqlFL10ebvPyVMP9H1StbeqnWi2t2EVRQxgf/s6itX/jq7+qT/BXOKb4lOudu5Ng3Krxn7Q3GZP/AI9XYyNXB6o8FoSHtIaGhn30MjSpiGhoZGhkffRdIe9DQ0Wq7jRUC862shgGM/vHC9v56iveHxH7b2xJPBS2OvrZKcsC0ksNPG2BkFeTc2Hvnj2Hc41Uqa6npBeZwCt01DUVekLCVLpIHvpAv++NubcV/nq8PNH+Knpx6ko/VR+H9TjVS97fE3etwxTxUt4jp44mVvQglKqwwMg8PYYyVdmBJOQAOOoLv3V68VjzW6l3WIRGhKRw4CMSMhfpA7+/juRjBJOedqukpJyUzPafouipOjOmapf7B9VNfXXr1fau+cKGdoKSTEHyzsTDwB9WNmVW+qTllDg8cr2I+kiA7l1ouSKaNK2T9yzU6cTzilljkCFWLklUdlc5xyAjA++o+3RU3m1XWnum6ZHpnqO9NBUzcamZgwYOUyGChge7AZw2M5OmldSZrfUunCN2h9bjgtmQkhj57fW8gyCfH9ObdA6olMk5uT96fsuljyQRCOEWA+9e9SHc+qFbTxvW0d2lpIasCR5csFckFOZLHtn0ixxx7t4OuW0rveOod6otpbSr5KqtuVUkCPLORFLK7YXnI59PzgAE6Rdo7PrOol0tO1LZZ5LlWV0MMkdGhVecpeR1ILEAArJ3yQAvuANXl6TfBBU2uCkq+oF9ho/S4yC22jJdGByoaobsMeCqJ+jnsdauH4cZ2dgXsfAeaoV2ICkd2za403v5cu9MXb/wB9WLvD/+Nm/LFZvq7CmSSukx+YxEo+2A5GpR2p/o++ltpenqd07mv1+mjGJokMVHTTfqqq0o/lLq0hJJydDXWxYXSRCwZfx1+K5CXGq2U+vYdwt+/vUf7Z6AdF9olHsvTax+rFJ6sdRWU/ztQrZyCJp+cgx7Ybt2xqQAe+f56Ghq8xrYxlaLBZskr5TmeST3rJ449tFyDk9td9YIB9tOUdlyjB5Z13B++tQoGs6EqGhrGcazoQhk6GhoaEiGhrGQNYJ7/loQs5zrOtSceNAn7aELJ8aGRrXJOhoQt9DWuToZOhCzkaGRrXQ0IWSfsdZyNa6GhCGT99bDP31gY99DJ9tCFtoa1ydDJ++hC20POsDvge51xqqj5aFpljeQqAQiYyx9vJAH5kkADvkaRKox+JO30x6Z1G5FmNLcNvVlJcKCqVWYxSiZYz9K55ApJIuCCPr9teZ3SndPVWxUc9r2xVT0lA9QKqrgkhhkpcn01Z5XZCVX/ZqfGVyCME69COs3VaguG2Krb9BUwVVPX0RqpWWM/RFjmmGzgnKkODnB+2cLRH4fKatg2bdLlR1jxLTVwkEKUkc3NliVu3IZz3BA74KgjB85OI1oZSySREHLp7dPhdTRWMZBT53Ht/ce6hVXKDctdBcRCJ1tr8lnkfif3XDkwY9yoAGeWAAuORWdiWDc227JPYr1FNt6SCu/aE9VclIknnVUX0/9quFBGUZTnl3DAoBo9U3qzSStFQxR07U0WOFPxX0fUWTKLzBZW55K8sEHlx44HFs3Tcb0dNU0t7swM/7PQwyz/uXkVmJViWU5HEyE/U2e+cHvrz1tVO4GGMm549yhy2Isjm4fVoaua6x7laUSrI84hkVHVjEyIT2IKjB+pTjizg47E52rve32uKGmjvYhg9JoZ1eH00MfPCFSgXDAMULjL4kyTnDKxrhuapv9M0NZXqlRHgspkEY+p/UBMnYdzgciJD3ByMnSVYrfaLlfo2rYK6WnpyhVWYmOPj9TI/FHLrxDAD939PcsPaWGF+QiU7KNwzOUsXr5TcFAHpqNDR1VaiClpkeeOoRm5F3jZAMgMHzGVOAORyp1G276O2114qaagubUVPTs8sIhXlGZwGOUWMLgtkKC2SAT9RGMuKW4rt4UNDWVtuqqFqkGWL5jMS0q8vUAIHJgEdgCPq+lR2xx02+ou3lorVWbiprpSyyU4hNXDAWio5UJOW9MxpkGX0SoyCAD9J+opJCH9YAOOyjc25ypI3vW3G37MvFg3Bc2qa95fUeORkl5OsmC4Iz9R+ols9wcZ86fnTKuoDtHbgetWRjSR0s6TlgoUjiEU4APE+kfOFHLPvqJN9WmqttoDAGUTwfVM0okaU88FuQAHEkZUDIC8fck6evR+Stn2r8pCqpHSxxtLNMFwkmf3YQt2LYLEL7hS3hO12qph6GWnW7vLRauFyCJwY71XHKfaPqnBetw0q/NNSIDTQUjyetNLJyCLE2VXBU8yzoVZmxyVOxGQWZQQ0Fpma8K0zNLMFeQ4kkdSWCuO559ge3bwAdLEtYLRu251Nyt1LJSzRq9NFLGvLEgGcEEKcEMhBBzybsM9m1um4w1lHVQ0tFFTiHLqI4+LBQMhSfywe59xnPfOqUFmBsTBod7feqzJoDDM6J24NlOfRqz7bu1+skdZY0tVPBWwUkhNVNGoXk5ZWA/vk4Dcge/4gBkL/7K29U9RL7cKKroKy2W+Oo+VjpaARzVzGRlKqMH0mDR8MlUCoFKKvMc4q6W7gAoalXuZWopaSoUgq0nBfk51SVQXVcpI0fYnt2IViBrtct01lvvDyXarepeqdqgTNUyJJNIwBZscickhvz/AMdW2u9Fp+riHbud78Nu/wBiivkFjqU5qysjutVcdvVtsVzRGRAqRRzOCZATIEI+pQuchcH6h3wMa53J+lNHWyUjX80YhxHHBU0o9VIwAEDFahATx49+IJ8kscsdt87gsFsX9oWSCtjq4mp4HqJB++Vih+gnkSWYJy5YxknCquNKSbQ3ruBf2vJsWkvnrk8bjPUmN6lF+lXK8DxyoGB9saq0bKhj3NYwOB105pCQF6EaGhoa9NuryGhoaGi6ENZ1jQ0AoSRcYqOLc1luMqj12iq7fC3uPUVJmH8xS5/7o0o3Cq+ToamsBA9CF5cnwCoz3/L/AJaRdz080932nNFkLSXp55ce6G31keP/AGpE0OoLzLse+R05xLUUMtMn/alHAf4sNKEw6ApR21bP2Lt21WcsWahoKemLH34Rhc/r20paBIJLfc51gEk40EpwGiJ3uyWrcdpq7FfKKKsoK6FoKiCVcrIh9j7j7gggg+CD30y7bfbv03q4tub4rpa+xTSR09p3DOcujMeKU1ew7LISVCTnCyZCtxkw0r5rbhQ22H5i4VcVPHkKGkYDkx8KPuT7AedJ0/q7lt09G9oRKOpVoZFulNzSeMjDD5cnJUjIw/E/cEaTvCA0lKlVWUtBTtVVtTHBDGPqkkYKB/X/AC0SNXc7iuLdB8rCRj5iqjPNh90i7H+b4x/dbTAtNLP0aucNPfa+tu+1qp44aK8V05mnsshHH0Ji3ZaZiECSKBxY8ZMgo2pRBz3H6j8xpL33TtAdNUXo7bBScZXkkqaniVapnwZWzjPcABQSM8VAXPgDRsnJJPk615HWdOBSHXdDGNazTRU8TzzyrHFGpZ3c4VVHuSewGiNbeYqWoFDTQvWVpUMKaEjkAcgM5PaNOx7t5wQvIjGuSWd66WOrv0iVMkbiSKnXIp4mDZUhT/tHGF+tvBXKhOTDSXuksuD1lzv8bRWWSSgo27ftF4x6jg+8Ebggj7SOCvjCyBsje2WfbeyqGUUFKlMs8pnqJXcyT1cxUAySyuS8r8VA5OSQqgZCr271t5gpKxLTTIam4yxmZKVD4jyQJJG7iNM5GT3OG4hiMaFPZIFrTc65zV1bceLOP3cOAO0SeFGe+e7dzlsYAS3FHiuAir79k1POkoG7iMZDydwT/LyMn7nA7LJpXgiip41hgiWNF7ADH3JJ/mSc/nrckaB/x0uyLrY499aTSpChkkYKqjJOo1i+IXp5V7qq9n2+O+1lZb61rfW1FPaZnpaaVXKv6kvHiFUjBIzjT0qLvTxFJ6lJ34n91EkTEgnwzA9gftnx/UaaHB2ydZH4EZ5DVSrhmXiikfgT/mexP6KPbOos67ilkueyIqqBnFNeBcQ/chDGUTGB5Let9I/3fvjUh112uiRILfQ05dn4sZ5yOC57txUHl/2eQ8+dRB1ira2pvFJcaqT/AMn0r0noKMDMjNUKWBxntx985BBz41WrDaL2j4qxR6zD2qZo6uCGZnqHVqwrgxoQTCp78c+FJxkk4yR9gApKtrrNcgtPcrjbUjUjjGZEklz7AE9h2+wJ+x1FNNsaC3dW6q6zXBzRUdAtTBDNO0noiXEP0qzYQZjkzgDPYkk6dt6ktFjoay+pbU9CmpTOsMSAM54ghFHnk3YAfcjU2d5be3FVw0CwukW8Xae4XWrn23bno4qOAWm2XCvBjxUPwlnmRHJkmAVYQvNVAaOdeX1YNcPhQt+84eoO+9v7hvL2qecxieuqLbVwx1tZzlMoilhlgVeLZP0NhgpI7YOrKWG1B6OkNWsMkywsJJYxhGZ/rlkUHPaWQl8Z/B6YwO+lS10MFxtkb1McNQszyzRP2YGF5GeLv9whT+g+2mtGZ+Yp5dkGUJegpt6UNFFTiaguBjGGmhqnp2K+wCTJOSf1l/pqPt8bSh3huiOa4UVyoKqniEU8zW9K312UBsMtM7MCokhIbgO2OXsA562xxSAkQq/IEMjE4Pj+h7f56b1i2/Ti7TTJJURenEWVYaiVB+8c4yQw5D044vy7/kNOeGydhwUJaHg5lCHWjbth2hX0NRDdaKprqh8BE/1d1p0KoyvFJlg/+sSEZwCFGO5IFwVr/wDykGqIZUT5flHIY+S5LfV9S5UD6U9/b8tVv65UVRS7r2Vbi9TUxXs11qEc9TJKrGpqLeh7OxwApc4HYD286kWv2pZ7NLb6iwq22FpS0atbJvk4vr/DziTEcoBGAJVcd8Yx20MyxNLRoErIRGxrYxvyVd/hIqUg+NHrPbo3DJUS3uoXByCBdo8H+j6vLnVE9qbH3r0l6/b9603292hrZX0dZDRyNUQtVVkk0sMiyNEqFFB9Mlu6NyxxUAkFJ3/8Ql8uNPdflLuoeaKlWVc8C6MS0hEgJJDJwHEAHAJz37YNd0hhossbBnd3HQe2xXRUmBTVo6x5yC3Ea/EL0BaREUs8iqo92IA0gXTfu07OvOtvUHgnEf19gcE5HYefJONUQqviR+VoYrXSV0VHSU0YWCJJjNyXwpQNyVMjDdsA8snvqJ94dWdybjqpfSkEnJz6MisWceAMZJ4k+cKQNVpOkMr7CFgB79Vbi6NsBPWvvbkF6C3X4mtm0ySm0RPcljypeAmUqwP2jDLjsfLrqH92fGtcPmnpbXaxTU8tOWWQowKnkRyJAPbscYIPbPbOBV7avTbrx1EqfRo7DfpTKPpmuHOljKA4JEs5VWH5An9O2nQ/w+S7YjdupHVGyWiZWVfkbXC92rAf4lkRDHFExx+JpGGdVpZsSnF3uIH9I+V/ZdXY6TDaV2WwJ/qPlqjfUD4lL1e5DDFuuuaGQkclkWNVAznkeOSDnGGYntqEJ+qVzguTXE1nzMnrhwIkxE7j7kHLe/YdyPGnZJtzZ9S0lJszbTTvTyOyXi9VS1s4wRyUU6osAz37OkrDOOZwMLG2Og24t/vHBtXatTc5AAKu6tIUhiOcmMsxWNQoP+zXzgHj5UUoqZr5Mg7bjy/dXZKvqmZgMo5nRRSu5bpeK6OOttlfVRBT68cVYsZOeXgMp4jxkMAfy067PbJKiT5G3RS0k0oKQG2UyNUSBlA/2n41PfB7EfYDxq1vTf4RdibcqIa7qZday7Vc6q7UNuLQUwTiAFklH7xl+xUxY7DuM6tFtai6fbDoobftTaNNZaeYxwv8lRonqEDAaVl+pzjyzEk57nOt+HBrNv6vvKwajHG3t63uH7qiNv8AhE3paumm49+3akjs1FbrTPcYIqyN2uNVIilsNHgtEjYHdmyPPHjpt/D/APDBWdeJZEkv1La7fBA37SflFJUQs6t6CRRq/JwUZGZ29PDeondlOfTeW5WyaCSGZTJFKpR0KFgysO4x75zqE9+PS7N+IDYW4bNaY6amv0X7FllpojGoEYlLJJx9ikiOBjzTKPCgq+owqGJzZTqLgG/ebX+GlkykxiWRr4hYONyDwFgTbXfbdPDpr8N/SbpbLbbntzbMf7Zt9OYP2pLK7Tylo1R3YcuIJCnCgBU5uFC8mBk7GNF/2jQjOahBj7nH+egLlb2IAq4skgAcxkknA/x7a3WMbGMrBYLnJZXzHNI6570Z0NcI62kl/wBlVwv/ANmQHXQSxHGJEOfsR/499SXUdltkffQyPvrUEMOSkEHwRoaLpFtkaGtRoE576LpVtkffQyPvrXQ0IW3Y6GQPfWmR9xrOjdIsk50MnWNDSbIQznQ1jJz+Ws5H30t0IaGsA/fWcj76VCGR99DWmsjzpELbQ1rnB1kHOlQs6GsZ740Dg++hCzoawvjQB++hCzoawT9tZ0IQ0NaPKkY5SOqLnGWOBpgdTt73/bBhS1R00Q5J6bTyhVqXLKFiJI+kF3CnHkHswwQIJ5xTsL3Am3AbpQLpw713HW7atL1tDb1q5CrBQX/A2PpYqPqZc4zjGBkkjGoO3Z1tr5KeFrjuqgpik5FZTUiRQ8MPhUV6iQgyeMgEhR6hPLA4ujq/1DtNDborhBV84Y6U3AqFSQERxSOFUszLHISuAypyJYBWJBxBN628m4tgWjdS3iw19FNHPOIXq1eoWqlk9R6WYgIwYIwLyFz+88LxKBcjEpHu7bH2aBc6+HL5+WqDqLBMS8bni3PY7zuG2vDRVht9VNKqmJsTBOdQoXhlSoX08sT/AN3kBqH+l9zNH06uslBN68DVz5ianClmECll8uQOAY/mVA/PTttG1LHtfbG9p7XeY5Whtd2EkDxejyIWcR545EjhWB7uwAf2I0yendUsfSe4xGiqD8/fUp1SmkZG5GEeR35ghccT27gjBAOs+lhY7D5Wg3BJ29ilF2sII4p1VdXbbDapq6imNNGHhneneqMkZULIDx5YbkgLLyUE9z5GDrO3LxtmWmo7pfKQzxigkpII5EVRAszMytHktzdsnz+E4bsM6aF82nLctuenDueMi309NHUQ8jJNzmjeYPGeIGEBClGPYADkTrFwrLFSWKjiv1/u90mp6MfK0rSMIqVUxlUJzgBQwAGF7+zYIxhRta0akknhfZQt9YBPi3Jt6qoEp/Tt1O09TxpFwWlqoPVBaMxJylQ84wAS4UEj6W7kdrVFbqKqpLPQxTVNXWtyjkhlRopJZMBIuEvFlwcAnBOcE8hgCLbTXx1FNcTRXiKjMkTQs8qMnpRMPTORnIbBGR3XBI+rwTN13naamg+Sp5o6U0p4iQIVcCOHImKsz8GIAbiABk9ySNHoEhs0E24pLlqkmOGwVNlNx3DYbhXzSFY6eBSMQRyRmNGDoAzMpwVLErkY4lScJ13oblV7LrqKgssVxppZBHC9RJT5ijlLcGeUHAbI4l1b6c/Vx+nSEN5Ut3WCiopaqho4JEEKerykVAroq+u+CpYKCw/C2AyqvHGpXoLnsmtqjTSS1MYmmp6MvRPLC0SiTJl5eoWHEYbAZe3ZWH4lqvbLTvb1l9DdNsLqOesF9pb7tC1WuNqSGjtFvWnpZaKiNHHcnSJjJO8BYh5OSKglwhK/U6sWAV8dNLpbrJ0Ss8EdntdfUVzy1DLJUviWbDxRl4VTlyQplPqKqZJGIP8ACyuqt4EQmp0oqV/m7fLVxF42NRCGhkjZWlLF3UB2OWZiWOWycktXYm5WpLRZ6MLExjMgcl1aWNFdiQmQQnY9+2SPcZOtqSrqKmkzx6EnlfS32OKkc4tiu3cH5KRt22p5KQQQmGCrp5mo3E6H01p5DyGAVB5qwABB7l8EDTAiqWhuzzV0b3GKB0R1EBCmIMQQSOJA8qCCvfwR2Ie8SR3mnus3OW4QSwuIqeJm/dY+uFMspDnMZPLC4ycgd8s+2x2C60/KeOW6VssLu8dMWedW8Asy+wA8H7j27HKpmiO+bdquYs8SmOrGzwL+I0PySLs+82qBIYM1MdVAfSAgQOsxDcQpP2wPAB8aO1u7bbBXvDU0sVVzIkB7/TgryUd+5OTg57EfnnSNcbFZbLSVsVlS4TVZI9I1RZHp5A4ZpRIjBfwgZDAjBLZB46T7Xbd036nMls29UVTSMkD1Sq7lJCyjiABxy2QMDv8AUO47Z03QwyEy6689FkuaHG6kmitVPcrjT3CnuVPGAQHjrpECQRnwFDs2VwT3wCO5HtqT4usG4qGJKKbctFUyQKI3mqEgqJZGAwWeR4pGdie5PI9z2wMAQxDb7fQ0ltnt73CpqkqJ4qlIpyEwpCpMkvpr5yzHJUhWVT3ydLEtV6MjR0e3BDCv4UE4cD9CScj+Z1RqGyNsIJCB3FRkc1616Ghoa9EWgh/PQ0NDQhDQ0NDQkSPuqp+RoaSsx+G6UEWfcetVRQ/5SHW265qeGys1UoZHqqSLB9y9RGo/xYaSOqNdBb9qxVM8oQR3qyyHv34rc6ZmwPJ+lSe321rvpbjeNvCmpqY00TXO2MWlH1kLXQN+Efo2R5xjDA6AU0gm6dNRWU1LgTTKpILBe5YgeSAO5A++k+aa8XVPStgFvgOOdVMgkkK+/pJ+EHxh2yB/dbRultdNTEPgyOMHk55ZI8Hv5YeAxy2Pc6N6E86LhTW6kppRUiP1KjiymaT6pMNjkAf4QcZ4jC/lo1rTQ0t7BJuhNDDUwvT1EKSxSqUdHUMrqRgqQfIIJBH2J0xBbLz0ym9XbtPV3faTf7a0IDLU2kf36TP1SQfenGSgH7rsBFp+g+2mNuHqxZKG+RbP2/JRXS/TSGExyVqU9LTuACVlmOSXAIPpRq8ncZUA8tMe4N3OqcGl2ydVHuKxXCyRbjorvSS2uaP1Y6tZVMTIfBz7fbB757edc1mr7vn0EloaM9vUkXE8v/ZU/gX2yw5dz9KnDaj5Ns1Frug3Xt/cVtut9kqHrqu2LBHFbaqV0VWdAgZqebimFndpGPJlcsCoVyW7qfYrkPRjinpq5WSKW31eI6uOdlLCMxDLN9Klg6goygsGKgkAN90W1sNU6aKgpLbB8vRwhELF2JJZnc9i7se7McAFmJJwMk6TFvNRf1KbclApSxQ3IqGQ4yD6IPaTBH4u6dj50TudqfckbU+4lBoD5t0ZIjlH2qCO0oxkGP8A2bAkMHGMHZe0EdKJXWOIKERPoAUA4X6cdh2/p9u2luTwQbDxR+goKOz03pws5BPKWaZy8kz4A5u57sxAA/RVAAAAGBeKWSn+ZpQ1ShyB6eO5Bx2yRpMrIGqIUQMRGOxTP0sPHfXWjg+WgECgBE+lQB7e2nZSmkrFRdrrUHhQUcEJ5YaSdiwC9wWAXGTkDsSPPnWITWwiSoud2lmGO/4Y0QfkFAz/ADzrcyRRI0krKqgZYk+BojNV0ayrNcpkhOcxQHuQfOWH97/L2++mkho1KVrC7YLskYm4v6CwQq3KOLgAxPnm/wCfckD88n6scY86+3q57e2Itxslxnoq5bhAI3hkZGcfUWXKkdioPbxkDsdPptwUC9ow8h79sY8frqK/iFuaV2yIIpIzEFuMEwK/USArg57dh9QyNUq6QGne1hsbK7RxO69hcNLhSfSV0l4ttKUDKskEck0pyCCwBKD8/ufbwO/4Y860tHDtS4VpiCyUdbEicfZFpTIMD7ZOnBT7mtcNBTW+e7wqzQKpQYLd1GSAuWP+eck6ZfUq5U1w2tXw01JVFVljkLvTMIzhVU5zg9x2AxptZMDFpsnU0OWXUpZ6oXvdUd1tNLsqnpa+C61iUVyEzECljYAtJn3yvEcR7qP72kXdPUS1196tmyTBVwLDUmtubiMMJIKZgqLkHP1zemc9jiNhpzpTbornpD+zaekijIkAeQyOcDvjCjGfuSf0PjTDpdjbhvG5L5u6K6wt8/OaGl4wFRHTU7yApgnv/rD1Thu/JXRvfUpMzjoN0+mNHG4ma9vmnnX9SrJFZLnVUkFUBQ0084b0+7Edh2Ge5JB/4aN2jqZselSK2w1UsMMUSxxD5aQhQvYDIHsBpo1myLzFbqulnnpj85GsLsVYcVZ1DP3bHYZb+Wm/Pc7Rt+daa7Xi3SShuRBVk9UYz3b6gg/Mr+mfOqk9Z6IbyOAK0YKKirLiJripjum+9uR2ypqbfdUknWJvQQI2WkIwnkf3iB/PSHNvXa+2rFXXGmrUVVqOKxNIFSNYVSFQzthUBWIEe+GBAJ1W/qH15tNioqiS13WKOWGVlcRw8iQo+klnOGY5OeIVSCv0gjVet19dt03qj+Uhu860jSer6jhSzd8khUHFcHsBjCjGAO2smbHpZCW04t3lXmdHadgDpHG3JWW6gfERsbdN5pay50FSlRt95DQSUk8sQh9YIryLP9DMwCEjhHgDwQ2GWIOoHxH199rlahvFXGkQjKrywZOIwDI+eTn3OTj8u2dQ/att7p3/AC+tQJTUkAyGqq+p48zk5IQAyv3z+BCB2zjTytuwNh7Vpnqd4yT3z5bknNpDR0kZYZGUi5TykEEj64uxGR21nPE1QQZ3/fgFpsFNSjJE0C33um5eOp1/vcoggSW41HJCiR5LNIPAAGSxyfz866XNLpbmgs16ttZb6sW/hLRV0MiTRsnpsOcbrlG9Nl7dj2/UnnerydwyS+lTWna9B6IRYLPTfKvJGE+nMinlJ9QUkSl2znv50kU21b/tq3264zWm4ig+aZ0qqmmeNJ1OTIAxA5HDSE4OckH9IaqhayPM3cKWnresky8F3pI7LV7WqJ61LlLekUx0cYnU00gEJClogvNSMI/IScT3BXzmy3Tz4kNobItVmtm0emNlst1kooKetuFFa2lmaUpiTlPyVs8uR+sydj3yfMC9Hdjbj3buKotVLSulLBNmruBp3mjiDBsnIBJYgBQpIyVIyMHUgbd6E7+pd4xW67SRQ7eNSzTVyMxDxYypWPjyDFs9iGA7ewxq1Suq2tBgbptcKtVtp3uLJngcbE/JOvcnXzqBu+pal3VNXUlHMWjijasCwy4z5jpwizA5XHPOCCO/c6LbX+HrqvvaKGstW3aulpTJ61PVXCpegpyrL2ZIwQ5UgjukeCPB7nUu0u09kWWuo59vstrqKXvBVgGVoWDBsj5hWUdx2OAwBbBGdO7/AKR93W5edVfaG5/UzGe31USyHPgGGcgAfpI5J741ow4e+U56p5J5An4lZ8tRHE0MpcoHf9AuPTn4T7Htdaa67qq4LvdEw702JTQBhjAKc1MvYY+v6SPMee5mJaattdElHS2dDTwJwhho3VFRR4UK3FQPsB2HjUW27rJca5zFSbkRpFGHhmiijlT7MyMA2PscYPtrv/0rbiKFzdqTiH4YEUYycf8Avf8Ad99bUJgpm5Y22WXNQ1VWc75Gn26Ks22bp1Rl+KO6Rby3pfqXalfX3CUW6uaelhpv9Yljp6UsSruGQRspU4YMFXIXV4rC8UtqooFmMvpwxK0vMNzIGPJOSe2ST5zqJZerNyra2GrpY7cZKKRozUS0xKk8fCnIIP5g+x0qr1Nvk1RHLHRWaWR0KSlqWaN+2D2YSZx3/wARqRlTGN012BVLhmaB5qXgmSCT/j20yOsVhvN52vDX7frRT1+3apr5DxH1SSQU0/pxg+waRo+WexUMvvpJpeoVbH+6/Z1NHC5HL06mQHt+b8saJ9QuolwTZ95SlpQTWUklDTBRzc1Ew9OLBGc/U47AabUTxGJxO1kyLC6uGZrgOPMfVSuskE8Ymp3WSKUB43U5BQ/hOffIwf56DAcAuTgYPvph03UGuoIEo49ou8MCBEaGvQqEAwoC8c+B/wCM66N1bssDrDW2+pgdgMciACfcDljPtnt7jUjZ4yNSq78Mqgbht/Ag/Ap64jB5qrZzkEnx/wCP+OsOqsMYAAz2Iz20226i7baAVP8ArCrx7DiCxP5BSdbS9RdqRoXqJ66DiCcyUkoXA+xIwT4/PS9ay+6iNFUbZD5JydlB4qmMYCqAO3212+Zni7rMyjHs2Bppp1J2PKhaO8zfQcNikmyD7/waxJ1N2GjBRfiuRy+qlmA/rx04Ss5ppoakf2bvIp2muq2fHzU/bI7yN2P/ANNcxcKuFeK1cuQfDPn/ADzpunqDsWNGmk3PQxJ55Sv6YJ8eWA7+3fSCetfSuW5LbYt62p6l42kVFqVb6QO57EjHY+dIZWgXumGmmboWEewp13q838vBDR3x6YtzB/dIwyQCp7jOQAe3g986a0m+9+09RXTreDNDBLJDFC9JAvFkGME8e45DIPnGO+u8e9di3aGGrpt12iqhXkyMtSjY+ogkEHtjDDPbwdMrqP1n6ZdIdlXTe1VK9xkZudNb7fMsstwnMgi4xpkD6RxZyfALHuexhc0St0dY+KUNew6tUn7L3PvmvkkqdxQwRQTQRyRRKFLRvxHJW4gdywY+TgY7+dOeS+18UQb0YpCCAwCnOPcgZGcdzj302dp3hL9t22X801RQ/tSjhrRSViCOog9WNX9ORB+GReXFhk4YEZPkrKxFhn1FI+wPt/4z/TVkDKAAVAbk3sjzbgqWAEUEGc/UTyHb3x/TXNtzVZ/BRRMx8ZYjREeiGx6yEk4+lge+fGseg0TM6kPyYdgfGglFkrruJzy9SgIAPbEnt9/Gk0bzr1uC0UlgDR/XzmiqshSACAQVGCQw8kayiMRzKnDdgR/loNESo+gjGg3PFA04JRfc9JGgd6abucYGM/pgnXRNx0DgHhOPGTwGAO/fOfy0iyRS81Hp/QQxY+4PbA8fmf6a5zIUAC5AxnGNKSUBL8m5LXHCZszMoXlhYyTj7fr/AMdbU+4bTUxeslQQmSMtGwHb38eMd9NRIJGqBylkAGGCKcAYP5efcH+ejAp44IRAqHgq8ADlu3885/npGuJ1RYJzm825YVnecqpwMGNgQT7EY7HW5u1tDlBWR8h3x3zjxnHnTWFKFUuxJJJbJAC9/uPy9vfQWMCPiIuXg4zgHvnOjO5FgnaK+ikP01cWR5ywGthV0h7fNw5PjEg00pWcDuhyexOfB1qcfMx98fQThe5JGB5/IH/HTg+6RPEVEJyFmjbHc4YdtbKyt4Of000CObjgql/uR3/rrZU9HLkKWbuTjue3vozG6LJ3Dt5Gs8vtpqJOGOCi/nrKzmAt6BKEnJCEjP8AT30ua6F13vcZbdSQztaGuNKpd54EQMWwv045HHLJ8Y79x+eqpdZN62+shkqKS51ElCGhpqp6asp7fTVkjAtBHDG+X/AHcOpkUFW5BfrfVqan0a2nalrlFTA3mKYc0P6qex0m1m09m3KPhcNp2SqQ8iwnt8MgbkCGzle+R2P31TqKb0i4J0PNB7lRy+dQLn1K6LXy1VtrqblWWmop6yG7Req7tWSyGM+qQVQj5X8TFw4zkggMAh2Wm3JWbHr7VuDc1Xa6CtudVUSwwljRo0KhZJqfmcty+gNgNkhjlMd70SdL+mRoZ7dT9PdvU1NUOHnjpbdFTrKRy/H6YXl2dx39ncfxHKDW9DuklwoBaK7ZcNRRMjIsD1U5RFaQyHgpfCZck/Tjz9u2qk2HudCYg7hxRlB3XnhvCz1tHsW/Vcl0M6CSKGBOLoViRkVhkhebksrEEAhc9uPhK6UbXuO5rDJV1N1hpbfDNJJUTTI0zO3AlY3RvoMZ49yfABB7E6tZ8aPT7Y+yukq1+3bDNTV9fcYaeaVK+oOKcAsSVeQqVEixgDGFaTIwTnSR8K3w59Nep3Q2G87uoa9qmW51Y501a8OUHFAMDsf4x3Hv+moGYdNHTGEEZib37lNoIvEqCd1XBEttPbdwXRLhLZnRlmik5MZV4qoRQqg4bK4JJ4DOfbTcudBt+8O1Zbq809L8gWaF5j8wnEDgrEk8gY1BzgEsGAydXtm+B/pC7yTQ3jdVO8zBiY62AgYAHYNCft/LJxjSTuH4LelVPaKSkWs3JOkDhSyT00cr8VIUMUgAx4HYDuBgexiGHTsA125fRRgZzZUem3xb1o46axyPQzVMin5qRULEAk8iEQMG5ZPLkxxg4JUDTf29s2m3fuavpau409vlMilzJCgjYO4XkEAC+SuQp7cz9u1o7p8FGw6u71UJ3LuO3U6uXiT1I3giQyDKIWQOcBu2VPbJyx8H4fgFsNSqxR71uNtAA/1uS3LJnBHb/argljyye/Yj37TtpXsa5sbvakdG7ioMHUPbEdp/ZlLQWwzZjWKvFJDJJ2QqVYlGy5LjL57FR47jTi2nb9tWypeh3BNU2uNovUhaUylirxvKk4J7NhV8KACeAOfwGYq7/RuLLwhoersUFNGeaI1hbOSckZWpGAR28k661vwB76cUgbq1aq16SnaOOWqtkqMWMpk5H96+T9bjzj6s4zqrUYRJIzK3U+KaRpayhzdey7DHZrtuyybjqaqpnt88PylUWBjUK3qgGNeLA8cg5XBBBDHSXsLYVtu/Teku1NemSuJqVqqeOlFTUCNWccoUHA5A4E8pOPkkgDGrG7g+Fi/bI2RuK+PebBWQ0W3Lu9UixzJIxNHMEKHifBKtxPYlB+eok6M/Dv1U3js+17x2junblNTytUiCnrquZJYpVmkjLFEhZSCU7ZJznB7apNw2ubTmP9V727gLJ+QmAkjiPgmpaLnUbH3VTWK9RUtT+0KWIwH5yRPlS0mQTxYEMoUrxYNgMWAyQ2m7uDa4t19rLfTwU61TTl0qCMcoXQEduxLHkQexGTjPbVkKz4J99vWpfqeLbb3ESrnlXSmIcAOMiKIVUEYzxxjsOw7abm5Phx6q7hvdXtezi2/t62hpJBJV5RomEcn0s4GSDKDnzh/93tGKarY5pcw9oWJtx9itRDr6J8XFpDh4bH5KHaBDNbKzblbaqWSOWPjOaaRmJkfIPqeeJyQMrggce+dOiz3e626ph2/RpZqBYoRzrqi3CEooUFVkbHEnKNxbGOOM9hqSNmfCN1g2zSzXS6bYtlVdvX9SINdoigTuCWHIBj37fb8sd1u6dE+tU9O1BJtuJYqlipelroH9LiwwMhg6r7jg2cj28iGoo6gHI6IkHc2NrrHyPBVcOse9pamui2+KujSRKaNJJ6OHj6gYqW9R274yucdgMDyRnTfW+3egVaW2Xy409KoDRxx1GQoYcv65JJ/PPnUk7q+HTq/arlELf00rbgscQkVqWMSqwDfu+ZQkFh7eT2H20hS9FeufM/L9Kd1JH7BLfMV/PGV8Zz29tX20j2RhrWqTK48F67cvy1nWus8gBrrlaWdDRWruVHRrmaYA45cV7tjxnA8DJAye33OirS3i4HjTRCghPmWYcpT/ANlPCn8ySPHY6EWujtXXUlBEZ62oSGPwCxxk/YD3P5DRSKsuVxcimpXoqXH01MwxK59+EZHYd1IZz5/gI766Udmo6Ob5v66iqOeVTOxeTv5Ck9kH+6oC/kNHsD7eNCNtky+oFipYNl3KrVZKiqiMNS08783JilSQYz2T8J7KFAycAaWd6VhoLG1Vw5FK2hQDH96qiX/4tdd3wfNbUvNPjPK31GP19Nsf46zuunWrtLU7fhaspXB/7NRGw/y0JhN73SroaGiN3vdqsNMtXdqxKeN3EUYILPLIfCRoMs7n2VQWPsNBICWyPaIXO90NsZaeT1KirmUmGjp09SaUeDhR4H3ZsKMjJHnSRDU7t3G2YKZ9u23ORJOqSXCYf7sZ5RwDt/HzcgkFIyBlZtdmttmieO303AykNLK7tJNMwGA0kjEu5A7AsSQOw7aYSTsnWA3SPLaL5uNA+4Kp7dbj9X7MoZ2EsvviepUg48fRFxHYhnkU6jPdFo2/H1V2vY6S1Uca06xejSxgRpGg9Z8+muFKgAgAjAz+Wpfv24LVtyh+cutSIYmYxqeJbLcS2ABknspPYZ7Z1XOF6neHXqTcNx9WjtkdKiU8HrKsksS08gw3bIUtI+VGc5HfGMVanI0sHG4VulY95LhtY/BTolXT1de1FaaJJ5acfVVPFyp4GyPp5dubZH4UPbA5FfpyTr+nthrqhrpVNVftkf7G8LLwrKYYUBInAASL6FJhA9JyCXRizFuM277VaYY6dJ6KlijXCxmUAjJJ8A57+T9zk++kyt6lWiReMFZUVUh/6ukp2Yj9D2H+OpjM1R9WQN7I+m5rrtL9xvloaihVljjvtMvGPHt81F5hb7yLmI+T6WQul4Xq3TKJIpQ65yhUg819mGD4OmU17v1cCbdtmckjIeqmWME/cheR0hjYu7XExtdZR2GGqRvXpKRZHgZyuOQUuPSOckmLhyYktyOk6yQ7BNyRjcqRP7WUpqBSfLASMfpUv3b8x2/46QdydQ6Wz0s71tdFAy8gioe8pXzjBz/ljB0wYNo2Hb1VH/bua5Gqp4SYqg1jVMBX7/QA0fbzzRVyezNnJdW3to7MldbpRWuOqHYo8MPqePBJ8sf8B7d8ksLJ36E2UjXwt1y6IlbuplNcKeOQRVtZOin0qZIWKls45uT/AIDPYHv37Az8/u28zLJT7bWj9M5V6icYyfJCqD2z9z7aeEENlpz6ny00QX+J6OVAv6sVAGjcV3sJhaehr6aqKYHCmkWRiScBcLnySBp4pgB23JpqXXuwWTL/ALO7qWYTT3dIpnB4x0sAJfOMn95yAwf4sADvn20yut2yWtuxTX1Fwq6qrlr6eMs8pKgZc4C9gMZOD57n76nVEp7dG89bNFG74aaR2Crn2AJ8KM4Gfz98nUd9cIptx7QhtNhgeqnlq45uSdk9JVcluZwpXuBnOO/3xqvicbGUcgaOCloXvfVMLjxTp2Zt+2022rS8dNEXkoYHeRUA5sYwSf56Z/V4R1tBUWSi5OWagLBB2HKSpUjP3wo/QD9M8711Ptm07DR0N1rKeiMVFHFiSQJGvGIecd27DIX6QfBXVb+rPxN2CoppFtF0qKmt4rBydR8rJGuRwWFQFGOXIZH3Pvg0K/E4eq6qLU92y0aLDJnymR+g/e/38Fa3eG+9uWizXCG23l56pEKyTUaeq8PfDMpUcQ6jJUdwGxkYzmD94fE3tvalspqGy0rUaQQJT09IJOfppEOCKWyW7Kq57g9xnVNNzdY943hHiS5mnpIwFDN3wvcAADCjtkePbSdTbZ3feJY6R0aklqUEkUdezQzVAK8wyxBTKVKnIcqIz2+rtrPnxGrqibGw7vqtiDDKSlALhc9/0Ux71+KTeN6pXEdetPFgFhGOLEg9skAFu2BkknUObh6iVNURzqZXaTknpKzIJCSc+O7dz+Z/pp5V3TWy7Wt9Hety1b0hSSKI1VZCJD6vJmDLToGRPpVlZZGnXxgqcaO7JL3fcP7C6cdParcslNAwluhhZ5ET2A5HEMSt2yxCgdhjsTndT1mre0e76q917YhYaDy9yj227I3pux4pqihehozMgE9aGRMv2GEUc2H/AGsY8k++lKwbY6bWyokfd89ddqiGtejigiCNTvx/6xVBVChx2JLEY86t1sz4V7pvKtjuXVC/LSU0CRyLb7VxdwzYYK88icVbicERpkAr9ZznT66ubL2p0y6Ym1bA25S26rvldR2eoq0Vp66enlmHqI87kzSBx+6wzkAS9sa16TB55G55LNvy3+iyavGYmv6thLj5BV02/wBHOq2+bPCnTLZBsVonjZRcbjXRw00sTYGPTGXIGGHJFOcEBsakKzfBXLFZmfql1TpBQQiSedbbRLBHA7EEkVMzEcQQPxR57nJOdWL2FQx7P6fwUTTmSjo5q6emkY5/1N6qaWDuftE6afdJXTS0kXGaQRtGpABwMEZGthmF00DQHDMeZWJJi1RK49X2R3Ksuzvhn6Zbe37aL5t5dxwVe3H40pqJ1miuB4FWdl4k4X1SMqIsMue/k2CNlU5DUjZY9/oPfS2JSSebs3v3Odal+5IAHbV6MNiblAsFQke+Vwc8kpo23Z23dt0klJZrJT0UDzSVMkcMQHORzlmx9yf+AAAAGji2u3y/hhQ/nxGt92bgpdtWCa81UMkscDRZWNSzZdwmQAP97/DUaVnxB7SpaFLjBSXSpWSL1oY46J+cgHtggAHt7kdu+pGPY0W2SGKWQ5mgn3qR5NvW6Tu1LGT7ZUa5Ntm0EYNFCc9vwDUfUPxD7YqEArrLeaKdkLinemEknEcQWIiZgFy2Mkjwc47ZWbb1p2Fc6+ltNPeRFU1cbTKk8Zj4gEAhuWMHJ/wPsNPzMOxUbo5GGzgR7Et1/T/a1ziSO5WOhqkjcSIs9OkgVx4Ych2I+/nSDL0gtMDiS01k0QX1G+Xq0FXDIze7mT9+QO+FSVAPYaecG59u1BaNL9bXdcclFVGWU/YjOlROLorDujDkrY7EfcaLNOm6Z2goofYUNthZbpsqCrRVBNTaSrZ/vM0EhV1Ge4VDKfzOhbdpdP7nXmhpJoUrwokNFMrU9UqnwxhkCyAH7lRnUtFOxHfxohcrRa7zR/s+822lr6Qsr+hVQLNHyB7HiwIyNNMcZ1sECR990y5OlVilYAwvxUfSObDH6D21oel1ErYSur0AOVCVUigdseAcHToG1moeUlj3BdqEyS+tJHJUmsif7JxqOZjj/wB2Ex/kRrmK7d1vKi52iluyDJaa1N6Ennt/q8zEBQPcTMxI7L303qYzwTxPJ/ePmmo3S90BWC/3SNcYCipJXH6HRCfpLXyvzXcdwU4xnkCSD7HI1IVFumxV9UtvjrTDXOnqCjqonp6kp/eEUoVyv+8AR+ej7yxg4yMjzo9Hj3yqRtZO09l581DUnRa6i4muj3NNzdCkrvSwvI49suU5eO3n3+/fROHoVeKC6VF5oN33NKmqiEEnOT1I/TBzxCMSqjPfsAf89TcssbgFgoB8Z99dRxHj/DSCliPBTfxOrA1kPmodbprvlZOY3BQzIVZGSWjfJBx/EJMDwO+DpNbpXviOqmqhU01QtQgiaFSzIoGMMObAqfxZx55HIOBidhw8nB1kBMZwMfpoNJHbUJ7cWqmn11BF16XVt4ijF5slqdKQo0Jmo5HWNlIPJSzEDuO2PGmpWdDruK+St2tU223zSRNEfQlYR9wQXMAwjv3zyPftjxq0mFI/4641NHS1ahKqninUEHjIoYdv10z0SPgEDFakD11UGh+GTfcdRTXKv3LLcaqny0q/NyUiVD8eIyYwSB2GRk5xjxgAju/4c99Xf0fR2vYGZKlamR4qt0yVYEYBjIGcDP5ds9tXBksNuepSrSOWGRBgCCZ4k/nGpCH+Y0UlpKqKaaGlr5nbGf38auqZ9hjif6k6Q0UbhqpY8aq4zdjx7QFVywdF+oNHbmtN1tEMtKCJUpGq/VUEMPJ9MA9lHt59tLV22j1DYx/I2FaIqvpSyrKJJHQZ4lMAKpGT7EfrnVkoaOt9MKfQftknLISftjuMa1mL04Jmtc7KvcmMq4/XGQx/kNIaGO25UjMcqw65sfYFAFotm8LfEsdxguq/hLrTjC5xhuP1ZGSM9vv9tHUmvyyelJVbrgjDk5V3AAGe4Ktn7DuD58+2pvavsynnUNJTAjOamnkhGPfu6gf463po7XcE9WjkpqiP2aGQOP8ADOmihbwKV2OVLiSWjyUPrufcEFOfTvF9UoA4Msc/JjnGMjOTj74Gg3Ve+UMJeW73hiDhcW93Y/lj0zn/AB/nqZWoKYHCwxMuM9x3zrQ2qkYZNJHn37Dx/TQaPk5MGMO/XE0+xQqOtN6eo4x3G4qhyHaopEhGfb8S+P6dtHKHrLVzMeW5aFuf0qruv1dh37AYGD/89SpV2a1fT6tIpZyAAsZb3/Idh+Z7aLSbOs8+H+RhQY/9EpP+I0nocn99SHF4HCzqdv37Ex4Orl2Fxp4YHtkglUgqqlgMAd+QbGM9tG6vqtuH0n+XjtrP4B9FyD98fvO3+OnJ/wBHm2TGI5bXTOD3+qMH/MaTn2TsmCqlgNqooljRZHc04CkliMcsYLZHcZz3HbR6PKP1Jn8RpSb9QPv2IpD1Xu4McNUtojBAYsqyEnP2+v8ATXJurdzSOSRqa1EoxTirMD2bj7t57fn+ulq27B2PX2+mrqC10E9NUQpLDLHEvF42XIYdvBB12HTDaAB4WSkXLFjiJR3Jyfb799J1E3ByX0+iJuYPf+yQv+lW58Enm2qDEwBDGUqO4+/E/wBDrpH1ppUqVgO2kZlRmYfOgFB2+6Z79v6aV/8Ao023H/sKUxHHYI7L/kRpnbx6aW2keCajqZKZpWClvVbPEfi78vfKjx7H76a6OobqHKRlbh7z+ZCR7U5l6swCYhdvtIzgFUNXj/HhrefqxSwoRLtmuU47cZEbJx+eNVus9i3zMtggpd73COausJq5XWTDfMqYA57Ahf8AaMMEn38YA0Y6lbe6m7f/ALP2/a+77hNPX1Qp5JJCkoOQBnBGB5zkePvqMGotqlMuHX/lnzVi6Lqnap1US2a5RlgMnjHj+f16NnqRt6nhMk1LcOx4Y9FeR7e2G/46rZT0vWtnrBbb+k8kbQJgUAkWFXcgnuSM4RgS2cZB13jrOpdL1AodkVVzhqPm6eesWpkt0UZWNHVCpADBieRwc9j/AII2ScDb4Jjv4e43AICsnD1E2s0X7s1qAL7wd/8AAnR2Deu1pozKK9woGWJibI/kATnUE01j39HBJ89cRMsBC8qeGONSOWM4wfA7gY9v6E3m3jJNXUsdbRIlNUxwBZ6WRiyFQfU5oMZBLDHvx7EchqQSzDcI6vDXbFw+/BWIO69qo6vJfUjDrlRJGyg/1Xz/AOMa5Sbr2ws6cL1T/ZiQe38yPGqm3TePUy2vBNFbbfVCaSpDowqY40WJWbPPiFweHYcgRkefYnaur3VK910dDQdOaUh34viWUgfQX74BIBwwz2GmunkIsWo9HoODz9+xOr44L5bLnsC5Q0N2pZBQUVMnFZAWkaqrEYED/dFA2ft6g++nN8ENbbqb4d7SJ66mhZ66ubg8qqcCdh4Jz4A1V34jN3bqq7DuK0bisUFG5ulEjSQ1gfiscLMqBThiMu7csYBfHtpzfC7u25zbOsmzLdaTLLWPUSxzCpiHIGZgcofqGM/0GdPMzwASO5Kaeld2Oss3nbivQFKmklAaOtgkB8FJVIP9NYnSnkhdJSrIwwRyxkfrqD22pvJXjjXb0LxBTyY1ecHHY910l1Wzt8zVErT7dEEfBfR+Xr+JU98hsAZ9se3bS9e8D1E1tFRE6T2/6T+yk6y3fblRu3+yFRcYrheIqSOoY09NJ6KqQQwdgDGr5RjwyMKy+dPsUQUjMag/fiO2qOUEk+zNz7guj7a3BSBWCVk1PKMP6XFXZ/TJ7EOpBbGArH21I67/AJjapK6P9uVFNTFpZODyB1VeXIdiW7FSP1Go2VPV3bkspJMOpy67agH2W+as9LDLwOFBBHk60nk9AD1ImYkZyrYx/gdVzrOotDt+mjr79uC8WWKZ/T/fTegA/fChmkXkcAn28H2GpI6Y70pN1xXKCmvFTcDR+k3Kon9QqGZ17HJ7Fo28H+E6lZUZja1lUno44RdsgcnhuCmotxWS5beuFPKaS50k1FOFkwxilQo2DjscE99IPTbYlh6WbSpdmbdmr5qGkeWRHq5UeUtI5dslEVccmPYAfbS87OPJIHjPga1/eHuNOuCbqt2g3LwSnRVpqZXgMYUxjl2HtqLeqUg2P1F2t1IZ3io6mZbNcGViFjD5KyOO4K8TJ7Duid+wGlrem722VRRXWS6x0EUknpNLIikElSQv1Agfh1F++97wdQNu1W1avcNuqfnMSJLIoRIpIzzjb28OuCRjtn76rVjw6It/UNR4jZaWHUrs4kLhldcHXW3EqyMgByOOB+eiT0amf1I+Ssp8hiM/kdQVZuvV0/ZFulluFKJZKeMywVUWHUqQr/hxjuPtkd/5IG8/in3TZKate1Wu0syKy0k8sy8ZZAGy3ASBmAK+PzH3GZ4q6J7Q7mmuwOpBIGXTvVnREhIVlU47486w1vp3JYx9z3PjVG/hv64bw6bbGmtdys63OOa5S1lTV1dTNNU/MVM/FiPUcCReWCSGGCxJ5MSWsYOt17jHCeyUnqD8WFlX/AsSP66cayPgfcmNwWqcMwtb/MFNtReKWKZqSBXqqpO7QwgsU/7ZHZR+vf7A65PHeq/IlmioIiTlYRylwRgjkew+4IGR+WjlJQ0Nvpko6CjgpaeP8EUMYRF757KMAd9dsasLO04IrSWyjo8PGnOXPIyueTluIUtn2JAGcYz76OZ7fnrGhoRqUMn76yPGsfl99J133FZbCsP7WuUNO9U/p08JPKaofGeEUYy8jYB+lQToTbrpfpFSxXJ28LRzE58YEbaTd83Gnt1jSWaoWMvcKCNBn6nLVcQKqB3ZiM4UZJ9s643Qbj3La6yioqVLTSVcEkXq1qlqh1ZSDxiU4j8ju7Fh4KDSPSU9NctlWDcUkbTXG5y2SrkqaiQyy4kqqWV0Vm/Cn054LhcjONNBJ2TT3p1NNebknGii/ZsJ7medQ0zA/wB2PwvsQXJIOQU1vb9vWy31LXD0jU3CRSr1tSfUnKscsgY/gQkA+mgVAe4Ud9KXIHyfy0xusPUdul+003GlNBO0lXHShZmIUclZs9u5P04A+7DTJZGQtMj9gnsa6RwY3cp84A740n3G7CmlWho0FRWyKGSIeFXP42+wz/XHsMkItivty3Xt6gujRfs1a2ihqZlLnlD6kYYqzAgg/UMKpDAAFmUkKT1uggKywWdZIsuFnrZE/eTHj3ZSR9R7kcvGeXbIOpd0uXKbHgku/wC2v2tTPDNUvNdvUWSOSMqVpDkEH6wQAOK47ZJXsASzGAds264bh6833atxr5qijtduYmVf3ZeRDCvcrjGPUYYGB47e+rUxU8VNA0cS8R3Yn3J9ydV86T0cknW3fNdMoBjaqiTAH4WqRgn9eH+GqksbXTMuOJ9wU0UjsrgDpZSNbNg2C3KDDboi4/iccmP8z30sQWKlibmsCAk+w0qKmBjtoSvBSwGomlCRoMszHsNXAxo2CrXJXJaaNAAAAMeTpLFTUXtjHamaKiH0tVjt6v3EZ+3kch37nBGAT2jH9pKYTVVNNBbXbKQSdmqVByGceQh9kPdlxyxkrpWUIihVACqO3sAB/wDTS7IOniilvtdJbVIpYwHJy0h/G5+5P3/wzk+5zzrNubeuMy1NysNtrZU/C9TSRysP0LA6a+7+qu29sIY/noZJgyoPrBTJIAGR57kA48EjOm5efiFsFrSArb3LVNQ1PEGkJOVAOeIXuDnt9Q/CfftrOdi1GyQxZ9Qr7MLq5GCUM0UiVG27OykgVNLFGvilr5qZVA7+I3UAaa9+m2HQU867gqp62m4lfkqqunqwwPcl0lcqM4HY+B57nC1v3z8Wl1uNxW0U1RS0dKWPrsJeHBcFsAHGSfGTyA7efGq8dTOsm4LxclitNWklK4VyBUcwcDBU+MEHOVAHj31RnxguOSFvtKvQYPbtSu9gVut49d9hbWuC3HbdrFDWuixximq5okKAY7xRMI2GTgHiD385GoM3b8WF3WCdKJ5kqalhlhNybHfvyIJJBx5J9seMGPdm9IOsPXGX5rb2y679mTSFlrqtRTUkY8SETuPrGfZObAfwnvp73f4eOnewKCih3Nvii3lcFqpHqKK3SGno6VBgeialTzfvzGcpjHdB75NQyqmb1k5Nu/5Dj7Fs0wpad3VxgX8z7eXtUXm9dS+sFem29u7ful5qwfWmio6Z55HJP45GxiNe5+okL3H5aXR8Nu56StpYt83qlpGqF9T9n2yaKpqY0HszD92jHPJSOalSGHYjMrb8+IS9bd25Ft/Z1vtmzbBL9NNQWSk9GJGOScuoUyNx/Ey8VbPcHJ1FdDaerHUyzx1dkt9zp7HlqKpuc4MNLM5csAOOFZssRxGSBjtqMRR+rCM3edvYPqpRPIDdwDRy4+3gPYn3Q3LpVsCmuKbZtUW2p6FEkFQkrVF3qW4hforJCGjckHkKVYE7kNyA029pWjqv1bqagdLNoVMFueQoXiAggibGW51J4gseXIrnkcjA7DVpOmHwRbA2qI7hv+oO67gs/wA0aeSP0qFJe2D6eeU2B9P7wlWHmMYGp3lio7HQvBb6GGnpqGER09NCgSNVC/RGijAA8AAeM4GtuDB3Sduqd7OXhwHsWHU4uyM5YBfvP3c+5Ui2j8EVfW0vHqJ1Fq6ehE0vqUdoop5yZe6uVnkXgrBgylvSbPHsR2xZjZNr2H022DT7U2JRLQU6f6w4f1A80jnJklkccpGYAL3PZECjiqqokeGJKO3x09Q6yiJAGbiP3j+7Y+7MSf1OuVHR0r2yOGSCNlePuOPkEeP0wdabaQQkiGwCyn1z5haXVcLEaRbPSfLyhzJEsrMcZZ27sce3f29sY9tQ/wBVd3Tjqb03tKU0ggrrnURyRSKcj5eWlqOeP/sQAP2c/nqY5bHaHdpVt8cErgK01P8AuZSB4HNMNj8s41A3xFCvsXUXpZuGGf5mGgl3HPKkyqvBVtol/Ei5IAhJ7gnzk99TOa9oBJsByUUBY6Um3PzsfmpHsiPeOltioqxnDzWGjhmZWwS3y6AkfnnJ/wCen5QKILfTRFmPCJE7/kMagC7fEl0Z6fiXYt6utbFW2BRbpokonkAaP6OIZRg/hHfsMfnkAoPju6IwQJDDSbnkESBfooIAOwx/FOMaqT4jSNNjIF09D0F6S1sQlgopC1wBBymxB1uDxurHsxB7Z/rrAMmOWOw1Wu6fHp0koVjem27ueoaVeYX0adAPyJ9Y/wCGm7V/6RPakUY+Q6Y3Wf2JluMcX+SP+X/jzXdi1GP1/H6LVg/DDpdU+pQu9paPiQp560RyydPq2GF2R2lg4kHuMSqe39NV3p7XdvTKmrkdW9ixx4x3x+XbSPuH48rfvaOn2ynTSejWtqokap/bCyFRzAH0GnwfPfvpXuPUPY23LeLtf7/WUMJcIzvRmQKx8dogcD27garCtp6yT8t3dyVXGeg/SPo3CJsQpyxup0LXWA3Jyk28Sku5dNrVfK57nd7LT1tXKgjeSZeZKLnA/QZOle29OIa1IKBLPD6MZHBQ7qO397B+ofke35aQz1/6PSORD1Dce4d7fKqj+ZQf+DqdulkqbisMN7VopoqhuVPNGnESQlQyNj8w2rsVOb63XH+lOJuHe9abR6BbHpZUutRBUCqljX146eZooGOCDhB4/E3v7j7DUo01PS7fttss9qpvlKCijhoYYuZfjCicEXkxLHAUDJJJ9ydF/nbfaFiira2CCSY8Yo2b65D9kXyx/IAnRDeFZcKzbVUu346iOtj4tG9TRywhe+Cf3iD2PbGTn8s60MojYcoUTpHyOGc3TsiMLMQpVnXs7AYJOsy08c+A4OV8EHBGmz0+qLjTWC22HcLyNd6WiiWSeSX1fnVVQvrLIQC/fHIMOakgMWBWR3WCMA+NPY27AHBRucQ8kFcoSx5oyMOHYMf4hrLsFySe2tnJ86JVZyp9+3tp7RlFimHU6KGOtm/N4w3aHadp29a67b9VTNLXz19G03GUE+kiA5Q9wGbmjADxqHKW47zW0ywXreV6irZpnmZrdc6qKGNSWCxxxseMaBGC8UCjIyOJwRZTcdpWvVg65PnJ1FNZb6J6idP2VX8oXKE+kDkgkdsN9wdZ9T1oN2uVqKQAWLR5XUbVN+3nRmSoW/V00ZlikJF2r6dkRJC5UcZSz5y3lwvf8OnGOufUWlm4pfJ6WFeTrHNQxyjBHcNIA4UA+MsO39ArzWOCTs9vqhjuM05P+WdE5bNS+RFMA+Ax+Vk8fyXVPrp27lTCQch5BEbb126xSWqKUX+13BfUPKZKWPgy8iQFdF7nHEHt9/v2VLR8RXWClMMd5s22HURAzNHTzhncEcgpNSABx5d+JwQO3cjRCTa1kqKpa6emc1MSlIp/lZPUjB88X45X+RGuMe1aGKkNFT3u5Uicy7SNmd+/+9UJIQP0I09s0/ByQvaf0jyTuqfiO6h/OwCgsVgkpXJ9fMUodF9iCZ8Zx5PE+/Yacdo6x9Wb00lbQdNoqujZmEC0yyEk4AAZyxUfVnP5fn20x7HtKeuqkit1wttyFMoMkNRC8UrZzgtKuVX+UWph25eK/b9LHT3LadxgjTsXoVFbF/3Vj/fH/wC0jVmDr3m7n6dyHTxN/sx7/qnZs26bnvFrep3Xt1bPVhyqwrKsgZfZuxONK0uOZGPp/LSNTb22zUzPQxXukWvRObUUr+jVL/2oHxIv810dtdXU1dDTVdZSNA9Qok9KQjkgIyFb/eHgj7jWgHZeze5VJ5zHMBYJST8AAGR+ms4GMgaCDAGGIyM6BbB7nJ066YtSQRyLA98nSBe71tOlkM99q7cHpzxJqEVjFn2JIPHSvW1HFCynuBqCeou37tW3SaupbhUosrcjErngW7d8e+oZ3uY3M0XU0OS9nkqQLh1A2FZqwSVF7qIpWUsih6kxAePwgFBnHYEZ0UHVbZlPOztv5fUkVmFNV0vFYwpAY4CI+ASO5Y+R99QJPt26RtIGfIYjllfOPvpNqtuVzyepPEHZVKqzICQp8gHHjsP6azTXyt/SroZTka3v4j6KyknWDY1GJnqt87ameEYkYVRgRByK4IPM+QR3PnREdcdpQVgpqqopl9SH5n1Y7lStEIR+KXJkDcACpzxx9Q76rNPtVObcqGAeqf3h9NBy7579u/ck9/vrau2r+06doK2JaqMoIyJVD4UeAM50fxN50yo6mlPP3K0dq6z9Mr9Rx1EW7rWqzw+oM1K8eB5AkOOxH0kZBx50pWC/7MuVE0sW5du1sCzNIhp62No48uxXtzb6hy7t7sSQBnAqfFtWoTiaChpsxp6ceYhhV88e3tn2/M/fSht7o9XbkvtBHcrXRRUBqWlq2DzK2CMl1UMELlgvdgcf4GRmISSG2RKYaQN0c4HwB+YVx7fcbPXRBbZcKOdI/wB2BBMjKuO2OxwNHeJ9sdjjOod218OHSiyXOC+RWu4S18FQlTDK10qE9KRWDKUWJ0VQrAMBjAOpajpikCxQVVREABglxI382kDE/wA9aDMxHaFvBUpWxA/lOJ8Rb5ldigcYyVyc5AH30k7kjd7cSr4SN0klwvI4ByAB798dvt+ulF1rgAIaqAAeTJCWP55IYD/DSXbqi7SvLOkUFVSlzxb1yHyD/dK49h5Pt7aa97WEA8U1rC4Eg7KOIY/k5rBaYKemjiqBKJv9U7c1C4H04wCc/wA8H9TG7aOGmltErxUJkp64SIDQysOfBuxXvgDlyz7djkedSOlDboFZ2sZT1OXNljRs8jkghST579hrBWyxyipNEIGQE+pJSPFxH/aZR2wNKGIudgotl2nRVV8rqk1lMFIiYJFSMsauGJZQCffAJJJHf2z3hrd15ex9cdttX1NGlNBbqtWl4MS3qOG4M5J75C8ceeXjVupFtFxQSx/K1IY/iQq4P9NRb1QpbRtW6WzcVj2fb6q4/vI5JWh/2aZVi30kANlezfizjv51HIA1typYgZHZdvFJU26rd8i1LHNTU8jdyRIyMx5Ht274Hjz9u3nKLZ9yUE0s9Q8Cj/WFeWoprhNC0n4ioHEDsBgYzjv2A11rOss9GzGG3iBm/GyIA57YP4gxz+edJ83WWplqFkkoi8i8c5iQ8kBGQTwGqhq4gd1MINPWHv8AojFwtDbtt8Udno4XehnlkYTXOTiolEp44B+rDMpwfpwOIwMDTZezV9mrbRQ2yKdZKW6zS1EZuBMJhaNkQkclyyqOI5e5PnJy5x12rI1zT2dVZVKp+6QcAf4RgDt2H9NIt16xXG5zmSo2fYq1Yoh6Pz9L6rFxyPEnPZfwH9c9vfQKuHcJ/ozj+oeart8SFZYZNoSwyG5NuKfclUaxpHhajkgjmqoo+BH1ZAijHsOxPuNWL+DbpaYenWzN+ST4iFBVx/Ls2VJNXJhscRxxjOeRHjsO5NbOvV/ttb01orZbNs22gA3VcJjURwqs7Yqa392z5JKhXTGf7g+w1Yr4Z+pe4aDpjtzatt27FXw09PJ9MBZpRGzu3Jgvg8mx79iDnUolYSHE6JZIXdWGgjzVqVmKVix/TweMsAD3zkD/AI67elHOM44kgHx3GmttzcG4bpcIEuez3oEVWLTPULyA78f3fY4Pb9O/2046avgqBLIqqY0HFm5BgP1/5atNIcqcjCw2PuIPwJVfdzWtFo90V1XYbfcnW9SqJZ0Vmip5MIQHOeLMw49gPP8APTnoaO10lvjpx+y6aURYWOaLnzYgtjs3InsffHcn7aV+mVXZ94wbhu1HJDXUNzuMkgUnnhQsYX1B7H6QQuOwxnBzpfr9qeoBNREJLHgBZI1fj9xyKk9xqK2btJc24VeviQhtdZtSihq6mhZKS5CrlpWLQ/NKvIMvZuX8RHbv386rxZfik39tWSUbUa22KOpSOOSOnpzJlVkldRmZnbs00hwG/i/IYs9152BFX2ev/bG6kpDbbXUXSOjhUNJM6hmEZPpjijcWBPInOMDydeelVEyuexGPbOdc9jVQ+F7A11vBfQf4M9G8NxqkqpK+nbIWubYuF7Ag3tdWAqfjG60TkFN306Yz2ShhBz+pX20Sl+MPrseax7+aNST2W3UZJ/8A3fbUClTkDie/jXeKCaT/AGUbP/LOsYVsztBIfMr2r/Yfo/Hr6FF/Q36KYbp8VXVq8UEdBfNzC4wB/UKT2+lYs3cfUTGfYnsMDU2fDzvTdfXiivdnvopFprMsUhhpKaKNnWTkrP8AgPcfYYA5eDgDVPEs1ZIF/wBXODnuAe/5atV8A9RJY9y7zp3np4pJKGlCmrconaY8hkDIbiTg+xx27avUE0j6lrXOJB3uSuH/ABG6MYRS9GqmopKZjZGhpBa0AjttBsQO/wB6fFdtR6A7ms9bNU0kj001TSSIyoPTjmkZe68SWwoJA88myMakh+ndp3dtKGwbirqyonrLTJBDymaJJZWRe8mO78WCsrEkjDDPc6TOslDa7dS2rc9jr1Ao66aO40wkgklkgnIyoHundh27j1D57jUq1aWey7Aa9bWpjVslKrUknL1JHORx5P5wG/Ec9gCMYGNbtI0RySQAaDUeB/e6+XK5riyKc8RY9xGiLbN2LtybZNlgls9OMW+BWymTkIPJIye/30sDYG2gAP2TTdh/6MaUNt072+wW6glqZal4KWNGllGHYhQMn89KoIwM9zrVDGkDRY+cg7pyawfy0n3i/wBk27SfPX670dvpywQSVM6xhmPhV5Hux9gO+kN92bjvGY9n7RqGQkqK+88qCnH5rGymof7j92ikeHHnTC4BTWunZnHYnB027lv6xUtdLZbUtVfLtAQktDaovXkhYjIEz5EUGQDj1XTPtnRQbGuF6Pq773RV3dThjb6JWt9uHbBBjjYyzKQe6TyyIfZRpyWu1WuyUENrs1upaCipxiGmpYViijH2VFAVR+QGm9o9yNAm8KTqHuA5r7hS7Xo2/wCpoONXXMM+GnkX0YwR2KrHIf7sg0pbf2dt/bTy1NtomasnT0566qmkqaydM5CyTys0jqCThSxC+wGlonA7aAP304NA1TS66L3BpIbfUtAuXSFygH97BOmbZ56Sn2PsCiTlJDVpbIYSpAJ4U/qqx/LEWntUVNPSxmaqmSOJe7M7AD/HUUUkW4ZoOnllooEht1jrZbdMJI3WpkemoqmBJOeQIYyEbIZWdualQpQFlTbEnRSdWXSKlLRohmlGARnCqT4DHBwTkYABY+ykd9QX8UUFZV7Ps0lVGzLLdVWRlXDqnoyfh7kIpyM4JJ+nJHFQJooqFVPq06pJKQQJypEKZ7t6aZJYkklmzlie7HAAj74hYJ7f0/8Am6OBaqqkroIHkl454OSGI9h29gMd/GqWI60r1cozkqGHvCe+1rWDYLOsziOCmoYRDSpj08cF7tjye3bHbTlHEAYxgDAx9tI+1OMm1rM2eQ/Z9NggDv8Aul+3j+WjVFXvVSvE8SqFBIIfORnH21dvdV5b5iCjrnKsPbGoZ6VRSL1A30ZoUEq1Mf1rk81eWYrkn3wB29u3nzqZHOFJzjGoK2FXT0fUTeEcFK7y3GbjGkZGWEUkgLhj2VSJU+s+MAKCxA1Vl/nx+34KWAXZIe75hSzcLtS29HeVweJVTnOAxIwvYEljkAKAWJIwO+i0duqLvIlXeQfRjPKKlYduX95wCR4/hycZOScgKLbZBBUC5XGQT1iDEQGRDTAjusSnwTk8pD9bknJC8UVYU57flq53qtfkuVRJLHFNPHCZ5VUssSkBpCB2UZ7ZP541RLqV8U/VPdd7qrfYqFLDaYC0aUnroaosPPq/X3bufpwOPYYJHI3nudzobLQz3W61cdLSU685ZZW4qo8d/wCfbHvnH5a89Ose19q7i6mbguO3d1bgoKCtlauWODb4qD6zkGRI/Uqoscn5sCwQAED2ycbF3Os1geBzF7e1a2EtaXlzm3tsbXTFuXUTd4jiqbzXOzmbNSfwSAAlVywA/wDSk5A/h99N/cl3rb1Nb52esE2XgENNJJGrS5JRyqN3Lcm7gAsS320m7mYUdxp6OkW41FEYKlap7iYldJYwDzWOEkIvEuP9pJk8SCuO5CjvVTZqqpqqGslt1fC8UtPWwkrJTOCQkyZyRwfHEj615csgnOuK6n0aqDiR7OS7drhUU1rH2qXNnfCt1BvFvfcXUi5U2ytvgsprt0T+kQuD+GGZvVJ75HP0wcHufd5U98+Fbo6Yjs3Zg6p7hMZSS7XONIbXTsOP+yjdfTJDAFSEZwCczeNV/obZufqVe4aW43C+7v3FKoTMs81dUgKCe/LL8QFOfYYP21Yvpf8AA1v2+JHVb7lj2tRYDLAZVqqp++fwKeCdu3duQ+2uriFv+GaSeZ+7Bc1KTtUvyjl9kkpub3+JfqPvlYf7RV0X7MLHlbbazQ05QgEI5bl6gGB+IscjtjtptUti6xb4qrafkxYbTX1GKerq6d4Kd0LkGVSVMkqYOMrkew79tXj6e/DF0Z6XFbxS7fS43CnUMbldm+YeMqc8kVv3cZBGQyqGx7nTa6jS1O8et+yLbKJoKAqlXEjY5zqkjkysp/Cv0nip8/i79sNqMPcMss5uSQLb7lNpa6NzjFALNAJvtsL6D6pF6dfDVsmampt9dS7SL9VxSwwW6CvhKQpGzorNJTlm5MzsylZS/Zc9wQBJPXszW3Z1phtVNH6Md0pozAqhVWHBXCgYAwMYA8Aflp87kCQW+jgjjVUFZQxqqr2C/NQj/LTN+IKZ6TZMVVHGWaGujZQFychX4gfzx7jWnJBHTQOjiFgLLLbUyVNQySQ31+ik1hwyuc47Z++kasR667RW+NiREVqpl+4HaNf5uvL8vS/3hpakIBYnA7k/YDUbb5so3Ns290VRU10EN5p2mlkt1S1LUKhQGPhJn924RUB/hJByCGI1p3A1KyynldA0FO5kHFldM5GCPrXIx99ZQGKGOI+UUDSJt23yU+0qC0SyT1XytHHSCWtnaoll4KEEjyPkux4hix7knPnS4sccacUXA+2jjdISLWWkgLrjkR3z21CnXmGluG/ultkqT3uVZdqVk7HnFLBFTzYHviOeQ/oDqbQMeTqJeotvtlZ1l6e7iuRp0p9npdZ3nZ8tE9XTLEq8B9R5diCB2C9z309rXSGzRdMMjY9Xmy8/PiDp5aTrVvOEJxT9t1jIMAji0hI/z1HPFuPfONWw63dFL3v7qTe9xWKaiNBW1ZmhldyvqAqM5GOQ7/cDxpjr8K+75G4vcbNCAP4ppT/lGR/TXn8+AYk+Z+SB1rngea+4ejP4ndEaTBaSGpxCJr2xsDhnFwQ0Cx71B0NNJP4ZjgYOW8fbWWpQjcVDE++O+Dqf7d8Le8KOQmO+WIk9gHmqMeft6J/z0cf4VdzVE3KXcVhQDJIUVOf5/uhnTW9G8VP9g5aD/wAX+hUZ0xCMjuN/gFAFjpI5LzRl2k5rURkAADvyGpI673VrR0yr7pPQw1q009OxgmLBGJlVe5Ug+/sRqULX8LN9gFGRfrUDTVMdSxFPOQygjKg+n37eP104ep3wv37qhsq4bHtd9t4raxYpYkKzRMVilVzgvGF9sDJx3HcauUWBYhTSNfJEQAQT7FwHTf8AErovjVBLDR1bXOcx7QNdSRYDUcSqI2mvodyWBrx/Za10NRTzLyNPJUlSjEADjJKw+/fGvVD4eLFT13SbbNVVSVSMtHAyJBWTRIB6KYBCMAwx/ezn3z515/7j6E7v6MW+o2zuXb1ygd1MaVE0H7mcoc5ikXKP+IeGOMjOD216O/DrTmHo9tiJ/wAS2+BSO2QRGoI7fbGP1B12DWi+my+TeszPICkG3Wq3W4zm3W+mpTUtznMMKp6rf3nwPqP5nvre80UldZ6ujhqpqVpIColhCl0x3BHIMp8e4OjqA+wxrMg+hsAsQDgD3/l76VwsE8G5TW2zbaiaknt14vNRdfRkSpoqp4Y4JqXKcCgMSqMhlkPLiMpLwPIAlleO41Fqkio71gxOyxQV4XijseyrKB2jc+AfwsT24llTXWx1FFLBKlI3Pg/JiFIHcdsZ7Ht37ffRqoAlgaF6UTK/0PG2OLKexznsRgnSsNm3KV+rl1ftkHyPOisoyNFJKO4WgF7Ur1lIWJaiaT60yc/uXY4x5HpseIHEKUChW60ddQ3OAVVDOJUyVbsVZWHlWU4ZGHurAEHsdOJCYilVShgTxGvHvq/1b3ttfq5vKz2261cVPS32uSLhVzJ9PrvjsGx4OPGvZOSMFT28a8PevlJU/wDTZv8AaOnleMbluQQ8Se3zMmO+mZQTqEtwdCuqfED1LQFV3ReowRjEd0qF/wDi11pviH6l00SQR7v3LHFHjhHHe6hVXH2GcDUZNHOCOULj7dtakgeQRoMbOSd1YUrP8SPUaSZKifd26WliBVHN8n5KDjODnt4H9B9tLNB106q3Gg+cpt87sCordv27Uk9s/wC/3P5+e+oLkYYP5HUrdNqeF9lVlW68uAqB/ILnSGNvAI6sDmvQL4KKq737aMl5vtVUVdXXmomaeeUyvJipdScnx3B7flq1VLCsYBwOw1V/4E6ZYundHAWLPHFVpICc8WFWTj8ux8fnn31atIwMADQxttkgJtqiV5sdJuGlS03SGKqoX7z088YkjlX+6Q3bucf00nVGxtsx/KUNvo6i009N3ip7PXT22IeBgx0zxq47DswOnPGMee2idVUL85FFx7t2zpzIw1xdxKVziQAiktivIqlqKPet1iiQYWkenpJIAPtn0RKf5ya5ON9U8zyGosFwiP4IvQnomH6yc58n/uDS96n1BM5OM61cntkZ09MTUlu+64iVr9ltMp8fs24xTf19cQaZW9r/AE8Vju0s9jvNNU01FUTBJbdM8eVjYgNNErxKO3cl8DUrSAt2xpo9SFZdhblk9Mv6dnrWVR9xA/jTXNzaFOaqBS/FdVUStVp0ruP7NTISqhrZ2Tue31xoUAx9j50jyfGxZGmPLaVQqgeP29OD/imqfmSSmlJhdo2BGGQ8cH8iPH8tKsm9911AiSvv1XXxwdo4a9/mol/IJLyX/DVc0jCb2T8x5q2kPxibalI5beljZu3J7+7AdvcGPWlN8YO3hIvp7eq/qGCEuyMT9sZi/wCeqny7pSuqFqbttuyVnD+BKX5ND+opTFo7Yazbly3DRo23JqT1JOISkriIxkH2lSRv8dMdRxpzXOAtdXA278WEV5vFFYLZarjSVFfUpTo5qKeURcyoDENAMjJPg+B99Xf2fSH9mWmtkdWkq6eJ3biF5M0fInA7Dv7a8wto2e0UfUfb0tBQ1KzrU04AkqldGYyfSGIjBHg9wD2B7a9MtqX6723a9mWv2hVyqlHTIJKSvpGBJiXHeaWLvjvjH9dDImxE2SFzibFSLSoRxX8u/bShHkAZbGmhb7/dKaGSortnbgjM7mXBFLKyL4VcRzsfAHt5zo1Hvq3qeM9o3FE2cYFirJcf/a421bYbhRuFjojO5LvcYKqistoEQqa/mfVk/wCrRCvIge5we36+/sr26ght9MlPBnigA7nJ/r76jTcW6LTUb92+8cF1p3RHlaSa11lOW+oDHB4lJ7Z7jPuDj3eVV1G2Jb29O5bstdAw78aypWA4/R8aiYA6Rzjw2Tzo0DmnGCQQVOtHkHnJyO/4tNuLqX06qMCDqBtmQnuAt2pz/k+kHdvUNLfU0P8AZ+42+4RTSLz9KqVxwzgj6c9+4+3YHuNPlkETcxSMYXmwTqrJqa4zzUdZQrN6ZH+2iDocj8xjTS3Fty1Vojo1pxAirIUSmdoAckZ7RkZ9v66fLNHJGDFIHDZIKnORpNqoeU0aFAWPIdx37fbRa4ShxB0VVt7b+6c7cv8APt273eut9ZTSFf3sKuCBkZDSZ7HHt38aRm6h9OqgCmg3fQPKykj1I0Y/+641VL4vrxXba+ITdtEFkmjmqxURn5iRePJR2wDgYwdQ8N9zIgK26QMvfIqm7+/uDrNkpXlxtZWxMCLOXo9Q3LbbwtJLWU8ip5kVHRfH2w3+ejtNc9mMhY3GAAMFOFcryOcLkgdz9tecFVvSqt607iOqK1lMJcrUY7EkFfw+xB0ZtO9r7ep4rNb6a4SuzFo4hJ6mX7DsOPc+BqI0km9glzsO/wAFZT4iKmxU9ki2xSVMhqYb9PXtziK84Jw8oYHGMc3kj++UP5E2v+Fet2tH0s261HcqZ5oqOOKtPgxzhQ7I5I/EAwPnwQfGvOqsNxpKRVvVX6rqQ4KhfoYZ5KCPxEe7dxnxnGdX56DTz/8ARVsXqjtCkqI46Smisu4aWmgDtXUkMjQCoCquXeBgJMqORjMyZZghFqFrhYEJZcvVgBWdt94s9RIY6e70UzfhCrUIx7e2AdKLQxPA8fAGORSrAeCD5GPzydEUkuKQiGogSrT39NuLfyViR/72tQLQeTNaER1/EZaL8Jz/AHsFf6HWgAqBsoy2rsmXpfvOZdm2Woq7Vdqf/WwZVAhliI4MSzDJKsw7DuBgg4BEqxh6WlCVEgabH1MBjJP651Fe3d8Nu3f+4tkF/kPlOXyU9JLLGzcThmIBAJz3BHbA9/OpP+RhLLGslRlsL9UzOQD/ANsnUUQbqWbKR972KoH1z+Jusue9L7aE23StTU71VnhqPmHLtTrK6hxj6csDnwfbzjGq9xXq0xVXzItJkOQR602cf+wq99FL1VzVtwnqahizvIzHP5knSWw7edcBW1Uksrs+u6+9ujXRfDuj9G2OhjyZmtzWJ1IG51Tpn3PDO6zf2ftLhewWUSkn8yeedcqbe1yolKQ09EqYwFECnj+hIJ012dyuBnGuqlTGM4zqsJsxtxW46lhdoW38U65Opu5OwikoBjvk22mLZ/7RjzohFv3eFFPJPbtwVVC85BlNGwp+Zz/F6YXP8/vpvMmACNc3c5wD3PudJ1rra6FV5aClLSx0bSDuCAb+5Xs+DeNOrHTLdNDu6oqLjdKauampq+qmeWSFJIF4Y5EglXDsMg+cflqZ+j+7Fr9i0+3pKZFlt1fPapqZmVTDHxd4wpXHZeDxhjkt6THJPfUGf6OusgisO9oG9VmFXQOQkLyH6knHhAcfh99TnPTx7J6g7mqFpfTtm67b+0Y0KGMGshwkgwV+ksH5lifLH8zrrqO4hhnB7j4E6e+3mvjnp7CyHpBX0jG2AcHNA2Byi4A7wSfYpXtquLdAVlyeAz3yNGuUg7ZB03dsbltFXYqOT9qUy+qnJOc8YLKe4wAceD4GlwVELjkKhCD/ALw10IIXmwaUyLJ0b6l7bqluNq6qW+e4ekYXuNx2wtZXSx5zwepkqfVZc/wlsDwAB206rSu9KNqik3fuGG4zRcONRSUYpEYZJP0c3IPcA/UfGfcjUUp073fTxcqfcpPflktJ3P2OH7/z1IWz6W527b8MN6mjqKn1HDuvLB+okY5EnwR76rsDr9ptlfnZTsF4pMx8LJ0R36rU06J8zUetIE5KoIAyBkg+Qe+nJ6ncARuc+/jUf3KSqegqUpnMUzwuImXsVYggf46jiLb3VGmhMtT1AqkjC+TUygD7d+X6aHOc3ZqSnjilB6yQN9hN/JWIJlxyAVf176K11dDRR8ppwXKlljUAFgMd++cDuMnwMj7jNfIrX1VqORXdtxjhyPTU19RzmHueIOVH55z+mNFqPYXVilrJLkd9XZ+ZLLC9wk9OM+xVVwOX++3KQ/3vOoxK8/oPuVj0SnvrOPJ30U3Xe8We0tDW7qvVHa4if3Sz1CU+XIODzc/ScE988u3YJ9QZEpblFVypXUtzoay1U244XpflpFkhkp6qIR+oSpIcmrnlHL7oewIOoYq7PuTeVHLt7cdK9xoKSQyLT3ZXeIOCVMimRCpPc9x37n7nSc+3N3bduf7CsNV8hTVNq9WnpaORlgj+QqRPGqqFwCZKtmGPcHOkbM5xvl0Svo6fLpOL+DrfBW9Jz51GfxEytF03kk78RX0nI/YeoP8AjjTbSt6lQ0HzX9r6gtIvKNRwl5gAkhWdRlsDONN3fm0r7W0dVf7/ALoqq623SnpYngMILRVKNlZB9YUAk4IA7hVHfGTDVvc6B4LeCjZBGyVpbIDrwv8AMBTF0/vrz7JtLtSSfuqOJAzHHMBQAf6DXOrv0G3UqK6oqKeKJEAMzKSvNmwqgA5LFsADHc+M6j/bqXi47XoLdt68T1QNOmPRgWOOMEY+uR1z7H6R37YOM6Vbb0ho5JYqndFfU3aWIExxPM3y8JbIbhHnAJzgt+IgAEnAOp4zI5otyUMgjbI7NzKPQ7pve6UjgvMklqt07RqEE6RVdepXuGAGYoySOygSNjygJVmztkpD8R1yoYYWWKCzVB7vy5cpKbucjOcj3J8E576kmm25tyzIkwpKWnCN9LEKvf8AX76hy63q3dNep166j3y/UE0ldTTUdJb+4lYF1cMR5yFh/Dx79zn7062pjpHMdK4CxufIqxSwSVJcI26W0U+VtZS0NNJWVtTFTU0Kl5JpnCIijySx7AfmdR5uzrrtSxW9auzTxXRJkPp1izJHRq308Q0pPfPLsFyTggeDisPV74lt339KeK0GRFmqlENHTx5kqCQQqDsWDd88gVYniO+TnXafwwdX+rMdHduplfXbWp5HEiUdS3rVhjX6VURE5iwo4l5W5DsODdgaP8TqcR7NE2w2v97fFXhhkFC3PWOueX3um11o6+7n3ZuSS23e93FrbRz/ALu32UmCMtxPElm7k/VjIy3932OkXZXQn4jOolsFJZNmCw2GQZSSvHyYdXJYHlLmolU8ieQVgc6uT0n+FfpT0kr6e+2uhrLre6YN6Nwuc/rNCTgZjRVWJGAGA4TmAWGQGIMwRgZOp4cIzHPUuzO++KZLjDYxkpW2Hf8AQKj0HwBb+kpqc1nUmzxzrIvOJIJ50CBGBw54E5JUY4jA75OMEtcvgGulnvdvFdvinqLNWVENBUPTUjx1BWST8RViwBA7ZLsOXDK+dXqI5P5xjSHuqmjqJtvxMC7LeYpQgDEHhHI31Y+3HkM9sqPfGpJsGpD+YW3OnEqKHG6wdhrgB4BJO2ekuydo7ITYW3bc9JaklFUpWVvWFRkH1/U/F6mVHfxgcccPp0qWiruVjpkt+5G9dYiVjuEETcDH2C+quSY285b8GB5B0vs/FchSe4HbSJfa6sqayLbtpk9KonQTVdSp70dNkjn/ANtyGRP0kbv6ZB0erEYvHpbyWaZXSEh+tzrdaVdTDfqh4BKP2XQkPUyFvpnkAzwGPKjsST7+2eLaji+yyyfEJtenrUKyNRyzlWTuPolKjPcghMAj8IKkjux0/I7zaEpFpbJTLNQ0Q408MWRE7jsHZvtnxjOSeR/hbTaqqm5Ut5g3BNa6SWppeTQw08EQMcRGDGsjrzBIPcgjJ7eNRVDWyBpLrZXA7XVineIc2m4I809ty/XFb4++XuFJjB/uzo//AMGmf12j+b2isECxz1EFVHU/L+sI2lCq5wCcnz9gfH20pbg3FHX3Tb1LanPet+YqcozSxwilnIYIFP1CUwqQT25E+2tN00O36+jLVsgaop2WojSWoJkdhkgugOXBzni+VJAPHKgiKombIHNHG3yKbCxzMriNrpwU93N92tQXAU8tHJeqaBvQkDLLD6qgupDAEMilsggEcD2HjW12o4q4z0Mw/dzLxfiSv049sePPtpH2E71XzlOaZoKe1VbpGvLKGR40ZuI8jgGYfrIR7acMwAqnP3/5DWgw5mgqlIO0UXp6f0I1iUnC+5Oc66N28e51swHn2+2tSAfGngXUa1ycZzpq0NHRy3/cEk0CO3zMKh2QEj9yvg6dZ7eTps2cA3/cSt4+ZgP9YV1Yh0a+3IfEKFwDpI78/kVA/UHrAds9S900e7qPfkVl2/ZoKuhobTSikSoZpXiMz1EUnqNG8qxiNgyplmDoCuSv3zrjuHY3zNfNYrnWw2P0f7UWisnp3qLJFPGrU0iToR6octhgyyNyBHJQASZ6n7f3hduqF1GyorabjUbKo4Y4rrTLNRV8aXORp6SXkrLh43Kntkcx3GciPpbc+4umXWa5XGvev35c2gjvNqihlMlthp5uMERBBMhCJI3ME8kC92xybFfJKwkAnib+Fz7dvK69boaLDamngdJG3KBE1wBN+2WNJIAGUWLiXk3zZRcbOfdD8VUtfW3S2UHS+9vVWX50V0b1sMfomjWNqkAscOUE0RIQscOpGdJs/wAYlQkBqIukdzlCtRFibtCqpHVUr1cMjkrhQ1PG0gB+2CVPbTD3vZb4N6V9NvCkuvr7hasjqr/SNUUn7MtHoItEsc4T5f5dyfTnVjnIBbiQHPGxdP3jtVbRdQH/ALNRVtm2dDT0t6r5bbSXWogo5YZaKVhg8w0CnBDMhVTgZzqL0ioJtm58B9PvZaDcDwCOMSyQA3DbWc8k3cAS3tgu46EA6AmwN1JHQTdlwr9xXez2zYtwijq5Ke63m41u42qFSOtheqpGjhZQrsY2iRinFsYL5Ixqap+DbttbD/8ARKoY/nH/APPUX9IrPvCz783zU7wsVHbautpbOY0t0TihEcaTxpHAzAc/TjEaMQB9QYABeOpLqJHXddlJ7iWGqB74/hU/z7gf+BrVoGnIb32d81550ufE+vDow21o/VJcCSGk6km+pI04AJw1A5RFMkAuPfReGkSFuSjuc9/1OdGT4xj30BgeT7acLFYUmhXNUZZGfmeJAHDAwCM9/vrqMkHQzkdtDvjRxUSau27hWjcV2s/7BrYaWGaR/nZjGkbsWyqogYuVw3ZioHb8xp0gHPk6RJ6uitm4TJV1CQCrijUNK4VWkL8EUZ9yQoA9yRpcV+2cg6azQEJ79dVhvscdvPbSNddvmplNytdUaG5qiotRxLrKqnKxzJkeog7+4ZeTcWUsSVl2B1oCT76dZMSFS3xmlFrvNJ+zrhID6SFucNTgE5hkwA/ZSeBCuAM8QuCYxvfw/wDRWqluV9rNhfM11XWSVNVJ+0quP1ZpGLO4xLhQWJ7AAD2GpkraCjuFPJR3GjgqaeYYeKaMOjYIIypyD3AP6gH2GmdcrffLRSVS2/1bvQZQehUMBVxDAA4TMQJsY8SkOSSxlY4GqdW6RrS6M62NvG2nvUsbWkWcOSiZ+iHRpWcL0urjjs3o3qpdv5gyA6IVPSPoYsoik2BudZWyFSK41TuceeK+sScfkO3bOpMt1dab/GwgnKzwEKTxaOWJiAwSRGAZWwQcMAcEexGkHdFq6ny3+yjZ+67LaYYZQa2a5CT1aiHDAxQ8CFJwxYh/dY2XvGdeN9H+mOM4tibKKokaxrr65BwF7WJGp4bgrZdQUzGFwb70x16F9D7nEVpdu72KPntFcCyn7j6mOiM/wqdIpY2SC27vt8cnbDXOnGSe34WifTys+6r5tHaT3nrNvqy07CeVHq6JphFMWkd+CGUs8nENwBXK8YlC9lzp09NLxtrq3S1Fz2HfqStpqN0RpJFkhU5LDKl1BfujAkZGRjV+qx3pVHVyR0TBLEx1s4YAOF+JvbY2OhTDR0gHa0Ntr6o/0g6NbY6TWxKLbNddZ4ZVd3FdLG7c3IZjlEX3A/Lt+ZOpLRPfGu1NY5oYUjarpOQ84nGNGRapQP8Azil/+3rr1ts8Vh2gsgxv2ARQA9u5+3bROeB2qBITgggg/lpX/Z9UJVjURurAkus0fFcff6s9/wAgfzxoPZK5mziI/wD2Zf8Anp4mjP6h5pMjrbIjxwysXPgedbMCffOj4s1fxAESNj7Sp/z0DZrj7Qof/sq/89L1rOYSZHcklFT9tJG5LQt4sVytMmeNbSTUxxnw6FfYg+/306TZLkewph/9sT/npr7q3VtfZlZBb917ktVpqapPUhhq6yON5FzjKgt3GQR20oex2gKMrhrZUaP+jSsdRGJaTc9rmz3y0NWvf3zic4/TRaf/AEatPH2iu1hP6tWr/wDG2r4UjWm7U0d0tdVT1MMy5SaCQOj/AMx2OuklMpH5kec6aWmyaB3lef5/0Z9QCcbjtSj/ANXU1AI/TlG2jNp/0ZzW6rguVNvxI54GDhSGdSfz+gHH9NX0+UVj5P210FLj+I/z0NbdOvZUjb4EOpFvv1JfLXviw8qOSJwrLMjkIWOB9DDJDHyft9tWr6d2yvr9vWmvvlKkUlDEaWCl4dlaP920jZP1luBIJ8K33JOnsKeIsOSAnwM58a3p6eGm/cIVClmZF5E4z3I7nxknH2HbwBpvUgvzJwkNrLsM5yV/PWwKqATkdwMj89av9OAACTrIwCoK5JPb9dTJiatTQPdeoUc0bYit1IhnbLZDlsqgPgdjn/h3B0842ZRxU+O/89NGht9XS7+uNa6xfK3OCOVFSTLLIiqrMwI8nCgY9lH5jTsyBk4PjUEIsXnvUsl9B3LKyzIxb1mB+4Oku+WG1bgjWK8UVPVxgnKzxLJkEY9/B0pZJ7DtrVicamIB3UQ0KbFd016d1+BXbD27UcfHrWuCTH/tKdFY+mXTmkfhR9PdsRBux4WamH/wad2PxH89asgLD9NBGiUbrzj+JDop8Q+4uq94bpE98tthpZVEK0NVU01PIGjRiUWEcMBi69h7aiOp6B/GhSyLm7bxbJxyiuNwJH8+OvWWiicRSRSgEo5UHPbHtj7dtYkMYb0Ik9aUYBQfw/bkf4f59/OAdV2NeWg30UzngHZeTlz6N/GItHaqN6zelDUrG/rPPc6qJXRnLI/dgzjDY8ZPgZzonNsrrbbLwtFfp9w1lsjQpVVlyuEkr1LAHHFXY8I+XhR9R8sfCp65COrMXp1EolGSVXACoO3jtn+Zyf8AADokLKmA3H9DpRHJbceSQvbyXkPuOOe2Q0EDJwkkkkJbJChcLgjicHGWGDkdyMa9GvhNlji6E7So44yOEVTxBXC4+blIx9wAQNQJ/pG3enuGwovRiaH0bg4AYhmblT5yPGMBcf8Ae1Yb4S4JD8Puy6iopY4pWo5uynl9JqJcZOB3xjt7eNQ9VI2TsmxVp729QLhTEnJfHvrqAxXuPz1hEA/T7aycnP21eWeVE13pduWPqrFP/Ym5XGqvVNN8xXLAZKeMgqeCrj6mxxz9hge+NSbT0McdRC8XqRY4qAHPFR+S/hH9NFiv+tsv0cTggecH/wAZ0clDywuqPxdlKhvGD99RtYGE2UrHZ3i/cvGStDCR5Hbu5P8APScXZstnRypf1JGycjJ0U5KBx15jUBuYm/Er9GWXDGjuWEk4qQTnXTKGPt51y4rgZxrYkcDj31E1xG/JO1AsubSNjAbXJicZJ0OWAe2dase3jzpgcqr3XV0f9G5LUS1HUCljkVVKWqQ8kLZ71Q7YIx51ZzrTQXGhslDuuGrlcWetjknUIOfoyfuXCcBkfTK3fPY4ODjVPvgmulRYdn9VLxR1EkNRTpZODxtxYBp5g2CPGQSNOup6kb3uu07nabxuy61scccquHqmdnVe5BycMMjwc/bXSx4lHT4eyBzSSQSLcO0bL5P6cYRLU9Kqmra4ZQ5oI5/ltv7lbrYdotNtsdKtvnhIEESstJMyQFQgWPEakKAFVQPp8AZzpdkoLc7lpLdSMx8lqdCT/PGom+GHdDbl6VxOtVJV1FqrZ6J/3vMuoAaNASe2EdV747qTqWTUAfwsMgH29/566yknFRAyU8QvIqqF1NO+K+xKxPAoHJQQR7jTc3XeL1YrTTz2qijq2mqfTMck4jABVmLZ75OFPYY8arfYfie6kbgsjXW5VOy7XQ080tK8DzSRSuVTKuW9TkoLDGFIJ/npo1nxBbv3cyvuGkpLRRqo+XFPWSgVUY7kgOztjJX6z7Z49xjSyzANTWxklWWtvUquuypQGhiiukpEfBHYxZbGAZCq98cjjGcDIBA1IFqsVXUU6VF7uyPJyZV+WTgIzjuqkknI7/V+LuRkDtqjVH1x3JQ7rtlsomtSSNUJEUSWX0onZlBkVW7FmySTgkkHJ7g6v1Y4kqbZSSzTBpMmRjGuFd8d2x+edRx5nauUrrBvZROCmpaerNBTS8m4eooZR3HgA9skefJzrrVUc6wtUUxVWaQKxbLBVA/hUnAPjS0tLTxHmifU3bOB4+2ubPT+o8MStO4J5omCAfOCeyg/kSPOprKLdIUVnlBieWpZnVsgoePLIPbt+eD/ACGm5uGy/J7t29NSGFaeoqqmnqVKLlg1HO2eQ7gAxLn7lh+WnpPO6y+ix4zqFJhgUSzKTnHIn6U/73b89MbqBdYtu3mzXvdNRLHaqSGrqZUppWMiTYhSIs3IMAUac/uwo+krliQGY+RkTczyAAlZGZXBrNT3LrQpBNbIoLbTS3Cto4BToikelEV5JyeQkKM4Jz3OPAPjS1LtiqudqNFuCqWSnkiEXy1ITGI8DHL1McmPc5I4DsO3nMeWf4g7CbO727bwoQk0n7n104R5Yk+FGDkliMdmJ8+SwNz9edwXdpKSluLUjOABHShmJzkcQ/bsfcY+2sCtx+ljbkb2r+S2qXB6hxDndn4qdbruvb+xbbFty31NAtUqc0iqqgIiR8vqkYICxPk9gMkHuO5DQ3T8Qdtoqd1tsjSSN9IkiISJF8eWBZz75HE5PjtqILT0q6tb0uHzaWGvohU8FevvDNGyqB2OXHqsvbthWHjtjUube+GLYNHxO9rzVbgrHUk0scjwRKfcqqH1e2e7clHfuBqj6RiuJi0QyN5ns/ufvZXHQYfR6ynM7zN1GzdXN77vuLWXatJWVdRMhAWlhd5DGB4ZmJbGe5JPsc/fTX2HYKLqNvWv21uW/PY0oUllramWIFi6yBCmeQWPvnDv27YweQzcuwbTt+3KFrbti209jomJZoKdFIJIAyUH0Buw+r6vAzorbNg7btN4nvduslpiuNVn16xbZAk0mTkktGq9z74xn31PD0fYHtkqX5+Y4fX3qGTGiAW07Mo58Ui7A6QbD2DHFXbPsFPHVOhVrzVKJqyUEANwYj6FbAJChUJUHgdP2CmihBCjLN3dycs5+5P/AIwMAdgAOAtyLI0q01LHI4w0lOssDsPsSkgzrda+dH9I0MLhQADzcEj8+5zrpIzHC0RsbYDksGXrJnZ3m55ldyMk9s61TI7ka4z1desTPT2+lDYz9cjkf0GNbxPcHVWdKWNiM/RGzY/kzEf4aXrWpnVELqiF+6qST7AZ02bdXLed01Fa9xplpbUklHDTK4M3zJciYyKCWyqpFxAHYSnJJ7Ks1tVQwfTc7t+L6RE8uFJ+wQdj/TRb9pUME8NtoaGQNIhZG9IxxADyM4xnz21FJMSRbgpo4wAV3vN8pLNbZ7jPFM6QrkLxw0hyAFUeSxYgAYBJIGmjR2yW8SVdNVymoE9Sai5RQn6HnKqBET4KoixJk+Qg7cix0Wu14/tDu5dmxXGFKm0RftOupoHw8KPlaV3HkqzLUMP9+nQeDp5Weiht9Q9PQwLFAyrlVGPqHYk+5JAGSck47nULpHSnuUrGNibfiiU8E8bCnlEccdOhkEUagKWOAv8A8XjHnTbuFbFSV9W5kRDCijLjIAwp/wAdOmpdqiplYHs8/H8sIMH/ABH+OmnNRw1m6KyCpjEkYdX4nwzKkeAfyz/lpzriM2SNF3hb01XcLrWLPMhhMNMWRFJQ8ZiOKsckgn0gxweykecnSVuqeityUlrjkSJY+c88mAvYA5ZiPHc505KKpd5rmrr3gqBEsmP9ovoo5P8A7Uj/AKajvfpU3iOKUkpWRD5gE/8AUJyZwR7qVBXt4LDWaNLFXXa6BTDs5VbbtHXrGI2uUYuEo4BW5yjnhseSAwXPn6dGKhsVbn8v+WkXpNcFufTPbFUJHkK2uCnZ3/EzxKInJ/PkjZ0rTj/XJDnP5fyGuiaQWghYTwWkgrZjn3/lrXAC4z+mscznxrGSQcj+enJqyCcYGm5ZVaO/bgyvdqiIgYz/ANWMf+Pz05AAMfc6ZWz7xTX2qvt0pxypqmrHA+QyhAAR+RAGrEN8r/AfEKN382Px+RTY3b1H3vtLeEVhvFLtmjt9/rpbft2V6mVp2daMy/NVCAgeiswMbhSpAZSCMAvF0/WnrXQwXbcNrh6WVMcW5KXbdRV0dFWv8zI5CJMHE4DIuSPIOMgDSr1N2juQ1tTDtfpnX3XeNVTQWii3HHcENGtCsinnUxSS/TIYx6coMZWUM+Dwdo9a7p6Pbkh2zvTbu1NpR09JLuu13a0wUrwxRNSxshdolVsLxCH6MBvyOe+JM6ZzrNvYX+BHIcuHNes4PFg8MMbqhsd35AcxZYjrGhxtmJHZdex17JJAsm51G+Izqfs+rvm2Du7Yl1vVqVYp6C2bcuUyGV8funleQxjse/c+CpwcjR/qFdursF025s68dZ9hVtxu17pqA22Da8NTVW15Y39OpanlkchRlVZmCkLLnLeCZ6k7auG0d3V+5dzrvW4mpuRqbI9pvS0FlmqHU+i9avNflp4wiRmRcLKqKx+oyYf1J07u99sm3t22/e1Ft/fT2mlpbpeKa2UVx+bkSIJIcyL+MHmvqRsMjAYMFQI1rZZC5pJ4cSNPMe9WX1mGUlPT1LY4wCDd2Vhu4tFtAwuDWm9+zmucutjZJ6C0XVak3JfNubm6nw3ezbOqv2SaH9iQwiblCssUiSqecYUOFCEuvEcRgAYlu5rndlhbGQq1ZHc9voX/AJ6Z3Rnp9fOn1buymvFdV3GGtroqiluFXUJJPWKY8ySyYOQxkaTs3fAGMgZLuutYIN12CJT2nFVGf/YVu381GtbD2uEfa3s7fwK8+6W1MNRXGSEtLPy9WNDQTZpJsANcxNwdRsdk5GI4gn2b/PWW74/TWkn+zBGPxr/90Ndcke5/UaQLHl3Wgz+mh3PvrYkYyTgYzn2xrRZYiFYSphmKD6h3IzkfqMHt+WlUSRL/AGe31tztlZXU0MrQueHqRhlypDqcHtkFSQfvpcQEDB86TdxFkoFqEOPQmjk7e3fjn+jaPxN6kaSeeahvP3GmgC5Tjq0Lb2xoA/fGsF1UHt40lPufb8M1JC94pS1dWS2+ArMrK1THz5w5BxzBjdSvnkpGM9tOTUsA+2iV1GaRyfbv/johDu+0VFGldB6zxPdXswwncVCVLU7f90Op7/bv+WuQ3DSXiz1NTTQzJ6dRWUYjlAV2enmeF2Az3UtGSD5II9zjSOF2kJRoVG+5bPLcfl3o6V0rITwFXDO0FRAuQcIwGGGcMUfKEqMgnGm7Z6ze1mzHuairKtG/dNV01zcqqlePMw8TwIJOGQFfLMIVAUOHctqWO5x3QXauC1NdFSpFHW+kqCRuGePbioJVv+7rjerFIsVZTpeqwNbKAVPJbkTzZvU+lmyWY/Rnsc9+2NeFUeC1tIOohhJDibksfprzAGmo7j3rbkla7tuKr18VHRXrL1opLLVbAtqXKzRUss8/qXmIqKiR8hkLuodCvEggfl4wNSV8O/RS1dH9pxUMdHX0dzuNPRSXiM1zSRPVpAoldCuAoLtIMAkYC4/OX7Ztems+3K5UEJlq6pJHmWUO2RHHGW5jJLYQknJYknuTjSLT2O72m4LV3E1lTGiqjNTVInj8n6zCPryc/wAIfAAJPbWxisWKy4ZHSwNeLEk2a69wbgO7j3pY3RRnrL6lSNBtS0FOS/OAH3NXIT/nrodp2z2nrh28/NMdHLXX0twt1PcKOZJqaojWSKRTlWU+CCPvoy7uThcDt216e3DaMtH5Y8gsk1M1/XKSjtWhwMXO5AflP/zGibbXpEfK3+8Lx9xVD/LjpemmEcRZ5lQdu58ZOmNSdRts3qeC20tz5TVkazRFo2TkpaQY7+GzDJ2Psp011BQtNnMGqmjfVyAuZcgckvrtuORV9LcV2yff10P/AMGui7UYHK7mvI/+yx//AHmt4ZqWlaCKCTlzJUe/cee/5aVBK4fjj6sZ+2nnC6P/AJYUXpcx/Ukj+zFQFIG6Lx3/APWR/wD3mq9fFf8AC1UdUrNVb3ot6bmmu+3LLUfIWumjWUVsyc5I0AXBDMx45AJORjwBq0HI8cscaLBayRZBNDCsZyMBy5ZfYEYGCf56QUdPSnrY2WISiolk7Ljp7FUX4A6fqtZot37V37tncVrtsAo6ige6UkkCGRhIsgj5qO5CrnBP4Rq33DsO3jRDb8MK+s8FIlP63B3jVOP1EZbIwO+T37aVigJyMdtTUczp4RI4WJUc7QyQtCLcAGJwM/prIjPuddXaFXSN3RWkJCAnBYgE4H3OAT/I/bQwnMx8xzChioOSAc4P8ypx+h1ZUS0CdsaBiVSGwCR+WtlqaVqiSkSeNp4VV5IwwLIrEhSQO4B4tjPniftrWKro6iSeOnqIpZKWT0p0VwTFJxDcWA8Hi6tg+zA++nbIQYD75/LXGqlaONpFCEopKgn39v8AHWaWrpLjAtZQVcNRAxZVkicOpKsVIyO3Ygj+R1wuxVbbNJKcBF5g8eWGHjsP/H6ajfcNJCc31gi237dVGWa6XJIzUTcQv05IAHf6jknvn9fPvpcAwMkdxpIs9yihtEE1yrYYvUm9BXkcIGd5eEaDPlmYqoHkkgDJI0qS1EMMbSzyrHGvYu7AKO+PPjz202EARhOlJLygWOfOhzP2Gi9VXUVLPTU9RUxxSVjmOBGbBkcAkgfc4B/8Ea7u0cSM8rqqqCSxPYD76lTBuubMORB1hpEiw8jEDwO3knwAPcn2Hk6KJcfnW/8AJUJmQgETupEWCAQQfLgggjj9J/vDXKruFqstRTG8XKFJ6uVaaDmQitI5+lEBPliMAZJJ7ZPbSOIAuUtiTou5pp5g3KQxRsTjhkPg/wC8D9P6jv7gqe2u0NNDTxiGniWNASQqLgdzk9v1JOu7KT9x+R9tao0bglHVsEqSD2BHkaUCwTTqubR5yM6CpgH211+krzLqB5zntjWiSIVDgjiwyCDkY0icCqP/AOkVnjfcOyKOSJXC0dZIM57cnjB/+51bTo36bdJdkyRQxQrJt63SenEnFVLU0bHA9u5J1Uf/AEh8LVG8Np+mV4Utrnkl7/wvMqjH37q38hnVuejKBOkOx07jG27YACO4/wBVj0w/zD4KzLYwsTz7fbQLhRnv+em6d87bk3Sdm012gqLrFGz1EMUiuaYhVYJKAcozK4YZAyP1GUywdT7JuXdu4tkU1JWQ1+3GjSq+YRUWTnkhkGSeOOJBIGeXYfd6qWKXBInzbRoCGUcsE+Mn/wCWlHiWwoHdxgDUW7W6oWHc+6rvbqWOSKot1bJbiHcEVIiOfUQjuVOTj/59pOgqlZo+JCtyGCSPvpCntOVwIXjBUn964K8Tk9vtoh3yRpy7tpqOXdF1j29DNJRfNyim+nJKcjjxnTl6SdJ9x7t3/ty2XXZV9nstZdKSC4yxUMwRKZ5VWRjIFwgCkktnt59teaz0z5psjRxX6BS41TUlCKqodlyszEXGbQXIsba93NRvxzjIxrd044IOe2vTIfBf8PFNFifp3WSBcEvJd6xSfv2Ey/5a2tXww9A7bKEo+mVDUYwVNVPUTch27n1ZmBzn/DWoOjc7PWI9/wBF5dJ+OeBDRkEp9jB/815inAbB760bjjiPOdWp+O7p1tHY9Xsip2fte2WWK4RXCKdKCmSISGMwFGbiByOJDgnvqqhwPfWNXUjqCYxONyF6F0c6QRdJ8NZiUDC1rr6HcWJHyU9fDLuKe02fd9ighjaS/TWumHqnigCfNOck+D2GNPq826ax0E9NSVdNWmtpg7JCeeWc4wW8E48/p+Xdh/DXaYbttnfs0nES242eqhY/wsaiSEn/ANmdtP8Aq6SmHo1Lllp3heETFCV7HBGPGewP9NNmDskfhp5leM9Ly3+OVGXm2/jkbb3J5/A1cb1Nuy6WWO5SQU0VC1TXUjxsxnmQrEHLE4VhkHPkgkfnq6HJvY6pH8GcsQ65bpo6CQS0sFkMofiQeTSwAqORz5DePONXa5qe+u36Pi1EPErw7pILYg4DkFEFht/TTclNS3PccG3HqquJy1MYkCMytwkdVYZb6ww5kE+44ciCrXDYnSy7RyVdXY6KcSME9WipCHABP0Bol5Yz5GSPP56YGzb7R2ibnuSttsFPVUiXKKSe4KkTmXKcXd1Cgv6alU+8chzqRduXdaESxW2wTyPUKKhGgi4xSoQT+6kZVWTBzniT51fZsLhZbhc6cURHTzpnUUvytBtOhiZSCjvaiCe/nLp3/XTg6aXygttvrdrszJVWyrqSIp34tHTvMxiZi34VII4/ceAQNbXC3XbclOkdZboaYnJP1epLxI9mGBGfzHL+R0hTXmw9NL3CtYiUVPS0sszq02SXlYM8nJuyklSzuxAYsSSzMdMlqIoNZDZOhp5ZXZGC6lT/AFysBIi5IVwfVBjjIOR/sx9TfmHIHuNcbjW0Nop/Xvd5MMSBSIoh6SnHgBVJcg+OPIg9u2oB6i/GNsjb9PFDYq1K+SV1VzRSrKIlOcFpBlc/kM+Pb3aC7x371RrntOyrTLcatly86khadWzgyyN2AyD7qCRgZ1k1mOiKzKZpc47afLdatLgz5O3O4NaPvfZSzvfrnRWCnNDYUioY0U+nkKGAOe6xjx7eePf76ge4XTd3WS+Cw2O31N8nkDVCrUFTHDxIzL3IjQDmAWPnKAnPmY9k/CxSCUXfqbeDdaglWNBSFo4FOP8ArJBhpD+ShB2weQ1JFxtu3tvXza92sVupqeKgiuFpp4qdPRp44J4hUSBeI45LUEecA9857nVSPB63EndZXvyjkN/oFYkxOjw9uWkbmPPh9Soi6ffC21ypYLt1B3VVSTeo6fJ0PFQfTcocyupyG45+lV7EYP2l7b2zdg7FuS2/a9hoaOdU4M8SepVOuAW5SHMhGSD3OB+Wl/bNK9XYLbPcZHkkmo4XkhbHBS0a8gQAA5znJbPfOMeNaOVS7wxogEaK5RVGAp+gDA9tbVPhtJRAdUyx57nzWTNiFTVH8x+nLYI1M9XUVUCF/l405MFTBc57dz3A7fbJ+ze2t6enjpZ5pYkyzBQzEks2BjuxyT2wO+tXY/Nhvy7aNx90bt3z31ZOpKgRZPVkmyjlEUEYTsM/8dYjlqvmhGKtgpBPZQT/AFOjTYjiI++iMZPzo/JdR7bp6N8rmaxYlrj6RXODEue3560R6x6hU+aADcslUGe2tpJSszOP4ISR+pONZgxHMrEd8Z0XANkmpWs8VUJlT56ZlkBHH6R3H6DWLjBGkEKt6jszBSGdiMe+RnGjTAtUwE/7x0Xr5VmqkRSCqZz+XbSuADUjb3stK6CJ6AxQQoqrhgFUDBGk/dN/prLT0U0wD1M8zRQxknL4XLH+Xbv47jJHnRi51MkcIpYMmWTiCVxleR4qAD2yTnuewAYnxgot7s8C3SlM376opmhkndiW9NeRKoC3c5bBJ8n08HC8VFcgjZTtAO6L7G2XQbTt1zuyUyrc9yVrVtfMctLI7t4d2+psDsM/hUKi8Y0jVXpTOsKz1LeIkLd/y76JThglLAR3LBz/AEP/AMtbXWQ09nlUdjUusI/Mk/8ALOnNFj4Jrjn1RGkVgtOjH6hD6rf9pyc5/ppDRG/tLVN93P8A9wv/AC0u05Zpqhx458R+QUBf+GkiMH9vVOfIZj/XGnk/lpo9YIrbapmtr8jktW1g/wC6KmQL/gAP5aYu7lFXX19wZP3MFunpIy0ecnjymZTn6l7IpGOzRN99PKKqjpbLNWcS/pNUSCMDuzeox4j8yew/M6ZvUCkW1bZNKWDS/JTieSMYEkj95Hx/vMzN+p1lg3jB7vkr7v5hHepa6eW4WnZdpohD6SiFpQn90SOXH/3WjszN87KO3b/kNZ2q5l2vZ5GUqWoKdipxkH017dtRxv3dG8rVd7gbLS0Rp6d1yxnIkP0x5ypQj+94P2/PXQZmxNF+5YzmuleQBrqpDLYbuMnWV5EYK4P56rFU/F/RWWpqae8fLP8As8hKzhFMfTY5wOcaOD98Y8AnsBpTk+Le1eklZ+yagUssazROKSrIZCjOTkU5H4VJHfJwf00ekREbp3oc4/SVPW4r7Tba2/ctxVzKlNaqOeumYnsI4kLsf6KdeeG0us/W2fqbZ+mm0768cdTLQW56MxIvExwxpMzPgP24uxJYnz51MvxCdeb/AHDpDf5rVQ0kVuqaWSlqDPDOssiE8ZIuDIoAKkjJPccsaZXwh9PrrW753D1MuLise2QxW+mqpCADVSxJJMQTghkjZF8dxLrKxarlYGejPI7WtuQ1XoHQamoKaHEKvFYWyBkVmB4v23OAaR4cSNbXVm7zX1lVG1IlRVWO68eMU6s5jYAkgMisocZJ8EHv51A/U3rV1j6QSisv9spLnaJJlpqeqorzUxcpCjMOSHJQ4V+3cfZj5Nj6ycXCleC7RUyxgEvKy54AeMe2fz1V74u7xtGk2DNtq6bmopLtVTxVdspoHMkrMjEFmVe6qUMg5Htk+fbWNNieIU0f5Mpt7Pml6I0OGVuLxU9dSiVkjgHDtXsdCQWkHTc76Jk13xtbwudFLRzbUoKqnkBWWKrqquoVkIwVflLxIORn6fy0+ujPxEdeurNzk25s7aW2UFFB609XWPUrSUifhXP1OVJPZVUd8HthWK1C2tYLtu/cNDtmyU/r11ymEECE9snuST7AAEk+wBPtr0q6OdObL0q2PT7I29A4aZ1rrvdZcevcavjxACnJSJckIvsByP1MxL8HrMTxOXNJKco30GvcPmvXfxGwnoZ0Kw4QUlCw1EnqAlxDeb3DN7AOJ7gUTqtpfFHc5/VbqJsu3wcAX+UoXmUY9sTR/Ue33Hb37aiTZ29upsfxXWjpduXcNPdktlZJPNPT0qUiyg26VvwJjsok7jvkoD5GdW7o7fVMzKPT4yLy7ovZewIGAM+B3znt7DtqklugW1f6QGopaeomZGvE7Mkk7SMQ9E0hGTnCgtkJnCgKoGFGtqsMlM6Mse7VwB14cuS846ISwY/HiEVVTQ/lU0r22iaCHACzswF7i5tr71fLOUGT4Yf5jVWN/dXNz3nqhcdrWQTW6votwWTatGVqTUUcMstU9VHWSKQnPmacxsmMqFwWPbUq9Tus1t6UQpcr7RVNXSTuIqeKl4GSRwULdmYdgCO/5/pqsk/VuyV1ZeLpZrRdqOe67vpdxNMGjWUU6ROj0/LLA8hNPg+AHwQw1q6jZeTSW3KmPaHV+lvPSy7XrdRqrVBPuU20xRxTVRinq6pah4iYkJXEdQqKpwSfA+pRo1cOo9islHYN1Q7rgqrCm8rmldQQR85o5PmKyT1kUD1C6LJmWAgtxKkKrKwkr3tfellsEIWst0VwuVdfDcr9Ws0MC3WnaII1HPAEaJo8qWXKkR5cKgDvnnQbr27Q3K2G27ejrI0qalZ6KW7rPT3ClJkMVJUK0RMwiWSVQxY9nlBGJGGnF4AuVCGkmwV1oupOz9xN+waG6CKvrqUT0MVZC9OtYrBivoO68Z/wEkRlyowSBkEl06rbNtSRUF53Nb46wo4hpoyzVNSUx9MFOAZJ28dkUk5XAOdVHtHVbcVPa9v2m27Nt1bBaTX09PHVySVZrqSbPqUUrE5lp1VY14E+IIsn6QAm11y6gXDb+15KrYlBckpvmktNRWQvOa5GlU/LTM78ZIIXWIojfgMSHJKjUDp230UwjNrFW0vHXW2Wa5yWuTbt2nq6el+cqaSGklWpoqIMqmsmjdVLRZYAmMu/IMFVir8I63LPYN/9WrbSWyEGwbmWajr54JvTjkuVPb/VjqkdeyukMlLxmUnPpRAd4gdRJta/9Q7RS7VaybfstFLSy1dfa5Y4SrKzxrFIj8pSOCRenGqP4SJAMiPtrY96btoLft808lDR0Nsrp6m2K9CsSwVJDF3USJ48hVOVGAFA4qA7r2g7FRmMnZSvtXq7Lb9mWWh3BaK2qvdRueoqJXpI4WWWr9c1DxYaRFWYmdCsIbLfhXuCqnOnHWvhc9wPdKeCks024K23224PSVGJKrJq3o5ICxlppnE7cQVcl0dCoZVV4ZqOoe4rrXUFNHvCkpJY7690j9akQJS1qlmNS2ITgEqcBQRlu69ydKFBLuOtttMJ990MIuG6aypkz+7WG4RvMWr34x4HJouSOpLAyIcISeJ1176JcnNT7u/qzt2awUF5qKWSGmpL1TQ3H9zKRR1MNT9cE5eJVVwY2HEsB4OW5x8oxq91np9dr7LtyS41/Tu9SRWyqeT1qwWOqZR6XpOSzfKS+o3FVZ1UvGVPCROceXRdwRxVi0u86qA3a8L83PB67iqYzIq1UvEZlwCHUsOfjjgg4Xq23xPLWLX9QKyR6TcFNQshjmkNSspgMtZkvnmvzEh4MOTmFhkchhudzjoEZAArH3m7XXdO6X28lZBSPZainmqEWMssskvIxq4R1LLGEfkA+C/bJ4HL9p4oKSIRQwwQk/URBEI0JPckL3xn9T+p1Tq42DcNst963pZN63Nlo7vHaBKyvTyz0xoYajmcSMVA5hOB8hc9hgaf/SHrhsSybHodu3WuqI7lRpUSyq0TfWWnkcKrfxHDD7d+2dMhe0yPI2v8krg7I0O31+Kn6e3QzSvUUdTLRVMhLNPTMBycjBZ0YGORsADLq2AO2NFJKrcFN6qlKC4qDgNA708ox2wEbmpbt5LoPyGm0nWXp1JAri/wRO4YCNywk5KMlQn4iexGMf0OiNJ1T20bs0aX6mqkreU8Kx5LxkBQFPYcscXYg9wSAPIGrDpGgbpGsJShvm90VZtzhWJV0c9NVU08HNCh9aOVJAFYfQ7AD+FiO+DnwYdoauyWe4/titonttmplnFRVVUiSoqcJmC4AB5cpDjHklfJOuO/t97Yram9cN0PLerXa/QgWWEolQyMsmAyjADEKTxwDgHHnFebv1I3Lu2gkt15/dRwOVpqGOUkSS5yXwBybAIAAz3b9AedxCZzquNsZ1+i63BxFHh0z5hpf26gWt96K+22Ka0V0ds3ZDNUwwPQxCmiWYCGVHAdHMakrywfOScdjnAw5bBd6m80tRUVNoqLf6VTLCizcQZURsLKoBOFYdxnvg6rp0+6n1V/2rb7vBc7XW1dFyinscKNDKB34ycyclQCOwQjuPGANTBb9/00dLBNRWGpq46qCN4fk54GDoR2I9SRO3fyPc+/bW02Vwf2tviuWe0G+Xf4J8mVsZUgjP666NKoBBOTg5GmvSbvoHrXpHtt3ppkAEkbW+aRU8AZeJXj/nyx21p/0k7EbcabPXdFAdw1Ifja1nzUjhE0hLx+Y/oVmy3HIA/LUszx1TiORUcbSZALcViqM9HQLUVfCWopSGd1GMuFwzKRjGe/cY/l40vWi+xVYRJZg5kAMcnb6/1x7/p/TSbIIpKWaKRi55HlnuSMeSP/AB76gfeXVqr6YtU2xLJ+16Yf6xB/rJjKKSRwGEYt47f5HWFM6tpqKOoogHEbtJtmHGx4Ebg+w7q0/I+ZzJNO9Sb1M3nt61dUthWS6VgpJ0+fuXq1CFIPlxTsshEp+nK4ywzkKQT2Okax70t1z+KW42+mfjTPselmpasSq0FwR6pXSaFlJDKfVKA+5Bx2IzHV+6g753PuLZV/bpRdpKiw1c1RaRFFPJ8y7xfVGh9L6sLGW+nJAUnwO3G47v6o3PqxbeoDdG6/9r0dllt0VI9JUN6lMtQJPV4lAxKSSL9Q7AsvuRrbgqBURiRp8iDbuJFxoqRaGuIKl7Zd/t906+9RLXAJoqy20VsSZJlC8g0XJXXiTlSpXv2I9wPcp0B3VT7lvfUj5ahno56Ld1VSVNNKykxSRgKxJU4IJUkYz5Oopt+/Optl6kbh3u3TkxXa80VJT1UE9JUIsUSFkicg4I5GN+5ODxOMY0m7L6p7u2tfd1XTbm0LXPcNz3D5+tgAZ/36rnCKjhmzzBPdjk/fOrNzxTLtGwKlPot1LsFD0GrN02SguN4hsU1fUT2+lSMVyxieVj+6dxhuPNgpILcSBk9tO+79Ydo2vpHU9Xqday97fNMKoLRxgzSRySLFxCSMgUgn6lYgrhs9xqCumG7uqVitNbS7R6e0EouVdVPUTS0jxztOXYSRnEiEhH5gDB4/Voja7j1DpOhi7Hh2RQybNmtU1QtXNEwlkpJWaZnAMoyTzzgJn8IxnGlyE7oztB0B0Un/ABE360WvonRbgprktTRx3W23CgqYuUscwWVWV/UUFV5KSRkgYAAJOnr1k33tjatDarHuis+RG5q9KGmqZQBAJFPPjI5P0ZVDgnsceex1XjfFo6yXDpdT9Nbps+00W2bWKKnMEHpB2CFRFyxMT9T8WJA8gt2AOuHVnbfW7c9p25Sbt2BaDDHfaN45v3Aerq2Hpj1ik2WDeGY8QPcjTbFgs3gnB7XnW6nXe/Uu2J1V6f7UlheiS+x1dXbblVcBS1EioFEQXkH5nmnEELy9RQDkjToO5dvVe+U2VLezVXyipluk9HNEyIsBZhHJGCoR1EgI5KWYHAZvGqvdcL31ESv23uXqzSWG3VO2601dtkSqiDpUoEnyRHMzE/uEIGO+MDOcGKb78Udovu+6Xet33DZf29bKH5ClmqbYjCOMSmUFFdSOYcsQxGcHA8nSOdbcp7I3Seq0+Svbt3qHR7j6m7l2MLbNRXTaqw+t68q8JoZ0DwzRsmSVYNxIxlSD27ajCfq1ZOom47NQXC1TWe82jcMlHXUEpNQlFWUzNCEeVCBwZ5A6PjDFeI4nxHfTvcnWXfu5bxvPp3fLTcLlUUtJFcauI0XB4fr9JcN9PYIfwjI7A4zpForl1W2T1SuVJBuCx0W5b5cY/mpHhoWSWp9FWDeo0ZjX8RXtxJcFcEjUbwXssCnWyPNxqrLdNN97u6n9N77XIlHY92U8lwtM3y59aGjucJeNWUSBsr2ik4ty7Nj6vLEumPWWjuHw/wAvVG6+tc6qwWyeqv1Nb44xMKmngEkyhCyqrMuHCg+JFxnUa7D278SFvjvku071baN7jfKurucjRUberXlgssoBibAbip7ALjvga021svr5P08Fltm6rLQ7XqoKqA0MixKTG8jiZCfQLDk3Pw3v7eNS2IAUYcL3spI6k7/3XT/DdN1N2DKlNXTUlJdqSOanST1KSaaMmKRWDAEwyHPHBBzxIwDpxby6nQbB25tDcH7Eastd6uVvt1VK1QY2oYKlTioK8G5hTxyuR2Pk9tQRV7Y62P0mFQ29LU22abb4rFtR4F3o44BKsIT0eJIVQMF+OR+LHfXfeHTnq/Daqah3B1Lslbb4qyhohSmsdhE0k8cMbMjQgcU9QMT5CqSBntotwSB99gmp8Zm4qKj6iWGXclprKiX+yol/ZjVHGCOb/WiA0kThi3q8FJTAIUdyMgTD046mXSy0fRzY1zo6Y2zcuy6Koir2kxItbFDCTGwJ4lWQ9sdyxA1Wfr7+1Nq7jW3b5u8W6q5LZ829WjCoU0zSlBEXlAZgGJPHuO599Pfbmzb7uCg2RWU3VqGAVNqRqKEV0gazxPAhEARWHpZQ8OKcR9GPGBqOxznVTvJyAFpUvXpJKL4nIbxtegW4S3na4aWITCKKWWOZ0WQuQQVCALlQx+w7HHCj27v2frVuatoa210txkgtktwenDrDJGiKoQBiWP0gA5wCR4AOmNdNv7tot4QxS9aK6troqaZHrEuc/OEowDQ/7XIJzkjIHb9TpxWbYW67nuSpgfrDcUm+Up5xVc55PUV3lBUn1R2X0V75IPJfHHSOy37TkwudazW7+fxS9sK1UI6ibqq5FCVZubwKU44aQEn6Qe/swGPIODqcklngnpS0fNWkUkjue3f2H5f8deenVzqBdtkbkqbFXtcLnEqt/rFTU1FPIyF8YaN0LLkrnGTnsQSMHVrOhe6Kvdmzqa4S3NqOaeCOoTgULxGoVH4fWp7Zj7DGR38ae4jMcp2TY8zbFwtdOLoH6tJ0j2jTI8ixraYcIWIAPv20/PTJcFcgZOe+c6jb4cbg906PbYqZASypWU5z2IMVVNHj/wB3UlscZzjs3n+erVL/ACm25BauNZm4lOH753fErlXU89TRVdNQVKU9S8TCOdoRII37cWZcjkoPkZGR2yM50wNp75qbzfarYu8LXDad02tPmPQglJpq+lyONXSllDNGW7Mp+qNuzex0t9UrjW2Lpbve9Wirelrrftu51tNPG31RTRUsjo4/MMoI7e2vKne/UfeXUC8/2i3Xf6ivrw7OHKLGsGWzxiVMBFyM4AABJ9yScjG8Rbh+VxFyfKy7noB0Gd0whn7YYxlhfXMHbjTQFp4gkcx324/0idHSw7c2RMiosiV1egA8tyjgJb/3R3/PVGJPfUhb96g3/qBtTbx3Fvi63mqs8k9MaS5EzSw+oFb1Vn4jmrhAArszqYz3IIxH0g+o51wuLVTaycTNFgQF9I9B8Fm6PYI3Dp3ZnMc/UAgauJFr93s5XVi/hDWNrN1N9YEqlqt8jYxnC1qE4yQM9vuP1GnZuCNopq6hQU9RBRTPGgjlJV3VsZX3Kk9/sdNf4QnEFm6mVbABIrbbg5K8hj5sH/4dP6lCVlurKITSiVA0siw92lCuM9gPIHfz4/TvXqXWihHcfiV5V0sNscq77Zm/+2xG/gdroafq1vShm4/MVdsSaMHGRHC8KsR792nGT+WrrPOA3aHkPuP/AKa84/h43BUbf+M+g2wKn9zLBcKWsVRxEjmkkmHb82hi/oPfXoUbnAh4iRBjtguP+eu5wQf7oAe9eGY8/rcRlI4G3kq0dN6WfbkVBPdaK2WO506USTO2Er6lolkDmQAGQM6ycCJCCMg5HHiZqfrJtuyQO0MUlfURfiCOkMWT4LH8R/Nu/wCfsNU8k3nOryHa9EyxZEJjpYfWYuFJwWxyzxBwpbH2HnS1b9s37dW3jd7uLzLTxyx+vRUzBJRDKpaN1JDLxfjIMgA5QjPcHWD6fX1//DNs08StqSloaRv55uRwCkrf3xQ3urZKOy1YowXA425OBGO2OTgE5z4Gc4yAM6aVr6db76iS/wBoZLHBT0ssvr/PXZxjnkjmAcvnuRyVT5xn20ubB2/ZtqXKCupNr1KQRwinnqpCxqQGz/1py5GWxwJx5/TT4q77BUqyx0l0ihSRHKrEXkCnkObNx7hvHfwFwD9TYljwIzuD6mQuPIXHv/ZVZMabC3JTRgeP00+Katr+Eralztz70utdJcrpOgqaFoWaKn9VMtxkUHPdFyh+kAqeeCVGrAdKr1bE2JS27b1gio56JDDLQwxemvqDtz7d25YGW+4IJHko/T+/UFLTRW+joKi2ULxxrDHFTsitISQAGwAGOMkD7Z5YzlF3he6Lohv+37xulZ8tYNxs1LWKCxip3C5P6AAcgT/6wAKDjW1FTQ0JDohYbHj4G6zn1Utc10Uh1Oo8eVu9TBZma6U8lVc4k9QSFPSMnNVAwwBXABIz2JGSMHOCNInVO8Q2TbsNQkkLVK1lPDDTllLv8zIKXkFPchTUBiR4AOl4PTc/2jaJYp55kIVEkHGoVTgdx4wSQG8DkfudMvf9FeN9QQbS2/cZoZJ5aeqr60BVhpqaKZJDGqMCxkkeMICVIHCUFgUaM6RJGiyiOCkoBIom9NQFjU4A9gBpuxyiS6kZyVTP9T/8tHLhX1VVbphb45oZ4yBKrIoKnjkoOWVYnsMjI/PwdIVtrg9SasEy8qOB+w4kgs+Mj2J9x7aieblTsGicDhhOjL37d86OQKeB/M50n0s/zcUVVwaMOvLixBI7n7Ej+h0pU7AoSO/bTAnrlN4xopCOVXI32GNHJ/whvbRakT6uWP8AaMT+umluqcCt6heJY5zzdU/oMnRqCNmV3Pbimi8n1SxKfJLSH+Z/+WlOOPhTscfjIH8hpQLm6QmwXGRRHIrjsIoWc/8Aj+WkCKoEEJq5ieKIzn7sfsPzPjS5dJPSpqh8d2VIV/UnJ/wzpsJHR7irJLMJC9Nb5YmrwjfS0gAkSnYj8ikjqcfSYwQyyHUcl8wAT49rrltWS911wr9wXdYorRTykW+CNS0lW+ArVTE/hDH91FGB/sx6jOxmxGekhk/Ys9VPg1FTN81MQAOTlh9gMgKFUZ78VUd8aUa2RpKF6jB9N2EUGR/tWbs0nv2AyFPbOWPccTrWqiDW+WNR9Kxn/DSFuqdfQ3XdwJK2EA9lQ/8AAZ/wOim4pk9egpu3GMtO36Dx/kdGqTPrc2AykMaD9cZ/46Q71UmouFV2wqKtMo/M45D/ABOgiwTRqQjFs5/Kgt5bufzJOTpKLcbxUzHwQSB9+/8A8tLMCcYI1Hb6v8tMuqlq7glZJVTz2yCJDIywyBZyiNzOXGQox2IUn3+r2I7sx2SNF3Lp9KpQW4P/ALWR69lx+KNDzHf8pHhP56Z/WC5fJbbnqZvpcwNHhM/SZGRB/QnOnVYHZrvVWt2ll/ZVHS05kclwJWDNIvP3YL6GR7Dif4tMvrsFptp1cvqPGSsKs475zUwgAf1P+GsyUZWWWgwh8vt+am7ZLrLtCzlc8fkogM/kvb/DUQdX9h269bkq7o1PwqmVY3ljYqzKFBAJHnz/AI6lfp5MJdnWvAPakgOD57xIf+OkvdVEtRcZWK5zjP8A7IGtzqxNGA5Y0riyRxHNVfrtg1sTKIqypUKTjEpyB9h9h+WkmXZF0VyTdK89sAGYkAfkPb/5D7asPVWGJmJKjPtpPl22jZwmc/bVM0LbpRMbbqofVbal1e30dgkuNxne61sQhpmmYxvGJEjdce5zMpx+v21cnZm1qDYWzKKwgJCYI+dU7YGZMZdmbwcfhz/dUew1AT2yu3z1wtktKD+xdtVahCC2GqY1mYOUKgBleFg2CwZHpW/iGol+MHqv1Cu+/bn01qruKLb9vjpw1LR5j+c5wpIWnOSX7vjj2XsMgkZ1lYm70OMOO1/eu56F9H6vpXVfw6meGkjM4nYNFh7bE7e9SL13+MTb1uMu1ulEkF7qx9NRdTk0UTDIxHj/AGxH3H0DHlu4FO7jcLnfbtU3y910tbX1TmSaomOXY/5AAYAAwAAAMAaLwxqBhMAflrb8tcdUVMlQb8F9c9Eug+G9FYQIW5pDu87nw5D71UkfDncorV1z2TU1E3pxyXiGlZy/EATH0sk4OB+8+x16uUlmip/VT0ERwOOcZOMffA/8E68gOnMny3UHa9V6JmEV6oX9IHBkxOh4/wA/GvZG4yvHcYwjMwMZaQD+FckZOP5nH5a7Hoo4+jvB4H5Lw38f4A3E6SUfqY4H/pd//oonSwx/MSiJVBBUPhSCcD3z/wA9Ucu9A9P/AKRB6dJEiIq0nJ8A8rSJCP1bkR+p9tX0Mc0MzCUsVI+kkggj8tUK3tVQ0/8ApEfVdw3q1tBFkHwz2mKMf4ldauLD+ST/AH2/NcV+Ghd1uJNaN6SYe4J+fE1RXK/bo2PZKStaL0qysrl48gS8aQsCCPcKj4PbHL89RAdlz1clPNNLUTu11qoBzqpSpdhKsnbljkwBDN+IjIJwTqZut1dDU9Z+ndmp45Hqo5alphkqvpzekoPLsDxCOSoPjHbvjWKKwRmO1uFH7zeFyiJP+61YO3/sHVyWMu2+915o95bx+9FCcPR2xO0Ulw2/H69wqpo529aUNKi+qygsr58KpBHfsNGIumVkuNuo7RW2eOeCavqyImmm4Eo8oGQHHcAL38nAznU5Wmx+stleSPPPcF2jwfsjVo9/+zrhtyxxyy2AqowbheQcjvlZ5R/w0wwu4H71/ZRiU33UIv0m2xcJopX2zSMbrNJJUFZZozMULlWJVxgjke4we/fOnnJti0bm6abd2TcbM1VDRm6TpEkroIuU0UpkLKwbB5SjAOQX9tSDZbGk39lsp+MVZIP2CkZ/x0pbCs0Zr9u0rqPSrLdcUbI/vemCf8v6DSGEi+u6VsxKrfW9Lds3UNNXWePhc52ll/1idTIyF+JPGQY7v7Y8jOcaLVWw7LT26phksFKsE9RyduUgYkBwDyDZBGRjjjz76nOl2Za9z2ewWa70a1FFd6GujniJOJIzxDDI+4bH6HTG6x2WK29CrnNTJ6TC1VwUBj9JDcRg+cjlnTXROJ0P3r+yBIW/fgozrNs7bp4qurqMU0clURLK1VIq8AXVcfUAvgDI9/1Ot6WxWyCnku8F1kVC4hV3qy0YjWTIOGJXvgEkj6uZznkcwpuFa+al3eGr5GX5S2MQ0zEKzGEk9z2JPf8APSbc1nT+13KoLpBtagdFLclVx8jk/lkjzoMDt8yc2Ykafeysdc7LDXGSpj3DJTgxU6IlNURxKhYRD1FCgYIAyCPpHsNHoqu6QwTxf2kWaMhJTKWi5NICvGQMgGSoGMD6R3OMjOq37hrq2nus1N6zPE3T+kmdCWK8xb4GJxnHnH9NbbYeumtlkEMhWKfa14V4wSFZllrwvb9QNKIX8XfdwlE7vv2q99xoqiDpNcYJKuSV0ltpqJJ39SSaX9i0Cl2f+Jjg5PuWGooslVerXWQV0F6mWGOJ4vk2q5FpyzHPMxBwvIeAceD76mLqb8htu3br2vCv/mt6ipIFB7CJbVTkf/2cfy1QPq7uDc1F1EvVroLvUU8EfygUQSlcBqeNjjH/AGjn9dVY4nSwmxtr8lM+Z0Mwtvb5q0V+n3dd4oxb90VltjV0f/VKlzzKjiATIzdu3ceCckjudNx7Ju+Kd5m6pbgilnlZysdUYULkkseIwCSckkeSSe5OdVYivW9IpVnh3NeFdCGGK1j4/LPf+mpI6Ibk3LuPcE9i3TfqyvjRPmKdKoh25L5OWBbAyMDIAGe2o3Uso1zKQVbyNSpgrds3uyWqpuV73beLovHikVTOWRWLdyQScnz5OkW1bN/tJE9ZbrgsMtO5dQaGKqP1YA+mQEDsPbU2dedpmh6T3qupyY3pBFPyPn/boGH9GbVRK/qNc9s7Er7lbK9oJElhR2DEckOQRjPfuVOPy1kVMMrK2I3+yumw0ipwqZpOt/opgqOnu66VCtt3oaaRSWZKe1QRuP6MuMHGi4251MppCaLexhWROMbG2ROVz5UZc5GR35ZHc41Em3tvyb02ZBuy8dWYdr1NWc0FDFVxwK758OchySAPpyuBjAGpw+GqmuPVLbdZtbdor6S6bEuFPGK+kqGj+bhbLp+8H40YR4IHZ0K57knWkwue4sjcTbuWLU0ktLG2STY+CTdwXnqxsvZt1v77yWse1UUk4R7PAhPBScA98L9/sM4xpK+CbaNfR9YLTvi87npxWS2u518tBWTK86xTUspWRmJz39TkS3fDHv5zLfxE2qLbvTs1LQxPTVFwgpqtZCqxtEwbmjH2DYCk/wC9276i74Nbva94/ENdaKl2pRUdXDt25Bqh+fOQlo4jyjDFEzz7gZx7H3Mz4pxC7kNSe5Npnw5bykXOg3806vixv1/tfxHWirtcFBc6Gqpqa01NPNDFK9PIxmlWQhgSv0knOB+DzgnBCeniulquUDWt6RKmNkaGJ1UnlyBKEAYPj799NP4vN7VNh+I/dNHboaaGrFFQmKpwzTf+aROF7kqB9bdwoPfzptdIN4bo3Sm7YrtcJjKaJZKRMNiB+MgyvIkjuVJ++NT0MU7WxknQj5FU8QlZlIZwtfnoQpb6dXq69PamKe1V25JDA/rrFPdWmUckMTGNXBCHEjA4GCGIP5SavVGglu8V0uG1GLRwSxFVipY3ZpJImLFkjXlgRkZOSAxxjVN9qdYN/fIXmtqq9qtrdRJURK5Iy3zUERyQf7rv/XQj6z9RpdrXO9VNzU1NJW0VPGPSUgI8VQXGfPcxof1HbTI6aaIAMsN/NI6qzEgtHDgrb3LeW0rzuM3+r2rWROoiMJWnpTLHKhcllZk7H6h3H1fT3zgDTbrP7IVM0k9PtYcvXDx/MUFPIUiIHJfpA4tzBYFfAPj6jquadbt+rsqjuk1QKmqqa+opHkwykJHFTsoHD85X/Pv2xovcus++7RaNu3L5l55K6nlqKhXkYCQrVToAcgk/Qijzntp/V1B48B8k1s7drDc8FY2Gpo4q56tLZFGY3MtOUiaJoi3dgWRg2MHGBjUM7z+Ia5UnUOy9N7Rt+2yUtNdoKOorJqctIoM4Vz3JGcFiGA9x2Bxqeui1BXby2bTX24hp6mqpaV2fvxEjwK7H7gFiT+umNSdCtxU/UOuuW0Nj011S71Aulzu1XXLFHb4uKs3FSCznPIgAElnAx27Oa+WK5cL6iysU4bVOykhoAJuo52n8Qdz31uZ7JvGkkirEWWnhr1wSCoOFIJ+lQR244xnHgAanFqumipXplqmngqaqFqmWWhiMnFZBxwclsYweIOCST+ZhCP4dtxUm5ot51Gz62z/K1xqM09QlXDNTsGJlPp5MeFPPvg4yPbVqLpsVLXbKSMIgiSppIOZx3UyouSf+Ole57yMgIN9bpsrRT6aOBAIKgzrTaqbqbuO2vdrxXV1FarL6axwUsdIEd5mwwVO2AFA9s5GfA1FlX066eWakltrbUqbhPUAKKmpmJkj/ADXB7fy08OsFRsit3hXbcqdwyXyluVNFJSVVnljdKAx82ZJHyEK/WzZBJA7k51El9l6c3C4Crs25LrUwWqmijKwE+tJKg+qQBiMqTn6hkYx2Gs6SGte4Gxt4LpqOooI4QHFhd429x5KYvhP3JuLpzVbso7DdjDArQwUokjMoHLmw7cgMg485H1HUpbtk2zuu9Vl7ucNTV1NRIJMhRGjAL3Dp+EktyB7Zwf5ajH4WrJurd16u+46egij2pXEkpUYE8kwUR+ohVDy4tEVILKuGJGSBo38Qm7twdOd6x2S0InozUySPlM4OB+Y1cY2oN2DTx9i56pmhZLdgBG/H9lMm0+q142mXjt1+zDJUNI8VWkkyopUAuGKly+QfxHvgZ7E64v1RjXbktrFRAaiMzzoY4GUtI/PsJOSsn4u2DjPnxg1puXWjc1qitxjoKab5qijqH9SEnDliDj6x/dH30Yq+tN8tl2WleyQT0rwwTMI04OfUjVyAxJAwWI8HUpFSL68lTE8Ytdo9/wBVLV06i7kvcNrsFxskL0ltSOhhqBUmORI0UpyCo3fIPcHzjHHuckH35e7nDNS19qeWf0sQVtRcY5p1MeWXD8eZBwBhmYDscZA1HMvUzccW+v7MRWyiFIt0+R9Uw/WU9Xhyzy7HHfONctodTL7uXdAsMtJS00YSbmRAC5IRyvc5/u5xj204iov7fcmmaP8AujZEb5PWzVF2jroGp3NpfKmb1e/rIxOcnuTnTnssd8rNpR0RsBkQx07U5WpiR5Pp4h+Q7rgYP1YPb75JMdYtuLYd2VtCsbKs+2mqD2x3LHPt90Opb2RsOGo2htN2R0NxoaZ+x9zTep2/pqP8yzeet1ZkeA25HJQ+bFdEsk5NHUJVS1Qm4G4RtI74+qQv3ALHGc9zjvjTkoN99QbDZ6Wjt19vdFK3KnkU3akeVoo1HGIMwwYvrb92Mj757alWfplHHWRUkJZGlhkmyxyCVZAM/YfXptb1te3dlUkf7edopZY1+SpYhmorZ3LKI4lHeRiVx2HbTC6YC55KLrG8huoi3xWT7hjpKjcrXKqq56RI5KiWqpZJQqPIqZPIcjgj6ge+FB751KdPuG97Y6aWIbNa9090int6iSkiR5JYzSzRhDGWKsSzAgDPcDGSAQ2N12y2VtVS/wBl6iKrqaeP04YKCjmqqyaQORIaYB1VVH7zFSw4qSrR5JXEl18F72Z0ltXUezhrU5q4aWlb1qeWeKP0pg0gn4mMN9QUOo7kEfSpJ0+GYnPc8B8lEZM72ADYn5qefhKapqOjdqjm5epDcrvHLzwHDGtmbvg4B+rvjUpW+3XGEyGrcvyIILSFiDn21Wf4YetWzNhdPLhaN23C9tUG+VtRTvFY66pEsD8CsnqQxOn1Nz7cs5B1ItV8XPSuBWNJbt5XJx4jpNu1OWP5eoE7/rq/RVsDKZmd4BtzXW9IOj+JTYtUGngc5uc2IabG+u/tUqX6zw3rb13sdf6gprlbqmjmMUhR+EkTI3Fh3VsMcEdwcEa8q+uPRvdPRbdZ2/uSqpaqOp51NFVwyoTUwlsCR0B5RsfcN75wWAzq8N9+Lbb13tFfbrV0X6r1bVNLLBn+zqqn1oVGSJiQO/2/kdef8XSbqf2SLprugnOMLZ6j8WO/8H5a5/pPPBUxsbF2jrqOC9X/AAdw/EMFnnkrniKM5btda7jrYg30y8d7g+BTclLQwtB8yoDmN/TRuQb6WwcjwV5EfcciPY6JsMnJ084ejfVyrmaGn6Xbtkkj/Eq2SqJX9QE7aODoD1wlUsnR7ehVT9R/YdVgf+5rjBBMdmnyXukmK4dHcvnYP+po+aVugu6ZrPX3OwJPOtPexH81DGF4zRRRVBCuT3ADuh7Y7gZ1Lc09bTW+R7aKinliyWljchkwCSp9vbwftqKenmwN17V3c8O7duXKyz09Gan0a+lkppGjkWSNG4uASpIfv4yh+2pXvVLDFQ1VRHcIJxPByAZvqBblgHt3bsTjuPGmT9a17A8WsNPMrxTpWYZsWnkhcHB2U3BuD2G8Roq3Vm4660fEVNuC31NdBUSuzxvTf7cc6fiAnn6sOV1Kzb+6jVTNUHdO9IjIxYqY5QQc/l2/n7+dQ9uaIn4gLFBEhBmqrfCO/wCIsUH8s51Pdb0l3TLUvJSWagkibBVpm+s9hnP0n3z767SidJ1LcvILwjEsrcQma4cVYbe2zb5TWihezWC0Wu00zzfJRW8JFBGjUkuAY+ChSXHgDBY9g2VyQ6e2Kr2rc2prkkFXJL8vR1ZRGVOBpIGDdx4EvDOM4UtjsSdTdvHaG7KyOSfb94phIlM6r80Y1Kj0mQq0jZbvnufHceMd48qdo9TaWpq7pT7Moqqlq+RdBcYYjJ/qyRLKOeSo4gqAccfqJIHE66B0QGwKyGueHXukSOyVFt+ZrIZLQY3dzHBcHkjkpcOB6h4ry/iGCQpwf1Gm4bbZaF5t5VdZaUFrid6p1kljEJx9b8eIIXAP1kDP97v2l6faG9LksVRedpUAeW2qKqpmulLgzYIdTxZu7FQ4buMOBn6SNM/enwp3nqR09rLLJuSksNXco0V4fTFUYVEgfiWBQE4BAXBxzySM4MBEh4FPsG3Vfdt/HpbqXfldJBtSnntFJCZIXCsuXQkmQyYLKHJRQcMAPC/USJN+I7qJfOuHw1WzdlstNpttGl+gkeSG8PLPTOsU8ZWVXpkjVP3meayMpyMcs9mJ/wDgU7tsCpR2rZ37TpqGVXhqkvNHAxdVcfvuTrIzO7IyhU7du2cDTl6gdId9bb+Hndtz3vt2gpqmZ6KpnaK8CSaLhUQxofSVDG5w34/UU8cggeBHLJJKxwyEC25WhFBDAWvDwSCNBr43Vgqag3Ruvp/T7RsFqoKKh3VQU9RPcai71EtVAJEQioYIOQlkP1o7TcixAZSARqQNm7Or+nyVsQvMFxiu9cKqQyQSrLDIyqjyGaSWWWfkVj/2rlhnu5AA0g/D9erDL0O2W0DAhrFRLUAqxd5REqMWD/UclCF9sKAMAAB826vt3oSUtUZDKCyymUMzFCWI+o/URgn8s8gPfV/KeSzpQWyObyJRm6Sx21ZKmSTjTyJzndjj02GAJGP2IGCfAwPbw3qaOnO5Xm9JilRCiqCP3fIEnJX7sHJ7/wBwn37qtTclrGmtJcyLDEgaVicyK2exHkHt3JwPtnuFSaKlAqqoVldErQuhhJLGTjxAQ9gcNkMO/wCLByMEjUJjeTeyUEDdLBf9nyJHBHySrmbgvIDhIQzsc/Y4J7ZOT7g/T1o6YWyT5x3QLVvl5B27lQArflkLxJ9y/fLAaKU09LV24GauUzsOPII+UkVsHAx2AcdvvjyR30K3c1LSWurnuULUdHb4Xkq6mVl9NUVOTle+WHHv49/v20hjc0XITwM5DW6ko1fbhU08SfKCJgr4lMillUHwOxHc5H8jnGBo8Z6amBqppkjhhj5l2bAUfck9tQvRfFR0A/ZUNGd70Zp+JplBiZfURfoyEIDYIx24++Pvrap+KTolRzTWy670iKJJ6RJBR2UKp+ovxPIElSB9XJDnvlRV9Jh3zjzC2f8AZvGbhvokuv8A/G/6KZopEnqlaJw6iNAGByD2zkH+elsDksaD2OoO2N8RXSbcdcLba950dwq3cLGsTASSMxAA4fizllHjBJ7e6rIVt3a1NJcKerhqjOkj/LGZowpGM8cl/pK57qe/bl2BwJoXNkbdhv4arMqqSoopOqqY3MdycCD5GxQ31uFbRRV1alNLVrbonl+XhP11E5H0Qr7c2PBFz25Nons203O32Slsd0qY6i6zcqu8VUIwpmkYmQJ/EFLZRM9wiAZyo0jSUl7ludCJbiiU8VS1XKsrIC7BD6QIXsU585Mkgl4UAIBOnbZbvSwpJTemFKSPkiYSPIy4yzdhhiCuB9sYwANIyN5cXPBTS4BlgUfuaq9VRUUahUiBkKgYAx2UY/kddnjXgYz/ABHif+OiKV9O9xeeRZAGCrGWUqOwGe5wPxN99dZ7nFHAHEck2T6eYij4LZ+o4b6Vx/E2B3GcacGnU2UV9LLtRyL6bVLrhclz+igD/hprjM0scp/652nb9Rk//ENLlbUzz0VRS0lDOhb9wWKfTkkZ+oZHfke+fYaSlp5I52eSBgFURKpIDNg58HGO3budNexxIACcDxSiF9NY1PsvLTPqFE1UtH5FTOQ4/wDVr9Tf1wF/72mFeutm6B8Vli6IWmhtf7Aq7BJcbtLMjNVwSgVHEIySGMKeEHYqe0h8duL/ALpQ1duFZeQ9M3ylHI0BLsMMfqfl28fu4/8A3tMlje+Mlg7lLEQxwc8962tElVNMtSYoY0maWplcAlpY2YrAQfHeJIy3n8K9u+dMfr+sVVsqphV/4omIB5EYqIT7aXNoLfkp3tldTNNb4YYZKGqFSoEyMCFjKhVClEVFJDNy7HP1aR+rez9/X6zUUOzlqYJIbhE1RLSVUULpTjuxAkdQRkJkEkn3BGRqpJDK9hblKlic1jw66lXp+oisNLCM8UpKcDPn/Zgf8NbX6NY5J6qXIjTB+lSzHsOwA7k/kNcdrST2mgpqe8SzPUJRxJNKyFmeRFAbJXI5E5PYnPfGR31zudytldc3pxWFnp1Ezxem2VU9g2MeOx761ouy0ArMma57iQkL5mvqfqg29VqPZ6ho4x/gSSPzGdI2/K+SybZq6laqKlqphHSwTM30QSSsE9Y+5WMMZW/3Y2PbT1tkk91Es8dKEpBwelnEqstVCyI3qqPKrl+IB7njkdiCY768bT3dubbyWvbNlgr5UWaoWKSrigEk3FYfSYyMBweCorOR9uK+7DT3kG1lG1jtim90UtNvuVvptx0dFSwwG3xywempEsS1ixSw082fLxW+K1R57+CM5BxX3f3Qifrn8Ve/Ns0G4YbJ+zrbR3Fp56czK4FNSIVwGXH+0zn8jq6G1NvUu0Nt0O34l5GihHqtGrtG0rEtIUJz9JZmIXJ4ggdgBqCOnTh/jc6nF0aOOo2pEyeoCA6rHbwTj7Zz/TOsrE6aOp6qKQXBdr/SV6J0ExOpweSvraJ2WRkDi02B1zx30Isb6qHN1/AFvuzWSouW0d4Wzc1ZTcuVuigemnl4jJWLkSrvjvwJBIHYk4BrJX26sttRNR3GkmpqinkaGaGZCjxupwysp7ggggg69Lt+/FTPs3ft62BZul019O3BRCvrTuCnoxGamCOaM+m6s/EiUKGP4mVgM413+IPoNs/qnaLf1EtexJNwXYSUk8TUdwjt09xo2ZA0c8jgqwERyGOHULgMRhTkYj0Zjc0OozbuJ0+q9F6IfjfV0shh6RjrGHZ7QA5p7wLAjyI715ixVFRSSx1FLK8M8LK8ckbcWRgchgR4IPvqfujs/wATHxA3m8RW34jL/ZHt8ELztLf6unEoYsqhY4T9R+g5YgeRk5I0z/iB6Rbg6X73rEqdmvZbDWTt+yWiqmq6Z4wB9KVDKpZh5KsFcAjKjsSu/Dh1Nk6STXC7tty9XQ350oKQWy4R0rCSJHldWLqcnDKVxjupHfsNY2FQSsrvRHkga3tcbAr0zpzitFW9E3dIaVrHOytyFwY/Lmc0EcRcX113Csptnob8T23KaVF+LepqI6hMOLgktxCqhI+g1DPx+xK4z75wMIMnwz7z2v1X211d3j1QpNzXCbcdHTVRWhMEjOImKEkNgYWJBgD3GnDZPi0u9htFRcU6R3q4wwBvmlqN30870sMCKWlI9Piqsr+Ac5Q5CgrmU993ql3JZNjbgt8bRU943TaatEZQrhHo5ZAGx7gYz3OD212kuHQgBxucpBF3E6r5soemmLda+KPq2da1zXZYo2ktI1F2tvw5qLOs1igl69dNrnC8jVMteEnUsQoVHjZMDwD/ALQ9vsB27adlrp1+WsgZR9W+7wP0/eXHH+Q1y6rvb6fqL05ulyuVLTQ0t1qZZfmGCgp6K5k5HsFTAJJOByBOutm3DtmW0Wy4G+235a276vUlXMapOFOmLjKGds4Uem6Pk9uLK3gg61QOzovPZtHffcj1ho+Me30K5zuy+p/Lncjj/Af10X21RKLjtdUHZrnuHP8AKpm0cs9+29FS2uepu9FEts3reoKstOuIXZrgyKxz2LLLEQPf1ExnkMldq32xU022Zqi5U6ob9f6VSG5epLLWSiNFx+JmZ1UAZPI4xkEaSyiBuUa2/SI8+ziB+L58ZP5K2R/4+2s7LpZFm2TIhAf5evDHGc917Y/l/hotty/2GOn2NcWusMkMtZcaVGj/AHnqTNJJEFQLkufUDJ9OcFWBxxOuFm3HtqutWzxJXRlZzcaONFjdmkqBN6XFVC5fEkTglQQPTck4ViFc26VpyoztyhBl2UBHxV6a49vsOUeP89RV14hY/DxWOka5FHcFH5hatASP5DUm7b3dtenj2Iy15ZZHuVvjEcEjF6k1Ai4KAuWxIjqSMheDkkBSRFnXDcdgufw/AwXRIYqlbnRRyzRSIkkq1iqwU8ct9aOpKg44n7abbTRHGyqTf0KR7vyJADQ2nH7vPtBn9TpGvEalN4YQ/VtShb6hjtxoj/PT43LtiT9m7ruHzNC8MJpLZORMS0U0XphgV/EVPBuLKGB4kDv20m3HaKS0m77nHc7a9KLFQW6fi78ozwpsSFWUFkIgkIK5PbuFLKGRw2TWOsPvuTT3GGW9zMCvfp7GT9X2tsP/AMtOXoxaRfbzsCzu6qt0o66i+rxmWurU/p9WsXvY0dVU3Crhv1BIabZVLSlGhmRpIJaSFVnTmihkGUyPxD1F+nzhx9FqGzbdv2wbxNuBWpLLQy3GRzSSxs8Yr52kTBHZ4+T5BOD6TlSRxyjhcH75KQEWF/vdWR6/3X0N3XemZgfXuNfUsc98paregz+nrE/z1SDqmvr9TL3OwHdqUAcfYU8YHb9NW162XSO99UbvQBJKWopKGtrpqOpHCaP5ijt8QBH4Ww1M6niT4B8EHVXOpFNJNvy8zl42xJRq+GClf9XTHbz4XuR2Hv8AnTpWFsAzcbKSdwdLpw+qabrTIh+nwCO8Df8ALUifDJb46jqYq/LK6CjqmBwQAyoCD/8Acj9G0yFuFBJJ8rBc+chPAKs+ATnGAcYzqYfhHslTWdSLjVrIvCktFQ0oduTYZokAH/eYf46sFoQbtGqtV8XNXJt7orWLT07f+Va2CgdgvYAq8mD/APadUatHTj+2+17jbnmaKOmkirpHVeWFRuJGCcHJkA79s69P+pljsW5dqVG19xUEdbbq9FMsUnbtkYKkd1YFchgcggH21Vnc3Qan2n073rBsa7Xusr6qGnltpSmimlpRHOCwcZX1UIZuZABCqpALDJwcWo6qomBpnAG2l+BG3suuwwLEKSkpSypaSCdbcQbX9yrVaqPYO1KeTae4NsUU1DU1cdwkuFXUsk9PIoIAQpgAEHBXBBJ/IHVz/hiqaa/1d/q7XTLBaloLaIqdY8LG5+YHkgMG9NY8qScduy57+d++T1P2nfTtvc9hlpLsjLUR1UDOYKuJ1IDo3HLo2SPPYgqQCCB6E/A7tw7I+GqbdMqftK5T3WapvUEMyCSgP7tYYSHK8QITFLgdh65P5aqYThtcyqbNVS6i926EG437uavY9ilBPROgpId7Wda1tdu/klf4ttm3jcnRustO37TPXVklxoPThgQscesuScDso8knsBqv3wDbNuG2viV33Q8FkprTZLnQJUFAn1xXOniP09wMiMtjv2I7nzqwW/8ArruWls7ybHtNurK/hDGkN5gqYUilZkyzpgRsT6lMeIdT9ZAxns3fhQSrqN97t3NedvR22pu9Ga0zRMXEwqZ6edRxKjiuHT7gAnJGM66bEYpIqVzm7cfBcZRdWH5X78PFQj1a6ep1U+ODe9hq45hTi107Qywj60nW1U4iIHgn1eC8T2I5ZwcEHY+hN86H1c18qrvR3q2XSGWki+XDxzBlRpQXjOVA4o47O3f+oHWnZNv351p3Yu4GWSD9o+gtNBIxJdIaaOOWQK2S+Z+2QOPEYAPItINZcIqna9JaYKqUxQ+mYaZzOyovOrxx9TsB6csQGO+MfliWCBxo2kHWwsoal7OtOmnH5qsdz6Wb66ax3+1b42vV2iae1sYvWAZJSlfAGCupKsVOAQDkEj7jTW9D/wDEa+KAe9dQN4/3Kr/nqydp35FuS3363buqqSu2zVXKvqp6SSqEcZV6hwJ1IACtmXDPxxEViby7col3l07falqvlBRSrUUFVLSVNFVMnoFoF9cN6yNgxSpn95G4DIfIAIzMY8uyru0PZTIWNI9g0Mec8bxVHPLj5pqX/lrluynRtvbX4seRpJ0H15z/AK3Mf+OnJS7fZdj0crVtGaf9pzH1zl1BMEIwV4lwcqe3Hxg+CDrfd+2bklHtqzQiOOpSN0V41V0Z5J2aPgUzzDBgwKZBBBGQc6jDdNE1p4lXX+Em3rUdKqBiMEU1IO479oVH/DRbeW+rR0xobZS1a0tENy/Mw/MxxcSyKyxuJG7AkHiQx74J8kd290t6m/8ARF07p9mQw0VVuD0olCSSlqcYXAww7HIJI7gYHv41BfVTd+8d0X6ltNfX0ElPTzM1DBM0isjyuvMAqpCAv/ewM+SO+rgw+p6rrYwL8AeO1/inU1RT9aGTus3mNeGnvU37a6q7d3Ot12BabnUVc1PZp3rMwZjWSCByyBm+nj2VewY/mPIhj4lOs++9x9Zd39KaUVdvs9kt1zgWiRmUVMqUjvHPIB2cs3GRM5AV1x3ySg7Xr73aN/VsVqrbcpmq6mlqIlWYyvSu5WUAlQh+gnkATgEkdgSJzh6WW3f1rt3Wvr7vyDbUt9pKqhp47fRmW63sNEIFlip1Qn1Fj4jkiSBkWNmUAczTmjnpoTUVNhqLC+tu5Xx6NNUCGlJIy6m2xH1VLNp2yXedPuCx0lZWfPpbY6iSoqqjAOaqBGUk+AxkwO/clR3Plr3HalZQXqFLdHPT1VGyiSQqAAygFmB8EZyP/rr0O6i9KehfTm02npHsqwXO0bn3ZDFXzbgujLVVA+Unjn+XqZUPpRhvSYt6eI8oWPLCsa+XXaN7tt8gkse1zuS6mqQJRSA/LIeXZqk+eA8snYY8sPBwpMZnYRFHaxW9Bg9K9jppXHQ+7hcK2fwzbVkTpvtirFBTU8UtjiUpBju5mmkDFfOWSRWJ/vFvtqGfjG6dbql3yNwRbTu8lohoYxJcBRSmmQ8RkGUDgPt3Opk2pd94f2Vtu16CwHZhs8dOkdypayOvTKLwEKRTQfUTkYzk9h399OOfqR1Lt9xotoVl0tl5rLvJOkNVFF6MtJHEFDyS+meDYZ1GFRSCD5xgMjxcsAuLqjJhIe4lptdefV5tsU1LaSFLcaKJc59g7HGut8taSVkTGLJ+Vpl+3iFRq2XVb4cbC1DSbg2RLDcKaFG+aNvgQQwheOUVRIVUd888kAk8sAAGHajp/V3aVq2nLrG0MgidolSMtDHycMS30YRWPg4Kke2tqCpinF9lg1ET4HZXKN73NTW3qNTj5Z5qmtvYEKITk/vQWbz4Udzp77c6M7q2huWDd1+paGOlnKjjTTSSyqZVYIWBQL5YAkHtnwQCQubJ2Vbr91FFbeoataenFxm+YgjOYjHTyS4B/vMYwgAHIllAPfGp1qehHRyi2Bb952OovdDdLZQtXrLJc2dJ5Z0EhiqVKhT3OAq44lgDnOS2d72yBrSNx7VepooHwOdICXEG1uHJMrrRt6Ct6tQQGnWQnaNGoVwCG51EikHP3HbUtVdHQbb2nsN6qWGihh+WWRi2FRBROpA+/cgAeScAZJGmP1SWefqPT3Sf0VmqrNbIKSNVOY4jNJx9Xuw7nJyAAOQU+BnXeu46xN07esNHdxea6MUjLSNP6MSMxCogAHBBhu5b6mAB5BSOOS+ZzKt4AuCLAd9gVZrHxihiY3fcnhxFvvRHerO6d0ioWn2jTy2WrNFLwZ3i+aip3KsaioRgRSRfu8gsfUwGDCA/UsXSWyl2nbqC63/dkKXKaNvSu90Z5KlfUYJM0YlYNzYrgtJxEa5LFEHBnV1HvjUVxS1WsrX3f1JGuxVOBdZCHGQ6kYBiVljILFChYKX4xk9vdMb9uq80lFDQGuud2c3SK6XmP5n9n03JUNVFFJmObAEaQsyujHg4BBLRWpGySPsOSyCdQmlaNx7go7FFLbpLnTUtdRpUSLVIIpZaf1D6E0kxBWJCHURAgqGK+hE8n0iQ9/Xul3R8J0dDbVRa20XRZ0hoF9GGNWSZgUZjiOEcZizNgIiEuFUHG9z2BNd76dm7fFZUbXtFUKu/3K5GdzUVcbOJp6mQYkqJWcSxmJccmLqCuEdOe45bjtrptvC37Usb1k9HDDDDSBuTQIscwMhNPxRGjRmbEeEQqVTKhczRQFudx2y/T3JzTle3x+Snj4e67j0AsFdM8dPDDb66V3MkSRJ6dRJgtI2VUYQ/V+EDJPYaVIuv3S1qhUk6n7HjVSxXlu+3lThCVyqksFJ9x3A748gNHpNtZ97/AAux7Nar+QqL/Yr/AGtaiRS7QGaaojDlQfq48skA6cdx251smuMdX+1LBSx06VUUsEMV0kppxLEsX1IqhJOPHPId8nyNS0v8hh7gtzGcv8Qn1/W74rVuu/TSb1Yqjqvs6NUjkEJTeNCqclGUyEb6SxyCcEqPv3wXj64dNZ8PU9R9mx8nwwp9z0r+cEgAfiwewA7nI++uyWTrNS3ua/w7gsEavzl+UkttzmjXkqLlULDj2jBwoAJLHGSdNip6Y9TJnudZUb2tMcVyrqO4TxrYroDGaeOlUCOT1w6ZWjBLZ5DmxByNT6LO7NtT9+SX6zrfsWNWkt+/9pSgxBpGO5ELA5+vHBCe3f6u3jx30qWTqlty73y30E+5bVGayYxRxJWVJDysh9ONXMaxszkE8CfzGT21t/ZfqyscZG79h08ZTKiSwVhA5cmOQa5cklyTnSSOkm4rzuKhum6uoe2qpaW9Ut+eG32SeCaWWBvoVXkrpVVSzYJ9Mt9bAEctA0KTs2sD9+SYvxAW6nqN00lw9YeodtxOzAeqZQlROAvMkEDMvLl3/DjHfIhG5TKsSfu1WNSvJEBOV7Z8nucZ1OXX6oK7roUq2kJfa/1AqAxb5tx48e+oWvtEYIo0miLeAyjsTgjIz7a4DpIAa5oHLXzXqvRwf/bml3d5Wt8kNifCHbep15sfWK8dV7lbqyhr0f8AZYsS1KhaWf6VExqUxkKP4O2ffGrZts7boOI7tXqo8A26M/4+rpi9Cak/2Dp8/SRVVIK4/AfUJx/iP66koVK4867XDKWM0cZ5gLzrFGg10rjvmKdSPJJKKiTlJQIAVJbP1A5DHtkoOxBJ7HvjHFgqJKAMkjiBnORgD76LwqHUsileRyTg9z4/5aTXWSeoR6aP1LcqsZVUkiV8jBUeCoGc4/ESCPs2/ssi3Bd5AvqrcIExSxq7+h49Rj39UZ7AjBwO2eRYn8JB5J6QxvM0iIkYPNm+nhjznPjH5+NF3cVcZKyZVm7nPcYOTn+fYg6JSwS1ckVVTtiOFw6hsgTYBxn/AHQTlSc4YBhgfibxQBZG3jFXLFVoUiaA8olZe7ZUg88jIHnAGCCMnP4dMf4gaVL90V3rbEQCo/Y883pMe5MWJRg+CMoO/wCffGnxFVxgsXxEUBYh8Dio8nPgj8xnTd39an3HsjcFEyyJHPaauOCPOC7NA6hmB8fiwBjwc+ccWTNDo3DuKVvZIcExvhYCydBtn1xmiq5bfHWQYiPPKfNyq4H+8AqgH3CgDs2dS3XtHNSpVUM8iyABo3iwxZeQLrg5ByAR4zn7ar18Dd7iqOibUssjpHQXqqpoxKQQMxxSlOQ7E/vSR4JGTjzh8b1+IfZfTe7T0T2xq2p8TMCWEbDyBGRgZ9z5Jxk9gBnV+LU+F0zJ5zo61vJX3Uj6uqe2PndSjI9PAq1tMxkjVOUmD/tIz9XLJ8nOSMnvlvc51p81HNVU9UYlVPrjVnGHVnCEd/4QeGCD3zxHkACC4vjf2xIixUy0EUXccKjKAD9ANL9h+KrYG4nNDdKa1QxSeWhmGSfbv9JB8axY+mFG49ppA5qc4LUDXQqTql3o6zMJAiqWAcNkiM4P1jt74C4JAzjHfIZrdWqv9n9Ndz11OeUr2OuikjzlnUwSYP6hmP8A7TeTjDhsF62/ua3TGyV5q4YJFglkLAyJKERxzPs4V0b+YONMjrZc56HpLvO4/LQSSUFtlikLj6JGKjAwDnH1DIJGCcDl310UszJqN0zT2S0m/dZRYdA/+IQw27Wdot33C82qUNt2jalSVxeqo84ECjlQkHPLOMrM/HiApBXHf6scEiy0cl4q1tYORMeRkJwlOFBJkYnsqBQWYnACrn+EaFXTXC63cSUgknnuEpljEa/UzMSSMDABBBz48fbGjt7rUoImorZLAwqkCXCop/wzTKctGrY7xg8GwPpZsN3Aj4+WvOpJGgX3LYjstsXya34NI99hy3JBvuSlzYd3ek3/ALWsVki+Wg/bdEJHftJUSeugDSEDsAe4UZC/7xBY+mFuusd9qK2gCKWSSORopSCVlQq6qw/JgpyMjwQe668zejdG196m7VpwwSWmu1HM0rKSPTSaPAOBnIOACe3cA+Br0qt4httymuE0irHKwExJACHGA5z4GPpJ/JfGCT3PRW5p3O4E/JfO/wCNvVtr6WNvrBrs3fcjW/f7tk5akJWRx1iLJHMhwgXHqYyPUQd8eBgj74xggEZrJqO2xC6IYfRkCK6swRfsHyc4KjPI4/CMduONaQRJDcjXOMfNqsWD24suSuR5+oE+fHAD30VvdKlVBV0fqPxYxzrCiBlZxIrcsEjIz+NcgcTyPdtdIRYrxFL1BUQzwRTLGY/UjVyp8jIzg/no0WjwO+m5tyvFbZLbVIxYzwxh2JGeeO/jyOxOR2IIIJzpaIyAeX599JshGw8QHHlnSdf71T2C0VN1mCFadOWGk4A98fiwfv2ABJPYAkgHrHISvYY/TSF8jS366VFXWWmkaliHoxSPGC9V45F8jPAFQFXOGxyxgodBKFV/pVdavdPx37t3IJrZJ8vtuOH5enq2mjhgKUwEiScF5MzqDwKr9MjHuArPa2/wxXOCGhnedI5KiNmMEhjYhDzxkd8Hjgj3BI99VP8Ahau9rvnxSdZbqaSnqa2tnlNPW08odY6eOpAaIgdl5coST/FJHNg9iBZ3eTw+hToZljqVPrwPnDxgMkbup7ccesFJ+z499Qw6RAj71U0oJcL8gjuzqagt22LVbLfKj0tFRQUkPFyy8Y0Cdie+Pp/x040kx3D402du26azWqjts9S9TLTxKjzv5lb+Ju3bucn/AJnuVtSSQO/fUoBOqhRr1CD37/fWnAvMJCFUL4A78h9zkdj+h1q2XXIcAj3xrEX1KH44H5jQQhGPUI8Aa0ILNyYL7+2tC6ggFu51oJABxLHP5++gBCxULlgwJwMgqMYP+Gq97NuNLUfG7vaGkp0imotlLTyGOMc3fNFIGJ/iPGRVH5KB4xqwUr57edVk2LIV+PHqJExJ9XaqIMHGT8tbm8/qDrMxM5TD/n+RXYdFIxJDiJPCnef+9icnVL4bd7XvqJeeoeyuvlw2Y25WozPTU1Iqyq8FLFDhZxUxPwYRozIBgkLyDcUxK3QHbm4unmxE2LundtPuasoqiWelrVpo4G+WmcuEZFlkH0u0gGCAFMagALp7TyMI4ERn5FlUgFu5Kr9mH/HRWJ3M6zRfMrKoMfLBbA+4yzDP1Z1JmI0C5MAEamy03ptfaF8ssln3rQ0FRQXL929LVcCKhh3AVG/iBwQR3XsQR51VOp+CXco3ILp0v6z2/bNBSVMlTbKKC3/Ny0nIEcmnMqmSQBhhyMjEeDyUNq1cNP6UrVDR1LzcctLK0ruQMlQWJzjuSAe2MY7aPU7SrKSJCDxLESM+Pzxk48YP6H89RiJmcSZe0OPFW21tTHTupWSnq3EEtucpI2JG1+9VPrfgd6g1tC1vTrXb6b5qhahr6gbdMk1Ujyc5AZGqOSRkLEPSVhGvp5RVLOWljqFZP7L7Y6e7YoKieeOz7rslFHLIBl44qSVWYgeMqrE/n+WpjjlkJHOaIqSR2+/fGPv4P9NRX1taOL+y0gdVf+3VqDkA5y1PMgB7+4Kj9CPtomJyp2Gk+lsHj8CoH+MWqqhRbZWmSN2lnr2VXj5BjGtP9J9+J5DI9wPy1GXS+478u/VTb+ztzVpu+35L9SXP5lwyySVfzPKVnGfMjOzs3djwRS30ACR/i2t11vb7YstjjV69/wBsy0oYZy6UsbKCD28/ftqC/h7huVL1t2Fca+eeSGspIZkiNIYQzx+l9SsSIyWdJE4EqyFMMFBUtIDJnGXZUHGENdnHa4K21Zs6kkbZ8+ayb1eoNxWdpKuRvphrqv02GWwr4hTLKAxKKSSVBA2/sKzx3PYsIFXIr7m3MztLWSu4Eb1UcYDMxZSFVTlSCXLOSXZmPK274pridqUaUMqVY3neK+CH5inf1YxJUyModXZFAapWPmWCFgSrMO4G29+UVyrtkV9to0q5ae5bnuUVPTVcLiVJJakwgylhEnqfXxLMBhGJIwcTKke5KO2Ns22jvXS8UiyiJLruGY+pM8vFzDIgI5E8eyknGMsXc5dmY6bT2ZZrZuTprU2mg+XFY18nnmTu8k3y4RJCx8uE7Z/L76JW3flAsXTy5QQoksM24bhDDU1EcAmiBnSKRnyyxxStz4yMO4RjjtjRXanUe2VVz2G9HBTGtstHf6lqd6qOIGNjIlOXkPaESei7fWAVC5I7Y0XKCOa7bHtm3afdvTulp0jFVT1l7lqpGfLu7UwSIknyfTCgfYcfBPeNPiD2rZbV0WtTUNFGrSS36eeVu8tRKgWON3cnk5SONEBJOFVRntp+bT3VQPuLbd4SJKatt1Fdq0w11SIoDHxngp2klVWMSyrGXwVLBe/E+CxOrd1rd49J7bbIaCRqqmo7/WSxxoWEMUlS4hR2P/WtFC7mMhWBKgjJGYxoFId7qtlb6q0e5VlmlqIjR0ZxLKGZcgFAAT4UOwA8DOiCLWNDuuKWvq5BT7XpDCJnJ4AwxEcMknCl2PbAH+OnRX2GgqVuppbxEqV1rWWnapiWNG9FyqqsnMiQuISADgiTMeOQ7l/2LQVN1rTRXARm97aWKmepWNIZAiJFB9RbAZzEFKuqcGIzkEHQTc2Ufqi6aN/vl4rNwz3O4XCtrpB0+jqCamZpCXMNOzfiz5kLOfuxYnuxytdLK6qr7Vs2W/3arlporXcWk+YkkmKr69QjcV7kkRxp2HfhEMfhA0KnbVGblRM18+SNfs97cZK8xQwRA0sPAyuX/dlW5lw4AVAknLi/Z29Itm2yr2vt7dlgeeSaxUbxU0MtXHK7vUS1PqJIqICV5KcN2C+myHkSCU0G+n+oT9x996dm57zZt99R77vnYFbFV7Re1TSQNHySISPiFgsbgFSWhbtxGAh8Y1XbqlZbjf8AdV0ttuqVpaiqno0jdyQGYwoOJYeAT2z4Bxkgd9Wu2n043B0z6FJ07juEV3kgu9VHJDS05PKreNH9JQPqeQPO8RB5d07BSzAyX08+Dylv247Du3qBBbfkrNbHWppY2LSVVxMskiRzcVCvHFG6ljk82HDLxgDTWstEGxngpS28gdbx81VHp90t6m7ojqH2d0kir4IqD5CasV4aZ6qBf3MscX0cmYcSPTBZwUIxyGNLHw1Wi8bS643TbUtMUkpIrha68GMrwMWcqQfBEkK9vy1Iuxet237LfKLp1vmwG07mss4s9dboLXLMAIsJI8ZQEGn4IXIIyVHbn9PJQ2d0X6jdP+vdZvDcFP8Ateybhlr6iC+0Z5003rxNMjsAT6PIkqEbtyDBWYAMZXUsUDGuY/MTv3FVpMSqat72Tw5Gs9XmRz8Dz2VmupEc0UNG0fcTQ+kMeMg58/z0j7It5IqKmZCxkBTjgr2BBwR7H6e/599P2+2uC5W6mWdc8MYz9yO/+f8AhpMsVEYwBg9yT/LGNRCP8zMVpskzQhqZnXn4d7H1Z2bLQ0kMNPe6Jnq7RVlQTHOe5jbP/VyEYPsuEbB4AFX+FvbNkPRK3UUME9JPepayGup5kZHykzQyIwJ5ZCxhD4I8LxAUCS6eQSQIrdsgKPyYDt/l/jrexUlLbHNVDAKeOaWaYpEAqCRpXkkYqMd2d2cnuSWJOnGGPrOt42snekydT1F9L3US9eulVo2FQLve2PNJbZrjRpXxSyEmB3qKCOMhgQXUCmVcNyIZxjtnFeOj3Xrol0pSvffV8Nlkr7fbnpY3t1Q4kHydNI7D04MDEnjPfPjxq7O9qA9RtmX7b892K2u5UktKvpRo0sMnhZVYfxLIvIZ9wNed24vgT3p1CgrZoN2WWhqLVV1NtZahXQSRI3GB1WNXKAwCHKuSwPIMcjRUyMNK5sxsNFXiP5oy7qyvRjbvS7rpZ77v+CequUU+5pfQqI5OCGOIpJBxBX1IwRw5rlclACMAaROtnS3YHTjatsuG1rRPSTfMLRvJJUSSZhWmwFw5Pf8AcR9wPIY++om2Vf8AePw8bXm6PUFPBdFprlSVMlwo7hHTmKWP5fIQTxuCvNg/gHKgYHfRnfvxL3bq3S0+2LpsygsaUjCuWWC6/MciUljCcAi478+/3GPfVlgyQtINxb5CyqysLySeKrdtncU6yXtItwyU8FvpZKWclQIklilij9SRVGMMgwzfxxkg5YMTIVou1FvSyLtHqH83brbEppxV0cZNT6zEpCZkH45IpsBsnk4bm2PUzpm2XbFtgqL9C9TG1TdVMsc0dTGseGeMKpc9kzxBLNjgfIB7jW0VF1pkuFott7MEoMcVEjTrJEkLsY0SVu8ZEgjWIk+U4cyDkhgfzU2hujF6tN1sFge1T3iOoT5wJHU0lQ0tPVUr08ZieNsd0KjtkAjJUhSCo1utwhtO0LbfZp1kqLatTHRMSSY5WkGGOfGEMhH5kEeNP2vuNVW7OpWu4t8UltCGEI1LjjNEj/VzjUO/OVmP0oW+thgN2a112JdN+bJNdTXa3W+OmkaSUmUQo6EkMEIATIKDAPYlj9salppYKeZsk/qDj7NPeojTzT/lU9y48Ejy7xLW+2T3y8FZ62ijqvllZ2keoIw8nEZxniuW8+PORkhvq7mlvCGC4ZdUCtNTzHDrIg5DIPcHJz7HkdN/cVns1kpqKO2V0UdTS2uCmkkqrhT/ALkCSXmoiKq84BLBZIl7lcBBkY3u1gW9XWG7tMz0sdvpXrKM1SwSqzxq4ZC2TJlWAAXLclPJePEt0lPXNnyFouLH5LKlo3RXDjYp02iuiqurklFWy1jrBX1UcXpL6rx+kXZFCk9owV+rH4V5EAnsbidPNi2zp5u+xQ73elrL5ZLSk1ZcXqjJS0lIs1RNHDHyXsF9ZASPJOFGAMsvoH0YttPZuqnWOa1iSaWG62m1zMWMYU82q5VDKMOADApXKnLjxkmVN42XbMW4Ubc25zDX0k4ht1NHykarNOivLKYk8hSkbKTkcgwGSca5DpTVioYxg0AsPILo+j9P1LnvOtwfiE5dy3WyVpO40tVUnqRVDQy1iKrVEhKcURCOQB5e+MLnTV2ttS3bboamWqMSyKfUqJ5CqLkqHZyewAGT9gAOwAGuDz11Y8dshq6que1xxLC9SxMk7SKZZiSSfq4yIh745x49saxX7lrLLtWa5T22quMk1Y6PFSwHgqfhRnZvCBmTz5HbGAccS1ofJqdl05ORlhuUtXm4WrbVFLuW8KZUoo2kgjU9ywH0rGv3Jx31AF53ldNxbpobhQwQijp6JHmpkGFZ2nkJVh7jkoOD5I/Ls6t57ttkrww3S0sUp4llZ2jRY4cluKkM2S30N4BGAe+oGtkNzeuppLFeK2CrhJLyx0uS0OPqiZCGDjKggDljPb76iF5bNbxVkZYmF71crYu7pL4stHXSrTWl4UjNPCVMSwgI75JBZywDDv8ASBjC5xhxz9KE4G7dP1Zvm6xq8UFayDjO0vqBYnb6eIOFGcsmFbJI7Vh2n1NuG3I66We2vHHAGmhaWglZEn45HMgEqCSpIOB35ZXOGk/YvUHalBtOj3Xuu8mjqbgiituF5kSnkqKgAF1aV2HPi2VCLkAjC+O1/q6ih7MzfvxWS4UuKi8Trn3+SL7R6RR2jpe28qbcFfTbrrqWeps0CW+T0aWOKZvVWaZx6KNIkcsXF2C4lP4iciOKjdPVLfWz7ud4SUtk2pZ6ZYKaK30ckkt2qY3QRLIWZuEcYKSu30JzESkkuo1ZPpz8Re0d93Ku6d7Jq6qW6vTTVNPUSxotM0iRHKkSkyccAMSiE4Q/c51rNr22p+GSeWroIoDW7UguNTKAi+qyQCdVUqASC6gty9i3ck512VC2LEI2TN0sTcb6+Wi5+rMuGOfTvbcm1id7fNHutfRWd61OpG1Ly0sk0Nns8dBNEY5kYVoEbLywCzPOi8XC4498k4FSLnd6m19RKm5Wa1yV1TbJ44aaAQfMPVVmQVHpkZlcuy/SAc8lXGDjV0OrV+viUtqslLV86ie421/3hQRyGGsgxJ+FmBMkkWVP0gL7+GjPc/R6sl6nf9IE9J8xTXWriWGiqGVUlrphI0pkMeR6ZkiDvlT9Eh+k8SDm4pgrhNHUxc+14EWv7LKsKt1Q1rHH1Rp9+1RN092BDVbpFTvg1N4jhJr7osWKlrlXY5CjjfPGRmaZVPHIYOxDFZUk1MO6blctj7wqqytqT/aa/bYB/wBXYSf629UQsNMGUmRkVRHGoQlyoYoxZ8uS3beqbXvDa9utQE1tpTXSPLLxMtZVvDl5lwgVeRKuP4WVlxhcablTSbh3t1cobsKxac19G/yxp43EkFoST/aCbH7ozgy4cAOomhxwZsqRRGCLKPWIS2tqVG+29sbhvtBNs621NdFa6aqp6etWnlj9eurIXkCU8YIfAUpIMFmihjp8yc/TMRTd6WePam0+oFFdKyzpHb6SqpIlq+dTFJIIMxiFZGZ2fkUSMsSVZ0Y8sEGb62roOlN1u1X6dFFHRWihprPRRySBKaAGctyb8TRIsHqSdsgKFQFvTVoiubX2htPUO5bis12FbX7audRLBIifMR/MURUSyKPphwknN0yfTAZfqKd7MMbWAtvc2S3s5t+anX4XVD9FtqIQjgRXKM805L/55MCCftjOR9s/bUkVdrtkte1ZJFH6xk5PIVXsM+ThgTj7/l+Wow+GSFJOiG24HyUkW7AqGGShrJs4U9m7fft/XUgXeWkSepY1dFGyysXj503Nu2MHmhx7DuSTnudQUwPUstyC6DGnAYnUXH63fEpQaGnDIZKCkDovBmNOpIABAGefftkY+2fGu/ORPpSjQRnIUCnHYYIH8Xcfy8Z++m4sluMKmvktpZhmUO1GcKpB7/SAMAFc+BgDt51wcWQYRhZvpVuCt8j5wwx3IHL7H2z584mynms3O3+6narS+shSi+glSG+XYkL7jsc/bXH1q2SRAifTkE5hdffv57Z86QobVDXGSKlo6EqjhC8cFOVRicMBxfIHdiQe5GfJJyp0FBJTpBHJR1cPpScwkbxxxglj5VXPt3I7gj88AGXvRnA2CrN8TNT+y9z7adI1aI2qGncKCVAkrSg7ecZYf8O4yIvu1xlqakVdwpwyOGX01Zo41BX6SCfYfS3fz41NXxJW6lW5WW817B1FAtLwcOeRWcnJ4nj5OQTnx+uoTv5lntizFMpOjccAAZOOQAHb8tee44b4g72fD916pgDg/Doh/ht7ypp6EViV+y5WTgBFcJowEGBjCn/Ig/z1JHBvvqJfhtqF/sfXQsgDJcn8DuQYo/8AljUwpJAUBZGU/Zsg69Awgg0MXgvP8X7NdKDzStcd47NptwUu2kukdO8wdjA8gAYLjsMDHH7r2ByBnvhl61Xyz32AmzXGCpUHDLGwJGM9+Pn2P5arBFtPbt03FW3uv6q30MjywwxyUlPHzTPYoVZuSk5HIqDkEEA677eounNtuciWLqlc6KaCQyOfVSRnYkA8gUCnuM4wGHjl3OsSDGq2IASAO9uqtSYZSyC7SR7FZSugFUwMHFEhb94W8TY5Dgcfwgk5PfBwMEFhoxFVLwMlRimZO3F3Ufn2Oe/nUGXfqr1HpRCvTuS6brgaNfXkoKCSc0z47xOEL8G8EZxkA4H0kljV4+JbqY0k9uslxtwjVFZa1VolYFvqwz4LHt/CDjiAfOtBuOTSnLHAb+5VDhMbBmdKLe/yVmbhdLTVR8qu400VLA6v6oZXAdWBXuOQABA/M9/AzyEG59u3KKSnN3oXDqQzLL9Lhu2e/wD8x+Z1W+3fDX1c3By/tb1Oj2/JKgjjFJG9e0wYEMHLGJVYdgApPv7KNJNf8H/VgyQybd63UdVFTgxRTVVBJSO0ZcuwLxvIXXljAPbHtjBMrKjFXjOYgBy4/FRPhw9vY6wk8wNE9/hM2LufYuzb9snddPHSTftlrlTIk8cyyco4lBDRuQwUwIx7+4H3zRL4oepW7d0fELvL5G/3G1UlHdHtwp6aoKKhpwIGbKgZ5GMuSe/1HUw9OYOrW5eoO99t2SphqazYdV8rdUkq2jWpYNNGZYjxyy8ojnIU4cHHnjDPxG9FepvTveVv6i7utMMNHvSeSflTziaNahQGdWIJK81IccsZPqAD6Tpkckk0YZPF2WjQnXbTkUTRs60PY/V1h+6jeq2olZOsl2qrhUVU+JUM7OHeM+H+rBIPc5HbS9cNkbT2XR09bWXCvpLgzhkNFI7SLnwRk47e/wDlozU2ey1d1/aBu8BuM49SKLmRNTPgAsy/xI2cE4xnwc6dln6q7EqqOa3bikpoaygB9SnbDK8qnAZCRhhnvjOfvrJlqZJADG024gLqIsNp6UubKRc7E+/2r0G+FCnlh6FbWlkuNdUz1pqTW1VZSCGeZxNKsbv929NI4/UOSVSMdsLhS+Jakq26MbvpaGHmKugRSoKpwcSoC7McdigwWJAHBfbuGp8G+7btvTpGbndUWlt5rZKe3QrG4MYjOXlEpAUhnYFQowrKwBY8grt6+1M0/RHeNdJx/d22aPgpI5BZArE/bOCOIzjuMnzrqZbuoHXFuwfgsOgBhx6HqiCRKy39QIXmxUVNLRWyWyWmveWonxJVTxMRFIQP9jGOxKjyWP4mUADCqW47dt4uErU1Y4goMepUVDeIFHbkM+TkgBf4iQOxKkaUtjrJpFrYJFp7csgVrhLkRREAHDEAnmB/AMsfYHIzm+3GOrZIrSjQ204Kx8QrSSqMNJIBkFySWxkhQ3Few15e427T+HBfarLEmGE3c/Uu5H622HC3K13N0wu70/U3aVvtVOlJB+3qEukp5tK/roAZWGCQPIUYA84yST6XWsxXGWqijEkbqwjlJXvG+AwAz2OMqc+Pt+Xml0roErN6bWvdYZIEp75Qw81Xl8xIJYwvHuO65UsR4BUnucN6W0Uy26ukrJXb0pOKShV/DJnCnAHflnif0Qa7jooCad4O19PIL53/ABr6r06myesGuDvG448Uv+rHW0zUTcUqSuGjHcxnthgPOAcEH7Y/LXKaKKS2KIllgkjYQFwx5RO2FYsfJ/F58nKtkZDDqw+WqFuMiKokAimJ7lFBJjz7YBZ//bJ8DW9XBFNcF9YFo5IzA7KezOM4U98k4JwfYggHLdumcvEUnWCjqqWprI5SECTIw4NmPPoRrhQe4wqg/Yc8ZOCdLzt4zIAe/wDP9NJ6Q1VS8k0UsQqISIFkx2lUd/rA++e328jAYro7BFJ6Uck/H1SoLhMlQcZOCQDjP5ajQi9Yao0dSlKD6npOECSEPnHYgjwfzB7aalz3RbqPYddTW2VKK50dtamSglq8VFHL6YVVkaNiylS8ZMikjBDKxGGL0mSIAytgHHc4wTqIPidrqS3dM7/WVEVBMLZY7jWSGoZWaNmp3hgCq3uZpUI/OI47gabI7KwlK3dQX8BNdebTtWW83ClL22+3G/1s8pAUxemtsX1CzH94GPqLgD6ShPflqzvUiL9uU9Pty3u0dZXA1KzphGVICJkIc/8ArY4h27gNntqKvg5iitfR7pdZ3pHE9ZYr7cXfiGHE3GIpzPtySdcAj6grf3camS4Cmk6jWVFpHnno7VWuiq/aMSy06hmGcAYjcZ7nuQoP1aAzIxrPAKWR3bJS9ba+ju1FBcqBxJT1kSVELcSCyOoKnv38YP8APRwdx39u/Y6QNjrHFs6x04R4xBbqaHg7BnjKxgFGIJyVIwcHGQR7aXe4Pb+Y1MbcFCV2QqGz/PXZX5ZIOc6K5RiMtj7a6RyBiVQg8exx7abZC2anRlLDGc9tcGDIV8/iGddyWA7eNcmHPJ7g6RCDHB7f01V/bSTH47N5TosfoR7eRap+QIVWo6XBYZye/EYHtg4x31ZzBXP8tVT+S3BWfGrvK3bbvZt9TcttBDVNTLUNSqKKnwURiATzRSc/dvvrKxYfyT/jHwK7boYMzMRbcC9NJvta7L7a+Gh1VwqwytDTyRIxb8QKK5P4Rj8KEjwP5AedElWrEeBRSBYzmPjBJnOB3wYexwfPtxH212no0hoqGCWCSoESqnOSMzyMOIHJz6Tnkfv2zjudcFpsyrmmkWVDG2RR5b8GARmmwSvLC/kPbuNTgLirIx+zLiGZgYyWXAJkHjyM5i84Lf1/no0aS4R+nDHQUDqoAcyMQW+nBIwmPAUeO4GO3bSY1BKkCIkUgBR2GKVSxZlw2B8r2HbB8nGP00apbPD6StSUMKo5KtG0caAjClhgwA4J8+OwB/IASIy1NWEGMWu3hVBKDmQMjP8A6vt3J7/r51HHWeJ5aTbUboYjDvGzysqDKoQr5UeMjscnHj+mpI/Z8fqZSz29VjYMhU91KgKpxw7EJ4+3YZxqOerEYjj2yFjpouW6rcpi9b6UApp+w8YI7ADAz27d8ailF2lXsMJbVsI+9FCPxH2WLce6NlbdnqPl0vTXq3vJjJ9OSnhRxj3BRiMe+ce+mB0ittp2T1Htu0o4no6k1seQUPy9UlL68SPGCzKWQyBGViWAaLvgrl9/E7Vz0u6NgvRnFTTXCtqIwBlvUWOmZMdj7jTd25dBXUFuuW4KXnX0d/mkaZMcSrRuZQq57eOXHuCQQMds9DhlIypiLnDUH3W2WHX1DoXZOB/ZWNtaqaXbckaBUG+70V+xPK6AEfoG1FU219o3nqZR0+6Nv2e401RNcmkjr6JJ0dhdL05LAg57iM9/dQfbT92RcaOmse0LLNclqKyn3hdIpObHnJxStLOP7/8AtYyWHbLgaS6Zo/7aWWeiqvre7XumcxTKCp+auLgd/fjKrD7qwP8AEDrKlZ1byw8CljOdoKa22en/AEvlbbkzbN2u0lZdbk1bI9HGHmEbVPo+qSvcKVXj9uK49tPXpvBS0t62d8mkaLI90fEbAgEhycAfh7n/AB0NtpVKu1opvmH/APLlziXMKvyGa7IHufB/8DWOnMSrftmusQTlPdEU+jxOOMhxyx3wVIx7Y1FtspBrqUq7cjWM9PZmYt6NZdQPuB6j/wBP/nqMevUNRW/D/FDb6ZmnlF0jRY85x8yeRGPGFUkn8u/bUkWX5lrZsh6aWOJvmrtyeRC4A5yZOAfOMn+Xg6Frlq6K2bJlpbfDWOKq6OYpJfSQlhMWBOCB98Y9v6MdcXIS2uAFQeq2/cYaC51CU00cc1NTPE6thef0F8HGMg88/ppLrNvXORrzM0b+hUWWmpxJz5cH9OA+PbJVj+vftq8m3N7SNfLNYaLbcFRVW7cd6ldTMVDO/wA5IUDenxICzE5UsMKPGdGZrrX/ALOs+dooCm9q5ldawqWZ6qsJi7J2xyK8vcL476j68PHY1sUzqTqCVQqr6d3W5yxyU80bkbT/AGUypESPWemEantkee/nv3++rDfDHtC57O6PbugvClaiCK1U3dSp7Vssg8//ALRT/TU01V8uKQXONdpwqF3zbpWPzQ+h/VoyIh9Hg9u/3bxovu66XGpoOpVVcLalDJwsUnCJw2E9YgnlhfZT7e2qtVIeq8viFZp2EvGY/f2U/wCy2+k/bl9vdYg9SC7kURcfTyNuolLg++AjDPt38EaVemW9V3AhanMho3uk9vTK4WRkBRz47nIIHf8ACPH2R+qrbio9rVtFtQ/+WpYjQ2xhjEdVLnMpPgBfrbJ7DgCTgE6RNibUrOluy7JblqGlnsk7VdfV8QsRZzl+7YwFXPEd2OF7Dxq9SBwiDDuAnVrxG0PJ4hP2t6XbIp+ocG9k29Ri7xRStFVonFwJmHq+PJYlmJ+7ufLNlZaA00dRYTH/AKhOBHDhBwCyj8A9gQ47DsBzQgdhrW93HnEkx/Gp49h4DNxBIPsCQf0036jcFG1FFbp66SC6vGyxQyQsruYjkcSBxwQoOc++D31acQYMyyrGKqLee3gfodUtXWqiporbQzuPXrOSoFPY8YizMB7jsB2+41yo42jiRnUB2UZxpPaamv8AuQukit+yrUZF4/8AVyVD/hP8qft/utpYniIhjPcEDVRj893LZa3I0MO6MU7gPwzgMcqfzPj/ABA0ZgdpqWpi5lWgmPE4/ASoOfzGWwfyzpGjqcAd8HJB/I6P0levzEpyB2SQkd8k5H/w6fm01SEJjW3cdx2PuGt27XxlKK9OZ0GSzJIBxJU+GRhxUjHtnPnK/PaIbM11ngiiSC5VXz6cc5JeNAxYnySysf0wPbUV/E71Cs3TeLbN9ltFXWz1dTUQQQU3FF5qqN9TN+HIxjAP4ewwNOXpzvy7dQen6bkvFLTUrvK8UdPCSwijULhWY93bJYlsDz4GsTFKhrYjAXalaUFHIWCpDezt7VT7fu5bad8bnNZdVU091rklU1nHh6dbOM49UY+mmUeB401LrWW+mnNbHU+qcVMasZWkI9Gprj3y7Afix7Hxrr1Buryb/wB3UFPJUP61yucKP6hwPWnuD4H1+M1EXgaat2ulLfqy4zJ63JI6qrSP02BWSRFMsZZgO6vkjv35Ht51vNePR2gch8FmFvbJK6RWerepmq5KdyHhWBFZSzLyYcQcAd8kDx3I9taW+zyM9VbzC6zfuo45FkRirn6vpQt2dRgfUCQ/AYOcatlfNz0PS/4adu7kr9iUjWq0y2q7Cf11aSqjatSp4YaPt6gOME9g3cYB1TnptYd69eOolXZxdJ4rluGs/a1Q0MpjSnImE0rRJ+FMRqQoAx2RfGq5qRGRm1J2CWGhdKHy7AJz3agqINrU9vRVULVqWghSFkiBV8LkBVbiDxDd8qo76d+/9q1Fs6M22stNWwWhoIKupQjB/eF3fxkZVif6dtWs2PtS2dM66ybP2z04hioaKzVaxpLWrLLMfWpszSSFMs/gZ+zYGAANRbvix37c9XeduUdukpLjNd6SP5cNzEKSVMp5csDKhHVgcDtjsNUMTc6SMALXwBzWVLpHcAbeRVJOqe0G2/cNqSXESKajb9PNNC3lXd5JSv2I/eED7YHnR24Pd73uyybR29QvU3G801po6OBW7zSz00KomT9yyjv9++pQ+PJ0i6l01S23o7TzjES08fHipWGA8RgAfx8sY/jOlX4NNjU28/ietN6uEAmo9pbToL6ocHg8/wAlSwwdxjBV51kHfzFrsaKdtLTNI3APyXLVDHVExLuKvLLHQWr4dKCjtcMMEdZtpqmRUXAaWenaSRz+bSO7k+5Y6g6/01JZ+o215q+dqeGgP72Srn5MIpLdJgvIxy+WVfqPc5z5OpQvN5pbP0No6m4zukcW36SBQPqYs8KRRoM+7O6KPbJGoS+JK5i5RT1G26mll9GijpRX0FQlQOMaBVYPhkB7eR9Q1xOOuDo2t711WDR2eQNrfRSTt++WndFRVLY7vFLVCRmljjRjK6KRgf7q5bJ+/bTJO4r/ALbgu9pvlPVXKoNwquEsNF6PCIs6FQAzZ/iJJyDyPt31I10vFJ01pordaLbHBFDmJpEpkQuPIXkB9X6nv3GcnvpqVe6qasNVUVdqv9K9TPJJJMsUbkksfAZuYH27eMa5oP6sWBsVsBhebltxwUY7i3JVb6uUcD2f5GGmyIVkp2lPqH+N8DHYdhkHj385J0ya2iko0nnoZhcfTYs7QKxVx9QA+kHiOQPt246kTdNxs1OjC0Ut0rpJAfVimqvlTL/uhXDK+fGB/TVbOqu/a7cdtobV07tN4sdZaJp1vqmX0TUutRK6xoi4ZFXnxIJy3AfSuPq0MIytn62RwsPjwUOJwyT05hhbqd/DinVd932ujhq4qqmLTyYYxq3ERnAGGyMjB79xn/LUYwzbi39umO17XstTdbzcpTFBT0VM0skrdyERFySAAe3gAfbS1benN23JTyVF6qWtEMeCKPiplYEZ7tkhPPg5I9xq3Hwy706VdJ6d9u7c2+9u3BcZlpvmjB61RWK7qEjM6AsFDgZVgie4B7nW0+Gor3ATHKxZtLVUGCMcKT8yW2p2A/ZIXS22bM+GK22C6buW2zbx3NDJUV1ZcppALfAJZIhFBDDFJNIzPCyEBQS4yxCYxOr7upbx8M80Vmp5Zlptqz22q9J0YQzR0bI5PFjkZHt3AwPORqOt49CLf142vaa7cFTVW+e31FdBBPARzeL5mZjGynIKhske4JbBGdV0qqnrXbr1DRpaKr+z86ioWaOCP0FpJlDOwkCgB2Q4cBuTHPIEnWzFO7DQAxl49hbw3Ky5GxYtd0j7Sakk8TwA+A5K5vUq7UF9u+36S0VT/tWgu1OJaJUErzQvPH2BjJGfUjjJA79sdjjUk7nmlpJtt2ivopqeZ7vFKG5x8T+6lU9w5IyCcfp7Y0zN8dZqKLaM5okijgiqKKvHy8OQqw1kUvIBAPqynjBbsPc50X31vGmo+ndF1ONbJWOLhAYwxwUyGBHH3IGT59u3nOrdZXxhpB5X8lhwU5acxOqe+7KCkrr/ALZtzIopqqasSojEYYSxGEl48HthgvE/7pOPA1r6Mds6iz3OqqBHDNZqyaVuGFRUmpxyPEZJ4gKSPIRTjJOWL1K6z7e269FeouMrbfuVZQBc4jao+U4IrH2XnKMn2CMQD2yWm6nrX7xttLQrLI9DbG/1m7UZR7qpeJ/mKeAtHyy0DPGQRnGVXsoOMayBpsDrZaGR1rlPG32Cnvu/Lhf9zUsYlpaO31VNA4QfLqJahow7gkNxaJZSMlRKqspPpxsIt6i/M3fc/Uu1PCsVXcdpXGKGJlLHk9tCxLgAsXPJMqATnIHLAJdtt6tVB3dVzmgpp2qaago39CTtG4knKgs7KqFvUwC5VcsgyOQ03qTcdym633a+UVJHbq6mp0AW4pIEhdI4kb1FHFsfSSCMDuD3GnwVMUgdlOtkwg5h4hO/4ZZom6K7ZeSGWRWF2LCOIs7AV8/YBRknA7ADJx+Q1JNw+eWpl9E1YjkZVHpmpOO6kFQiFfyyDjHbvnGo0+FxjH0N2q6SKrYux5AclDCun78Rgt374GpIqY556uWrpKOcFpBhwjjsVJ5ACVSDjPcAd+2MjUdMbwsPcF0GOi2KVA/xu+JXD5yu+VjkjqKwtxHplzPgEBe5Jhz3xnx+n5AVFP8ALRie6VsTRxB29OLkCvIgfijBxkYHYedaGhrHgVo4KpJAABxSfJUYAwomPsewOcj9O2voXYtLBJBXhUOOK/OZzkAYKuQe65/PB79zqdZS6NNbmlenevqTL3QRPFCGPbBUKy/btg51zgqduivh9KtjeX1lKFUo8cuQx345Gcgdvq/xOjVMJaBiXqbmzDsq/KVU4wRyUdywLeDnz2P56OGoqI6loZayqJVwrJ8hIofJPgkdx2OSDgZ8jRuhVs+LKWBLXtuWKohiRGlLfV9RX1FVuIIyccvOcjUSPOlPaKEzBaiJlUupGfPY/wCWdTL8TJulbV2SwxvKiV1lu8hHY/vI6ij4EhQc4Ejex8/fUIpP8/tinrnEUbTRCQqjhgDnuO3jvntjwNed9IInR15edja3kAvUujpHoETL8PmVJHw7TRw090oGJBkdJ1BBx4Kn/wCH+h1Nwk4jiSe356rl8PYuFZuytlaMLb6Gnf03XsZJnKjB7+AoP9dWK9RfsP667bo69zqBuba5t4XXH9JmMbiLw3u87JDpvhb6OQVPq27bdWywOfUMl8rsSeQY1/fZHfJJHYEY9249KD4Uvh7p6k1dP094uMlxLdK1hG2Rj6TMQD9iP5H31LaTwiMLCQAgA4eOGAOxHt2x/LHtjRSqBuP7qmYLxbi8p9wG+qMYIyCRhu+B+o+naFLA3Zg8gsA1Mx3efMpK23sXam2LT+wdm2WntVuSQyOYQSZJMgN9TEs+eIVix8Ar378HBG4jZI51CSkYXv8ASw8/T/Tx5H6YOhBURgCnaMRMqk8PYge4+/8Aw7ZA7aKVTC4wS0sQk9BwY5JEQszY8hPJ7H+LwPbvkrO0Bos0WUDiXG53WauMXiGaggYCCUNDNLgnkCMMi4IP5Fgex8d843Pq2+P94peliXvMfKAf3x7gD3H88AE6xHK1IohnIESAASD6VCjt3AAC+PI+n/s5A1oRJWqYKOoeOBX/AHs+SWbyCqeP0LHIHbGSOzgjvCqX0aorXH8aHVK0UtS1TRXq1z3CXhgRyiSWlk45AyQROxOMfbvlhqZviA6Unq901qdkVVZBBW01XT1ltnkhYRrMgZBIxU+6PIhwCQXzgjiDDVqsNH09+PL5Gw0L0tNfrU8iQwvhZEakLOmGBGPUp2YYwcjHcYxcq7WfbtPa4qrdNcKSN5AqTCUoY2wW7MMFeyN+WAc6xqidsVK5l9dR7ytFkbnyRvG1h7l469bek+79hn9lX+2yUdygjeSgrKcloqlB+MRyD8QIIypww5LkDOoF2ZsvdfUPclPtjaVlqbtdqokpDTpk8R+KR2/CkajJZ3IVQCWIAJ17X9Renu3N32yq21fqWlvlqqwWimjcN6iqB+8UqcpIpfGR3GQfDAajX4ZOlvTLpBuLduwtvVFrn3RcjFUVFZ6wNaaM8jDHJGThGXJOFAD5Vz5UDMwyURyGGTQHY/JaWJE1jBNbtDfv/ccU+Phx6Z0/RnpxYOnFXcXqbnDRrVXlmmkeOorZsnK88jiojkjXjxBEallyQQd+IJFo+ke8YaiV46Wrt8p5KvJoiF5Nhe2RxQnGR39+/aSVjpZaTkeUc0hBkUE9pfsB7EEdj+WRqOOvJSfoZuyerPzEgs8ruM4wVALAY/Dggg/45xroqzWmlH+E/BUcFcTidOeOdn/kOa8zrjWRXSBLbbaVoKWi5SU8bfVJISB6juQO7kKp7dgq4HjXWw2yEU8lzvEY+Qy0cUZYq1VUBTwjTHcgEjm3YKp8hmQEwtpoLOKS83OaR6eoQVNDTqeEtQFZl5Mw/wBmoeN1JzyJH0g55Kk3etmr6v56eUyrKBwC44xr/wCjUeFC9wAMYHgY15VI3Kc53X3LFlnaYKc2abnNrfNxA43vueBuNeC/se73Gs6i7VeUooiu1FFBCicYol9YEKFGPfLHBySWJJJJPp5Zx+0FmSWFoQS0L/UC3IZzgj9cgnB8HA8a8zdm08Fv3Xt253Ok5XB7pQladnKkI8iss8ijuDjBAz9WVc5Uj1PTCgd6KuaRFzHVuFPjIlxgMSfYqoH5cRgHkddx0UBbDICePyXzx+Njo31VJ1bbANcO7Qjbn496XYZpKiKSjkEsdRwMcpAZcAjHNW+x8jBP9QcbmSf9nyUQjiSWBOJjIKp4+hhg9l7A/kQRnI7ahWp51qwA/NVimKjuQD9LfyLEfoxJ8a6VJWpaGqgjEi07+ogA7uCMEL+Xgj7lV9gDrpiOa8NXGheaCOCdW9SKtkCzM/Z1fiQGJAAyeKJjtg8cZPbR+sroaUpEwEk8vL04VIy3HGT37ADIBJ7ZIHkgFJrqqkpHLmRfSruKxRSsAk875OFz4HEF2x5GWwMHkZtVD+zVlkkknnmlbnNUTSF3c4x79wAMDj4HnuSSW3tohJ813uttagW4JDJU3CZokpqSNm9M+k8gyzEePTILEKuWHjIBrn8V29rbuboBvm9SJJTiirqW1QoxYF5S8LAMcAOgiklkQgsrJUhux7amjdN6oKG52f8AtBQvS192b0paqEF4I4Y2dBE0rDCMy1UgT3DF8kD6tVb+MTem1750bpdpbdqo56667xFRUty4OsZapWIFCeajgIwCwUEKGUnOdV5yOrIvupYQHPAPNWS6YznbGwumW0KWkjS6jZCfLxzExxGRIaL1eTDJUBjk/SSfbwRpdpKm3R9TZpxdXep/ZgoKpOD8PmPUaVQjFeOQqS/u1Y4wc5bnlk3um3TtHcO3l3Hd/mLTPbaqjBookhqaaSRqdHJSNeLRxq+FSNmPII31EsdOtaOhuNnrt2bLqFqqYWmCntUfrAQLJQtM8coI+oc3kEbD3SIDsDgzE3N0Ea5ktdO546rbtRMAW4Xq9RgsCCAlzqQF79+wHHH5adS4I+j2+2mtsW92ypsMEtJAKaGoq6s5BBj9Z6hnbDDOObSB15YLhwQDkaXLNc6S4U8slNDNCKaeWldJU44Mblcj2IOMgg9xpwsdVFsjrrleTFcL3yRnB1qkmFMknfj7gZ9/y1kSx4YrwIz3x31sxJwwVTnP4e2lLULsW4j6u3bwe2ubOVTPcnWocP8AxDufY63JymexH30ZULgJC2Sp99Vp2WZn+O7f8fJyV2koj+rBH+r0Hg+3djqyzKVOR76rXsJQfjs6h+qyHG007E9sehbvP21l4q0/k/5x8Cuw6Jm0GI//ANd//kxWcrXp6iGipzSPK8oJyIhIeJQKzHkjDGDj2z47+NZFFwwrQKnqAOcwJhzknuTCPZiP5aM1kirSQTfQpwHjJdcMQmexYjGMfl2B9tEKGaqaIM6x0k4eSP045Y5MlWUdmLDz2bH8v1cAQuPKMihQSySNToolA5MYEJb8zmPJGe+fuPzxrvDb6iZ45pIo5AOxBWPLfiP9wEA8mGO2sJRV8PERQMAzFGKhPpU4wcB/+1+fbPf3yKa4BwywSYYoC5Cnse7f9ZnsRjx+nudOQjb0ySxhJLPEQYwCC6kAeMeB4X/LH21G/WVkhh2ukcYiVN32uMpjAUGCYKB9+5GNP+GG4BmM9JUunEYCyBWOQD2PrHxxHsM+fc5YXWMlKXahlEkaPvG2IisQ5z6EoAPc++ASfsT31FL6iu4d/wASz74KEPiVSvn3z08FuglnnSsrWjjjX6mcLAex/wC7n37ex8ajzb24YompzJNEySXWSZKiFxJFIeL4AkTKnPLP886dvxEb4prXv+0ejURfN2N64uksgiTjPRoEPM/hyVkH5cfzGoQul/t25KY3hLJWU14qVnqJLhCrSSfU30xEcsM6tyYfVluZ7410OG1kNJTkyG2v3+6w6ymkqZwxm+qtb0VpY6npvs6CCr/eybkkchm5oshoaniwHY4+kHH3yfOjFXetuWq67Wq7g9NA0m5NwxVa4EjxTPVzLHHJwyQ2JowM/wAPH2GmN0SlW5bjtEFEtfRUFurFgdWknRKoz01WUeJjwMbxrGytxAcmUZ4lVBPbxqYaypSz19NJNQW++36tmQyrKZV+YkcsqI7SFlSJQvqKOT8s8kPLWHW1Ic8yR7n4qeOndGMh4WT52m80lXbJKqkpoI4d1XhImEp5uiiuGWGML3JAAJyBnR3ZED01bsFmkJ/1u75xJn3mUdvb3/rrhtKuqZ7HtWseOScz3+/TmWJVeOVj88CUP8Qzk+3YaIDeNJtqm2jd62mlC0s1xdcQ55lnl+kHIyRkEjIwP8IjK2NmZx0Ty0udZOK2vKtHsFIuASouF1p3L+OGJw5/koY/qP11z2dVmqn2bblhcPDU3OeQuMgrMawK2fuPRlz+o8Z0yd83u7WfYtoq4EWUU1PfZYM/uwhNPcebB8nJCqDj24+TnOjnSG53mXetDRVhIpKO41noO2CzqaeZeJb3KSx1OR7+qD3zqI1AMuQA/Lj9E2xBLSlbastFJufb236O3SUv7P3He5ZKiEBEADXIJH+Q4KuB3GEYdsDK36SNZ7NlR9HUC4DGPI+drgP6f8NNzbtHcY+pFkmlrKj5Guvt3qmjE+GililuaAKvZlRh3IyVY8z2OQXRJGBabSYgfo39Vue+f/zyrB/rn/HSscTfxPxTyAAEWraNUh3BIFU46hWZlH/2W2/8c6Vaez0lx6j7poaiFJIjBZKhlburGKSeQAj7ZQdjpMr2D0O5sMqhd9Wlh38H1bbpfsqOvU7dUuQGe2Wojv7hqpf+GmT9rK3mR8VLCAHXSN1c6gw7GtFVe6SijuM1DgQ0gnEZaZyqo5PniAxLccnHt5w0uhW6rjvbp+u6byYrhVVddUtUR1kJV4nD4b0wjH00GAoBBwqqO3fSn8Qdpej6WXS20/Npy0CDhEWZlV1JwBgkYI/Q6QvhzrHn6XSU1osRqKKmuTxgVcitIZTBBJIwK4AHN34eTwCZ+rOtCBxbUZOFlXxgNNMAOYUqVo/adnWCSP1TcI2pZY1fBKupR8sD285yCf4cZzps7hBbfFgu9aIobk0L0swinJiAWTHZSgK92b3I/Xs2l6xXW3W+03SsuUD0UVLJykRssRkEqV8kg/V2Gm31YSrkoLXU081LTz1leKKACUSMxnBDMpU8QQoLDuAcY/WOXMxj7DQKKFzJ3QE7lOnpqDV2K8XYspStrHMLBfMSRrEpB9w3DkP+3p2VP/myzcHxw7L4/P30h7PemodtGMQiCCMegEKkBFAwBxAyMdvbsNFqffO0d2wVcu29x22+pbZjS1TUVUjrTzj8UcgQn03GO6Ngj3GoKdpYzKVpEiR5e3bbyRiZ+P15CFu/EnzovBUTiomCOoBRMt3HuRj/AB1yqK+l5J6UhU4+rCdz+Wdac3daioQkg0/EJxwMhlJGfuRy/rpxKda+igL485YI9gbRr1kX5iC+4Cnz6bU8vIj+app9fDY/zXQizVZwDUVFSx984qGTv/7Okn4gr9ty39OKibd1xho7Y80NLJPMh9JTMwjRpOJBWPLjJHfAcds5G/wm11sufwy7TuFsaQUNTUXBoDNjn6f7TqAvLsBnAA8D9Brn8UhvaoGx0WxBVAUvop3zXCpNu26GHel7utBNDLKt3qKpkTuzJE4bHcnz8kfY/jzort+3U9Tui40FtkpZ46ajlhb6GVyoiQDBPEEBmdT9OVwASexDJot07MpRHXVm9mnqHRJHipzJMWlMMGTlUYBubzkHt3U9x2y++lF9s+6t3VkNDQSWmigts1JT+qvIt6r8lRU5fRGqo2V7jk2cAnXRmJzohbuWMZmx583s2+vwS9YNv766m7atdBbNq3WttKXOjtNJUmFlt6NLPHCIhK37qIsZFTGVP1Dx51cjpP0B210Kk2VT06xT3u43eoe61q5KsRbK3jDGSAfSXLYyAWJLEDIVTm6utHRmDZdvptrXulFBbblZqumpqalljRKWmuFPMyx5QDtHExAzkhdGd1dfelct62dcqbdkctLTXWeeaZKKoZViagqoQwxH3/ezRKAM55ZGQCdUooBC7rHG5HuVmqrpKpuRoAb3cbc1I9ZNAOoNpjXBDWe5dx4yJ6L/AOeq8fEPvpOnnVA1VlKpX3O3QuKmpkCxwVK8ljPf2bES8j2BznUg3Pr902Xd9suR3GppoqKspDIaOpDCWV6d0HEx57rDIcgYwp7+NRb14p+ivXe+0aX7qBWWlqKgWOhqKS2zyhplmlMyPGY8kDnCQcjvnBPfDqwOnhLQNVHhkzKSqbJJ6ut/DwVVvje3HX7u37a7xPTtTpPaoHmEsXpP6oQRSME8gN6Knv4HYY+rNpPgI2hJbtq7i6iujq15orBZabKYHp01thkdgfcM9QFz94tVs+IPpzdd1bgs9p2XdqndlPabLS0YuFSopZZfTBRQY5mDYHDiO5yFGrVdE+p+yNi9DNt7Cu9zkp75Zo1irqdKSaTjJxyCZEUxsOBXBUnt9taocPRoxftAC6pus6pdl0bc28Efr6Ub4Gw+m4phPR/J1O47qpTmBT2uFZIQ2c4Vq16IHPkBl99Ut3vbYd8dQjR7YgW31O4b81LQiBfSMAqKjiirx8ABwMA+NWp6DdSdtWHcfUbePUG7mlqJqWLam3o46Wab0rfEHaduSIQvqTsGKnBHDv2AOqs2OCnrN+WyaorZqFLNSzXxJIAzP8zEpamAK545mEQJ7YBY51iYmzrAxg3JXR4K9sbZnnYBX93bubblDHDR7gt6T1bqBIspALL/AOkI7cc+/t58aYl533stpJYaG33qtCyOPSpqZGTIY9hIw/xGdV72n1UrerO56LZT0jLebsJStUZUBBjiMmObBOOQjAdz3AHv2lDrTtC/9E+ln9vrFuVaq5R10dPXBaClK06Tc/3iPJGzEiT0l8r+PPbGuRMt35SQLrdOHuhlbC4do28NUqz1twvMoSx7Vu9pJygmEMRb8yZ5Gwg/7IU/nqM+lezNgbE+J+02nfVbRPadx1HO0sk5RlubMvpRyIRkqX5YI+kM8QbAJAhuGp+IHrTRSpRVO53oJgzmVq2SCgYDsRyZhH+WM/y0xesOyLzsPadjF/koXr7bclEPys+T6E8ZLK3YcgHiLZGf9qc60KDK2UA6pcSpPRqdxEozbWG/mr1/E10c2x023DVXfaFwt5t1eqTVFpglUSWx2HZfTH4Yn8p4x3HgLmJ+n89rsXUS07huFM00dFViocRJl5PTHNVH55UYPtnOktup9zu21rfbd1bjqaqW40/zs09QHllqpS74klkwWcgMAORJ7/bGjvTjfG07BvajvlxkmqYLdI0rRrT8mJK/QVDELkH7kYIGuwp6qOqibK0WvwXm9VTGOYtZe2nh/opmtnxX7A2lbaS37mguFoeseuudOklK0p9Fqqolct6fIJww64P1Eo2CRjTOl68dPV2fadjNb7u1zuFqls9NUNTqlOZ4IjFKQ2ckLIpHjuf66MHrv0yuVvr7TcNt1lbFUVlbK6y0cRVo5p5JEwBJ5CSDIx2OcZGDpBtXULprSbXltsO2KuC5yUD0MtTDTRL6k/HDOW9TJBfLE4z3z3OpXVUt7NIspvRotSRquVF13unU2zXm2UPTQWO1vThjca1ZWD8pUUKDkoO5GfxAgN2BGu+7d03C2bMuW0zc2udMKiluioZEenVBRrCy8k+tyGRRyRhlWy/1NnR/dHWjbm5drVdNR2mujhno5BiWKMMMgnyshP8AIf099I9m3Ftuh3dad4C0VYpKCK3RtbaWkhjhqXgmUlpFB45ZAW7L/te/jucyujlqnNPAaew7ppjZH6oTz2302ulBdtn7tu4SkvNy3Nb46iiroxI9NNzWYesjt6gZsB1XABBQggniJX3Dtn+2e/bjS3a2GWaDb09RSQfTylEVzkPpKTkK5hZ4icfQSTjsDpidS+tG3N519DOdrXqmpFkWSb1IYy5qI4plhmA5lTxMqswbPJYwCSBgmYOuEh3DbZZds3uqlNG9CxonMNQZTMkwmDqCSS0Q5dh9bk+TgQMpfR/yo29kje/K+9/G/iEMAce063vS3HtC72veFTZIqmOSeqpojBMF/d1MJMrL3kLKeSoQoYtg4TJwTpY2NV1p+IEQ17PP8zblRpZVPJgtMhBbmS3LjjIJJ7/Vk5OmjZ+uzDqDarJc+mtzSmMcdnerYun7NpqcSE1Ey+kQcLOc4KjMR7gEqHTR3U1HxJ1ldtuEVbcaJYuBwOJhjNQ4yQuDCJMH3JUjOQdWaSKOFxy8QBZSOp37nbmnB8KJ59E9nhOIJF4ZCy5H/n8uCT4Ht+v8tP8AvUVomr6qOpntayrwz6nymQQB9Lc/r7+Bn7jPbvqPvhP/AHXQfaXy07gRx3WON0H1EivqO4Q+T28Y1I9ZdZqKoZo6+oHFFZufIecd2Hosqnx48dtPpv5LfALa6QgDFqkD++74lcJEt4Z3ha3yxEGVePypMgweb9iucKX5E4GM4OfOAbbRJyht1sEyBGJaGm5CQ4ygxIvcEnv4+k/UexJqW/1EkjGO7xcVkDkGQBCuPw8jD7djj29yO2uM16quDqt6hH7oupkqoUfjhWDEGHHgk/8AZz9s6nWOu8ZgdlShoKFY1ix2p4ie/ZlBEo9898Y7Huc5OkFTOklLFSWyJUYqX4UifR9Z+0vbHbwGHuM63S9U5xBW7nFNMpCuBPSAA9vxc0U5GfsPHjQivtvWSnLXySSRnXipnoyW5YKghfOcdgvc5OPyQoCgjr1Ck++NhfUyp+zr1zEZZQQKmh847nJH8/56gG3RGne622V1dIKp3KFmyqueQ7sO47nHnx/PVhOvPqHeO0GOWb9jXo5zywfnLf5P89Qfi30+57pR1IRGqiypxCjl5Yd8DJ+pgPJwP5a4/pQy4jf3ke4Fei9HpQ2JjeGQf+b09Ph4aRK66UzxLxcNOrK33KAg/wCB/mdTuI8jPNh+h1Xz4fqgRblutMapZI3pFZCoOM8xjGQD7/b21PwcYH1a6Ho0Wuw5o5E/Fc70lblxF55gfBPXcNdSUduqbhLUGGGiT1J5lUk8FOWQce58d/Zf1HZubK6mR7uu01tt9ikSjiwsc8b8gi98c1wOAIU4/TH6O08KqP5GnT0kj+iUE4aPweIHj79/HY+e+k+LbVupI5aPblFRUE0pAqKqOIIzHHuyjLOQc5P8/wA787KueoY6B+WNu+mrj7b6LmLFpulOqjF1jkpEBMByskmPcdiFz7j3Pt4GTnj0DTQp6csf5RuBhWPsMDwe4H2Oe32AoTLR00FFWtGZ0QIHROCSlQASo/h/7P8AIZxnWJSbirQp/wCbNlHfI/eD3Vf+J/p9xqWsiy1iaWtRB+CPA5yJ5c+4Q/bP8XuCOPnI2p1NCiUaxt6CKEhcDPFAMBT9sAYz4x57+dIlkowIkBkgQBe2S6D2B+4/Pz+vcjlAwukcdUWBoZV5RKP+tVsYZvyIxhft58lQt7oCiyXatBcPiHTq5cKGQ26w7Pg+SqmOEM0s1SBIv94+jzGPYSKSAcYVNzrb+odvaTctGs8Usokhp5CWECYIVR7ZwCSff1B7Y0i9b97f2WWustRAkcFTa5qmkHNh67jPrxgZxkH0D2xn1GPkEnha9yftihpaqLHpzhZMjsG5HII+w4gY+wA1xGJStmqHsI0HBdXT0kkELC/iAQe46j78Vum1KLbW3rpFtw1lPLS1KXCOSOpf1VQArMiMSSMxhsAduXEkYGmhH0il6Y78oerG2rjUVNtlkc3uOaUvIySK3+s8j9XJXILkHI+pv72n/bama4TyRQlcyyFByI4lO+c59sH+hzpNl3VuWv2fQWTptabLuE1MTQVdXcKvjQJGUwWURZaZJCSV4kDGckds0mNZcDbkpXue0E7/AEUk7H3LDuime6yRRRVUckttq4kBIgq4JGWVCT45ZDAYyV85xpsdfyaXpTu5BDDNTzWisneOZmC81TkUypBPIB27EEcSffsu7Lsk1Btuti9F4rpXSGqrAg9NZa1I0hknjDElQzQK4zn8atnLE6L9XIaet6U7ojikIjmstVKjlmBY+kSpJH1ZPb8++Ndoyb0igc4m5ym/jZYtEPR8SiPAPafeF5byPdN3VA/dvU3JsJDFDH3kjAAWONFGBxH4VUYx2HgAmKaRLDQvRwVcc92nIdOKq6UTAggK/fMzYHdPwYAyXJEfa4SUOza2ptls9SWsYenPUO3H0Udfrij7n6gDxMmc9iAF8lChsVznrTFSQtKgQTev2WMRk4EjMcKi57EkgA5BwdeaSXadBqvtlj2Tx5fVh0Lb6X/bY20vc8NEp7EnranfdlZInqZ6i5U4KkM5kJlU57dyc9/1A16XWndtFXboh2dMwhuFXQSXFI1DfSIpI0ZgxADlHljBHkEjIGQD5uWy5vFeLdR2KWNpaqrgpqyrSMxvVSGQdlLHIjOQOwUuQxYeAPS6226k/tb838vEs5gqBTSsCJI43kiMygDsQzpExz35AkZyQOz6KAtjeO8e8LwP8apvSJ6OS1tHi3HQt4fDjblsHbGJrlTNFUQMsbcopMnIbBKtx75CnB/PH9dbpV/LuKSulBlIyjMe84+4A8sPcAfc/bWi8aSsCxqSKvB4qCW9RQATk9gCvEHJABA/vazXQySRrVurE0zCZY1z3HFg2fuSrMB+v89dU6y8NSTCoqb9Dc0EckHKWGnRRy9NlkRZnz37814kD6Rhj2LnkuXmdKe1VdTO8yQxU7ySGHJkChcnhxBOceMd84x30g2WlpZzTtQVKvR0itHG8eOMx5gyP2+8i+PH0krnuVxvW4yiljsVOAZrkhhgYjt67kJEp8ZGeUpwchIHz50ywANkWuo+sXU6j3H1Er9r1NojhrZfShtAmEn76kjkj+bD8kCxsiMjpGxyQ5dcLKC0S/FBbbXvTqb0Ot1Myzruu/R3aowhVmpS1L6YOe/ERBseDyMjduR07N5bbuGz7FBv2/mzftuwV9PRxrb3k4Q26P1WCHkqtPLLM8sryEAKWKrgq7PEfU7qVtEfEpsi+/2uhuCbSoqmN4af0S1AEFSIy0gMUDHLRsR2zGFHdvNN8luy/mPr8lcjjDiHt71avc15s11vuxKma/LTVk0jV4g4sY66meBoHXIypCyVELEZyAPt3Ha13yl2lsitVVV6CwU1VDDLTlpCy0sbc1lIAVJCY3AJJ5DiSeRK6hLqjvXaMuybVubbW4qW8X7atQbrBFbriHilplndZSqvJ6TlwwCrGsjq/pk/SCRKG4btZd09Paqq2ZMatdzXmihpmgn+iczSU/N8x+3ohpHVwMcXyMKDqcOLibfeyiLbDVOrp1Yaqi6f7dttwpPlqigtsVBURy5dXEaFOLA45D+IMfZvJ5HThtlVNR1Js9eI4yUMlEqNyLRLxDg57txZgORC9mUYJUkpez5aOnhr7BTXKasqLFWNS1gkiCGN5I0qFRQqgELHOgyO3bHkEA3d62qkFDWW9Cix1MKrUtxKskjiMlBnLDDkg/hzwP1YxqwABqoSl5SAuQc63OAVzxGffOijLJISQ5MbZBKDuD+bex/l/LWxgc4VcEM4YFmI8Y8H28fb3P30hISLs1NDLKtSxJMIYfS/3A/Eo7Ht4znz+mt1QkBshffWACBxdDk9u5JBH5f46w4PEdyBnuR7nSgaoWJefEZYEj3Gq47Ippo/jk33UyALHNtJWj75JAit6klf1Uj7HB1YhzKHGHwuCCpGTntgg+PY/wCH27wn06jtEnxPdVr5LQxtX2+2WW3wzNMygpUQgyA9+IyY4h4/6vt3Jzm4mL9V/m+RXT9HJuogryRoYCPN8YHvKn64VMdLS0xknMEZZPraoEa/g9v3qYwM9vPYnHvrkK/BMklaih1IJ+aUAKqArgCoIGQyHIxkdz5zoV1wqKekNTXvSQQUyhnZbl6KIT9IDMOPue2T5xjvjSVdeom19nWw7g3LuW0UVrndFiqai7c425dgVBc575BA79j7aboBcrm443zPEcYJcdABqSfAapWW44Sdhcom4MZS/rL+HsQe9R3yGz3IGCMgdhrb9pRNE0JuUS8G4yu1Ty4k9m7/ADPIBSQuPuRx/KPqT4quhV0lkifrZtrMbhRHJHUwL288S6AMPOGGR50qr8Q3Rkqpj6ubKPJj3/ai9x/DnLdj/wDLUQqIjs4ea0jgOKjQ0sn9DvonhS1MCsolqnlZmK4WsxxbGTkes3jl4A7Hv37EsPqwYmotthFIKbttLn6iZBmNuPJu+W8DOf5nyVA9dekcwDR9Xen57FSJdwUyDkfPcv4P/jPs09/dTOnu4m2/aNu9Rdp3ivn3RbTDR2y901XL6ak824RsSAFBz59u/fTZnscw2N1LR4bWw1DXSQvFt7tI4cdNFXPrn0Xlv3WyS8Xe41FTZN5VggltqzPGoFLbU5EEHILhQMjvhQPYDTTrultFZaurnpbZLFbIq1KaJzV4Xkg5cHds8Vwqnk2P598WK6yKo3nsVXAxJdaxTnGPqoHHf+mmJULDcrc6GqSL0b61WYZVIiqgYwfrwCw7qMkf+kPY9tZtfNJDOxsbiLj52VJsTZY3EjY/JE9mdJdv7hrKKple4R0VVdYoKwMBFLGQkzIrFgUyBTrniSO7Z7ldbVWy9kruZNv0b3aaq/a1VIYYhFKaikilqIYpYVGPp/cKrM/05DnHEDI2uiPUU1ZQ0RrZmlWipalOKtKsiz4USSDzybmFZe3kgFxkxabBJW9Q6a+LXzT/AC9xFvqpFnj9NqgVEs0WBjEZwzseOQyyrgrjSiqe4iM346+Y/dU3MjvZt7/utj0v2w+3rZeoLnWSS1d7rHqk5Kh9FHqWjGWGFYpEhAZiDk/hHcFU6c29qO01X7ZrXkku1w9YQRCZ0P77iAn0kqA3374XBHs8qdZor7t6mqoIo3W6XGBW+aRjzWaoMq4x7epEeWe/NeIGcnWnuUVptFku9XQzvLT1t4q5PlqQPK7xtL9MY8M44dhg98Yzp75nHMc33qmWabWUYX/aFx2rtqK/1V0laGe81ywAuVLLiYKuPIHM4OQD9JwMcSzo2H08tV9prE9Nvi4wtNeLhPIow0tPCFqJUIAOSDG0ZYj6RywPGlCxRWbdZscFytkaSS3+RpaKUGnjlmUPLAkjkZ9R3JRT3zhVOcALi0PbxURrY/lae4JuOreKk5iL90kACnMbBM8lcDDZyexHIHVc1L435nOuDe3iA46e6yW2t0k0vTrct0vMFvt+66rm92rBSyiXHN1krPTwSyqFYQsCwJPdzg54lUs+yb9c6eSl/tzd6R33PBSR8PVYRP6oywIIjDcURsq5JaR84wCw2JK9yakrbnLWTzVF3ntESohPCSqhnIeM9iUWSZWJIyTzxgggyzBT26Sx2euoalpaaLd8pgkSpyJkaqdhI2SA2Rg8j45HxnVimldN2r8/igWaLKOrt0x3NTW7drN1Ou7ZvdFShD6gyzLSATn979LKZVI8nMa4I7YkDYO1twbd6v3KpvvUaquNDR7foo6r5oPid5Zqgo7FpGwU9FgM5/2h8d8tms2rtuO97m3VVbjkqbhTXulhpUkBB4NNSSF+RznirsmPGFzjxhd6oQymDqNFSszSHadB6ZTPPkHruPj37Dxpz5pIXN8fp9VNExrioy+KzrA1Tuy19K6aY5qKFrzVRmF8hMH0kP08i2FdipAwvE/pFO1t7bs2LuOa87fuF7lpZKRo1ttJNilLyGPLlD9IchFHLH8KDOPEifERs6X/AKbbvuagtM7/ALOoLZBU1oKstKjmqDK3fkBIY0QEDiCfqI5KDDVrv01HZJYqm222VLvSQ0gqJrektTGTGTlCRywrBWC5I5HPHJ7xYtM/qCWOym4+O2mqjqBexHKy03L8de8YKu/bMvGy4Fpqyhlt7tHWiOqhnaNlD81UxOA2G4iNfdeWMHRHbfWTcP8A0a9LNq3OqSMbcqTNRSSVMru8cNSAhlDkninEIiKMBEwBjA1CfVvp1S2XcNojse8qa/XauqBSTUsEJjKyucKFOfr7kg4AwOPsw08LnXWyk6o2y1LNWVNktyUVuMdPKA0lMqqCpJHEPjJLFT3++NaAqDMGNvcWufZ49/tRTU7GAvaLE6eenuF7q5Pw89Z979WrP1OmjrI623JWTQ7TWWNIXYusjJG2AD+FoMs7E/Vnt3xXig2bvDYt/ffe16Gq2/XU4HOppHij5gnPpOpOJASAPScNkgZGcauFt017zUdntW0qba9HSUQH7MC07QxRoPUZo/SDZjlLuFbOCyEkZHIQzuza1korHgXmoiuCxSI1TUgBuYA/c+oBzIVi/fkQVUd8HtQoonYrK4vJAadLaab+5arsQfhBkia1hv4OB04EG2u5SrbPiuqKGgiXfWxRNMkWXq7FXo3qsM5K00n4cjHcy92LcRjGnHsf4welG+L0LPZaHdFPDT/uZairtRcLUu6JFEPQaUqzFmPNuKALjlkgGvm1A9gr6g3eXhZ66nIMhfkXUsUSVA2DhuHHj+YIHYHRDZV6se1LheqajovQtd3ukVYapTiOGCErIsahWDcvUYL2yBxPc4J10k+HtiAyG+ywY8RdOSXNA8/qrB/E1e7H1Q6T33pnaLO9NWXGjNbS1FZBKgkkp3hnSKJUDFWkYcMS8ADkEA9i6vhUoDafhU2HSywheNPPUt2I7PWTShv/AHgf56ijbm/7bvbcVLfv2HJT1M0bJFDOyM+HSQiXBwMfgfwCCR3xgmfdtW9NgfDvabc8wCWXbfJpME4CQFifvrD6QRshhY2NXsMlfLIS/gvIQbe/szuOvtnzAkWjnamhn48eSA4VsHPEkYOPbOD31LvRakap3VIaaqHqLTsyiReQb6lGPP5k51F9mLbzvdfWrPLGKipeYBhhsFiQD9jjGpj6X2+a0b1joJA5MlBK5OTjAK60WPLYg072UFS1vWOLNrn4r0Oept+wNrvU7B2ttqngqIoaKpK0hiA9R0hQtGFxKkZk5FCyeCMkMRrnufYPT23S2AQbLs0FJ+1VWSKO2RcWQU8+EK4GQGCEDHkKR3A0UuNVbanZXqxJWcoYaCSUBkK59aNssOQIOBnuPsffSxud5Xq7DxttXIn7WjypdOWPSkyMBhhiCx89sfy1k5nn3/BWDlsAkK/7L2u25rKKDaW3ZozTVTrSi0oVVwIuLsMHLBWYA4GAzY86Mx7I2xDutop9s2dnjtMbrAtkgCxMZWDcVIHkAZPkgD2xpwXSooqbdVjklttxpfUjrFZnnTLMfRVQMOQAT2wPcjtrWvu5j3lLUUdoaRntfAIalAzgTHLdyfv7kaQNeBcnglJadLKnvxl7Z3baKy03HYa1Njmqq9LRJHb2NGkkksaNCpEfEYyJT3/vEnOdRr1u6zV+yumkex9tx2r59oaOn/tHBTYuFSvpAtI02c8isYHIfUA3nOCLPfEdDU3/AGBuS6vYrjFNZrpbbswZlYwxxArKcq2O0bu36D8tUB6/GE1VkgEvqTGgiZ/TIMfEDCEMD3JwfbT2PkztZfS30V2JsAgfIQM17ff3wUi0V2v9XvCezUF2uj1U909eCKKVmDRtGGkAj7hs5YkYPk9j31IPSG6722T1pte2I9j0NRTbtlgiqKm92ovNDT0weaaSilZ0RHVeRJBIOEzg4yyNrJtSg6jybh3NzkhpkCRQrEHE7GFAoYE/h+ok/wDZA75OpM6fdQKCj6jWmww7fo57vc5TVST+jwgoqcM3CFcHuAod5GJUEjh3XnzMSnIlYANGsJ8b38/kFoYdAP4c42HaO/HT4d191Ya49GtpT3237ygsFvst0tk/zdNU0dBFBIz4Pd+JZJB378gdKV9ipbxa5m3fdqispJhwak5hI5+4wpjTCMSQDkg4Om9uLesskdTT2yCWpqGB+ZuNUpVF+/BCMgfbkB+mkA7wp62k5tWxCqRRBDESSRKfJCAciQDnABJ7ffXGufGX6DVa1pSLuJRu2W2e9sTU0kVPbKTPy1thULApA7Flxh27+TnUM/FXtpdzdKblPTU4lqqeRqymYIThYSOQU98ZXkB98j3Op1muds2/tgwU9aJKmSMoP3UgZS3uear+uop6i3Sqvm3rnTUBkt0MNFLHHMFwsakAFjy7MOI7jOD3z21Yhk6p4cN0hj6xjs3q2Ub9MZ3n2htGZpaqOKVaFH9JT9TMp4xucEAEhsZ9x484sP0Jte3avc1+vzmOaa2vHIsjIV4CogKoA/ILwK+uO3f6VOSCNQxssU9FuGOLb9vEiwxw26OmcJEEVWCcyzKAWHEZwSG+o/V7Tf0fhvcFduGkpqcUpeeATI8bJIjCBSSwYYw3PP1/T2J9xnQw+XJUCLUAi/tvey4yU9dIXDZG2rorTY6+thjJhF2up5RIZMgVs+PAOAB+eO2mjsa+WW97UqrfQyxSVNHRtTVITBYP6f8AFgee4Pfv/jpZr5K+k2teWjhhq6mmrrvULS5wWnSpnJXCgDuQcED+Lx4ArLtbedVtTetfLJUNJBLzo2jhfiqqz4AYs2OYyOwU98Y8nO7PIWEFqkaWtGvFW2uPBtq1ET5jSSlQryHZl+nv374A76d+99yWTZ/Tmguu7KqBY/nKCappzSBJLhNHNFO0aoQeZKoRyB44YE4AwItrtwUtv2eLtW3iKK2rbY55Gd8qIyo+uLH4jjH098k+Dqu3UXc+6dyS2LeFzp5bbaLnUVKWWg5HhBRpnkRk9yWLZfPdlI8IAKdTVsjIdfXVdh0Z6LHGpBJMbRXA5ZnWvYcdBqSOGnFWG231h3F1L3TUVl/tdLS0VDPNBTcpS/dqOp5GSRgR2V0P0gAKRgdu7lk3Sse5rUfnJ4IZKNUkVZByBkELMfp8mRkDY+oksGIZs5rPsC5X+h27aqeA/NS1PqVkFNHG5meRpCFbiACwIYgYz3A+/d7Wi709etLV0VfTu05ALwqJEjJYDDcWIA++B74xk8tYNRLNbPws4+5y5rH4WR4pNDTtAa12UAbaae+yn6HeVZX9Q0qay5+mPlaSITVISL0THM8jKSMEg8pVI5H8XnAGD9Hd45viElu8FVHUUZoouMySrwkJp0HIEEjv3P8ALuOx1Dtvq7/tu6tckpYKacRSJF6ShI4nyyq4BwOxVm5Dt2z5897LVS3Stu1xguM0PCmSZ5Elb1EBniVlycsnEFhgdxjAwQMamEVud7wRclubyt9VRbmcWxOvfMB3AeHsU3fCNLTJ0I2VDCwjkkW6GMN9ZBNdMM5/U/8AjtqULgtzerLL84yNxV5BFUcCRjJXhJxXJHsM5PvkDVDelHxlS9KunNp2L/0dRXc2hqgCra7mAuJKh5sFBEfHMDsx8Z0vzf6QmsLck6Q24tggGS7ySYz5x+7GNWocWpIYmte/UDkV6fi/4a9JsQxGoqYKe7HPcQc7BcEkg6uvt3K6UNXX0bMtOK10OG/e01ZL2J7D6we/nIGD4z7aMw3W7VU5jhgZQ3eP1qaaIBcHyWjAzkj379zqjcn+kK3CvE0/SuzRsvHBFfKMcfHge2tIv9IHuUtKf+i3bZBRvx1UoyD3YE5A7/oMn76eMcoT+v3FZ5/CrpUDrTj+tn/7K9qx33IV6imC5w+ZcYHf24Hz9iT+utAl6SctJXxlfpIUSr9R7Bs5i/X3/p5FE2/0hW8GPOHphtRGBBUuZ2Kkdgfxj21xl/0g+9OPBem20eOOPErUEY89v3mmnHKL+97ipW/hN0pIv1Lf62fVT911p5RuzaX7koYrXekx6ZQDNVbifPgY9/zGoe6k7Nve07hZ97ymGalqJ4uyyLlkIDkmI/UwAZlOBj6vPfGkSw/ERuPr7vOGnve37XaorRZq4xLbzIolaoqaPkX5ufBiGMYP1N+WJV6uW+luvSe3XhkZqi2FI1KLyZQWCOB584U/qBqpijIsTw908eoaSRw1ACh9CrOjmIRYdWgB5YAQLHdziNQbe1R70bviy9Soljp4IFuMEyMkS8VDKjPnHtnB7ash6Dv9RcDP56ql0trfl+olluJKhZZjA3HHEmRGVSDnsDyH9dWvHIDsjEffGrfRUh9G5t9nfILF6VAelteOLR8SpFlhilVqOiDRMoYGdQeUTHzg+SxyD/QnyAxinnjixRsixOo+lR2VgB/Dn7Adx5GD+ROtO8SIKcIsLqMhOWeQ9ypP4vuT5++tap3rFeghyR4ll8emfIAP9/wR9ux+wPWABosFyfitqgrXJJSKv7k5jnYj8X3Qfn7E+2cDvnjspaBRHIQ0KgKrnOVGOwb7j8/6+51pGTTRpBMB6UY4o+AAAB/EPb9R2/TxrBY1bGKB+MKkhpVPdj4wuPHvlvywO+SqoQPKvBWJiKbwXB/2v/Z+y/n5Pt276EdI9IzTQSl4yS3oFQqrnueJ9jnkfscnx3JwkT0KLFSrmnXAEY8xgdhx/wB0f3fb27ADXGKb9qxrUMc0bAhUHYyDP8WfAyPw+exz7qEuEKAfi9ti3/YVFV2hxSy1deI6as9TtJURxTFAw9lIWaMkfUcg/wAKnTN6AX2s3psyGknm+UmtQ+Qq0Yc5EnUYZe5GDwKf1Pnzp3fHrBUw9Bau+WtWSotl1pK4lTgHgsiZYeCcOF/MHBzgYq30b67WzZtXV1d7rJIrfeIIa/1FUu/zCp9KsFBYllIUnv3RB764rHMsVWbjR1vP916dgNGMWwB5j/mwE+1mh/7b6K+W3entNPbGjp7hVK7A+pJ8ypf284UcR2GoliuE21N27g2wl1egjt1bIztSxAu0UwE4xzVlGBLgY75UHx9OoauHx8btNTHbttdOBBbp29Oedq7/AFxkz/1fYIh/Unz7aVrbv6r3TuO6V/7BucQuCQmimuMwiinJp0Ur60zBGcMCv4iTjtnWa9ugLAslsEjDeTirUwxLNZ/Vpr9caZqlkX5pXy8LKwcEA9grEZZPwt4IwTkdX5Z06c7z+UqWhWOyVdRCyHgAxjk5EMDnGRnH5+SCAsf9PjuqparW/VtNFT8/T+TiIcqP73LPfuc57jK+dPjqPT1sfR+/R3mnlEsVkqUIyA7QPCeQGcgMF7YP8UYz99bmGVH5UkJ0u0keSz5IRFVwybhr238wvNGjomvNNLXSzxU8VCUjqZZFJGGz6eAuSWOCAPHbPYBmGtzrYbrQxWS2QSQ0dGXmp0d+T1DNgSOwHbm3FcKOwChQSTlnnY9oXjctpaWrmo7HYoI5ZKZZFkb1m7cpE4qxdjgAu5VSAVBAXiuNsbC6bX7cFNa6Hq7b3ZqgjjLQ1MQx2KZkhWVQxPPIUkDioDfX9PMNY5/qjRfVtT0hwumlfHVTAOabtaAXW7jYWJ3uL6A2HNN7p/bYku9uu98JisqVsURYgkzyclISIDuWXkrMw/CGGTllV/TONCjLW0rBpPWVY5CMr9TYOe4yCpbsD/TGR5q7otG4KPqO9mLPV1FBcHp4hEremohkJcIrd0RcM+D3Cnk3udektlES0NTC6mRDNLCv8JRfWZFC4BwB279+wHvrrOi38t7eRHwXjP4yyCqfRVYd67XGw2Hq27795tttonXVB4aT5wNk0p9Y8nCgqoPId/H0lsZ9/OuVyqU+T/dUzFGlhxhM5xMgAC+T3I+w/PXKqGLdG1dIzurRs8Uas3JVYMx4jJY4BP8ALxpGv37e3DWUVJbKgUVqDPJO7REyTqgUhlIbCDLDiWyW/Eq4VW107jZeIBKdDcLdbPVtfrSSVEOZZlhgeURcgWHJlUhc/UQGwSB2GNR7Bu9b9umvq3ppKmk27RtNNHa68SvLWyAq6q6P6caRpGYuRZMyJLhj9R08rtb9wVNS1tSk5WGpjC4o6ox1PqA+XkLIVQjH+zyy8BjkCArf29s2xvu26Xe6bZp47jbDDFRCnURxUsPpEJJD9QCsVYqzjDHiM4CqFiOYkW0Urco3TW3RsK2XSuhqb3U3M2rcMNVV1NIstTXVMlPFGRHIpdiVKLUBhEkfMBpO/NnD17+Go36p+LOthq7GkTW6wCmNzpIGWONI44kI+slfqYvkkF88RkdzqyHU2muVqpqjedkqq+D9jBqRRNcJDH6cqlWf6iRxEjx5z2HoEZAONQr8ItJTX/q51alt19ZFst0FnimghhJqqVJ5vryUKgMUUnGc8s+TnVZzf94bl7z9+RUsZ7BJKmK97in6U36O67z3Cajb+4Vf9mNNA8hE800k0lEYoRyPL1EZJCrjtIh4fTzavQmpt1xukFge6m3WzZ8Ir7Wgh+XlmNdFJPE0/qR8XMVG7IhOCySyHiAnJp13Ns60X3bdwsVTAJobhF6dQGkIaZQMANJ3YEd+J8ocMuCoxVG23ya29U6Z5o55zbrVUbfSshpCJJLpQVVN6KyFQRJO8ZiXC5KipjjUDiXZz/y3gnb7/ZEbg4EDdWStm5airu9TU11sqKS0ROKZq2aH5eOeaPIkd1b6yoBVS2TGPQcNwK4Drv2amhgpox6orKiAB0OVZQ4kY/cgxq5GB/npJse4bVd7ZR3KCpeEfLI5oFR/mInACtC8GOYaPspUrkMrZHYY2prLUWurqtwU7MsbSPP+zy3MLkfW8f1YSRsHKKeBLMcqzu5t3OyhIHgnHTTvNTxTCmlieREYRBlJGRnjkH2/PHjXYvFwPrB2X+JeBJ/7w8jSfarlTXmjWsoKkekMF4nUxyROyhiksbgPG3FgSjBWGe49tKMVQ4+p1ZGySpYnie/lc+3b7acAmkLsqBVGGLEDt2Hj7aw3M+Txx9z5/prXmpZnDEk+e/bXOSTvxR8MwznGew8n/L+ulCatKouq4MwXHsD5/wCWoi6TRQwfED1mZk4qafbThpB2/wDN3AI/XH9dSrKryniBjt98Y1GPSeWZOvfWSJyzCOn2zGnBA3BWgmZh+f1Mxz+eqOIbxf5vkVu4SSKStt/yx/7sShifq1uO5793bLefiPFjjt+77naE241Db6jnRU9Q6xlRMV4gqqpkgszBu+TkwT1233u7eRskN76gndFvoo3eGf8AZlLb+NTMEmlJhp+xPGWE+oSQxLFSQSTf3dvw6dEtx3ie8XPpbYp6q4SvUVU6xLE000jMzyMVdOTk9yc5JJJ9zqsXxU9Juj/R6PatwsGwploaqrrVrLfT1sogmJiiKsZjNKYnB7qoUBsEnITDYOOC9C4A2tb4hdb+FlUKfpPTkx5yQ8AWF75CRa5ABJFgSQNTchVG447nvrZcH21lAQxB9vvoHIk/LXmh8V9rAAWNlj6sdtW8+CbYHQ7dshuVyu9yfqDaqj5ylp5JBDT06Jng6YJ9VW8OWH09gAuVdqk1FW08VPH6EKfLxGLMcYUyfUzcmI/E31EZPsFHtp69CnePrLsYMwQG/UaggYb65FHnz4/pn8zrVwqcRVLcwzAkDXhc7hcZ05w+bE8CqI4pXRODS67eIaCcp7ncbfsbxda6GtXfmyoZR+7W6yUxUdyrvRT58fdcDz7HUdXR6WzWeq3PVfStsvCiQw929IxLkfSGyAOXYKxz4Gn71rrZoNybOn5BmO6abiDjBDQSLg58Z5N39vOmbeDc6SxVitJAagXyndxTgCOMCOPgFznljkq5Oc45e511uLuaJGOO9r+8L4kpnaOBGn7Jj3Lda0lptNpuNFdaSWzyvUwTJMywKWkjLAiQcPULhMnlkAHl5zpVsXVWehqpNlS2V6WO1VUN2E1TMV4unqCRS/p4GOYVmI7GNiMfwt+ottuo4UtN3p6aK2M3H01HpTYHLEYkzzIBQeHPHmCdG6GqrqjnYjRCnplJlpLi/ONjGWIKNjiGJPYYKhslQRhsU2VjnDODpr8DomB8TCczdfHw1RB941sW/oKz5WSUcpLiKcRmJ5DJLTK6AthgSBx4t3Ug+5OnRR7hqzFCZsKsU9WoCk/UkzSEuCBnszSKBnBwfIzhhVu26+r3THWUUBWlnty0USMW5pL8wmCWYFc8UI+gnvGcjJ7q9ttF/hgr6j9hit9epaPiZFRPmFDgRSBiApXi7H3C4+4Ba4gsJB3Lv/mqA7JuBbb5Jbs26aS51s21qCk+ZmhqjM1OJHKAOHEMLKyL47uAjHIdlIB7a1ttXf6u4Lb9u1C21mqGusUlTNwEUUSs0iGT+EGMsrYPHIUnwMJ8O5rzXSTW8Wenens8mYpI5E5MpkkkHB27g5klx5BKoSCSuU/clRc7PbWvFDSVppA5ijYTLG45vHHhnIK5PKUHtghXHb2rTnPLFfg4n2WkVp8jCzIxvI3Op1t7kqbZ6oJQ109HLb6CWOhmjucvzDlaTkYivgIzFMSKRn3BwBnOum4fiJr9uNNFPYIB8rS/2oLPNzVn+lyjLx5KORZfbIHjxqNBtG6VUtXG5b17jQ0kQRo1ILKY1CI2Tjk6sBkDvliQO5ftj6fXOPcFLuOuZxFFBTUMsTvglgkQLEr5PZgSO/27a0YKxkT8ryBv/wCRssmoa4EFhI1Hlx4JFk+JHd1yvEcvyNNBTbipZb1PT00paISRo3HBYchk0y5BwQSQQCCNSL0G+KK8dZ+pFgorlsajgbesc0FT8vWN6dLDbUnmMmCp58zIVxkdx7+NNHfvTuJqiu3mJ4qYWmlitfypyzPIYFDHn9yZWOD3+k9zrt8EVqsu0On1y6736nMVLtO2VlnpI8nEtfWVMRWKMsT9RCwpnP8A+ca1aR8NaMzBe3xsCp6Troy4PNwTp4KU+u263PUDctHZozUU1XSUFFUFJMK0kLylm7HP0M7cgfdD+WYCgpGoNpPcDcaeJJBSrVRVAZjUQKV+kKCc4aTOOIyCfrP4dO8brmvVZHeaStkuqbkqjNLK0PpPxjlZC5TJC9gWOGP4s5PfTCvt4t9kFDBVUSyP+7AkVyMLzxhgDjiCoJJB8E/YNg4jLUVUE+zSHN4X00uOHnrZTMfG1zjM0uGttba20Ox2PD2XROLpBa5rqd/W2VrpcqKuYQJT+nHTPXFSr4DBWHFuTjKrxKjPg6blg6H72sW5o7xumroaG2RVCNPVVpdQ6j8GE4kSSNxKhBk5H1BVOdTzTRUcsttpLPY4oXrWlqozUpwU8VYM6yJyCKA8rfWwb8JzyIDHblaqHctJRLedtx1FvWeSaN4q114tExHqDhIZSyklWiGO8fuQQMqLGa6mk7ZHV8Sd7XGx229t0OexkLWm+a9+63DvulLZXWTc1TbKK+XWFVlaKQR0btL6fpsjsquxAj5EqXK5IUcRkElVTtw3yrtD3mUhEhq5HK8iPTkc5D9yO7Y7Edsnt20ubTobTY6wWq3wyQ011eCpeFo3CpyChkL/AFcATywpYKcEg5AwlXmGD+z1jS4W/wBavnjSlo6aJ+OPrKsfcBndR2xnyvkDO90crRHFNmIygg3v7zy0H7KzWNiqZM1M3KL6D2cuHmVBu7am71lmnrKqnFPBQkz0ywRiOMFi2HU4GQPSPf3AxkdtR3tyq3Pc62eqh9CahhqVgM5k5BXwGcsQPvyA/wAM+NWA3ns+put5i2zU+sD/AKsnpxzepEFbtIY1GAo+lwQVBBD9gCpLWottGi3LuKgjtKRwW+7yzRLj93/tZGVVOPoHBvAwrcT2GddVDiUFVkETgczcwtyvZZD4nQvcxw1BUg7BXb98istTXyx0k1KBE9OFILxhgh5NjIGchu+MjA/Jr7h/0gtHu3Z1b09k6XzUsNzoZ7ItTFdwzRpJEYfUCmEAkBs4z/PRWh3HtXaF7jo+p9yvdOlEVktgo6oV0dUqORJNIrkemWK9gCezHsMAaqoLdTpeKULAMevyVUJKn6vbPnOq1U1lWe2NBstCFvo4GU6ndF+lmfmSwqViGR3IOM/bt7asBsG3XK571/apy1Pb6B1qZQcKHkYCNc+2RHKf0U6hHpTbpKZWqJzEFYHhGVDEn+fj/PVp+jVnQ9OLvuf5iN/2heljJXuRHDFxRT/d7u5A+xH30s9QymF3cSGjxOygfrodkmXLq5vrcNzpKOrubx0tLSmDFOOClEi5LyGO5HFf8fOc6k7p/wBX949SFoLNfYvQWklg9OWOcJ6oOUyQqYOe4PnyQBg410i6R21ds091IDSSUyTLICGwXUAgEHCnifB8a61e1rDtK7U6Ugmgkr50HqKU9LhgHGc5OAQcnt3xrh6TFjDMDNctLncO4Lp8QxHCJ4C2mgyykNBOu4vmI1troi3U3rn1HobnW0dLFTU62ZvRpqhIj6knqfjzk48BewUEeNR1buv3U2ywT3620Iqa+pqPlwJYzMX5BSpwzEk8lXwe5HnUrHYUVy3EtDd7ZUwwVqD1JamRULHhyAPggkNn9SR7acUWz9t7Yuv+qWCkMdXSShAYPV9LLKnMfSWH4mGfOD76lfixqJxI24Fjp5qvFiFKKTqOpBlvoeFtPjZQ3U/EL1Zpqf8AtMu3bc1RdYXhuNPU0UzQKqHiEKmT6VwSO5x3b76qP1cjT9o2t0TiP2aoUdyB++mwO5J/qT+p16TWX1Yr3VTU+FkSKIkuzkEjOSFznP0nv3JHv31RX4zIo6Lq3UBKeOIvSRS5GAuXLMxAH5k++tLCK81Mzojf1Qfh9VSnrG1DQxsIYRckjjc7exLNsrKOKC43aiX5y9S/LxLQ+kH9CCShQmoOc98sQuAcEFvpKqWdvw8UbV3xB10cjt8vaqaudGdWJKqRCgLHscLJ2Bx/jqJ6OGOs9SuezTVzfI29njV8klaWPDcMHkBgktjA5fcriVugFXR0XxKXSSmdB80LrA4QZKYLSZI/hz6XsPceddbWRsmw5xLQXNa6x46ptHI+KQNa4gOIuLqx27qRQjotXVmM54xiZkiH6L2H+Y1BNxuVTs3edBeXqhFbjPGK1Hi5gQF1ViB7MQexH+Op43TV09PBOBydv42xg+cY1W7rHcWW33JHYQsUTjnvwAwTnJ+/HXnNHTipqGxnYldXPKYYS9WVv9vhNvciNFKEN2UD/LUabsvU1qstddTFHIsKcFSVGZXLHGOOQGz9jn+XnTuoN8teNk0F7aiWSW42yKtKo44AvGGIB+wJx/LTRrNv3TeNhqoIq1qUzSwSerFSvVsqK4LARIrM3b244++BkiLsxvIdw+Smdd1HI/8Awn4KL4r9uye6Ktgs7TvWK8wSnd5FAjAkB9TIPPHLj35csY79jZHo5S7nl21uDcFHW0g9W5vSVfzxCJlYoi0asO4YlhnH9xe4zkods2lQXuru0NddqaruN1pLbPHKZRU+ikokSSJpIQfXU8ULNhlYEfSFK4l7b9lrKe4XTbEEacaO6LOwiDKgZrbQ/Vx+wx9OR7ffOtTCniprSA3RrR56WXEAFpuNlFdYLUu156e70TVUVxvdZBMRCZY3ArJDhQwUHvjHYd+/Yg8YVtfT40V3mutyp5Xoa8GaedXWP5YtyMZf1O3DspAzkkrxBzqda6nrJKi9VNOkQSgrbqtuYwiUGY1kjhnXIPA5Hf29Mt/DqKKzpsbukVx/Zla/KCEtIkfyyMxjDHEjoykgMDlQ3JVzgEdkqqrPUytDrNBaPK90ry02BSL10v0NPtXbeyLIpWCvf5gwiH0j6fZgAMfUrOzMCBg9j3zkqXxU3GnobZsHalNVNJDY7ZUxU44hHEOI41VgvYn6JMnvnJ7n2YN9oKKfqdZdv2WknNNZ4BJIjTeuxYs00pLADK/U3t9KgA9wdOfqkazevxDWnaUEcs5hqrfZo4pfrIaSRSykE+OUhz3HbtkaiYcsDyTfYC+/Ne7YFSegjD43f2UMk7vFwsCfYbexL5sO2bNQ0EMsdJPbqFpqSSqWqUwtlIsElGKjEiE+eWVb3ZsSBZ7Klrr6OkpbRHRIaWcvFJRpTZGEBZl9NVVWUg9sjJIz5GtI7Ztm1321CdHSsmmrI0lBlliMUizNxiPNu4eWMcsjwhzhfpPVLVFv3BTx1k88ESU9UI4ZHDenGCihgR5zgHvgsBnP1axZ6mYhsYadWuOx5OGwuvFZqgmZ0hGrjf33+qP1F8iqL3Uc1MKrbR6Uhd1CMCTzOcfT3P05x2JI+zQmoINq2XcVPBUfMpQ2inCGVkDSMJonV++FzmMH8z2AJIB1eov6buekAwolWORJEAPp5YlQ0gCkckOCoPI8V8k6c9lraKh3Vd0qMzinWklLSRGM+pHUxYADDIXLA8iAcKDq/hUc8VQ9zvV6o+F/bZRxTFlRFK4XDXAnv9qpLM4kZ3ByWJyScnz/APLXCRiOxOszSrExUnLA4Pb7aEiAFSwxkZ86zXm5K+7Ynh8Yy8guXqYPcY1sJVb+HWp5M+B3GtwhGSQNMQ0uWjSjxrAcHx51oeTZbGNbYwnnJ0WUYe4lSz8NrMN43VkP1izuV8f/AKTT58/lkasrcdz1NVT23Z9QgWkepSSd8/U2ScdvtnVWfh7uDUW+po1dFapt0sIDD8X7yNsD8/oP9NWO3JRziGmvIlkBiI4Kwx2X7Y892B/nroHPczAXZT+q3nZfPvTJjZOl4zj+zFvEAhRvtGuFu3XS+oCsdBUrUKoIJzG/KNAMeAy8D+WNXGFGp7iVyPvqmO6lFq6gV9vRlip/mpHhZmwMFxkf1MbdvZT51dFZCy5Hj2xjGrnQ9pfFLHfYj5rgulADJYyBwPyKkuodph8tE37xsfV7xf74+x+35/odaU8nycaUsoARAFSQeG8+fsSf5Ent3OBijoqmjpJPmISBCnqPJyAMpPfkEJ5ZPjHgeAcAaRr/ANSdnbbtVZXNUw1UtHHmSJnGQxOAvAZJJyT9ux11NTilPTDtOueQXJQUE9QeyEvNJVVUjU1GsnJMerIq908EKP8AeP8Ah5PsDzfhafSgNRDHFxCojzKDEPt3PYdvB8e2fAgC/wDxM1V5pIrTsi2VtRcqqSaOO306BmwqhiyIilmyGbI8DGc4Oozp7P8AEX1g/aNunsV3tJt8kZE949Slpm5A9lLAs5AX+FWxyGSO2ch2OVMxtSxX81rMwaGIE1Mgb5K3N93VtW0RGS8boo6aNF5TRRyAzEZ7KO/Yee4z9hjzqB9/fGl042Fc1o6K2SVqFuDeiwVQBjDEexx7AZI8jsMJe0fhn35uK2JRdXt+1bUdHOwprZbqj1B6eMEiWRSsefsEOQPKnw8ttfCr0Goag1MOyEuBpy8DzXSplqHkdX+olC3BMMAMhATjthSS72R4tVnO5wjHLj80ufCKM2sZD7vl7lFm/vi26V9Wdg3rY12sbGG7UzxKziUFH8xyD8IyjBW79jjHfuDTsbWnpNlWmoZAfmIJfTOexaKVkb+jINehvVb4e+kFt6f7ovtj6d2umuNDY7hPBJChAV1hLBgpyobKABgOS5bBGTnzth3FLC0+0p0kECzC50KygCSMyKqTq2PYmOJh492x9RxjY1SVUTc8r8x0PkV334f11NUV3o0DMoOhHMOFvjbySZBeTBHyhnVZQcgH3069tdddwbcASOVyydgD3AH5aSqHadgux+Zr5kp1VmQn95yYAA5AQHvgjvj206bP0j6b3F4Xtp3XfZnIDU8VHI0fL8peMQA7H8TDVdszS3MSqeIB1BUyUzm6tJHkUtJ8WG6lgw09OWHdXMf1J+mdJVR8SfXu/PNVWHcV8mp0AV0gR5kjJBxjIPDIB8Y8H7ady9ALX6sVbTbPttAqEf8A5VmlmlQj/wBTDMY2H2JfP3zqTE2/1jv+1Lnt99x3OmpqdGjgEdnVFq1QKYY45SC6AcshuThWj7DPcM9Mjt2Csw1Lb6gD78FVit3N1F3DLS1+894y0NQbgKVVvDSq6goX9ZmIP0gkJ9wXGcDvp27d3x1i3NZBa3kqYbanzEUdclLIPmGiQO0Ecqr9RwVOM9lOT204tw/D9uKop33xXbNqzSQ04lqKKGRIykf8btE5EpTGC3AMFC5LADXLaXVCTbNqlsVno46W3V1U1RW0Eo9amqVIUemY35IwIQD6lyOwBA0j5W8RZbdHS1Mg6+KMyMYRmtZ1vG17ce9NyW4SxUaWWGse41VZWQyXGaKT1EdgeMcSFf8AaYYEs2SGbjxyFDv6SUVRTSG9GGYv8rL+FT2WQRo64+5OVP8ATHnVP7f1psFsnqbdbNg7cm/aMK+lZKK1QmnZ/wC/PwH72Tu3FGY8MN9IyM2a2FuHfO4Zo6vem1bPt2Ouigm9SnlgPq1IbkEKxHDExr3c4yAAOSrnXRdHZjG5zCCb8eAVP8QcVbizIQ2LqgzNa+hdfLwsNABYb6WUoSySST0SLExllkMYjB/BmJmy+MjGVHjPf7+NFNlUTUW3aWmngZY46Wmhp0lkaSRYVgTCtyJ8O0oxk/4nRl4onqqORkSRIzJ2cA5LKPrB/IDGfH1n8hovt6H5C3PajUVEooJ5IRJLkEoW9SNVJ/EFjdFzk5466m2t15cl8FUUInt2A+2m5ZBWvdrpX1GWp6+VKil5cfoCAxEKV8qVjjlBJLD12HYAaO3msqaa0VUtD2qPTKUxXufWb6Y+3/bK6JU1LW2qvsVrilFTR09tnppKh2CyNIvoCM8e5OQkhODgH2Ocg70Jp9WhFa9tFo5Z4Fqa+iQtFk8JjURATNn8QwVDZyCeHv5qJ8IMFur5twdSqqxTzw3q93aKqWkq5aae2xJ+z5DUQyRYdQBWMH4sv0jJOFwbSfEZc6K27KutVWtJD8pQtKsnBnjdDykeJsEKM/LAjkRkgDPfBjD4SaeloNsbOrEoBAl1lu8MnMANUyTKhkl4D8IDWohlOcNIvjGNU9HVVjyVqO7YS4ff3ZS3uClstlo3hqNwbytktRL8vSx1m4Kxo5JinPKziZnbgiyMYxKMiNhgYyKzdUuny2eLY243uFWm1qjcFHaaoAtUVZjmiNTHVSOzcHmZZDyVBxBjRV75XVs98W6lskVLuWWK1C22Wgr4nFTTkJTGZFCzArnigCujgAnhIT2CtmFet9vt0HQG3dRrLcI2lfcli3R8zTSeshlWKCkjb35YiWEEED6lJIHjT5Y2uFyNkkchBBU/bXmttotdrtdvqqarop6aOehqKdI4xULKC4crHhD6mS4ZAFbJwo7clu7U9VVW2eipLibfUTRtGlQsYZ4iRjkATjkPbOe47g+NMih21U2+xzbc+fZLFX1NbREoT8xRTNVOlPJC/dQDhBjjkSENnucPa2zmOH5GWo5z08aiQt2aVO4WUj2DcT+WQwHjVvbQqF1r3XSjtkNLUy1TVMs89RFHDJJK/cohcqAFAUEF3OQP4j3Ou87RTRFFPFR2BBXII1y9RHOQ3LIyCASMfyGtli5tz5BGHYfl+o7A/wA9BKbcnddFqHLtzjIHsAck+PbOfJ98fkNcp7hTU2XqeUKOUGXGAWY8QP6kD9TrktwhaQQxTqxAyQDlh7Dl+Z79/wAjrs0zIMySBVHbOcY/noBtulsuFyuC01PJOx9OFI2kdz+FQoJbP6AH21GvR+mY9c+sM6s7iY7YQj8JUinlyCffseX6HTznuq+p8pPDUlPXWJZFjZkLBA/cjIUHGMtjJwPcaavR+kZ+rfVWsZQIKiu2+qB8Y5pRZY/rhl1SrRcxnv8AkVq4e8NpasX3jH/uxqV7lcko6yONq2CBxCvLnKi8WYtgY9dD7Y8YyPOfHnd8aPUe9bt6vXHakt5+bsm2XWCgiRcIkrwxNUN5Yk8wV7seyDHnv6K1az/OelHNJCAqDJnOFAz54zAn/wBnyCe+Bjz3+NXpTbthb4t+6LTA1PBuiKaWphIYgVkZUySKSMYk9RGPcnkXJxka5npMJTR9ja+vgvR/wWno29JWsqtXljhHpoHbnwOUOA8Sq4L2PY6ySc+daqAWP21uUHMohzg4BGfq154RfZfYIcANVqSPGpI6EW+pk6vbBus8kXo1F/SJPqVm5xemzArnKjEiYYjB74yVIEczwvTTGKYKHABwGDDuMjuMj31KPwxw/tLrfs6gqJQsMFdPVR4VQTIsBbu2Mkfu17e3cjBJJvYc3/eWNPMfELmelcpGCVUrT2RG8nvGQ7e2ytH8Ulwr7RZLZfLfx+ZoNwwTUzMAVVxTyccjH95c4/XUSyXDeFJT11snudMtNUXGhhSr9UPNHKIF5PHlETvGRybGDJnBYAMZW+KaRpNt0FEkbMZL1RugAyc8Jl8e+fH89RDXbjpY7zBQ26JZzcrslStXKrYUxU6s6O+QVwzE8RggAgYxru8Se9hjDW3vvpfS4XwaHAXaeSVLlVXM7XrqSkqYCajcApaSRYl/1fCBXVUKAMpUqfrPdmccQF5OWl+UoYqlaeGhiu017SFaoKBJTo6qsgCY7x4iRwxGckKw+nBbteTWTU89tkDV1a6xwGqpZVhfiPV+piTGyj1FJwORRwxyHXDhS5y0FZbKe5iOM0tdDUJHTU6rA6Aku8GD9ShuQwCB3A8gYyw6zAA0WPd3fuohq42W9XPZa+6S1Fot1HPeKucQ00jurvFTSTMACwZ+QUhJUflyYkfiUIQcrd0WajoKenrKZeE9/mqJoKyN3ihgb92xOArtIrICck8mOM4U5S6Q0V1qqaqtlb6UU9b6rTl/Tkk5cWSVVDAoqrj+FO7HzpwyR7YuVspLW9pmkvkFylFynkgc/OU4Mz8XITlyBkkHpMQxyfpHInR1oc272jjw/wAyY1oDkk2TfNDQC53NqRLXBNejK5Eq+ktNx4MX5DkvpxyMJFP0HJA4nmxRq6osFws84nhqKulqJglDA9dHHHLBIVQO06YWOVHjUvnK44kgKcFdnlsdulo7jbJhUXtZaieaGOVZpoAJJHQSR98yfQrAADsQeOXGSNVaKj9mUN5MY4T1TlaSVFdhUeoC4dGH2WMFGUAY7rhssGaG+ZzRcX9xcpMuU2HG3yXXZlfRC6kI081JTVkFFFAXhUVAfmIXkmTJidTy5oeRAl85XiJIuF/ttHR3xqyqljFtuqvHGsYPzEYdS0iD7BgwHYcir+MaZVgO2NoXuwVl4tIdUuK1dxjgDS+uFq5RIgQnvlVjAw55A/ccmlncG6djbp2rVzWiniVa3ddFWQrHDEvOlkSIJkA544x27j20jWU1S8PIF78/8SjdEHetyTH3DBaLrad1W+4XOSk+RCV/qALIkhSONJIxhsni44luwzgZ5EqFGzfC7uWq6cbN6ZW/d1PbdqWOofcF0qZ4QjV10apYcJ1R2VHp4o1hwHK8gxJbHFX91gprVWbS6owxUkaVM96oJWqPQQMYxBbV4cgAQD3wPBJJP304NwXXb9q3Fu+q3DeqimpKOz0s0NB6xWnlmmkqA8gjB4vKfTiTOM4wMnPbSwxsVOepZse/kG8+4KxFCI2k3VYK+xWa0V+3bdZvlrhT2SRqWlnE8lNJLGsgxOsTA8w6OJyuccXDBj7tbclXY6J1gu9QI50Q1NOBCJXd055VUYgHIcZH+8CT2GncsfzNv25VcsTwR06OYafAJQxRkcm7sAPpYr/vHwuC09xUclRuaKqr7nFbrdbTU1M9ZNG8kaukoMSHjk4JJ5YU/SG8AHWbO+Kanl6u+X37qtZ04EY110SxdL9tmeuqqK02quq7zJSymjnoaaXC0oPAu3DmR6ixE8SoVeLlHOQhPU8PrW2W5XSq3VR2+1RtGlbcYxDAskbJ6agTsxfmz4VMhsK/05DcWX1T3BY7TUW+leKpp66ZJKakoHk+Sb0pFKOJJZEVYkCSP2YdlUHj+HMr0Nh2bR0FFL1NvFCYaSjNW9temluEbSSIrwyNJIQJCUL8i+SBN9R+hxrm3gPja/LZpJBudreP0SvALzcJ27g6iq9uoqunV6K2S0pZqiumkqGmbssc/qufUJxjiwJyAM9goCfvGzG5w+j6INlpSiJO0gRZJSpLjIHg8zk5wctkd8aSqKttFVV2vcG3LsrTXK6R4pzGEjijZiBwKtgxgPxA9x45AnSZ1p3zufbVqtZ6bxU18CXSJauki5PFNTMJB+6eRQxBkkUmQHtgH/Z51r9HnvLJ3ym40FtCLffBaFFTmpkbG0gHvNh5o7bo4bDvG1UkNomrZaWmZ/So2LniylWOP7oUAMQPAAA9tNu/061e/Kq8x/uoK8BClKGKhqaRlCt2zk4LYYDsD39tLlBvCqpTb682sXa5zU0Mdxq7bEWhhkcAOox3aPkwA5AkhAckgnSZUUy2elW6VdbRfKmUvTYYzNNl5i3BkAYqFMIbKhcqDk8iBfpapgxlsDOzZuUDuADtAPFUp2gSOcTfVMnqV062TvmrobXLW0632mr6anNNDUB6x6SVwzhYUYFjhwwyMntjzov1C+BDdfTna923u2/bRW0u27bVXJ444ZUeVYImkKrnIBPHAyffTz2BBtmp6x2ndtPPNSzSUIjWN6IhahgrqGWZiPKSEFVDcgowCCc2Q+KCVU6EdQAxwsm2rjGuPu1O6j/EjWhPLJFIGsOhK02Qsc0E66Lym2FSbmlt3K3SCRFLMW4guvnsOWrn9KhLa/hot5qmStMlxq5kSJPQKl6pzlx/ez3Jz/EFBPEYpjsfcnylFX0yxhZIcOsarnknhsD/AIfrq9XTqjpY/hK2611rI4rtIROlK7Zc081Q0kT/AFDsPTYHKny5z+LJt4xF+XFbS7x7bArIj7cnhqn41HNXdL6arpZI6IzW6Go5rmSOOT6coCfqPEqVxg4A8ArnSb1QstqMljrUqIJqj9sw0cNRGJfWpYJSS5U8R7qv35fST3A066Kv2vb+jcKfsdYi9nhkSeTkEedWT5hmfl7PIAMjGOyrhTp/9UNsWz9hbKqK7ahp6p9z25bhTGBHaOCNm9Yc1B+gniACe/NR5Ouap6Ml4F72Lufd4K0yKMG58dFGbpBWXGyJT1VTJTLLUR4lp1w0hhPEkL+IfTn74zkH2Q7luFv+kOC1UMktRb6a1iSNZDlWVpBwQZIV0+lTkEg/ywJ53Zt3bFs3Htjb0e3bhHD8/U+pErllmIo3OUJb62XKZbuQAR5XAb102BboOtlBTUu1qqpt0+25kFPzhcCoFVyY/WwA+lxnODhlxpzqB2W3+EhSmKEA2Buor21XwW2ruNwqrxTyxN6EsMQlXhGq+rlELHyeK5/UYwB2q98U9dcZLl/0mW2sqEp6e7z2qUUFRLTzmJED00nrYzk5dhkHDISVOdX0s2z9tVm8LrZKPbEgFJb7e60v7NVGpwzTEAoRlMgocEA47HBAGoT6w9L7fuLox1wirYXgqrTXS3OlkkiZnVIlSYOD3wrIhJPf6WJyB3E1A2SnlBcODR8Lp5EQYGNbrqqhQ3Wru6/NVNRWU8b0dEaqkppStJUrJSxsUMQ4hEVCM4ySQoUqeOXb0er6y3/EZSSI0noVctw9OJvpSOSSmmPNR3DcnxkfcDxjGiFh21XpRi3iqgZaCG3vXCGVZFxHRIMB1OHVnhxlSVwM+CuXt0K2xPX/ABFVFVHA04t1BV1zSs+QiGMxcuXgcWcjPsy489td5OyNuHucf7jvPRVqcnrmAcwph3HI1bUyRwNwt9IxLTMcCQ57uT7jvgff+eq2dYdxGkrJUUSSiZameSJZAjsqPEoPIqeLfWcNg479j41YW+3CAwJQ0j4iplIXj9R5KO7Afl/ePZf1xqr/AFKjS4XyeOnqKYtHZZZJA0wUpyqFGcHufwfr+o1wGCsDqxrjsLldRiRLaY+xTR01r6299I7FKqOZKoVNOcnkyJHMyhSffACjP5Z06+nFzlpdwyWOKL1XnhdY5FjVwj47BgxAwTgEkjGfOuHTu1NZui2waS3mCtrZ6W4LOaaVJlD/ALRq1+l0JV+yKQwJBDAgkYOlaiWKz3GitEE0NFfaiQqqvLIEgZ1KIZXiP7gEt+NiMAZ7DvqtXQ5quQDS5PvVujcJKLI7W7be5OTZtXSJ1av23tw/NvY6Omt/OKKA1U6u0cjKvFRKZGUyOnL6iELEnRmh6nRDcO847NY71c6i81xnimNLGgOKSIilUZxBl0k4IzAqvAeQwMG792t1VpeoF13PW7qfZV4sawyPX7hl5RIrJIvpCppIWgaPKOnFlCuPowSCNWG+DC93G57s3Jft8vboLtBBFTz1NsrBLSzl40CqGVj9KrS8+/0hnAGD2O9Rwso4SWOGY2ubchZcoWkOsQmX002l1A3TS1rz7Tu1TMbjWRSy/LT+nzSXmyF1AjVlly3fwxXABXStZ9k9RqDpTNcbbY0kpKW1z3H1Zq+FWZAjOQV5hyMDie2cKQO+Dqy3Qy7QPZt1SNSsxqN5XispwqjLwzVTMrnJwO/IEE+VYHuMahrrJ1pse3PgwhrNvz5rNwUH7Fo5fQxzZpHjqMch/CEkQ+4LKfBBOdU4ex2aRzzvfhbS/wBVewzDXYnXRUjBq9wHmd/YqhdGtm1W/brv7fUMqU1HYLZNUI5qBA6kgrDwwrA9lbK4AxyGRkHTe6e3+5VXXSm3LFxatlu80yMqnEcrFgjqPYozKV+xUdjjBnTpncKLpn8G1dTU04N96k1srBVGHit8D+ieX5GRJgPuJGx+E6gDYG27zfOpL2e0meKsaX900QdTmSpjgjK8Rkn1J4sYPkjGTgaip2Bz42k7m5+XwXvWJAU9DieJZbDKYY/8rG2Nu7MT/Sr2XL4brglx2o0V3s5gulxlSlUGQLx+SqahA54BwuYcYBOCxODpuXv4aL3F1F2bsWv3ZRRi9UtxrHqaegaVYpoAjkkckLli6d8qfp986n6oqxsOl6T7cutVcq9qa8Ckgq6iYTzVRa21cSFnJBZsyx5OMDOAT2z33bDU1PXjp5d2T0aO22q8vVCQ4aMzLTqqnHuGKZ+wYHx31oMo4WOzjfX36r55DAdTuVEK/CDbbhuz+zd/3zX1kkFmhqRUx0giLr67r6ZWQydiFwT7gnwe+mvW9Hm2/wBUbj0i21dGmNXQ0jQ1NeqFlZmhIBMaqFjyCMKuQMYzgDVqKSuim6vVlK0E8M0O24CQwH4TVS4OVJHt4zkdu3cahjdFVPD8XDenV/Lh7ZTcZmAIRlCMGOTjAI75P9POrdPFG3MAP0kJHdlund8V5aVyFJpEb6pOZyfZe/jRdC+e/gaWt2cxui6pLCsUgqpOaL4Vs9/Pf+uks4K4HvrhZdHkL7ho7SwMkadCAfctY8KSTjWWkYADznWCuBn7ayzxcFAUhwe5z2I/TUatFxYLLlnA4nWSSGxnGtXYk9gNaksf10KHNbRProhI8fU21cMEvHVqQR5Hy8mrQ7mqpZaalhkYcjh0AXGPIfv/AOx2/PVWejDrH1Msru/Hi0xB/P0X7fz8fz1bO+RpWQ29yq5Z2TuceRnH6/TreZGZsCnHIg/BeF9Onth6V0zjxjt73KHurpqKO80F3DMoEdPUSAdvpMKiTP8AQ/zGrebOuP7e2ta7w6BXqqVJHUHIV8fUAfcA51WjqxSWmrgt8FNOhnpYzRVkJ+o/idgc/buR/TXfbPWm67E2/b9pKsVT+zqdEMkkmGLEciD+hYj+Wq2BVwoJH3OhA8/u64zH8PdiUUbmDUfBSha98dX7vZY6e0WK61iwyPSPLEF5LL57rkMqsGBDH6e/Y9uzp2h8PQirRuDqFeam4S1iKai3RjEULlg3GVwcvggAleIzkd17lg9OOsNF09S4VNzSWpp7k0AgeOQvGfTi4MOQzxI+jsfYr+Wn/afiHse4ZJqOxzSC4uhWCKabkkx9gCccCT2B+/21Zwyqw+GNrpmuc4cDtos+vpa6aVzYCA08Rv3qXaaitlqhht9httHRpFHxUU9OqRwR5Bx9IA757KPJyfY6MRwmjjMdOxdWdmcMcsSxJJB+5JJI8ZJPbJzWK6/EXuSprlS02WrSn4ZVkhdjy7Zb6Fwcr7nPcf1f/R3qXu7flVVw1lonioYI+9ZMrARS5GIxlQGfjlse2Vz5APT0mMsqJRC2Nzb+S52qwd8ERmdI024X1Uteu9VJJHTc1iiVfVdQeXcZ4r7g48n2zgd8lTvy6AR+hwhZVCKUHbAHYEe4/wAu+CNJ8cKQj/Vh6bHHJscuZHu2fJ/Pz+vjWsta9VUtRH93wUPORIMsDj6V75H3Y4BAZfuCNy9t1ikInfml3DZ73Y45PRJpp6U+mx5Ss0RGUP8AcyxXkPLK69uJz5RVlkaPa2292+uzS1l2utolibkfphhpahHOPcmqm7nthSdeuRjpmEcbIFWPHAj6fT7Y+kjx2+3try56gUFNbulW6qGSkSCfbm9aZoUEvJgHSpSRlTHYMaSPy3lO3bxj4xGJY7HkR8F1nQyrNHibJG7gg+RSdsehhqr/AApViZgAsTwNkpyycfT4J/56sntq4UO3BQUt0vlotlGoqFiFS4hwM825ufpTuewYgkA48HVX9h3BobrDMXBjd434ljhg+Mlj7gdu2rL3Og21uC1OgoaU/MKIpanC+o4JwI42buTkeF8HsBk64WGMOZ+ZttZeidPKYRYp18fqyNBB9lj8L+1SpZN2bMFgpL5tX1N01lzpzU0JoGVEmAfgyiWTCrxbkpXyWBH4u2n5D0e3Du2ggq9ybjFn9aNJGtcbPIsRIyVklVlLkZI8BRj38mu/TGwVewK14LTWVcpaYT01pp3b5WCUA4mYMePPHlsDwM9wMTBZb7f6+qarqLrJMKcGaZo5ykAK5wFb75/FMfwgHjgDlq40xNGUDRcIYnfpNkbvPTis6eNT186UXpw1kBVo7mzmaIuokARwpLemz/SAfyJ0xNz/AADxtdKi4dPt6QVkQVqmmt90pmjjQlspG06F+efrwBGCeODjlnU79N9ybdel+ZgSG6V9erm4XWrQlWAPeKMEEiEH8Kkqn8XcnJk633mzQxrDSR0qJ7LTKFUZx449j4Gp2wRv3/0VmixvEcHc51I8i4sdrEe35WK8wdx9C+onSq5VVz6mW6e2SVTOErjGtRAVkJ5yLImY3lKghYs8hnk/AAFrubdaWpjiraeOFqiKR1AZvpdXcFmGAfJAf9R+p1OVZPY6uke3Xipt5p6tTFJS1ojZZAexRlbAb9CMabNw2fZaec/J7fqbZSpgLVQyRfKkHsMIHLqPbwo7n7628IljoMzXHsn71VbpPjtT0kEb52APbpcaAiwsAOGxSDSCSoi9atVWd8gjHbAYgdvsfOPz9z30mXemrqO4/wBoKSukESUjQTUxC+kQoZo3btyAVzg4OArsx7DOlipa3wVn7Opr1QVNSDg06zBZv5Rthm/7oOuFSIqiKSlqon4OpVhnB/w7g/n510rJmTDNGbri3xujNnCyTa26m+VdihsFTBPSO8d0qy5+s0ZR/QITIILy8WUntiGX3UDR671slJV2cPIR8zXGLIVj2+XmIzj8IJA7t2zgeSNFdvWS32CCantz1Ugnl9aR6qpeolZ+Cp3eQlj2RR3PbGB2wNG7nDFV0j000jR+oRxkVuJR1YMrA/cEA/bt3BGn5jxTTbYKLPiYmnm2NLBRcZw1XRQ18IQ8pqd5uAQsO6AiSVuQ7/TgdicIGzbRadg9Pdh1aTrixT00jyELGwFU4J4quFYehWSSHiO4IBwUwE7rvvme4bXohJFNJ8ncpZJ41p3VZJKVOSNEW7OpIWQceXESkZPbThvVrue1tlf2YN0jlFNaKKqoEZC871NKB6icv4iAsJ7HlwVlwVQ6z2vvUSPHABXALQtB4lTLca+KCgrKtQZlhgklKg5DALnAI7arl1B2nX1vwiVlFV0jWZ4LbEZ7Z6RKmSmq1wwGRwkfhykxnk5JIDEkzOtStPtOWxpW0slUqi1JJHKGzyKxRyknGTxkjkOPc9vbUZ/E/vKt2Z013aGjRUvcEUVtYNzcVpdEeFo8cUT0kEinJyRLnjlA1qZwyOPcq7AS6zeakSxXS21tp2zTW2WKljrJo6+sgaPjLOTEaslAcEkzyRyEqGGS69iSQ6LpBT0lWu6DkPRwSQ1H1N9dOSGOV8FlI5Lnv3kA7vpj2So25su37W2JU3uhoqqgtaiGGSYJxVFjgzliBku4XwSzZ986cFw3FbTdf2VNTXRp0jE4mSz1M1N3JCnmqFD3x2Bz5OMBsSh3NDgSU6YZ6NoVqIGjEboHR4gOLqQMEEDuCMYI11LoU5cVIA+xxjTYs1PabTTQW6gpZY6ORpPlkkSWE+pks6cXCthsMwyPZh2+kaVamqpadEmmp6h0aWNMRQNLIGdlC5CAsFBYEnwoDFiACQ+/NNIsUfEsUkfp08imNzknljJP+fj30XkWaI5mccMHuD4+3cf+O2u8kgBx6jEDsPvrm7E98nJHnTb2SIpJ6LxuksIeN+7Z9/1/r/lpi22y1m5bJ1bs9mvtbaLlcrhHDQ1lLUfL1CVUdqo3iWOQkEMS3HsR2Y9we4evrORl35BslSB5HkHt+WB/LVc/iA65SdMNxbi2DcKWSe3bx2o80PoRx+pDcXM0HrE9m4mKKNfPYopUd21RxKWOKDPIbD9it7o9RVeI1fo1E27yAf6XNdtxtbYps/Bt8RV9fdMvTLfu6Lhc6W8sTaKi51Ek8sdVnkYCzFmxIAcKSRzyB3kJ1IHx47Yqbv0todzrSOj7fuEZlLRMh9KTMbFi0atn1JIvfBHfGcnVA6CsqaCqiraSZ4KiCRZYpIzhkdSCrA+xBA76tf1g+KLZ/UvoTW2Clial3PWm3w1kQpY0WQ4WWokjIXsnqRsmCxPZDgZ1xVLiLajDpaaodqAbd/d7CvfekPQ2ow7pRQY3g8XZc9okDRo3UAusNgWnXvHeqohsNlh20DNgHH27DXFfPb+mdZB4/wAvGuXGUbhe5dY9zeybLYOxyWGPtqSfhyuf7K627OqjCkvqXSKmwzEcRNmLl29xzz/Lv27GNCxP4tPnofUJT9X9mEsq877RISc9uUyj2/XVijJFQxw01HxWVjwD8JqWO1Bjf/4lXP8AiHClbB6kLyxjcVsEgQjlgesTxB854nt+YPjOqq2nqf0mqqyO822s3VRevUy32gilt1JLGlKmROJQHXmy+nUBIuyFSoJBY8bKdebnURbs2rRIIitTd7a4Dy8SxzVIe3fsMgk9sYHnPaidj2Nu23U1rjn2/VusNhuFNUSwL68UMkvzBjVpEygLh14/Vg8hjOvR3vjcQHaanjbiF8HuY3XN97qa9v7o6VU9RQ+juurhp6NDcII7hY2Kz0LFVknqCkzliqrIvAZfio+vIXC9Q121HeltlH1C21Vxil9T5KenrKUVVPPFHH8zKfSMcKeiECcMMgZQU+k6r7TwZhoYnJVhtGrgbIwcc5/v9vGjRjMNxkdCSRsumjyT4xHFj+n/AA0dTERqNFC63BT5aqqOXctJablVLUJFTTxTLBWK6H1Gw00bDvEq4jYMOx4l+xyunLsajvW5rbYKqqyJq1qq3tNUE83edHdJwxHELGzOQmSC5mUEEtqL7UlvuASzSTtNWSWmijSKngJmTmkQVTghnZ3IAwRhePnONO223K+WamhtkNZTQfsvCxR1MUU6JKyKjfTIvfwcEnHI5HFtc5WVT6YkO2uf/l8lGHt2cnEtPX7bqINw7vFMtAK2thq5Y4qSKoimEki9mBV2jVlYj1+OFJUDiFZjlvc1e16VanjDbaeqqvmBGqCWCq4yGL0lUjnGAoPdVPcAZ7AcKWsr5ZhNuCppqg0NUwKiVUjDOGkkUkAAHk5cAEgiRcYLEGOrbeqq8S3G11lMlumqPl5FdaYFoC65PqZwX+qTio8/RgDOAaTqmR8pDQCOPPjy5ffBSt/N9VOA3SC9QUVNUVSwrKtRJKKeilqZ6GSSRhHiJQzSKpKsRGO6jwz9tGrHuqsr6uwW+t9CKA1dNUXMJ6qtHmGJVd1kHYcld+zZwSpGVJ0j+va6K3x2yokofnVhVnqYARPIgfBl4cyOPL8PbjnIy2Dg3HO9JeDchDTJWwLAhLkwtGFbA4AE+WjBP1ZwAwOM6njlaCczRe+//UPqo3amylutvN2ue1uocK0dTUJLXUXrzx00o9IU/pPPKxYcQnpwfu8kFyy8c8jx062bmr33hd6K4WaOCYrQUiNxZw6NNKVKh0UgmKQhmGVVllTLYJ04Nk1d7vPSrqBd9yiVrrURfLVBqJech9OjUJyOT34sBj28dsaSOutVTL1Bqa2SBSsNsUhyx+mQNUgY9skEnv3+nt76dLWspaUThuYabcb5fvdWZG5ae/h8VHdvulcZxQXGhlzRuVVpaMOopWaB6aoUgseLhosOoHEk54gMRwtE1roay5VVTErV0VXOYKlKcPJBh3DFf5hRxOQ3g5A0sXGlo6c009vuPLFukq5T6fLirhCqHJGCFCrz7gkAAjuFbVqhpa65VzrcpKOemuErQYKv6kqykEGJhhxniSCRjH56yJp420crmtLD2SdSf1Hl8lUjbljLhwsjVv2ptTc/CovNDQGKlWpanmii9KTlIGbBB7YKPGpUAggKM4xhcuO1txzWRj8vVNSitMC1U1wVUjeJVyxRCzNhAuXwQhXiACMlZnpbHQLDR0ZhSMSI8080hUzkfiACM3LkBk8SAASR9Q4ab1w3nR1tZX7Zt1DHNXyzQiJFUqKuJgGWR0XIErBWcKpck+3Ecl430ioke5wN2i1r+9JGOeyUaS12vaNIxrKwT1Nzt/qWykmdZ1Z5FD4OcdyWUKSCcgKwJDHTrm2HLWwul6NNX1dPh5JKqT5wZI7YBACkAD3IznvjGmtNeaXcjrbZq6Oe9zNJEGkblKJGADMrKfxNI4PLvyVvPc8ZGt63e9w1P7ApK2M1zCQXH5IvAhMeeXq9ll4DinL34k5xjXpHQn8+mlaRxafdoVM+QR2I0TCuNDWw08m24EYU6skkc7vwQsxDBcghwAfoyG7AKATgnTK3rfYK+plsFxrPVuVlemvEjSRMvOGczRvIC7HKGQRg/Ue5Oe5AEv0GwH3U8tNb4quWSrHJ5XKrFJwDKXiAfvkKMEg479+6jUM9bNuXHYnXG12a43Gtulyn25OqQRJJECIa0tDx+pi4dKUNzXGQR2B8R4VSvk6Qy1VuwHO179B7dBb32UTonBuZL/Tu5V9XeKGiuBno/VmpxDE8X1y84uQRW7EoOHnBI/PGdTb8XlW1D8P++537ZtZjP6SSIh8f9rRLp1tGkkntF+julNNFHPTqhp5xIZgRgFiO4HGXPEnz9zot8cc8lL8OW9TTsOckdDCv/eroAf54J10uLSCWqia0W2+KuYcwxxPLivLjZlujue+LHaF9T/X7nTUsnB+DFJJVQgE+CQ2M69CbvQy2W1UdBIaeaJo46eAwygoIQ/OJYkUBQnFiRnuAyqAMaox8OeyrzvDrlsmx2ygq6yaW+0ck6U0IlxTxzK87kd14rGrMS3YAZOvWXrzZa+29MapqHbVvs1FDPSg01IiA49ZAijiigd8DGSPIBI1WxuOWaohc11g03tvyUUEWYOcob+b3Nc9rx26e31clBTUvKKVF5wQoIAOTxydlPFWUyLknMWP4sWk3DWWiroLPNRVCCrjvlrjfkXKpiqjZkRivF0HfBXt9wDkCILPHvvcXw+tcKiKsorfRWmrjEZrHhZ4YEKxsECfvEIXjxLKpUA/UMHUib12buKOlpHvV5asjN4ttOnryGWUhqqJM5wMd8E4yPpHjxqnSxejudu65J1/1KttjFr34JybqjstNufaMwp6B6mKvnjAE0asv+pT8VBJHD6lXHjuq/YaRr7uCvO/LbDRw0UDx26tVzOrSiQtNSHCso7uSq4I5fy0Rk2DXWa+7To7nu2orYXr6hAJo4gIwKCpcksiJyY8SSW7ksSc6cQ21S27qNaFkqjOZLNc3LP8AWylZqIYye+frb+WrYe92luCfkaEl2mmuke/7xFUU0EvrWq3vI8kWeQM1WODFnD5YKe5yMKMjsM8Jdtba3RQ9SNo3W0yrT3ydrdJLSxkGGKW00sZCeeLAEnxgkDPbGnNQWynTqHeURlRf2NbGyoUZBnrs/wCIGkulrLbaa/qNXTOztQXFKiOJHPOYLaaNwi4HclhgDuf56SzkoDbrzt3lsml6V2W4LUbwutclFytzUb0jQENSk04wGdjmQQiV+2E9UgkkFtP74cD+1v8ApYoai016yWSOjWniimDCaOeqdnkwzIFGaaJuPIDwTnA1xvnSXdfxDTPeq+EWajo62rrErTcUoZqmpllLugDfXIEZmUnGFYEBgQw1jozZJatd51FwhlhM1bQ2tlOQsqRlqgZGBn6ZFIP2YffW3U1sZwZzM2oBvz1cPkkp4HCrZppdF9wChoUezWStjaaWFVqppp1kcDz6a8CyL7FjyJ9vvqt3UK6T0W+LrBFUvFJSWxZImQhCpDK4Oe3u5x9hjxq12+Ke0WlB2SFFJACoDyP2x76j3qb8M1Ltzc1S24t30sb1yUdPPGYmlKNNSQtKQcqpVJMoAPYDuNc30dDGzudJpYW94Wvizi6INaNylXoCdwbk6K2ya1XhkqI903GCaWD0mWGBaSkb0xhThucvIcSB9T5BJGnzXWip2pMKgXWtrLqZBJmapeSKnJPd3Q/Qz/7uO/v208Ok2yNtdPehG39vberYxWS7juj1VRChPzEhA44+xMENOSPYhgMnSBviOeOelhpYyXaaOPkO6h3cKAWP4mLHGBn89QYm4PrXvbsfJPoHObTgHvUj/EB1iqulHU2votr0tJHNV2qgSWKqgDqpieoKY4n6e0xJ9yMDtjuxqv4rLJttpY2orFSVtaRNWMqrTCZuCr3YvyYAIgH2Cge2kb4zZ0k66VH0q4SgowSR2ICk/wDHVJ+ue34NvdY977fpeb09u3FcKOLm5Y+nHUOijJ7nsBpZJ3se6217L1vCcGwpuE0bnwB0j2ZyedrA3Nu8L0J2/wDEtuq+UAqrTsekmt9XJKVqqb1Gikd3PqNyUFWJbJb7nOe+qq/EH1A3v1Tu1JDUWyopbBbvppkhpXSmX2wpxhzgDLd/CgdgBq/3wI0qU/wv7OgMaKfQkLLjIJZst59iST/PUg7HprTdOjdFZrxSxVdHXWypppqWaMOksTmRWR1IwVKkgg9vvqxJBJMzKXe5chT9NabDKovpaJrSCRcO1tfcXabE/NUFqup9p3R0to9vUe37NDNa6OioKiqFNmpaGEIilZM/7iDvnsfbUadHbpDbPi52NSUcskcE97tdPUq3hi9XFKuP+8sX8xqx/wARnRfaey+i2y9+bD27T2sta6e33GGlTik7yUwkSZ/u/JWDMe7clyTjVa5Ftuyt39J+ulLSSCiivK/tE4/HNb6mCdmP2/czxJj/ANX21Tc18Una3FvJdo7EKLGsCd6MwtbIXCx4OyuuOPIEeK9WN4RUH9odlhYqVnmv0xcBB9ebXX5LffIJHf761vKCl6i7XSmWKKMWq7DHHChfUovzH5f18aG8rjENxbIDU0ihdwuqsQMHNtrh3xkj/lpodU93bh231N2bJQ2eWenrYqy2o0UYmnj9SWlMsyIGy/GNR9JAx3YlgCutOWVsTcztl4MezqUvpdbZS9W6qJa6kp4qPa4lnJwiIoqm5Nk9uI928DPfGoq3DJteq61Qb5u9+tFPbqmlt00LVdQkTCKVIiXdHwY14YGSf4yDrtfupMu3ev8AC1bd6Kot89JEKk1U0bPT0/qyFVX0uarxkVMMSAMktwwzCGOoW6KixdY7rebldYlnssFFB8wJDiErUROqcgnFW4gpjiAHZUAPjTKapL5HNA/Sfh4+Gyie4EWPMfEKmfUi6QV2870LfVtUW2O4VPybYwGiMhIfHsWGCf102lY+M40r76jpIN53uO31CVFItfP6Eyfhlj5ni4/UYP8APSMsieMa5Ce/WOvzX2xhjmupIi3QZW/ALfK/hzrWQBT2OR99AyIM49/vrkXI7/fUdlde8bLJOO/vrOFAy3v9taFgO41jnn37DS2UJeAnj0jT1eodoCxl+JncqF5HAgkJIH5AZ1bOuUVFrhRwy/v0JwMkAqe+P56qF0vnen3/AGaSPOfWZfp84aNgf5YPf8s6uFQzPNbWMcZd0HIdsnIHnXTYe0Pwmob4/ALwT8SXlnSOkef7oH/cfqoyv8cZuEkoPMEk8z5bHnt7edJFXubaEM5huu34aiqRVWSXh+LCjB/XGNOLcdDN8zCZKb00bkQzjDN3I/zGou3HRSftqqCEFQVAI/JRrjANdSnOddgtqr12jpL0ss1pp7VDsq31SU+fRepiE88zsMFndslsgd8nAA+wwDdJsTppaq+Oqm2vt5a0YaLNLCJFY9sIpGWX7DBPY++q8bh6p7+3FJVBlq3oKWYmRqcw05EbEOhZlkY+mOagrlWbirEMcIW3ua43mfc9Bv8AuF+e73qKmPytbGirSQemy92ZVwCvqoQMZBKkrr1AT0wIaxg8gvG3PlOrnnzKu/UV9PDEvolWkKkKgOOOMZyPYDIz+q+SQNCOSKCM1UMwMkhLSOewkOB5HtgYH5AAd8aq3t/4hdx28VNbueCglmp4ohIXV6YyqQxCqGwr4Jz9PNsEZ1JFH8Rmz5EdGQSSRIJWSnmSQorNwBbkVIGQBnBGWXxkZuMrIrXvZVnQkbaqW5rhyEVNEvGolDYLdwqjGWJ9wM+B3JI8d8dozSxRLCjFuHfly+vl7nI9z+X+HjVdofiYgqb09K2x7mByl9OQMA/0Hjxjxle7YyeQyGXz2XTmtHXWybjtSpblKXloI5KiiZmk+V5lQ6tJGOJZVbn9JBI8Y74eyshdoCE0xkC6fVdvyCiuktgnPpypE1USufWSnUqPUZCoC5LYHt2PuOJ8++sVWsdw6o7RCSK1z3THW+tIjZVY/nBGpJ7nK1Gfv2P55tpuC/bL2tBXWWzpPTT1JNRW3KFEf0mXOWeV8jke4wcgc++M51T7qpLUHcFxc1a1aTSU5R1nEqchCvIhlPEkkknjlc5x21zWLV0jWFhIJHLvOy7L8OqZlfj0dO/azibdw/0TL2la7pQW+kmmg9akkMkDsCCOIxnscfSC3+BGpd2juu/2+pVKm7WyoMKhIzJI8c6R8ccePplUOOx4nB7d8dtQZve/Xqiq6WwUNX6UNup44yqKDmVxzfuf95iNT38JK7M3lYr/AG3fdrkuV5t9VAbbVSTOFMMgcLDgEADMTd+J/wBoAMEDWVFC6bNIXNaDrqvWcdr8DwuAQ4pG+QM0aRa/K17i49+idNx6i7jgiNNarbao4H7zZr3Ek35Mwi8dj/h+uk2v6uVVbEP7S2isSkphyWG3FJY5ceVUZD57HuV1W7qtujqxtHe9425U7jqaVKWqcwNRwrBG0TqHTjhQchXUEZODkZPnU7fDZ1D27v8A2O/Ti72KKq3OsklRLd7myv8AMgdo6RJXLSepK8qII14qAOfIcTytHDJOq6zMCN9Lrh5+kHRaZmWmppb87j4XKl6g6tbdqrPDO9/jS0FEY0FFIkkgcAfu3ZT5BPg9s99OO39a7kyR0tmj/ZFK+ASJTPVzD82xhP8AuqD9ydUv6i7RNg6l1dM0U1HPBCQQ3JJAwfiC2MYPEDP66ePSh+oW4xXUVJu2ehprdUqorQkT1EgMat6WXAOAT3bJJDEdsZ1nNOduZrrC11YxPAvQovSWHNGbWPcRce2xV07J1UoLEsdqtNH8zeghaWSpYrDRox5Avg8mkYEfQOPYZZh2BkOy9VbwYWp7vWRySzIBHGyKPUU+cKBgrjIz4/M99VHslRubaRC0EkTSMJPWqWmUGoZiCWYIvLI74/eHH+Ts29uCqaQz1Xy6uh5vJECP1ySTnSmu6riucNI2TUqdF6x7f2XcXslm2fXs8caSSw26CCnoqZWJA5yew7Z74ABHfSxeOrWzJaWG7XKvipZaqQQLBCDUTVEn/qoowZJftlFI+liMqOWqy1E9PuvdclzhjgqpJ5VMXqU0bBAAAMM47fSo76kja++7bZbhOlwtVOskDJSw1bsGnlQqCwUKG/d+pn6iVVu+CxAGtHC8VZDUfmPDRY6lY+KxwQxBrvWPmpVXcdyqKdZrTYZ+EiFo2ryaRD7AMvFpk7+eUQ/npvy2nfd6uzis3zFBRx+oKqC20MIEJIBSJZZfUYkqQS3FTjBAHIEcX6h09fbIZbVQ1hlrHKKFgD+hhSwMhB44wO3fuSBkdyG1c+s1utVLRLabZUNHPSOjpMPTlicEH1SW7Mv1Mc5JJIJ7HJ6d2L0GxmHmPgudEgbtYJm/EVSx0EliW4XB7hTXiRaFHnjgQsjTqBGeCKp4ieXC8TjHYZY8pM3ZdYqtNt3W5VkQ/fAlPSPb1o/l3Y/xBgajAXAwcg/lCu8eqFDuXcW31p6VBT2quNRTwSlS5kWdZHzlvAVkIII9s5PYLFzqayz22ut9DNUyiN4Z6COhkhqBSRmsWYhQoZwgUB++Pw4ACL9NOHEIA95YdCrDjdjAUvbYvSXnbtVe6ulpquusksVDRy1MTROtX6aUkKxzEFkQStUgFRjL8xnlgMrr9tan2tYLDtiQUslqut/gqxOZCs0ZQs9TCMgj03JhKHyCHLhmILl7labrbY6SCz1gqo74sNbFW0ziGWCV5Ofy305X01aGM83IU+k74PEaNbgravd/WjYFbfpKmA2iSrujUPN635IGNFWLEYI9QNE/I925n+6uFudc17LA8h5lOa4XD+CsRYqC0ncNZfLTtenoIamDn8/8stNUVUzvwlV4yBIAq08OGYAEN2zjJc/qyN3jxn7k4H+A01F3Ha5paWmr3qoYiS0UxjaKJmUr9LyD6UJLLhH4lj+ENg4XluFLTScHVgD5bOe/5/18/nrVa8FVSOK3vNnpr5RfJV0ksYSWGeN6d+DpKjq6MrDuO4H6jI99F7Nu6yXiaaiiuVO1fBIYKiEPg+soywTP4hj6hjJ4kZwdGpblTGIMrAiQfSfOc/p51HG7La1NcqW+UFmpkqab9wrU7iMmJiSVJwCMEkhhkgk9sM2c7FKx9DGJ2gFo9bfb2bJOGqk+F5ZkKTkieNuDEA4JwDkZ8ggg9sgHIz211PMR4zg4/wDHjUW7e6iwR3oW6e/U89W6in+Uqn4TBiOaDl35BQWA9zyBJOVy/KS+UtxkBgZ3jDtGJkAeJipw31KSowQR39wRp1DitNWxte02J4Hf6fTikAK2raaOeE08rfQz+qQPBw4bic+c+D/PVD/jC3bW13VmqsD01PHT2qkp4InRT6kivGJG5MT95GHbHbz5Ob3VUyOJQkxL4AI8lR+QP/jvrz3+Ki7Qx9W9z0s1vE7VD296aqEgzD6dMFdPByG5dx7FFOTjWf0nv6GGg7kfBen/AISyMhx/rHi9mG3tLRf2An2KHk55JxowlJUyRmoELmNT3fH0g/mdE453eZqcRn1Bkcf0866JXPEJKcJlpMDOe4/L/PI1531ZX1Sa+C1mvF10ERz9I/LWyEK+ZULKPONaArGGWSVQ2R2Bye/6f+Py1kRzYLnii8GcFm7MAcYB+/t+ulDDdObidK5mdrhba/C/JBnTJxkD89OrpZXNZ+ou2r4I+aUF2palzkDCJKrN3PYdvvpoRI7tzaJmVe7Y+2lalWSkVa2BYuxLKXbzj8iP5fnqaAFrw7ko657J6aSJ+zgR5hXF6/7doB1B2xvVogLnRXS3WtXdjxWmMtW7D7YLCM5I7BdVitxpNyWu23W0zj1nom9GlCtDFI8sHYcshUZGLqWYKuGJBxgCwPWfdpStssNwpxPXSXC1yGIYVTIFlLBvsv1Ef88arTYoEhp47RSzinU00gVHk4kNxIHfGSQGIJHbJyCcYPa1Vswkbof3C+FJBZxZ98UjxiopnpYK2JoqiLbFwV0KFSrLJVZBB8dhpThYTy/UxZTtCNgpGB+GPP8AkdIcctZNJSvXeqZht24h2lX94x5VPdie5/n9/wA9K9qYy1NMFcD1NpFV7+6kj/4NaEZLmC6quOqO3morLfe79cKWtSjdNpU0IeOU+sQWplLAHIXGXGR3HIEd8HRql3bfpf2hRV1fJhtt0NQrlmaRWMVM0nqcvxnMzEn3Hn8Xd4xdGdy7uukN1i2jXVNo3FZoLRFV0dbDDJUTq0cjQJ6hARykTkMx49sY+5q99I+sNRa6lKax3lqepoI7RS2w1CVg+diWMTKXjIjllUwyqX4qWwSo4+M+fKdN9/mmGF972SvtjdGaBqavqKNI4KKlf5p4G5Or0q+ozju2CzADCnifcFcaW9wWq3VFnHo1ctTVXEkU8MLlYZ4fUYFj3OXP0DOAcYHceENenW/ZIlo7zse9NSLQrRNV0VseaaadYwrRA4Ds/OOcCNe+UfIzgB3WHZ13oKuGS57euazUdUlIkc9qkjgeSE8TGkksZQkFcmNhyHLx5I591IwzumPA39/7/dlNBC4EOITZopLhaC+1abb9dBFFPmpqykqU1GU/dxqRxPFySAMFRxUAAksdOO8S01RTVMK1sgqqi4RNE0YmkZkUQkGMkHLkBmwxLdsBRg5Wr1JWT2tv2ZbKqNP2tNA0tVT+kmQ6lSzJ/vs2cLgBVKqO5KIu375uDdtsa5WIRW5J4oK2tiQiKONkij9GMlS5n4PG2OXdQxAYZOqZhlqKhpAAB5b+s0/VOlgeH7KUdlQTWbo/vmiqKp6lSfUp5/l2gE1OaOERMqN3VSgUj7gg++m313murbwkqbZT1FdFXUMXotQIZ+MYaZZZGCg8VVTNybwvEkle5EpdQLzFa9s79WlofSpalKWjhNQpgwzUqoFjjxyzgZAIUADPfxquPS7ce592OKq53WOSrnkusIeoJhjFMsMv7mIRrhAEUhI1AQZVewA1u/w6PqWwudcC2vhb6KQgmIRhK9H0+6pVEULR7Oqo0FE9bxuMwixQqFEsoUurAoXGAc5buA2M6L2fY27r7tffNftKjWtns81PNVU8dNJU1DJLPIjGGNOxZQHJz2AzkYzi1V+2/uO4XunjorxQUJGy67Kw28yH0udOGTJkH7xsj6yCBxOF76aXwgBod2b/AKdKqaJSKTkEkaJh9c/kgg//AFOlloKV7erNyCLH4g+eqWOFzWlt91BWx9t7zv8ACJLPtypu0SyxU/y8XIp6TCQOGwMYH7kcvwgozDyNTRbPha3fd56a8VNNFtesJ9Sp9WqEroW7sEWJDnu2Tlx9ZZ8Hio1aU1UscyxwU6O3kEnHb3we+f56MEz93YZJ85HbP6Y7+T/XWYzAqbPnkN+7bz5p4pGg3Kgi/wDQ7aey9u3e6XS8WSy2yBi7TQ2pqieOmLgRpJUTzuw8rkgRouQQECgrE23q2oW41lw6cWJau3mWUSyTXwcE9V2dg6RjiCxJ7tk/3SB2FnOovUzZWw6CK271uFFCt8iqIYKaoxElSFRRIrSMfTQYcfiIYgniGIxqpVddrAL/AGSz7U33SCkuFxp7MZKe4+vOqM6IXKoFdgC4K9yzHGR51tUvVUVwxtgeStNojK0uA2Votp7MqKqwW7dc9DRUNdJQo8ixyibKov0ANheOVCFgGHfGe4B1RXcW67ldfiRuW7907UqWqdw2+SzUdJUrGi0gxHggylFP0xyAqTyJmJUEkKfSG3Uxs1iorHS1TT09FTJSCSoxJJIqrxBcgBckAZ7YJ1CtV8NGxaW/T7zW5V0VaAzpGGj9BR3OCoQsV74IyAR9tSRTilc58bd/v3qMwiRmVxso26e2SCrr7VHaN11duWCRGRKKugYw4YMoFO3JcZDHJiK9snyDrj8UO2LjW9KL3Q3nfN2uVvnloA8MtJRjhipjYOTDAhwCq+MfnnOuvQDbe6KLcG8aHcVBVU9Nap4ae3yoHWimL+qzvTBlU4wRklQx5fV31x66XC7bTktVHaavFVPUGr5IT2EZyoIx3Ge/uDg+dLI7rnioGlraJNIbw3zd6rn8JdbV9LeulHfRZv7S2aH1LbW1dJS+q1GkoAapiwh+pB2YL+JS6jyNehfxAz0N16J3G5W6ZZaaoehlhlQDDKaiPBGfHb2IBHg6hyx/Dbsrf1it+67Fviu2/SXWL5torJR0FJJ6jkl1dvQcq6sXVseSD9hp69S9kVOyOg1VYqXcd2vVNQy0ypNcqkT1DhqxD9ThVBxyOAAAABqy+obUSBxbZQth6qMgG65bVi6ojobcv2ydrJthbBcxTRwR1LXAjjIYy7MRGuO5ICnA7Dvk6mPqLTUrUdu5IVP9oLQCR9vn4P8ADUZbYpK6X4Y62oFTI0a2K6gBe44r64A7fpqROoNBPDb6B3rGaM7is6qxAAblcYB2+/nUdyTqnAdkeCN7mhgO5NnHuCbrUclBHYfs6r/P8hrWtpqROoVkJ7Zst0BJUH/r6H89c9y0Ukd/2grSzkPdZ8n7f+T6s+w/LW9xpxF1E2+gZ29S0XQdye/72hP/AA0ndZODeSFPTU8nUe8qUBU2K2N+BfPzFf8AbXDbNHRvuTe4kSMh7vT9miUjH7Mo+x0dpIivUa5KF7tYKEgDOTiorPuM+41y2rEV3Zvfmsg53SlYYGc/+TaQf/CdJbuQL8VV4/B5f+ol+u+77f1yqrNAt8udPHR/2fEwj9KtljZg4qUH1sjOVCgAvg6K0u0rZsPb1ojprrU1M19pk3HcjIAPSllghjSJO5+lVjI8+c6tX05Cw2O7PKH9NNxX12LdgB+0ahj49sHVYOoNxv8Asp6dau1LcrVQ0kNF6SqkcjRRJhZGEgQZ9yyO324tnK0a63VWG5Kv0Ie+S51sozrbfV7p3RblmplmpDUK5TuMRg8nJyBkBBk41ZLqz8NPSq43mj3bcLDNU3O/bgo4bhM9wqsSpK/7wemJeCZwPwqMe2NMLoy9BvrY2/Oqq1MbfKD9jUVAsZBo0V4ndmz/ABvhF9sBG8htWU6m84qKwSPC307jta/hPfNQq/8AxDS4fCY483NMrpOtly8Ao36ndO9q7C2JQ0G36AUlut88tQadA7YJjJdgWJYtgY85PjOq6UdTW3bqrsGju9PFSUdTuC3R0lqSNGHp+vGHklx5biT3HYZwPGdWg+IyJZ7dYrdFeUoK+pqJxTQTVQiFT+7HIYYMr4JU4KN2JAwSCIM6VrTP8RFghusdLIiJUMtRHWc4vmUikCoFKZU8ypH1YJC8Qc4WGpYXVA9is0xDKYkcimj8X1NJV/EHJAkgZqiGkjT6MAgxKM4/XOqm/FXTtS/EZ1Gj/Dz3LXTdv9+Zm/ybVv8A4sKeRfihsUYiMZqYLa5XHjMjp/T6NVh+OOg/ZXxPb8pCnEvXU9Rjx/taSGT/AOPUMwJc89/1XsOEzWp6Bh//AB3f+TV6S/BlHHSdAtv0jkfuS69z3x2x/hjT46ZGP/oytkfpquaacd2Pn1JM6ZfwiROvRC0iRGz6jrnj5+lRp7dMXipenVGZpUSOB62LmWwAEqZVGc+PGtluYDZeIStvK7x+qjfq/axuX4PpUTgHp9tW64rnvgQpDK/8zGrD+eqG3iBb38IRnSNXlsW/4JZ2btxp6ugeMj+bwR5/lq9d63ZQj4UqiCKSOb09g/LysoJ4yfs/BBK57hgQQcYPnVB9t3S3J8O3Vfbtc0vzLVVmqKLjEWw0VaVlJIH0/RJ598gfbWdVuBcO8EL0Tom4/wANeHfpljI/6i1p9116XLvW2bxtHSfdtI5dbrXQXDCnIHrWetfH6gt4PjTC+JDqJPZdwbcjshpJ6mGC5QToJF5wn/Vn8DLK6qquOykj8LZ0yukfUqy3Xol0hWG6RR1VkqKWikSRo2b9zQVdOW4+ryCePxBOx7ajXqlvOw7s6kT1U1l3HLFHLLBV1lHcEpvm1EMSngJYpCF4AqyMW5AnHHj2bVPkmhETNMwNz3WO3fey4DEKR1NJJEP0kjXxI+SiLqp1Lq6ze1NuC6v8qtxdYnriiJM9GF9P5o8+6uQrsH49gcqFxnTwsdM+6tq3TeFVVzU1xo4qeGmasrBBNVLHNDiXmea8QFA7diSoBUOMJly6a9Hr3fEigG/qKgqaGodgk1JNMZC5UqDJT9l4ORkKrggHOc63pl2vZbrcrGl3u9TaVtCwpBc1g+cqudREWU8MB1PDv2yAWxqKGmMDS6+uQg95++9ZJp5Q8Fx0vzG6r/1Shgp99XiOkgSGMVch4IQVGTnClSVx3wMEj7EjTVU499P3rhDRw9Tb18kzmnmaKoiyoyqyQI+O3Yfi76YQRwuWIxjI76xZR2yvsPo9MHYXTG/6G/8AiEAxOc6ye+tQAR510XshJIGB4++orLcaea58c50FHfyO3trpDHLUuIoYnlY5PGMEt/QaW9tWa2X2eG2etPHXSzFR2HpenwJyT5BDYyT245JPbsuwuVTqqqKljM0h7I342Rjpipbf9mA9pXb+kbnVzNr1I/dorIGJAVmxxBPgnVKttFrTvm1NUB4o1nWRDOvAvEVJDDPkMPGPOe2ri7bqkmj9SKVFfj5yCVJHYnXV4K0SUUsfO/vC8G/E6pa/F6aZhuMo9zkmX+vuV+amtswhQOV4swCqoPgnHsMnUcVVBE9RIxQElvOdS5u2OCqWW5yzFhWR+nSpCvcz4IIP2XKk/oV++owqqWaGokimIDocMOY7HXCu02WhAWubZKdm21vWonqRIWSytCkFJMOCxtISo9ORA3qMFRmfsufp8cuAZRodtb2maFAsKUlEGFcKpBEWKoog4lyHGA8gAKyBeOWBDount0btG5942Bo9gUiNNbJoZXWarSMU8bphULMeRP7ogMAcYY5HgyFvPolv7cFkpKuCOKK7wFBLHS1ywySqQOY5ArGygk9i+SBnzjPSsnnLAIx3XXklfTPjmeGbX09qgV7c44y265XGouQmnR1kk5hIeKhhTmMqA3L6ebKT9ZPBV+oHE2duSh4XSydNKixUVA6gT1sBikdOMmZAx5EgtgHkVCBQAoDdrCbG2n1O2RSJFUbPtclyrWKNdpLjFxouzYPpqPwgY7j1CSwJz9WVWTYG+NyVMi3TcEKU0BYcy01ZJUyg/Q0fZRToBkN9LcuWMqO7jDNls69/co2UpdFd79eSr1X7czbamggo6Slu0+RU1lGZS/MMmQ6O5iDEMvHuoKlgeKnSLa6bcli25TPYbBVoaiPnJKJVlMcQmYlfTxiQHsxGBj6SmMtiwSdFN1z1FfDda2FqapCmlqvl0jKTYYFpYpwwKqQgXipY8z+EDuk3npVuSxWikW2VUNwv0ZVrtVLMaiOoiRXDRwxel6gkLyK4+gD6Dg9iSB0wb2lE2jfvdV/ve3t4NWo895gFCtKJHp3jzFUTKVWNY04q3aQEvH3ZQxbmUH7uJOp9JcYtx0FNdaiKaprESeQwOxWIM7KqAMAVwqjse/v76sxb6u+36tktU20aytEsuBcJaWQ/LtniA6sAyn62wGXP1ZXs31V062zVdN1PraesgZJrZAiPG6qChSmU4+kkEBsgHPgDx4FCqnkcGsPmvRvwppTHjbpCNGxuN/aB81BO46mevvdZVoC0k1S5QAZJIbsNWtvW27X8Od8tN93SDX2yo28ltui24EtFVwLGqg5IXPH0u+e5eQ4ONVk2hb2uu+dvW4oXM9zgdwAT9IcFshe/4c+NW735fLx1Ut01no9pGW10ULvd60wyKWfDKrRkkBoyGYZwwLq4B+lhrVia1zWteLjj4KTp+7rZGxHx81VPrf14tnUYU1rodlzU4oZmanuNTKBLNGQQVEYX6EJ44XmwXiMHudMfb1VcqKhS40oMBY4ch8kjPZh9j5H8tLlbQJt+/wA237rHG6RTN6bEA+mwJ9/bvnt+R039w1slorPSgVDDOnqSIvjl7sv2P5a6T0VjYMsO268xpJfR5QdrclJ9NN8zZbRcMMwmpXjPPPLkJPqyffvqU+i7tSWi6VTxgB7ie+O3+wi7f46ina4krdgWKoUFSwqMg/YzN2/wGpF2JDWYqKanRQsk3I5JyMKAe38tcO8Fk8jO8j3r6Nx1zD0Vp5Tu7q//AAupUN0SZuRVBjsCFydPjYuxr3veaOgpXNHTVLcZapo+YjQdj2yMkk4Gfz/TTD29Y5K65UttQq9RVSpCnJgByY4H6ef5asyt0tOwqKHbdLXUtzo4pEeGstZVZX9PDtlSSW+rty5cc8u3YjUDYm3zPOgXkOIVwpGADcpVsXRXa1poYqWejq5hUiFZKyGX1Jo5CoyR2VkXPPuQvv8ATn8Ql2ztN6CCwPt+RKOOpcxPKhlnkid5Gw8tPyVEOVwHYceSZw57cKLrLS1vG0X2nrPmZp1/fuI0iSInBdwOROBnP0lMAeOx0kyVe29xXqStO9J6uMVnqwUcr/L07B41U8MgEqMBvoXkGOM+ALTxTSABoGui510sczgX6ko3unZO5VrKW47BqGqKWPlDJSzkU/y4UxsqRmYqXjJIACsW5AjPIYEN3Ge+Xu4Cvhjp2COpiE0vq/MVHMhs/UChIAJBBHkfkLAVt+httUZ664elZqWoMtFHA4DJgtkt6jDC8+fFY/CAKQASNRzvS4dO94VV4rJIaKsrAyTJVS08NNM3EMATKh4yMfqCqQG7MQe5Bo1FFC2QyREB3HS+3LiPeqdRSsBzA2UP0G2LvDfKu+XG2lBNGsMRi4tSzRjtMQGY8l4pBxaMYBVs55DRus3BY47BcbfbmlnleKVmeGlmlV5FYeoCiD2Jj7Z8FDk6ckG3rk1NNNBvAVEAEdMYqqMtMpUOfpBGEy8sgIB48snGPHKx01fZ6iCtj9eH0QrTc+LrUlv70a/QEIVTy9++MZ001RDhnvYAbW+qqiYizXeqhbd8biqbGsNdZoKultppIIqn0eLWqUJyxKg4SrIyF8q4GMswJDdjtjvdrqJrjINzwUjLURTPSxUVSz+sSQYwp5EjKp+FScDJX+KQ9cHtdeJqv9m/LyTZjAgzwyFVe4xgDiAAeOfz7HTTvnTuy3gRSQRSx+kzSxpSzleGVA7spV+JwpI5Z8d/sw4o+NwyO0+/BNkrO32djwKeFp3TuGjr7k9RQrNb2d81D/7OTtGO/fP4FXK4JGe4PfS1tS73ypkMttSnotuRCKNGqJ/RSCQqD9IYZ9LOR2JC47hR2DI25tupsVq/YlHchTw/KqlY8tSwWdlIIkjj/gbieHJuZ/MedZrY77WxU7009NSV9CpaGt+XjklZRHn02kkRi31NjBGAxb6TkDWjD0hniABkJHh+wUYmDRqnzcuoptkj1UdHVzW81BgVpIkQlVEgdolWRmdAwwGwPthcAFE3R1KvdZYkue3bLUOHrPlKZpkMiTuAjAAIexJcABsEnOAQCdNy17L37StW3q9XutuFNOhlavlYwwrUgcgiyKEiXJLEqWAHpgAAnOlja+6prxbqF9vWeqra2VQ9dVVFarSoirkZK/TGRnircjjgfJ1ajxuslaWudZp2Ntd+W6e2Z7e0W6KK6u6Rzbrqd1bptVdDdaKm9JLHbaCSBJyoUiWR5AwU/WoXhkqRnAzyL/2z1lktt7p7feKasSpr/UqKWhSH6FjKK5lh4pkoMKzc/rzIe3YhXrerx1BvFfDtOi6ekPOkkgRJ6StqDIr4+kNMqq5+rHblkMQB3Gut46DdTY6OoefbDV0EwFR8zJVUyNDG3F2jdZZlZWDAZA5gtnAwQxhvPHJ10LC4t4gEcb205nfSxTxKHm4GijbdvXS6bhqrdbdrXAWusgmLVEvISx8u2AcqFZRyGfOMnA7aivcnR69783Vb6u4zTgXaUR/MpSuwBVcycixU9sjA44I5YJCnVi7N0N6kbtp6eek2ZVVsVN+8p5q+RYBDKCcsjS8WxhsfSP4WGPYLtB0o39Z7HNR2y9w0NxKNEaangjiDeVVDKFSQsp5Duwxy/EPeeSsq64XmY6w12Puvb3X8FpUGK1GHyielJY7a6qvuz4dLVtGprLVQbhjvd2hiV/lqd1QRDOZJJDyKFOLH8LMwOfpAxppzdNbNt2Ja27bpgp55B9MVGYan0iVJHqEyKOOBhSvIZIBIORqzG5dsXOl+Yo91RV4rMM4lrGaSaH6SvKJ5Mhxx4d+RAPZuQGFjvcnTDfTV1ZJ063PSUJr51Ap46GHKR+kDlCwBR89wD3Xscg4zWElOXZHXv7feN1ek6WYsczhUE3011+SYVyvVhm25TWiGzVNZQwt8pBSVtFKwSQkESJMCuObd+x75OQRxASIbDs69wzLBXmqq44yqx0yOg5AgBSsqAly/niSPOB+E6edT0Q3jHeFqd3QR3X0SfVennFJKZHHZiTJiRMEnCqCeK4IGCU6q6VLebnDW0W3LlRQ0yBJEdwFlOSFfkzF2OApyeX4QM4ONWHPpnu7Z+XuWXBj+KUoyxTOAvfc787JHj2Tt6irBFK15pgHdJjLbXIUKMg/XhSDjPEEkADJ7650uwkeaoW4VU8dOO9MnyjB2zklJI05GLByD29mIyBnUl0WwtzvPbrrUk1slNEW+WaQukTcsFWJ7PgY7qEyW7KuMadcux45rcP7RCaJo2maWCJ3BaVivKQ5PEsAiKMIxwi8cYyYD6NnJa6wXaUn4hY7EwiabM4jj8kxPiCiuV5qae6WGCsjq6eOnaF0RkQFXZQ6ue+cHtjw3bORgxjY6O40DxNcal4pHXLclY47/AMRIOB2HfwdWBTYlHS0L2+3VfptDxeQVCnn9R7r345LFgc+cYzjtozW9JqWoqI5o1nqHqVMkTmkMStggcwufoH9R+YyBqc4xKy44LhXubI4kDVRTt3p/S3Wf5e1V1snxDLEitN6GEZmMg5PxUZZic5yQe2fCrZ6FXyGpS4GxUJY0ElKix3KmOUY5KlVk+nBLEZx/TvqSLT0Y3FQyusKyJ+8H0+r6iAqFJwjHjg9yfH/HTlo9jb1/D8p8w7cZY1l4q3PiDxByFJ7gdmbGftkiOTHatp/LaD7Pv4JrI3WN2kpnT7M3vS2ahskOzJJFpEWaH9m0rVNRMI0VQS0fPIIGcAL5z28aRb5t2/21oo7ptq/0PqSA85YJIyE4hQHV0Bz9WQR9/wA9SzbqXc1tkqJLntt6bieTTQucYyRyyAQQCAD39vYd9OS3bcpbtJBNV1MPqTEejG8vBw2eKqoyCx++M47D30rcVnmdrBr3EhWY+sOoHmoJR0qYKeOeuuYq0b014leKDjyLDJ5KxyP5/ppfo6unlan9O+3FFaqWb0pqbC+mCDzZhyPqZPcDIz7nwLGWPpe1jlqai2V0trlqUdWZJHxIpY4buCMHkxPbPfv9tGF6dB39are2XZzyylZb6adcg9z6jIhPHP4SQPHgdjaY8zHM+Nw9qtML2ixAUB011tkebRTXuQUkF4paqOE+skKxI0WWyfxABZAFIBBQFSQQCnb033uSx7lu1ptlup73bb1DTzT3hZXSUSQIGSNCrAJlolXIAx2444gastZOmVkWGSh3BZNqVlQ8sjRVFFRNRK0PlFIjkcFgfJDqDkEKB30XbpDsWtMkg2vDTsH9Nyl0qAowB4DSsnnl2HjGO+MnQhbHEQ4X9vs+FkkmeQZTZVU31vHdu+47fNDtm5LSKsbTRxPNVjlFEYQ7zNkt9MYPNz/EST3J0i9F9p9SFtFVW37pvebJJZaGrmqY7nQVNGph9Aos8avHk8l5d3CKSshzlSdWtk6F7UqaWYxUVxpmUlVWKpjyw8js4OD7/iP2yc9kyp6GXShp2Fjv9XAZlZSkiqVdHzlWw6jBBIwRj6iCB3GrAmbsSo+rdfQKQI3qRumKWW1uv/4mVasjc2xmaDuA/gdvyGon+E6qqrb1C39i1meKaGjdHDAEn1JgR/Lz/PTjh6e9Upnarbe1bHUPTtQxyGdyPQB7ocF+KN2IX7+RnICj0L6ebp6c3ncN5ukVAxuPFQEn5jiHJVuwGOxz3wfqHbTXPYTYfBLkcDcKdVulCRl6cK3v+X88a2S5UDEZgbucZIGkV79NKViFKs5GciH1HXP5kAgfzPfOtzODOkJpZxIwyAhbAx/L/gPv40oc3gE4tcuu5NtbF3nRJQ7s2paL7Swv6qQXOgjqo1fGOQV1IDYJ7+e+ku2dP+kNglWWx9N9s22RTkPSWOCFgR7gqg0sUkBc/wCsU9VH5yZHKfbz2/PXcwosjosLAjwHmJB+/t404ZTuEmVx4otLDtmNSUpYlx44wkD+mNJFRdbHa4pZZbfNUCNWkKRQySO3vhQB3J9h+g0rySPASpp4icfwB2x/P/nriTVrKf8AUlZe5Uq4fIx7jl2H/g6LgaWSZHX3UJX3rhtuukgktc0lqC1CtJLLZamtgel7kcXjZMOVKnPcKSR9XZjB3XHdSbt3Mtz21QV1xpIKRaemSKjk9SVmAyFjKhicu3sOy5OBq7TVlXE3+sRwwKoyWkkIUj8sMQf667VMdxqkja3xRTRyg5kibkUGMg/jHk/kf5ajddwsntYAbgJhfD1DNtfpXYbBe4okrII5pJlduLK8kzyFT9+Jfjn8tPje+17T1B2rV7SudRPS0ta0TPJTECQcJFcYLAjBKAHt4J11htlwSNvXdUwPfOcY7YwdF6q3V2Qq1E/IdiVKnA/TB9s+2dK0kBBaDooB6X/DRZNx9PrRe93Xa9WW+18BluFDwipxFLzYHEckZdQQAcMSe4P56dH/AOCh04iXjJuq9nkwUBJqZu59iBF4z/TPc6lKW2VqxF6ejq618ZIRkUr+nLiGOe5AOdIlrq6uqt711TLLRsgAY3KieleI9iQ3qBR+XbI7ZDHThM5ulymmAONwo9l+ErpxSx+kdybgZCVBKy07Fz/2RET9snx99cV+EPptOWWLdu5D3w2ZKfBJHf6jF3/kTqUajc0NHQrMl7pKgqiy8KameqkKnOCEi5MRkH6gMe331xG77jcCqrbayGTsQXt0qsARnw6r/P7ds4OkMxO5ThARwUfy/CF024ZbeF7IB5EpUUxGf09PSbXfCt0opYWE+8NxsAxY+jTpKMfYcYWyfbt304equ6uom1du1V+sMHzzqpEcUdG7yOWIAHoqkjZye3bx7aqVuj4xeqheqsjQx2uqjZoZqf5B1mVgSpDJKqY+oEYIB7D76lhe6S5DreKjdE1u/wA0V+Je2bM2BSWt+i3US8rVxyB66umMaKsLRupji/dI3PDZyPAdCM5ytV7l1r3vb66SOy7grKlxU82NVI88bxAHMZVmIwSTnAB7DB9i4N2bW6ubvuYnrbLuSoSV2WIxWWqlXsfwjgrd/sO/bRGm6JbwDqtJtK+Syqfqja31Rm5DOVZFQFCOLZBAIwc6tWhc3K4g+KiMkjHXjJAV4NmfDts/dPT7bu7a2s3XJcrxY6a8VFPQtSxxRyTQiQxRtMADgtgcmBIAJ/FnSnb/AIS+lV5gqJpN+bgpXiYgxVNRSx9wTgkiMjB85z488fGlPoRd9x2ro/tq1XqxVkdyp6T0JYpOEf0JIyQq0ch5KOAVcuB4J750hdbOvW/tmWlrha5LbSLNO1O/poswiYHLc2VZBGT9IIPEZPYse+swTdoRh2itBoLcxBuVVr4qNpbY2Juujt/TDeldWGyxc6uraRC0dcWJMSMqjDIqoTjJDMQTkaeHwvWjcfxO3m52jd7fJU+36dZ7jX0GI56rnyWMIhVlD5UsfuF7DvqPd6L1L3W8bX7p3U1STqKiKW30jIoDDkO6/TyCnJHHPsRnTv8AhhsPUvp7vyuv02wdxQWeuoWgf1rTUFFLPG6M3FPGVP1YA7nuO+rdSYRGC4gkKKOZ4ccpsCnl1p6SWTpb1Isu07LdLxWUtwpoat5bhA0UwPqypIFzGo4gICCFIySe47ahH4qumNF0p6vXfZ1vrq+rpYaaiqIp64ATN6kKE8uKqOz8h4Hj8tWN6vWvqJu3qNQG37HrKu00ycY62OiKgQ+lyKnn9QKyMRlvsfscNbqd0E371a3NJuu40slEPl46aVAg5EIWcN2yQfqPbiBgYyPOsOWRjSczvWN16RRdIaeljo87v5cbmnjqXAj3BSpsD4Qth7k6Sbavwqb1JW3iyUVdJUK6K6GWnjkEcYxw45Ygcgx7+fGkyL4OtgR10sN1um9rfCqgqZ4Y+WSSGyfRIwBxGQT5J7A61s+0viCtlotG0rfdamOy0FDBQwl6luKrDCEUHB4hcqGPcdh+HtogNgdZqqmqorpT13L1SI1jAYkHJYk8+3btnBx/TTZcRfe8TreK4CaRjnuOp103XSm+FPovGZ/2jvTc9FBDKY8yTUwDdxjiTH5w2cf8jism37XYrlSb1t9+muCT2+2VVbbkgI4yVaY4K4Yd07nIGD2HcedWPqOlnVa4pHbHllaigzKiMDlywILEEAEgj39sAE47cLD8Ku6IrzW1iR1tYZ4wGjp6GQsG4cRniGwM9z+YHnUArJZBZxuRsugwHFIqClqY36Fwbl33beygXZFhprnYKNzT1cjpHIk3CZR9fIlSoK/QuMZJz4Y9gMaeb7NsdPTxVl0pzT0mCZKtKgygKEP1hoy4/FgZAPvqYoekN42ZRvTzbd+WeoiIgWpp2R2U4J/EFJJw4wTjv386kWrp+n7QW27bd6TVa3K3KTPCk0TxVXPy0olcByueWQM4IGOwUNZJNI4jrctu+y5qvk/iNXLUubbOSbX2uq8WTprYL7W0sNNJHJHX5FNLLUeiRGFGJCGKYUvhMgnicZ8afEnQ+p25blqaqyfKVaJ+7kWIuYwWIUCQLhz9Jwq8nPYdicGQYLRTtWS1Vu2TJbKicmNhzUZ7EAqfxxgkeAQMkjAORo3eBuO1ubZTXqrnpOAkjkWqJYHjkxqzcSWLMctjuC2cjvqN72kESucQOR0VaGExnmqxdSej913FeUvVBdaKdrmIoZGDNyiKKkRDtxxyHHPFSxK9/ftEl16U7moHNNLSTR1MBUTxujKUUqCrYbB4kfUDjuMat5VWOjo7bN6oqnKxLylVEYLL+Tdsj8WcgEdx29yt2pqaonkR/XqJlkiWJngP0wtxK8gpJPnv48Hx31UbINbtXaYf0yxXD4xHHKLNsADyGwVTF6dV4Ji/e5RGkyQApABPY5+wP/17a6QWSptNY9qls0tXHVxssqBWyAD5DYwMcSf5H9dWNvNHTUFsjt0tTNFH2Lq6EcvwjiynA7EIwJ7/AFdgNJEdsuVFPNBUmKGH651nq/TVouxJxy8NnzjODnPYHTmNZIVek/EXEZT1c7rttqBcX9vioYtm3LNRQ3ivtcktU0tuY0rOn0wBn4OSCBlghGPBw5I7qcJtksVulmmjqZKekuMMsa0qSufQq07K6kYz9eQ3nGM9samveNttr1Ju0W2pKbnBE7UpXiJJFTEuMrhAScgNjzy7DtptQbDorhDDUywCg+aYxPUSuW9MM4BcqnI8gcZwCSMYHglTE1oIc/VNf09qDG9r9S7TfbT7vp700aDYqPuNtw7gvqTzLUmSMRr6iVACEiTIwRyYggHB/Fkk99SrR7rlt9esZpYRHBFmaeN5PTU5AI+pBjAz498e2Tpuz9Pd2QVZtVejipDeiJC6VAbio7gqSGBXGMH79zpxw9Ad7VNPFUXOutCTohwJbjDESCc+FJGMEjBIwfy1focQNK0xA3XI4ni9Ris7XzC+UWHcFIO9MDbcVwoJlyKjKqAMem6cWH5qeK/11GvyczhWaXJKjuQCT2++pVtFJTNtW1QTOs09TToqwSgcAwAGD9sNGv8ALOovudd8xXzyrEsQL/gjTCjHbt21zzg6916HRytkjFuV/NSH8FW8qXbNZvSkmpP2lFzoFlEUy8g6NUqxXP0sO6k5YY+rz3xbmk3hDI8dRXWSpUVokWKGJGaRChTsQoYAEvgE8QD5AyQKIfB5R0D0G86muKUzJX08sYlbiqEGXkxJ+lgcj6M98ZH4ciyy0Nakv7Ptu65kprhKWlWKJpViK8VYsXYgALg9wMhfB1uyzuglyDhZee1czny330CmCpvd/lKPHttaa1qWcyNOqz8lOQRGQCM5PbBz7Ag6SE37FLff2Tcrd9EcSVcDidCsKEkK5AIAOQckjK9vGe7F9K62+gh2hR124rijT+lBJFUwhZCxPI5ZifxAkfwqP5gL/wD0MX6ptSUp3fHHSs4naOsp8zIxPI5KuQzrkjPb8jpzDUzm8IJtvqFXkkZEddUrW3de9qi/zoljWksK8jNVz3gVAcAAhuGCYxjlkZz2J7adklNSXOFqiCnjcuTHPOmHQlT2z+hLdiQRnxqJqzZVpsl0pYaDcMFUIKkuprrckywuxwe/J2Riex8E4X+7p+7cfcUsBZHtkk2D8xJFM0LyHJAdl9M8cgMSACft41bhE18rxr7E8Sxll7/H6IXGG1zqIZolemZ2X14VDBVUsDk9iTyQ5/H3P5k68wevVz+e6sdQKuCQelFX1VNGwYEFUk9IEEdjkL5HbXo3eNjdULiaun27uO0w01VIJWT1mRYQWbmewy+R9+3tjA7+Xe+K5qy57mq5nWQ1V0kJlQYVyZHYn7D21QrmvDmh7bar0n8NXtEtXMODLeZ/ZPj4HdkUO9/iNtoukkiUtjtdXdJTHJ6bE8RCoBH+/OmfyB1Y/wCOnrNRbN25R9JtkSPb7reahJ7hWyl/9Wo0kBUFmUMBK6cm4/wxt2PLOoG+CPe1h2JvLd16uHGKsaip7dTTORxRJXZ5e34s5giIx49+xyJk6q3fphvq62i+3962aqtqiK21NFinIBc8w84PI8WT+HsORI7nGrrJo4Q3OFznS6oFRiTy03A0VWetG1duXStnv2z75S3qjEpKV9LE8SzgAEH05Aro2PKsB3J8+dQbuuleWoeR+IxThgQDjGPz/r/PGrIrZJds3O80VXP89Z7lVyyQ/vw0lGjsSI3BPIsCSC3fJA8e8Ib725Jbr5Jb1kWSGojaKnkyOwOSAR7dz/hroqGqZIzI03HBcNK0F2ZqefTpjL08sTN5b1zjH2lIH+Y087X1B2ptyO3pX1tWslVU1dNOqw9oJI3UL4yWVg3kDIZXBGMMWXsamddsbYoWXgzJJIV4ny0rEePvj8/Gm9T7dut5v1JNGizw3DcTxwnOFUySgqjM2FGQCckgYzkgA65eOIPqp3uGgJ+K9+xqWP8AgmG0chtmaDy9WMD5q7uwrFW0d3eputK9MIkEiRupJcH3HEHkQO+POCD405aSukuvP9m07xt/sVnB5yHLZDfUezABRkE8uBz7a26G9SdtdV4qnbc1vmtG4drxJbKlZDGglWJVViF54VQYxji5DDkew8P+eyxUdFxp2uyfvSJEemjMEEgLd4mDEMv1ZzzOQMg/h1lVdHLFIbnT4heFYjFNVSGW4IGgtyCj6WDcFqaKKSSnaOmjaM100KSfUB3LoACSQUXP1d1HbJAHBt7Wddx1KV9gZ7dNFFItbT0QhKH6RIElf6mViFIClgCTjPc6kij2daayKB6HcFLcfUQS1fCEhzkENxEZYd8JgDOMNnxjXG67ForQGqPlLklJVyKrRR0dRUSM6KxVuCQssYwzD6yucYAORquY35dB9lV2U7y22nNEKldkbmgp5rZvmuqXVwKdqkl4kY+VZQiOuWUDmvNQQOWG01aa3VNJAyW2rVPXEqVapwWOIDuEJyEOeJPLvjz+kgSdNbJUWxYIqQP6M3qxJJRsuCOeGAcZyMnBGPxYAIGQnx7JeimENDIjS1jFhK7SIqqRg5JwGGABgZ84P5wVMT3WLgR4KGeAmxYNt7FMWhngulxngt1TS1dUOa1EFOQ5QqE/2gj5YyJBgMVyAcA4bj2awXl0WOlokgP/AFiGpLknIGBkZ7Bc5yBh8jONO+zWcT09VOllmIjdeIahML8+QPIN+HllQfP5+DnRqrtl1mEzR26eSSMApwnMBaMLy45Zl8DiMk9j/wBnOqr4HHYHVVXQOA0+qKdOrnsWivUdg35SPWXO4uiU7IxWmWNV4BSFZCXyv1t55EEgsWbT86rbT2XY7c9fbmo7ZOWiajMdU8pmZsDBjdsqvn6gMA+/8OmPT9KIqrFRNbaiRqR3nDySCRY5mGGzkkjlhAW7e2B9J0E2RFOKilrqB56iVeUZqKmRfr4qq8icsw7FsBgO+e5PbXjLPR+qfGM3P6ndXIwzJlczXmkYWStkRHmk+ZmMec0sZZ1UnAXIRsEHgDliCW8HsAXr7OIax6SsFZTVEQMZDo5mhIdgebMEZx2P1BSDxOOw7PSn2gZ5nrrZV3C1SKr0i/LT+m4TPEoWXuARjIzkrjtnuVaybIloaZaWWm/1TiPRj/aEjtGFKszsFkZDk4BKpjufY6otw4yAge/Ue7X771EKW9x77KLrjb7ZcLObTUvU1NMjMTT1sBiEjH/0aEkFeJ/3T57fdo27pRU2i63Ovt96kitlVyLW+KlKlUfA4K+S2S3lkCswByMLk2Gi2Daa8SLmdXDMVeaqSTnguA8bekjZyAOJ+rC+BgNrWu6bRGSQxGERSKMAyKuCMHIHLGckY+xCnvqdlHVR210PLX4peomboVGtJZrvY7bSRUVNVvGlO0fqTyMvIgnlxzhlU5PnlkY76L1uzVqpD+0dt2qtWfAkFZTx8lWN8oxV+7BQOwAxkg6lin6cmSFaJKx5poljRFWduZAUk5Zmx2I8nPcDOMnShTbCholDJJJUvLwJkjSRo2IPYZAx2If7kZAOM4MkdHOw7lSNgm32UKWrpLsmSphranY8VPUxI5ha2yfs6SF/SKgemkQkOAcAlh7N5xqQrMtzt1PS01suN3hCqAIppGkAABwebr9gQf8AeY5znT/pdo/LkrDRtTqVLYdXZWwCBhUz9WMHv399KZ29WzSPxqKSMEeq5mbiACfv2wRkDvn27+2tFkdUWgFx07yrPVPk34KKr1b6+9GCS83OeSoiUlIvTLsiAjsHjHAD6f42BPkA6L3fp/Z6uSnSjopZI5WIkjq4VLRkgF8ZIyjccgnHcYHcEiaqC1pT/wCqVE1IwU8mKvlR9u3fuB2wceD99G6m0bdZjPVXKEIycCf3RyAfGc98eP10pw90hzu34k7pxpGnU7qFKTZFLbqN6Cgt/wAsOCtJTI7JE5Pn92SFznP1Kvt+R0YpdhUEHp1TRvA8bc+ysWjxg9xk4GRxHb+o8zZBa9rOgiiqrcxBKFpRG2MdwBjuf6489tHkslLRq7mltZULlDGjIBn3Ygn2wfA8fl2n/hPWG5sUhp479rVQlb+m9HXu9YY5GZAC5XixdjkDkQCcgZX9DjGdOO1dLKKoiMNRboJoV/CHpmC4KjOeRyx5ciT3z2zjUpx0wp5zNU1qRGT6SslREqg+e37sE+CfPgZwNKUNVQMrcL9R4YBf3dYrZbsBjHYH28asxYRGCAnZI28LqMIullgp3Z6uGkpDKuS8sqqcZH05IHYEgef08ZC3SdJ9qxwNIsNTOkoDMrVLYPbAOVYe3v8A4+2nqaa1q/qNcqiQ4yAjfSx849sn/mfz1q0iDlLFRVL8fBkkAD9vYAN4/lq42igi3aLp4sdgmpUbPsEBD/syCFxgEimc5/UqR3x+ee/nXaDbMIjeSggVfVBDf6u4Bbzk5lb305vmquvQRRov7tuTKxBZTkMuQO/5+PfWwW4yO0YhEIySzKHHv/4/lqZscY2HuS9re3vTcodqXGemjlrbe1CWGDEJEQhu3fKkjOfsx/4axB0p2pLVPcrslN82sgczSzrIW4jAyGLAdgDkYOOIPjGl+KnkZpJjNUSlWIPqM/0gk9lB7D28edb+lSjmWilVpQOQ4YZiPB989tSNDBqRdBzu0ukVLZt6xiWeOnlmMA5KscUchft5+nPsffBz4HfJ7V9/eYH5KjpGMQDtzhR2TP4QcsAPBP2OPY6OSUtNGPQjwJAxKpIWUdj3YDGAPz/T765fJS1fKVqSnnlXAzKEYqpxn8PcnzjsMn3HnTutdsNEgjHFNC4SVtBGZ1a30kSknMrfLRL7k5Q4GTkn75zjPnNPBeayNJqIWiSnn4kTBjJHJnzhvqyMdh9h9saezEuzCandWc4+p0UqBj/eJ/kNbk05LI0czNkkMkbMCfB74x9/fGochJuVJmA0ATGise7ppnkaC0JLnkpCDv4J+kYZe2fuM9/vo/RWq9hKioieORg5Lq0LUzFu2SS2QR4AwMdsZ79nhNbwYy0kRqHI7Rkhc/lg4H9fvojNS1wQVHpmiZCPpMhPIeMHgDk/l3HjtobDZLn5JCjprhO6LVLT83JH7ipMzZxgkZXH+GcaPyUTcokmqwcuQSEyRkYOWxgHH30oVJvMvY1tDBx+pHmpuasB9iGGB+ZH30SimedBJ+3Y5yv4uNXxBfGOPFB49/P9dSBgCS9+K7G3UNDFI0lVzJ+vMTDI/P3I1mGWkrIAbfcUeQdk9TjIVI7gkDOfY+3jXWC6QQErV19LFMoz6cs7KfP2c9v6nXQQKlIiQh5xJllX1nmD5OSeTnv58k6UWGgSa8US5R0zRwXa6QVM6ktEkkK9+/2Ckgf4/c6Nyy08pBi9UqDxwlNIQcj7Ad/1HjRymtdbSKZRUpGhHLiiHkPyJPLP9NcKg1SsVgSKbmMu89QQB37ZUjz3JxjH6aW1hqkzXOiK/P0cEzwTFIIkPKR5yyCMYyeSswOMe/j89HIVpyq1FJVRGKX6l9OUhX/MYJB8eRrgkF1aRGkqYqeKNsssScjJ2z5OePf/AC8jPY+aUzkiqYyoQMHLLn9cY0l0G3BJ9XdzCPREnpSO/AMiGTv+eCD/ADJ10QmnHKsqqiVyQTmnIH5YPcAfqdHpaKjMimQFnBwCWJ457fc4GtXoiHMslbKM9l9MLxXPj2J9vf76XdJcBFahqSCIOsU7vIvYxo7f4xg65JNKvFZGL5GAooajPbHk9wfbvjB12iggjczQVU/qhOKguQjf91e36txzohUT0vzS0frTu04yWjmdeJGM5aML9h7+NCW6Ouk5b1I8qpXJ5QtzP8uOfvouJZFkZ3jduAPZFZB+rEgf5nRwVDuf3VXTtBxw/qN/gTyJ+/ka7COMgLDURovc5SQED8x2/wCOksi5CT6Wukkj4tZJFUdvpcOf8wf8PbReop6SrqI3qbfIhQhkLUys4Pt3cEg/y0qMkoZiZ6hgD2YZGfy7HWWYv5gk7d+S47j+Z0w3KUIjLS2wIxS3CQH8R5BTn+mkeuuO2ds2mSrutZaLBQxMxeSonEMMefqOXYqufJJ7e+NORFWXCuVABJADBTj79tbyQUxGZWMq+AAwPn2PLQWZkoIG6Ze3Lnszd1rW77euVPc7bOXSOpiDiGTi3FuLMfrXPbkMg98HSvLZrBxIxLzYYPos+MfbGSNLvBXyyuYc9yATk/b8Pj21xadw8XpqSDkSN6D5xjsATgeSPPtnUfVDiAjML6JqVuzbRWRGKBqpD5ab6VbP55Q5z7/451wGw7XUCSeKKSoZeSlWjBb3IPcgj7ZHf8z507qha1wIYmOPLFRhwP6a7QRyn6xMVYjuWChifudM9GjcdQlzmyZ39k7OgDr8yzxjhzjhJYH8yT3x27H7fnonV2qnDNHFHPJ9X1NNHjJ/Lj3+47d9PiSWpLtFyjTiwVSZMD9cDH9NYmpRURkzNGxUZynfJHuAe/8AjqN9Ew7IzAJgy2KkeL97QwzcuPFCQgABGP8A6H2BGtf2ARkzUqySDJSSGFCe4xhiWHI9u4APtkk6dzUchdnix6fuzAAn8gQx7/l+midPbo0nllMUSJjypGW/NiQMf1++q/ojeIUgfdJ1utNEJ+dYzuiIqIPRJIVRjvxPjHEAD7a1r7XYnjNMaGTiRyEioyqvc4UDl3J8ADJ0sn5OkzUT10MXJhxxlst7dvc//LXNLnDI3y6V8uGbsRCT4HvkY9v17akFMwNtZNvrokJrBDNNTxx22YxSMAGkqOLj6c90bx3AH3GPbGk64bRUwRwVNMzRu45OrJLxIwORAbuRjPucjTtW+ULFoTcax2DBStMhYjv4IUZGSP8AnrjI0UVxSSkhqVkjKkkkMwz79j/h/XUclK0WITXPKZ0ViqJDEEp51CgIBJHlVwMZ7r2wB7e320sWnZNhnjWqr6ngSvGSMfuuAJx2/XA/5fdw1NRPymCwiLgcCR1ZSrEYGR3GOx/Dk/l20jVUTYJjaljQOQ6vzTA7kkhx9Jyc4Hb7fbUJhZGbuGbxUQa5+pKI3OHYtndhSTPM6Hlz5l+Jx5yydv8AmNNxhbaqZoaUxTFuPMel9PEkZPY4PnP3wO2T5VFsaVX71KAyBGyjtOvdRjOPcEDt3wP8tCntUT10QVuMs+OEU8bBxg47nOfYj9T+makhe8+qAFKIQBfVNtrXLNWNLFGX9FvUlX0SIsex8d/se5zk6IR7dopDTzwwj0w6kFZJVJf2zkZYAsQQBgEfz06/lbTTosstdG0j/QFLZ4nJBBCntkjuMhvJyNcYHsigSw1j1MSp9XMlskEkYA8+R+WT9+xgy23CeIWkbJk3rYVjeIvUWb5lYFDDCtIZGJY9lx57Y7AdyNJY2FaK2f52O1x0zEYhWRDGyOO+AGx5bsfupGDjGpcW2bbqoUYXRiXBDKkTAKwOSpBxjv8Anj6hg6TKqG3UURRGdEBVg5x3z9u/1fb3Pfx76R8RGvzURhbsAoxuWwbdVVvKnokrKqdi7SVEXNs5BbAZiPIU9m757DtpJfpogqZau6BKk8zx9IMQxb8RMffBHHOPGSDjtjUoS1m1aVmMlYgeoXjydwoXOPBOPZhg/p30XSzQzrAE9FoZGC80lUyOSR+LwVA/Mf4A6ruiD9hqkdT9YMoH33qPW2ZaLQ01UgjSWoCgS+iyrGc/vACe3bGO/b37jB0YNhoZpI1rZ4jJ3LqEReaH6Tnt3A/XPb9NPCs27PKsstXRnjAwDIeagHOQCGwcd89s98aRqi2SIlQbfHTVNQUJMOVZiGwuVJ8j3znP88ZrSMcw3DVC6mcDoFHm5qR/2iaW1cTTSZSB0YcS5UOpBPfsQn8j+emHDaLVPGJa0hJ2JMi88YOfHjT6v0k9JfJ4KyBYzR1rCWNH5enmGM4/L+E/zGsybPt9U3zL3T03kAZ1HEAMR37e3fOo4LuBHevSKc+j08V+LQmT8JG2KPcFNveG5gRD5+kMTKV4gcag4Zn9vr7gf3PtnNhY7JZnemtrblaNKTMKpTxBe3HOQFbPDIxnByFIGCp1BPRufc3TOprfV2vWVCXSoiqGTjhDxDhu58+Qe2O5GcjvqUY+qA3L8zS1e10gUVaRhawMSJT35LEAQcEgfSC2Fz27a3ZmCV5ddchNQl7g7TZL1PXWCxbzoamstskFNErvJdJaxDAnBGKsIi/LJYp4GPxA4Otb/wBdNwV6T0VqtFLLDJSr8rUxVgXnKzFSCHC9vsRkH7j25pZ4r4BH6UUSvHgmsWSNlkzhPomVSyEAEfiByO4AHLeDpvVWGdaCt3NcrhDWVDGUxinWOLPYMx5DKKMjiQT2zjPHAyZ8UZZE63s9irmjOYAaeXzK4V1/j3RNQWd75YYdxxolPEkU0TVLxBQGZSO4TkG74A7r3xolWdUW2pfajbV3EJnpaBakzTzDM8fqcVIf2Xk+BzIBIfAyGwvWrpxsSguDXKosFvraunwYrh8kr1MhKlWcFF/FwGOX4iCRn3ZWg6bdMqCSe50OwLa8swDuBTiSSo9MsVXLghcMzkAsPxHsO+ZmSEdq+qn7ANiND4KCr51O3Dvyh+bnsE9K8ztDQzVck9VSzurEN6YjTuFCDmWcICPxYK6h4dMV2RUU01DZq69JVQsKiGtt8VSqSsysGVWUhPpC55DC5b6j3AvXR2OxxtIaLbtuiZ0zlYAjRAEgLkR9iGYnHfsSR578aai2xXSfPLZLXykLIJKdOD8EJJ9R1wO5PhgMk/bOGPaHvzuPmpo8SqaaCSmpXZWyWzd9tteCpdcYLoYlhqKJ6VHxEojqBEsUX4gSF4ooyScgAYIIByDpISxblWgje22pZKeBgnzbyq8Y5YA4yccBs5GMjPFex+nV1H2JbrzLIZLPBBAY1Zm+snz9cZQIoQcwMAFsj6sa513S2w0MiPLS0YVlVj65KAqCcjkYxk/ljwf1yrcoGuyx+qkLjmcSqJ36luVJFK88FBOlQ5MrRwciGwO5GMknsO+NR5uvZ13vopPUoZuBHqCSNSWcgkniMZH5YyPsPOvSP/o42/SVH72w0DR1EQICKphLqxySQFzhe3HkfxDtnGnRaNs2NaaT5PbsdK8cytGpKwscdxgjypJ/CCSOIJ841NBL1Trs0KDTg6t0XmK226+0W6z1dGon/ZyQUs1Oj8aiORSWdnjJBIDEAtgAHIPkaWemx6p3BqLb116f1y2qokDetNArfKkMD6iN29Nge4BIB79u5z6UTbHtMkGJ7ZafVB7vCGkZSxDYDKucAE5PknBx50QuG2bZSzuFpq+pmjRXhSP6VlHb6OZXj75PJgRjt7jVkVnUsIa0XduVrYjXT4i9hcbNZ6ovtoBvYclWHYXSmite6puoUV/vcW45HdaxYZI2M6LlVdkQtIOwB7544wQSqnUy2Svvt2mLNfrlLFKoWImAoX/D35Ed1B7/AFKAAD76kGw0sFWsct9sF2trheccc1UrCPPbv6ZZWHbP97A7jJ7uKTaC1sMklHbKhlhccH5BywGCSA5AJ9vtkkfcaz305qLEkn75LM6toP7g/NR6tPUSFyb5blURunGpq1hmOGwSGkCqQeWAQQMn20r0VHaaySGC/wAlpmquKSxCoWCWRQDnKmLmpGeWCWA74HcMC7JNm0sVQsldSPNIrH62jilbvxGAFOR47+MAHv8AfeTbgnVUp18r9JEBTBySRjOQTgexHf79tKKQsN7aoaxrPVRKht95qaN7XWVdsq6c4KLPLCApA4jimSAMee5IyO5746VVKLeRTVCW/wBKMEIkMAeMjByx4/hyR5OPB7e+ldbPN6Uhe2xSLH2CtmMqPt3GSxB7nufAz37mottwqweairVbPKI+sZFRhjPHI8YUZx2w3YHvqYQuItbXv/0QQDum+HtQpzVx2oyIXEbuJyndV7nhkFD3PjyAMa1q7hbJoUoq2zRSqGD+maotGshGT24ZPcHvj7Z+wXZKfbyyGnmmqRI+GcGndlGAe3MdlI45Ocfw9u41htq19XWU8m2dx0cdKgCyxvTFm5HjxILEAAY/unOR3GBp3VSEdgA+AH7JW9XfU2+/amxHYxUU3pU9HJTmJQilXdIkHJRxHDAYDHbH6ffRi37WZoQJqevkPFgoT1O7lhhmIGOzAZUnGAc9sHUh2bZW6aRT+1Nwi4s78jI9JFCU7eE4DsuPcnPc50r0+3rzTJlJjLjwQQoP54zj/DU7MLc85nA/fconTR5t7pjUux43ANTWO8hUsoeSNXBH5ZBBOSM4GPfRuPYNHGxliep5HJKrKCPtnLOO/f8Aw08ntd+iK+pdqdfqIVHKrkYJP8Pc+5/IE60qqGqp4P8AXK+NxkBjDDMzE/qncD/lq2MOiG7E3rGnZMuv2NZYzGay93D6GBaNKv00ZsBQXHbIAA/45B1oNnWKKVWhq7hUes3LlFErkjwByXsFBGcedOq5UFJXpGsV5nomDB/3cXps5JyQTIhJ9/GD/PSqldAlMvpUzS8MEd/TTt9/f3+w040cTtLAe9OMhttdM2k2hY3Vo45rhSyheZjYYkwW7sFwe2R7DGc++dOah2yxiV6J3CnsS0KqcZz3BQEnv/PzrpPeK+KpWSkowYyp7M4xke5yC4J7gYyMDXSKu3FVF5JWhj4EhQhc8lx5yVGCftg/rqeOGBmiaTKRpYIVVkr0wDe4KROP1hogWx9wS2B/MH9NJE9qpouTT7zppnBweNLHz9+3Y+f+OjlDQ19MkkVXc62qDPyV5mWYjtjsFAwP0z+fvrnLZ6SrR6SqrJKqNn5laiIk5/Ikdj40OZGdQ0+aUB3F3uXKmgt86CZdw3CrVcIfTpFCq3nuQOx7/fwRrers9kJknntj1EnEuivO6Bmwex8gZ8Zx4OtLda7PZ62plp7bFFU1TBppkizJNgYXm3k4+3j+p0bmSYSl4ooGLYz6jOO35jhgfyx76TIwj1R7z8UpF9LldqZbDRRrTQW2EqAvEO5lX9RyPj2z+XfRw11wUFIEp4AR2aKHJX/Ej/DSaslNSKPWjDyH8SxyNKuWOSe4+kfl2GusdclRDI8SxR4IAMhOCO32OPuP5alDi0Wboo+qbvZcJqWavmDSzvNKnYmdVQHx7ce47DwQP8dbehURM0UlPMw4g5jAA8/hICk9vy/+vVPmvSZmpYZFY4AA5E/YnsB/hj89dYIJ0yEnhhXwYxkDPbwPHjURaCdlJe2yJooQqoo3Ye7MjZGfc5A/I4x/TXdXTu4p+WCc8ZFz2/3eWf5Y/lozItSE5DhIB9pDk/4a0YyupjeTj4/veP6Y0oaEE3RRnkUhIKao5MpJA7ZGfu3YdyO2Qfyx31vHPFG6wKDDK0XqO7RSNEozjHqABQfyznt47azOzOyxMnqYw2XJJB74IAA/w1mGU+nylqZCQSSwVlGP8f8ADSgIWEMqwKxMIJJyAzP29iPGc/prl89DFiNaGTvn8URUE+e3k+x9vtrm608T8RI2WOSOeM59+2T/AF12X0Y2WpkqmiVxw4hywP8AIe+hLZFf2lcESTFspY1A+kyzuvM48D92B7/fH564QVMlbSxV80VuSQsAsPoeo4J/hzyGCe2O40qepHUyFaVg/pHi3FsED74B7foRrMmJJB8rTqWXtxynb+ffRZHgi1TU1dHS8kjjjkbJzIYkU/7oBdvz751vTXCqlp1nrpoIOKjkvMMwOO4PE41zkswM/qrBAXkB5t2QsT3ySEHfv7HSnGxgRQ5hiwFUnznH3JOluUGyw9aDFxjlSJ8fV6gGBjyMA+f56LhSXbNbHJyOQvpBsfn3fXWR4RIr/MQAkduRIz/j+utxVOZFQRq6H8UhfIH2x99BKbZBo4QWkeQM7eXEJBOO3se+ilTDbYcI0Im9TOVWFmVj9z3IH6ef10ZZUE5lnrZscOJiRUVCfvjuxPb7+NcYKyByflqFiikLy9Iqx7dvIH/LSG3FA12RWGkppGYwWkRKCcf6s6MMfxZZQPb7fz99Hv3kPKdoz9j6mex/QDA0VPzM0+THcYxnIVhhCM/cE/8AjGjjTmGRIxFM5b+6xbH6k/8AjzpBYJSSVzWspKmV4aWpieWNirBZcMp/QtnH/jvrcQTpylknmC5/CZARn8sn/D+mukp9QAqAn95WUjP5E4OuaUcFQRI0i+fwiNT/AFJGlSWstqSOSaMs8tRGmcJlMHH8hro6CNBFyafv5kZv+AIH89dD6FIh9KnU/wB4KuD+uPfSdFc6CtmLJSNyjBwphBbz5BUnt+mnWFk3UlGZKj0oiXkWMjAAjcyMM/7qjOidvt9MeNQ0b8w7EO5YHyc+UHv/AJ/z0cjkpokK9oS2cYyTn88jP8tZwGDCb94PxITA38jnP/LSJddlznnE05p4ZVOB3VWVv8e5H9NbQ0yxE4RRy+2M/wBdccFyA6qC3Yq3bt9gFJ7/APjOu6RRxFY4wzA988cjH/D+mmZidwnbbLd5lU+gyM5Iz5BP/jxrSSPnxMiqy/Zu3+ec6DiIcjHIikd2YgY/ng51zNRFIxQiYsvZjxOAf18adcoXQxl4ykEagr7FB3H5EHtnx/PWksZkT1OTKrAjCMVI/U+Qf6ayjKVwTIFIyGkYYP8AU5/w1ohf1jGrKxbtyB5AH8yPGjVJosRwwwsC9UGPgFnLfyyT/nrD1rBigpKkjHZ1lQD+ZLD/AAGuskywEo6yFvPaGSQfywuif7VoWkNNIXiYjIL0sseO+AfrQA9/toshZ+YngfnzphyOFPqKp/mSSSc+MY/TWy1MskKAhosdsoMgjxjPv/T+ejVPLCciEqw8BhG5Gf1xjRZ6CgMqh0cPE3NR6jgcgMe/toKXRaxzTRtgU4kJPYksP5f+Bru9TKSgRYFLeVIJYfy1u1NA8iVEqICmSrMM4z+euCMrNxp3IUZPE0jAEfkf/roHcgreljqY+SyvyLEnOCMfz9/565Vb1oKrBJxxjvx7fyIP/DR5Z1JyfHjzjv8A94Y0A8xkZSWHInBDKSP18Y/lnSG/BJdEEIKktNEC3krD/XOTom1HCZAGlY4OcpCiA/076VnpV9QtGcZ/FlRk48fy0m3GrvUUyQW2z26YN5eoqJUAP/diYD+Z0hBO6cDyWDDCU+mSMOFP0EgnIH660lohLJH9cYCn8KO2T+WPB/nojUUG77jHJC0dttYcOqz0U0sjocHDcGRQe+PtqHbxD1hivLW+j3hPUGNjg+pUQZTkQAyMg79vIBDeR276ikcGC5CljZn0uplpL8GUrFYr67Rv6eTRce3LGRyx2I7/AHwfvkDrfKeqSlmvtpsFVXXOnjZoKQenH60mDxjJf6QpbAJ8jz7Y1Dlutm/p6l6Ov3VWRS9iyyVCy8s/xKnqcguOxJUYI8dtOi37ArLhUGnr9+1bSj6QkaOcgDGPpY9sk+fIB0kbw/SyJGMbv808NvXyq3Bt9K287QnsNxPPnQzSU7FW5FSS0TMCD+LPEeRkA5xzjp7o6Tw11VTMGZGiCxZEajJOSDg+Me2MeO+jln2vUWymkpZrtVXBhgFpKORA/uzHkDknPtnOB76NPQSjCB6lDx7hqchAcDtnGpXRuOrgoGuYD2Pgkk7YnuETTJJSShh4ACnx+Xn+Y00r7drbtW4U1rr6ZYBWF29eKmieKN1wBzY4wzZOPvwYZ8aes9JNHJhkifl4JXGP5+dIV+6c7P3Ujpf9t22v5/UxqYxID2x4I+3b+eqj4Wn1RqpozY3cUUjqkr5Wp6iVaiNochOKlWH37nGc/bxnz7a2WCCpgkjl27VPJhgskIjGTjjk8gc5HuOXgfbOiu2+lmx9lLPDtnbdFb0qD+9MCt+8/Ukn2/PS9PCssREk7Rqnfkckfyz/APLUXU8k/Nrom5VUslPHLT09K0aTAgQyLwBJzkd1yR4847jXWntVTXRlZooomccXQy+O/cYX6e+SfHuPPsox0svJ/QuNS+G/2ZfI/Q+/ca1mo6gkiCGIE4yyvxYY/MD9O+PbURpm3uUmZNu7bHpJ6cRRx0iKeRJkAJz7BRjOiv7EvFqp4oYoKSWNc/wkcifc9sHye38/0fNujeVDHcafmSBkLO8n8+4GNdIYpg0yVFH6aNjh6E7vkHOSSwAB8dhnTHUTCbjRIHW9VMdaJ1czVtPLHM3ANGJAYw2VOQD4ycjH+HfRGtt9Oaye5VCTllwA0bLGQFySpUnL9x+Y/I4zp51lPGKoinjiUIMq1RUuT/vduJAHt50Wptv2Zg0lRO7NKM8fU5kec4bjn31E6kJOhU3WvtYqr2/apbfui8fLMIhI1NWo3p/SDxCn38Exjt+Q0g1lNcrlUyV1PQiSOZuSsJe2Pt5Hjxp79dbZbLPvylhSORaOut64HqEkMC/f7/wH+um3BQ1ckETU0MkcYjVQqyDGQACf5kE/z1zJBhmex3Nd5SlslJGTyHwT/LMKGjnDH1ZL08Lvn6mjx+An3X8vGphsdJSQ0Ebw0sKMamEEqgBxh/8AkNDQ1sR/ILlKvYeA+CVKm12z5b1v2dTeoWJL+ivIn0/vjXGppqaOneSOnjVkh5qyoAQxDZI/PQ0NXHLN4ptVrMZJ5CxLCQMGz3BPk/4D+mlLaDNVSYqWM3p/OKnqHlxUOcAZ8AaGhp9Nu/w+aad2rvVKpuFQpUEClJAx4PJu+uhpKWNJzHTRKTFGxwgGTlO+hoaWo3anj+Wmnfq2sguSiCrmjHqOPokI7eov205rjU1FQ8cM88kkZZMo7Eqe0fsf10NDTGeqU08FpZ6Oklpqt5aWF2jqqgIWQEqPsPtonSO4pJmDnKhYwc+F5Y4/pj20NDULPXCim2K6R1FQteUWeQL6iHAY4yeOf66cdJFFLQyySxq7LImGYZIzjOhoan4qM8EamiigaD0Ikj5yIW4KByyhJzjzo5TzSw3K1RxSuiyFeaqxAb90T3++hoa1IvWKdwTprpH4D62/rps18skFuppYJGjeSoKuyHBYemTgkee+hoalf66jZwScJ5naYvM7Yn7ZYn+LStcERK+JERVVlbIAwD9WhoahZx8VI7ZbUsURrXjMalW8rjsfxe2lW3xoJKZgignycdz3Ohoali3Cr/pTpVVWccVA+n2H6aKmebnj1nx27cj9tDQ1rtVd26JSzTG5mMyuU/uljjyPbRaVVfHMBvpz379+2hoarzbqxDsm/vmaamsVVPTSvFIuAroxVh3PgjRDbNZWfsen/wBam+pMH6z3/D/zOhoahjUx2KcNqnnlkqfVmd+H4eTE4z9tFqGoqH9MNPIQXOcse/bQ0NIEoR+GWQowMjHBOMnSjSqr07s6hiAcEjOhoadwTCk25fRcqQp9JC4GO2AQMj+eBovXSSLVwqrsAfIB8/ToaGmhKOCxDUVDXeWEzyGMUquFLHAbJ74++jkKrLMrSKHIXsWGceNDQ0qcN13EkivhZGH1ex0e88c+40NDSO4KPii07uIGIdgfuDooXf5SM82y82G7/i7Hz99DQ0rU9E6aed7iYnmkZF5AKWJAx47aMPPMEYiZxgdvqOhoaRIij1dUImIqZc5/vn76UIZJHoyzSMT9ye+hoaVKEfhdy6Au2Ch9/wA9FWp4DUySmGMuwGW4jJ8e+hoaEjeKNxKoUkAZGdGAq+m30jx9tDQ0JpXGFVHJwo5csZx3xk6FaThu/hsf56GhocjisqAKeMgd9FahV9ZRxGPtjQ0NRScFI1dEAVcqAMsc4/lraoZliIViMj2P56GhpzUw7pEvk88ACwTPGvpE4RiBnj+Wluid3ooXd2ZjGpJJyToaGpAlO4WK93jgBjYqeflTjTfrZ5zfRCZpDHwU8ORx5+2hoacE0bJD2zcK9rkYmrqgoauReJlbGO/bGdPSkp6eOsqpEgjVixPIKAfGhoajKe5aCST9+fUbII7501fnq2XcwglrJ3iHM8GkJXIUY7aGhoG6RqeUjNwdeRxx8Z0lbz/c2z1Ifoc/xL2Pke+hoaDsnN3C6yu6yUSK7BWiUsAex7e+u05IqGUEgfb20NDSjcJo3RLdc89NbedNM8TAr3Rip9vtpfpyTDT5JPJUz+fbQ0NHAprtgubRpFR4iRUAzjiMY0Qrppo3wkrr9PsxGhoaQbIC0lqakJGRUSDOM/WdGaNmmDCVi4wOzHPuNDQ0qUI0CTNMhP0huw9tbxQwiRCIk8E/hHnQ0NIU0LogBUZA86StwM0QiMZKZ5Z49vcaGhodsnN9YJTgRDTKSoOQvkaJXinp3oJneCNmj4lCVBKnPt9tDQ0S+oU2PcJvRwQyuqSQo6jwGUEDSupKo3EkYPtoaGqsW5UzvVRmgd/UH1t5++uVXLK03FpXIx4LHQ0NXD6qrj1kVhZnJR2LLhuxORoq6qKhwFGASMY0NDVV6sMRLAac8hnAyM+2uHN1b6XI7ex0NDTSnhGUJZAWJOAMZ1s3YtjQ0NMTQuFe7KuVYjsvg6IU9RUNVTq08hAHYFj99DQ0pT27LqFDmTmA30r576yaWl5f+bRd1P8AANDQ1EdinBVg+LFVjlshRQpKSgkDGQJocD+WT/U6hmCsq1iULVTAAeA50NDXJVv/ABL/AB+QXe4V/wAIz74r/9k=" width="256px" alt="what is a margin of safety"/></p>
<p>
<p>Clear can also help you in getting your business registered for Goods &amp; Services Tax Law. Just upload your form 16, claim your deductions and get your acknowledgment number online. You can efile income tax return on your income from salary, house property, capital gains, business &amp; profession and income from other sources.</p>
</p>
<p><img 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LAXdunXp/TgbL4TYHnFbmutNJZDXx5TnGf0NHWzhWigmmCO4YkAgHrcgj7sDr9a6Py7MlyLMdSUFPmDlQKWScCQ7vd8PXnywFqVNhbqDfAzGwJPGDslj73XjrjlhtN+cBGANzuU9P5MRczzCiyrLqnMcxnSCmpI2nmkfgIigkk/hieVJPJ4/rtj5b+lR2oSZjXJ2SabqiU3rNnMiHqBYpBf0vZm+Sj1x1c7m6MlgzjV8PN2slk687jU4NHH+IUsPbXrjWmtKyvyjPanLMkklEVJAgsBGON589x6/fj0rJtR6tngEk+b1Ep495jjy7s/06kVPEkaCzAbhbyx7dk+UIlMoCc29Mfkmb6XzmYxpqpxao5TMP0iej8nlcKmj3dM27YhWVeoNVhTszKWw6cnHrnYLlB1XkWaV+qu8rJEqljhLSuu1QvIAUj1xg6jJAw939GPWuy2M5F2c5nUx+F/aJCD9yj+nH2/ZnGzWLn4jGxKpi06TMzHm+H01GWpyc+7opibxrEQ827cBmGm9cQUWmqiWko2okcxCR2BfcwJ5J+GMjDnOpinjzCXpxycesds+ULW5/QVu2+6nZL29G/44xSZNsTlcdLprM5yjPYkUYtURfdFU9kd7s9HU5Wcph7WHTM27Ieaaq1FrGjRnpc+rIiOeJG4xT9jnbLnSaym0ZrrNZKqPMn3ZfUzHlJLW7sn0a3Hx+eN7qvJI5adl2X4OPnftDyCWJzVUxaOpgffE68FWBuCPljj6K6bzWWzETi1zVHZMzPm72Z6Kyudy004dEU1cJiIh9p25sfiMc2gnjHnHYX2nxdpOklNbIq53le2DMIhwS35so+DD8CCMekHjpj9XwsWnGojEom8S/NMbCrwMScOuLTAbIAbdAeuBk7SF68WwVrdeOcMK9LjHI4zGY9AOCcDKmwU2/DBh0v0Pwxw8E35tgAkcHkfLDXBAv54J0HxPww0gk3C4LATAMOOT0wzoL/fgrcc7eb3wMqTdmPBv1wWASpKE2564a54uQBxbBGvYhePXDGG7rbrfACvbcxAxwm/F7GwOHsSDz7v9GOEgjoASPTEAwo6s19vTDbgi5vf+rDxwLWvx6eeGPx0H6MA0sDyfTDWuOfXBSCw22scCZTcg84AwUuSAMduCACflbHUNiTc84cOOOnywHVvzYc3w7cLWHXpbHQV3Cx/HDWVV5BJucUdUkn4DnHRexF72GOBfL164eENwfQYDqqxIvfp0w/YLEDqf6cNO4gWv5YIOvTgYDqcWG3D7ggkDqP6cNPIv547cA8dB1wQ6/r/6YeALeE9QcMADfM/HBI+CLAXGCHItjyOR/Jh4LEXA6+mEQWa9rg4ci2I2m9v0YD5L+lYu3tHykf8A0Mf+0OC/S9N9W5J/+nt/PxufpJdkmpdaVWW6l0pT+11NJEYJqdSA5W91Zb9bc8Yw+Z6A7au2jVmV1Gt9NJlNNSRpTyzd13SCIG7NYsxZz8OOnAwckTGkon0gqX2ztk09RGaSL2ihy+MyRmzpulYXU+RF+MU2a5FS9nf0h6bI9O1FSsFFmNF3bzSb5D3sUbvc2F+Xb7sem9snZjrTUPa/kmf5HkktVltHFQpJOpAC93MzN+AIOIOvOyjXmb9vjaty7T802U+20EvtIYbdscMSuevkVb8MCJY7U2QUuqfpN1mnq6eeKmrs1EMzQvsfYUFwD5YkdlSxaC+kdPprLKmZaFa2qyvxvcuniCbrWBsQp+YxE1e+oIfpL182lIoJs2izQPSRzgmN3CAhWsRwfmMbDsr7Iu0bO+0vM9ca3yY5P3i1UxLDbuqJlZR3a3JsC1738uuC8NWc1JkPZTS55qWav1Fm+uc6qIp2jipKSSNaWYtfvGkVyGC9ORt56Yj9mer88yPsK7Qloa6RBBLRRQWYgxGoYxyFSOQdoH3jFhonsy7ddGZ1nuR5LpqDu84ppKOfMKpA6CO5O+Ngw8R9DcG/INhjQ9mHYVrObs41zpDUWVyZZU5sKSShaVhteWFncAkXsNwUH4HA0Y/R3YQmtux19Z5TVEZ+2YFIhPUrFB3SttYEt0P5wN/K2K3t2p9QUEOisv1PNFNmFFkncSSR1AmDhZ5ADvBIPFsXVLof6Q8OjJeyWHRkq5VUVoqWqNvIIIO0SbtoTcA3S/xtxi37U+wDX70WkcpyDJZMzOV5QIKyaJht78zOzDk/uhgX1VvYVTZd2t9sMOa6wqI2+qKOKWjoHJIm7hVVF+IWwcjzPqL4sO0MD/2ucmC/88ZX/PTFhqLsR7QNEa403rbsx0+0hgpqWeop4mCiOoVAs0bci6uLg2/bHFtqXsx1/nn0hsk15TaXqUypK7LauaR2W8KoyFw3PVbG9vTAYnU2nKXVn0sKzTWYVNTBTV9f3Mz00myQp7KNyhvK4BU/AnELsh3aI+kTW5Tk0sopaCrzOiCudzPDF3m0MfM+Bcenp2Wa7H0o/wAuzkMv1GK/vTV7ht2+zbL9b+9xit0X2Pa+ofpFVmrsy03NHkc+b5jP7QzLtMMpl2m178hh+OBd5Z2TaQpe0WbWupNQ5nmBzDJ8pqM4hnhm2u9UNzB2axJ5F+LY9M+hAb5xqe9+aaHn/SOMnS9l2sdHV+rDoHtByN8jbLqpaioSshklnowjHu2jIJDkDbcAcng42P0G4JGzLVNR3ZMawQJutxuLEgfoOBO57z22aSyrVfZlndBmomMdJTPWp3b7T3kSllueeL+WPl76MOj8ozjJ9dasqxN7fkWWslJteyWmgnD7h5+4LY+ydW5RU53pfOMlpComraGamiLcDeyEC/wucfL3Yl2adtmgKnUmnK3SaJlOe0E8NTM1nJlSKQQ92wbi7ORyDe+CROjyXsy0LlOq9AdoeeZlU1iyady+CspYopdsbykyWZxbxWAIH7440fZbrHPsg+j/ANpkWXVzxrFUZckNiQYjUs8crKRyCVRfwxtuybsX7Ssg7Ou0vJs201PT1md5ZDBQxMy3mdTJcDn90PxwXsq+jzrqbsu7QdH6myuTKavOPYJsvMrqFklgMrgEi9hcqD88FmYeKUGT5NmvZuqZVoLU9Xqk13ejN6eKSSlMIJBispI+N9u7cOtuMfc/0fszzjNOyPIX1BTVkFdTRGlmFWjLKe7YqCQ3PIAx81ZTpr6TWUaBj7Icn0RXZfCMxNSM0glMbBSSSm8NbbuN93pxj657PNP5ppfRWT5DnuYPX5hSU6LVVDSM5kl53HceTybYJVL5I+nCrR9o+Q7eSMoUj4/bSYh5j2W9v3btneRVGp9LQZRRUdFDSQ1JXuolpRY7+WZmYg3/AJAMeg/Sw7I+0DtB13k2aaR07NmFLS5asMsiMoCuJXNuT6EY+l9O0c1JkGWUlTGVmp6OGKRT+a4jAI/HAvaIfDnb1pueP6QmRaQ0/XyUcwiyjLaGqLHdC11jjkuObg2Nx6YP9IjsYy/sY0TkWWUGeVOZ/WWaT1Ekk8SoVYQotgATj0jtT7Iu0DPfpLZDrXKdOzT5LS12VzTVQZdqrFKrSHrfgAnGm+l/2b6y7RMk05TaPyWXMJaGqqHnVCBsVlUA8+pBwW+54f296cP6jnZVqpCxtlQoXAXgAqHBJ/EYsa2tm7Y/pS6VqGp5IYEpcqrvCASsYpkqxu8rbpAp+ePYtedk2pdTfRfyfRkWXS/X+U0tHIlGu3c0qHayEn9y7H7sZX6LXY32gab7Qa3VnaFk9VRyU2WR0VHJIykMAEjC8ftY0QD5YJE6Mv2jaa7Hx2s6hr9V6sznXGb1k1TtyLLqKQNTOeI4++ST/wB0Aq2tbw8jyxj/AKP+tM/0ppTtNfKauSNKbIvaYoyxHdzd6sYcEchgsjcjztjTaQ7H/pB9mXavXvpXIYa32156Rc6roxJB3MjfskncCHt4rc83BB6YtOxD6O+voYdc5HrTJ58qhz7JGo6eoZl2mbvVdel+LqL8dL4LeLML2R9g8Hav2Yap1Yte/wBfUdYkFAJahY4iwVXcyM3Hi3jkkWt8cbTtM7OtVwfReytdVtS1GaaOzNljmp6lastRyG23vFJ2hd68eQjX4YzWUdnP0mNG6Zz7suyvQ0suWagmQ1FQq7wpU7S0cgcKAwAuSDwBa2Pfsi7Pcr7OPo2VeiNf5rS0tRX0tS9XK8+1DUSBmVAx6kBUXjrtOCTL5r1TXSdpNb2OaMopFngTJKWlMZNrTGpkimBPxEC4+/6akgoqWCkpltHBGsaD0VRYDHwh9DnTcuoO2GCvnYS0+nqGapG5Sygk7ECnyO6QsPkcffHHUA8EdMCrsfnlrfMNSZX9KLN8x0flseYZzBn7vRU0iFlllvwpAKk/iMej9lPYb2paq7Y4e1PtOyhcojgr/rSZDZGlnXxRqiAmyhgpNz0BHU4mp2NdpH/tSHXR0zOMjOfms9r3Lt7m/vdb4+saiA1FNJAGKGRGTePLi1/04Ey+KdY6c7Goe0HU9VqHUud9oOdViVRiy3L6KRPZZy3hbvkkIPdgbbEbebkcWxiuzXM66TsM7VsokqXakhgyuojiPRXarVWI+YUfhjaaD7JfpDdm/aDm9JprTcEv1rFNQPm9dGJIUhdr9+rBgQ9hexuCeCDxjug+wftUyns07Rskr9J1EVZnVJl0dDGWX7Zo6oO4HPkvOCoP0XOxuPtIZdV1+o6mlh0tm0E0FJHEGWR1Kykkk8A7QOl8W2u9Odjy9qGoq3VGpc613m9Y1SEyXLqKRTTSk2Re+SQ/rYAWxFvUeWPVvoj9neruz7TGf0Or8nky6errUlhVyDuTuwL8H1x5Hozsl+kB2b9qWZDS+QwVH1i01H9dV0XeQJDI9/aLhgQ4HitzzwQcC+rI9iWrM9yHs17UIsurpI0jyiF41vwjySiJmHodjkX+/FbpXs1yzNew3VPaPJX1ceZZdVx08aI9o3iJXcrj865YH/Rx6b2N/R77QKfINe6d1Vkk2V/XeUJT0kjuu1p0k3qCRewuFv8AAnGX0/2P/SJp9Hai0DDp2akyqdkq5o5ApNTKjABImv0N7n96MC4OntQV+RfRRzmPLamSCTMNSGmkdDYmMxRFlv8AG2Mzn/ZzkmU9hOlu0ulmqxm2cZjUQT3kHdBEklVdotcH7MG9/M49n0r9H7XWY/R4znRGZZaMvzw5ycwpIZ2A7xVSMWvewvZh92ME/Zj9InUWkMl7JKrQns2U5RWSVEFVImw7pGZjvk3FSoMjEWW/zwLtT2s5ENbfRz0b2o1VXszrJqSKCSodrSVCbthBbqW3KGHxLeuKr6M2Uz9qva1mXaFqyrjqajJ446hYmPLysNkZANztRU9eDt9cbDtg7Ju0rMdN6K7ItJZRPU5Lk1ND9YZggAjkqD4S20m9lG5uvO74YDp/se172O9uNPnOiMhqa/S86RRVDJID9lIoEqkE38LgsL+QXrgl9H0+QFJv8jhhXwlr3viQwAUgD8cDYeQ+GDLzTt17VaHsk0TUZ1vSTM6sNTZZTHkyTEcMR+1XqT8h5jHxPpOOqzCtlzjNpZaitrJWnnlYXLuxuT+nHvH0x8/znI9S6Xjyyvmp46ikn71UPDgSIRcH7sZvQOttSsiBs0dgbDlE4H4Y8H7TZmvExJwp0ppe79m8CnAwffUxeqprNGdxH3e3ew2ixK2x63k0sTRC6kcemMrlWoNVTxr3ObOlx5In9WNNRz69qE8OoZCLcXjT+rHjsLDwoqvNU/b/AC+pnMXEr3xEeP8Ahq6GjWqtsjZiegtj0Sjyiem0DV0cMDd5KzsFC8m9v6sedadfX1K6mTOw6+YaGP8A8uPXspqM5kyeGWoq071gb8KBwce49naMvFc10zO1EdnLveQ6UrxJjZm1r9rKa+oJKg0MzQOSkbgnb0uRjD1SxRggoR8LY9B1hW6lSCH2WrhJJYG6I1v0Y82zNtYSTGV86KW/NWNB/RjodN05eMeqbzebcO7m7PR1WJOHEaW5/wCGX1HLF3bDYbc+WPDtdRwyFwEfm/5px73mGcakpkPeZ1KbX42r/VjAal1jnsEL7cza4vyUU/0Y8rVRh7d4mft/l6rJ4uJTFtmPv/h836b1rX9k+vKXVlAsjUpbua+GxtLCx8Q+Y6j4gY+6ckzjLdQZVSZ5lVQs9JWxLNFIp4KsMfD3aL2j6uZmjGeTbL2ACLx+jH039GKvqc07G8mrq2d5ppZqvc79TaokA/QMfons1j4mzODVrFrw8t7TYNE1RjxFqt0vUSote3XjDSLmx4NvXBLDr8cNuN3TgDHqnkw22np8sMPLfLnp5YI21eLWwyxD25sTY4ICVNgbdTjjeEAEXwQq3m3wxyQGxtx54KC45A5+7A3BAIPx8sGJO7p0wNxfgnn5+WCwAyWBAN+LfPCdTe/HGHNYEX6HrxjjAWJBuOuCglSOR0JtbHGCnxBenS+O7gLD9OEysVPHyxAMMwW5HA/Thp5HXp5Yfe1wtvK/GGE3PrfqcBwkqLHz5+7A2LWG0DBWYMF4PwwMBbXYfLASLKFBv1Ivf7sd4Wy8+nGGLe+1+nXgYehu4JFyDijrDwhtvOHAlrADjCK7Rcj42wltcBRyDbAdt+de1hgkd789fLHAABa9sJmHDX5B4tgHE3sQbfdh6L0Fr+fXDeCfgcOQX56HBDvM36jHVBAuR8cdtxyL3x1QLi54/owHQlvPpgkYstyTc45YMOL2OOoAbXvwcEPUHcD0I64IBa58jhEcXv5c4ViDawIueMA0FC7RiQF1Fyt+QPI4kAKBcHr0xjNR5hV5TU5/meXlRU0+WQyR7hxu3Na/XBUGqE1LQ5G+o2eJ6KStqpRTRKxZZYwEjG07U5I53NY9b2IFmuHvcDDmdIE3yyqi3ALMwA5xh21DmozaCsTN5ZoZsxaj9ngowaMRCRk/XioYyjb4rNtBuoU23GBTnMcqpNW1NRms+ZBdQQRLHWRxFEBjpzcBEXmzW9PCDa9yS2P/AFCNIt2i/qmjMc4+tTU+19z30Xs+8AC23u91v9LHpqCx5F/PGJqcz1JVQZrqOjzlKSnymaeKGh9nRkmEPEhmYjeGYq23YygAqTuvgZzfVGax6jzOkzpaCnySaM0kCUyOZr0UE7LMWBJW8pA2bW+PQYGst6q2JuADY+Xxw5JYHlaJZFaRApdQ1yAb2JHxsfwxhM71DnEne1lDnE9OtLRw1Ap6KiFReVkZ2WoZ1IVCuywUq3UluQMWGlKh63Vua1sihHqsoyqYgdAW9oJA/HBYho6nOcny2VIMxzaipZW8SpNOiMR8ASDifGySKHRwytyGU3BGMnBQZfX9oecCvoaeo7vKKCxljDbftanpfp5YpZc7m0wucZbkKStDNnUNFRiGDv8A2cyQ95NsW/JG1wAeAzC4I4IekIhDfDy+eHySwwL3ksixqSqbmYAXY2UfMkgD4kY8/o9S6nWmOTrJVLU1ddBR0mYZrRLFIiurM7OibVZgqMFsFBYoD54n53JneR5Q1PmWaU+cJ9cZPHDJUwR9+ElroEbvFRVTcN10ZVFiAbXF8BtQDbj44ULpOm+GRZBcoShBAYGzDjzBBB+IxjlzfO4tRmStzeSnpTXezR070imjliPhXbOoLCbfxZmtcbdo4bEbJM0zjPRFkWW16ZP3tdm0s9TTU8Zk2RV80aiMSKyb2tdiyte5Nrm+AzWpfoldlmos4qM6STOsqlrXMs8OX1aJE7Mbt4XRrAk9AQPS2PQezvsx0n2Y5O2S6ToWhjlcPPJI5eWZwLXdj18+BYC/AGKttRalljgyVMxp466HPvqiorVpgRJD3AmEixkkK+11U9RuBNreHFvlGd5plcGd0uctW50+V5glNBNT0ymoljeCKQGRIwq7gXYEqoFrcDnBby03fUyypTtNGs0iF1iLDcwBsSB1I5w6Spo4p4qRqmJJpQSkZYBn22vYdTa/Nseaa0ldNc6e1bDTzQvlmT1FXJFItnWB54FlVh5EIxJ9Npw4uNQdp+TasG1qOCrqsoy4jkMkdNKaiUHy3S/Zkf8A0wPngj1CNCQCfO5GFC8M8SvDKsiONwZSCGHwIx59k2pc5kzrKZ3zqorafNJ3ieFaEJQIpjZkNPOUV3IsLkswYAkKvlG7LNS1tfSaf06sD5dTU+WiZZaiHxZkVLK6Q34CodpYm5IZbADxYD0yCSOeCOWnkWSNuQyMCCPngyx3Ykk+E48x09m+os6/JjI8tzOLJqauyaur6mSlpY2cPFPAiLGHBRf11ibq3AtYEgiyy/UGp8+k09p760TL6vMaKvq6yvpoEZ2FNLDEEjSQMiljOGJIYAIQB4gyhv1IHl05x3YRxfz64zug8wzjNcur1zqtgq6mhzOqoRLFD3QeON7KdtzY2689fTpjM6k1jqjL5qjK6KviNXlWYyZlVoKcPJLk8CLK8aC1jI++OO/lvJ6jAej7okZUllVWlYpECbF2sTYepsCePIHHWeGN41lmRDI3doGYAs1ibD1NgTb4HGGOf5jW55k0x7mWirNRz0VIxjR9kUdDUkyRta4YujAk34uOhxl6HLdRxZLpeODU1TWVk+s65I6ivhhbuFVK9WKrEiXJUMwDXG63RfDilnsUkkVP9rPKigFVuzWG4kBR8ySAPjh8YujXWykbrnHnOYZvneWU2a5HmNemcyZbmuRLBVVdNEsjpU1kSkOsaqhZCCVYKtjbi4uWQ55rY5O+sZ8/jFPBqOfKVy2OljEMlN9ZtRgu5HeCQCxurBfDypvcEelkbkHlfofhhkkkIlMHeIZGUOE3DcR0vb0vb8cZntXgqajRdTFR5rV5dIlVRgTUwjL2NTGCPGrC3N+nl6XBrc0yrPKjX2VZdQ6nqKWSLT86zVwp4ZJ5mWaDkgp3aknlrJbqFC8EBu5LAgdCABb7r/04x/ah2V6a7XNNLprU1RXQU0c61KPRyKkiuAQOWVhaxPljPNrbU+bwZLRGXNaeqlyeLMa2fJssSoMkrMUCr3oZVjujlhbdYoAw6432k8wzDONPUeY5pB7PWSpaZDHsG9TtJCkkqDa4BPF8DcwnZR2e9k/ZDT1GR6Nzmnmra+VRVS1NfFLVTMtwqHaAABdrAKOScelsdgMkjKqKCSSbAcdT+GPI8gyvNc70W2U0PZ5RFql6iNM2nqYUCkyvaWygyXHUC17gdMX1LU6per1XSVmdrJlumlSnhh7hC9U5y+F2ErMCdm5y3B3EsQTtWxLvbtCJkE0bB1YXVlNwR1uMP7sFtoNvgcee0Wr81yjLtlQ0LSV+S0lbk0KokYMzBIHgQW52yvAbn/lAHQY7qjPNQ0EtdHTaoqe/yWmj8FFlqzpNN3YZjWMyWiVrghUZLDndzYEeghbBnYcBet8MKFQQRx8MY5q7Uuq8yzGmyjP/AKkhyqKnKqlPHN38ssIl+1MgP2QDAbU2sbE7xewBmmrdQ5XHXUE01JLmOY0dK2SmFd8HtExEJANgXjWVlcm1xGbnEG12W5PQ9cQ48xyyesehgzCleqi5eBZVMi/EqDcYq+0OrrMp0DndbSVssM8FA5NWoAeBbWecAC10Xc/S11xHzHSuiMlyeiqjDHl8VDU0z09XT8Td4ZVCLvsS3eFgjA33Bz63wVpNtyNwtfqRgYmgYyKkiuYiFcA3KtYGx9DYg/fjA6g1VnmX5nLmNNnc01NT5rS0C0dPQB6QxSTRRSd9MU3CYNIxG1wosoKk3wxK7ME1JqLKMmq1oqjNdRRwmqaMP3Ma0FOzFA3hLm1l3AjzINrEPQyo6hrnAppUjVHlkSPeQq7ja5PQfPGVqavUuQSUGX1mew1/e5zBSrUGJFneneIkrMqqED7gbMgUEW4HN6zVOZ1FfmtRQTzK8eX6hyuKJABePfGrkE9Ty1+fXAb9omvwbfL+3xwN04t154xjJtTZzHorO86Naq1VHnFXSQsUXwxpXGJFtax8AAueT164F9b6kiz8yV2by0sBzFqaOmakRqCSn7zYpE6qXE59GcANxs8yG1YWFuSOp4wI9AfLoBiSy2W9rgjywKVfO1yLWtgPj76bob8q9IEi16SoG6/Wzrxb7/04xegmsqc26c42v03grar0coLBxSVBIPu8yKBb49f0YwmiLxonl088fnHtFP8A5Nb9H9nqb5Sl7ppyeyIL49DyitUIBfyx5LktYURTvxssuzYhAQ2PIxVaXezODtPQ6jU2X5FllTnOa1kdNR0cLTzzSGyoii5J+7HzHm30rO1HtDz6rpuw7sxgrqKlazVlVSPPLKB0awZVQH0Nz8sWf0rdQVNN2LV0FLOUFbV09PKAese4sR+KjGy+jhR5Vp7se03Fl0SxtV0gq6hwAGkle5JJ87cD5AY+/k8ejK5X+pqjamZtEcN295vMYFWJj+6pm1ovKg7MPpX51Varj7Ou2PSMem88ncRU88UbxRO56KyOSVJPQhiCfTHt+Z14sfECcfL/ANOGGifTmQ6jhQJmVJXGOOoThwtr2v8AAgEY9ohz2WsyeiqpmBkmpopHt+2Kgn+XHF0hiUYmFRmMOLbV4mO+Oxy5PBqjEqwqtbW15hahzC6sL8c48p1ZWbo3Fx541mfZmbNz/wAcebajri0bk/HHy8KL1PS5fC2YeLa+lvI4B8zj7B+ihz2GZC3X7as//wBmTHxjriQPI3xJx9mfRN//AJF5DbylrB//ABEmP0H2c0rnl6w8l7S9SOfpL10+nxvgbAg7h6YMRYAm+G2sOt+hx6548FgN18NkFzwQOcFK7Sb268YZa3le/XAM2cA7vPpgTggHnpgrfK3H6cMYXN7X6/LADcHaBz5YY/JvbBHR73P3YZc7uQL4KATcG6+XGGMdosACF6/hgpBHPPGGSAEjxdbDp8MFMO3yA55w0C1wbfHDyu7oecMJIJLHr0wDHsCdpsLWwNQFJHW3JN8GDBlI4JN8MdiykEAcjEDHA2jjjoMCDqvBW/3YKF8rcD44YyqG6EiwwBgpABa2EnIBJsTzhwFiL9enyw6w6DywHVseW8sOFjyDe3/HHFNgSfj5dcdAHPHJxQ4KbFhY82GObbrY9cOAZR6+eENzW5tgEoIIFvkcGAuAOehvhi9eRza+CD1Y2wR1FA5ANrYcD5Wvjg4tx19MPUX8rG9r4IcenhA9MPUeH49cM22Yjrf0/t8MES/Uk3XAO8R4t5YeF3E8258sN5BJJ+WHJbqfvwESryXLq8VHtdMJPa4hBNyRuQE2H6TiUMuozXLmfd/3SkJgD3PEZIYj8VGCgAWvggALE4DOjQ2nxOZljq9vtBqkh9rk7qKUuXZ0S+1SWJJsPM4sG0rks0tdK9Kd2ZSxz1A3tteRLBWtewNlUXHWwvi0ChbE8XGCKFLG/FrHAUVXozI66uevqIqgGdg88MdTIkM7KAA0kana5sFFyOgGLSLJMtRMwjWmATM3MlUAT427pYvu8EaDj0xNFgob7h8r4eoL8A9Tfp0wVn6rQun62V5poapEljWGeGKqkjinVV2r3iKdrkKALkXsB6YuMsyDLMokMuXxOrvTw0zMzl2McW7YLk+W9vxxO8jt8uMEXhRz8/lgqhzbReTZvmBzaqSqWpaFYXaGqki3opJUEKQDYs344lSaTyGbJ/qJKFIqUusoWIlGSQMGDhhyGDAENe98Wvi4Xyw8cHaPI+mAo00VkS5dPlcsVRUJUussks9TJJOXQgo3eMdwKkAqQeCOMFptGZFBSPRtHPUiWogq5JKmokmleSGRZIiXYljtZFIF7cYu1RiN9rW4w5BZivUnjkfHAUJ0RkEmYjNHiquKgVZpvapBTGYHcJO5vs3bhe9uvPXB5dE5BVU8dKIqil7meepilpamSGVJJpGeSzqQwDMxJF7YvVVivI9MPCWPPFjzgKuj0rk1FR0tHT0fhoqg1UbM7M7TMDudmPLMdxuTfrizpMsoqaepqIYyJKyQSTNf3mCKgP8AFVR92DKjcLfp1+7DlPI46YCBUZNltZXe31VKss3s0lES97GFyC6kdCDtGGUGk8jy2HLKekoFihygOKNQT9nuQox+JIY3v64tdhJ3kgH0wUcABgOOMBmaDs40zl0lPNAtc3sUgkpI5K2Vo6Yji0aliEFuCBwRxiyh0vkcVJl1DDRhIcqkWSisx3QsBbg9eQSD6gkHFugub9OMPCcAEDpu4wRU5dpPJ8pmop6CiVHoaaWkpyGJ2xSOjuvPqY0P3YpdU6Oqamgy+HTuW5bU+wySsKarqpaU+PkulTGjvGRyCNpDBje1hjaxDcQwIHX+TDgFAPW4FgbYsF2Z0BpSfS2RvRVK00c9RVTV0sVKzPFE0jFiiMwDMB+2IBPWwxbPkGVyZlPnJo09tmpxSNJ5mIEnbb4k/fYegxYqh23YkeY+PP8Axw9Qqtc3N8EUtBpDIcsoMnoKLLlSDI2MtFGCfsmMTxlr35JWV+v7a+OUmjsipalKqCjKmOvOZoDK5VKhkdGdVJstxI9wOCWJ64vkBC7Ra5Bth3hXoByOBgKes0nktdLVVE9JvkqpqWaY7iNz07iSE/6LAH4+eOjS+RvlrZGKL+42rGryoY81BqTUF7/507rfd0xchfGEv1JJ/DHQApUD0t88BAzLJaHPMslyzMou+p6pNsiXtx1BBHIIPII6EYBQ6fy+inp6pYnM9LSCgjleQs3deE2JJ8Ruim55xcshv9nxYWGGuvW3IA5wGYqdAafrKegiRa2iOXRGGCWjrJKeRYmsWQujAlSVFweLgYuMuy6gyyjhyzL6cQ01OgjiUdAo/lxPC7+LWHH4W/44RiF7KbeX9vxwFfQZZQ5RRx5bQRd1TxbtqC55JuevxJxHXIcsikzST2Wwzdt9WNx+1buliv8ADwIo49MXLRKbFrEHz6YY0diTtJtfzwFGdLZFMMrJoEP1MV9jDXPdWUqPmOAbHzVT1AOIOa9n2n82zCpzKriqi1cqirhjq5Y4KmyhR3kasFeygDkdAMajoORYg9T6WOAwyrMvglVz1NjewtxgM1mPZ5p2vMTSCviKU6U0hpq6WIzxILKspVh3gtceK/XAqnSU1ZqzKczmp8viyzTsEi5bFGhMyyyIEJJsAiqgIAF77ubbRjVOdvhtY7Sfn6/y4ISt9zEfO/44ohSQxzxSQSRq6SoVkRwCrKeCLeYOM3R9nmnaGqgqIkrpEpHWWnpZ62WWmhYe6UiZiqkeVhx5Y1SvC0iojAsQGC7uSt+vywmUdSOtuL4hdj6/sz0pmMtTLUx1uypnFU8CV0ywrOGDCVYwwVX3KG3AXvziXmGj8ir46uOeldTV1K1kksUrRyCdUVFkRlN1YKii4ti/EW1tpF/hf8cckXZcr5YKzZ0Dp85S+WPHVurzrVPUtVympMwACyd8W37gAADfgcYVJojT9HGyJSO8klVHWSSzTPJJLNGLJIzMbsQABz6DGkZlDbd4ux4HrbAlaJ/FvUgErwfMHp/LiKytd2c6XzSvqKqsgqmWqnWpmphVyinaYbbSd0G27rqDe3XnDpdCafOYNmRSqF6j2s0y1copjNfcZDDfZuLeIm3J5xp5O6QbiQtupOGkIvgJFyLj5f2tgAjcSVsLfycYjMCx6m48sS2Aubtz16YG21TyPkRgPjT6cFl1jpPrxQzef/WY860hUBY1Fz5dcegfTomH5caVjvwuXyn8ZT/VjynTdZsRefLH5z7QxfNVw/S/Zz/4dH7xev5bmQVFW/FvwxoaPNSqAbuuPOKDMAEG5sXlJmQC23G1seSqotL7tVES+bvpDa61RX9oGdabnz2rkymCaIx0ZkPdKRGpvt6XuT+OMtlvbD2l5TQwZblmt83pqWmQRwwx1LKqKOgA9MD7cqjf2qZ69zzJH/s1xiFmB64/RMngYc5XDiaY3Rw7n53m6qozFdpnfPm1upO0jW+rKZKLUuqcwzKCN96R1E5dVb1F/PHvn0YNf6qz5s7pM/z+rr4qaKEQLUSFxGORxfpxj5VeYY91+ivVFKrP+TzFF/KcdbpfBw6clXaI0tw74dnomaqs5TEzv/D6KznMi4P2l8YLPqzcjDdc4uM1ruG5xi86qwyNzY/DHj8Gji9za0PNtZz7pCCfPH2x9Ekg9hOQ8H9erPP/AOofHwzqyXc5F/PH3P8ARDUHsGyLcek9Z0/hD4957PRavw/Dw/tJ1I5+kvYSb2BuMDYHgnr0wQj7sNYAC/XHrHjwyAwJB5GGEWe4HHQ4J5Eg/PAy3kD1wQ0qSL3+/A7ttN7D5YKQbXtzfDCFa1hc2JwAit15PI5vfAn5Fy34YMQOTyvQYY4W7WBNz0GCgheSbEi/mcDk2gkAnBFbggn4HDZDbqvNsFCsVU8Ek/HCYAWCr+OHFWtf4Xw1+Sb28ucFCaMggrhje/bgW5wVgVuWPQni/OBlS3QeVsBxitr9Tho+f6Bjr2UFLE9DfAwXBNlt8xiA4Xd4ha+Ogm9mvfphyEAeEehxxQAxJbm+AJe9toHyw5Rc2PphoPPAsThyDnkm/NsUOtdDY46FFwL3xwgkAAcdeMOVfEC34YB4Xk89f5MdPJ55HwwiQL2HphBbHceb+mCCXvYD+39rYdce7e/yxxLEWPPn1+GHKpPI5tbywQ/jpY2GHoLefP8AThh4AtfnnD1XxE26dPngh4ALAEX9Thyr6cA8Y4vPBt164Itjbi3wwUgLWA8uMEjHAB4w1R7xbn0wRVYKrDqfXAd2lifhh6KwuT6c/LHRw1jezHgYcoIIHT1uMB1QGUeo4wUG1rAG3Bxxbg+K1j54IEAJI8+Rgpy3HUYdtIPwP9v6MdG29vPp16YcFNrrz5n5YK6VDkAjDyu21vXDVPj+QwURnbuBvgEBtFi34YIiWIcfPDVRdxF+MGVQAwUXsbdMA9QN5B+f346iMQWvfy/ThLcsRb5YJGpJtewwDgoHLHrzh4Wwup6H+nHUBG3d5+WCBTc8cXIwDUW7A9egGHrDdmkJ682+4YSgoTx0PT8MEKm5K/nC9sEd2qSFBHocP2hQFPNgRhLFtCsSPdN+cP8A1xL2J55xUcSwOwi5Bvxzf+18HUKo8RsfIYYIjuVkuebc+uDulrm3IHHHr1wHFQG4cdMPKqxFl68D78diTatjww/lw/aCvui462+WAFYgbVtxf8cdS3Sw8V8EANiSLCw+/BGVR4QOl/xwAytpARa2EsbNtutucF7va3iJsRzhy8WJUn1wAtvO+/HBwzb4ht/OuT8OMGG7lbXUYRUC/pzbnAD2lbc829MdjW52sOove2CtGBta3Lcj5Wwgu25tf5YABDAcg2Btjhja5seCCTgpuLXNr8n+jHVKv4SbWPOAhVkTSUU8SAd46Mqj47bf04zX1fmzwZZIuVTxeyU3sdVFvj3zKUFmQh9tlZfzubMbC/XYMljbbyL2/H/hhBANp8/Pnjn/ANcBk1o88LAzU80lPBE8Zh3pumuVPDbuvlc7R4fK98EGU5lUZVSwPSxJJJI6VEUk5cpTyMd63HBa20eg5sTbnTtHuewNsQM6jq5Mmr4MuYrVtTSiAg2Ik2nbz5c2xRlJcjzqPNmq2ozJTLTezKlPKoYqJBtsHIA8PXnyPnixpqbMKg91W0VRTm6yNIJxtK3B7sAMSDxyOR1szXw2TMa+s1RTwZXWRNl0tE/eOo37JkdbD4cMb3548sSJcyqo5XhmeGCOFrySyMNoVr7efzTf1FrYAdF9aUdJMgpXllhkZ0MjgiSNpWIVTfqEsBewva564DUQZnUSkxUNRF31n3GZPsrcFWAPUg8WuPUi3MWqzjMqfLzUz1CGWVJFSCNCrMwuAQjDfbi55uPSwOLilq6iSqajZVkQFn70ccA228dSGBBvbqOtjhYQo6bMjRPOtLIk6y97BDPMt+BazFLgA8mwJ6gn0FXLl+dBe6goXMqS7mlEibJFDXBF3DbiOt7DcT1HOLSmr56uup1WrEkcYYShIyoSQKbq1+hB/NPI8+oxXZfm+fVOYOk+TZhQQzl3jnqRAUYC9gojldhddnvKp4PmbAIlVl+fyZfNSwUkyVLufZpnmj2wR7gQGAY7j8LH0vYAmZTZdUzV6VU1LUQLBTyRENMDvkZkO8BSbA7fOx68Di50z9JUMsNbDZ9wiUrvZ2BAAIXoWFyF961ibWIEevzevoalKSR1VjTrUbyoVWYtYxjqSbC4sD53I4vFXBFlBI5PB/lwpACnJHS+DbA6bgR68Yh10ggiZyRb/hiK+Ifp0VIbXmmrH3aCS/8ArDjx7Iq0BFF/n8Mbn6bedrJrrIyrX2Ukg/8AvOPFcp1CYytlP4Y8F03g1YmZrmH6L0BjU0ZSiJ/dXsNDW+G1+MXNLX8WDXtjy2k1K+0WV/wxaU2qHUW2P+Bx5uvLVTweijHonipdcdh2aax1XXaiptRUlPHWMrCOSJiVsoHl8sVCfRizs/8Azbl4/wCwfHocOrZAQNj3/enEtNXSW5jf+Kcd2jpDP4VMUU1aRpuj8PmYnReRxaprqjWdd8vMJvoxZ2n/AM25ef8AsXxqOzTSUPZbVZnDmWfwVclUEW0MLgJbnk9PMY00+rZCD9m97ceE4zbZzHHBLHNBNJUTn7SRl8QIHXjyuP09MctOYzWcoqw8abxppFo48nF/R5XJ104mDFp11m8+r2XSPZ5mnaDHmFZT1fslFl0feTT9yZefJQLjm3qRjJ6o0XkmX0M1c+pq+SGJgpK5UgNza3/v/wB0Me0fRKrDmXZ/rGJ5wZmZEjiY2ZgBxwepsR09MZPtA7N9Yy0FbktLlKS1EskbhEnRuNqfnX2i3nzj0nRnQmTry1NeLF6tdbz2vO9J9OZ3CzVVGFVamLaWjsjuYbTH0V6LtM1LNpaj7Q6ijr4d27vckVouL9GFTc9D+bj6G+j3p78i9Bto7232r6mzXMaPvtu3vNlTIu61za9ulzhvY1pLU+mu1mrzbNMseKjqEd0qdytEQwcjxAkX+HUHg84m9m1WgrtR0wAC/lFmhX0saqQj7sfby+UwcriR7qLaTx5PhZnO4+bw599N9Y4c3oJ2nyvhpYHyPHwwVRcXsLXA6YGRt449MfQfNDYEHp5HywzgXJHxwYi1yLdD59MDawPAvbACb4jA9tibHBmuDccjDCpJ6nrzgA8Eiw+HTDWubMF+QwW21gwP3/HApAevPIGAF5sAvzwx79WwQ23G3W2GSbvUAjnrgobC/u9BwfwwM7m23U84K224a/l5HAm3bgRcYK50JDX9f04Ybm6gjD2KixvyRhjIWU89efuwDeBYm/I64ZI3IsOnHXDgUsFt0PXDSsZF39TbEBieDu4HOHKF3E9ebY4ACLm2OizDcDih9g1iB1w8Dw26WGGkWFxc8YcSynobWtgEL3IAIJ6Yf1APnjgB4sLG174ct1FyPngjvFrcC+HqC/PFhxhoALXHJtcYKoub8AA84I6FA8/LD7H3V+eOEBjxbph1iLLa487YBwAta5w5Tx6kHDRz5HjBVFjc/fgHKWPUWAw9Qb+vphos3Q9OmHIbAMcASzHk+eHqFPVvljgs1iOnrh6qSSOODz8cB2/5xHHl9+DIoAFuTck4EVPHPkMSEuE+eCw4E8Rv6/PBAGDFvLy+7HB47WNj1w9RY2f5DBTtqgqf6cFXhQBfnA9vIIN+uCrwSOlsA4KpANjfDrjohuPPHSp5I6G38mHRhSbNwQPxwHVXqp87kYMu1Lk+f6cJAS4PkBh6oAbv7oFzgHRrcF/U4Iq7m5PT0w0jgW6YIibfW3w+eAcFvf4eeC2sbA8844BuUWFr9cORSCG233DFQ7aWbk9bffgqoOoPHS2EoU2I8sOAG5l6buQcEIRE9QALevxOCqhHCngkA/HHQfCtzz6fjh4VjY7eWIA+WLcdAsQbm+78MEuALgEkXGOgeDj3g3TD40Y7mPOIGIpflhyOcOVOSOl74eFIY3PPAw5QDYHoOMAlSy8jn546qEcny8/XHVBXr53PwwU92SwA4wAnXxG/Nupw4JZeo488OCgkG3B5/Tjm022kHjkffiBd2SLW87fhhbQATwLdOOt8EkJ8uLGwx0xnaVtyB+OADYixPI+GEV29SQbD78G2bbXAvYYY0W9g+7kn8BzgBFAxHHB8z/b4YW2xuB1IGDbSOCOf/XHGS3Iuf5MAGRSLg8mw6eXOGlbG7DkL54PxfkW3dTjgTd4j5fpwEdSWXcRZscBubgYkSRgAgeeGMoAta/OKBFfzCLGx5wKVW5bpYc4kFhYkixA5wwgONynjcAQcBHKsd12I5GBkeJiE4IsT6gYkPHdhY9QTzgcgkYix6HADAI8NunncYGU5HmL3xIIuSqnDSrqDtAsvT5YojtYncWPH/HAGQOxBY9Lf2/RiSV3MbL+bzhjEB1seD1+HliCKygMeeD0xGqqeCqRlkQEHjribNFbdtY3sPLr1wBwQOB0POIrzDWH0eOyvXFauYal04tXUxLsSQysCFve3B+OM5/7H3Ykp8Gnp0vz4aqQW/Tj27cqg3F74a4BIK9bWtjE4dFWsxDcYldOkTLxYfRP7IQBbLawWIuBVv/XgbfRW7JV5WjzEA36Vsn9ePaHUFr2N7YY6gWBvY4z7jC+mPs37/F+qfu8XP0WeytSNkGZi3/1snB/HCf6MXZqvT60HH/LX/rx7IYyU8wcBZfOxPzGHuML6Y+0Hv8X6p+7xx/oxdnJ57zNR/wDvX/rxGl+it2ayEsz5sT5/3a/9ePZj7xDKPXDbgruAAPXD3GF9MfaD3+L9U/eXicn0Tey1ySwzQ+l6x8R5Poj9lN9xXMbjkXq2Njj3Ei9xbob8YFtawIHX+TF9zhx/bH2T32J9U/d49TfRo7Oqax35i4BtZ6pyMbbTugtP6VpEp8qjdI0vYFy3PU41JWxLWHXA2VffJ4xqKKad0MTXVV1puAFIHDWHHGB7Te/l64NIQQQDYA4EQD58HGmDNrEg7fhe+BkN8Bh7XHnxhjXINvPAMbkX6D+wwwmxv159MPZgONvGGsbCxHQXwQNwL/I4Ewu1reVumDsA3Km5HGBMt2N/PzGCgyr4r2wxlJP34JIjA3vyMDYHcPj8cFDZSoNhfDXJYDxW/qw48bb+YOGsPgbj+TBTLqR5k2Aw1nt06+eHqATcnqccC7L3N782OACQAA3zvhg2kAFSQBgxUsLseOlsMYhG4IsemIHhjb4tfjDlBv1tbrhLta3kR8cPJIBHXFDlDAXPW2O3Y8C3GOKtwACBfqMdtdel8A8DaLcG56emHFtwtawwwC5Fxa+Hnwm3XBGJzvtUyrIM0r8qq8uqpJqR2jj7oKVkslO1ySRtu1Ui+fQnCg7ZdNex01RW0WY0pn33DRqwQoQrXIbkFyFFvPrYc41U2RZHV1DVFXk1DNLJyzyUyMzHwckkXP62n8RfQY4dK6XdYUfTmVsKYv3INHHaMv723w8X87dcDRjct7dNK1TNFUUOYw1AZ0EYjVtxDRKoB3WuTPH8OvPF8Opu3DT5epNdl1dBBEwMMihXMqbZnZ7A8BY4HY+fFgCbX10ehtFqrqNIZKFaPumAy+LxJcHafD0uAbfAYNJpHSkoPfaZymS7o5DUUR8S32t7vUbjY+VzgaGaW1blerqaaryyKdFglMTCZApJte4sTxbF8ni6m2ItBl+XZerpQUNPTBySwhiCAm3U2GJe0jpgh6qAd1ucEsLWw1eQLm27BFF1v1I564BwSwJ4sOvxwVGF/ME+QwNdpFunPNsFsLFg1yecFPVA12PBOCbuguOtsM91eBYEenljqg71tyMAVV5BsMEAAUjrYg4bsIAJHnbD7EELfjz+OCngbluByTbBVsbA3OGLew2jjD1tvDAED5+eA6vJ2jyAGCFbbQR5gXxyJSHFxa4w8IVYeImx/owBhbcWDXFsdIbuzwbi+OoLCwsRhyqbG3W4wD1Q9b+V8FVWFiF6WAw1LBSSMFVSeh+7BDlBU2K24w+Ndi3IvcY6oJckcg4eoBUAk34P/DFQ8ABlI6ABiT8zggtsDbeh4/HHLkDaOPP1wQKbbi3wwDhZhcXAPlh9wq3HO3HQoHTzHGOhQVHN+LjAePVn0icr03nHsOtMiky6m72vj9qp5hOqezVEcF3BCkBnkI4vbi/BJFjl30kuz3M6aGpy+nzeoEyxlFSCO7M0kEZS/eW3KaqAnnbZ+CbEDf1OkdJ18iy1mlspqJCztuloo3N3cO5uV83VWPqVB6jA6bQOhqOZamh0ZkdNKI44leLLoUISNgyKCF4CsqkDyKgjoMF0eXxfSs0VV11NJl2UZjNk8xPeZgQgEREdXIfAGLG60bWt6m+0gA6F+33Ss2f5Hpihoapq7OqqOn2SPF9kCzK+7Y7EMjBQVYC+4FSRzjYDs50CqRoNC6f2orqg+rILBXDbwPDwD3j39d7X6nBqHs90HQVtPmNBojIKappdohnhy2FJIwPdCsFuoFuLdMQ0eX0H0mMtl1LPp+u0rWxrEZ40eCVZXllWtjpIY1U7QGkaVTywAB5Pnh1L9LDsyqNT0mQxmu7nMHpoqKq7myyySui+6SDtXvEufe5NlIBOPU5NB6JrBLBW6NyOeOqDd+smXwsJbsGO4FfFdlVjfzUHywyHs87Pkq48zg0Lp6OqjkiljnXK4BIjx2EbBttwy2Fj1FuMDRI0fnq6q0hkmqRTNTrm+XU1esJbcYxLGr7b+dt1r4tip5a4G73fljlDQ0uX08FBR00VPS08SwwQxIESJFG1VVRwAAAAB0GCiKx5F1tYC2CBkKbBmsAxvfDlUBjzx/xw5YdwY2BUjcBh5QEbri5PPyOAEUJQEjkjg/ecc7slUIHJHTBjHaMBbG3XnphMqnm9gLC+AAUNgebEX59cIxuWEoAt7pFsFZTsCob2Njz9+OsHsAnQ9cBHdQIzuAvycIw2F0cE7QbfeMPdDtHPQ+L5gcfy46qXPIt4D/LgI7pzyepAxwpfllsTcYPYgbwdwHljjcqCF4HXARWjubgWB4w0Ko8IAPODvGEuOlvX0wxlBbxEgnFAXsOoFwcMKgm5Nr9cGIv4WN7cYaQEAUC44wACp62sL8Wxxl5BI8rWwQx71FiSQL4TAkbja2AjMFQg8XB9f7emBtGAfEbXH6cHZQvBBIPTjDGG5G8PQnywEZ1stz1/rxT6pz2LTeQ5ln8kDTJQ071BjU2LBRci/l0xduS6naLc4iVdNDVQPT1FNHPDMpR4pE3K6nqCDwRbywIeVQfSB0tHEsGb0FTHmACiSOikjqow5kjTuxIGALfaxsQQLAnzFsRV+kBlNTQVuYU+nMzDUs1MqiTuwrxTVCQK5IYkHc/u28vvx6DFoPRVNIHp9GZHCUjWEFMuhUiNWDKlwvQMFIHQEA+WHfkjpSPvI4tMZSiTFDIFoogH2MHS/HO1gCL9CARiNPK6r6Tek4sn9phyTNpMy9lFQaPYgVW7mSYqX3dAsTm4B8uLm2Jcv0jNF0jPTV9FmiVMbzoY4olcEwl9wBLDkKgJ8vELE823idn/AGfw7BFojT6GJHjTZlsI2o4IdRZeAQzAjzBN+uHSaJ0WZWnfSGStK42s5y+LcwN7gnb+6b+MfXAQ9La0ybWK1bZO8jewTdxKsjIHva4JQMWUHy3BSeo4scXLg7SpW/FsCpcnyrLQ5yvLaWjEli3cQrHu6m52gX6nBXDAny88AHmwcrzhv5w4HAwUgqABewGB+LkkeeAHKCD8ucCIINzu4tgzWN7scNYAjg8jABkPiHX9rb78BZdwAPW+DyWBuDycBIJK2WwtfpggNhccYY1gdot16/fgx8PIPUfowNiLg9ecEDYckW63scDYBh64IwJUbfl1wOxA/k5wA3Ubfl8MMdQepHlgrDi/HQ4YbKAb3+7ACIIv6YHJYLw3NsGbrx6+mBOvh2hb2vgBEXVmuObcYFI3QgfD9GCMCwuFAAwxkINwbHr1+GAGANpF77cDNzyePL9OCbvF4hb+rDWsLgHnrgoLJc+9hNYG6nm3ph7NzYre1/5cMY288FMa7FRcAG5POAsnPlxgxUm5NieuGSOVsLXwBUI5JHXyth43FQR5nnDR53PX44IoBItwBzgHdDyLeX6cOCWHHQYZYC6jqeb4eBcBj5YBwsSpvYgY6eXIv1GODhCQbEnHVtcG9jgimzTOswytpJkyWprIlkWNVp13Ob7OQOOPE38U47HqetlqaanTTVeTOATIUskRIJs5PQ8W4BHIw72rUIzkwLSqaP2lQjbesXdoWJbdcENvtwb2tx1wyprdU+2Sx0tCe4WVgrmFeRtNhff04vu9SBbm4Ilz51msVBLVJkjtOruqQhjdgDZTe3F8RYdW5jLvJ0pmUQRit5EsWN2tYC/Hh6/EYsZXziTMoDSqI6UJG0u9QSxLEFRyNpAIN+elsRK+s1LFWzJSUpeHvUER7gEEW58W8ceptx5A4BPqzMaemEv5K18s6LGZooVuVu4U7SwAa1wTz0ufLE6bPKqnpfbDlFS6tAJRGiEyA7QShAHXm3zGKxcw1e0RZKVrmKQ80ouLdLDvOT0AHF+pI6YkpWapEkKCiZQZhvJjVhsNzb3hb4tz5CxvfBVjNnskFO1R9XTu6yyIsYRrttUtccedrenOBz6gzKKjkqKXIKiaRY792bqSxAsvT1bk+Vjjgn1HFl254UkqhKVJSPgpsJDBd3kbC1+beV+GVFXquPKaOWCjVqtw/fRiMHyOwnxeHyJF2sePjgHZVquvzGrFJNpevotk7Qu0yEoQGYblIHIOwEE24IxPo88rJVn9pySeFoe/sqhmDBHYKQbD3gARa/X78VzZjqxmnWly5haotG0kAts3WsbP04970N7eWJVFVaqGnpqqppyMxMpCxLApCrwOBv8AEoN/FcEjmw93ATzmtW1DTV/sLIkjGNoZFYSA3sDYDpwT94xFh1LmLQyP+TVcgV2CKwuWCsQTYDi9iQPMW9cJc01ApMj5TUSBGYbVRQWAYjjxeik/Jh68Rpcx1w2ZRGloAlMwTvI3gWyEgH3g92PqbDbzw3XAhbUGo2qauGlqMtmpzOSsYkupZgz3FiBfwoW4PS3qLip9WT1FNDPDklXJ3wuu1Gt7gYXNreZF/UY5JW6l+qcvqIqTdVSzbaoNEAypzY7d9lvYX5Nr+eJ+a1OfQQUP1fArvIze0BIw4Hh46sLD488gC3NwVETVde0iQ/k5WIN4DFo3sLrIbgheQDGB/pj4XsKHNc1zCbvVypqSmiLrMJwwkc28JjA4t63xQw5h2hBg8lFE0DEBQtOO8Sxj5Ze8t49z3APhCX8XTFrDU6wmy8OYoUnVi/jhsZAC3h27jtuNoBufW3lgLJc7qo8sNfLlNSHVlVYVUlzutbi1+pAJ6DkngHAKbPswk3SzZNPGjEbCVa+0uALgC4Nje1vnaxOBCr1TJkVPKaNBWkyLNuisVARiGVA1iSwQWLdCeRiros+1xNmZoWyt9kTwmRjR7UZTu3jcX9ADcXsfDYg7sBfrqaspqN6mtyCsDRu90iRn8IieQEWFzfYF4HvOBhseqswfNDQppjMdu1nE5XbF4bcX63IPHHNsVVVV9ozV6R0VNGsayTd4WgXu1RI9yqvj3NuYbQ3Frnwm2LWlzTUE2m6ir9nmGYLM8aL7H4gB0IQuNw9CWF+vHTAFzbVWa5bRRZlT6Vr69HSQtFTgd8rKSANptwQOt/MdcSpNQZjHm1Hl65HMq1LhZJbOyxoVYg3C2B8IuCRa+Kt8013HSzNJkapUNChAhKzLG97PtBK7rXDAEi9j0xM01mmq52p49Q5X3FRUKpkVF+zhtGCwVwTv8Rtc7fPg2uajXITYFLEA4dGoQHf73p8McVLMF8gORgqBjcK3U9MEOVCzNtPPx88EMbIALc4QPQjj5DywUc3t14GA6iXT4nrbBdqhSF69f0Y4ot4jztvb+334cVuj8geEn9GA6S0EMk0sZtAQG2gseTZTYYAM1pvZa2SSkry2XwpO3d0xIkDXsqH848cjyxq6b9jxj9wv8gxCc1oyOQ5aENUI37nf7u/m1/hfFtok9aI5+iikzalWoqYxSV5WkohWsPZjucEAhUH5zAHkeRxyqzGpWaJKPKquSJqYVzyuQmyMWum3qXsTx+nBtLx6phzDutS18VbaKUwzLD3R5aO4I9BxY41De43yOExpCUzeZ/eEMzTZrTyyQBqWtUy0Brd3s5soA5S/7bngeeFl+dUlbPRxrR16GqpXqQHpiu0K1irehJHA88X9D+waX/NJ/NwIf4bb+CL/ADzi7N5nuZmq0U99lAmpKVqejqBRV6Gtp5p1E1MVERQHhz+b0PX4YkUmc0tYuXSR0uYqMwdkjElKV7vaDy9/d6cYts+/wHmP8Em/mHE/CY+CJ5+ixM+9mnhaPX8Mpl2o4KxadoqKvT21jHEr0zKUPisZAfcFlHPxwavzM0kMEi0NVUd7MItlOoYjwhjckgDrb54u4f8ACNT/AJuL+VsOH7Dj/ep/RhVGuncmHVM0zM9s/wASzNLndZTRyT5nlk0QnnMUMKDvZAu5FBfbwPeJPpbEiXP6OCCtnahzDbR1fsjAUxO9uBvX1S/53piVqT66IVMgeJKt4mUSSLuEal03NbzIHlhmRJncWTVkWfVUdVUIzhZ0j2d4ndrYlfI9R92LaNE2ptV3fhGk1BRx/WF6HMGNDJCjbKYkSGTgFD+cAQb26C2G1We01LNmaPRVzDLhTnwU5JkMtwNtuoFuT5Y0S/sWD/s/6MBh/wAN1f8ABKf+fNiRTpM/u+F25jZjt/Ez6KapzinpRmQMFcRl0CTufZztkDC4Cn84jzHlh5zikDVe6lr7UVKlWw9nPjUqW2r6sOLj1xa5z/gis/zTYnHqPn/RiTFqYn94NRV8c090fzf8Mt9b0gmeM0dfZMvNfxTE+EW8H7/kWXrhr5xT/Yo1JXbpaVarcacgBS4Urf8Ab88LjR0/7Kqv3y/zRhtb+xk/z8P+1XGopjaiOSTVOzM81BQ5rSV7UcYpMyQ1lM9QO8pSNoU2KtfoTbgeeIlJmkmZTZeaXLqrua5mVjIvdtAV5u6ny4/k9cbM+8PkcZ3Po9QzUVRDpysjpJ3rLSTtF3hjTYLlV8ze3rjMRpMrM2mIQqavpa6ly+ohpqyJ8wdkSOemZSpW991vdvbi+JADSKsojba4DKSLcWH38Xxc5CM2GVwjO5Y5awXDvGmwMLmx2+RtbEmrpIauJkkjQsVIViLlT/62xluzMgbTcC/3Y4FVUvt6XFsOjLOqyjkOoYfEYbtIJJ4OKgTKFNxfz4wyW9+ASPhgxspa3U8XwN+pY2t8sBGmYhgEBNx6Yi1KsEaWNbttO1fU+WJpI2d4TfrxbAGcC4VCPn0wGazrOszoYqQ02VSzvOhkmKxuyxBdpYHaL3IuFFuTbEPKtVVtflOZZhmOna+gky0NeOdLd8VQMWjtcleoHn8MNrsz1usuZrl+Wo0UEiLA7RDdsv4io3/aG1iL7bm4+OIlZmHaC0o9ko0/XtvjpRtC7L9RJe17m9vestrHcCjy6srI1mlk07VqkSOwYq3i2h78BePcHX9sLX6Fqaor5VcjT1cjLKYwDG24gMRvHFrG1xz0OIbZl2gfZ93l8e5nUky0wUW2XsbSG3NyTzY2Xm+4TWzHVvsFFsyZWkmh/uiV3WNomuRu2XIvaxtc+YviKj1mps5bSZz6h0xWCrIJ9hqDslUWPNl3X+Q6/DD49QZjUZhDlpyKoXfIUlma4RFBbxBrWa+1eP3WI9fUa9p5JoqRaeoMUBdWNNZZWAY7R9pwWsF+F789MPzKq1XFnbLRUwajV4lQ9wGBU+8d28H5m3hHNmwHM01NJR1E1LDkVfUmK92ihYhuF902sT4vXyP3CyvU9fmKQSS6ar6JZ5TGRULZ0sWF2AuAOBzfzGI8VXrWWSFZKR0jJk7wiFBe26w947Re1jzu4NlvbCpsy1Wudx5ZXQq0Twu/erSlY9226gtuNrHw/G1+OmAJnupq3Kql6Wn03X5hs/OgXgrtU8E8E82tfyPOCVOeTw5RSZgMoqzLVRqxpu7JkiYrfa4F7EHg4j1lXrGWm9rpKGKB0DAwMocsDYg+8LFQbEebKRwLHECWq10XnmjpwscUMS7DTKdzlSzOg3+V1BBPUG3S5CyoM+qayrjpZcoqYQVUs7RuFBZWPUrbjaP4w6dMBrtQ1FG8sYyirm2METZE5DAuFvcKfW/3H54fmdbqWDLoHo6FWqZJGWQRxhxGgJs1iwubAcX6nEPMavVpq1SigtGIg52xKyltpvdi17hvzABwB4ubYAVTq+rpoVaPTeYzK7hbJEQUU7vE24Cw8Plc8jj1H+U+ameFBp2fuJXP2gDHwiNmuQF48QAF+t8CfMNctVh1oisKqA16dL3Owjjfz53Nxbc3B2i8nL6zVT1apX0xSPuZSx7kKC4bwgEOfgALeIXPFrEgmWZ5W5l7dG+RVdK9ISI++AVJ7bvcNzxwOo8xjuW5rV1lK9TU5XNTSJGHMTA33W5Uccn5eoxAy7MtZS04lq8p5VXG2wjL3KBSy3NrbmPXop8yMDp6/V0s9MkuXskbTfbM0IFk3EWsHNuBcnn83jk2AtXqLM4FbutO1EkhD92oJsSEZhuIXw3K2+ZGHyZ9VKrSDJqkoou3ha48QHS3PW/HkMRZpNYd1LLYKEmcxxrErN3YDgXuRuvdSB4eQBfk4KH1PJJDJ/c8Male9TutxkXi/O4bT19fvwBqXNp6mheubLp4iJe7EToQ1t+3da3Tz+WIVRqWeGA1ByaqPhuF2Ncm4AHTqb3H6bHEV8y1n7Izrljd8HBQNEoBU+RXebc8E34F2semLWhp6mrhhkz6lp5amFxNE3ci0TFbHbcmzC7C48sEQ5c6r4piJckn7tFJZo7sSwawAFueOcEyzNKjM1qGnymqoTBK0QE6gd5b85bHkYtmbqbfpwNmO08fePlgBOtxyPTp92Gsbm3Q/LBG3WHJ/HDGB43demChMW81I8r4awJG0sOL8YeyKVK7+nnhllA3WuD54K4W4JAwKQI1vUYIwDHni/Tm2BvvFuT+OIDBLMvww9CA97fhhgsV3EXIw8Ja9sUOHIHOHhbEny9LYYoJB68YeXNhbjn8cEOZQbc2+GOgLz8eOMdW1vPCW1+LYCrlo66orKl6StRCrxqLysTGAAW8I4BIP8hPljkeT54ZUkkz+Yxo6sFUKNw22IY7bkX54I/oxCrsgyybM6uobNKJJJ3Z3SWNXaP7KNLAlgQCFUsPzgVHFuUdPxzolPPn1LMImvErwg90hDKdg32BJbaCBwt1874CyqMuz+fM4pEz9IqNFjc00cYEjsjIWJY38JAYEAA+Ic4m0MGZQ1FVPXVkckMlu6AJHdqASb+X34oqPT+VUa1NO2a0KNPSGkPdxiN+Rfk7ySAFO1fIA84IdN0s9HDfOaZoaZrgmIMkIVCD3V2+zNvPmylh53BFn9UVkLlzmBjVgy3Mz9WUqFFzx4ipv1uPjiwCSR5kjd/dHV22GQ/uei/P8L/HGfmyuCocVVXqemVmjEYnjHdyd3vVlVX3mwIsDbqSD8MPXTixVv1ymbxqWYrPJZo9yWHeXIbk2UgHjaDfnbgqRmOn9Q1dFmMNHqCSmlq4Jo4JVc74ma+xhxZdt+oF/vxMq8ozuoooYaDUJhqIJQ/eOokVvCQUYcEjm4AIPTnEOPJsjnzyeaSvo6id3iqhEUUvGVZdrXvzytlNha59cNzHIcpzGvnzKPOFinlAiaQckRspAUMCLcbiCDwecBZx0GrY8tmhkz+mNQaTuYp+6AHtBSwkK26byTa/QD445S5PrVKZ1n1LDJN4grJThFBvwbEE26cEnz5NxaHRafyemjp6WlzaignVVSR6eMJdV8OyPxEoAQQoudvI5wFdF5PsSpXMcujna1tlMogChidqR77AX8Vr++N3wwFpSZNrJqcQV+pVM0c5fvYYgiyJ1VdjBrAXseSTbriRSZfqALJDVagR6llUol14HdqrMQFB5e59OfLgBv1XR1ec0upI81p5oFkKxhIg92sEO2QNwbpbp03Dz4rU01lmay+1UWoqMLLKZB7PAoJ37WWQ+Lmbba0hFzuvbBWlngzipaNKaqSARLIstmB8d12m1jfw3Nj+2GAnLdWd33aZ7CwUjY7xgORY3DbVsTexBt8wcU40hlD0wozmeVv3SPEwFKu1CQo2qofwKeNy38Q2gkW55W6cyhMlrqeTPsrVauogqJZKmNe52qw99C+1ibMoPHCov5l8BoqSi1AsFTTyZneXZaJty8MbdTsvwBxx+cb34sKgyjUtNBBHU55HIEV1cluWJa4u23yH/G/Foxy2gzSKTLaDUySd0kkc8DgTxSXRL70Y3KqGBsCAN4v5Y5p3TWW5RNJmkOc0kyTd7EsqRhWUyNu2q4cjYBzst15vgJYy7Uy1XdQ6kpw0iGSONiGJUSC7AFb2Csq+Y59SGE+PLNVjNaWrk1BB7IjOail7gNvurBAj8WsShNwb7TYjGag0hpf2SakotSUJBnErv4HMboPtGXxeGS7b9/VWsSDiVWaGyGtnarp82ofa2vFJJJAk3fAxujRy8gurbl3KTz3a+gICeuR689oq9msqeRH2GAGlAaE38W63DXHHRePj4hNoso1nFTbKzUkEsgTmSGHu9zXY2swbaLFR5njzxS5ro/LJ8vhpMx1FSJBM3dQuYgsiq4WILE2/wFmZVYj3g+3i98Xi5FSJp+HJqPUD0cUc7NTyUkgjIQsxEQF7bQG2gDoALWsMAcZNnUzyJ+UL7ZZoJSFYbk2yoXQMAPCyqynz8R+5afyfW1LJA2e6gp6pYxGHEabe8IDBj7oHJ2niwFuPjWxZJpyuE1ZNqKjrX9nXZNNsaSGyOrOTfzBa/A6EYssk07Pkr0cI1BTyU8Tgw0wg2KDZtyRDeQiDoigHaq256io1gU8MDce8fv8ALBo7H1Xr/KcDVSQoPAPODxrzcgWN/wAb/wDHBBF81IuBwMOUEKOB1w3aGvf1wVULEFQBbAPHFxfg47Km6I7R1W2ENrqCeDh5C92xv0XqMQWC5w0CLEMmzKTaq+JIlIPA/dYBRZ660kY+pM0PXkQrbr++xcU/6ylv2o/kGBZf+wYvn/8A9Y3HV+zk95h7cfDwnjPcqpM9b6zpz9SZpfuJvD3K3Pij597+1xiQ2evtb+8Wa+f/ALlf/NiTN/hqk/gtR/PixMb3G+Rxat1PL1lKMTD2qvg49s9kKSjz11o6ZfqPNDaNRcQrY+H99gIz4/XTf3lzO/so8Pcre288+90xc0H7ApP80n83EUf4zP8AwBf9ocai16vFx1YmHs0fBxjjPYgZ7nx+pMw35LmaL7LLdmhWyjYeT4umDVmraTLoWqcwy6upYl5aSZURR8yWtjOdrucZrHlsOlMoq5cukz2lrhJmSwq4p44YdzIu8FRK4Nl3BhZXNjbHhn0k+zbMsmrsv1DlWUR5Lp3JowavWCayloM4TvN+9JqqWOaaVFJUJue43bVsOMZn5cc59G6a8P39Xw8I4z21PofKddZNm+YVf1Sk9aUjiDCnMcm337X2ucWAz1vZEH1Hmltqc9ytvL91j4l7INCa81J2v5bnmY5Hl2tspyx2ZkzDtN+v6eCB32d+kMsJDtCU8FiGUsdzEsMfTmZ55WdkdZlOT0lNqjVGUZzGwp6CANmNZlzxqrM/eyP3rwMbj7R2KuwVSE2otm148PJnDrw4pn4fq4z2t0+oP76xIclzPeaeQhe5W5G5Ofe+X447UZ+Vpq1myXMwArEkwr4fAOvix4e3bJ2zRasyB6jslz6enenCZkIcjdXjTvPtmj3TcggQkeaksLNwcex5Lqgap0/nVcdP51kxiMkZp81pRBMw7lTvChjdTci9+oONaXp5erE10Wr+DjPGfpT0z8tSwEZJmljsIPcrY9P3WAw56frqrIyXMyfZae69ytwN83J8XQ8/gcDotY6YmoaSKPOadnURAi56i1/LDoNSZEuoa2Y5rThGoqVVYvwSHnuPu3D8RjgjNZe1Xxx947Yck78P/b49/wBMnZxnpOU1YbJczQd212aFbD5+LE0589x/eLNev+RX/wA2IeeZ7ktRkVakGa0jtJE4VRKt2J8gL3xoG6r8/wCjG4roxMOJom+s7uULFdEY1V6OFPGe2VJBnripqT9R5obsvAhXjwj91jlZnjmnUfUmaD7aI3MK/wCUXj3sWlN+y6v9+n8wY5X/ALGT+EQ/7Vcajrx4E4mH7ur4O3jPahnPn3D+8Wa+f/uV/wDNgFHnrb6q2SZoftze0K8eFeD4sXh99fkcRMt/XK7+FN/NXEp6s/vFasTD26fg/mexH+vn/wCYs1/1K/8AmwWDNmnBJymvjt+3iAv+nFhhYw5Zrw53U/zLJ0n7FgcAgd0v8mHsN5JPFscolvSwoRwYk/kGHN15XgcYjrhbWNuObnAiCt+p6kjEhj4rEEAW/k64E9mW2KIsm/d4VsBYfy4jVsqw08lUwZ1hG4hF3MbeQHmcTZLWsAD939vXEGvo6avoZcvqu92TqyOYpnicA9bOhDKfiCDgKeo1NlkVJSVVR30Pttu5ikS0jG9iNv7kG59ACfLA6PU2R1mXzZrBXbqanIWRtrGx48IFrseQLC9zwOcUVRXaMgrqjT1bS1soyikXZPNVSzyhJmkiZRIzmS57nkk3NweuCz1ukKOiqcu7idKWsHfuEme4JlRAUIa8ZDMhGwrt6ixF8FSm1nppi49vJdA5MRiYHwruJ5AAFh1JAvYXvxg1Ln2S5nNHTUdX3plDsloXAYLwfERb4jnkci4xmq+Ts7XK5qmphr5qY72mjWeoksu1lJZA5unBNrEbgGtuAIdQ5tpLSmUpViavejLQzxyShpXUTWVFCAbgo3W22so4FgABFX/5SZDNma5MtdtrGcosTRuCSASRci3QHz5sbdDhjZ/kiPUwtmSLJS3EiEHqBc7ePFYddt8ZvLM50QtWM2WGsiqKmYyq9TNK9jaXxAO5CLt7w2AAAPTD559H1s4vTV0s2ayd1HtklurOvJRS32Q23J2geZNzgLeDVWQVJKQZirMERyjKyMAfUMAb+o6jzAwFdYadqWZY69ve23eCVbGxPmvTg89MFi0lkVHcRU0zXRYyZaqWUm35xLMbsbXZj4mPJJw+bIMqqJEleB1dCSAs7qDe/DAEBhyeDceflgBR57lE1DJmSVgNPG6ozsjDazEWBBFwfEOLcX5wos5yyoo2rYasGFZDEWKMLMD0IIuPX4ggjgjD5MgytoqmmNMDHVvvmTvGszbr7uvBv5i3QegwGPTuWU1AcviicwPIZWDzyO5a/wC3LFuOABewUBRYADAR6DUmSZlKkFBXLM78gBGA8+DcWBG03HUcXAuMRptU5FTStFJVMpVnUnY1gVcowva1wVPHU24viVT6Vyihqo62CGfvYEEcbPVSuRzck7mN2N/Ex5YAAkgCzJdNZPOsiS0pIll9oYCR1tJcksLHw8sTxbkk9cByrzzK6OCGrqaorDVlVico3iJ5Ata48hz5kDrhlPnmWVQlMFSPslDtuUr1FweQL8H+jDK3TGS1dPR009NK0dDxABUSAjp1Ia79AfFfxAHqAcRhpLIowjJBVXRkPNbMb7QbA+PkckkHhjyQSAcEKLVORz7HjrGKyyGJd0Egu1r83Xgcjk8XIHXAxqfJbgCs8TOIxZGIJY8cgW48/wBr52wepyHKauSGWWCQGAkoqTOim/7YKRutYEA3FwDa4BAabTGR0A20tK6gIUAeokewsQSNzGxIJuepNibkDBEitzCioWiSsn2NMW2+EnoLm9hwPifgOpxW/lPkhMd6zaJPcLRsL2FzcEXH325464sKrKaCtEHtiSSmmB23lcXBWxDWPjHnZri4B6gERPyZyZBEncSlYbgXqZSXuCDvJa8l738V+bHqAcAGXUuTIsUslYEScgKXRl5NuoIuvUdbWvzhzZzl3sQzF6gin3BNxiYEEnzBFx8yOOuF+TeSxwmL2d2GwIe8meQkCxud5O4kgEk3JPW+AjTWWHLFymWSrqIVYyFpaqQyOTf3nBDMLG1ibW64AsObUFUjNDUDarbCWBXobfnW8+h8+LY5SZhSZjF31HIXQ+bKVN7kWsQCOQcQ5dK5HJGFannKiQylfa5tpJN7EbrMvAAU8AAAAAAYlUOWUmUwmCiWRUJveSZ5WPxLOSSfU35Nz1OANe590888YawA5I/H547u/N4sTjjEe6T8OmCwEShNtgHF8NBulgenlh5Xw8G/GGEeP+vBXGHPhFuL+nGBSEPbxkWw9t5F04+/DREGNn8vjiAwJNiecd2m17m/Hnji3HBX44e1gvU89cUdINt3NrYetmNsMv8AmkfHBAoBHrbBJdJvtu33YeAPNcMtxtsL4erc8DpgjLZzmGl6iHOKfPsslNLSN3VWzxsUkBjjbjabkEMo+44BSVegKGjNZTUlQlMI0IKd9ZFV2AO29xZiRwOht0xbVudV9NVVyx5RFJDSSBGZ3ZS94lYMLKbi7WPoFPXpgc+pZ4GZEymnJECSMDI4Kk7Tc2jPg8XXre3h8wUOkrdLVtHPtpahYijo/e7wxWx5FzfkMbefPlguXDK5MnSkqhPUxvLIt4zIgIJCH88nbaQCxJ9cPbUFbLUvTUmSwyFYw53yMhB53A+A8cWBF7kEEAWJZT6sqpZYoEypI3kcLsZX3D7YKbDba20M26/UdLYCLt0FllU2arljLVPEI3nu5k7tmSO1y1+Nw46jkjnE+rzTTWZaYWUUFbV5a/eKqRd4rWEbk35DAWDAX6Hba1gQfLs4qqsTw1WWR95DEZd6IbCwDAFWHXpaxN7X46BZxqifLKfvIcjMpWGebu3JDPsjZgFCqwN22rzb3h16YDtLVacqszioqenqpKizR7g8n2Yjb847um5OP+OHrUaUyuCS8E8ERX2htrOCVTqR4r/nngYdHqCvavlghyWJ443HeSbmVghIvxsN25va9iLm4PGGRamrZqOiqzlVMwqJjGyAueL+HYSguSLEAhR8RbAAgpez/TyVj0uUmmWSR5alola0jiRtxNjz4ifuNugxKqKjR2XU8p+rqllgR4NiNITJ3alSgO7nhSPj54iS6xzGntVzacpZIHTYkkckjAtuO4X7u9iBxcDxcdPFi6q9Qy07rHDkrSISy7WXa7MAdwTghjuBHJUcE3NxgH5BnOmczgiyvJw/d0MncohR12NGBx4uTwevN8QKHNtHwUq53R5VU94y00pRGZmuYkEfG63CFQfkb4m12oMxy+srI4MngMFMVHfSM8fiZFa3hVty8kFhbmwtxfDE1cCY6eHJlEisY5xKrxhWAawWyNe4UNzaykefGCn1NHoeAzamrMqSCok2080rKRKQdrhSQbke6bdMRqLLOz6klmy2HIPZYqSFKoFSyI++R/ds3LBoyT8xg6aszKpllBymjEUVGKq7PKQWJUC57vhSC1iAWO03C2sZiaraXLKfMKfIxvkqVpZo5G/Wm5JuVUm/IAFhywB282DuVVml1irMyoKacIkxgd3ldjIWhjY8sxsNqoP9HjrgVHqLRs9Kwpo6hQzGoZFZlJK7YBfm9vEBYdbH44mRalMtcKSLIpO6eMybWBWW4bbuKEbdvx3X/c25xCfUucHUsOU0enqN4WpJZmLq6uswaPu1chSqKdzm43k7ei25BtTQ6REXs2WyDL5ol+zkdpXVFcqjhVEi2Zl4BvwTex5B7kWadmmb53XNlmVsuaCmWtmcwPE8kSAFW3cA27wW588TItYSTpmBOT0QkoJKdXAmkYAyNZlb7O+4eQAIJK3K8kTKrVtLR09SsFBH7ZTgLtlR0jILKouyoxFybWAPI9OcBXVOo+z6uzJNLtBVzVNAjS9xGZlCooWc3IYBxeNOCTfkdCQSQ5R2XQ00VNDkVKY8vk72CERnbE0R3B1HQEFuvxxIh1bU1NRTR0OnonNWrBC5ePbztDMdh8FrXPUbgAp5Il02e5nXy1VFT5fRQSogVGMckwVzsHjFkuAWPAPIA5XyqIlI2g6agzXMFjr4aKgL0dQXqJwt03MwS7+V25HTi3QEWjzaVbN8kgehqxURy7KIGV1WHcjndt3WItcDg8WHkLVtJ2hyTRVK/kx3sMUDS/YmRjO5vtRA0a3v4VubeJrdBfF3lOo6iubKWnyqCM1wYGQSOwBVb3jvGCV+LhDYji/GA1qeJR6kG4w8CwG03scNsqtcG7A3OHxkg9eLk4IIPEOQB8L4Og4IvewtfAQbEtt5At88GRGVWY9OOOvlgCrGu0G1jc845yI2UH1/kxXRZ5vO00MoAvY70Pn88EXNQ4O+B1FrWJBx8evp/oyjSrHp+9/Jzxlsaf7ZayFglOrMbAICfwGItBVRihjuG4JBFuRzisl1RFHTd2lBLKbBbAgX6D1x8x5v+rPW5tn1F2Mao1vk1HT5rX1dTPQ5LluaU1XULmLxy0sT1nd9zKfaA5urKEpeHbnd3cl0jlekKKpy1cVWmL28XFiYVeHXG3FtJ9H1XLVQtnVNY+7SVB/+6LEz2uFlNieb/d88fn9B2u/Sfp87zrIcy1j2gVGaUbvDBN+SGnzJRIxG50ihqlV7FUH2wdQrk7CxV4i0naT9Kuv1NntDk/aX2l5nHTrNRCGj0VpyraA7WSKqUJKrWDWchkIYXXi6le7VOkfvGXHRFpqnv9IfeuXVEb0FNsBbbEl7C/5uI6SX1ORscXoF6jp9oceRfRLre2iv0LPUdt1ZnlTmzVK+xtm+TUWWzLTd2LL3VK7KfFu5PJv+HsA/xmf+AL/tDjdOs1cpcVcWiiO+PJWdoeT5VqLReb0WbUUssSUsssZR3ikjkWNtro6EOjD9spB5PrjA9oHZJ2n6vyo5NSdsVYKaniU0zTZRSpVvMDcyTTd29O5/NC+yBQPIt4seo6p/xYzf+AVH+zbCzTVGmskqYKLOdQ5bQ1FTfuIamrjjeX96rEFvuxmflxzn0bpn/eq5R51PBtBdh3aHpfVz59R9ocVFmdHTxwOJMqpaynno5GZjTkRQUkiqrLuVi7vexdpMewaa0nSafp5MzqcwzPOc3qY0WozLMWVpnQMCsaJGqRRIBtG2NEB27m3OWc+UPrvVHadmGX59oHtNpOz+eeCppajT2d0lKayrqEaqgi5cuUCyosg2K25SCbg2Pruh6LV+XaKoaTXmd0Wb54jSGorKKl9nhkVpmaILGSSgWMotiWN1N2b3jquIiqLd3kzhzM0zftq85WMkt9TUg7txehn6r0+0ix2U98M1Tu38UYWxHW6EYdL/AIy0v8Bn/wBpFhzuscmZOxsAi8/6GMY8zThXj6fWTCi9dUT9XpD5q7ZtQZroyv0zSaZ1ZlOn2f2irrfrSnL01RTxd2XQsI22vybEOvBbhjYq/QfaVktLk2Tv2g63y3Mq/U3f1VDVUcG2iMUexTHEe7Qi7Nwrl3JY2JFgLntByKuzPUYloe1NcgnlpqOGCieiSqSMiSoLyNG77bTKdgJUW7i4JIsta+l9X5dnmWNqDte07PlEFQZPq+TJaenlnJZO7iWR5JLAgXOxVYsFsVBsPxaicvi5amiu21rMzaYmd86TsT2xx4PSzt01Xj9/l6LmmXZbBRyTmlTdwFNuQxIA/Tj1Vuq/P+jHlGb1sFbkXtdHNuikli2sVIuO8UHg/hj1duq/P+jHtfYimYyFcz9c/wDGl8vPzfM/+tPnUj037Lq/36fzBjlf+xk/hEP+1XHab9l1f79P5gxyv/YyfwiH/arj20dePB8+flz4+aSffX5HETLf1yu/hTfzVxLPvr8jiJlv65Xfwpv5q4zT1Z/eLVXXp/eCbhYWFjDlZmjX+4Yg1vFGvPTyw4gK/hIIB545w2hVmoYGBNhEvl8BjpFmtzuPJwZCIVbtuJ8rYE+11VrjpgpDITYX9L4GyjbYm39v+OKANIQD4Ab+owCRgrjaPgQB1xKIuB5bRb9OKDW+oH0rpTNtTR0YqGyuikqe6MmwSFFJtexte3WxwFg9PGZC/cpduD4R08v6fxxHkig3k90i3HHHxx5NL9JfIqGjpps4yKpSolgp6h/Zpo3hUTMioA8hQnxPY8C1rnhlvHb6TelM3y3NK7TuS5hVy5bSVVWVlCwqUgjjY7iSSpPeqLWvweOmCxEvW2iVLr3a3N7kAdP7HDTGpcsyA8WHHTHj2YfSm0JlwLZjlWbwHxCMsqWk2soNju44YHnr0HPGDj6RGST5j3P1BVwUaJUNJU1VTDCC8boiKu5reNnA8RFrj42i2l6mY47m8Sk/FRhjRrfcsa3HN7Y8jzv6QXseiTrbK8hgmhkqpooUqqwwb446I1QJIRrOwGwLb3iOcOrvpKaTEOcJl+XVktXlC1yskxWJGkp43bZuuSCxjItYkdbYFpeqsBaxHS3UYGbHc3XyF8eZQ/SG0pV5+mQJlOYmVq0ULSqIyiv37QXI3XA3KPK9iDbHqDqDcADgdcBHk6mwAJN8MIJtZcEcKRYcGx6YGzG+3mwFuMAM3A5v15wNhYggkE3GCvdrqpsPXAifEFvx64ARDBeeT1wM2Nmv6EgYMSwYWAIIwNuW2bRbzN8EBO02VlvY264C4F2FugwZwitwoN8BI8W31+GCbnCA1zfAnVSCdxAP6cOPQW/kwx+AOB5YAbgEEjn54E555wU3BvbrxhptbceuAD8uB88DkXw3KeWClWBuDYW9cDlN1Zh8BgBuCOF8PXDDcizWv64ewI5Nrk+uBtYm58x6YKYyhTw2Bg8c9SbXwW3HNuBhgsb7l6HjBTOOLi3HXDGVxba1/vwUoWUKbWHOBSnbtAF+OowBEYkcD78FUMVFuvzxy452/EWx02D8cXwDrE88C5OH9BxycDAuACMPFyb/AAwQ4W3c+XGHKCFuD05xxQBYm9mw6y2JVutsEU2Y1OrDUzrlNJRyKhbuvaQVVrLGVG4MSLkyC+02sOOPExanXgFPsynLN0hHtN52Aj8XJTjx8eRC3te493CzfKc6nq+9ynMFXvGVpo5KySMKBbYyBQeeHuLAMLA9BZVGV6haio6eF0EkSyiVhmk4YFuF8XdnvOCeWA2kC1+oKdPJryGvKQU2WVVIxbxktHJHZBtstyHu27qy2GJsr6p9np4qWOmWZ9wmlljDCP3iPAHF72Ue9xe/PlXw5ZrCGIwpVUwWWT7V3rZZGRfDcpujuDYMtrjruvfjBJchzmHw0dfLJEFkN5sznVhcDw3s3DWtuvdOqgkkYCTV/ltDU1MmX/V1WjOopoJFMICeLducFjf3edv+j54lD8riysGoE3UoLp3Zbu59hvZt43Lvt5A2HXniImSZyFpVkre4SmhQ7kq5CTIJNzBjYb128XPW/I88GpsozMQQR1OYOjxm4Vat3O/eCFMhVWkX1DDztyMBKpJtWGasFTQ0Ip0FqSWOQmRzuPvIbAeG353J9MKnTWL2aSpokvV3ZBT3Ps/hsL77BveJNj1tbzxW0+mNSiP2Ns4MNI6xxyCKrk3uAybmU7QYTtDrZDzfcTc8cbINZwzCKmzOnkh9leImorJW3uwNyylCLKSSPUWXgDgLihqdYlZhmGXUSBZIlheBy5dSPGWQ2C2PQbj/AEYVPUa6jVnqaPLTuRCscQa6tezLuL88C4baOvQ25Fk+U51S0/tOZZwTJE8pL+1vJGVN7uQwABuN23olyoJAua2TTOsQA9JWQwmWIq0YzWd7EkkqZTGHa44DnlLkgE4K0mVVWqHjoRnOX08c0y/3QIeUiYXJs243FgByOp64GKjWSrKwoqZm3gqtlIA7lSQDvF/tN/WxI4497EN8g1RvUpWKwBRyRmU0QJ7wsRtCEcA3ve7X2mwF8Hgy/WFRMsuZVtJEoqo2SKnqmUJGq2Y37oGQsRfYeObX4uQkU82thUVneUlM9OZFNKTtDbe78akBuBvAsbknc3AFrdzKbX0L0v1Dk+VbAN1UtTIU3kst9jKTt6ublTfbbi98Va6W1X+U9bm65gq0lQixCEZpPc7e9Iktssl+8292PCvvgkgDE85FqSwCTR+Kj7u5zSbiQPcKPs7g2JvN7/QbeL4CTnFT2hx16HIsty6oprSK6VMvdr0iKneNzEg96LbQDxyLAmfLPq5EU01DTMSjnxACzW8P/vOl7fdfkdMAoMqzuhoJe8zXvauXuwTLUuUDKxva4NvDYcDkrc4jSae1O9LlbRVqrPSpOsz/AFlP4d3u87Ptum2z227twuVAIX2RPn7b5c2ipowxZdsUYRj0sSQ7A+eIhGs4828BRqJUlB3d2S7MVKGwsfCAV6jqxIPhxFjyTVRrsolWuhhoqWmeOtjNbLM0jNG42eJAJBuMTd61mHdsALOcdjyrVkVNQkGmMmXypFGKefd3kdghZ96qABclgLnaDtu1hgJlNLrj6xq3q4acUvs8Yp4kRW+271gze9c+Ar1IHHzxykqu0YZnKKigyoUBt3JQESqA6+9eSzXXebgDaQOGw7Mcu1fPm0VZl9fTPTwpNtjkqpIt7FSFRgiFSC20liCV2mwbcQIT6Y1mKSQ0uZotZDKrwj6ynWGb3QwYBPslKb1CqGANnHi6VF/ms2tol25PFQzt7OxDNBx31iQLGZeLgC1/zhzwcOoZdbHMUOYU1D7FJPMj7V2yJEGbu299gxZQt7EW/a82XN1Wk9ctkD0dBn0OX5g9S7LULmU0ghQxqqAkoDMzBdp3WKl943MoB0mS5NnuT1+ySb2ylsI0lnzOaSRYgzbQUZCC4G0Fy12ubnwi9GoCENySdt/lbBVQFivpc3wxD4Sfhx54KCeTwef0YiHLfbbdcdBgwFwwN77vX4YGq38HPrg3BG4D4/2/RiDzfVeaS5JBS1cWY0dIsrku9TOY+nko2kMSbLza269iQAaHT2oq3WC1uX5Bq2Wgrq2SSqWX2CWojhhSNYSIXmIR/twXDbQCAw2cbsbmpZHy2OT6ujzAqm8QkruawuNu7w3vbqQPjgUclHAsGZz5JJTTRQNEoSMO0KNZmQ7LgC6LexI4GPxacxTRTVh00XqiZ1+GeM2vExMzG7e9BszM7Uzp4oulMh1RkmZ5hV6g1tLnlLVCnNNTyUMcHsjJv7wqyG7B7x8MLrsPJ3cUHZpQ5TrGq1lljVtZU5Rk2dZlM+QpOUXMaqeeRpJpnCxtJDcPCkBBjDLMXac900WkyDUz59UVUCZRUxQ06oy1lj7NUb7m0TMFZ7C24hdoLWuSDYHZ3pPQ+ZaYzTN4K2ehnoNQ5rI2aQ1zRzUsvtZeZe8McYEe9eY2DxkAgtICSfX+xdeJt5ijFi1XwboiOFUbo0fPz8ReiY7J9GZg7Yc5o46bMaP6JmuKephiWlehShpBLIrrctG2+zLGYkVi5UfaLa54xdac1fQ9pWbZfp3P/oz6uyKGuX26XMc0y6mggopoo+8QvIkneCQP4VKgndzwBfCzbVup4tW0OntKdvGkHehoZRUnPdKS19ZKx7tt5lpKykhF7XG2ICwPrcWGnc/n1jSNlOpO3bKqiqpp+5ql0xlZyWOqEyFVgc1U1VMrEm6tBNHJcCxx72rdT+8ZfNo61XP0hV0+uNVZWuadmunc8pfrvLpstp8kzrUEUktJOkpRpKWWRCveTpHvQXYOzPHuNySbPR+sNWvrRqDUGr9GZgIUWOQUk/8AdBicyMkfvBWl3C1woDKrHap4G8yjSGmKfTUOmEyWmbLpoA01PIm9ZWa7M7k3LMW8RY835vfHiWd6Y0/2ca4kg0R2eUet5cvoXzKnogtqrJqiMsY29oSN2MdpGCpZ51BIiSXiNdcamJts0+Hk2valrfMqyuqOzpaTNdPUeYUZkXUB7juK8dzLI9DSt3m9ZmWPxOIztQvtKuVdPnrt3052mdhmZwRaW7bs5kptRV+Y5mtHFpDJ66opVaV3CrPVSpM52NBEGZmdmRnZhusv0CezvRGrNN1mts+r6PV2b02WVFNDWCHuaahAjBMVNT7m9nW6q1mZ5Om52FsYntn0T2Mz1GX0eqO0HQ9fnlKrUGUrrzKE1C9DCqKJoo+6mp6pmawZ2mnkYk4k/LjnPotPzquUedTyDSOtu1XXep4+ziu19m9LqPOzAsWfPojIXpaRO7meSF4FqpGt4lS6sWBQ3JBvj6V0jlWddlU+jNDNn82oFzbLu4rx3KU0UM1NTp/dcEC3FPG+xUMKERhmDCzFt/kXZpobskoO0bMpst1p2Q0OavEJKav0ton6vzCkqCHZ5UnqquqhD87iHiNwRx5n6V0xpfI8po/ryhqZsyrcyghMuaVVR38s8d96hW91I7szCOMLGNx2qBxizHxR4eRTN6Zt3+bBaMp/pJ0me5enaBmOhq6YyVb1EmXw1CD2Ey0uxY1a22QKJr7iwLFDcC6jaU+f0Gs9Pagr8gqH2QVNXl7s6lCs9HPJBOvyEkEgB6GwI4OL+X/GWl/gM/8AtIsfNmRS/SBpco1RF2bRZNBkw1LqnvWzDTqZi8sjZ1XuXSUZxSFF2uq7GhJDIx3MGACvDjEpiirdMerFNc0zVVHCf+sPT870ImpBSZhmmkGmni2mnqYqpIp4r9Nsiurr7x6HoT6nB5MvzOpzFsvm0TJJPTxJUAvJTGwLMqkEv1uhxhYK/wCmL7DS7Z9JbLR7f/wKvwt/8y/0D7sUef519N+izWWfIsv0jXTmGlSrto9YXhpS815IwdQSB3HJCfnWA4tZvMVex/Rk0zFqtN3xTprDvR0hjRNO7Xu7plvteZ1FkND3OoDT5ai93Uy99VRvKiLINpEUZZyGZSu61r+ePTJdXZPFA1dKKtKKOEVJqmpZO6KH0a3J56deuPJNR6PzTOuxyHO+yvtBfTWdBHrc3zdMnizOszAinlWWmkWdrqe/aNyL3Bh2C19w8oy7WX0iKujnzWs7au0SmSnEitA/ZBSFzKSkShQkjFlRt0lwbEOBu8BB+r0d0ZgdFZf3OXvaZmdZvraI9HFiYtWPjTVVvtHnL6t0rq3TWq3qqnT+c09ap7uQqjWdVIsGKGzAEqbEjmxxbV/7GT+EQ/7VceSZxpyqyHRmaZzrnWjZrqmKpabI86pMoSir0nZb0tNHDGx75x7hQ8SKXVl2swx55T9m30m9Mtm+b0lPHmL55VENRz9q9TJFRNUVEV3gVsiXZ3QBK+Ntql7ByQD9L++PBwzHwT4+b6S1DqrTmloGrNQZxTUUccTzESNdyikbmVBdmAuL2BtfEDJtWZTVxz1tItXNSVEjzpUpSyGIIEU3LW44HQ4y2jsm/KHSGZZnT5hFR66zKlqaeuzGZPapMrr2QpsVbxkxRNYIqlN6KDe7FsfOS6k+ktRVU9RH26a97uSoSmWP9R6llUySRxjvHcThQsZkDueAwRgpOMxOktVReqJ/dz7A0/rjSeqeMiz2mqn3OoiuUkOw2chGAYgEgEgWxeY8tyvJKaq7J6DNe1nWE2Y1yUprhqGoyyPJ6+mDgvHaJL9zMisAVHVgbrzbG10FXamzPQ2ncy1pl8VBqCryqknzaliFkgrGhUzRqLmwVywAuenU9cYciPRBvYoL+UK/yDDiVLX67fM45RttooFRRzEq+nkMdCyC4YDn44MBOb8gEc9beuGsVHi2/wDHBHUd5bb1AN/TAmI5XqPLFUJipulreQPpiNOqyo0MqCSNvCVYAhh53HTEhiDfj584CyhfCd3J8sBnc30bp3PaempsxyWmkjpKqOsiVU2BZI3DIfDa4BUGxuDYXGJa5Tlio49hpl3KytaJeb2Bv68D+THh2ZaU07UZtmMs2VQu5rJrsb398/HGd1Vp3L8uyr2jJNO00s5lRWY00lR3SHq3co6tJ5CwYW3bugINsvc+jZsoymQBZMto2tzzCp8/l8scbLMrkRkfLaZwbXDRLY/o+GPl5aYLT7m7MhK6KrMQ7R7l2Mz2WzWa62VLm5ZQWGIbpX7TPH2UwFNhKxPVSLJwJGJJ7si5CKAo/OcAkYllfVMmVZbJD7NLQUxi3XEZiUqDa17W62wF8sy4B2GX032ly57pfFfqTxzj5pOXrUSrHT9nsEK+0pGzTyycxmXa7gBLe54hcjr8OdGdHaY5/vNBb78LJd67RaSyHKauszGiy1BU5hN7RUyOTIzP5WLE7QCTZRYDyGLEg3LWNj0x82Z1kFJRyZvJk2noKyop46VoadlYhrs2+wBFiQOvy64gUcFW8MZqezWEyzNIQC7xCJS/2av4W/N95geo4XnCyvp/aCvDG4vfnAj6G/lj5lg7lq16eTs3UpshkBDsHQSE+Fl2kHbZrm/px54E0NXJFCYOzWAPOFZu8eRRACAdpAU7j74uCLG3HOFh9OFBz4rG/pge1QOt7eox81rSyKkHedm8bO5USESsu0W8TFdptyPCLm46lTxi+pdKaeeasD5TCQk4Cgg+Ed0ht19ScLJd7na4v5D8cD4JJHnc3vjxg6Q035ZPT/gcMGkNN9PqeD8DhYu9iIYmxAAHN8Mck2HqcfP2qMnTLayhTJdM01RFKspnvRyTEsrR7Iwyuoj3BpDvYEDb0xFhTvrCXsuaC4IG+e/jL7VvtU2XbdmP5vSzE4WH0MbABiMMbxG/mP5cfPNRAYKhVHZ7TPFID3aiWQO21WZuqcGy2VSBckXYX4atHUQxTvVdnlPM8YdlWB3G627aASvJNhc8WBuL9MLFn0KzdLqDzgdr9Bjx3L9N5LV0iy1em6elmLMrR3LAWYi4JAuCBccDg4P+SWnPPJ4PwOIWeryG6kEHpgLI207QOTb9GPLTpPTdz/eiDgdLHF/oHLqPLq7NoKCBYIylM5Vb23fa82+4YFmwYFRckG18DseLHjpg1yfetb1w26i4AAufPADLKoKG/N+bYEb7Rcgc4ewLHkgfIY4xW1ze2CmszdAOowJ7pYEc4Id3JHTrjjKWP6cA4M1wFJw/lbbh+nDAQOcPC3HiN7nAO5uGJ6c4eGIuBbn18sN4sAB0w/gEGwsMEIgCykk8fdh6qeHKi2OXunA/t/Y4dEQBa59MEU9WmT1GaSQzVrGrdYoTHEbsnEm02tccO5J6ADA5k05V0U+TzZy22WaNX+12vuJsqg24B2H9OI2a5rkeUZvLWVVJVvURbdjd8hTkEOUQvcWBG7wgtxtDWNkKvT8OXszR1EZomLpG9R4phcseQSSp5uG56XA4wEWXS+mvZmgbWGaRrlMpknYV/jDCMraRiNxADXsTY8XuABidFS6XgaRZdQSySzbY2M0q3Id1Kra1uqcem445BDkFTPmTQPVymWJqk1Bnso3EFlisdyWIU32gXPBJvZksGSQ0kFXV0Gabu9sFM6K0QW+57BwLEMAyrdmBttNjYq+rMsy2roo4XrXEQjJAUqdysyv0IN/dAFvInztiBXZVkFXDKtTnlZTpWrJCu2buypG5mKG1wwBPPwGIMddkWZJT95keYMaYKmx5F7yFCw8T+OxUbgfCzH4XFsWBbIK6kpPbKetijkkbbEWJu29VG7YSCLsrDqBa5tY4AVLQ5THSwUOSZ4KtzIru9VXEuIZGLF92xi7AA2BtfzYdcStNZDp/LaWfK6fPa6uEMPczLW1HeSBGQDksL9P5fTjFfHnOnmampHybNCKd1kDvNEyu19rb3Etnsrbze97i128OHJWaXqL1q02YII2AVmrF7sWYKq2WQkq11awB8r2YbcBbSaU03neX1OS0+ZTJTxI1LUQwygBQ6t4Tceklx8hg1eNN1tarPn8sDq60yhJFCiVei8gjd4r/APDFOc2yOKCpylMtz6ZX+0Z1qo91ltts5mG3vOeDbksX23xY53S6biWhzqtSr8QQJJBOFKoPH4huG4E2BABJ9PPBUgZBklNVwZdUajq5JNqhKVnTpsZL8KDY7r9bA2tYC2C1WQ6eR4kr81dRLVieBTIo+0a5UA2uedxGKSOq0/HHuWgzsOY0dnesglZCT4jzKQWQeYuCDZCxuBaPmmlsyqUlp1qp4aNY1eWKTu4EIUSIjruBN1cHhSPI2PGAssly3KaGatjy7OhPU0jRLMZmU9yVhVLMFC9VUE89T6cYWoMoyBoZ8yzjO6ikgmAUP34VI2KsgK8cEh/0DFXKunajMPZanLs3iOZ1JFvaVETqy+9tEl+7ZnPhtffdioHixKphkmb5wuW5lQ1kM8cQWmRagvTyKtyDtBurhSLllA8VlZ9pICSkGi8yhgyupzeGoEFbM8e+RQTPtbcL2ANg5/rOB0uS6Op6DNYl1jmUsWcFaeSR8xYmF+8ksIjf7Mklx4ePB8MVGX1OlqzL4Uq8mzaOBp5I3R62OSNLABLgS3KGw2gLdCLsE64sni0tUUU1TVRZvSyGoenaEVbBpSsckoXcG27DGWI3EAeEGxFsAKTK9CVkUMja2zOWKmpZJBtzFmTuHsrGT9soKn3r2JJxPy3INGItTW5PqaeNFYVtZJDOhDhhIQWO3jiQm4sfAvPBvWrWaKlrEoI8vrphmEKu9MlSLReM3d1LhPeVF8DM5v7u1S2JmX1mR0OcjT1PRZrSyZw7rJFNVoBSlUmlZkCMxV7qpvwPGCCSpAC3moNPV2QokmoKtaOkp/Z/a1YBnVjG3eBynveAeJbWuTwQLOrqXS1XkebFdQ90rQSRz1YZW7gSo1ja1uA9xx5DFfRahyH6rSTL8gzaSny6RqmO1VTgTSrbguZgGLbg/iNvUhhtwShzfTmYZLJJVzVlB7ZQUuYvHFUys9OrQmXar7QI7BG5U82ubE4qJFbpDSIefM8w1HXCGnkNY5ar204Jm78MFA2MQUsDYkAdb84uspyrTlbmxzXLs9mrJaUhSizq0YJDOOAOpD9fPi+MpTT6FraOjalyrMIBORH3cFSsc1IY5CCxIkC+BwQDGzE3O0MvOJmnq/SmV6hyfTmWZZmtG67khpKiaNo6cLHZRYO5XwAMALA7zc7rqKPTgSfAigD44JGNoDScj5YbcnkWte/GCbr7ktxbjEQQEX469LjBFUgWuDgYAtcCwIwWNbdDYXv+jAZqiyLOIaCOmhp4e8iQK2+bapt8QCf0Y5FlmsIefqvJShJ8RzSW9vl7P/TjWRFV4t15w4orqwVbEjdx0GPOz7LdF1TNVeHeZ161XpMO1/W40aRLP1WR6xQl6SgyaSDYDukzGVGuRz4RAR1+PPwx532KZDpzOc41Fk+fVa1v1VndfNTZZJVmalkmkqpDUVXdtDEWYSB4QrCQRrGdrESsz+9gH2WwYKdg5PQcDHhVT2dZskuYUuQ9pug6fLjnNTm5izXIpqnMaConlaeYLUw5jB3YvGWUd2CBH4t+2+PpdH9EZPoyKpytGztWvrM9vbMuHFx68WuIrnhPozvbB2mdp+R9peWx9mOa1+WZRl8D5TPlVT2dVuaQzT96pMsUtO0ZCbTEoIYpZW87A67sO1bmmv8ASyaR7WYcxz3UcMLZjWVGYaTbKqeIO1o41jYsodLlQwYk7SQT1xQZ3pjtrrdRUP5D/S90xlOU0lBJF7PLpeHM5Rt2szPUTVhdmKqWu3QIx5HSVPo3tWzlWiq/pS6Uz3LoHeSSKr0+YyyMkm6OU0OYU6SR92CdrofcZvl9Kd0fvFw0zF6ufpDMar7Vta9nUGa5RlGj9U5t2bZG1DA2oMgqqGeujMrLG+XRCpqYmRUkdEMyiRkRmUbGVZE8k7PNc1pzdaPs6/V9gm7QkqqnJaXM5cgIjK1rzyvGr10cnhWKWMGSTkMNwcWB+xdB1lPl9MtPUaz0XU5PTUsa0tJllJ7M9MR3khaR2qZFYbADwiG6OxJvZbODOtE1WqpMwp82yOZ4KEO06TwsY/E5JLA8eEOfkD5XxqIvNTEzamm/c8W1RT5tqDVRz3VPZfq7s/gkoXopM4q9QUG3OXMLH2aeloamRVdmjS0vUqpjuA+02Xb12W6dyr6k1blWnciEOUx+xpRLpmTMqyo8JOyHupoWDFI9pLMQRa9veHq+rM90Zn2j88pHzrJq+D2CdpI/aopFFo2YEi5tbbuB8tt/LHjvab9Gbsj7Xa3Lcxp+2jVeSHIo5Y4Y8m1SDDHA6AGPZJvVECx3FrWseeuJPy45z6LT86rlHnUwf0dOzcU3aHXxx5xl89bmLnPa+ap0BV0ErRSkiop42mqQkYLsgDSxylkBW7Fd49yzaZ9Aayyai0JkNZmMedwSS5xk2XyQhYURB3VWqyyRpES4WIncAwsNpKqV8M7BPowacyfVH5e6q7W9QQZ/SmoqKjKaTWKV1HCss9QIvthGjlhAIySuxQxawAAx9MaWPZ3kmWy/k/nOVyTzLDJW1Jr0mnnZVVQ8shYsxsL3J6knqTizFpjw8kpm8T/7ebybLqr6WFDqahbMZabMYkotskcumKCOZ0E0ZltImchA7AgB9m0BV+yJ3MfUOz7Js2yTQudwZ3QNRVVZm2eZn7O8iO8UdVWT1EasY2ZNwSVb7WIBuLnri3TVel6zUkDUmpMrnEdBOXMdZG20d5F1seMPqNVaXq6DNkpNSZXMyxOSI6yNiB3YF+D68Y3EWmnl6uOqbxXzn/it6b/BtH+9h/oxGht+VtZyb/V1Nx5frs2IeX6r0vVZfSpS6kyqZkSFmEdZGxUXUXNjxyQPmcSKCqgrNS1NTR1EU8EuW0rpJG4ZXHeTWII6j5YcK/3jBxw+f/WVJq/QOnaqjzHOqaOqy2uktPPPl1XJSmpKb9olEZAkW7sSrAgk3N8GTRmqUzNa2Ttb1LLT77+xtR5YIrftdy0okt5e9f44vNRf4AzD/MP/ACYsm6r8/wCjGJ+XHOfKHJHzauUecstp/QencozqpzYRVVfmETnuqvMauSrmhV1uVR5WJRfEwAFrAkDg40Ff+xk/hEP+1XHab9l1f79P5gxyv/YyfwiH/arhHXjwJ6k+Kmz/AEDpzUFaMxmiq6GvIVWrctq5KOpZFYNsMkTKxUkC4JsRweMVcWj9TVOcVtdS9quo6KlFWSKGKly14rbV43SUrS/fvv8AHG2Pvr8jiJlv65Xfwpv5q4zT1Z/eLVXXp/eCpg0Dp1M4fPayOrzGsM5qImzCrkqVpmNriFHJWIXANlAAIFsaPCwsYcrPUqL7HTlBb7JeT+9GCWANiTe3UfAYFSuRRU/FyIkP/wBow9/Cwtbji2DILEXJc/LAWN72t1wWUbSQBe17YGbiyjkHjADcqBcWuSOowOQ2B6cHk4cwHWzfpwOVkItfqPPFgE0/o/S1ZQvU1WRUU0sk8pZ2iBLHccWf5C6O/wCjdB/qRg2lhbKyB5Ty/wA44t8RpRfkJo4//LdB/qRjn5CaNP8A8tUH+pGL7CwFD+QejP8Ao1l/+pGOfkFov/ozl/8AqRi/wsBgMr0No9taZ/E2nKAolLQlV7kWF++v/IMX/wCQGiv+jGX/AOpGGZT/AI76h/guX/8AjY0eAz/6n2iTz+S+Xf6kYQ7P9EjppfLv9SMaDCwGe/U+0R/0Xy7/AFIxQtpjs4yT67zHOMiyynpYa6NWkeEbUBp4LfIXP6cb/GUzWszmhps8qMgy9ayt+s4FjiaMOOYacFrF0HAublha2Ai/UXZTsSQZVk22VUZD3Ys4Y2W3rf0+Ix2DIeyiqj72DLMldQwUnYvBuq2Pxuyj5kYqoMw7Wpd1XmGkcpjS8yxwLTRPIm1lMUhkNYFO4Mw2ACxUsWXhGj08nafmGYQr+Q+UUVLJ3s01RPTIxDo4aJQgqgxJ7tRuIHVGIWxXFF5Bp/spqUaSDKcmdUBJtGOgIF/lcgX+OFJp7srjnambJMp7xaf2qwgBvETbcPXn+UeuBtLr8ZHS1a6by/6zM7wVMPsUXMABKOo9r2qNwHh7xiSRwvLCwzqLWQrw2Sw5HBRd2sTmppGla5HvbhNH4VYg7dtztIBBYERECLJOyGcMYcvyFwoJO1VNgGCn/wC5gPmRhUuQ9ktYQtPlGTMzSGNQYgCzD0B64qqSt7XYK+SGt0BkUtClQFSWjMYaeLZuLkPMO6O+1h472sdvv45pzNe1lc8hp9R6JyCnyuSKNRV03hl7827wGNJJQqqNxuW527bgkElWv1F2SnNY8kTJcpetlZ1EaQBrFRdgxAsDb1w1sm7HkYrLlmRpYgXeNQD8ieuIGc1/a7TasjTTXZ9p6syhqyNZcwqKlYJhTtJGHdVVmLkRtMbnabqPCejWup11vFTZnNpnT2QVT0sMr0sNXGB7XIELIhfvAIruVuSD7p6bgVBTaX7KYKmKknyLJ0lni76INCAHS17g9OnOPNe0LIcnyLWs9PkmW09HFJl9M7pCoUE75ucbOKu7aZ5MsafSmmJO/q2iriSQaGm28Oh71u/5O21oyQpJVd21c32sg/l1J4gLZdTfz5sBkGAvc3+WBsEJv4vhccYJu2gm1zfzwJgzDgj1tgjm0i+4XsOOMDsgXaLlumC2689MDaykkefrgprCQEAEKB8cNVgt91z8sO3Fhe46YYHsPEP0YAjcDrzjoBHjuOcNtck/hh55Ww8sA5Wuefh1w5QQSflxgacAXHF+MEsb2ueMEP4HvYcFAHp9+GsQwtxfzvgiklRzxgjOy1UxzWtjrNKxTIlQiw1CoW3oIgwdyUvwzOvh3W+Z5ZHWVxSSWbRlM1StTLHFbcFKM1u8LGO4BCrewuT5WscahBcEX64enlyeODgM69Y9HTQ1GXaYjWWYxxyosDXVDKAwFkFwAzNzYefPIxMNfUVK7pNOK8cLmWPvL7rrcblUpw3HHPQ9cXA5vhyjwkWPTAUCZzNLQx1VFkSM8sywyBVYgL3kat+YDcKzHkWGw3sL27UZrV0dE0lFpXe1MymOFI2u4L+LZ4AoNrnkjnr8b+GCCnQRU0KRRgmyooUC554GJC+7YG46jAUkEtJGGpzpWJYkJKBILozBwBYbBboDfysPngeWVjVMdUtToIUHs0gEbOI2jlDHfuXYCwswF7qOfxxokNrnjnBUICWJ8/LBWXyXOanMFqKav0DLQqTtczohSpLEhmATebG1/HZrHkes9q8ymCM6TRgJAyBwSIyXILA92QLDm9x/Ti+jI6hQb8YNbwKqjgDjAZ+NmLxRroiCKJEjVmfZ0UKy92FVrqpZgN2wgqfDYgkdDmU7yvRpoQ09PLtclowsbSHk3stz5G5UdDcg2XGpUNYX6/LDkueCDzgqigahzbOYYcxySGOqoYzLCxJZoiNnS6i178EE8DmxuBooaWljmeoSliWVrBpAoDMADtBNr8Xa3zPrgawU6TTVSU0STTBRJIEAZ9vC3PU2vxiQt+nI6HACiyfKVsyZXRrZnYWgW4L++eB1PmfPEqSgoWgankoqd4242tGCDdSvIt6cfLjDksxueLdMERFPTkqb9enOAjx5NkyBHiymiR42V1Ip1BVgCoI44IBIB9CcSYsty1qo13sNN7TtIM/dL3hFjxutfoSPvwUMAS3HPGHx7AxFyTb0wEaPKMq9lfLzltIad/fhMC92ebm62t1xO9hohGymhgbegjI7tbFQCAvysSLehOEitv8AKx45+eDIm4lQ3SxHzxYSUePIsni7ox5VRgRbWQLTp4Cvu244tc2t0viXHluWir9vXL6f2oAL3vdKJLdLbuuHC4AYXPFrYNFtI3D77fLFRIQk26i/UYJ0IJBJt+jDLg3a54GHlt23nysPU4gKvhYkmwvxghBJA5Pn+jDEG5TcdDgyAqNxB6npziAm0bQ97XHOOqdiNc345t8jji3ZSbG5HphzrujNlN7EE/EDAWx/YZ4v4Bx9wx4dpvVXYvkWR6gzztPOjMjNXqjN6NqnNRBH7WIJ3guzy+8Qk7IebASlbANY+4j9hi77fAOfTgY8DzjI6jtD7FNcQ5dQhMxyzUeaPTLTywRSVHsuYLMYe9qAY4hMYFV2bwgG56DG46s+Hqk9eOU+iX+qN9DjKc6NJT6p7J6MLE8FVGktBGO8lS0aOBYbmiacAHkozjoTiLm/aN2OZDS0tb2bdhcuvMhziJjJm2icgpK+j92eJo3aMjc+0ulrEWmsxUMcfEOmTnuqtXZXlAq4KyozrMYZkgh7QtH1TwxPKsUKBUhZ5SxmRBYXYhACOcfoXpjTEArKjs0yusqMqyLR9NRwVEdHTpSSZrUPGkjTO8QA2MBtZUVbs0lyfCBJm8R+8Upi01T3+kBaMj7Ja3Ja6NezbKNLyRNLRyQ5jlVLSSVYWN4zKqj342R3AY9VdhaxIxmcm+i/2PHN6mDIM1zn2WeiAn9jzfwyXLoVbYLEbHdbHydh0Jxj9Ta40zozU1Ro/Vel+xBjlSRjKRqXUkNNXihMAdS4nSaRma0n7RQov4rWOq7G5NF9q01ZU5Nl+ictpqKkVqWbQWfCdIJJdw3s0UcQV9p8O5PLdYdBuN9Xi46urRbtjyTc1+if2WZLpzOZMqn1BS76GfvFhzNkEg7pxZgANw2swsfJmHmcea0WjeybJdQVunp+yrti09TvNT0rZjOEgoZ1mjbxtKr7TGqsQ/vFdzBlBuMevak1ZqOOXM+yp82qWrBFUTfXRoVKtRCAydwW3bRP+bu2+7zbd4sVUmruyajgz/K9R9k2ts3nynMjQ1CZtp2bNHzKSJVjSqhv3iOknBDjZ5s4Uc4k/LjnPo1T86qO6POULSv0bOxabNq+HIc2zmDv6OmeSGnzgLIVYSXWRU62BsQfU+uLah+iX2VZbQlstn1BSe0RosvcZkyb144aw5HJ64xNJ2xfR9+tZ6Sh7D9a0lRnkVDST09BoCspJ4BICXMssUaqFTeoYpI19p2bwMei5rrCr7PsoyyryyrzbNMt1NR99ltLX0cjS5dM210aXeUkSACQBo3G5dgAKkEHVdtqPDyZw4nZnnV5vHe0zs57M+xfV1FQZd2V9r2fUVdlU09VWaWAnjQCRQI38SEkEXIawAdSCeQPTuy/SXYtk2Rajo8h0/FAxmkiDZ5HA1VN9ijfZsbs0W4Cw6bwxtfA+0vLM/0RmNBq6tk09qSjgyusfPKvVebvQ0sKs1Mg2BUaGOK9yVaNuTbw7iw8rTtc7PxWGjyzSn0a1rJNyUwpNX0xmDmCM7omWkvu3llC+HcbEN5FGk03/dUq6tdu/wAn09lPZt2dZbQ082XaB05SvNHCkjQZVAhddytYkLyNwB+YBxOyShoMs1BPl+WUMFHS02W08UMFPGI4o0EswCqoFgPgMec09PqPs+0FR66qaFsmqaSWN8x09RZnLm1JUQtOwvE8qRuJmWRWuFABULZlHPp1ExOqq4bgB7DBx62mn5/t64vCv94wzO/D5/8AWR9Rf4AzD/MP/Jiybqvz/oxW6i/wBmH+Yf8AkxZN1X5/0YzPy45z5Q5I+bVyp85R6b9l1f79P5gxyv8A2Mn8Ih/2q47Tfsur/fp/MGOV/wCxk/hEP+1XCOvHgT8ufHzST76/I4iZb+uV38Kb+auJZ99fkcRMt/XK7+FN/NXGaerP7xaq69P7wTcLCwsYcrO021aGAA3JiS/ysMPdvGADcXtxhlLb2WnFrgRIOn7kYceFLHjnw/G+DJruEbcT+nywBthFybedsPa+y3N+mGEm/C8YoE1tt/U+uI8iszGwFgMSJAdote3JwGRTa7GwIscBe6XFsrI/66T+ccW+KjS4tlZH/XS/zjiVHneTTV1TlkWa0j1dHt9ogEymSLcCV3Le63AJF/Q4jSbhYirmmWPWfVyZhTNVbBL3AlUvsN7Ntve3B5+BwQVlGzBFqoSxO0AOL39MAbCwH2ykK7hVQ2HnvFul/wCTn5YKCG5BB+WAzuU/476h/guX/wDjY0eM5lP+O+of4Ll//jY0eAzueprlc1p6rIarLGyxAvf0s0Dd+7XNysm7baxHh234Pi8sWmUnODDIc5FMJDITEIL8RkDhr/nA7hxxa3xxOwsAsZmurYsvgz+qnoKmsRK+MGKnaNXN6eAXvI6rx8TjTYoUeVJs6aKvioyMxivLIoIt7PBcc8XPTAZPIc90xmuT5zVUuXaljpshD0FRR1KlWmeSOOX7MlyrECTaDuABLc7drEVNqSnjlko5NF6oNVQSRulNHX0sjtGDII2a9QAN2wAhjyXFiwVymhoM2qq6U5RSa8yarzJVYmOJEL+FjuJQNew3KD6EfHizo6XVa1JNdmtI8IWwCQWLNdufhbw+vQ4DBxau0hT1ckzZNqVHyqX2cq9VCVMkoAZLd+dxUP58XsFLMVBt8ylyhNPPqepy/PZI1mhabLfaIe/VnkIW+6UR2+2DWD3ICgAtZcaSTLdTOrqufxIS4dGFOCVHNweeRyPwxHly3WtTlvsx1DS0tTyrTpTB9wK2uBxt8z8wPK4IUOnM10xq/NKzK4cv1FRVWV1A7+OrDRL3iBGIVlYq4BKg7SVuD1GLPIq/T1ZLBp2ipcxXuFnlDTCwU7vtFZr3vdzx88WDZPqI109aufQqWCpD/ci3VASdrG/i6/DEpaPUHewM2cxbFk3TKKYeNbt4QfLgqL9eD68Bich1NpPUkOaZNR5fqKE5fSCulLuArIruoSOZJDGWuhuobi4DWNwIsOoNIZohq5cn1GkObxtVCR6mLa6AjxBUmJ2ljt4FvWy2ON0mW6kMzNNqBHjNMYlVacKRKVA7y4PqCbfHDXy3VPdimTP4ihhaNpTTgSBu7sGHlfd4sBnKyryEZFPqCehzrL0paoUGxpI1lkG/ZuVRIRtvITyQ3hPF7A47tYBOunsePq2m/nzY9aai1J7Q7rndOIS7FUNKLhTewJv5cfO3xx5N2s/49S88/VtNz/pzYHBjmBsASBYemOXtfkDnDn4BJwO6E/o6YJBjkkG5J5Pljl/CAbc4ezAbkuOl8CAPPI+OCmlTawJ9eMJQWHhPT4Y6V62YnnDFLJfxA3xARQGXg2sOuO7rC/W4/TjgCgHrwfxwgR0J6DFBBc8k2A6c4Je4Nr89cMS4W/U4Je9gLjj5YIXlcgn1th4AIsLDi2GWZTzybc8YdcDo3XAea6j112g6e1Dm602k67M8spgq5etNQPKZnK0265UdF7yUg3s1nF/BiRNrvXNdprN6vKtOMuZUlfDRRQQQmR9xIaRiGIWwjYckgXuD6Y9GVAqX4JH8mO08FPTgrTU8UIdi7CNQoZjySbeZPU4F4ebr2ka57uIroLMdxk8ZNBKbIQoU23A8u3PAKgX2MLsoYe1DtDkgFX+p9UCPYWKvRVMbcAk8MLjhSOR1Zfv9VI5J88OABFmW4ItbAvDxyi7UO0rOPZczy7StQcvZQSkVBKe+ImQNtdhwNpYX+8dMWND2n9pNTE0jdnFUl4x3ZNHOpZt0YvtfbYWdzZivuG7Ac49SgpoaWJaelhSGKPhERQqqPQAcDBh5nzPQYF4YPNdXa8pNQRyZZpyaryqXL0qBA1G6yrL3UkjIW6ByVVAp6Fhe+IOUdpPaNWz0oqdATxwSTQxvIaKojujTKjOFcXUBWLWYXG0k8Y9PFgV+OCoCfCD54F3l+Z677UMi1PnEMGk6jNcrpXlWlSHL5QzqIVdSJACHu11487jrbEus7QNby5FlOaQ6azOjqMwy6seSlOVzSPHUpxCHUKxjDW3AMbcgXPU+mIxL9DzyMPRiBci3POC3eQ5d2ndqyZkcjrNBVlU7T1AWvOWzpAkYq5I49xHBtEqNx1Dg39QZl2t9qMdTNW5VoLMZaCCSojSKTJKtZJwBAUfbYstjJIvo2wkfD2pCb2tcdRgiWA44I4wV5rkPaPr+rzLIKPNuz2sihzaoq46iaOllC0iRSbEaQt7m4eIX6jp6j1ANccDm+BjabrusTx1wVOPjYYIkIrKLlgbX4GHx+nI3/HA4yWPz+OCpccAcg34GAKqK1gAOOcPARZAeetjhgZT6i4t0x1eObggdPjgJCgg3v0vbBFk5VlPvfHAmZSV8iDyMEjVd68gAEE4qJSPusVHAt1GCIdlgy8fP8MASTwgLxv448sGhB5u3TrfBEhLlFHPT8cEHlccXt6YDFIXta9j/AE4Lt5vfjjASIjZdxtb0wUkr4Ryt7/PEeOxAN7388GRiQAB1GAJHuNgDawwRnMcZUAkHkkHA4i1jwCbWwQhdpBB8Q/TiC4ALUtlAJKCwPyGPJ9L6+y3SmRZ7Fq3SmqIVOoa5FjoNJZnmIqIZamcRygU1PJvV1iYsRcKGj3W7yPd6bBmdBUZY9SahVijh7yRibBFANyb9PdPX0xUZfr/QZq6fTo1tkJzWWH2iOh+sofaHi2mTvBHu3Fe7Be9rbRfpzjf9v2Znrxyn0eawZn9H7J63LNVZZ2PZnSd3ERA1N2U5qlXG4mUxsIVoe+Ta0JO7aAv2ZuN6FrTU2t9D5zRQ62oIe0XKMxhQ0sFZSaCzw1W1+8CpLStRl5IwyF7OllOw3AcbtJJ2u9k7V1BmK9p+kjSTJU00c4zqm7t5gYCYw2+xYBlO3rYj1xdP2gaCWtzPKW1vkArsngkqcxpjmUPe0cKAF5Jk3XjVbi7MABcXxat1PL1lKL7VXP0h4hLm2m89gi1dqzQlHntM0UFPDNWdj2ey5obKyAyKadpCPC3IjVQGHQMLu09qagyKSqzTLMur9NZLOIFEGm+yfO6aukRZHBSSnamaSxAsJRENotY8jHrmU9qfZjU0+TU1N2jaXmmzPZBRRpnFOzVUnCbIgHu7byFstzc2648czH6UWfUGss6hj7NsnelyaVsvmrZ9fZPTx2E7KhIMrNHIwVyI3CnwG9jwLE2mpiYvTRzjyaHP8/7KP1Iszp49Pa/9lInqBUyaJz0Zka4qw9rYGkEwkv1kK7dvHucYkDtSz6gyyLOMszTUddlK1EiyrmnZfqA5jt3AKiRRQI9lBA3tE1+STwcYT/2sNcakyY5EvYdSjOs4pJnp6Gn15lFQ0lKTIhmjZJCJdoRmKLdiFaw4OJUH0yNQzN7Q3Y9lcWXLURUz1z9pGQd1uYnftInNyqgsAbEjyHNpPy45z6N0/Nq5R5y0q9r+eVOY1ueUjZzS5UIIYahT2Y6jfMA13AaKAwh+C4N2iZTY+Stadkerez6m0zVapznL9f57UV1OtBWz5joDOjPJEBErxR0nsYdYWMgYqqbWJc3IjO3K/wDtIdpVDnvsU3YbRtn01B7Tm+Tfl3lMdTk0cUlQ26bdJ4g0Hcy7lFgJRuK2vjX9l30g8n1pp5anWkWntHVU9YlDl1M+rsuzD29gkTN3bQSEb1aVUKdQSOoYE6qmJqjw8mMOJimb9tXnLOV+osoTKHGmhqmsyD2CejXKNT9m+e1wQLPTkgUxpkqpI9ssarcMlo2IJ2SEU9a2ixpSv1BkfZdklJUws4eSXsbzxZd8aQgskHs6zDmZCrcghZCCRFIV9mru1Dszo9UTJWdommIGymlnhzASZvTqaSTvok2S3f7Nt3hs1jfjrgknab2b5hA9DQdoOmqmpziKRsuhhzand6wbTHeFQ95PGjr4b+JGHUHGo308vVmd1fOf+LCZVrDTOY5bRa01VN2gZsmXT95S0J0BndPHTyJ7Ou5KX2TvZSpmBjdg1wZSpPcuU9L05mtPnmbSZxR01ZFBWZZTTRisopqSdVMs5AeGZUkjb1V1DC3IGKuHtc7KEydKl+07SaxUclPT1MhzqmCwysGKxud9lYiOSwPJ2N6HFtlWeZLmutM0pMrzmjrJqTLKFqiKnqEkaISNM8ZcKSV3L4lv1BuOMThX+8YN84fP/rKw1F/gDMP8w/8AJiybqvz/AKMVuov8AZh/mH/kxZN1X5/0YzPy45z5Q3HzauVPnKPTfsur/fp/MGOV/wCxk/hEP+1XHab9l1f75P5oxyv/AGMn8Ih/2q4R148CepPikn31+RxEy39crv4U381cSz74+RxEy4ESVtx1qT/NXGaerP7xaq69P7wTcLCwsYcrO0RPslOAOsaXvx5YfI4U2Juo6WwGgkY0sNhz3aXB+Qw+SQvdgLi9hgyHK3IA4vxgdivAYC/xw+QFiBci3OBMygC1ww9cUMkYjhDY/PAJQxJF77STwOowUFb3vzze+Aym7XJ46E/2+7AaDS3+C/8AtpP5xxWZ32baa1FmsGbZyKyqalqlrIYGqD3KSCKSL3BwQVle4NwTbFnpcAZWQOnfS/zji3xGmVybsy0dkFZ9YZXlaxVArHrRITuYO0bx7QTyFCyNZRYC+FUdmGiKhJFbI4EMpVjJEojcMDfcrKAVYkckG5xqsLAee0vYZoWigjpqdK9YYqdKZENRuUKsBhUkEcsEJFzfqfLjGzyfKYsmpGpYZXkDSvLufr4jcD5AWH3Yn4WAzeVsy641DaNm/uWg6W/671ONB3j/AOQf8V/rxQZT/jvqH+C5f/42NHgB94/+Qf8AFf68LvH/AMg/4r/XgmFgB94/+Qf8V/rxT0tPBmE2fUdZRNLDLWqroSOR7NB8cXmMtmcskNLn8kWfQZMy5hD/AHZMUCJ9hBwd/h56c+uAs8v0/k+VzS1FBlLRSTsjSMHuSV3bercAbm46cnFl3j/5B/xX+vGLbVNKalKKLtM04Zoog9SjVEPebFfa7hQ3h8R236A2HXBcv1bR0U8kGea807JGRIkLirhjYuGVbW3dVYkH4lcBr+8f/IP+K/14XeP/AJB/xX+vGaoNR0FHQRZnmeuckmy2ZRDFVmoiRJJiQAA+7aeTaw5uRgS5hX1gyyTK9d5PJHVVIhDARye1FVZ2ijs3L7FLG1yArG3oGq7x/wDIP+K/14XeP/kH/Ff68Y+XPnqr0lF2g5AZgXZSssZa0bAOCobop4b0vzbE6mztZmqcqXWmSy5pPKUo4keMvGQu7YU3XYhQT8gTgNF3j/5B/wAV/rwu8f8AyD/iv9eMnBn8GVtXU+b6/wAkasM0YWKWojjEBBUPGVLXFywAvyNy+uG0+fPFmstDVdoOQSTCoSI0wkjWWMgkmPbuvuIB688X8sBru8f/ACD/AIr/AF48R7WGJ11LdGW+W0w5t+3m9Dj1HM6urNdHU5fqjLqenMO8wzFWDra4cG/TkG/THmHauW/LuQCx/vbTc/6c2BwY5xdRx1HOB7VvwMGZWYD05tz54Z4lB3Lz0wSAWRQL3vbnnHOAnPmLH547ILjcWt0PTDTa3kSecFNbgeBremGqwPUgn44c4BF93wAGBhSCSCAMQPF95NrA+eCWsBYeVsMVgRxyR8MORha62t1xQRQRx53w89QRz8MMBu11w9QxXrghymx5PlhwsBxzYnphvHUi/wDRh6c9Da+CK8x581TmJNTTezyJH7CioRJG1jvLseDc2tYcYCYdWR1Mrx1dNJH3arEhQDx2JLE+lza3wHxwbOMuqcySFaOq7h4X3BwzAi/mLEXtboePXAo8qzqOgpKZc02ywgiV9ztvu6nqxJ6KR1v4uMA1BrRBzPRSmyi23b5vuP3fZ/pweih1YsPd1VXTmRl98IPCSrX487Hbb1scVsels93vJJmyXESoo76aw8QJFy1/K9+pJsSRxibHpuuMEkU2YG0tZ37sruWMewrYMTuUm/5pFuQOMBMlOqGqUiheCOMou+QgEA3cEgeZA2G3Trh+7VI7tQaUgEBiDyRtPI+O62ASZJnJq2nps3MaNBHGL7mIKnxcE7efW1+T6DAzprMjSzqlefaZSVBM8wQoSCb2a4PHUdOgsMFWySZ5JTuAkSyqwVTwCw28n068Y7RHUgqS9WacxGUjYo57sjg39b8fpxSRaZz2LuY482eVnMjTSvPKNrsGF1Abp7ot5WuLHEt9M5sZ6CcZrdqaBYXu8nXfu3Ag3aw4Aa9/zr4A2Txa5VYIcwqqJUFGqySbbye0CNQWvwLb9x6dPTph0idoUU9oqrLaim7nguhWTveRzbix8J+8+mFX5HnlU0UMOYFkSj7mSZpnQvJYXJCEDxW5IsR5WwybSedVETRvnRIM8cpczS3IAHNg1r8Wtbb5kX5wVKhp9fxtJDNW0MkHclYnWPbL3htyfzbDnyvwMdrl7Qjmz/Vz5cMuDxW7zxSbV2b/AONdxz02g834a2nc5ngy6kGaiNaeMrOUmmBZSeArbrnw8bmJPne/OHjSuaXrGXMSxmoxTxu1RNuuNvJO7w9LXSxPU3OAmSjWZnzV6ZqIROkYy9WHMb9GLHzuLEfHj44iVMfaW91o6jLYma3vjfssrdOObnaTfp5YLQ6f1DTTSSnPiFdmPd+J1ZiUsx3kkGyuLLZfEDa98Ml0vqB6ozDPysReRu6Ekqg3QAHwsLEe7YWW3iA3c4AVMvautYkktRk/cbQDGARY7YwTe1+S0pt+4UfnGza6h7WKt70ea0NPsCqGQAX+0hJdgQeSvfCw4Fl9eFnmhszzqbLZJa6mJolp2+1TvLOhfcybwxDeIeLhuOuJlRovNquOHfqCogbv7yiKpnAaDczMg8VwxOzxeW0gWBIwFhpWbWwoqin1NTw+0xgx00qEBZdqL439CzFrAC1l8umCVEOuZcqZKeopVrnWQeEAKh2SBCCQfzjGT6c9cPybIs2pJJRXZqJ4JY5Ua0sm8s2wK3J8J4f3bdRa3OK7ONAz5jVK8NTTqqpCgaRC7ybRbdIxuXKX3Rkk7XscBeSfli2bMIlo0y4PFtJN5Cu8d5fjjwdPj+OBLJrta1kMdC1N34O/d4+63OTxbrbYB8b36cnyTLc3o62aevrknSRAgAZiR4iQbE26Ef8Api/HQj1FjiiFFFqCOl3d7G8t1PQDaL+IDix4viPl51n9aBq+eiFCHJZUXxlTusL/AAG3F2jAiwO0Ac4MBbgeY6/DBlIja6/ZgBeLHBQ4/ONyDgEey1gtr8EemDIQRcKPXAHjIUBY1OCI53D44jC/PXgcnB4iBe4sQOp88AYuADsFucEuHTngjkD4YGG3jx/cRh4cEhj5i3riDKZhV5lonNWzOlpXlyiqe9QY1u1MxNyW9Uvc/Ak42enM7oszy+IwVEbki4KsCDz5HASC19yBksQwPIOMzX6AMcr1emM2myuWUlmgADwN5+4fd6m9sa2rxaWbWm8N3L/hSn/zE386PElvcb5HGBTUWt8nqYjm+mBmYiRohNQTC7AlLsVbm/hPAxKk7UKCEMlVpjUcTG/H1eW/SDizN4j94lMWmqZ/dIa2h/YNL/mk/m4EP8Nt/BF/nnGQpe1XJYqWGN8j1BeNFVrZc3UC3rho7UMn+s2qhkeflDAI/wDBzXvuJ9fjixMXqYqibU84bDPv8B5j/BJv5hxPx5/mnahk9ZllXSQ5HqDfPBJGl8uYC5UgefxxMHarkx6ZDqH/APxzf14kz8ER3z6LEf7sz3R5y1UP+Ean/Nxfythw/Ycf71P6MY2PtPylauaY5DqHa6oo/vc3VS1/P446O0/KPZkj+otQXCqP8HN5ffizOv28koiYpm//ANvNr3/wnF/mJP5yYU/7Hrfk38wYxzdp+UGtSf6i1BtWJ0P97mvcsvx+GOS9qGUNFUxjItQ3luF/vc37UD1wvu/eKTE2q5+jaL+xYP8As/6MBh/w3V/wSn/nzYyY7UcoWCNDkWobptv/AHuby+/A4u03KRmVRV/UWoCkkEKC2XNe6tIT5/uhixOlX7xgmJvR3fiWr1H/AIAzD/MP/JiyPUfP+jHnuddpuVVeU1dJDkOoDJNEyKPq5rXI+eJh7Wcj6/UWoeDz/e5v68SZjYiO+fRqIn3sz3R5y11P+yqr98v80YbX/sZP4RD/ALVcY6LtUyZJppDkWodsjKVtlzeQA9cDq+1bJ5qcJDp/UTsssb2GXN0Eik+foMIn4onkTHwTHNvj7w+RxHovfqv8+f5q4yTdpnfAtl+jtQzMBZQ1GUBPpcnjEam1trGdyqaAqod5LMXqYxb8fuxmJtEtzF6ol6BgNXV01DTS1lXMsUMCGSR2PCqBcnGCbMu1GpgYyZfldGXBCuahmKH1sBz+OBLpKvzOoFXq3OZMw7tg6UsamOnVx5lerfeeuI1docvlRsup2sRuiRrW56Yfwq2Xg28xhEjaEUAdB0w1rHgNiIYb3JwJxfxKeR1wViVNgeDz6+WAysu3bzwbE4oa4IsQSeo4xHZgiAbiA5t0wVj4ff8AIYASUN7cAdcIGk0v/gs/56T+ccW+MFkXaHp6ho5KWek1Czx1EqkxabzGVfePRkgKn7jix/VO0x/yPU3/AHWzT/d8RprMLGT/AFTtMf8AI9Tf91s0/wB3wv1TtMf8j1N/3WzT/d8BrMLGT/VO0x/yPU3/AHWzT/d8L9U7TH/I9Tf91s0/3fAScp/x31D/AAXL/wDxsaPHmmV9pGm01ln0xpNR7ZKahAtpnMi3HfXuBBcdfMc+XTF/+qdpj/kepv8Autmn+74Cbn2WaqrqtRk+d09HSMsfeXjJlVlYk7T0sQbEEeQxZZTT5jTUYjzSsSpqNzEyIm0bb+Hj5Wv8b+WKD9U7TH/I9Tf91s0/3fC/VO0x/wAj1N/3WzT/AHfAazGTzWgGZQ5zStQSVi/W1M7RRzGJiqw05J3Ag8W8sL9U7TH/ACPU3/dbNP8Ad8Z+fW+nc2TOqEPq2kE9fExkp9NZosm0QQ3W6wXW9iPI2Nx5YCbT6WyyniWmptBVEVPaaqKrmDqyzsyIw4a5LKoIPkFI/OwHL9L5fl1ZSVMPZ7V+0pHURLUPXswhQhhaxb864AsOAR0AxBqc70/JVS1lFmmsKKV46eMPFpLMiz90HAErGnLSDx3AJFiOpucKuzfTFXVPWQ5pruCSaZJZtuQZyVZV6Kq91tT/AEQL+YOKLyCjqaaBYaLREqCFJGXvqtnO6V4lkAJYmxUyH/Q8r8kiydIIv7l0hIsmVS95QrLWuwkdrKxvc8BT+dfzsMZTL6nTuW1PtVPqDXzn20VW2bIM5lXuwhURWaMi3iJvbra44Fg1K6Wly+Wkpc/7QaOd6J6ZamDIc4V1mffun291tLWkI5HHBHIUiDV/UGWGVk/IWpeSjSSWIPWsUkLMt15axvbgEWsLdDbEalyCSOtoa8aNq6RcomklpIqev2h96AHvFuQ/LNwTYEHFPV5pk9bkYy19Qa6hqxG0QrI9O5vvCluTYQgFiAOfI9LYLDnOTw1WYVf5Sa9c1phaNG01mZSnMYNtg9n87i4PBtze5wF0+T09SZ5ZtAVQed5Jpf7uN3cgNa4bobEEdPK1jgme6dy/PIzXV2hnqayNxVxM1QBJHMYtu5CbqGUEj0uL4q8i1JpzJKmSq9v1pVtK7XWfTmbuojJJCANCQCCfe6+XTgX/AOqdpj/kepv+62af7vgAVFO9XmBNZoJ5Y9pp0mFQBaJbhRa44N+nFr89MYHtZuuupNotbLab+fNj0X9U7TH/ACPU3/dbNP8Ad8eU6/1DQag1nPVZdFXokdBTI3tmXVFI1983RZkQkfEC2BLPuegYcX4w1tpHB5uTh9wB4rEji2BOR5DoSMEg1gSOegAwtvIbz88I2PFx8MNfcW4XpzcHBTGDkW6AG+GFgo8f3HD355b8MMkYpYBBb5YgKSpICjgnHVA8QCkEY5woLX6nzw5eQeLD4Yodcg9BgiBrC3F/LAwOOo+WHKSOmCCk89BjqcC/rhli3JJ8sODXFrH5YIg/XAepzGjWgq42y5I5DLLHthlDAn7NvzrWN/QkYrTrCSntK+W3gIYSOJLGMgrtNj5HvI/kCT5c2Ob1ma0TU5yvLFq+8k2Sky7BGtuvx5xBbUmapWTZeuUxvURRtJ3SS3YrdArW8lYlwL/tMBPy3UIzCkes9lKwrD3yOsgcPa9wLeXA5874rqbtBpT3oeGAFNnIq0KEM1gQ1rH4Ee83hHOO5fqfOq7M56elyOOWigLJ7Uk/G8ISV225s1lPPU/A4t/bs2VoEfLVbvCe8KsbILcf1HAVw1sz5hU0VNl6T9xCJbJONxPiLBh+YQFvY8m4xZ0mqKOekq650Hd0koiYQyCU36cgdGueV6jEZc4z0Et9S8bb9Tydo4/G4+7DXrdQ5fSu1Jp6KWYhnEcUlhK+4WsT7vBPX0wUafWUEEcdQKJzTzOscTs4RnJNrBT1b0H5xIAxxte0tNUQRT0TBKlg0TCVTuXbc2/dA8WvzY+mFHnOq1p6af8AJqMySyhJI/aLd0tyN17c8WOJGU5pqb2dZM0yyFZGWPcIrmzWO7+TjATs31JT5IsRnS5kA8LyrH1NiLk8nngeZsPPHM11VDlWaDLu4jY+zNUEtMqGwvwAfL1boLi/XEemzrPTKFnyYpGSCSLm3iIJH3WOOPnmqGkoxS5ELSuGm39UQ7uPS4G3n54EI9R2lUkDwBaWJ1dY2LCqXau5NwJboo58JPvdRi2yzV9LmGZLliLAsjyzRWSpV2BjtxYediNw6rcXwyHNdSTRyn6qihZYgYy5azOUva3WwbjHctzfVVUjtVZBDSssuwBpy25bA7uBxzuFvhgoK9oVEM2GUNSM7mQoHjmVlNh7v+cvyY+oWzHg4NS69pqmtOX0tAslRaWyCoXxMpICr+2It47e4SoPUYGc81XE0tPHppIo4jGsUiyFg9wS3hFrWI/TiEdSdo1MKp30lBWsGdIFjlMYvvIUsTfw7Rfpe+AvMn1tTZtXVVJAkYaiheWW0ocrt2izAe6bluDzYA+eASdoJhgpK2oypY6epO0M0wHUIUa54W4ZhY8ltqjk4iVWq9bS1dXQZZpNLQAKk0jkKH7qJyDx4r94wG3zja9rjD6XV2uXih7/AENKH3NFN9qButGtnXrwXJFjzYHAXNVrGamLzNleyiiRpHqZ6lIgllduQb2Hg634vfyxXwdqWXTwrUx0SyhppKcBKhCXZLX7v9vz1t0UMx4GOxao1PJFWwLpUmej9mAYFgkpkcBiL82RSzMOtgLcnDW1Tr18zCRaStRGKSzO3IYvThN1jxZXnJAvfaOfUNBXamTL9PnO6mnCSRyRRy04kDlWaVU23HxPB+/FZUdo9PQZvR0GZUsFKJg7VF6pXeAKGLMy8bUAVjvPFgcQ49Va3+sYJhoh46Rlm9oBILlwV7rkHzBa/X58YtMv1DqqupmatyB8tkSrEdiBNuh3gbgLjnbuJ9B69MA7LO0vKJpKxK/u6JKVjF9rMqyNIHYBNhN7naQOfEQbdME072j5bqashp6SKJYpZmp0Y1KnvCE33Qfn+Ei4Hum4PTEqlzfUNRO1L9TbAouJ5fCjjixsCbE3bjnD8uzzUk+aJTy5CsNNuYPK0huBc2sPWwH44qNZHYLsAvYg39TgoYNwb/diNGw2hubdMGW63dvW1vlgg6SqgKcnBALmwH/pgHv34sLg4IpO7aAQCL3J8sBJiO24vxa39vxw9eDf9rYYCpsnA5v/AMP6MF5AH439cQSFJ8r9CB9+ChjYgHxpYDHhmQ5H2/5ZlRgqs79qeHM5pUieojd5KX2RyiGWRWPNSVHPIUcccYz0WmfpSxVzZyM9eSqeNAYHzBe4UFIkcrGAI99hKRddu6xABLXLZ9MKwVvGLm/l62x0NZw1rnqPxx4VUU30m48nqe6rKCprpDB3VpIY0hIE5kv4CWViKcEXB5axGIWZaG7eQ+kpsqz6uaqy2FDWu+eTLC0q14kYzRhrThqcNHZgbbh0tfAs+hVLqCC1rgjBtxtvAtY25x86Zblf0sK6no4dS5jlSNGaOV2pZ1QuyVkDuHKhSbxrOCosjKQpBub2mVZX9JSmr8uqKqvppt8lGmYF6pHVkSRRKyptCqGjMhsgU7tlybG4e8AHaq9D1v8APD0cOCQeef5ceBV+n/pJ5hozK6WozijlzahrYa6WWCtallnMdIG7l+6UI0Jqbqynqtrg4oqjRX0o8p0rQaVyLUr1U1Arn62rczLzVMq1zyRNIxHeEGHYGUsQVJW2CvpwkEkA+fljhZuhHAF8fN8lF9J3Tb5nmIzfvcqMslSsVTKtXUqjSMW27UPiCbbKi7AeigcY0EjfSHzbTuhq3JK+KknqshDagFXHEkqVrpGVbYU4ILSFgLAbQLYI9wsVIsBzcnHL7ug8/wCjHyvD2dfSroJ56yl1lWTTPs7tJ84eSK3cSRuu1ibXYq1+oNiLEY1WSab+klJpHU+S6gz+Mzy5a0GTSwVQSeCdZztPfAbiTGQCzE8qPU3D30liQAQPuxwsCp8diwH3Y+ctDZF9LXIdQZZlua5vQVunDmDVFXNW1Ynq1haZy0YcgllEe2wuCCQAdo24tK/s77bKZs6zDKte5iTnWZVR9jeukZaWkVaswd0zs3dF2kpgwiCWWMedzgtnuxCqGVeSeb4VyUKkjnHglZSfSpoqClgymuy2rqo6ko09TLF3ZpwkCAuuzczE+0OCGFjtvccYPp1O3nNINSZBneedzWw6ecUlQKdY09vnVRFaVUClo+5kYlbj+6B5rYEs9wdo+EIHT+nDLqFuEFjcEY8AyvTX0hYoKTJUqainoYDSys9XnvtdQzpW0sjgylRJYxJUqVLMCrBfPFXmuS/S8zVaeilzqkpqWUIag09TFFKpVXJAdFDC77OhHhFje5uLPpAud21fDbpbzwwuGiDhuT1+FseQdnsH0hKbPctn17UUM2WgyJWJG8W79aNnG1OfGo44949bWx607hbgC4IwSXAUsQPS/XzxxpVCGwsWPP44QbxAAm1rnnAmksbEHYcA5twVvKxFsCNnsAb3wrsvHqPM4YHKg2I4PH9OA6zBQAvNgTxgJLeZPJ5OHGRnPmbcWwJ5QI7c9PTFDGIvb7v0nApC4W1uNuHyOq8gE3t/TgTnjg9SCcBpdK3+quevfSfzji4xT6V5yr/tpf5xxcYjRYWFhYBYWFhYDOZT/jvqH+C5f/42NHjOZT/jvqH+C5f/AONjR4BYWFhYBYpqR6iOfPXpYhJKK5Nqk8H+5oMXOMhnkbTUeeQpnL5XvzSnBqE37gO5p7qNhDc9OCOuAtUzzM1jrGqdPVKNSoXTa4YT8CwW3mbkf6PxGI66izt5ogNKVSQtGGdmkW6sWA22+ALG/wAOMZHIsgE9POtH2q51mRp5alp552msqkxt3fgdANnkRzZyOmLfSsVNFLLncWtcyrqHMJPYqWOpMjBZAz8ruY9Sx5sOijyGAtE1PnbxzhdIVhlibai94oWTk3IJ6W4/HjEuqzjOIliSDT800j04ldg6hEf/ACfqT1/RjEz5bp1M1paiLXmbwVUkiw1F56p2qNjt4Lh7INzOALWG47bGxHJsooqTMKVk7UM6ijpYe+7lpqiYzXViZCS53Da3ukEDaOOBYNzDnOZGvWimyGoCOB9urAoptex/TgIz3PLRltLz3kU8CZeGvbn0FucUkVDSR6Yky5NZ5k8ubGMQ1bSVBdCoW4W770BA5s4PiPN+cUEGQVGYUNbluT9rObV2ZV8zvST1E0yJChkDSIojZb7QvhPUWt0LAhtqnUeeQMkaaRq3Z4mfcsqFUYKSFPncmw49b4NmWd51RSVS02nZqtYyFhZHA3krfkHoL8YyOplXVOoEgy3tAqstp2hjTuaM1KyOXO291dVA8a+IeIG3wtBzHTS1VXVQwdrWqMvMkK0scKSSN3c0chLyozkkltrCxJAB6cDAb/Mc4zWirkhp8gmq6Zku0sbgFW8hY9ceTdrRJ15Jxwctpr3/AH82N1W+y5TlNRlFVrSsFVHWe0tL9q0gAZZO6BL322tcbrWYiwHhxh+1g/8A46kP/wDbaY3/ANObAY59xJNuuBGwHiJufhgh8Q62w1/nzbjBICNh8LnDSwDF+uH89T54YxuwuD92CmkqW6AX569cDaIPbcdtvjgj+71NscXaeovbjrgHDeRY9MdQ2G3njHBYoBb9OOg9MAU2sbG4GOAKEGEOT88dJ9ecASxKjaOb+mEGPAPJ8/vxwDk/14cCOAF8sEQM4ObLHB9V3DGUd4Q6Dw+h3A3HysenOIuX02p0zOR62paanSmeOK7IFdyylWICg7rBrnpYiwHN5ea5RHmiwRTOBHFKXdGUsJAVIt1A6kHm/T44ifkuwpKmmSqhcVMqPaSmugVR+cu7xN+646KPzRgiQlBqF4RSnM2phGx2vFtZ3HAuS4byLHp1A69MMRdWqk0STRlyr2aQo1jtO2wAFgWt1vwDfAYNHvHSPTPmfe7pVkBkh3LwxO5l3WZ+h39Qyg/DBxpiZaE0X1qVV+8uqwARtuvbcl7Edbj865wVFzE6tpMtV4q2V6twqiO8PgY3CFjtsbmwa3U+7bFxmtFnE7E0VXO1542jAm7sQi3LeGxdQeSjEg3xWnRCvRVlK9VTN7WIAS1HdD3bhgHXd4wSLW4sth5YcdERyQSo+Zskzbe7njiCyRngFr35YqCu7yVrdOoBy+k1FT1kcclbJLPDZnhFcXKxlxcMjMQdwDkMRwDtBFsaDMHzsVYjhlpaeikKAys1pQxPRQeCfninOhpHiWL60jK+zCAwNTH2csGDAiIOABwBt6W46YtX0/uzuHOZKwloVttCWZza3jYHxKOoFuCT64CEE1r9tAlbHI6xi12iErHaPEnhstze+4ML9LDjEzKIdW06VktdWRzSFz3USEbFAKni/iG4FrgkgcWsMQpdCvUzd7Hm6wlmkN4afaRu43332723V7XNzwL4IdC3pVg9qoj9lsCmh8C8KAqLv8Mfh9y/kovxyB6KHWeWx06TTvXBIgrFmjJLkLfdZQSFYtYg+6OdxN8WeatqcySxZYkIjMYKOrKHDW6DdcdR1II8Y9DeuqNI5jmEkj1Wo5GSypHCYW7tAH3XK77F7cBrC1hYcY1UIKxIrPuIABPrgrK5TFraStnps1qXhQBnjlhKGM2a4HiBO43N+doAAULbmwrE1hJmEpopXWl3RgDdFyBa5W6kgcnde9xbbtNyb4HdwR0wVW5W1sBm6WDWsgkepqxC6qjIB3TK7i91ttuB0vcknyIx3LIdfPniy1phjy1FlYqJQ259v2ZA6jlm3Am3CbQLG+mAG7yuR1wUueGUmw8sBmBDrwwW9plEgiG4h6fk94CbXSwawPPTbxbdziXk8OsY6KuTOp3nmZQYzE6AW3tcJsCsDs2i5PXpbGgRwVK25JBucERjzdioH9GAyLUvaOaullNVAAjxyTxrIFjYdy4dUBubl2W24lQQptwbzaePXa5JUwySSHMDLGI5BJCCV829wqAT1Fr7eAd3ONONrC5FwCLkfPBOQLjk+WCMhu7QaistTB1p1mYE1EkQAF+oCqGI4G3npcNuxd0VNqimzaNJqqero7gNJI0IuLvztVVN/cv5egHN7kG54W5GHC6+It53xRLjseQbeVrYMCSW8yOvzxGVlYW28mw/TgwWxADefrggyOApTzFsHEh4Fzfkfy4jlgWBFifPjD0Ys5FrcC36MBITkDcbHnjBFcsfeJAHr/b0xGEq7utzbz/t8cGWQFRsPXrgDLchrDob4PGR68Wvx5c9MeaZdpmnh0xHktLrVIqbLkmirWil7piWF1ZyrK0RUm/N7358rFq6Ojy7Jkoq7tMqHq5a+KD2ipzA7pS0oZafbEyAE71W4AO0i91xCz0gOS5QLbjzwUbkO42sW6ffxjzDUGV1DZDDT6e1iTV0lHeeQZpJGndGBohOWEw2KhcSdTu2+bWYW+o9OUuoZIKwazqqSjjrrVEdNmUsCyyBdkcQeORTGe8Kmy2LHgg3wG8FwA3Uqb8/PDt20BkPXg24x5nlGUVWU5bWxV3aqslVPTwRpVtIhNOsbhHYB3YeI3U36MT52AsazTFd7CMpzbtCq1qKhZJBKZlhkk8D9EBC7UJDWsbhbPuHGA3oYi58sdBBkL8Cw4HW+MJHk1TT55UexapZMzlpKeG0hcsTHwX2FtkhKkk3BIv1F74kVuXU8OeVdc+tnjeRAfY5J1iigjiQEm8eyRiN24947ABug64DaxsHjABJ46YcLBiDbgeXzx53l+XV+RZPmGXZprfcswSSCoepneQRpSxKSheQvy0UkhCsT473JJYiodNCnjnzU62EsGe11PmCLM32dREKOCEQnefGGWDexsL7zwMB6KWJY8njk/E4cWVvCQAAetvhjzyn03kkFbUVyaiyxlzDZUIrujd2sscUS92b2CFoS6gADe3AG3m5aWLLq9MqTPaZqqVDTu5ce0B2RnVigvcjazAGwszWHGA1HeBl2EX69fTDV5uLg38sYeDTmdUGYUlZnHadmNQjNLDHBL3MEUzPFZRtCguRy4F+CDx6VEei6WkHdz9peaPWr3UW6XO6pNt4kEa92JgLvIjSX4Y3K3IuMB6ebp4r9On9vvwwvuRUJt53x5vmmnMykytKuj7STSdzHNTNX+0SSA96hjA3PKQCshRhySSgB5sQd9Ne19/Sz9odZNHV5fPQmAVYI3kgNP17wOu4XKsoXdYBRbAb8nzF+fMH7sDZlFyQSTYgDz4xiIqKSjqmq63tNNTTOntEMUk0cSRw7uZAykGQDcq3YlTfkEnEWr07U0Oa0tS3adW00kzyvBTTVYMU7uGWPwOdzKrOllVlBIHrgN+DtDbj5/ovfAzs2dR7ptjGbaQ0DU510ZyglR6k1UgVNyHaSyOLWC8ktwbkFWOIJ03HJFV1NX2i1kkBmE9S4zSWJYIGZXCBkkGwbRYNwSDcnrcN65CqBc3vzzhpbYCGvcDpjC5Np6dMspcyyzWlXV5VV08dRGZqueUPGVBQrI0m8KVKkm9za56m9np3L6Skq3ek1Ea6OWJ51hNa84CyzNIHG524O6wPSwsOBijSh7t4iRYeuGMVJ5PhPGOOWUAgjxYYWuwQeQ9PPAcbdYWY2wwtcsGW1hxjjkkkC/BGGykH3he/U4BveCxJXzt1+GI8rMCOALnDixUAgXF7/PAHdepUXHpgNbpP/BA/z0n844ucUukjfJwf+uk/nHF1iNFhYWFgFhYWFgM5lP8AjvqH+C5f/wCNjR4zmU/476h/guX/APjY0eApc+1dk2myq5pLIhcXWy8Hgn3jYD3T1OJOR57Ragp5qmhWVUhmMDCRdpuADceoIYEH44l1lFR5hTSUdfSQ1MEylJIpow6Op6gqeCPhgiRxxII40VFUWAUWAGAdjM1cFVUfW8VGKPvTm1OVNWm9BaGn5C3F29OetsabGVzSOCSmz41GXS1yJmUL9zE21iRBAQfuPOAgqvaUk0gjy/JooSzBdsQJCnvOeHF7juePUfHwzcwl1XLTZMcnpsrjV5GNbJOoIg4smxQwu24+vlbzvjKJnmRTUtGk2gtSj2DNfYIQ8bMUaWETNNcnmMEbLm4viHQ5rpXM8yo6Gn0DqJlaOeqiqCXMMZRuRuJ942JA+70wGszaTVqafkSTJcvq80mro41hSNSO5LjxkFx0AJJvcAEgEi2IVHVdpdPR0jZvl+nIKvekM6xMNgBT3ULMCeh8r8dCOcQqTMqKOWXKh2b50XWKGqfvnDRsN8lhvJszDliOviHoMT9TavOT1pfL9IZtXxwmnqaySnNhtcFQFQi0jAhLj43uLYA0LdqUk1qvK8mEKtCE8ILW3L3p9+w8JcW8v3XQ2M1Hqdcvy9aH6mizpQfapPZ/CkZPOxNwPkPPyxn44spzKjp81l0dnRlzlfaPZpJCtmbokgvZLgG9/Qj84gvlp8gzdqqnl0TmMopKaaMOzlS3h390p497ba/kbc3N8BPo6btCpYqd618kPcSorKacK1R47FgwcBGI6cHk9B0wOk/VKmWGDMqfIY6l03ue6DWbat7LvubneL/EenNRFnmR12XtlcfZzm6xSVsdEaeWLuw8iou1rnjZ5Fr28POIuYam0fl2UHNcz0XnKRZbPV0yrVqwAWOy77m4KNuspPW3rzgN9nK6hWtkmy6hyx6dYbiWo4ffY9fgP6ceV9rZtrmS/nltN/PmxcQ6ryNcxXIW7O9TrFHNHKs0kTNABIsZuGueAJOR5EMPLFP2uW/Ltx0/vbTfz5sBj/CxsOvXDCGBtxjvxvbjHAwt15OCGcKSBht3C8kCwNucdYnkEHrjhZbGx/RfBTCvIvc2GObQ3T9OOlfCGJvx+jDRtAuxFz8cQPBcL8T0Aw5R5+ptzhlrN1Nhh3U3HTzxQ8XNvLDlQXIv0w0MLgbjc9MK5BNwMAcGwHpjqkcEjj44bfcCAbHCHlxx8MEQJc3rO/zKnTKZ0WjSJop3sY6ncCSEsb+G1jcDqLYHPnWaR0qvFlAecVBiZDIQoTuy+6+30AHTqeuJGaVGZQiNctp0ldrhg63HTjm4tz584hT1er4KZzDl9LNMGO3ghWXm353HI5+Y+NiCU+pquaomg+rNqwFO9csw2gmxtdQCQeetrc3HTEivz808FPURUheOWFplLbr8DjhVPHr52IsDjsVXnDxTKaaIypCzreM2Lk2C23c9Ceo8umG08+qHZw1NSxpGLreIjdZrAcObXXm/l6YCIdYVyqoXKCzNfwAv5R7rElLCx6/AcXPGLoZrPLRQ1FHSpNPIvuMWVQ1geWtcDn0xWRVes5KxoTRZelN3QKzMH377XIKbrAE3HvH1+dvRPmTzOldHGidFeNCLm555J8rYCvpNVVU3fyS5TOgSTuo1WNmbz5a9vS/HFiOcNh1jOKqvgqsvKLBYUxVJCGIVi287eLWF7A9eL4kQflJBG3eSpUNeUjvEXcLFtnulQRbbxa/xwWqqdSx0pmpKanklMIIjZCB3tvXd0J/D1wV3J89rszqlgkolpwI0lJO+/I5XkAcE2v8AoxFOsswgrZIGydpI0NlEayFr/tSbW3dOOn7rE/2rUF+8jgiv37rt7rgx8bb+Lg9eR+Hliuyyu7SZZUSvyjJoIzGS0kckjkPY8bTt4vYdTgJLawzJIFmGUo5kTcLGQDhRcg7LlRc3uAbWsDzgtVrgr3kdHklbJJThO8LRsqAmRkt0ueFDcDowx2rrNXLmssNNSxGi7xWWUoGITuluANwv4w3XnnrbEaLMO0wzOZMmyhUWZlQd8/Me/hjwTu2WPBt4jfpYFWVdqmtoaypg+rRKsfdbCO83EMEuTZSOpIFj1HIHXEeh1tmL1MdDmGQTwSbS0pjDsNpQOpU7bdDZhe4awFxzgGeSdoz0sZyKanilNUwffTqbQ90NtgWP/vL35JN/IYdBm3aHHR5hWV2Q5fG6Qw+xxws8jGTpJuFwCObgAi1uSeuAuqDUFXVZh7G2WSqpsN1iDGNjNdwRbkqANpbrzbFVBrzOJMxzGkmyIdxTM3cSL3tpFEYYn3ObNcNbpdbbuTgQzPtSWWnqWyfLnV45UkplbbtbdEEYuWJPBlbiwsCLE2IK2edolLFVVMunqKQQJI8MaX3VB8RVff8As7WRb+LcXv4QpuF3lmoK/MKGoqo8sRaiF1SOJ2dQ1wDckrx1PQHy8+MLLdWVeYU9TJJlEsMkSSyxxtuuxS1lPh4J3DpfrxfFfX5zrtJWTLskpJLQR33q3glZRdr7xvVSSCosSOQeLGLDnXaqWiMunMs2yly6KCDEO5Yp4u88R7xVBFluJBa20khZRa4zSGdoK/T/AHTxrK77GkYMqIWup2WPKkc26ra98XeV53mNZOe8okWn3vHuVm3Ky8gWKj4gnpe1r4zFJmParT5bsqcsoKutDEXZNl1MhG7hwDZCGC8HwhS123LfGbVL5mxRAlP7UUQEI0fcbffboxO7yDD+XAU8/aTm9PSVlSmmGklpaWSojRGl/uhhFIwjQ9313Iq8ge9xfzuKbWeZVOdU2Vpk5WKWrkgklbvOEUE3F1AvcC/NuRYnyd3mtHqacLNQrGEfvSKZipbYpXjvLjxbh19Pvkiq1a+oDH7PQxZShWzgO80nhNweQq8+Yv0+OA0yEXXjyvgzSEKLX9bjEUWNh5+t8Fja6bgRe/TFhElLeE7QbC2DBze6gdBfEZHsoFrE+mCK2w8HcfMW+7BEgBdtxa/l9+CmwO21uLYjoxAO4cAfy4ehZub9BfAeYw5R2V0OTJA+rKugSpqrpUTPHHLJJvkmCqzR82aW9h1CKDcbg1zqnTmh9UQwaXzHPqyBKaRJJIKfYjzmGWMgsxjLALIsdyhXqATYgY0tRprTtdFBBXZNSTLTFmhDxghCws1vS44Pw4wQadyD2x8wOV05ndgTIFsxu24i48tw3EdLgHrgMwMt0RVZNmWVVOp6+qpKyjOVyq4jD7Ztis6lYgxJLpc8qpPAGI7w9nWeZNmXc66qTTS1D1VdV00kJ2qsLKyH7IoiiMnyD+e6/ONu2RZQ0JppKCN4mKMQxJO5SCpBvcEFVPzAOOUumNO0VFPl1Hk1LBS1KlZYY4wFYAWtb0tgXYzJ6TQ3s702T6xzBIKaCVu/2U7RxxwBC0m94Sp2xsq3NwQSSCw3AsGkdE0EmZN+UmayNmqCmQS7JGo1k72NREDET1kexffyBe44xsodOZJDEYYsrp1V1ljZdlwyyABwR57govfrbCj07kLdcsjuGR7m9w6vuDg3vuDeK/W/PXEFDmtLofUWc09fLnTb4J4p2ijCbJJC5VA5KFjyrLtuAeb+VqrUNF2ZZ7T0+eZhqGqohmrQ5pTSxHu5NwhDIy3Qk2WNXKm48PIsSDrqLRmlcvdnoMgpKdpGVrxJsuVcuvA6Wdi1ulzfrgh0pppkpo5MnpmSjjEMCMtxEqoUAUeXhJHyOKK14tFw5vHpipzWSfMpcvjohAy7n7pEsJDZLKSH5bgXIFvLGbpX7M6vT2S0D64rI8qro6Y5dT1Jij76N6dSsYJiDNuEqueb7jYEL4cegx5Dk9PmkucU+XxJmFQoWSoUWd1sosT6eBOPPaPQYh/kfpNocugOn6IplKLHRr3QtTKoVVVB5ABFFv3I9MQY7K8s7PoaipXLNV5rTGqzOtleLwG1RFWPFOFvESqb07u19u1QQAxZzMLdnmcVtPrmPVstVDQVMyQCBkkhhmemYSL4Iy5JSUP4mJBtawup1cGn8ipi7U+U08ZZ5pDtQC7SyGWQ/NpHZz6licBg0jpWnpo6CHI6KGmSTv1iSIBQ+wJf7kCr+9AHQYDL52+hklyWKTN66gfOZu8g7uBR3xMTuveb4zYfYyNbg7r34YgjrNKaBz3Lg1VqKuqaRIykLqEHcl43idlYRAlm3XN77SvG0XB2OY6cyHNqyCvzDK4KmekKmF5ASY2AcBh6ECRwD1AZvU4bHpzI44WpY8viSJgo2qTbwm4tz6k/O/OKMxl8WiU0/wDVlHrOpeOKYVZq5DG0wZzIeQ0ewhgso5ToCRYgEC0zobRdbu1DpnUlZWpK5VpUmikjcoWCqD3fGze4G0i+7xbrC2jg0VpKnqBVQZFRpJG6OCsQHKoyKbfuVd1HoGYDqcWNBl9FlcBo8upo6eK5bu0FgCTcnAZ6q7OMpzCOghzPMswqUy945VV+5AeZH3LI22Mc9RtFk5vt3AMLSHTWV0tDR0UYkkFDFHBDI7BnCou1Tcjg834sLjpi0ZiObc+eGuyDm5FzfEGJpeynJo8zizWqz3OaydKiKokMzwASd0pVEZUiUbRuboASTyTYWsYtIGnpq2jTN6iKCoEa0xSOAvThbHw7oyG8Qv4w3wsLDGiZhe3X1v8AHDGe/BA2rfi+KM3k+gMnyTKKbIIqysqKKipI6KlSoMTGGJUVCAQgJ3Bbm9+SbWFgG5JpA5Jqevz6DMXkgrA+2mMaARszBmIYAG3FrEkWta1iTpWPNrAWsMDIBNlYAjzGAc0vNiOg9cNJCBiRYk+ZwwFSd9uehw1yshDWI87XwCdioC3IGBFiRYAkjyx0uXsQbXPIwIs62Jbki/xtijkjBFBUcjr64A92sSeDxzh7jgkG5AuR9/8AwwJ2uAPQXxCGw0j/AIGHN/tpP5xxdYpNIc5MvFvtZP5xxPzehnzPLaigpsxqKCSdNi1NOVEsX7pNwIv6XBHqDiNJmFjNjT+oxllVlp1TNIZaV6eGodQJkYoVEhZbeIEg3FuRxbpgNHprVFF7XJHqyZnqGHdJIDKlOt7nb3hYsfK5PxsOmA1WFjO5JkuqaEU4zTVb1ojmkklBp4x3qMGsl9txYkG4PlbgcY0WAzmU/wCO+of4Ll//AI2NHjK0M9RFrjUAhonnBpKC5V1Fv171Ixe+2V3/ADRN/rY//NgJuFiF7ZXf80Tf62P/AM2F7ZXf80Tf62P/AM2Am4zlRVxUKZ9VTZiKFUr4z3xF7H2eCwtY3v06YtvbK7/mib/Wx/8AmxT0m+tqs5grMgM8f1hG+yRo2AZaeAg2J6ggHAUVLqYZhWNQU3aRTtNTRKs8S0yCQsQR3jAx+DxK59Dx04ubLaiv1BSJFlHaPBVTRVNt1PFHt+zPKGy3JuGv5fDjm8gyTKaWpqKym0VTRT1YtPKiQhpRuLeI3ueSTz5nDqLKcvy2VZsv0dBTSKGVWiWFCAzbm6Hzbk/HADGT6pFFV0w1KRLJseCfuVLRvvu3BBBXaAACPNvhbrZTq5o6cflWFeNCszLSR/aHkBuVNrXBsOu23ncWntld/wA0Tf62P/zYXtld/wA0Tf62P/zYCrkybVftERi1ZJ3CoRIGp4t7sejX2WFutgObW464BDp/VxheGs1i7XAEbx06KUsynmw8RspBufzjxi79srv+aJv9bH/5sL2yu/5om/1sf/mwEKLLNQrFHHNqJ5CWlMrdzGDtZbIq2Ue6eb+f6MQG07q1t6jWT7Sx2h6WJwEt4QQVseeSevxxee2V3/NE3+tj/wDNhe2V3/NE3+tj/wDNgIE+X6pMdKkOoIwUP27+zoC/HkLEdflwAPjjyftdAOu3B5P1bTfz5sez+2V3/NE3+tj/APNjxPtVmll11IZ6Z4SMuprKzKb+Ob0OAyZFh4eeecMPPDHpx0w8m3HHPPXDGUbrg9PLAN63Fh88Dbno3xth+4crcC2GnryARfyGAY1wOov0thjISbKCbehw5iRySQCOL/DCXxEkWtiAhawC/dhDgWB69cNC2sSb4cASLH/1xQ619vPQWvh7DcCRhi2UWHzw8Hgc28jbAOVv2q82w+91K7R14wxWuTtIuMOF783vgiBm9NmVTHB9XNGpWQM++Z4/Db9yDu+R45v5YFm2XZhmC0ccUVKe6Vg7vUujIxAA2gIQ1/EDe3Bt5nEvMaAV4QNMUCk2sAeCLdDxf4/P1xBXStLJGqNKxfdv3WA5uvQDpbbx6XOALS5LURxqVqmiA9nYxRVUndoY3JZV6DaVsLWAPmMSnocwny2GIVapUo5+0DGxRrg9ByQrXA6blGITaXj2vHBmEsQbdbaovZlZSD623cX6W88NfSwgoRDlsiGVV2IkjbIyvAsbBugFxx1wRKyylz6jeOGesSRe+s4R94jjFz1YBrmwFuQAeOgwpsrzyet76kzONKdpQzLvPFtxPG3k3K8XHT8Xx6agTNZM0SocPI0byADqUUAWPUXtz6jjEaTRNBUUsdOlVUU/dztMTTuYyb7uCQfLcbfG1wRxgJZy3ULZGlJHXxLVKGDj2iTax3Cy97bvBxfkWIvx0xFbJ9WtK0i5pDNEUcEGrmQuSo8V1XwX+Hu2uOScS6rTKVNc9b7dKu87u7AuvIsbjoeDcXHWx56YMdNQNSxUvtk5jictZzuLA2uD+HF72BIHlYpR5RnNStOtXmTMgis7w1TqQbcBQFG6/B3E7uvrg2Z5XmdXI01DX2m7pI2Q1MkS9TdvAODfkG3kR0JwOXTEMz04FZKtNTQiFKdQNvCFQfwP6BgD6GpJ8xTMpcxqgU8JjRyiOP3YBsx9SR+GAnx5XmtRQT0lRWPFI9SZA8VXIzbOoG4gFeb+EcAcXxDqMl1ZHU7abOoe4LRrF3lXKJNijnyIJFj67t3i6DDanQlNUh1OZTRNJtDPEoVyqm6qG8h5n5m1hYCbVaNpKmSCT2uWNIJe9VVUXPiJK3/a89MAamodU+yexvVQQoIyVdal5XLFvcLOlyLD3r7vEeBYHAaDItSwZkMwqauIlMulplX26Zw0jtEQbFfBt7thvF2bdc2tg0GnqiOWrp2kiWlkiSOFgxaQ+Z3iwtbgCxPHpjlZo2HNJklr8yqW7pdkar4VA3huR5nw2v6MRgrtPlWq4HinSrhLxhLo9bK6TWR12nch2gFgbgEt1PQDD8py3Va5vX1mZ5nSvG9OYYYYpnfu5GIO7lRt8IQWH7W/Vjg1NpdIwI5sxmmivI4iIAAdtvI9ANo2jyuevFuUWjqWjkqZvapJXqGDi4ChGAABFh18PJ+J+WAhwaf1VToUWthHed6TGczn3bSB4N+zcxJt9ofEn5vUjB6rI9WvJHJRZmkWzYSprZSrsOl12cBTzYH7TgMQBYrJ9GiGGBs5ljlnieoYLGSUQSSI1gSB07tfIefGGp2fpDSwUsGdVbqK5quVqljMxDQSRbRuPH65uHkCo4txgJ9LlmtpanL6nMc3pSIKgd/FG7KHjAHiBVFuTZvA3h8d73UYFmGRarq83kmy7O4YqEyEPAamQkkg+IWFlsDbu+VN9xNwMHOlC6m2Zy7xL3yttJ283sBf16/f8LMotBwU1PLTw5tUp3jby8arG6myjwkcAWXnjqb8cWCcmUalpK9PY62H2MKEZ56qWWRk3EkbGBUNY+9cnixwfJsv1Pl1Wz1lWlTTySWMYnLBBY/aeJAR+aO7U7R1uecW9OpSBUd1JAI8I2jrxxc+WDq+0Cx+eAMhDAC/QYIjAKUXzP8Ab+XEdSRfpe9sEjPI/bXwRJQgLuPJPGHpIEawFrj9OAK5sN3Nhfj54IFuveCwJPI+7FQdDdbu9h0/44kKwA2qbkc/PEWMbl3FhwBh+4qLi3mB8RgMXnWne0eXP2zbJtSwExUMUVMs3eLTibdU940kKvtbiSmte5vF1XzjTZb23xdzEmr8kRWVEnmkoFLBl7q2xLgAuxmDbmYBdmwBucaTPNPZjnFX3kOpqygh7ru+4hRSrHkktfrc7PuVh+ebUmY9nldmiZbllbmFI9LSrCZp1pGV5O7mV+7Ud7ZUO0cWNjzu42lZbhaR0t2nZZnk9fqHWD1tJLFW7YWmuolkMHc2G0bVTZMAAeNw63OJFNkva/HllPD+WFN7Uq0ccxMUbKqiWD2hkZoyzMYlnClr8uCfK1xJo+WpgpYK3NWqIqWGWnZCr/aozRMC15DcgxW9CGPAxQN2W52YnhGvJnZ2dmlei3O4POx/tLMjEWcWBZQBdbXwLi02Wdu5WjFTq3JdqqqVe2iUyOGK948b8Ksi+MR7kZOm8HCy7JO2KiiMc2paRkaQbyxEzCI90HZC6cSgLLsB+z3MpZSLjBs07NMwzHN6fN49XVNLLDDDEe6hO4lDFdgd9gSqSr0Nu+braxuKDSFbSz5XK2bw7aB9zwxUrLFbaRthDSN3QJPPLXFx53AP0iNetmNS+raqnFPD3a0iUuwiS8SGRpSUBJEm8KV2gjqt8RanLNfQaZ+qsn1RTDUDSVEsc9btliCtIWjDJtDMqoQvBBBtcthmoez+pzeoSbKc9TLdocyxtStKk7tbcXtIt1YCxW/PHPFiFNB5/T1lJVNrGeskpaVaMhzLHvDle8l3d41n/XLWAAug/MuSJ2XZf2mplkZrdVUb5kKstIwoE7lqfvCQoS4KtssD42tbi/U80nlOusny/JqfP9RNVzxUtHFmDM0bJLMqN3xUlA3iYqb3vwOnOI+baMz7Nc4q80mzTLIfaMtgpLGkkn2TKXMhAMijuzuXwm5NhyLczqvRb1+WU2W1WdzVEcdVPUSmoDu0gdnKIPGAuzcoHUWXgDyA1XTa6lST2HOqalf27eu+lWYGmsl4+q2Nw9mvexBtfgScxotSs9TUUOdzLv8A1iALCqKNsYPJiZr3Eh5J970taDBpWshp6uN80ppfacw9sQPRnaqC3hYCQFpOP1y4Hu+E25qKLssq6fMK/NZtTLPJVBVip3pn9ngUCQMoTvdxVy6Ow3XLqzXG4BQscuoO02LPaKozDUeXzZUYLVdL7KvemULILrIoWy8wm23qH5AsDZ1dBncYaVdS1EAmkVQrJBtS7iwW8dySPCLk9fWxxnX7Pc6GdpmKalgWESTTmMUsiFS3d7du2YeKyMpc9UKqAOTi5TTE66gbO6vNBNH3ESiFY3U7122JbvCCgKEhStwXY7jfEFXU5X2ovnDPSaoonyfZbujTItUx7oAMJgCg+0uWHd9CLHywTN8v7RqmsmnyjUUdII1dYQ8EciHdLCfEnBa0aSgHcpvJ19I+YdnMeYRzO2czRzVNSks0uxiXjEveNEfGOGAjU/CNeD0xFg7Mq+mqJJBqnvYHijjWmqaRpIgVZTzaVSV8JYC4s7FrkXU0abNW1NV5Qi5LNDFWyxbXm3KAkgZbsAVcWID2uDYkXBxn6DLe1pqupnzTUtD7HfdSw09PGJF56O7KQw2kmwCm4A3W8WI9R2caglWrjTWyqKplFjQubILkq47+z38K8gDaCLXNxKm0lqB9T09bHnm2hhy/2Yv4++eQBApNnsVuGYi3n1O4gBY1v5TxSUu7OaWJZoFhcSyIL1BS3hOwbruvwvvNgLAYzv5PdqlJpLLaXL9Yxx51Swyx1MtVGtTDMSWKsSwD7hdBfdYAG6twMSKns4zSqymPKk1jJRvDUU08U9HTNGYu7k3OEVpGA3LuUddt7kNiTQ6NzSiqqeds7pAsKAFKeheO6hXG0EzNYXcEA7rW878FToMu1UlTl71ucvNGkgkqbGNFb7MgrZUBI3G45+d+Mc09l+p8uq5BnWdT11IoIiecw72JIsSI4kt+f59Cvne1fp3RM+RZk+bT5utQ7jYI46do4o08wqmRiAT4jcnxEnzsNcblmUjwj+jBHS1iQDweecMc34HpbrjqsNpYgBrWwHeF6i7dMA5jtKpcA38sBc3AHkCAT5467XJI6k3wOzdQfMcYDjEbX22I9T1wFjuII5sMFYjjavJHOAHwcDk7bnEWG10fzkq/52T+ccXeKPR1/qRL9e9k/nHF5gpYWFhYBYWFhYDOZT/jvqH+C5f/AONjR4zmU/476h/guX/+NjR4BYWFhYBYzs09JTx5/JW15o4zXRr3wdlKk08FuV55PGNFjL19FFXx53TzZSuZJ9ZwOYGkKA2gpzckA3t1tbm2ArKPUsMkWYCi7Q6KuRo3Skbu0LQSKVVrsFIbaSOoJ8Qv0uWQZnVzvJVntHppBRQXnRIEVQN/vnw9T3bL529PUaZRHDAi0/ZLl6Re1zbUWoVWBYJeUju7AMV55v4B1vxPlyyWkWetpez3LZZ6hgtSFqNjOoY2t9md1gAebdcUVUWoqmanqmPaVBFEXtHJ7IpeNb8EBk5BuOTe3xvxZz55DUvDR02vIIxHTpFIohvJJKxsHLcWHTgW6m5tjpSupppamDs8pu9qF7vvFmX3QvAbw38ulvxxEioI468JP2a0AqTD7Y0sc1x3glQWv3fWxZrAk+C1jcHEEyPPBDXRVv5c0jZc0ccjxPECWRrqGDWuLsD1PqcRafOUqTTtSdpsMpmYwXjijdSxkKjb4SN1wV5vzybjg9raR3hepm7MqGVd0VPtao8ZXvOu0RHwqTu/tfERstieqy7JoezOCngSo+sUMdSYFhliYsGOxLNdrC3Q38xzgCVeeVHtkVHB2oU43RsjxvSR940h8IYMqjaASD05t1F7hV+q8tzGWpbJO0+iiFVcxRrskEca+Byvhvwx5N+OOcSafTlBkddJJkvZ/TShD+y5ahu9ZXuW6ozG25ha/TgemIT6dWjpQYOyrJXkjRRCsRC7HdQ8l/B7u8C9jzbAT6vP0zKs9tybXUdHHE3s8lPLThlL79l7FQRz0I639MYTtc/x8fw7j9W038+bHodXlRfMplbRFBNFWzq0lTuuSRysjrtF7EdL/G4PGPO+1zjXj8f/AA2mH/3zYDHcjjrwBhh87nr8MdJF7kWw1+nrgGhSPFtuQMMvcm97k/hjrltoa5FxhrEk+d+emA5KwJHP/phgF/zrWwmG3ahv15v6YazFgAovYnEBluRYjjr8sODAHc3ywO5Wwt14w83bhRxzijpAJsDxbBOFB5wI/PBQQRe1sB0IfeB943wRCLXPJAwzheg8uL46tmHHmOcBBFfmDVOYU5yuSKKlSNqepd1ZKksCWAVTuG0gA3te/GAw5/WpueooQ8SKQsihlZ2Holj4Txzu6kcYkZjJmELU3sNPLKpmHe92YxZLee8jj5c3t8cVDVOsBUTQR0tSwSHcpIp1DMXfz3GzWC7R0sTu5IwRJi1Nm0ldMpyPZTpErLIZG5O91Nzs4FgpFgfe5sORMjzvMS8EL5MYjMb/AK4WKC1+RtHy68EjEF21XIYe7isFnBlDOgBTbyF2tyt7Hxc3B4tia9RqdIYBDRRuGQ949Q6q6NfzCEr09LjkfHBDafUGbic09Rk6K4Nt/evsPiYAe4TewB6W56ji76fUObNGDLkKB1jV5LTsFUm1xcx9bn8BckdMQ4p9XKN81NU3YIdl6Y+K/S+4f6XHT3ecTEm1UZZUkpGWMQHYyNFcvccKC191r23ELwL25wB5dQZgEnemyRqholBEYlKseASDuUAdbdfwwCTVucqkfdaTmkeSPftFSo2N3e4K3Hrx4b+vwwvaNYLRoy00Pfh3CqdgBUKNplO71vfZ52txzjo/KxKUVJllDpCx9naOEuxAbbu2m273b7Ta/wAMFG/KTO4Y5y+n070VTU8Eazudyghd7Hu+ATcjrcYO+f6gh76Q5DBNHGqOqw1Tbmuik+8gFgxYXv0F+OmI9FJqqVwsyTwIkatulFOS5B6EITZiPetxf3bYOa7UdQEqIaNo1cxv3ahQwBvuBEhBC22X/OBJ464B0OoM9mrDGun1VHpKaoQSzlSsj7u8RmVWF12r0v1wVNU5wJqqGXS8yCnEZWX2hTG5ZVJ8twAJIvt5sflgMM+q0oPakpzLOEIFPOYgT4rhiyG27bxYEC/mOuIxzLtFWbauRUDR3huRINwVk8fHedVcEHmxDCxJBuFuuf5zHsSoyiJ52BfZHM3ALuF6p+1VSTcdeAeMKTU+aQxxn6ge7FlbdKQQwtyAFN1II56/DGdjru05svrP7noJ6l7CBYzGpVDFGS4+0sSJHlUXI4jB5vcz3z/XWWZS9RXZDG8sU8cKCFe+LobgyHbJ09y99tvEbHjBVzJqTMPYnnp8pV5UkERUyNtViC3Pg3dAnl1cDyOB1mq84poan2bIe8ljEhiG92Lldu0BQlrm5uCwsBe55tVrnXaZIkU1JprKmBLmRe/Fj44gpVg/Qq0zXIv4ALC/L5Mx7TXSRlySm+1dI0QNGphTu1LvfvTzvLgdfdHBBvgL2j1JVSuDV5SaeMxl2IkLlTcAC2weZtcE8+vXAE1TnRaojk0tPCI3pxHIZgwkV5VRrgDcpAYt0tx1GK+lru0aRY6EZZTRrFGiz1U1tzOEUnaN9nudwJsAPDbdzZUubdqvdp7TpjK2k2N/+YAUuI1ILEOdoLkjgNwPLAaiizmonzWqoZ8rkpoKcIIqp5FKzs1+Ao5FrefW+KKp11qODNhQDRVQtMZ2j9q77cpTxhSQAChLBebFQCbn0YM+12VrYWyGlDweztT94QjzAveZQpk2EpFci0hUta5HODQ5xr326JGyvKxTgwl5DKoLEslwoEptdS9ifMWsw5ISKXWueyugqdJGAPT9+ZGqjsjJCkI42bw3NjZSL+eLOk1BnDZnDQVWSxrFOyjvklkuo2Akle7sPFcW3enPlihXMO1KrpIImyKgp5pO4EkylGEV5I1lIHfHdZDIy+thcA+E2FPmHaEc5pYavIqIZe8j9/OjgGNLNt47wknhfzfPywGzBAPPIOHqL8+bdMD3ApYjnHFJIFzYi5+/ASA4228wMFTobm4OI9w68del8EBF7HyN8VEjepUKL2HXHY2sd3kTYX9MBLgcA+XP4nHS/CqBwo4NupwRlcw1Vramz/2WDTIGWw01PJKzR947SSyVCkB1cAbe5iNgrfrvJXrjuR69z/Mc/iy+s0bV0lNKCO+e7CN1782LAWJYRpYABQSwL7tqtMz+s1ZDWquSUlbJEYlBeL2YoG33PEjq27atr8qN97MRxB9q7QroI6OpItIZrikB2nd+t+O3ee5sDeG27eb2sFNn3ab2l0jVT5JoGKq2SqIg7TW7sU1RMxLBfExaFIwAAA0qi564nzdqeqkp6pI+z2v9pp6arYP4mR54oWkVVSwLByluotuUXuRidm9X2hCspBktHUmAP/dQkals0fslRYJdrh/aDT3vxwbeG9+UVV2mLUVNRLSREGKBIoqkxbNx3hmUxuDdbxM1wL7XCjlbLKlx6+1DU5p9WJouSOPa96yWpZYVOyVl3HuyRzGA3B294LbsWOa6ozrKamSKHJ0q9glO27ICB3fd3cBgNxZx0N9vA9a+kk17Jm9RV1axwUIlp2pqcGNtyMqiVWa9/CS5HqVFuODT5RL2socxevpK145a2WSAu9H3qU/dLbw7ygYOG2AcXPj4NwGqoNWZxWwLUT6ZejLVopu7mql3bNwG/wAIIvyTtv5WviH+WOql1LLp46JDxgyNFXrXfYFQSVDfZ7lcgC4AIG4WY4i53VdosFXSPkVE81P3KtUpOKZWZwBZVIfg7vfPIC32XJBBqbMe0ieHLpJ8kpaZxUxx16RyRklQib5EJdgY9xksDaSwXi9xgibVao1FHNWrS5HTyxU1RGi/aS8p9rvLMIzYjYnAUgburXGI9brjUFK1FVDSv9xTGdap3nYGAJPsEqkIdyNGGkFwCQV6cjEitm1aK9p6anYUcrQoqQSxvJtFizOJCEQeJwdpZiApHPGK/PJ+0Jov7yU05k9pk77vlpSghBF+78YJPXu91ueZABYEH0vaHnNXS+1Jo15dlXPSvFBWBnTu5JU3Hcig37pSApPD/K78s1nqSeWelr9LxwOhfa6TyFf16VVSzRLdtiI/BsQ17jw7h0tTrtoHNdl9UkhpmZUpvZQqylyfCWclnCkDxBU8LHkkYdUVHaFVRVMS0iQu1LI1OxaNUEgkPdq+1y+8rtJKnZYtwDxgA5b2j53ViiSp0ZVQSVTIjAtJeEGRkZmHd7RYbXChySpubAXN7PqGq9ilqKbLHMkU/s7d8Si3HVgQGJXoBYdTY25OKyap1zmGX05FEMtnln2SIqxO8KhmO8sZWUggL4QGPi5tzZscmuVjrlalKKjOYyvcGWQ+Cxi8QQXBksJOdw5IFrhGHaFqAO8T6JqGZFdgFkkBk+0VVVbxbdxG5rFuFW97c4l5zrTOKKhp5ss0x9Y1LiVp4UndFjVIXkUhjGS25lVR4R73wsaqlqe1GKacz5Y8kAaRoQGpy5XkIBul98k7mvZAFUAdbly2p7SWkWbM6WZI3m8MSey95GgLAd4d1thUKzFSXDEWFrgBPbVOq4KvadM000SUCVcphqZGBk+33xxsYxuI7uOwKry/yxEpO0PN6mmyt6nRdRRz15mLwTVF3jVHhXjYjBiRKSAStthuRyQClbtErKtY6qOelpzRskm9qcgSGWLm8bhi+wTcgBQNtub35U/qjzVkQgKwQ8d/II4CLmSJWEQLMdoRpW8XO9B1Xhg7mGvtUULSvS6Gavj2MYjBWbdzBN1vGgJUtxcAkWJ2m2Grr7UiZgKOq0WUDziKNoah5LJ3/dF2vEoFh4wvN1ubixw6obtHTL62pCK1T3wFPSxdyLwsqXYMxtvU7wu7i5F7jAjW9o7xV4jy+MPHHGF3CJVLbV3iFixO7l7GQbbhR0ucUXmaagzbL0YQZIJvcRWaQi5PU2Cnpfpfn1GFlWe5hmlSYKvJ5KIGMuRJJ9orbyNhAFugvcMQfIsLE1FPU6+lroYZ6KWOndR3js1OVRzFfoDuZQ/yN7/m2xa5JUZ3HUVNDnUUswVyaaq2oFeIBVG7affJ3NbaBz92ILp3AZr/ABt6YG7s4uq8HrhrsBtUf+uGyO17L4VHGCnFyQWBA+PywNnJ4N/XrjjndwvA64H3nBB8xfEHXJsTf0wFixAN+Th7sPTi97YCSuzdutY9MFbzRp3ZGh/62T+ccXmKHRVvqGO3TvZP5xxfYBYWFhYBYWFhYDOZT/jvqH+C5f8A+NjR4zmU/wCO+of4Ll//AI2NHgKPO9LLndT30mc19NEyxiSCHu9j7GJBuyFgfERwR+gHFhlWWjKqMUntlRVEMzd7OwLm54BIAHAsOnlzc3OJmFgFjL5hDQzQ52MxFQYEzOCRhALsdsEBAt6X6/DGoxnKhcyaHUIyianiqvbY9j1DbYx/c8F7na3lfyOAytNp/TVNpWIU2oNTyU1ZWSutU6mSoBKsCtnjJCC7EWHr5E45Hk+ksnyWmjfVefyUddLE6SMm8kwM3DEReEEuL3tfatrc3sh+XirmqU2otP1QgNOlErERtC6u3fiQhCAStgoC9Qfd5Jhmi7X6sQT0+c5BR0zR/bUtXEsskbd4hYB41C8osnkeT06FQj5npvJMzyhny/VGcUNGtfDJPKKe7iOKNyUQ7QyXB/XDuIsB54dRae0qmXTV8WqNRGCkiWJ++iu43IYlsGi3Fju+ZJseDbF+i6rilo5Z8zylopKdjURidLNLs2qU+xG4F7ckra/Q8DFXJTdqD09PJT6g09A7TQmoLuJUZN8e4C0KnfbcAb2u3QXBQKxMt0TNeNNWZ87l2mktEA7W6g/ZX46C3I/HF7ndNp6gpKerfMs5MVXEIKanpbt4TbgLt4IBHXyHwwkyztJidxHmeUVEKu/2ll71lutl2CJV3cN1YC7c+REyXLtfSZxl9RTVeUQZajQvVQSJvk27W71I7INpvtsSxuB5W8QUdDkuj2+uM4bUOeVNMGanqY5AwijYy7rIqoLndYAi56db4GKfRlOJmetz493Z1U07EpHcINo2eJRtB5ubAelsXS5T2kNBOhzjLadhGzQrDtYNJztDFoOF5BuATwODYlohyrtek9mk+tsgikScGcEGWMw95cqB3Ktu2cX3AH0HXAVtVpPS1FmUeXVGpNRrVktSotxsnJCPYDu+744APFiT584zXa8dmuZABz9W0w5/fzY9BgybtGK5ZPVZ1QmoUyLXLuV0CGUlWjPcLucR7VuQguPPz8/7Xf8AHx//ANNpv582AxchuLX8v6cNAa5vzcnHWI5JHJHTHASB1tzbANNmADCxHlhm7qb8Wx3xkm45Jw0oVXxEHk4BjWJAvyBzjoUsSQOfPHFVLksOvljjNsO1SbW8jiB5IHIJO7HRz6jHPzh8+BfHVvuK26YoehAXbbm+HFrG45GBjcl2bkeQwRG4vYYBw4A9cIEAm3F8cv5jzw+4Pl5c4CFm2XT5lHCtPViHY5ZrqWDgoRY2YeZB6+X34FWZFPURsBmLpKECo4B8J22Jtfm/P44tENjh4uPLBFGNP5n7JFSHN4wkRUpthYEdb87/ACJBHpbm+O/k5XvRUNK+cBmpGZmcxHxEkEEDdwRYjm48R49L0MOFPl6Y6jWuLW88BQ1Olq+pikg+t1iLHcjpE25PtA4td/h+Pp0xLpMjzalN4M2iQNsV/sHPhB5Au/HoOth1vi27wW4uT0wVdp8uowS6lbTtW0FRC+ZrL30iuhljY2AUizWcE9eoI6YZDpWtjaollzpppWLmNpIz4Q17hgGG7ggcW4AxoPCQecdU7hwOCOfXAupDpnM2oVpGz5jsREQ90fBtW25bNfdcXFyRfyOJrZXmQkpZabMIt8EJikknjaQve1yAGFuh9cWYNuA17YcpuSxHGBdWNkla+bJX/Wdo1Ed4u7PO3qL7rWPXp5nrh2U5LmNBT1q1OZRVD1ZYqTCwVLrbpvJN2JY8jqbWxaC9rueeowRb3HItgKOi0rJHGI6qppWFjfuadozuvew8ZsnAO31JN/LFocrlMEtHTvCsMyylg4Z7OxUjw35X3r8+YtiUvhuSxJ8hh24ggr9+C3U35LVL0UkK5kkUxJ7poYSkcW64ICbunPS/GJA09mQyd8sOdd7IWTbLLEzbVHJFg4PW9jcWFhzbm4Ryi2Ym+CoTtBHngqgo9L1lHmcNe+cmaJAx7pkbhmQhip38XJuQQegAt1PKnSWYupGW6gmgc7z3sweV42ZAl0O8bbC9gb+XpzoSVsVPn0w8sw923B5wFNPpqrlhpqY5jA6Ricb54Gkclw1rNvFgN1iPMemIJ0NVyUZp0zaBGMned4lKQy3vwPHay38ANwtub41UbEL6nqMFjcHw268/dgOZdHPT0sUU7xbkVbCO9lAUcc9eb82HFuMS1lawO0Hy+/AAQwC+flgkT+EKVFuvOAMkg8N+QAbc9cHVwei2NwcRkK8LfgAYIHu3h5AAwBlvY3uOb4IjD05OAqwZQT8LY6CQb+t7YA4ba1ze2H7xcLYEDn+34YAfRunTDlYXv0N/xGCIFXk9fVV1ZW0+bS04mpYYoFVzaOVDKSxXoQRIvz2j0GKzT+mNWZdDmK5rq+eumqYxHSyMoBhO2xJsAGNwCDb19caYMeJDwCbD54eXPlz5/hijEz6K1xIoii1zUIjyoHdmPeiJZ1YoGUD3k3pc8jcDc7bGXHpXWMEmWSHWc6R0dR3lTFfvBPH3qvsJZb+6rJwRcNfy2nXq55ZyNoG6wxwWYEFuT5YIoJ8h1fJMXXVzGEViyxokKoViBYlGNm3CxAtYXt1GK7KtN60qptQHN81qoYp4/Z8uAqyL+BwZPCTsUllsOSNt7Dpjag7Y7jgfDCYuoCIdxB6+mKM3multQ5jqaLNoNSvS0cK+CFGa990d7i9rWRhbz3eXm2q0/rCoqKN1z6OOmp5Gd4RI7M5sRsL2vY9d1rj0NhjUq7+4/G654x1JeSobk8/14DOZ9p3U+Y5ZS0uTaofKqiEDvp0JkLjcGKjcCORxuIuOvPTEHNNH64rKekjoe0Kqo5oKKnppJljUiWVVcSyshBBLEobcWseRjYowa+17Ya0u0cXNh+nAUMmTapky6HLos4iikikaV5u9kZpLu52X4NgGXm/NugFrByLT2rcskBzjU8mbfbGS8jd3tUKosFVbEEgmxvt6Xa98aXvHJ545x0uVJuL9Ov4YAzSbQV4JJ/o5w3eXXcDa3kcMuQdzqBdbD4/24wwuotc268D9OIH7iCLk2Fz/AG/HCDL73mRx8MC7wWJBuDfHO9AFwDfbY/DFLClzzcgEjn8OcMd9q3uG4IsT54H3gJIYgEg448ke3qeu44gJ3lztPAJXr6YYWUrbqxPOGbwV9eL9MNLW4BuQecFPLblW3BA8vlhos7LcnrYHDDILbQviJNsNElkA5v6YB5YXA8x/WcMdy3P7bnnHCvPht6fdge5SxboFviBwN/ht9MNJUEMR0Fv04YDYkAnHCDe5PUWAwUj5jzbnnA36W+f8mE29buR0NsCu3vE2uf8A1wFnkXaGcmoPYKjRmfStHK53xNRlWBJIIvUA9PUDE/8AVbp+P/wRqPn40X+84zJuQADdj/JgbEJbgnywGqPa3TqbHROouP3VF/vOEe1unHXROo/xov8AecZOQgm9r388MLFhb0GA1p7XqUddFaj4+NF/vGOHtgowbHReor/Oi/3jGPctYm1xhkjC+7i9sBeUHaalPqXNs1k0XqDuK2Cljis1Fe8febrj2jj3xi2PbHQjrovUf/8ABf7xjFbmW5NuvGBFibHyY84F25/VloP+hmo/T/8AJf7xjn6s2X2v+Rmo7f8A7P8A3jGFuNgspvfkHA3Kgcffgl29/Vpy3/odqL/+D/3jFLUdpmT5jFm1HmOjtS+zV9Uko7t6RSVWKJbEio/bIfuxltwIA4vYnHLjkE8f04F17U6n0JWPUNLoXVANS6yybZaVbuCx3cVHW7HBX1hox4u6TReq4yGJDpUUwYBl2kX9p6EdR8T64zQNyTfAmZgbc/DnAu0tRqvQlXlseWVehdTyxRU8dMrNJSbwiMWHiFRccm5t6D0GIcuc9mctPRUr6A1T3VA0bwqKinA3RsrKW/unxG6L19MUnKg/LnnHDZbm/lgXb/LO13TmT0woqPR+phGDfxmkYknqbmo5xL/Vyyf/AKI6j/Cj/wB4x5kVHU8HA+Lkc/DjBLvUD255MP8A5R1H/FpP94xw9uuSA2OkdR3/AHtJ/vGPLjwbXOAlmve+CxL1b9XfI/8AolqP+LSf7xjzvWWqY9X6mlzikyquoYBSQQKKvutzMrSE2Ebvx4h1tirbcCbfD8cDYkdfXjBTGJU+9e2OMbc9bn1x2w96xItfDWK3Btf+rANJ4v5nA2DdGY263+OCOBa5AH34FdipH3j9GIE1gb7r3xweIk2tjrsAtr9LDrjilWHi4tgKJdX0q2/uSU2594YcNYUoH7Dkv67hjKYWKNWdY03/ACOS374Y6dZ09uKOT+MMZPCwGsXWdMq7fZJf4ww78taXr7FL/GGMjhYDYLrekXrQyn/SGH/l1SeVDL/GGPOazU2QZdUx0mYZvTU0srOiiVwgJRQzC544Ug/fjr6l09G0SSZ5QKZlZ4yahLMqhSSDe3RlPyIOA9FGuqQG/sEv8YYR13Sn/wDIy/xhjzep1Vp2kghqp84pu4qP1uZW3xt41T31uo8TAcn19DYuXagyLN6iakyrOKOtlp1V5Vp5lk2BiQt9pNrlW/DAeijXlGLD2Gb4+IYcvaBRqSfYJf4wxiMLBLN1+qFQjpl83TnxDHV7Q6Idcum/jDGEwsCzer2jUQN/q6f+OMd/VIouf73TfxxjA4WBZv8A9UmitY5bP1/bjDx2mUIJP1bPzxbeMee4WBZ6GO02g22OWT/xxh47T8uHP1XP/HGPOcLBbPSB2pZft2tlc5638Yw8dquXAi2WVFvTeMeaYWA9LHatlwFvqqf+OMOPavlx6ZVUD/TGPMsLAenr2tZcv/wqo9PfGO/qt5bawymo+PjGPL8LAepJ2v5co/wTU3/zgw49sOWm396KgW9HXHleFgPV/wBWTLRz9UVPp+uL0w5O2bK0Wwyep+PjXHk2FgPWk7aMtXrk9SbdPtFwT9WzK785LUn/ALRceQ4WA9d/Vsyw9cmqT/2i4eO2/K+hyWq/1i48fwsB7D+rflRG05LVWvf9cXBF7c8pU3GR1VvQyL0x41hYD2X9XPKLg/UdV8ftFwh255OOmR1d/wDOLjxrCwHs47d8pHAyOrte/wCuLh47eso27TkVX0PPeL1x4rhYFntLdvOVG4GR1fP/AFi4b+rvlPH946u/n9ouPGMLFuPaP1eMo6/UVUDxb7RcL9XfKPF/eGq8X/WLjxfCxLj2k9vOUbbDIqvrfmVccbt3yljc5HV+v66uPF8LC6We0Ht4ysgD6lrPj9ouEO3jKA1/qKr6W/XFvjxfCwuWezjt3ygXAyOrsRz9ouODt0ygG/1HVn1vIuPGcLAs9m/V1ygCwyOr/wBYuG/q5ZTyDklXyLfri48bwsFeyfq55TwPqOqsOv2i3w09uOV3uMlqvj9ouPHcLAewjtvyrg/UtVcf9YuOHtuyoi31JVXv17xceP4WA9f/AFbssvcZNVdLfri44e2vKjcDJqoA/wDWLjyHCwHrzdteUki2S1Vv84uOHtqyonnJan4faLjyLCwHrZ7acsNx9T1Nrf5RcDbtly0i31PU9b/ri48owsB6qe2HLCbjKKn/AFi44e2DLT/8IqP4648rwsB6j+q5llrfVNT/AKxccPa3lpFhlNR/HGPL8LAenN2s5cbD6qnsPLeMMParlxPOV1FvLxjHmmFgPSW7VaEi31ZP/HGG/qo5fYL9WT2A/bjHnGFgPRj2oZcWJ+q5x/pj0wJu0uhP/wANn/jjHn2FgPQf1S6GxH1bP/HGG/qk0Pnls38cYwGFglm//VIobkjLZv44ww9otEbf3un4/djGDwsCzefqiUX/ADdNz+6GGN2g0ZFvYJvj4hjDYWBZuD2gUZFvYJ/4wwv1QKLr9XzX/fDGHwsCzatr6kJuKCX72GGnXdJ/yGX+MMYzCwWzY/lzS8n2KXnn3hhv5bUvANFKQP3QxkMLAa38tKa5/uOT+MMc/LKk6Cjl/jDGTwsBqjrCmII9kk5/dDHBq6ltb2SX+MMZbCwGnOrKY2/uSTgfthhr6qpnt/csgt+6xmsLALCwsLALCwsLALCwsLAVlZpvIa+Z5q7LIJpJAxJkF+GG1iB5XC2NutsMOktNxJG5yamjSO8kZ22VbhQSPK1lUfdh9dNkby1VJVezNOsULzJLO0QKl27ssQR5hh52+/mNRUslNODQx5NLl1QIaRglXNI11YsG3c8BCPCbcMSTbrRJOmtPtDFB9U0xigcmNAnhV2bfwOl9ylvmD8cNyjJdN5PVVIyWho6aokVBUCEAOQLld1ufNuvxxIloKSfM46yfL8vkk2ypKyyyNIIHI3eH9qXSJbnjkAcgYBIveVm5aCgarmQyGRXlQMtrECRVAP7308rdVhaXAsD59PjhWJXcB4el/LFPlNfR1dJGEqMsjqIlmpVVKyZljlLKhRQbEk7VuevhPocDpqfJq1ajKqrKstikhTc6CpmZY4G8LgvYFGO0AMD5HCwvMLFVK0uaxU0E/wBVSoRO1VEtTIQsu3agFjyDyGv09PLEeKPKaOuodPQRZWkdOizx0prZTIoZm3Opv4rAN1JI8XTnCwvgCzBVBJYgADqSTYDHMU8+W95JS1wgyx03KsEk9VMQIrjbYklW4HQ3BPOI9OcuzHLfrOBMvU1v2kCmqmVeUO4EG1rHcAAOnOFhfkgC5IAHnhEgdSBfEEUGRUamWajooIgYoEeSqYMSqIEUcgXIUcA3IuTe5ODMuVwyx973HeKpmCyTkkrv5ZgWuRu554uflhYSbi4F+WNh8ThfDFMKLSENMsgFGaahAdGFa7RwgMSGuHt1vyScGiotLUWXezxUtFDQsjrt79u7KvtDWJbgGyjg4WFnH9qrPF41T3ivIHNufv4wOSoghkjilnjR5m2xqzAFzYmwHmbKx+4+mIlFl2nqeFYaOiphEkTiNVneyowUHb4/TbiWxoaigghekhnpO82w+AyKJFJJK9bEdbjpbyGFgQkDqcK4AJPQcnFZPSabn/u+dqeQILvIa1yAFbu/EQ/FmmC89C6+ZF5lJmOVwRVSUb06RInez925CKtid3BsANxNx9+AkSK0UoglBSQtsCNwxb0t68HDDIgYIXUMQWAJ5sOp+64/HFXTUulEglo6VaN4KhLPGKx3DA3UWO8nzYcHrfzw6uj0ulPOldFTLFNJFBMDUyLud17pEaz38QfbY+9u5vfAWmFir36azdaStlEE979wZJpFJ8iNpYc3uDxfkjzOC5fBkYnkly1YXnp32SOs7SNG221uWO3wnpxiCfhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgPOO2HtQzjs5fIabJMiizSpzuokp0idyp3jYFAt5kvbGYk7WO3KIBpexnYGZUBaYgFmICjk9SSAB5kgYF9KyhlTIMg1NS5qtJV5VXkUsYF5JZX2kFeeNvdkk2PkPPD9e5rqjINC6b0tPmFXW5/NGMzrpVO6VO5BkN9vQIQST0Aj3dMfeqqy2T6NwsxOHTVVVMxN9q+k90xFoizXs50Jm/an2g/0nCxaqKZtN4im0U2vMzeJ10myPnHbX2x6fyyoznOeyIUlFShWmnklbagLBRfn1YD78ey6XzeTUGmsqz2WFYnzGigqmjU3CF0DED5Xx4R9IXM86z3RWndTUOcVdJkGdLHTZrAiFolYsGDEedmRrDi+zHu2lcqbItMZTkjzrO2X0MFMZVFg5RAu4DyBtfGc/Tl68jhZjDoimqqZ3X3R23mdbvm0YObyXSWPkczMzOHpN7da833W00Wlx6jCx5J2j6J0tUa/0bJPk8Uj5xmlQK9mZiZwKZiA3PQECwHoMTKfNm0b2k1GlcnyjMZslgyKGWDL6CMSLBIZ3u9mYEXHF7nHWjo+nEw6asKqZmYmq0xbdNp1vPHu3L/WTRXNOJTaIm1733xfdaHp+Fjw3UmttQmDW9RS1ObUCU2a5TBT08llnp0kiQyKo5ALEk9T1GPV9IU5gycMajN5e+laS2aEGePou3ge74bj99jGZyFWWw4xKp32/mIn1bwM5Tj1zRTG78zHou8LHnfZ94e0ntHQE7RWUFhfgXpyTb0uST9+MvlAzr8jdVx6dzV8vr21u8FPP7wTdLAm0jzWxtbHLT0ZtVzRt7tjh9URP8MVZ7ZpirZ+rj9M2/l7ZhY88y/WtVngyOmqGNBnFDna0OcUSuLq4glbkecbEBlPQ2tfgjFAmotSUunJtVHNqqVMk1TKtZGWv3tCZO7ZLfuQysPTacZp6MxJnZqmInd97xH3tpPes5/DiNqIvH4tf7ej2LCx5hr7Os4OW6wz7Js3qaelyvLoqKnMLWDVPeLJJKtx1AKR3H7sYBqqszLJeySvzfLc2z+CrlnoQste47+LfUwo+yw90qzevXCjoyqqKL1a1TFPKZtv+5VnqaZq00piZ8Iv+Hq2FjzHK6rWmY5Vq+LRucTVkVP8A3Lk02Y7ROKtLiYHcBZQbBd469eMCyjUNBJp3UVPDmuoKTUNDk0rVFDmkhE0LrGxEyAix8X5ykg2GLPRlUX+K9piNN8Xtv7N9ucWSM/TNtLXv42vu7d1+Wr1PCx5HqEZxJpPQWdQ6qzmnqM4nySiqxDUKFdagL3r22+8dx58sTswqtV6VzabRVLX1+ZjUce3Ka6dg70LgWmMjWFwq+NfjxhHRk1dWuL693V3/AG38ok/r4idaZtp/O777ub07CwGjphR0kNIJ5pu5jWPvJm3O9hbcx8yepwbHzJtE6O9G7UsLCwsRSwsLCwCwsLCwCwsLCwCwsLCwCwsLCwFdmuVvWDv6any2SqUKI3q6MT92A6E7eL3Khh16hT5G4MvaNaVIInp6d2lZ5Y4MqKxuu221lA8LEi9zzwPUYk1tA8s5rY66uiKwPH3VPIoDEkENZwRuFjbp7xvfixCk6lUdK2WSop4lE6yIFi8RBUpfaHG65YDmw+GNQATx19ZBClKtOVUtuR8qdiRwt1BACjkgn488XxHaDMKuhEVY9LJUv3RjMuUM0SPuAG82spLdATcbrngEiXJlckslNIc3r07h5HYRugEoZbWYFTcLa4+N+uDx0Sxmqf2qpd6jaFZpP1pQb2Ue7c+tvuxLiCY6irrYHeOmZZkkkSobK7yoouFszDwsCx4NveI9cDanpu+p8qy2bKdyxsHc5ahUwFLOllAC3ZkJtx145xax06r3wkqauVZRZQ0360fIoQLjmxsbjixBBIww01U0DwSZxXybyCXkdGf3gTzt6m1rj1wuIlfT1Qo55e5pBmIZUjqfqveCzuI1UnqxAc7rHgbieMEzCgr5qU0lK+Xo6yuk0Vblt4+GN/D0JIJN+nPrcY4uUS94jSZ3mLKrxOw3ILlHVvJR12kEdCGIt0tLlpwzq0NVUxBU27SyspNuputzzY9fL4m64EtHUxwR0kL5XHSwyp3NOKEBY4kUbVFuhBvaw4FsBOTU4ilC0OT948skqsaBCAztd2YW8TNua7dSeeb4kS09S9TJUxZlPF3kMkQjEcRRGbdaQAr7y7uPLwi4J5xxqOZqQwfWVUJQiqk9o9ykBRuIC7WJ235Frk8c4XDKmhlqDslTLJ4gzeGaiV9442k7uh45wKXLauWqWUpkhR4mE5bLlaR3/N8RFyLXuD6/PBcsywUEkkk2YV1WHlklVJprhNzu20cX2gOFAv0RfniSsZBPeTSSAsCQdq8XJI8IHW4HwsLW5uFdHlVdCsvsr5JTBimxIstCgAHxA7bA3ULb96PQWLV5U8iRpH9TSoWd5o5sqQhmJFmHHBsFv8sFioGhmilGY1jhIO7aORkZXf8Ayh8N93wvt+HngcuXTvMZYs3rIgUdSg2FbsxIYXW4IB2jm1ubEgHC4ZT5XU0sySUxyaDehNQYstVC8xkvvFvLYW467iPIYUuXVxneGGTKEozL3pH1eNzszN3hIHBYgpYnzDeuDSUErVT1UeZ1abljHd3QoCoYE2K/nblJ+KC1gSCR6JDCUSpqUlJF5VlPT961wDc/yDgcYXFe+STNVLL7Pp7uW3xyp9VKGaNlBIuLdZAGIPko8wCJdXl8tQKlP71NAY40p4pMvVrAE7lckWKlSRa1hzgppSqTJBWVSiZdgLMjmMWPKkrwb2N/hY3BIw+ohM4lK1EsDyKArRbbIQpUEBgR53t0JFzfAVE+S1sLyHJKbT9GbAQSfVqBo7QyBTwLcSPcDoFZx+ccHbJBNWzTy02RrFII3ATLE3mZHuJGNrFgNpB6gjg9MFmydZYHiGbZojF1kWRZ13IVBsB4LFbkEhgb2APFwSQ0EkU6zPmNXKiggxuy7SfI8KDcfgfO+AhSZHLUVDTVNLp6VWuQsuVo5WQ33OWI5Jvz5k3uecTsvpKyKlWTNauknzBm3TzU1KIe+b1JNyRb1N/jiQ0MQWRIpZ1Em4A7gSgIAsCQeRa4PqTgVJSGlN5a6eqKx92u8BQelnIF/FwR1tyeMLg+FhYWIFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWFgFhYWPPe2TtRrOy/K8trqLJIsykzCqNMEkmMYXw3B4Bvjny2XxM3ixg4UfFLhx8ejLYc4uJOkMrq9V7R+3bI9JErNlOkojmlcCoKmXgqjcc3YRgqfLd8cOynWmj6ztGz3UeqM1pUgijOW0MckJcPF0dvCp6gEXvchiMF0PpbX2n9K6r1fmOSTHWOpapwkQnUy06EEId++1kBLA3vcKPlq+zWn0zk+WroqGqpZ85y6JZsxgCXeKSTmxJ44vbg+WOz0tM4mLTlsDWjCpteNYvxn7z5PY+xuPkuheh810p0hM+9zVXu6aaaqacSKN9U6xNomIpjd9VnnmmctyvW2jdX9llJWR1KoXqsonYWub3RueR4goJA6MfXGz+j7qp9S9nFFS1RtW5KTltQhPiHd8JceXhsOf2pxGq5afMNd0Wsez5Rmq0Ej5ZncFIwQoPjusDbrYdSoxjtY12quwPWmoNX5PptMx03qB4pnL1IRYap7lhxdiSdx6W5+GOfo7CrzOBidG16VxMVUxOmu6Y17Ym/g6Pt/mMnj5/A9pcnN8PMUfHETFU01RpO1FPfF72iJ2ps9nz/AEnDn2dZDnUlfJA+Q1MlTHGsYYSl4yhBJPHBOHQaWpodY1WsjWStPU5fHl4g2jYqpIX3X6kndbFzFKJ4kmCbRIoYLe9ri9r4zuu9S1enMrpxlcUUmY5lVxUNIJb7Fkc++1uoUXNvO2OphVY+JVGXpntp8L3n+dXmcSnBopnGqjv8bWhWZ/2W0mfPqGVs7qKeTPqqiqyUgUiB6aNUUAE+K+0E388aTI8uzjLlnXNdQNmYk2d2DSpCItoINrEk3uL3PljIanl1doLJn1fPqyXNqehZJMwpJ6aJEaEsA5iKKGUi9wCT05xH0nqfNM81tn2V1ep6mJMvzTuqWjWhBR4O6VyGkCWB8R6sDx5471WFmMfAmrbpqoiN9uzZi3VvGlu63i6sYmDg40RszFU9/bee206377rqu0XmdJqfMdV6Y1DHlsmcQxR5jHUU4mjYxLtSVORtYLx6eZwzIOzamyXJJ8ri1FV1ntedjO3qJY0LMwaNgnBtYmO9/jgnaln9LkelngqMxioWzaZMuSeRwoj7zhmueOEDH7sUXZlqxK/s6zKjpc4jrazTHtFCamNw/erGpMMtze4ZNvJ6kN6YYc5urKe/irS8RujdGkTM24bkq/pqcz7qY1tM753zrMWvx3tNnGgcnzbVmU6zDSU2Y5YxDtF7tVHYgLIPMruJU9Rcjpa3cs0Jl2X5DnGnp6qWsp85qKmacugUhZuqi3pzzjJdnurdU5zmeQQNnC5vBV5YavO1anVDl8jIrQWZQAd5LDbybKTiz0rnmcah0lmmZ5hqJ6B6HNKsPUrDGdlNCXG2xFh0U7j6H1wxcDNYMe7rxItTsxx01m3C++9u6YtoYWLl8T46aNZv2dkX423W8b8U6Ps1oY+zubs+TNalUniMb1pUPKzFwSxBPJsLYbmfZ/mWe6ZrNMZ3rGeogqPZTG6UMaGIwSrID153bQDzjO5frHV2U6Qps3zSrNVX6mziHLsjSqgWNYklYiN5VQAnwKzkfIcdcWeqZ9X6AyZ9XNqeXOqeieN6+iqKeKNXhZgrGJkAKst7jcWuBbG9jNUYuz7ynamqbaXvVpe07Omto4RfuY2svVh7WxNop113U674vrpeeMr6fRrwZrmWb6dzubKZc0jX2hFgSWN5lYFZdrdGIG1rdQfIgHEE6CrcynzDM9RZ+KnMazK58oilp6YRR08EvLWQk7iSFPJ8sUmUdoua0Wsq6k1Gyfk7XZh7FllaVC9xPsUiGU8AB7kqx8xbFlmGrcwy/RNdXPmEK5jVZjNllBNNtRIpXmMcbHyKxjxm/UIcT3Wdw5ppiY12YibRx4XtfS1pj0a95la4mbTpeZi/Z3Xtre8fla1mhaWsyDTmQPmcyppypy+pilEY3SmlttDC9hfaL2xOzPTi5ln+U581c8RyrvrQiMES94tjc3uLWGK3s31LUak06WzCqiqcwy+pmoauWK2ySSNiA624sy7T9+NVjoY+LmMDFnDrnWNr/wDW/wC7t4WHg4uHFdMaTb+N32LCwsLHSdosLCwsAsLCwsAsLCwsAsLCwsAsLCwsAsLCwsBBq3yrvnkrp3DU8JQqtS0Vkc38iOfs73BuLdQCbxKpFzCpRpKSCGYIjQJHmTK8yqxNiVN2HJuCSLHnFtU09JWpHHW0NJUrFu2CenSSwa1x4geDYYM0oYIrU9MRGSy3p4zYnz6dev4n1N7cUgKTRLQpQAzzRt7TSSVb7FCpfcbk7j7o3Dpu+eHyFZoGmOVTSVcaezSxe0HYkbkHffhWIAvexIF/O2LOaCiqJnqZ8ry6SWRDG0jUMJYobXW+29uAbdLgHyGHSLFKndS01O8fF42hQobWABW1iOBwR5YXFXHAM+pJcoqqZxT1KTGUpXu20Dm11bdtPAIBtza1sdilatljqKigglSlrC0bw1I+0KhlIsLcgM/h9eT0uLGCGjpiDT5Xl0e0lhtoYQASbk+71v59cEZ1dkkanpi8V+7b2ePchPUg2uDwORzxhcUdbFl0Lw5slDTJUiaQmaCoEMsm1SUO9CA91UGzHjg+XD1hinrqmQgRTsHWRJMwYI7/AJqlQ1gSGuDa4+eLWSGlmjEU1BRyRgMNjUsZUhlKkEFbG6krz+aSvQkY4KehDF/qnLWZpvaGLUMJLS/tySvLcdTzhcVVXDStmcla1LE9SQqTmKvZFbw32lVYAjrxbrYj1xMpqOlef60ZLqqe+9S0sZnNvBsZiot06DgkAcnBkosviZWiyyhjKKFUpSxrYAW8h1txfBBDShWVcvoVVwVcLSRAPcgndZfEbgcm5wuKPMcry18wSorKiolWRYZu8GasIVk2coLMNwHhLA7gSwNsKslrKeWDL4cnR5KWnZo1OZMsxZ9obfuN2I3yEM1+VHna1xDQ5ZTiRafJ8siEt9/d0MK3ub+S8c84esFGtS9b9XULVEid28zUkbSMvHBYre3A8/IegwuKbKKXIMtrY81as7yuzCSPdFJmcs8ZeKNgAF37Tdbsw6M43ckA4lpDlKzge3SF/aGnVPbpBY+EFLBhdBtts6Dc/HiN5ZoMqbbfI8psspnUDLoABKRYuBstuI4LdSAAbgDCFBlQ22yLKPA7SL/e2DhmNyfc9ThcR6Ohy3L3kihkd2kk7xkmqZJrEngAOxsBvFgOB4bdBYL0OTZcKaGZ5Ie6Not08i7mJ3evi6dOeD8cTpaHLZ5I5Zsoy13iXYjNRREqt7gDw8WPI9PLEgGIU/svsVEYbghDSREA88gbeCdxufO5vfC4jnMMvqqXuHMTxrFctIzHwMthcsfhf1PU3FsQ6TKsnnpxSUjvNeJId8dZIZmVSbHerb73JuQbk2uemJk1BllSW9qyfLZw42sJaKJwRwQLFSLCwt6eWJMMgp5Flp6elidWZtyU8ali1g26w8V7cg3wuK+n+qpKWeaKpaaIojySvVuwjVD1B3WUXHJ6nm5NzcUWXZHHK+ZsDKGijppJpauVlCq3G5y/BvuuxIN9xvfnEyooqCppq2kly6jEWYxtFVqlMid8jX3KxUAkG/I88PSno4onhhy+ijjk3B1SljUNuJLXsvmT/a2FxWVVBk0MsSV1fVLUpDJu73Mpu9mVxcu4L3ZgAbNa4F7Yu2Zoo2o3iHhcnlmJVr+XNuOg44AAFgBiKKOgWRZly2iEiDareyx3Vf2oNuF+HTB3d5HLyMWY9STcnC4bhYWFiBYWFhYBYWFhYBYWFhYBYWFhYDoUszCNJZFVblkjJsfO46gC456YdHE7yNG0M6E/rYaIhnPpbqOvn+nATBCzrI0KF1bcrFRcNYi4PrYkfInDDR0jRPA1LCY5QyuhQbWDElgR5gkm/rc4AyXYAlkBJ5UNdhfpcDkceXXFFRZ1m1TmGb0j5UN2XRUsghWQM5Epkubi9/cHli+LMQAWNh0F+mIK5JkqU5pEyiiWBmDGMU6BCRexta1xc2+eKB0GdQZg6rEgAkRZkAlQv3LIrJIyX3KGJZRcdUPwxJpcyiqcqqq1MvqZHhqzTxiJlcvtkaNvADf3he/kAb88YdDRUdP3fcUkMfdRiGPZGBsjHRRbovA46cY69LSyRVEElNE0dWpWoQoCswIsQ4/OFuOcQU1RqYHK3q4qaamqVs/s9TEQ4jZpBGzC/G4RFtpO5QVuBfHKzV1PlPe/W9JLTrHGjxuR+yCyK3gHn7x/ik9OcW4y7LwkqCgpws8gmlHdLZ5AioGbjk7ERbnmyqOgGEMty5ZpKgUFOJZUCSOIl3OoFgCbXItxbAV0OoJqnP6bTFPlcjZlOksjRlwqII/ZyfEeG4qozx+6HUYrs91hUUmQZxmuW0Qvl0lRSxvIbq88LsrCw5A8DWJI8saOloKGhmhqKKigp5aZHjheKNUaNXKllUgXAJRSQOpUegxX0WlcjolrB7BDUNXzzzzvPEjs/eyGRlJtyu48A36DASqHNDJmVJQVeWyK8/eu8azoCqIyAnceOe8X+nBpaoJPFSIu6aVWkVeg2KVDG/rdlFvj8MEeGGRleSJGZG3qSoJVvUeh+OHsS6sjncrEMwPIJHQn44B1THJSzNFIF4IC2a+6/wDJjkkU8EndVCKrWBsGv1AP9IwL2eATe0CGPvSNu/aN1vS/XyGCu7SNvkYs1rXY3OA5hYWFgFhYWFgFhYWFgFhYWFgFhYWFgFjz3tj7L6rtQyvLaGkzdMvegqjUB2Qtfw24tj0LCxz5bMYmUxYxsKbVRucWPgUZnDnCxIvEvGP1Ke2k/wD9bKr/AFZxddmHZVn2itR5vqXUOqRnNXm0SRySGMq11PUnz4x6bhY7eJ0rmMXDqwp2YirfamI7+EOrh9G4GHXGJF5mN16pnzl4dT9hXaFk2ZZrV6W7T3yuDNK2SseKKIi5ZiRf4gG2I+f9g3abqmg+q9Q9rMlfSFxJ3U0RK7h0P6Tj3nCxzf65m9rb+G/bs03+9nHPRGWmnZ1t2bVVvtdXQ5fXw5olT9ZsaJKZYRS7RYuPzyevTyxF1fpiHVmT/VrVLUs8U0dVS1KoGaCeNtyPY8EX6g8EYu8LHzv6jEjEjFibTHc704NE0TRO6WMrNMaw1JTRZNqzNMrOVllarSijdZKsK1wjBvCqMQNw8Vxxiw0ppaXTuZahrpaiOUZ1mPtqBAR3a92qBT/Evf4/DGjwsbrzmLXROHpFM8Ii3GJ9IYpy1FNUV75jjM+HqpKnIais1dQ5/UVEZpctpJY6eEA7hPIVDSE9OEBUfvjitrtE1Mmrs01FQVsUMGdZP9X18BUkyzJvEU1/VVbbb0xrcLCjOYtGkTpa3he/nrzWrL4dW+ON/G1vLRiMi7O5tOnT1bluZRxV2WUUeXZkVjIjzCnUcBh5OhuUbqASDcG2Kys7Mc+fSk+lqHOqSOGszeSvqi6ORLA0m/uTaxAJsCR1At5nHpWFjljpLMRVt3iZvfdHC8x9r6djjnI4M07NtOfK/wB7asdmujs41Rlb5bqCuoac0skNVlcuXwsr0lTGSVk8RsQOBtt0Lc9LDzLSmrNV0keSauzTLPqkyRyVcdDE4krAjBhGxb9bUlQTtuSOLgE42uFjMZ/Fpta2msaRpPbHZ+dd6zlMOb3vrv138/3uZhdD0Fbluf5LnkcVTQ57UvM0SC2xWCgW44ZSoYEdCAR0xX6f7OGyyDKsvzrMkzikyxamQe1R73mnkcbZH3XBITcL9bscbfCxIz+PFM0RVpP4tp2aLOUwZqiqY1j8382byTSK5BqjM82yxqeny3M4Yt9HFHt21CXHeADjlbD7saTCwsdfFxasadqvfaI+2jmw8OnCi1O78lhYWFjjbLCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLALCwsLAf/Z" width="251px" alt="what is a margin of safety"/></p>
<p>
<h2>How Much Do I Need to Produce to Make a Profit?</h2>
</p>
<p>
<p>The break-even sales are subtracted from the budgeted or forecasted sales to determine the MOS calculation. The total number of sales above the break-even point is displayed using this formula. The margin of safety represents the gap between expected profits and the break-even point. It is calculated by subtracting the breakeven point from the current sale and dividing the result by the current sale. The margin of safety <a href="https://turbo-tax.org/combat-zone/">combat zone</a> is a vital financial measure indicating the margin below which a business becomes unprofitable. Value investing follows the Margin of Safety (MOS) principle, where securities should only be purchased if their market price is lower than their estimated intrinsic value.</p>
</p>
<p>
<p>The margin of safety will have little value regarding production and sales since the company already knows whether or not it is generating profits. However, it has value in the decision-making process, where it is being used as a tool for averting risk. The margin of safety in dollars is calculated as current sales minus breakeven sales. Taking into account a margin of safety when investing provides a cushion against errors in analyst judgment or calculation. It does not, however, guarantee a successful investment, largely because determining a company&#8217;s &#8220;true&#8221; worth, or&nbsp;intrinsic value,&nbsp;is highly subjective. Investors and analysts may have&nbsp;a different method for calculating intrinsic value, and rarely are they exactly accurate and precise.</p>
</p>
<p>
<p>Generally, the margin of safety concept can be used to trigger significant action towards reducing expenses, especially when a sales contract is at risk of decline. However, a huge margin of safety may protect the business from possible sales variations. Dollar-cost averaging, or investing the same amount repeatedly at regular intervals, protects you from consistently paying too much for investments. You don’t need an exact margin of safety requirement, but it’s essential to give yourself room to be wrong. Managerial accountants analyze production processes and market demand to estimate how much of a product they will be able to sell in a period. But there is no standard ‘good margin of safety’ percentage or amount.</p>
</p>
<p>
<h2>Great! The Financial Professional Will Get Back To You Soon.</h2>
</p>
<p>
<ol>
<li>In accounting, the margin of safety, also known as safety margin, is the difference between actual sales and breakeven sales.</li>
<li>CAs, experts and businesses can get GST ready with Clear GST software &#038; certification course.</li>
<li>This also helps them decide on changes to the inventory and end production of unprofitable products.</li>
<li>But that may not be sufficient, particularly for value investors or those with a low risk tolerance.</li>
<li>In business, the margin of safety is the variation between the break-even sales and the actual sales.</li>
<li>As a financial metric, the margin of safety is equal to the difference between current or forecasted sales and sales at the break-even point.</li>
</ol>
<p>
<p>In addition, it&#8217;s notoriously difficult to predict a company&#8217;s earnings or revenue. A margin of safety (or safety margin) is the difference between the intrinsic value of a stock and its market price. Even if you don’t choose individual stocks, you can apply the margin of safety principle to your investment decisions by preparing for a variety of outcomes. Having an emergency fund is key so that you don’t have to cash out after a market crash due to an unexpected expense. But that may not be sufficient, particularly for value investors or those with a low risk tolerance.</p>
</p>
<p>
<p>While investors use a variety of approaches, ultimately, they require predicting a company’s future cash flow and its level of risk. The margin of safety in finance measures the difference between current or expected sales and the break-even point. It is calculated as a percentage of actual or expected sales and serves as a critical indicator for company risk management. The&nbsp;margin of safety essentially represents the&nbsp;difference between the intrinsic value of a security and&nbsp;its current market price and serves as a shield for investors against potential losses. Calculated using a financial ratio, it reveals the profit a company earns after covering all fixed and variable costs. Maintaining a positive margin of safety is critical to profitability because it marks the point at which the company avoids losses.</p>
</p>
<p>
<p>Before an investor buys a stock at an undervalued price, it is important to determine the intrinsic value of a stock. Such an analysis can be done by calculating estimates based on the <a href="https://www.adprun.net/what-does-an-auditor-do/">what does an auditor do</a> company’s historical growth trends and future projections that may affect growth rates. Apart from protecting against possible losses, the margin of safety can boost returns for specific investments.</p>
</p>
<p>
<h2>Do you already work with a financial advisor?</h2>
</p>
<p>
<p>Adopting new marketing and promotional strategies to increase sales and revenue would also help prevent the MOS from falling below the break-even point. In this case, they should cut waste and unnecessary costs (reduce fixed and variable costs, if necessary) to prevent further losses. Margin of safety is the difference between actual and break-even sales in accounting, crucial for pricing and forecasting. Value investing follows margin of safety principle for stock purchases.</p>
</p>
<p>
<h2>Formula to Calculate the Margin of Safety Ratio</h2>
</p>
<p>
<p>CAs, experts and businesses can get GST ready with Clear GST software &amp; certification course. Our GST Software helps CAs, tax experts &amp; business to manage returns &amp; invoices in an easy manner. Our Goods &amp; Services Tax course includes tutorial videos, guides and expert assistance to help you in mastering Goods and Services Tax.</p>
</p>
<p>
<p>Investors working with a margin of safety will utilize factors such as company management, market performance, governance, earnings, and assets to determine the stock’s intrinsic value. The actual market price is then used as a comparison point to calculate the margin safety. Managerial accountants also tend to calculate the margin of safety in units by subtracting the breakeven point from the current sales and dividing the difference by the selling price per unit. This is the amount of sales that the company or department can lose before it starts losing money. As long as there’s a buffer, by definition the operations are profitable. If the safety margin falls to zero, the operations break even for the period and no profit is realized.</p>
</p>
<p>
<p>At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content. The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. That’s why you need to know the size of your safety net – what your accountant calls your “margin of safety”. The company can also invest its funds for expansion of the company or other purposes without worrying about hitting the bottom line anytime soon.</p>
</p>
<p>
<p>It is evaluated as the change between the price of a financial instrument and its basic value. The margin of safety acts as a built-in cushion that allows a few losses to be incurred but protects against major losses. Investors incorporate both qualitative and quantitative techniques to determine a safety margin that will discount the price target. As a financial metric, the margin of safety is equal  to the difference between current or forecasted sales and sales at the break-even point.</p>
</p>
<p>
<p>As shown above, the margin of safety can be expressed as an absolute amount (e.g., $58,325) or as a percentage of sales (e.g., 58.32%). Yarilet Perez is an experienced multimedia journalist and fact-checker with a Master of Science in Journalism. She has worked in multiple cities covering breaking news, politics, education, and more. As a start-up, with a couple of years loss-making to work through, getting to breaking even is an accomplishment. More established companies want to stay as far away from their break-even point as  possible. Generally, a&nbsp;high degree of security is preferred, which shows the company&#8217;s resilience in the face of market uncertainty.</p>
</p>
<p>
<p>An investor may apply the margin of safety to determine the company’s share price with its current market price and use the variance as a basis for buying securities. It means that there is remarkable upward potential for the stock prices. Alternatively, in accounting, the margin of safety, or safety margin, refers to the difference between actual sales and break-even sales.</p>
</p>
<p>
<p>This margin differs from one business to another depending upon their unit selling price. To calculate the margin of safety, determine the break-even point and the budgeted sales. Subtract the break-even point from the actual or budgeted sales and then divide by the sales. Using margin of safety, one should buy a stock when it is worth more than its price in the market. This is the central thesis of value investing philosophy which espouses preservation of capital as its first rule of investing.</p></p>
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		<title>New CPSM ETF Offers &#8217;100% Downside Protection&#8217; on the Stock Market</title>
		<link>http://www.n4f.es/blog/en/new-cpsm-etf-offers-100-downside-protection-on-the/</link>
		<comments>http://www.n4f.es/blog/en/new-cpsm-etf-offers-100-downside-protection-on-the/#comments</comments>
		<pubDate>Fri, 03 Feb 2023 11:22:21 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22800</guid>
		<description><![CDATA[The Equal Employment Opportunity Commission has jurisdiction over employers with fifteen or more employees. Once you’ve signed and dated Section 2, and Section 3 if applicable, the I-9 form is complete. Instead, the last action you’ll need to take in regards to the I-9 form is to ensure that you keep it safely in your [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/c977c241-c861-4fef-b8b7-cc651e1883d9-1024x683.jpeg" width="255px" alt="new i 9 forms for 2017"/></p>
<p>The Equal Employment Opportunity Commission has jurisdiction over employers with fifteen or more employees. Once you’ve signed and dated Section 2, and Section 3 if applicable, the I-9 form is complete. Instead, the last action you’ll need to take in regards to the I-9 form is to ensure that you keep it safely in your records. If you completed the I-9 form through your HR software, the software will store it automatically within the platform. If you’ve filled it out electronically  or on paper, you can store the form in any safe storage system, physically or electronically.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/Alicia-Hammersmith.png" width="255px" alt="new i 9 forms for 2017"/></p>
<p>If you&#8217;re not provided with Form I-9, please alert your employer, as it&#8217;s mandatory to have completed before beginning to work. The documents an employee can use to verify their eligibility to work in the United States are included as part of the I-9 form. You’ll note that there are numbers listed on the left side of this example. If you have any questions about the individual fields in Section 1, USCIS breaks down specific case scenarios and details what to do in those instances, like, for example, if an employee has a hyphenated name or doesn’t have a street address.</p>
<h2>New I-9 form required by Jan. 22, 2017</h2>
<p>At the same time, would Apple really launch a new M chip with an iPad rather than with a new Mac? However, some of the content may still be useful, so we have archived the page. The company also says that the new card will be shipped with a prepaid shipping label so that cardholders can send their old Apple Card to Apple to be recycled. Telegram has also added a “Channels” tab that will quickly show any broadcast channels that you follow. It will also show recommended channels to join and similar topics to help you get updates and information from creators, news broadcasts, and more. The latest update for cross-platform messaging platform Telegram has finally added the ability to view your own public profile alongside a further 15 new features.</p>
<ul>
<li>A new ETF promises to offer investors &#8220;100% downside protection&#8221; to the stock market, but it comes with a few caveats.</li>
<li>However, permanent residents who do not apply for naturalization within six months of eligibility are not protected from citizenship status discrimination.</li>
<li>At issue is whether universities and law enforcement will clear the charges and withhold other consequences, or whether the suspensions and legal records will follow students into their adult lives.</li>
<li>Employers can&#8217;t specify which document(s) they will accept from an employee.</li>
<li>U.S. citizens and all work authorized individuals are protected from document abuse.</li>
</ul>
<p>M2-powered devices are usually labeled with the identifier “14,” such as “iPad14,3” (2022 iPad Pro Pro) and “Mac14,5” (2022 MacBook Air). For M3-based devices, Apple has been using the “15” label (there are only Macs with this label for now). M1 was Apple’s first chip designed specifically for Macs – that’s why Apple named it “M.” However, the company later brought the M family of chips to iPad Pro and then iPad Air. As the current generation iPad Pro features the M2 chip, most of us expected to see a new iPad Pro with M3 inside. This Cast UI was already live on iOS and the redesign is now widely rolling out on YouTube Music for Android (version 6.49) via a server-side update.</p>
<h2>Switch Over to New Form Now</h2>
<p>You can continue to use your titanium card until it expires or you activate the new one. You can still use Apple Card with Apple Pay and your virtual card number to shop at merchants that don’t yet accept Apple Pay by typing in your number from Wallet or using Safari AutoFill. In the email, Apple says that a new titanium card will be sent automatically to the cardholder’s billing address. The company also notes that customers can continue to use Apple Card at any locations that accept Apple Pay. You can also pin up to 3 stories and add your birthday to receive greetings with a festive profile display.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/dbc68cde-86b7-4dff-8e2a-1cdc4e5c446c.jpg" width="251px" alt="new i 9 forms for 2017"/></p>
<p>Remember, even without a physical card you can always use your Apple Card at any location that accepts Apple Pay. Your new titanium card will be shipped within 2 weeks from the date of this communication. The first customers to have an Apple Card are now being notified by Apple via email that their titanium card is about to expire (via MacRumors).</p>
<h2>New Form I-9: Key Changes HR Needs to Know</h2>
<p>&#8220;The form substitutes for training and helps guide people to not make the same mistake over and over again,&#8221;  Lange said. But she reminded employers that the smart form is not a safe harbor against ICE enforcement, is not integrated with E-Verify nor other HR systems, and cannot store information nor enable reporting. On the night of the arrests, however, Barnard student Maryam Iqbal posted a screenshot on the social media <a href="https://www.bookstime.com/blog/a-rundown-of-the-new-i-9-form-for-2017">new i 9 forms for 2017</a> platform X of a dean’s email telling her she could briefly return to her room with campus security before getting kicked out. Maryam Alwan figured the worst was over after New York City police in riot gear arrested her and other protesters on the Columbia University campus, loaded them onto buses and held them in custody for hours. There are two big changes shown off in the pictures, shared by our friend Sonny Dickson.</p>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/H47wifmrEgA' frameborder='0' alt='new i 9 forms for 2017' allowfullscreen></iframe></div>
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