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	<title>Tuncer Mühendislik &#187; Bookkeeping</title>
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	<link>http://www.tuncer.com.tr</link>
	<description>Enerji ve İletişim Çözümleri</description>
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		<title>Startup Bookkeeping: What New Business Owners Need To Know 2023</title>
		<link>http://www.tuncer.com.tr/startup-bookkeeping-what-new-business-owners-need/</link>
		<comments>http://www.tuncer.com.tr/startup-bookkeeping-what-new-business-owners-need/#comments</comments>
		<pubDate>Thu, 02 Nov 2023 01:27:39 +0000</pubDate>
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		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=18816</guid>
		<description><![CDATA[A business plan may be required if you plan to apply for business financing from banks or investors. Unlike the requirements to become an accountant, the training required to become a bookkeeper is less strenuous. It’s possible to find and complete an online training program from home. If you pay too much, it could take [&#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/2021/03/40483ffb-66fe-46c5-ac0c-8ec2b6163177-300x200.jpg" width="255px" alt="startup bookkeeper"/></p>
<p>A business plan may be required if you plan to apply for business financing from banks or investors. Unlike the requirements to become an accountant, the training required to become a bookkeeper is less strenuous. It’s possible to find and complete an online training program from home. If you pay too much, it could take months to get your tax refund—money your business might need to survive. This step may be the most important aspect of beginning a successful bookkeeping business.</p>
<h2>Acquiring Bookkeeping Skills</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/674f33fd7c.jpg" width="259px" alt="startup bookkeeper"/></p>
<p>An accountant may interpret the financial records that a bookkeeper compiles, in order to assess a company’s financial health. Becoming an accountant usually requires more training <a href="https://www.bookstime.com/articles/cash-short-and-over-account">https://www.bookstime.com/articles/cash-short-and-over-account</a> and education than bookkeeping and can be a good next step in your financial career. In fact, you can even deduct your home office space from your annual tax returns.</p>
<h2>Closing Accounts</h2>
<p>The best software seamlessly syncs with your bank accounts, automates transaction categorization, allows collaboration, and provides mobile access with real-time reporting. A strong understanding of your business’s financial health is essential to the success of your company. Startup accounting provides <a href="https://www.bookstime.com/articles/startup-bookkeeping">startup bookkeeper</a> valuable insight into your startup’s cash flow and also allows you to make financial projections. Most importantly, it ensures that your startup is staying compliant. Accounting software has made manual bookkeeping obsolete, but some small business owners record transactions by hand to save money.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/xjkOSj8ldR8' frameborder='0' alt='startup bookkeeper' allowfullscreen></iframe></div>
<h2>Market Your Business</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/qboa-hero3-min-1-1024x675-1.png" width="257px" alt="startup bookkeeper"/></p>
<p>Plus, it can save you money on your taxes when you file your yearly income tax return. It is important that all financial information submitted to the IRS is accurate. Effective startup accounting helps ensure that your business stays tax-compliant. This guide to accounting for startups walks you through what you need to know about startup accounting, generally accepted accounting principles, and the best accounting software for  startups. For example, it might be best to perform a bank account and credit card reconciliation and enter all cash transactions each month. Once a quarter, you could then review your financial statements and make adjusting journal entries as necessary.</p>
<ul>
<li>Too little and you aren’t fairly compensated for your work; too much and you’ll have a tough time competing with other bookkeeping businesses.</li>
<li>Bookkeepers manage a company’s financial accounts, ensuring they are accurate and easy to review.</li>
<li>You’ll also need to choose a bookkeeping software for your bookkeeping business.</li>
<li>Startup bookkeeping is similar to bookkeeping for any small business.</li>
</ul>
<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="258px" alt="startup bookkeeper"/></p>
<p>The most sought-after credential is the Certified Public Accountant (CPA) license, which is necessary for any accountant who files a report with the  Securities and Exchange Commission (SEC). Other common options include the Certified Management Accountant (CMA) or Chartered Global Management Accountant (CGMA) designations. Certification is not always mandatory but can enhance your resume and demonstrate expertise.</p>
<p>Insurance can cover both the cost of settling a lawsuit and the lawyer fees to defend against a lawsuit. In addition to tax consequences, your personal liability in the event of a lawsuit can vary dramatically by business structure, so be sure to consult with an attorney. You’ll also need one year of experience before applying for the license. If you’ve had college accounting courses, you might be able to substitute them for required courses, but you’ll still need to pass each exam. According to the latest rate survey published by Intuit, bookkeepers average $75 per hour (up from $69 an hour in 2019)—not bad for a business you can start for about $100.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/3b9d2b75-93c2-447b-a0c7-936c66a5e49a-400x300.jpg" width="253px" alt="startup bookkeeper"/></p>
<p>You will be the one putting the work in, so creating a personalized business model will be what sets you apart from competition, and what will get you the most fulfilling feedback. Kruze uses a proprietary software that plugs into QuickBooks and it categorizes about 70% of the transactions, and automatically. And we complement that automated bookkeeping with high-quality staff accountants.</p>
<ul>
<li>If so, you&#8217;re in the right place to learn about taking the steps to help you go from idea to reality.</li>
<li>Assuming that the startup has a bookkeeping software like QuickBooks Online set up, we recommend one of the founders DIY the books until the company has raised a reasonable amount of funding.</li>
<li>Shop around for your software, and don’t just look for in-product features.</li>
<li>So if you are raising money, especially from professional or experienced investors, you’ll need to choose a Delaware C Corp as your entity type.</li>
<li>However, not all founders are trained finance professionals &#8211; software and financial packets are only half the story.</li>
<li>It usually takes about six months of practice to get the hang of it.</li>
</ul>
<ul>
<li>That&#8217;s partly because bookkeeping businesses don&#8217;t have a lot of barriers to entry or even a lot of startup costs to worry about.</li>
<li>Business owners alike know that the more you put in, the more you’ll get out.</li>
<li>We’ll start with a brief questionnaire to better understand the unique needs of your business.</li>
<li>For example if a business records its invoices before they are paid, this is considered accrual accounting.</li>
</ul>
<p>While it’s tempting to offer your services online to a worldwide audience, it adds a lot of complexity to your operations. You should plan on paying for help with online advertising, web design, search engine optimization (SEO), and website content management. Opening a business bank account can make it easier to keep track of what funds go in and out. You can open a business bank account at a traditional bank, credit union, or online bank.</p>
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		<title>Reorder Point Definition &amp; Formula + Calculator</title>
		<link>http://www.tuncer.com.tr/reorder-point-definition-formula-calculator/</link>
		<comments>http://www.tuncer.com.tr/reorder-point-definition-formula-calculator/#comments</comments>
		<pubDate>Fri, 27 Oct 2023 17:05:24 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=11201</guid>
		<description><![CDATA[Demand during lead time is the product of a company’s lead time and its average daily sales. It represents the time it takes suppliers to deliver stocks and the sales a company makes during these days. When considering a reorder point, it is crucial to include demand during the lead time in the calculation. The [&#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/2021/08/5c05fca875.jpg" width="254px" alt="which one of these would not be a factor in determining the reorder point"/></p>
<p>Demand during lead time is the product of a company’s lead time and its average daily sales. It represents the time it takes suppliers to deliver stocks and the sales a company makes during these days. When considering a reorder point, it is crucial to include demand during the lead time in the calculation. The longer the <a href="https://www.bookstime.com/articles/reorder-point">which one of these would not be a factor in determining the reorder point</a> lead time from suppliers is, the higher the reorder point for companies will be. Companies also maintain safety stock if there is a sudden increase in demands or suppliers fail to deliver on time. While estimating the demand during lead time can be crucial, keeping a safety stock is also critical in high-risk businesses.</p>
<p>Inventory management software can be a huge positive for your organization in several ways. Your suppliers might also carry their pressure points that can change at any moment. Market conditions might gradually or <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> suddenly move in unexpected directions. While it might be challenging to reach the scale of these retail giants, they provide excellent lessons in managing current stock, improving forecasting, and meeting demand.</p>
<h2>Use A Spreadsheet To Calculate Reorder Point</h2>
<p>Safety stock is similar to a reorder point, but it’s a surplus quantity to ensure you don’t run completely out of stock if there are delays. So what is the best way to solve stock issues and determine the right time to order stock? Neglected inventory management leads to a decrease in customer loyalty, in addition to lost sales. Negative reviews can quickly erode any positive online presence you&#8217;ve built. Even if you eventually run through your safety stock, having that buffer can extend your sales beyond that of a competitor. Let’s say you sold 40 units of an item in March, 60 in April, and 46 in May.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/66c46071-523b-4f24-be3e-c2b5d9fa1363-scaled-1.jpg" width="256px" alt="which one of these would not be a factor in determining the reorder point"/></p>
<p>Let’s continue with the manufacturer example and calculate the reorder point. From there, you can set a customized alert for when inventory hits a certain threshold. You decide who gets notified, when, how often, and whether that notification comes via email, within the Sortly app, or both. So we decided to create a handy Inventory Formula Cheat Sheet with 7 of the most common inventory formulas. Finally, let us look at some best practices to consider when setting up and managing reorder points. We briefly mentioned automation when talking about reorder point calculators.</p>
<h2>Reorder faster with inFlow</h2>
<p>With Sortly, it’s easy to gather the data you need to calculate reorder point, then plug that number right into your inventory details. You can even choose who on your team should be alerted when your inventory is starting to run low. The value of the sales or manufacturing rate also needs to be as accurate as possible to ensure the reorder point calculation is reliable. Capable manufacturing ERP software can simplify this process by way of automatic reports of sales and manufacturing data.</p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/faSjgueZp5s' frameborder='0' alt='which one of these would not be a factor in determining the reorder point' allowfullscreen></iframe></div>
<p>Here too, competent MRP systems can decisively simplify the process. Safety stock&nbsp;is the amount of inventory a business holds to mitigate the risk of shortages or stockouts. The safety stock calculation is the difference between the maximum daily sales/usage and lead  time, and the average daily usage and lead time. We’ll keep things simple by calculating based on two weeks of extra demand (14 days). This two-week estimate is based on what we’ve seen from other small businesses.</p>
<h2>Reorder Point Calculation</h2>
<p>Therefore, the manufacturer should reorder this component when stock falls to 150 units. By doing so, the company can prevent stockouts and avoid dipping into safety  stock while they wait for new stock to arrive. Holding too much inventory ties up capital and eats into business profits with increased carrying costs. At the same time, not enough stock causes slow order fulfillment, the potential for missed sales, and lost revenue.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/Accounting-300x200.jpg" width="252px" alt="which one of these would not be a factor in determining the reorder point"/></p>
<p>The calculation of safety stock includes various factors that companies must consider. Calculating basic safety stock is quite a straightforward affair that involves multiplying the average demand for items with a preset value of safety days. Many advanced formulas exist, however, that enable arriving at more accurate and efficient safety stock levels.</p>
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		<title>Notes receivable accounting</title>
		<link>http://www.tuncer.com.tr/notes-receivable-accounting/</link>
		<comments>http://www.tuncer.com.tr/notes-receivable-accounting/#comments</comments>
		<pubDate>Thu, 26 Oct 2023 10:45:00 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=12743</guid>
		<description><![CDATA[Payee – is the individual or business which is supposed to receive the payment i.e. the one who has allowed the credit. Square determines the amount to be charged for the loan and the percentage to be charged each day using data analytics. Each Square account has potentially different terms based on its history and [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Payee – is the individual or business which is supposed to receive the payment i.e. the one who has allowed the credit. Square determines the amount to be charged for the loan and the percentage to be charged each day using data analytics. Each Square account has potentially different terms based on its history and trends. Such notes are rarely sold to the general public in the corporate world. When they are, it is usually at the request of a struggling company, which works through shady brokers willing to sell P/Ns. Failure to state payment amounts and schedules can lead to misunderstandings, unmet expectations, strained relationships, and even legal action.</p>
<ul>
<li>The Ascent is a Motley Fool service that rates and reviews essential products for your everyday money matters.</li>
<li>The lender may provide value in the form of cash, supplies or equipment.</li>
<li>The earnings per share (EPS) treatment for convertible debt that can be settled in any combination of cash or shares at the issuer’s option will be impacted significantly.</li>
<li>A P/N, for example, can be used in conjunction with a mortgage, in which case it is referred to as a mortgage note.</li>
<li>In this case, if the borrower doesn&#8217;t repay the loan, the lender can try to use standard debt-collection procedures.</li>
</ul>
<p>To help minimize these risks, an investor must register the note or have it notarized so that the obligation is publicly recorded and legal. Some schools allow federal student loan borrowers to sign a one-time master promissory note, allowing receipt of multiple loans for up to 10 years if the school certifies the student&#8217;s continued eligibility. A promissory note is usually held by the party owed money; once the debt has been fully paid, the note must be canceled by the payee and returned to the issuer.</p>
<h2>How do I enforce a Promissory Note?</h2>
<p>A note receivable of $300,000, due in the next 3 months, with payments of $100,000 at the end of each month, and an interest rate of 10%, is recorded for Company A. The components of a Promissory Note include the parties involved in the loan, the loan amount and interest rate, repayment terms, default and late payment provisions, and prepayment options. An installment Promissory Note is a loan that is repaid in regular installments, such as monthly or quarterly payments. This type of loan is commonly used for long-term financings, such as mortgages or car loans.</p>
<ul>
<li>A note issued by a company in this situation is at a higher risk of default than, say, a corporate bond.</li>
<li>When a customer does not pay an account receivable that is due, the company may insist that the customer  gives a note in place of the account receivable.</li>
<li>Essentially, a promissory note allows entities aside from financial institutions the ability to provide lending mechanisms to other entities.</li>
<li>In some cases, the lender may ask for regular repayments over time with a specified interest rate.</li>
</ul>
<p>This usually happens when we need to make a credit purchase, but we are sure that we won’t be able to pay it back within a short period of time (e.g. one month). You should classify a note receivable in the balance sheet as a current asset if it <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> is due within 12 months or as non-current (i.e., long-term) if it is due in more than 12 months. Promissory note offers a useful capital financing option to the issuer. A promissory note is usually backed by the creditability of the issuer.</p>
<h2>How do I account for interest expense if I need to pay it annually?</h2>
<p>At times, they have circulated as a form of alternate currency, free of government control. In some places, the official currency is in fact a form of promissory note called a demand note (one with no stated maturity date or fixed term, allowing the lender to decide when to demand payment). The maker of the promissory note is known as the borrower or debtor and records the amount owed in a liability account such as Notes Payable. The person or organization that has the right to receive the money when the promissory note comes due is known as the lender or creditor and records that amount in an asset account such as Notes Receivable. Companies will welcome the lower interest expense, which was historically very significant relative to the low coupon interest rate on these instruments. However, companies may not appreciate the more dilutive impact of the changes to EPS for instruments that may be settled in any combination of cash or shares.</p>
<p>Enforcing a Promissory Note can involve legal remedies such as repossession or foreclosure, filing a lawsuit for collection, negotiating a settlement, or using a collection agency to recover the outstanding debt. There are several types of Promissory Notes, including secured Promissory Notes, unsecured Promissory Notes, convertible <a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> Promissory Notes, demand Promissory Notes, and installment Promissory Notes. They may be issued by banks but can also be issued by other types of lenders. This type of loan is commonly used in startup financing, as it allows investors to lend money to a company and then convert that loan into ownership shares at a later time.</p>
<h2>Disadvantages of Promissory Notes</h2>
<p>Homeowners usually consider their mortgage an obligation to repay the money they borrowed to buy their residence. But actually, the signed promissory note represents a promise to repay the mortgage or loan, along with the repayment terms. There are several different structures for repayment of a promissory note, but most involve repaying the principal plus interest. The interest rate can be fixed or variable and calculated daily, monthly, annually, or  another way.</p>
<h2>Journal entry for issuance of promissory note</h2>
<p>If the borrower doesn&#8217;t repay the loan, the lender can take possession of the property. In its simplest form, a promissory note might be a written promise to repay a family member. State or federal securities entities may regulate more complicated promissory notes. Definition of Promissory Note<br />
A promissory note is a written promise to pay an amount of money by a specified date (or perhaps on demand).</p>
<h2>Finish Your Free Account Setup</h2>
<p>A debtor must repay a creditor on a schedule with a maturity date specified in written contractual terms, according to&nbsp;Hammurabi Law 100. An instrument is negotiable if it can be transferred to another person while still being enforceable against the person who made the original promise to pay. Negotiable <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> instruments are unconditional, imposing few, if any, obligations on the issuer or payee aside from payment. The borrower is  usually only given a few days&#8217; notice before the payment is due. A P/N, for example, can be used in conjunction with a mortgage, in which case it is referred to as a mortgage note.</p>
<p>Alternatively if the note is signed in exchange for goods, the supplier debits the notes receivable account and credits the sales account. This source can be an individual or a company willing to carry the note (and provide the financing) under the agreed-upon terms. Example of a Promissory Note<br />
A promissory note is created when a company borrows money from its bank. However, a promissory note could also be used when a company is unable to pay one of its suppliers as agreed.</p>
<h2>Real Estate Promissory Notes</h2>
<p>Notes payable is a formal contract which contains a written promise to repay a loan. Purchasing a company vehicle, a building, or obtaining a loan from a bank for your business are all considered notes payable. Notes payable can be classified as either a short-term liability, if due within a year, or a long-term liability, if the due date is longer than one year from the date the note was issued. It works similarly to a bank loan with both parties agreeing on the repayment terms.</p>
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		<title>Income vs Revenue vs Earnings Definition, Profit</title>
		<link>http://www.tuncer.com.tr/income-vs-revenue-vs-earnings-definition-profit/</link>
		<comments>http://www.tuncer.com.tr/income-vs-revenue-vs-earnings-definition-profit/#comments</comments>
		<pubDate>Fri, 08 Sep 2023 10:04:08 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=13022</guid>
		<description><![CDATA[Thus, revenue recognition is delayed under the cash basis of accounting, when compared to the accrual basis of accounting. There were many standards governing revenue recognition, which have been consolidated into a GAAP standard relating to contracts with customers. Revenue is the total amount of income generated by the sale of goods or services related [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Thus, revenue recognition is delayed under the cash basis of accounting, when compared to the accrual basis of accounting. There were many standards governing revenue recognition, which have been consolidated into a GAAP standard relating to contracts with customers. Revenue is the total amount of income generated by the sale of goods or services related to the company&#8217;s primary operations. Revenue, also known as gross sales,&nbsp;is often referred to as the &#8220;top line&#8221;&nbsp;because it sits at the top&nbsp;of the&nbsp;income statement. When investors and analysts speak of a&nbsp;company&#8217;s  income, they&#8217;re actually referring to&nbsp;net income or the profit for the company. At the same, investors and analysts view net income as a somewhat deceiving profitability measure that provides a distorted picture of the company’s operating efficiency.</p>
<p>A company beating or missing analysts&#8217; revenue and earnings per share expectations can often move a stock&#8217;s price. This revenue amount doesn&#8217;t consider any expenses the business may have incurred in producing and selling the item. It&#8217;s crucial to note that revenue alone doesn&#8217;t indicate the profitability of a business. To determine profitability, the revenue must be compared to the total expenses incurred in producing and selling the products or services. If you are setting up an earned value management system, it is important to understand the data going into the system and how it is intended to be used going forward. The way revenue is earned may influence the metrics used or how work is recorded, measured or tracked.</p>
<ul>
<li>For example, if a clothing store sells some of its merchandise, that amount is listed under revenue.</li>
<li>Access and download collection of free Templates to help power your productivity and performance.</li>
<li>The Grand Theft Auto video game franchise developed by Rockstar Games is one of the most successful in the industry.</li>
</ul>
<p>For instance, you&#8217;ll often see a charitable fitness center like the YMCA operating in the same community as a for-profit fitness center. An even bigger example is in the hospital world, where for-profit and tax-exempt entities compete for patients to serve and medical professionals <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> to hire. Quantity is also an essential component of the revenue formula because it determines how much revenue the business earns per unit of product or service sold. Revenue is a vital metric for businesses as it serves as a gauge of their financial health and performance.</p>
<h2>What is the Formula to Calculate the Revenue?</h2>
<p>Net income can grow while revenues remain stagnant because of cost-cutting. Charitable organizations play a vital role in society, and they generally work hard to <a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> solicit contributions from whatever sources they can find. Increasingly, though, donations have become only one element of how successful charities make money.</p>
<ul>
<li>Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.</li>
<li>Volatility profiles based on trailing-three-year calculations of the standard deviation of service investment returns.</li>
<li>It enables companies to gain valuable insights into sales trends, evaluate marketing and sales strategies, and measure the success of business operations.</li>
</ul>
<p>Under certain rules, revenue is recognized even if payment has not yet been received. The best way to calculate a company&#8217;s revenue during an accounting period (year, month, etc.) is to sum up the amounts earned (as opposed to the amounts of cash that were received). For example, if a new company sold $75,000 of goods in December but allows the customer to pay 30 days later, the company&#8217;s December sales are $75,000 (even though no cash was received in December). Reporting revenues in the period in which they are earned is known as the accrual basis of accounting. Hence, a company&#8217;s revenue could occur before the cash is received, after the cash is received, or at time that the cash is received. Revenue can be broken down and listed as separate line items on a company&#8217;s income statement based on the type of revenue.</p>
<h2>What is the Formula to Calculate the Revenue in terms of Customers?</h2>
<p>The critical importance of cash flow lies in the ability of&nbsp;a company to remain functional. Companies must always have sufficient cash to meet their short-term financial obligations. However, companies can report their revenue differently, depending on the accounting method used and their industry. Companies in the retail sector, for example, typically report net sales instead of revenue, because net sales represent the sales revenue after merchandise returns. Revenue accruals and deferrals are only used when a business uses the accrual basis of accounting. The bulk of all revenue generated by a business is usually operating revenue, with rare exceptions.</p>
<h2>Are Earnings Profit or Revenue?</h2>
<p>For example, as an employee  in a company, income is the wage the individual earns for work rendered. Additionally, they may earn a side income from an investment portfolio of financial assets (e.g., stocks, bonds, etc.). Note that the tax regulations regarding income types may vary among tax jurisdictions. Earnings and revenue are commonly used terms by companies to describe their financial performance over a period of time.</p>
<h2>Terms Similar to Revenue</h2>
<p>This means that revenue is recognized on the income statement in the period when realized and earned—not necessarily when cash is received. Revenue represents the total earnings of a business from selling its products or services within a specified <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> timeframe, typically a month or a year, excluding returns or refunds. Often referred to as the &#8220;top line,&#8221; revenue holds the first position on the income statement, providing a snapshot of a company&#8217;s financial performance during that period.</p>
<h2>What are Revenue Streams?</h2>
<p>Conversely, a company could be generating a lot of revenue but is burning through cash, because the cost to run the company is too high. Companies with a lot of debt payments also tend to have poor cash flow despite generating billions in revenue. For some organizations, revenue can come from other sources than the typical selling of a product or service.</p>
<p>The revenue recognition principle, a feature of accrual accounting, requires that revenues are recognized on the income statement in the period when realized and earned—not necessarily when cash is received. Revenue is generated by the sale of goods or services to customers, while income is the amount remaining after all expenses have been subtracted from revenue. Thus, revenue appears in the top line of an income statement, while income appears in the bottom line.</p>
<h2>Understanding revenue</h2>
<p>Strong revenues will indicate that a business can sell its product or service but strong profits will indicate a business is in good financial health. Income is often considered a synonym for revenue since&nbsp;both terms refer to positive cash flow. As such, it is commonly used to describe money earned by a person or company in exchange for goods, services, property, or labor. But income almost always refers to a company&#8217;s bottom line in a financial context since it&nbsp;represents the earnings left after&nbsp;all expenses and additional income are deducted.</p>
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		<title>What is Accounts Payable: Definition, Process, and Examples</title>
		<link>http://www.tuncer.com.tr/what-is-accounts-payable-definition-process-and/</link>
		<comments>http://www.tuncer.com.tr/what-is-accounts-payable-definition-process-and/#comments</comments>
		<pubDate>Thu, 10 Aug 2023 09:10:43 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[If your vendors create and send invoices using invoicing software, then the invoice details get uploaded to your accounting software automatically. Generally, Quickbooks provides a list of standard accounts like accounts payable, accounts receivable, purchase orders, payroll expenses, etc. However, if you do not see an account that you need, you can add your own [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>If your vendors create and send invoices using invoicing software, then the invoice details get uploaded to your accounting software automatically. Generally, Quickbooks provides a list of standard accounts like accounts payable, accounts receivable, purchase orders, payroll expenses, etc. However, if you do not see an account that you need, you can add your own accounts manually in your chart of accounts. It includes activities essential to complete a purchase with your vendor.</p>
<ul>
<li>On the flip side, delays in receiving payments (recorded as accounts receivable) lower cash flow.</li>
<li>The risk only grows with mid-sized and large companies, where these factors are multiplied with a larger number of suppliers, vendor invoices and people whose job is to run financial operations smoothly.</li>
<li>Current liabilities are one of two-part of liabilities and hence, accounts payable are liabilities.</li>
<li>Accounts payable turnover refers to a ratio that measures the speed at which your business makes payments to its creditors and suppliers.</li>
<li>A financial professional will offer guidance based on the information provided and offer a no-obligation call to better understand your situation.</li>
</ul>
<p>This financial information is used in financial management to forecast, budget, and make financial decisions. Companies typically don’t want to hold a large amount of debt, or accounts payable, because it affects their financial standing. As a result, such a transaction would increase the credit balance of your accounts payable.</p>
<h2>Impact of cash flow</h2>
<p>Under the accrual accounting method, an accrual&nbsp;occurs when a company&#8217;s good or service is delivered prior to receiving payment, or when a company receives a  good or service prior to paying for it. For example, when a business sells something on predetermined credit terms, the funds from the sale are considered accrued revenue. The accruals must be added via adjusting journal entries so that the financial statements report these amounts. Once payment has been received, the sum will be debited from accounts payable, with a credit made to cash.</p>
<p>Expenses are recognized under the accrual method of accounting when they are incurred—not necessarily when they are paid. Accrued expenses are payments that a company is obligated to pay in the future for goods and services that were already delivered. Put simply, a company receives a good or service and incurs an expense. Additionally, internal controls and audits are required to ensure safety and security among your organization. Each of these internal controls are in place to keep your payments safe and avoid human error within your organization.</p>
<ul>
<li>Accounts payable (AP) refer to the obligations incurred by a company during its operations that remain due and must be paid in the short term.</li>
<li>Also, an efficient accounts payable management process prevents fraud, overdue charges, and better cash flow management.</li>
<li>Accounting is somewhat specific in terms of how much manual work is required.</li>
<li>As per the above journal entry, debiting the Cash Account by $300,000 means an increase in Cash Account by the same amount.</li>
<li>The accounts payable turnover refers to a ratio that measures how quickly your business makes payment to its suppliers.</li>
</ul>
<p>Accounts payable refers to the vendor invoices against which you receive goods or services before payment is made against them. Thus, your vendors supplying goods on credit are also referred to as trade creditors. The accounts payable department of each business may have its own set of procedures <a href="https://accounting-services.net/">https://accounting-services.net/</a> in place before making payments to vendors. However, before streamlining your accounts payable process, it is essential to understand what is the accounts payable cycle. Business expenses are costs incurred in an attempt to generate revenue and are presented on the company’s income statement.</p>
<h2>Accrual</h2>
<p>Liabilities are displayed on a company’s balance sheet, which shows a clear and easy-to-understand snapshot of a company&#8217;s financial standing for a specific time frame. Liabilities are traditionally recorded in the accounts payable sub-ledger at the time an invoice is vouched for payment. Vouched simply means an invoice is approved for payment and has been recorded in the&nbsp;general ledger&nbsp;as an outstanding liability, where the payment transaction is still in the pipeline. In double entry bookkeeping, the accounts payable department will receive an invoice and it will be recorded in the general ledger as a credit, then as an offsetting debit to the expense account. This matching principle follows the accrual accounting method where revenues and expensive are recorded in the same period, which takes place before the invoice is paid. An increase in the accounts payable indicates an increase in the cash flow of your business.</p>
<h2>Receive the vendor invoices</h2>
<p>While payroll is not included in AP, it appears on the balance sheet as another of the business’s current liabilities. Depending on the responsibilities accounts payable receives from a company, they might process requests and distribute funds to cover travel expenses. After business travel, AP would then be responsible for settling funds distributed versus funds spent and processing travel reimbursement requests. If you are a credible customer for your supplier, you can receive early payment discounts on your accounts payable. Likewise, you can also offer discounts to your customers so that they can make early payments against the accounts receivable.</p>
<p>Following a weekly or a fortnightly accounts payable cycle can help you avoid late payments. You must process your invoices on a regular basis despite having few vendors. Once you review all the received invoices, you can start filling in the invoice details.</p>
<h2>How confident are you in your long term financial plan?</h2>
<p>Accounts Payable (AP) is an accounting term that refers to money owed to suppliers, vendors, or employees for goods or services purchased on credit. You can find accounts payable under the ‘current liabilities’ section on your balance sheet or chart of accounts. Accounts payable are different from other  current liabilities like short-term loans, accruals, proposed dividends and bills of exchange payable.</p>
<h2>What is an accounts payable specialist?</h2>
<p>Also, an account payable is recorded with a credit to the accounts payable account, while an account receivable is recorded with a debit to the accounts receivable account. Accounts <a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> payable are nearly always classified as current liabilities. This is because they are generally due for payment within a short period of time, such as 30 days from the invoice date.</p>
<p>When you eventually pay your suppliers in cash, your accounts payable balance gets reduced. It is important for your business to receive trade credit from its suppliers in the form of accounts payable. However, it is also important to extend trade credit in the form of accounts receivable <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> to sell goods to your customers. When Robert Johnson Pvt Ltd makes payment to its supplier, the accounts payable account gets debited. This is because Robert Johnson’s current liability reduces by $200,000. The offsetting credit entry for such a transaction is made to the cash account.</p>
<p>Adjustments are made using journal entries that are entered into the company&#8217;s general ledger. Take some time to examine the positive impact an intelligent&nbsp;invoice management system&nbsp;can have on your accounts payable department, all without changing existing processes. The key is to improve the communication in every aspect of the approvals in a way that allows AP to retain full control. There’s no upfront time or monetary investment required, so it won’t be long before you will see the true potential of your AP team.</p>
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		<title>Publication 946 2022, How To Depreciate Property Internal Revenue Service</title>
		<link>http://www.tuncer.com.tr/publication-946-2022-how-to-depreciate-property/</link>
		<comments>http://www.tuncer.com.tr/publication-946-2022-how-to-depreciate-property/#comments</comments>
		<pubDate>Wed, 19 Jul 2023 15:41:28 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Content Avoiding ESOP Compliance Issues Noted in Recent IRS Warning The Employee Retention Credit: What Taxpayers Need to Know Tax Credit Opportunities for Manufacturers Under the IRA What is the rate of bonus depreciation on QIP? Removing barriers to business investment in the United States was one of the central goals of the Tax Cuts [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Avoiding ESOP Compliance Issues Noted in Recent IRS Warning</a></li>
<li><a href="#toc-1">The Employee Retention Credit: What Taxpayers Need to Know</a></li>
<li><a href="#toc-2">Tax Credit Opportunities for Manufacturers Under the IRA</a></li>
<li><a href="#toc-8">What is the rate of bonus depreciation on QIP?</a></li>
</ul>
</div>
<p>Removing barriers to business investment in the United States was one of the central goals of the Tax Cuts and Jobs Act (TCJA), enacted last December. The following costs must be amortized over 15 years (180 months) starting with the later of (a) the month the intangibles  were acquired, or (b) the month the trade or business or activity engaged in for the production of income begins. If you used listed property more than 50% in a qualified business use in the year you placed the property in service and used it 50% or less <a href="https://accounting-services.net/income-smoothing-definition/">https://accounting-services.net/income-smoothing-definition/</a> in a later year, you may have to recapture in the later year part of the section 179 expense deduction. Listed property used 50% or less in a qualified business use (as defined in the instructions for lines 26 and 27 below) does not qualify for the section 179 expense deduction or special depreciation allowance. To find the basis for depreciation, multiply the cost or other basis of the property by the percentage of business/investment use. From that result, subtract any credits and deductions allocable to the property.</p>
<p>If you would be allowed a depreciation deduction for a term interest in property except that the holder of the remainder interest is related to you, you must generally reduce your basis in the term interest by any depreciation or amortization not allowed. However, if you buy technical books, journals, or information services for use in your business that have a useful life of 1 year or less, you cannot depreciate them. If you use property for business or investment purposes and for personal purposes, you can deduct depreciation based only on the business or investment use. For example, you cannot deduct depreciation on a car used only for commuting, personal shopping trips, family vacations, driving children to and from school, or similar activities. Any taxpayer who improves a nonresidential building used in their business is eligible to take QIP.</p>
<h2 id="toc-0">Avoiding ESOP Compliance Issues Noted in Recent IRS Warning</h2>
<p>Under this convention, you treat all property placed in service or disposed of during any quarter of the tax year as placed in service or disposed of at the midpoint of that quarter. This means that, for a 12-month tax year, 1½ months of depreciation is allowed for the quarter the property is placed in service or disposed of. The recovery period of property is the number of years over which you recover its cost or other basis. It is determined based on the depreciation system (GDS or ADS) used. However, if this dual-use property does represent a significant portion of your leasing property, you must prove that this property is qualified rent-to-own property. Once you elect not to deduct a special depreciation allowance for a class of property, you cannot revoke the election without IRS consent.</p>
<ul>
<li>The following examples are provided to show you how to use the percentage tables.</li>
<li>QIP does not include improvements related to the enlargement of a building, an elevator or escalator, or the internal structural framework of a building.</li>
<li>However, you do reduce your original basis by other amounts, including the following.</li>
</ul>
<p>Tara Corporation, with a short tax year beginning March 15 and ending December 31, placed in service on March 16 an item of 5-year property with a basis of  $1,000. This is the only property the corporation placed in service during the short tax year. The depreciation rate is 40% and Tara applies the half-year convention. Last year, in July, you bought and placed in service in your business a new item of 7-year property. This was the only item of property you placed in service last year.</p>
<h2 id="toc-1">The Employee Retention Credit: What Taxpayers Need to Know</h2>
<p>In 2022, Beech Partnership placed in service section 179 property with a total cost of $2,750,000. The partnership must reduce its dollar limit by $50,000 ($2,750,000 − $2,700,000). Its maximum section 179 deduction is $1,030,000 ($1,080,000 − $50,000), and it elects to expense that amount. The partnership&#8217;s taxable income from the active conduct of all its trades or businesses for the year was $1,030,000, so it can deduct the full $1,030,000. It allocates $40,000 of its section 179 deduction and $50,000 of its taxable income to Dean, one of its partners.</p>
<ul>
<li>To understand the confusion it begins with an understanding of the history behind QIP.</li>
<li>The CARES Act added the phrase “made by the taxpayer” to the definition of QIP.</li>
<li>You spent $3,500 to put the property back in operational order.</li>
<li>Other factors which could affect the assurance of the exercise of a renewal option are penalties in the contract for termination and optional bargain buyouts after the next lease period.</li>
</ul>
<p>To determine any reduction in the dollar limit for costs over $2,700,000, the partner does not include any of the cost of section 179 property placed in service by the partnership. After the dollar limit (reduced for any nonpartnership section 179 costs over $2,700,000) <a href="https://accounting-services.net/understanding-qualified-improvement-property/">what is qualified improvement property examples</a> is applied, any remaining cost of the partnership and nonpartnership section 179 property is subject to the business income limit. In addition to the business income limit for your section 179 deduction, you may have a taxable income limit for some other deduction.</p>
<h2 id="toc-2">Tax Credit Opportunities for Manufacturers Under the IRA</h2>
<p>When the SL method results in an equal or larger deduction, you switch to the SL method. You did not place any property in service in the last 3 months of the year, so you must use the half-year convention. You bought office furniture (7-year property) for $10,000 and placed it in service on August 11, 2022. You did not elect a section 179 deduction and the property is not qualified property for purposes of claiming a special depreciation allowance, so your property&#8217;s unadjusted basis is its cost, $10,000. You use GDS and the half-year convention to figure your depreciation. You refer to the MACRS Percentage Table Guide in Appendix A and find that you should use Table A-1.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="256px" alt="what is qualified improvement property examples"/></p>
<p>Residential rental property is a building in which 80% or more of the total rent is from dwelling units. For more information on depreciating property in a general asset account, see Pub. Generally, a like-kind exchange after December 31, 2017, is an exchange of real property. Do not enter on line 5 more than your share of the total dollar limitation. This property is considered &#8220;qualified section 179 real property.&#8221; Replacement of existing HVAC, roofs, etc. are eligible to be written off when replaced.</p>
<p>The following vehicles are not considered passenger automobiles. For a vehicle, reduce your basis by any qualified electric vehicle credit you claimed for property placed in service before January 1, 2007, or by any alternative motor vehicle credit allowed. For other listed property (such as computers placed in service before 2018 or video equipment), allocate the use based on the most appropriate unit of time the property is actually used (rather than merely being available for use).</p>
<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/CPVpVGJiCR8' frameborder='0' alt='what is qualified improvement property examples' allowfullscreen></iframe></div>
<p>Enter the appropriate recovery period on Form 4562 under column (d) in Section B of Part III, unless already shown (for 25-year property, residential rental property, and nonresidential real property). Although your property may qualify for GDS, you can elect to use ADS. The election must generally cover all property in the same property class that you placed in service during the year. However, the election for residential rental property and nonresidential real property can be made on a property-by-property basis. You can take a special depreciation allowance to recover part of the cost of qualified property (defined next) placed in service during the tax year. The allowance applies only for the first year you place the property in service.</p>
<h2 id="toc-4">Fixing Qualified Improvement Property</h2>
<p>We will have to wait for clarification from the IRS on this issue. All of this changed with the passage of the CARES Act, which amended the Internal Revenue Code (IRC) to define QIP as 15-year property. The Act also updated the alternative depreciation system (ADS) recovery period for QIP to 20 years.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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2NGHCY8Oev7oI62QCpEe3jjc4NsHRYt/OoTIHuGGshucz4nUWufdkVNWvc2qYRUvjAA5LY8XP9+5V3SyF7m8clBa2/4A119+QQaiTGS3jkYG7xFrbsvvehqGvJDK+IHDe2x9fyKkbO+ScmOqkDS6+EwadAv6lo2WRzmP4y9pIDT/AG4zPT1oMuqmgHaVkAcSA0mK/wBm5Cy+oY6xZVQZu3w7rn9svckkzxhBq5C5pLXEQa52v3LWOWS+dW8PHIuacZ2ug2ZM2RwYysjc7T8FBLdjS6rgDnsu3xNx0+taTzubTtEM7w9rTgIgyvuy0FlIKhzoHObWSAgD/pxle509yDMtRC9zmMqYW4m5NMV87HP75lG6dsjJBHWRxl2hMGYWX1EzM3VMhLrhoMAbmN3anGHmS3G3tFr/AIAubAkoPQpKqGpa4RPDsFgbBWVS4Ola9jmAudaxxFmG9/8AXarqDC4NWeez+0d3rvK4NWeez+0d3oIUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREEtJ53D7Rveu9rglJ53D7Rveu9oMKlWlzZmWMwa5padnu3X7VdUEtO2WZr9q9jm2ya61wDdBSY4tkaMdaQWi125aj5dpWkEpDDIZK431DmaZAZK2aDPKqqA3PIPtmf9oaEEl3GqjOw8vp9SCpKcMmF7652HO4Zra4/Y9i3kc4DBtKzVwxBl+ZWTRckDjdSMrXx5/eawygDGuaKmflEG+PPpQVQ51jikrtMX4fQDkszSCN2N0lbYAEWbzm9vXu96smguWnjVSLD8+uVll1GHRkcaqBlbEJNEFN0hAby6++h5Gtjv61uHOMWMS1mTsNi2xyGoG9WTQgueRUVDcdzZr7LL6PGCRU1Dbm92v++dBRfIXYxj4QAJy5O6w+fryK9GCpbM8sEcrSBe72WC04nZvnM9r4iS/s9SkpoNgPxpZMtZHXQVa9zxLha+pZdosY2XaNVGx7sTeVXeWcyz7yVyWna+cS7aRhaBcNdYWvfNRigDZGPNTUEtNxifdBVc4sLX7SuIJF+SDazR3/ADWsjgC6J5riA/M4Tysh2ZK5xCzLcaqSbEBxfmPuywOD3EEPq6gj/wCrot/KCDaYYBaWseDniay5yy3LRodjGCWss6xOJmmYHX/KsigAAY6rnIAFrvzy39vcpOJXt/c1GX/n0WQVNpdpJfwgLt/LpmO1YBEsrY9rXMJPlYbAZHUq1xC7C3jVRnkTjzTiQcHNNTO4O1BffnyQVBIHEHaVwx6YmZi3+z1KaGtZFk6OqeXOJxvj0y7NFMaMGzuNVGQOYes8RAaAKicWFsn2QWI3iSNsjb2cARdbqOJmyYGY3OtvcbkqRBhcGrPPZ/aO713lcGrPPZ/aO70EKIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCWk87h9o3vXe1wSk87h9o3vXe0BUa+EyvygfJyfKbIG2IvbvV5UK6MPnZijY4EYbukLT1b0Fd1M/A5ppZQDv2/SP5TYPGQoXnLMbcZe73KNtO14/AgsRkROTqct+9ZfAx5adnCZQAA3bH1W6rn3IJeLWLv7WXyzrPuubFR7GQZ/0+UEBw84Gl/3WBTMdh2kELGl1j4889ufm0WzYCGhjYYQWuddu2P+QG/3oMPhOIEUkjg4A4hPnfmWXQOLeRRPcH80400B6ljizYycEMFja95jqLgb+YlZbTMdsrwwWab/AIpy0IOqDdtNyMTqWUFvJDTNe7SLHsCxsnhuzbRv5zecZZaKN1OHQjFBBcix8cTY6W1WrYAwuOwgYQbX25OturX70QbCKQQ4DwdNZwth24Nsjl2lX6OJ0Us3i3MaTkXPxYtepVYoXMcySGCIyMbZvjid7rjtHWrtPJUPeRNE1jRfMOvdBVr6d0lSJGU5l5Fr48O85LR1KdmG8WeXEA/iaOsd/rNslvWwiSpcQyN5wDypLEa2VaOnIu9sMLXYbAukvcjTfobBBO6lc5v4MmIYQ07QgHOx0O4LWaiGyxtgeXXILdrhFufVRiDBASIIWuAuQJzawN+8BaikZbZmKnBuL+OOQvlv++whMKV8gD+L4SWtJOO9iL6WOnzW0lKXuazi0pjLGguE1iP9XKiFORs/EQBoNidschr9/d8sp2kHaQwYxbMSncfXzDrQbCnc4AikkzN8pxzfNaYHbXKie8uPKLZsrkEm/vuPsLLaRrmFsjId2Hl78r71gsx7TxVO6YnFYS2x65n3kdfQg3fTPIB4lISSTlOBnr+63p6cPFpoJIG6i82K5ItZQCnLY3M2UABdceOPMenPU/YWvF7vc1sERvu251zt3oPVhpooXlzL3IAzN8lOqtG6zBEdm3COS1r8WStIMLg1Z57P7R3eu8rg1Z57P7R3eghREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQS0nncPtG9672uC0nncPtG9670gKhXkNla8mlADDczOsf9a9avqpWU758hFTvaWlp2oJO9BRjijcTibQnlZjEcmgnPuWj2gSkhtACXYg4vzBte596t8VqwDhjohcEHkuz+wsPpakyAiKjc0jPE0kg2Nzf1oKwYy3KFESCXZnIjoPuPUt3vLXlz+IeVYEvP5c7/fepjS1X+MVELXDeQcgpoaQOic2rgpiSTbZtyt796Ck9jCHXZweQOd50Lt/WfejsFmuw0JaBvcb8w7D2r0zS05FjBGR0tHrTitP/ANmP9IQeVE1jXNZLHRYS65Mbt+o/crDcGeNlBhA/wcSbb8utesKWnGkMfP5ITitPcnYR5/8AgEHnRNe2T+1FFjzc0YySCbXV+A1eL+4EIbb/AAJvf7ut2wQsdiZExrhvDQFIg86uDXVGfFrhv/KbEmxsPUq742l7miOgMZzzfoOntV+pkpWSDjDG3t5Tm3G/+Vq51EH7PZxl2eQZ0XPYUFNwLjhbxC1jfl531/lSNpJbskip6S5a2zru5v8AasGWgyJEXKz8jn93rWI+EqIsjwStDXAYcrC1r9yCF1DIYizi9LhdkfK0OqGjltyaWlGhIdfXL+VZ/qNLleW19Lg5/dll3CFK12EzNvrv+9xQVBQysfaOmpGsbk2172yt2Lbik+FniKUuaRvOQz7b2VoV9MXYRM261/qVLcXlAvpca5270FXiEzsO0p6UkZ5E2vbVZ4lKHte2mpMTXXbrlpY+vyutWv6hS2vtm29RW0VbTzvDIpQ4nm++hAp6WKEB4iYyQts4t7VOsogwuDVnns/tHd67yuDVnns/tHd6CFERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBNSeeQe0b3rvS4LSeeQe0b3rvSDCoV73NmaROYrMLr7hbovn6s16Co1zgJmEPmYWDFyGkg59XOiapirlLS48IODTbCRT3B6dOhy2E80jmmKre5peGECKxv5XuFgQsumeGC09SSf/lLIqTtBaSqz3GPJWpEbK4gsBrnEYTmYOjLp6Vs2YuxFtRLK+OQYtWjMYcNrjfYrDp38m0tUCd2z0+79i3ilxP85qHObYkGO1xcG330pSInVM5dgbXh+EESWZhtbkk9ZvqFtDM5rzB/UTI95MYtETZ1gL36P3WoqHCQDjVSQbkDZe49pW20e5jnNqqltgXC8XZb39iUi3xatAAbXWAAAvHc9ZKzsKwMIFYL4gQTGMhzKq6WUjE2onFmi/irgm2fd2rSKaRjBeasBcB5UV7WzSrFvi1bjc7j2otbZjLXPtV4aDO68p0z2bRxmqX3YbNEemW63rVyj2j27R0jnMIAAeyxyyJ96ixXrp3RT22zWAtuAWA7iT3KJ0zo3DbVbA5zA7BscwN9+nI+9ScIYnVTbOmaGtveNt75HLXoGXqWhkkbIyJklQGjfhDsVzbO/qv70CacxuwmqZECy4xxYj61DDU3GA1l3XH/ABZ62+/ep2h9mls1Tpa5aLjI8+uY7VgOLnhpqKnIa7OwzNrlBoamzcJr2C5tcQEdBHXdaioZIXXrmPuMRGwytkP3HWpOMOY5zTNUkk3vsdFnbOtds9S4AHSO9z+yCOnqS6EE10ZfpdtPkDv7iscZa54xV0RaHA4eL55OzUgmLHs8bUgOANtnvub6eo9YWBLK1jHumqSSMRGyGWRug1dVPEYxVsQIPK8SSBl6s8/vcp6SXaYw2faPF7OEeHP1bwL9iha7FEWtnqbNP/auQQbrdswjqA4yVJOTXAxa27tUF+klE0AcJNrmQXYbX9ynWkbg+NrwCMQBsdQt0GFwas89n9o7vXeVwas89n9o7vQQoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIJqTzyD2je9d6XBaTzyD2je9d6QFSrScQAdUNuP+Ievt++dXVQrmvMzC1kzsreLfhQQNJddrnVw1sS3mv8lkF7WWPG3f5XeLn1WHq7VqINGOppgwtDScQyF95WTTve0F8dRyMx43O5t8z1IDjK2ZwvV2I1Gmh6NVo4Oc3lOriQScm3/3u+7o2GQts6GoxN08bcHJYfHI9rXNhquTk0iXUE3P3zIJDtGx4murSeVcFuZyaPv3rVwls6zq6xtewzF+bqt7wttg4yC8dVyMwNrcHMffuWWRPuY9nUDSxfLfd8/2Qal8jcZ/vje1jhz5+y6B7wP+vs3LNuZv8kjikikadlUC4Jttr21Hy61lzCWRtdT1BNr2LgbcoHO45wOpBkyOjeJRx6QAglhavSiftGB1iL7iqEE8sEbI46KXADnicLheig8+tdI2oNjVYcItsW3F7qMF7HYi6udk3/HLcf3t1qWujkfMAxkxBw3LZMIGvMqropXn8Cp5IBsZtTl9+5BiPaOLS41waM7Fmd7H5nqCkaXB7G3rzcYC4ttzgE9d/chpQ4m8dU6/lAyD73dqxLTucRihqjdu6XMHXJAuTDgeK7I2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width="256px" alt="what is qualified improvement property examples"/></p>
]]></content:encoded>
			<wfw:commentRss>http://www.tuncer.com.tr/publication-946-2022-how-to-depreciate-property/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What is Business Process Reengineering BPR?</title>
		<link>http://www.tuncer.com.tr/what-is-business-process-reengineering-bpr/</link>
		<comments>http://www.tuncer.com.tr/what-is-business-process-reengineering-bpr/#comments</comments>
		<pubDate>Tue, 30 May 2023 11:34:58 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=19466</guid>
		<description><![CDATA[You analyze each of your processes and discover that you’re using a really expensive packaging that customers don’t really like. Hammer proposed that organizations should adopt a holistic approach to process recreation instead of putting so much emphasis on scaling processes that weren’t addressing customer needs. The idea was that businesses were using technology to [&#8230;]]]></description>
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P5nC/XCij0EdH6hutJctjXClbFbjAyEPe/cHO3DjaWbcBrhjzc9vOvqT+j5r6WxVl86T65l1TcqUeLLZqm3fZ6moOcubT7HOa9+CCGnbuGQOcB28V+FdaZDHUUskjmvIY9wIySTvcPmAG8emVcdFGp8WWTDm4e0wyvHJIzz7+qrTvsynk+sz+w/jFoXLlyxxLPr+XWPoeb3wK/DBduu/Xe1UGq9BX2v0XY5pZ9QSR0r2QtfFG5zKaSR2Gtc+RrWlmQ4t3AY7jdX4rv0f+gtSaTut16e2mzaYvNIaist1HR2+OkbOAA7wSGjO0NBaC45yc44W6Wi9U3umoJrlJh7IAzMbWHMmcgE5/n9FzuupJqypqdQ3ejpm09LEAwsjLixpOCck4ySQOPzVyDzHLR8uv0D0t0tPLl/Q8VOknwC9aeoDH3XWtFJ0+s0Q3eNe6OVtVUD/APRpsBzh67nljSOxctkPh7+EjR/RXqnZOoLuol1uwt0r/Fo3W2OOnq2Fp2slBc8lm/Y7GDyweuCty70ItYVc9PQRiOJzXFrsEeGw9sNJwD2GOVR6et1k0yXtroKR7GRlhbVgPe4njLTjPCqTnY3mLwj3vjvs14unS51cJTtaXGcYz7Y/7ySHXV8tOvKGm1zbaaiu90pPAlpLY5rmztqWSAsYHEEjl3IYWjI+9tODeZ7neNSaKbe7tSVkNonlL6mzVTBJC6lY8Da7cxm4uf2cB2/8OVjmWntVJZ79WsmuFPZKNjqp0kcr2beYwRw0tOTtGD5i3gFpORg+9daeotgkrdNDUtzipopXxGmeCyMtySHBpJwDnOR3zwVr98agnJfyPJeV8TDR6yVFMuOGk+0n6P6o2J+HvqV1Z1RatWPOnbdYtPadimpqCYxTjxfO9zGx5eQBGwjJwT5G99xI67FaOm1/1BrfpJrekpb5TXy3sbcrdLQkUE5aW5Hju8zZI3vjw5zg7fIC3adoWsukPiC15pEywWavpX09QTmnqYGyx5PGRkgj2OOD65WUfh16+aDs+kLtY9TXiSS+vmnqaqpqoBI68U7opHeHJKf3mvIDQQOAAAS4rNethPhrBy7NJZXz2iPVPwKfCvV3OvtV26O2yjzNK+3VVv1BdInVFM1u7IifM/Lw1sjiNv3WE44OI/ev0afwoVcgZAeoVt3OIBt10jkAAGd+KimJLfoSeFtH0lrblFpeHqJr+sipKO8UEF2hs/6tZJ+o3zxZfHFM7cPPDgkOaC3d5vvhY46m3/VGlKCW7Wa7RXJ1pgiuVbTRv2TfYJpZGxVJjHla0Hw2+XynORwCpbtyjvga0Kub2TRrfXfov/h8qHup7X1x1LQybg1pq4aaYAn0I2xHPyGVDNcfojNb0lFNXdMesemr++JhkbRXOCS3yytH/wBN48RjifmWj3IWzOl/izkrqsWi52uhr5S8MEctKNwOCMkeYZ7dgss6W1zN4IdabXBHMcSfY43uY5rXOxxDKAHZJ425+Sr16nd6/sWLNJBc4x+p4pdVfh560dE5G/8Aab09utmp3y+DHWujEtJI/GdrZ4y6MnAzgOzjlY7Xvn8SXXHSXQ/pxFeNfWWgv8+ppnUENi8LxIZW7Q5wmDz+7kZaQecDK80uq3QTp91UuE146bacboTUdy21NNZ4n+JaasuxljDuc6lfzxy5meNsQ8y6cKLZw3pcGaPCavWUy1GmjujHv3/Rds05RXbVmktS6F1DXaU1fZaq03a3SmGppKmMsfG4fzB7gjIIIIJBVpURyAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIApH0/0h/ttqSCzy1UlJSAGarqY4hI6KFv3i1pc0Od6AFwGTyQo4tgWdHrrojo/pzWv2uLx9W0jrlPG153x03jPjiYRjsfDL+/72PTmWmp2ywlnHJf8dpHq7sbW4xWWl7I2m+Hj4Ivg4+IqxVlhs906jWXU9FGQ+Z1zpaphfglrwG07WFvBy3y4xjPIK0j+I7oZfPhx6w37pJf7lBcZrO+N0NbCwsbUwSMD437STtJa4Zbk4IIBI5O/X6JuyVjNbanv1TLCIo6eOCKnlc8SPBDy6SNoaQS1wiByRxJxnBxqT+kQ6g2zqR8X/UG8WWZstDb6yOzRSNPDnUkTYZCPl4jH49wMpbBQfBHrY1xuaqjtXt7GuLGOkcGMaXOccAAZJPsvXLp18K/w6W/php/S3+yFa2+x26lde7yKB7pmV1Rs2yOmIdtAkdtDGlu0DkDcXLR39HubDR/E/pvUGo9NuvVNZIaqugpzGHRiqbE7wnuLvKC05e3JGXtaMr1PtFnt2iKS7dZNE0NZa6zUFSWVsJzMz7N4pdJ4sLRgeI5gAMWQAx4y0gqLKXZXivUv7upmlZunLrZrCx1n2+kilt9JX09MJmulYWuEgke5xbJ/w3OLjl2cjODjEdz6qSR291GyGSnjcx0ezxwwPzlx4ja053Fx4w3nAGAo11U1JPTXm42qlZT2OgNY6ofR07mPBqnNAke3Y4tLTjyk4O0gFrDloxjU3QxkPjb4TpiAZakkukbn++AuJq9XZOThF8Lg7ml08IRU5LlmW5NHarqtEs6hVFPVmyOmMULYnOlnkwHF0jY+7m5Y4ZAOSMDJWXvh7tumNO6avE97FXUwXyGkrWPDXxvZHHLJtbtfiQHI3EEbSBtOc4N5uOoaix6a0kNJObd9KS0FDFFPTOAYJRFL4hkGcP3O8PycHzYOQCrreqmyNt4ultp5BXVse6fa07YgWsGwNHAA2N7YHA74U2dF4+SlbLD+r7/I52p8g9rUnhEb1T09qnM+02C6RVpjxNKfFwWPJmEh2EkN/wCABt3c7snHZdOntEXqWWCOOgc4SvZEWNLmgvMQkLQDg8NPJxtzkZJCvNT02r5bJDqQRz2ksBkhqW1HgvLn7gSGnkuIe8DHPmKkugqO8yywi4Xb7Y9jzl0sYbJt2tGHbcAkNZ7KV6nTXSVcX3z01/VHa0n211tUVppSUvbKef58ZJHpy13mhtdwkk/Z000ccdPHI3Bl2tOC3OB938ePzilNqCjv1qutpprj9mukUAm+yVLdvDZG7i4nycA54JPtnGFOqu3VDYZKCtra2GLLjFHHUPadp7ZPt7Y4HooM202qkvDqaiim8WJ7XtnklLnsfuGNpPI5I9lfUJrCT4/31OZZrZ2XfeMLdlP6cYInYdEarrbtVslpKmOCYte53iGAsBPG3I7EZ5wcDn5qZx9HbRUVZu1W+Qh+XR01JJJJjLS5rTI7ze3OOfbhTDSAp9L22ai1DWR1UQqnS23Lw9scJYx2PKOAHOcB34ACrxrjT1OXsqK4GPaGFsMBaBtGMDIzjv7rn36zRaB7NRNLPudbWfazXXvNbVfGOO/3LTbtNW0WxtG2zUUdHUGMfZNrSa12wZ8YYyc5IOcdhxjAWvvXzoXdK/SWmxe6O03K721ktHLPa5Psk/gjHhRhzwWPjjGAGuAd6AgFbAXbVNAxsdytUNS5uRskkLW8AYBGe4HHp6KD3bUQlluN4NM6e6UtM50FSxsLZngMLcMeNu07XZ5w0YPIyq9fmfH6uaqrln09UuTzMtY1ZmyWZPnL9f1PO3VVhuGkNU1thvErsU0bTG9jS0SMe0lrx9O2ATggj0VBBUy21+5jWNa1u4gD+P1/yKv/AFiuuqp9Ss05q+mhtl4sk83iULnB7aNkmxzKcSN+9twHHuAZD65zErjLHMyAPdFgtaQ5odlu1oBzx5hkH5rE1GM3E7dc3KCZv18LuvabqtoCv0hqKmqmxadoWUFTI2VrWVcNQ2RjT6v37W7SR+6wAd9qr+qVn0/NFea60QXOjtVqoRY7pSUtP47nRF7QI4oj9xzctaPD3NIGXceYYi/R/W3VT9TajvlDWMNppqSnhrqWVhe6eZxkMBaRwwsw8lxyACcAkgjYHVENZVXSk1bYa242u1meFtXTzxgwOmkkwS2LksdmTG6IOBODktJK62nbnXycu7ELXg0mvWiafT15uGn75DDTV9pqJIDO6PYQ9ruHDnJaRggHOB2CmPTHXrtN3u1wXaeCvpBUwhzn7h+yDwXe4wfZ2R8uVlaH4abjZ9e1XVLrHXU2tZblO57LLa/E/wB4mkcAT4jtvkjZk7SG5wM4yshXLoz0lvdZH4WnLPZLdRwRzVNo+y5rahpLsgkvEkJ3Ax84wWk+ZvJrR0UtzlnBblrIbVF8mJfj/wCn8/UjS2mNTWxjoqnS9yE0lDIMN+yPaN7wzc4t2uEYPAGNxHDSVqjM91kp23CGOeCrlexzJHBzfs7+7JGlvOQQCMcHnvlekelbPpC6mbRenpLZLoa2U0lPdKOoqhPWMqnloDXPYHFrfDD2lpPJBBPocM69+Gm2WeA3G311LXWWSIOoZK+dkD20+wvDy4Oy5jcfeLWuGWgg8uXrPF62uiLrs6Z6r7M+e0ej0ktHf8ss5UvRrHX/AH364I3VfDv0o+O34fbfNd54bL1AswkpbdeIoB48Xla5sczRgzQBx2+4AyCDknyb6xdHde9Cde3Hpz1Gs7qC6292QQd0NTCSdk0Lxw+NwGQfqCAQQPW/ovFp3R1a3Rtvuh8SWrc2O8QjAdIGjG1p52cDhwz6jClHxDdGNC/FjYf9gtciKjv1KHizX+KIiShqS0YcQfvRyFrWvZ64yCCGkcC2+udstj4yea8vTXbq7bNPzFttHhmimnWDpBrnoZry4dPOoNqNHcqF25kjcmGrgJOyeFxA3xvAyDgHuCAQQIWhw+giIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALfzoFZotfaBsepKm5UNXQ0lBDRyRulD/ALJUR/sRDIAMR5LWvAcBkSAjOedA16Dfo8dI22y6ArepNXZqu7UtRdH096hobW6sqG0AYWN8uNhY2U73B2cjGBkAqzpdVLSTc4e2Dq+I8pZ4q6VtaTyscm2fwo6gm0XqDUmi7vo9tpqHRfaLRc7uGsFxq3jgwNDQ/aA2MOY1x2tDc4PeGX/RmgW9ObvH1r+H3TWrb/UajloKl1ksBpoIWObG5skVZE1suSZDlzXOwTk+uZJPWzdS7VQ1lRZ3Vt003M2Wlvgi8jaZuGbXU8b27W7ncGN3l5Lg7JU5brDS1609dNCSalq311wtbqejEpFP4UzS1hJe3AIxhzTuGRlrg443VrL1ZPNj5ZDdKzVWSvny28tlws2h9J/CpoWl0RpDSdXSadpjFBLS1MsTH18lVN5pqmdjHGQsOG5c0gtG3CidPqnT3TyxTVlZpC8RVuobjBtbEySvonUJeWROeH8xxueHk/sudwfgnG6Z9GrT1Ovunb1RdS6+z3W50VZFAy30dQ2qa+3sjjAl8OQnglrxlhyXB3BIwbBa9e329V89xtVbX0T7DfaKFtuloGlj7M2Zu94pywuJayZhy0B5a6M5JAWcMrx6NdfiOttdoPqBcHxabqaChuMgqLc8F80dQHNBcYpXZy3eXcZJb2OSMnD7pqqcsrdQSvLsjNMHYAaR++e/r2GCfkO+3l0p9E2PXVfrfX961LqKw1lrqKmW0zWqqrKB4kka5k1OXg7AN2xsjT5C+Ptkqzar6LWCzdQLbf8ApncrBWaVlrHPlo7hRtrJI4hEZGEzv87MybWDJB8wDiNpB5duhbblF8HQhrFGOJIyL0Y0tT6O6aW+KMMdU1YeaprAAGu8R/YYyCPuH/wAc4yZVp+NtDPso6EvmeXAZyRj04PC6LDT6hvtPV3HT1FG+pirZGXSD7UyV0FQYRUyiMkkPcWnbsc5rA6Pgsa5Xalmr6WCjr7jDLD9rEFRgRZdFSzGJsTn48u9zpcbc8bHnzYwfHeY8D5PUa34kFuh6cpYRwdRXK274j/6Oy6Ud1rHwVNdVVVa5rtkMT3Fxa/BJDB74yfwUs0FZbi6ooqiqeY4zM2pa2mZ4jnDacbicYYeQSAQDwcHs03a/FbJJWzPDoZPDnqJIy0bm7sGJmctJDixwztx39Qph9qtTbdJT2x74XzSmQuDsySFzy5253o3JPHYD5L0nifFrRw+Jc8z9TWOkjGW7tlhF6u9yqLhZKiilbUZLqeaVm8NH7QlzRnkcM/w/f8ATgKm0nYLXTXZwvlU+51NTJuFUWeAGnOWjY0kHHbkkcLvqZDBW1tc+rbLJO5rYtuWhkQHY5PJyXHOB3A525NNS1DxKycgZY8Ec+y+Ofa7/wDVrNL5WvSeLl8kJJya53pYyvZLv64w+PX1em8bmpys7a/kyV6r0fBXy/arbU7K6ni4icchzC7PIHJx5sDIAJWMLraagSuhMZiLZfDc17cHPzz79/pysoXCtjuVRFXUdQ5ksDWt3A9njJ5Hr3VDeZqa8ULaG9ubTVBBZHUg+RzsbGEgkNDi6QkA5+6cYJGPr3kPE0+YgrodtJp+j9jzl1Lk8Psx1PBarhVQWarqBDA2mkknJBDGBmNrdw93EkqOiGKrJpI7fSi27XF5e/Bx2IGT5sj5+679dXu06Tr30V9oqunhbWxUZqYsTxRyS7REwva7OS5xByOA0nkBY/1T8ROiLEybSdrp5ob5HHWRST1MAaKaqp2h2ACS47sY7eUnHOS1ef0f2e1kLNk0opPOc/lwU56W26ecY+prb8ROideXnrfqq/w6dudwhq6qjq45aOiklYGzQRuDdzd3LQeeck8+oVJ0B+HzX3Wya5fq9ostutjgKuvrYy1rXntExpxufnkjIwMZ7gHdLWHUB15oNLW/VVus7dN6hdTulp5GFlbA6ZwDJA1xI2Fx5G4Hbj3wr46uqtOWt+k6++UdpvFBTungMO4yVgGdxL5QYnAs4LWjfudgfdyfeLSQc90mdyOpnGCikRTojorRtv0V/wBnWkLHUyOlmNJd626YpKt1ZI158dgYXZj2t/ZuaTjIGCScZL0LBqS9RV9PV34zV1irnUc9YwCpcGyMY4CKQhmWBpB8QtaTzlYX679W6DpBcIK/TZq5mUVLE0NNTsbPVSvLHhsr2lznjDfK3gBvHqob8EPWGr1hr/UEmoLJcKWzmCmfI+GufMX1wjMLXzQswZS5oe4bGEMPmcPK17LCshBqtdkThOUfiGx1vo7RWVVv6m1YpJqukNRSWa4srHTNdRPe4TPO0+GQQxo2+YZIOMgLTvqh8X81TU3uz6dpDJBTXXwI5mSSeNUU7CdxwRta4kE5A4yBjg52Suem7XbNCag0z0qdE2yTS1zaCpo34ibVuxEI42MztZFIS57RgkNLsO4K0i0h0Eumrry+3GrjpKGllbTTylu+R9Vvc3GMguJe14xngAEnkAxauVnyxr9SbTxhzKfSM96C6+6F1TXC0WerfaK+9ROMniNAMs7WxgMJAdtLiMA4OxsYODk4zj04qr7ObtqDqLSWyovEVYKTTTKadzXNiJjAp2xkMD90kYcTyDl24NHC1s6l/BxZNG6Dfq3TGrZaiQUguNvnihL3zBvLmSAEtb5Puua4eZpaWeqhGjdXX7qRHbLFd9UMt98s8x/V1QHzxPk8rdgfJE1xw1zXbSHB2Tta5oLcbV2zrart7ZpOqM4udfSJjqS06t0dqe8XG5aUntlNLPLJTljCYIvEy6NgfyAME7QT6EDtxM7R1Mm1Dbf1jJVSwXEQNimkDstqAwYGBxtJHf6LLFwpdLU3Su6yT2Kqv9xZZn0l0qpaV01XUxYcGSjf4j4nOLHluSX7WB5wfMNNbPqqYujph/u3hj9pkbXB44I+RyO5+ZVDWwenlui+y/pLPjx+b0Nkuq/Rbpl8ZfSV2ndXE2nUFghkktN/bAXTUs/BMZHHixuBAfGT7EYOCPG/q50h130R1rWaD6g2eShuNLh8b8Ew1MJ+7NE8gb2H39CCCAQQPVrpdrult94NrbWNjdXubFCCdwbICOX9/L3H5Lu+KLQumfih0MzRWo4qek1LbmvqLBdvCDpKefbtELn8O8B54e0+oDuS0KXT6j5UpkGp0jnJus8bEVz1Ppq96N1DcNLakt01Dc7XUPpqqnlaQ5j2nB+oPcHsQQRwVbFeOUEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBsx8B3QNnXPqRfHzU1BUjStnNzghuDWvpHVJlZHGZ2O/4jGgvdsHJcGdxkH0u6cy9OtVX0TXDqxqjSWtrdTw2mqhniNJTQSsaGiOCHDWsie7kRyDDt52kHtqJ8BmhR0s0lU691tquTSlg6p2WW2xX9koMcDo6kOZT7DGcPd4Ty55JAaccE5O2Vh0dq/T/AFk0Tb7RYINd2a4F74b5LPJLT0VP4IfF+0dEXsG5rnbd5byNrRwsrJLFJIvUNPS0ldfenb6G2abr66nfXtujGRwMvEkYc/bsAaG5GdznEf8AEGTgLENmpNQaqu3jaQ0/RW7UFt8QuqJZpHUNSSCIy3xMgszkPcxz2OBAbgnJzJ1fuFdpnSr7tcLjRVFmo5D9ugBLpqJzahzY3EhzvEc4FrMh7TktIYC3IxP0p0V1Ir+p1i0/UaVuVv0nfqGeWjljDBExkrfGdI+NmAyocxjC4sLNxBbtIJCitrhKWGsssV2SUW08IzN0o0hrGzdFYdRUek9N3LVuysa+5WuVzqiGpE0gIZKxrz6nDW4Zh2Oy1Dk6sa06WdRX3D7fchT2u9fbKqhnP2dkwZIC6AxMAa3cBtdgY57eg2b6xUV0+GzRtRrnpl1N1HQSQTROqLRVUTWQVkzn7S5jTHscScZafPjJc44wvP8A1frG86mv9dqPUlW6sutdO6eVhOPO85JOOAST9fQABVtZY4uKh2iXTRUk3Lo3XpNSHr50Wmulqo4xb7FXPttHb6ytfSSNpZGtMlO+aInyODht3AZ8IcOLVfj1rpNBaFoaGjtzK+pnEstwp5Lv+sqVlRslifTukIBa4Yhc4vcAQTwCSBB+jGiuoWnug2n6mw1mn6isvVfNqJlPX+I3wi8QMhgZ4TwXB7ImOcC0/fAyeSrJ8Ud5uFip7zftN6Itttq2QfYLxTskb9iia6Lw21UXILix5aWhpIIwSMDiayycak13x/khwnPHoY80h8bGqtPdZKOLQ9HSW3Spnc2a2yxiSPx5Imxul5O4Pw0NaC47WeXJWzFs6k9ceoPUmgrtO2TTFZpurs3gagmMEr3xUdLvlLvC34E7922NzWuG/bkAArypq6l1H4f2Jz4hTkPD/wB9zgc7ifckH++28PwafFPbdIVRmvsc1RQVtOaOtjhI8WI+4yR689x6KGuxyeJMTgkuEbfXHUFdWa+ZddL6ut9JpaN7RcKaYteyUPaS54e7a+N+SXbQCSc5GO05rLjRNs4niqAYZ5YWeMx7mh7HPbnBaMgFue5APqVgPrZ1C6W9XrJUWSyaooqeeeeD7NLVU1SwUcbXgyPw1h8R7o8xhuQOeXADI180frHqrb+p+o6fXNWynhvrfGs1eaiGot8U7MNjc97s7CP+INzgA5m0tdnC2vUZVyqTxuTWV6fUxXXiW5Lo3cr33X9ZOZPTzVMdS9z/ABRloYz0YAO3zPqr/p2qppbb9mkpGxMacuDmk7z6EE/T+SxzovWOqtRz2+juFv8AsDRI2N9ypHNmpxFteCZY5N7n+aJ3nY4cYJdg4Nx1X1JbonTFvu91qqUvu9V+q5pWFrm0MkgcWVDWg5dG14ZG8Owc7sHsXfmnS/8A5H9odFr96lW4vcnJ5w0/Vr68cL9fU9Tb5fT3UqKXt/vsZAt95pWXeppDI5jBtcHufljmEFo2nGAQ6OQEZyOD+8AKjWN3/VOmaloeykuEj2Glq5QdsDsgsf8AdLXODhnb77Vo9re9fEDq/TMlLofTeprzqa+10Nf9jNjeI7a8YZM+Z0jBDHHI2LDQ4kjcRxgOO0tr62z6g01bNP640XdrPf4WsZW0kEcUsbZexxI0+G5uMZPl7nA4C/R3idP/AOP0dWjk8uEUs9Zwv2+iPMXwcrHNepirU1V1F6yars/QrT8NkrpLVKbver1JXSQCklbM5/iPpsu8UEloDW52uOwuYPMdePjN0jp/p1qNtk6c6sul31pXVc1Ze7y+QBzDLIXuijxnad0hLiSSBtGclZX1rfLd0P1XW6wtV9p67Wd2tz6CKnpnEw2+KR+S5zto3SYDBhoAyCecjGpmsNUT3K41lyrKp9RUVBIdO4gkuyScfTPftk++StNRqGnsXZboo3Lc+jM/QLr9qyr6o3vUnVHVdtndZ9N4MzmOa2V0czHsa2Ikx/8AEY0bsNA3DjJC2Y1hri3ap00zVF+oIrXFWwx1NimrWVJpZoBHHPI5kg3ClcC/DS4AOIaey80tHaUv3UTqHYdHae3C4X2qbQwxteGGRru7CScbcd88L1HstJdWeFpDVVPSPdZbXDSUr2W509MXOhaxsbZsN4B8PxBtDhtdz5Ri3o5zmm5ckGojGL4PN/qpFqmi1rd4NVahuN3q6WrDo57hWPqJGwlwLQS5xLe7TjvyPVTv4Ves2j+l14vGmOqrLi7RmqqOKkrn0btr4ZojmN0mMF0fL2ubnHmBIOMGP/EBZLlZbpa9QajZFTX7U9H9vr6AFv7KYYb4uAeA54e4A9sHOTysTVJfJQ1Fujc5z3xh7SPV20E49ecgfXCpSlOi7vlMtKMbKsHqj0409b9LW6rpOl1LcJNN6phkqaBjahgifccPDC0zFjH744wCWuy4kOfnGRiDSNvqOgF3FZ1Ou8DLZq2s8cXF0OJqGo3PcI6hrHvLYpHE8jO7biTaAonobV17+LXWPT5uidQ3Czz6LssEV2o2ztg8CvhwGPhDRzGDC2Xdjdl0g7ANWwPxMVfSC73KzaF1zUXN9w1BXCCy1MZi+wSVDYtrjK8OJAZM/LxtGHOZnDSCus8WrdHtdHO/DLbL1JTftcvvc9M+lttBqzQU1E+mkMNQzwXbnu3VH3iXtb4ZBj5Lg7jkc4b6w9Ard05sNp6i6GvVRS1tthFwqpqaqkfDIzxG/s43btzcxuDhl2CB6HG7M50PpvpbPcaHp1o622iX9WNkqZJa0tgpntjk/bZfy0EgBzQ7AB3EA5zBfijrLzaeh15t2pYKYVlJTUEFO+k3xRvc6WPxy9rnO84cXABrnAh2c7gs2xTrcpLlIUyanti+GWLTl56Xaip6u6R6xvt0j1RXwWy626zQ1VPE58/aLc8iNxjDTuJc7yjAIcRnGXxWWbQWl9V2yi0PcJqyvipZY7mZqo1EvitcBH4jjzkAvaA7nDG8nhSn4f8AXOmr10/s2jNSalqrTRWjdUVleyifI2EtkdLBD9oyQwna4Nja0PO0kHuFfviC6c6Wh6by6+rNSXC6X2qq21kFVXUTKepkp6h4LKZ7QGuHhtc44eHOy0EOA3BQ2v4+l3fTJNSvgajY/wAjUu1aqlt92ZGS6OUs24B4BAycAdufX5LNemNazS3OC6Od41dG5ji2Qbm5BBGR259Vr3c7cyhuLZXY3lwAJHLjuxn+GVMtL3qak8SSJzjJJvc0k4DcdvxyQuJGR2JRw8Mpf0gvR+g6g6VZ8RWmKVrb5biyDUdJA0HfSO4inIHrGcMJ5yxzScbCvPVesFlucVZRXmzV8bai3XiiFHUQOBMcjXt2ke/OTkLzV60dNK3pH1JvOhauXxo6KbfSz+k9O8bo3/8ApIBx6grr6W9WR2vtHG1un+FLeumQlERWygEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBV1itM1+vdvsdM9rJbjVRUkbndmukeGgn5ZKoVedFQVlTrKw01vqDBVS3OlZBKO8chlaGu/A4KA9gqGo6VXrpdQ9NNJyU2lLToOlbaYqa+vigmvUcZAbVBsg8zpDvfkNcCZHDHCvemtQ6o0jN05ZHoap1Dp6plZaH3GiuTZIoXSvFMyqAYAQ5kbiOO5aDlpKtuu6XpN1VvV41XeqSssl5s1RJC1tycH1FVRtO1lQyKIteY3ebDAH8c49VK+llZ8O+vNOR9IrpqMumoqOd9KW1FTS00cXiuP7MSBhZI0vccDLcc+6wpY5LGOMItPWe0G9aw0nFYxaZrBUXSnZqKp1BVRiaV4c2PxPCD/u4Y7OQQHYI24JU91d0FrrLU1AvuqLmdOQPdU2y/Nrnxutcj2YjaGiQhrGvzk7RlpY3dxxhnrL1Z6WfDvoaisOiNCQ3GGkljJqwXFtVO2UvH2iYgvcwyt37N3mx3A4Xd8NPxhXP4uH6t6K9YLPbJqSsoYqqmdTtlhbsEzGlknhuDnAOdG4YLc4IPBCk2dzXZD8ZKSrMQ/E78TmrNcWyPozUaotWorZpm4GQ6opYzG6v2MLGOySQSA94LgSHHkE8E61xRSXiritlriLxKM73eUlo7uJ7tb8+5WwXxlfD5Z+l1xtFw0G2F1lu3htgginM7Q+Rr5Wkuc458mBztBDd2ACtdaipltQdpix1Anras5r6tp5HfytPoB/fy49+d73dnTqS2rb0el/TS6WDX3QPSlfoG8R2666Qgo7bNUSQsBfLSUzI5XBp++G7xjhzQHMc8A7cYj+JvTWvJ9JR2m8XWxXqpuUUdU+rpwIHtp/Fc+NjI2PLSA0xjcS7O0nII4sHwz9ZtF6L0BRdKnU8stbNcXwEh5aKhlb5Z5GvJABaGw8EgnGQfRbc6rm0ndrvFeNTaRiqrPRXZtg3UMbpTRyxTtp8N8rsMBLXgNEflB5cQQ6/iOorWHyVmnVLlHjlqK1GOVzAwBje2B3Vis94u+j7j+sLW8kE4kiJO2QfP2PzXrRrD4avhor6HUN5raSW2WSlohO1kEAe8GVzoopYyYjM6Tc0uw14bk7XNxkCDdPugXwgdQIKbT1ssdyhEVMRPcrtRy0hlkYTv3STMIBI7bC0dgMEZVdUODxkklNPlI1F0V1Yor/ABBtNK5lW0DdA/h4/wAx8wsz9LdHa86x3eqtWlYYX/q+ETVEtS8sZGCcNbnBy5x4Ax6EnABKy9036a9H+jlxvXTPS3T1+qhPUtnrL3U1MET5sPyIInAF0sTGjIDW/eJLt3pm1+i9A2Ky3x2nrvdNJuqa2OaputPRTOkkizuLWzuDsODZJGZeMEEDACkjVnmRHuaZx6K6Z1vo3SFXVaqu9c240kb6ieOohFQJGGORkMFMWv3SOceMBwJcQAOATctI6bpeoGjKu/aj0PJY7pRPO2grqQxQVLoxmCcMe17mN24GcYDmk8uyVHdfwaOqLLpqv0rrWqra62YgkE0z43VAftxIHBjWCRjgHNw3zBzwcZGJ/UUOoNQ221U+pNN6oqX0lrpYxVW1jadzanIMw5kZlhIDcYw4NGVZSW3BE285KKi1zf6eOGx19ulhuPhb/sEUv2h7WAluW7O48p9B8wFrv1c64XCGeS2aTtTzW1DXH7S+Mtia3sXb+3Hy9VkfVXWHqFprWtUbRcLDNbqebwJaO6eDFUwN8R37OQRTF5LA2Ibh6tcS0gBqmEeiqHXNih1FR9N6W63SGSGscxlUyOknq43OwDIACWNa8nBY/JLgRxkwzg3FqL5JU4p5n0ed+sbVq+CSeuvVDdmy1LfHnr6imkaCxx42kjABzgY9PyVRpL4YOrfUi2UV+seno2W+vY/9XsnqGROqmM3ZEQceT5XHBIJxxnK37v5u9wpWwdZtG6dpruaWlY2WKqMsczhKMtLXjc2L/iHaSQRxwDlTWltdLUUtfUaXlkuVqora51vspYGQuq2xYi2va0eDnG372ADxjCrQ8fDduk3/AELL1klH5UYK6O/C90z6TaVtGs5C6q6lvjEYjrJzCyklefNG1gw+PDDjxBzk5BCvHUm6ahl6bSaq03fq2soINR2mnu1NIzM/glzGzBs4ID2b3sc5waDtBBOAVMrDV3Gp07/tD1ipaehvsFE+GmqKilZD+r97f2uXkkOzJuO8kDBHfGV549WOqusI7VB0801r6o+xQioivH6nq3R0Ndl+GDLcCVrYmtB7sy4gZAybkpw0sOEQQhO+ZAetk9sqepmoJrNeZ7vTPrPAjrJZnS+K5oAeWudklnib9vP3QOT6xeSaGJ0VZI5+I2kNb6gDgn6+vPsF8FO4wtI42YAzzweT/X81adRyspocCQ5w/wBfvPBGf6/kuG3vlk6aW2JsT0M6CR6muly1vV1FXFDbKaarfQW6qfSV07huaGteW7WMe5jmkk5wDwVkNn6QLX9nm0xb9XdH7Rcbbb4pYaOGKV76umhZ+yB8SRrnuIDGk5ILyzkjPE6+G+u/WHSiKojvDfHfSvpZmOuQNM0uaHQuER8/iPdMW5LjlsT8YztGONWRVB0I2y2j7I6WWQuqKv7M01EbJfOYo5h5vBcXYc0fecB6EtX0X7MeG0+u0ljx86a/k0fLvtr9otT4fWVY4raeMe6/1f7k2M0X156Y9SLpYq+/UYoqGrpZDDc66aSAsrtrWmjmcHgNYGNyPGyH5G3usf8AxwdWunx6e02gNK3K2VNXWVNJFTQUMjXiioabOTI5vYuIYRnnH0ycZ6I0RfbPpye3XazyGn1TBI2gO5u91TA0ujeOSRjLhk44c4cLB1q03eNYawporLbRURUUsVRVsqJWMDoWvBc0lxAGQ0+vy4XC+0Onl43UfAg04y6ft6Nfoz1H2U178xo1qbYuM4vDT9emn+qaN8Pgyo2QdPK2uNvfZaJ9BAyV9LUfaKq8TOHctyPADXPADXZ3bnYLQDno6+9LLxJ0ytVm0/WXrUt0pbm90z6id01S7LA1zXR8vAYWnzOcQNxAJGFKuiWh9ds03T6C6ow0ktZdHzXapijiBkjjhc11PTwztm/ZuBAfgtHry4cLINXqPQmodQQ6a1XexSalsFXPcaYOgnbSNpvCDZWSPaGNdtiPh4c7IMkeQ4O2mrGmLoVUvY6crnG/4q9GedOqekvUihp/1nXaSrmUtFM2OvmiaJhSPIJa2XYT4ZIAIDsfeHuM0tvoKmGleJA+F4aGFr24OHdzg/z+a3xfr6DSmgNXaOo9T0NdeKAGN1RabPGyso4pTEIIHQuefGkaHgbm8APZ5ctwoJ1a6Y6drejkNytmjK+HWUtdFdK2OdjvtjI3wjxRM3cQBkB5AOAd3DfMFz7vG/Dhmt9ehfp8h8SeLF2zWzT0tTFX1DHVZ3vLGs5JDW4AAx9fVY/+OfR9m1d0vsPUWy0zTetKVBt12e3GZKGbBjkJ7kMmJb8vG+uJbNFXW26z0tVHJTywNy+N4cxzfXn1XVquKh1DbLtpq4yOdS3ihki3B2XM3ggHHqQcFUtPa6pqTLuqp+NBxR51opFp7p7rPVuqzojTGn6q53psr4TS07ckFhw4knAa0Hu4kD5q/wDU/wCH7rH0aZBP1I0JW2imqsCKqEkVTTOcRkN8aFz492P3d2fku7vjnGeTzfw57XLDwvUx8iItjQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIC5ab05d9W3yj07YqXx62ulbFE0uDGgk43Oc7Aa0dy4kADkrezoj8LnRnphdz/wBstm1LfNW2mo+30ppnup6CSOBwd41K1o31EYc13nJ2ua0ENA7379Grozovp/pbq/qR1JtTbtqK+VEdvtVIIw6WCgikaXzM3Ybh045zyfs2AMZzsrq/qHbdB1Fkn1BQvuGnTbRSafu9RUxNqoYhgeDLPAwO5jdHlryB5APMclOMZZvCOeyrqJ7vre71lTrHpUy1NuscV5sNxkpnVQNPL5WOnMTgYBh0TWgbsN2jbwcYL6uaYq33rTNbUdPrrYYqmthsv60qqeP7NLUVMwwWuYwAuwXkGRxdjOMALN2mrbetX0Gjuof/AGwS1tFaayrtVXSGtpxS01umccMeyLG9/liY0OcHAEE7doBqOonT6o1N07raOkp7pFSwgXW1G01ktTGamKRxhkbDUN3sbubgtY452554Wl1StrLFU/hyTNcOpMc2t6LUOlZvtNRZYXyCARw8tjhaBE4YxnY2NuO/DfqpF8IfROisHVOn1DpSkuc1JS2P7NXVGGSx1NVK8huWucxuAwtk2hx+43gnvFIa+oi1A2eooqumrap/iClqaaSB8ZcGmWGRj8O8r3PbkgbgQ4DDgtvPh30z/s10+lvNttW6KiqKu4QsdQmqMcTQ5kLY3Fwd4m/LiMEbWNHlyM/QvLfdKfGQvpgvnSSfr1z/AJPkP2Zj5C/zt2m1Nkv4bcmvR88d+nsa9/pCOprq2S2aYo6akZWxXCeJk8FMxkphgjZG12Q5ztrnSSFvyyDktGNJaJropXU1KCZHkCV7TySf3R8z6rcvqL0c1V1t6lS3272+i03ZbdQNa6VoETmQAulmkjiftO0zTSlr5XMBB8vADRRaP6bWuolfYegdgmuM9NIRX6jdEXsicTjH2tzMN7k7IWguA5zjK+W212XTbR9ojZCqKT7IF0p+H/qfX10Wo/BNgjtro62SpqW/toADuYfD7tzjI8QsBx3Wx9v6kXa22TUth6byO1ndNR3WS9XVkdLup7bOWNaSAzEUIzGCQXvG4nnGFLum/RvQ1xuF80jrmDXlzZpl8Elf9qq20Vouk7i/PhtiO+WNpaQS95Jz27rLd+lr9CNpLfa+lNnk0hE1klLTWeqioNvclz6aRo8U428kt9eBjJnqqjTF8kU7ZXSSwYp0JSa1v9rdRdRK+0R1j421LZ3TOnkpYd7m7I4i5sbBva4ZDTyCAeFfNS6W6YCxR2643Se4VZO8RUZjpah2WAhz9rQQzDgec/eHfIUo0rZ9BWuS5XHRmjLiZb5NFPU0scLZIpHRN2h0krHFpI3EbWu9SfdXTVen6vWscX670lQQvgaGxT1lU1j4RjGWuZgswAOAMYWylhPD/Y1a+b/JjCPRVX0dq7VdOm8UDaW7W91RXTx1798DnHHhcHzu4AONv3T/AIeZZqG1awv2imRa6tN7ltlzcWy0jqtzxI0YcHeF3Lc+m0k+xV70tR2/QdDIxmsraHA5je+MVcjOBkMc/Pb3wrVrLrVoSzysqNX61v8AXyRuJY2mpY4geDwMBoyfTHtwt4y9eTEkuiCaK0Pom22+rutxvNqt5jkAt0EkpY2I9z4mGg78dgNpzzz2GRLp0l6n6qdQyUfUK6RRb2y1VwjnljpjB3GxkpeXHAH3SAf+VYmunxNdK6Cojr7DpLUtfUAl0dRU10ULnZOO5DwB/IDspHZvijt10gjp63QWrQ2UN85vLHsO4ergwDjggY7nlbrd7GksvkrpenVutdWyhulSyiuNWWvkuVVRicvJcSTHI79nv9y8OPfj1OTnVtZpnUVFpfS9xrb5bamiYH+BRyyzCoBO58z4WiKNrhtwMM5PGQozauqvTy8MZT1Wn7890ziNk7oH4dtwQQ2XAwSO2eeFk7TOpbXUUwprFU1VNEPuRCJ21ue4aA4/XlG3nkxjBTX6C2Wy30r9QUFBE+ulbA6CsDXEPJLgCcEHnkAnucd12w6ln0Vp193g0rFHSfrBlH4Nvo4mufkkeI4NIO3tzgkEk4wMq63K0T3umfT1dDS1VPMNrxKdpePUkFp5/FdOmbENJ0r6WGOoqYM5jiqniQRcYwHg7gPTlp7LZy55MbVgrXaooLlQSCstcrIWgOkc0h7oz7lrxj8QoFqL4cOhnUBk1w1ZYKGrlnJdJWPphR1fPYF7A3I+ZGfmpbd4bjc6WrpaCtfZ31LHRkwhp2DGMgvwPnwOfdWuzWy41sc9su8LqesbBJFBVSTOEe14w5zG5HfuMjIIGCU4lw+Qsx5i8GrfUj9HTp2nmqanQuobpbWZLo47hTipgP8AhDZI/M0cD74J+blqH1n+ELrpo2nkuMukpbtaqZm5twtB+1wubjLnEMG9oHc7mjA74Xrzp280dnn/AFL+u62aGKIu8aaikjhbgc4keA0jnsM/hykGutGvqqeeK3yS1dZIyBhpqKR5lLoy9uRG13lLWnDnYGQoJaOpvclgmjqrEsPk8wfgi1nPcLdUdNqye6sdcS23P+xVTYnHBL4txexw3OAMTR6Ma84PplfVlosOk7vQaerY6WSxCpFXKIgHvcC9zBGHjO5kb/E5HBLW49lubVdJtI3LUlTqWksen5a6RzvFeKRlJWxvLSADIz74w53JGcE8nK+6p6Q2u5aTq7dR2SndUxn/AHHLBEIBjaWeXuzbgcE575BJXovs95P/AMRb/E5g1h4/Z/oeU+1XhV5/TqNWFZF5Tf7r9TXTrTqW1aY6YXjUlnpoqW31dKy0afhj3Rxjxm4LxtwfLHvcScgmSNpGRxi/4Vum+nrVUyawvV8lt13rJBFb7fV2yn8W4SRsa8/ZXVEb+znlpLdrsge4Wy3VjTfTbS1qotRar05V352ndr6MukmDHSPfue5sTXFjfMGl29p9Bloxm70Gpemlks+ntQN1PTXp8VB9up698TnGKF43Pc1pLhG5+/dtcNo2uyW7AuRqIRuv+NLpdI9JpW6dOqI9+r9z5qvUX/ZR00rNa3W50MV+kllmkFta4iomkP7IMDiSCWCPdwASMuA4C08031117ebTe+mun9Fw3XVtbfDem1kkkfmhna0Oa5r2nc1jmAEgjALRn3vHX7rXX9UrvSQWJ722iGXwog2NrTVOH3pXBoxxkAen3ioD+q6i03yh1BQ101FfaMN+zVMDy10Djy4DHcbTg575PuuHqPLJXfJ+FHao8U5U/Pw2bWW3Vupeieg6ak1RPZZNb3CGKrrn0rTH9udkCOSUuDnEMG1pe3ZyG/jBKTqx1J151BpNP2PSb73pq+Ohffn3ljKO3vhMYbMxkjSdx2Oe0YBcdv3S7KhNHbL1qq5x3rVF0fX3CqgcHPc1rSGjJGGtADcEDsB7qkprhprp9ca52o6q6wyUjI5LLQUjZHh7i39s4PDsxkExOy0O5H7q303lJX37OkR6jxqop3LtEg+Ln9QN1TZqOxaZdaH2+1MoJ4sHBZGS2P0ySB5fXgAHBGFrLqOeogukL4n+bax72ucMOBbj+/mt3vFi6tdObvrbqdbbxZvtFuqILVQ3YNjMro3NeytilfmVwxkYJw4NAGWnjXDpn0XHV++Oiqb1HbaGigZHLOW737h7NJAPY+qi8j/Ct+I3xIseNUr6lCK5iRr4b7Fa7Pqm9XqlpjHU3eqE1RI4jc7geUY/dzuOPdx+S3Tj0vpHXuk63SWsbHT3Wx3OLwKykqGZa9vcEf4XNOHNcOWkAjkLVPVPTDVvw960FZPA+rsNxdsp66OMmInPl3AZ8N3uCfpnus8dMdZVVd9nMzmiDjgOyT8yFxJTnVqd8uz2+johd4/4UVxzlHmB8XvwvX34Y+pMllH2qu0pd91Tp+7SR4FRDwXQvcBjxo9zQ4DvlrsAOAWCl77dWOlOhviA6dVvT/XVE2poqsb6aoa0ePQVAHknhd3a8fk4ZacgkLxM689ENX/D91HuPTzV8Je+md4tDXNjLYa+lcT4c8efQgYIydrg5pOQvVaPWR1Kx/yR838n42ehnlfhfX9jHiIiunLCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgPXzpH0X0Zp/wCEvpRYdT2PUz7pV2KovU95sExY+iNVUyTRRvYWlkuGzBpaXAjYT7kZQ0C2TpD0L/8Aj+rHaktV5uU7qV1ztETxHRtw0iSF2S8+IJOS7IA49AYBpjpfr2nsGjm2+sqpdPVWlbbVx07oZJ3sklhD3gOaTgNeSNpLcDHHHPf8RmqIrL0o0tpmnllZK2ike8TROikMzqiTIcx/IIP5g5yQcqtqrZU1OS7L2lrVkkpdGM9LdTejl36t3bpheNJNtOntcmKhgNql+ywwVjPuyyM7CN8pacA+Xa0ct3BZkF61Z0rqv+xbqpZrletKF9Y6LUtTWlj617pPGgpYy3aGuDH/AHQ4DDMBoGQvOapuEVZdLpqGWPxIGPNNA4kgBoyCQfc9v/OfZbr9Cde9RNfdEn6b6s2GxyUUdRHW2e/3anEk9HTMDSJnxuBEr8bfD3/eYMv3N8MPaWyVi2vszfCMOS2Xe36l1frastQhjipQxs1NWtD21NRHsZBGwCR8z2vaxgbua1waWh2ACCsr3LqVdKO30XSfp3bXXq+UVPHBUfqOM4ikAcBJU1Dy5kAaHEfeJzkg84EJ03ru0dSNUz6U0paru/Sc9ZS0V3vUTnuqrhUyv8KJ9TUcFkQ2yHja1rIpOwDWnMunL3VWapj0d0rDrXRWutkjmmfRslpJIgAWOYzacyl4dhuCdrd5yCCLs7LHBVyeUuvYpQoqhbK2EVuljL9Xjoiuh+jWm6+6w6Z6u6d1BqCrdQPut0ro6+WK0xS72FlNiMh0rsPz59xdggBvYZzoKS621tLQ9Jr9TWSiZG2KCwUmnqd7KRjSS4l+5rIsg5w87z65PAvmntOatukAr9XagrZRKC6SKMshfIcY8z4gNmB/gJPfLyOFhrr18X/RToLb59MzXKO53KIYZYLPtww9v2jhwOe+52c549qzlxnosYWejLVV+uKqENvt9je2NjQKSggjfMXA93PDWsbzk4DODg5PCgmrerHTDQLpJr5fLFQVYBJ+21P26uwD275aPkO3bgLz16g/Gd1r6sSz23S726Zs8pcBBRu27We75D3OO+ePwWv+oNT08U7/AArjLdK0DbJUyPLgXewz+78/VVHbGL+RZf1LEYPGZcHo5rr9Ib0/s8Lqe2SXC7Bji1zomNghOO2OOfoC4Fa865/SMamuUckWlNIQ0z9wDJ6yfxG8Hv4YbnOMdnjnJwfTUNsdzu9Uw1Ej5HnljewA9/kB7q627S9XcJwI4MgDytjGQ0fL2+p9VpK5x5kzManJ/IjJd6+LHrXqeZr6i8wRxhxJhijd4eT6FpcWuH1BVnbrrqXdaw18+oH08jzndS00VP654EbWqv030wrZWsaymGRycDJHzz2CyNaek9RC0PNOSSMOOMqjbrV6M6dHj5PlogEms+pFVQtoRqy+eF2z9skBIPOOD2zyM9snA7riNR9VZ2xUruoGpjBAfEawXWo2sd7tG/g/NZloOlUj/wBqIOBngDOR64V3b0tj8Pb4JaCeSP4Km9c/c6MfGrHRgqDUvVSAvMPUHVEe85di71A5+fm5V3t3WDrvYnudRdU9UvAJy2a4SzsJ9ctkLmn8QsuN6XRvz/u4POAQ088d1TT9Ko4uRTveD3wzH+qx99feTZ6BexZLX8a3xS2YRtGv5alkQAa2Sihb8vMY2NLuOOSpzpr9Jb1ytM7G6rstkvlLuHiNERp5iM9hJ5gPxYVCbp0tklZxE0NxwMY/1UNu/Teelzup3Nz2OFNDyE10yKfjIvuJuzoj9KP0luUrKfXeir5YzKWhstO5lVHGOMlxG1xwQ7szkY4C2K0Z8Svw39RGxv011Ysb5JtrfCmqRRzZI4aY5dj8/wDlx+a8b7toKpNM97WEFu4Y9gQe6pLZoa5xxTTMjefDkxn8P8v5q9DyeI88nPn4tSliOUe8xsbA4PopIJWPbkscA3I9CCAQPrhWilsNNZrq6szU0fjgscGjLcd9rHA4aMgHkhvtgrxv0T8RXxAdF6dtJozX92paCje2Rlvnf9opWAu8wbFJuY3vztAytsOkX6VqrDorN1n6esnaQAbjYvI4j3dTyuwTxzh4HsPRXKvIVWLl4KV3jb63iPJuI+kuFHeG3CHTEMNEWGJ8kdyfL4jAMDLNgAPzzxgeyuUcWpYqqC30kT/DqGgTufKXRMjLeXEHg84GPn3xyqPp91f6LdZ4RJ0119QTV0rPFdRNf4NSCB3dTyAOOPfBA91frvXXCxU7oblbWyxua6NtRCHBozkguAOcA5Jwc8nGMlXozjJZj0c+UXF7ZLD9mRu1mt0nVVFHDbYa+iidvdHRu/bRHHOzJ2vGCPKcdvVYT6+dIL1r6D9edP8AXYls1Qz7NcrRUTPZL9/LY27nDwmtDnARFoGSSDlyzNY7fqWorGVrLxahD4khJoqSRp3nOfEMkjyQN2cY4OPThfddaXtddqWF8mnJKermhfvvbHtbFTuY0uiMoLg2TlpGCCRxj3Gba46iDhJ9m1VkqJqcezRei0s7/amanqaV1PBbKcF7XsLdrtu9zflnzD6D5LjQ2qWtrXVlSTK6eZ3ka4Ebs/yycfgFsZfrfpPqZcLhpikfT2TXlqHg1VDIQyOvj2FzTE4jI3NOQPVrzxzuGOaOxRacqrrQXGhnp66lEP7CRhEo78Y5JOCTxkHuC4crxmv8ZdpJZj80fdf9nr9D5CnVR54l7f2L9ZdNuts8DpWNM9QQ923s1oYcMz3wMt9hx2UbortaKC/3y56k0lV3v7NDF9kFIHOdHvdIC3aGndksYSPkFMK6v1JdY6OaxUUcM7h4W2dxikduw0Fm4bXElwwN24+3qpR0+s8Nih+x2sZuslbFHX1lQTHCXyiJ7/CLt48R0Y8rmgtJYRhXvE6K1WqySwkUfJ6yp1uEeWygY3Suv+kt2qdd6auWlwykqDYKOqpZGmGZrHO8WNwzhr8gOa7GNricZBWsfSDWNLpO+TUcsw2zvyM+uCf6YW3vXSz6Zt+jL3S3BtwgkvLqaX9aYDxXzQxnwhhoP7Nxa4ua5wc1zchvbPnd1LdXacgpNQUAcPstQWPY3u5hAzj8efwK284nOcIR7Ra+zNkaM2WZ2t4N9LVqy3ahp2RSTMlaQPK/BH8VIaW32erYGS2ykd7OELWuB+oGVoL0+65FjopW1pAyMgnBwtqumvVWj1BLHTw1IkeRl2D2HzXHdzbxNcnsrNPCUfiUvK+hmihtxp3gUJcGN+81zsj8CsXfF18Llm+JrpZLZWQQU2rbOx9Tp+4SHbsmx5oJHY/4UmMH2O1w7c5ntD46mNpGCXDOVdPGFK5rZjlnv7K9Q3W1ZHs81rktQnVNZPzhX2x3fTN5rtPX+3zUNyttRJS1dNM3D4ZWOLXNcPcEFUK9Nv0pvwrw1dIPiW0PQxiaER0+qKeGPmVnDIqzjuW4bG8+xYfQrzJXpqLlfBTR4XU0S01jhIIiKYgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiID2d6daO15dNA6X1ZYNcg2Op0/brlU2pkx+0UM88QkfHI/f5G5cCzGSQQMD1xb8Vtp1bTabOpRT1lwprfTSMfNG2WYteWkhznuYMtAdkuHDdvOFdfgsuXUi+9B9N9UenDqKqqbQ59q1NY55WltZDSSRAVwiG1z3R0wYAzOXOLsZJ2rN+nepmjtfzvtjNO1lHcqmIwVdDcKenqKgtflrdzZmvAjma5rvukBj8k4BKiuojdFRZaqsdbyjSv4dOgA6g1dnrtUMdHp6if8AapmSNGypl4c5pz3Y0ZLuDkhrcYLnN231zfeldXQ2+1XK8Qx0bfEt9PbKNw8YRxZ8apqSP+GwYOSR7YHtkuXQdg0rSvvV7uVLa7V9m8MT00MbGyVGCSYoGcEB2MAg7iBncTkw+9dI+kdvNto9J2SavldQx0ck9S5z6mrHi7sVIc0OeTt4a7gh7twILQd1GOlqEpO+eEiHdLqOw6h0ZNS2HQty09Z7hcjVxwuqiHXCNvkiLu72xFrWgNGAeR5xuWwgGm+ndnq9ea3uVPa6GghfNNI7bHHBGAPKG4G3hrQGjLjtb3KiWvNbdP8A4ZdFnXfUCtbNc5m+FR26EgyyyYx4cLPftueRho+XB8uviL+JzqD8Qd+M+oa59LY6WR32Gz0shFPDk8E//Uf6F5GfQBo4XPsvlbLL6LSgq1hdmffii/SQao19JVaJ6F/arHYCPCfdSNlbVtHBLB2hZ8/vfTstLqOKWtuIlqJHXCtncXvc+QlgPcue88ux3J4HuVQbZJD4cbC95/daOB9fdTDSnTfVOod0UVM+GGfAfI9u07R6A+g7fkFHO1RWZM2qplJ4iuS03W+1FRB+o7XUE0xA8eVjNnjOH7oHpGDnHbPc+gHbYtDXq6yhtLbXvb33FvDfqs/aL6D2O2hhr2OqqjgljBkn/T6rM2ndAU9IYmQ0UUIHaMNBx8z6D+OVzbfIKPFZ16fFym91hrvpLoZWOjEtydJunADWNYcuHr/Qfisz6S6HwRwtb9gEUTCCeOfxPus52DQ1PExsjoAzcOSfvH8fRTGlssMTQGxNaMDj5Ln2Xzs7OrXpq6/woxZaumdJQxNjioxgjuR3Kv8ATaIYz/uO/uPVZHio2vAD2AY+SqI6KJjgwBvHyyoclqGEQig0ZG4tZNTYAHB+f/VV79C07gXRMw7J4A4Cm0cAAAa0A5x24VU2FgaQ/dn7yx2Tc9og0Og4ongFrcgEkY9cj/VfDoWmJ2lh59wp6wMe5rcbcgg/VczTA4xkj2+aY4NXn1MeydO6B0Rww+xyMHKhep+mNIInt8IHjOdvyWwEEUfZ7TkjjJVLcrNT1bHOEY3D0A/giRHuaZpFqHRDImvgIDDNmLI9HHjJ/HP5qbdOOl1BqTTU1TBDmQSgSDZ6kev4ALIPU7Rbw18rIdjZWFuccNd6fxA/JV/w21NNLBc7LJhs7pGyuYRn1LXf/a0/+ZRwsan8ORLZUkviRMHa76BQupDJDTlvjCSDJZ948/1Bx9Vh62dIJaytoGOp3RvklNPIPaTBGM/Ik/kvS+9aKprtb5omxxiYZe12Ozu4J/8AMM/ULX6q0y7T2rXeJT+Ex832uGIAHDwQZGA+uCA4fV3uls5UY9mYqhC9Z9Ua93XoTq3TlQ2utv2iCaE+LFJE8te0g8OBHII9wsj9OPje69dGqinsOv43ay089wi2XF5bVw+3h1GCXA+0gd6YwtzotKWe9WyKpfTMcyWNu3jcDkDkHv6rFHVz4dbHqa11Ap6RjXtbuBa0AnjuD+GV0K53adfEqZQtr0+r/h2xMkdOusnSrrVEbr071Ibbd2RiWptzx4NRF/44c+YAnG5hc36dlKdQ6wv1Rajp64to6KsmcwQVc8b3wT4OQMsewg8D19PVecWrOjepdNRsvWnaqrorlQOyJ6WR0Ukbx2e0tIc3PByD6/JZV6T/ABsTUjnaD+I2mMlOwsijv0NOS9uA3mojZyTz/wARgz7g9119F5eNrSs4f7HC13hp0ZlT80f3X9yS9ZtP3bqffNR6ytNpnpOpegKOjnZFQzCjhuNtMrvGkazMniNhHJIIP7QDuAFNNH3K7x3S3QdZWy2iuuNL4mn9TxTfaA4sAbI2SN4BDQ4lpyMOaQ5rs5LclUltq7RUU2uNK1dvvVudC6SlrBtlIje3BBc3IfE4cEjHYZ5wFr31S1tq6mvdTp3UlYI9DV5jpKWnqGGoqbZ4jjt+zzMIJDHvBjkczLQ0NcTsIXfUk1k4WMGYdPwat01rijqNZ3C0XW3Ue6r+x1EL3zeMx7DBU0WwbJM7iCHbS3cM4y1xq7t1r0Fp/UVbp26XO6Sb5554bbPHzUSubuFNHhm1jRuw3OXtAcdwGQsG0WvdTaH1LW9Euod1ud5g0vcoWOvENGyKShc9rfCkJ3Oc3/iDLmgsIceANwUp632J9vtlv1BD+r6m62WaC60lSYwaa5RhxyORjJa4tkZzjcfTCraq6en+aKyl2WtNTC/5W8N9Eo1dfrJ1RudPo/TsdGK2mja19mF1je2jZtzLVBwBLzlzAe4ABOCtb+qOiGUUV40/czAZbZcpadxDgWlzODg8ZBIIH1W1XT+0aYsem9R1GnunmndIVNZKye2zGkcN7g4PnbJUj9oAT93zANAwA0cKNWuPStE2x6d1vY21moJqVs9VdKKYMDZZHukllEjdr3hm8gu8w2tCq63QrVyjOHD9/oWdDrnpIuE+V7Hl/faGbTd3dTwlzGMeHNdjgj0/gQs7fDrr6GyXzwpnAMqcEEn1Hotq/iI6VdML50bvNZqp9DR6gt1pulVTXGCFjmVFVAQ+mBnaxpcZIo+3I8/c4K87dK1jmGU08j2SMYXscDghwGQR+K5ms0TjFKXZ2NBr9lm6HXqj1k0VqaKpjhkbNuDh3zwVP6mZtZThzCA75LQ34aOqet9W0YopaaIfZZDA6fnDseuPdbr6WllfRxsq3F24YOVz6ZSUnWzvaiqMoRvg+ypuFBQ3uz12mb7SQ1ttuVPJSVEMrQ5sscjS17HA8EEEgj5rwk+J/ofcfh96yXzp9Ul0lAyT7Zaagg/tqGQkxE/8zRljv+ZjvRe8Nyo53g+C7AyCACtIP0sfS2ivHSPT3Vmno2frDT9xbQzTtb5nUtSCNrj6gSsZjPYvdj7xXU0Fkqrtno/9R57zOnhdR8Vdr/X/AL9DynREXfPIBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFOelXQ3q71wuVRaek3T+76mqaNrX1P2KHLIA7O0ySOIYzODjcRnBUGXrD8Cdv61fDR8Ptnv9y0MGae6h3SO8PrqVjpayGnlbHFAZGNG7D2t3MAzw9pHLnAZRlLPBI9T3PrP0Cs+ntPWXRF605abDTxU1vrbRTU8njw7Wjw52AP4LvvNdgl3PdbFU9luV7raC/wD+x1rtmrb5bIjcHUcGwlwHBeSAdwadvJIad20kcm16UuPTLVmtdSdSbBWS1dzpzFUVchcTHHI2NsULHkknJ8HOAG52O47q96t1hd66zyWaxsntDLdV0ktXe3D/AObawiSeCMgkkNDhEScAPJPZpWY8ct8Il5fCIle+m1+tFwhtWr9Qfru5RXBtbTw0zA2Isad1PTsa4dmO85Pdzjgna0g9/VnqDo74WtBT6/1/UNumoqwOZbrZE/bJPKe7Gu5IAzl8mO3A5PNXcNd27Q9hvfVzW1VI2RkLpo3SYDoWOwGtbn/vXnDWj0B+RXlZ176z6w6+69qdR3yre6FrvBt9IH5jpoR2a3+ZPcnJ9scu/UfFl9DoQpdUeeyy9XOsmuetGrqrWOtLk6aqmzHBBGNsNHT5y2GJvo0ZPPcnJJJ5UfsWkLheJQ8RmCHjDyOSPkP6qRaa0ZGXMmrWB5HO0jjPufmslWi2xRgMa3jPAAwqU7scRLtOm3czLdozp7bLc+MijbI84O6QZKzNp3Tjmlu47WEfdYNv8e6sNnpvDLPIcjGFkKxCR4DXMHHGAOVyr7JSfLO1RVGK4ReLZbYaJjaajgYJH/dDR/ElTyw2iKkLXyuEsrxkuPqf79FZLTAwNDyPN6uA/IKVW5xBGcjHtzlVfqdBPEeCS0zGxsbgcY9OFVslG4bef6BW6KcggHPm9Qq+Bzd2d3B759Fg1S9SsaQ8ZPI9Pmu+INd58cjhUbZYmvbtduzyVVw7STgjv7ootmV0V8X7pa3n1CqWOY4gPaBxg5CpGSYdxj8V2xO8+SR2W6Rvu4KtsDdwDG5wqqGEtOSBwuinlMfDhk5z27LvMrm42knJzhYxkw3nsqRG2RuN3+i4SUxAaGnI9c+67o5otgc7h3sFyB38scQO3Hf6LZcGjI9qLT0VytssUzDsLSDt7ke4+f8AksM6Nid0/wCpbDWxvjir5CzcOAN+A7/3CJ30DvdbFiFsjDFJjBHm+YWOOqeijdaWOrpARPTPbLHIwchze34/6KvqIPHxI9os6axPNU+mZeoZoZ2tjLQJQ0E8feHoR/1WN+sWhjXUn67tlMHTQv8AFLc53EDH1BLcg/JX7pvqEXazxU1XG4SReQFx8zHt+833x6tPq0jPIKmVQGSQuhqW+K13DgQOR7K44x1NGH6nPUp6S/8AL9yG9Jb9FedJU73bxLTOfTPY4Djacj8244993zUvqoo5Y3NewE4IPusXNpXdP9YVFyt7pBabjg1tO1hIYecVDB7g8OHqDn0WS21Yq6dk0b2ua9ocHA5BHoQfY8fmoaLXs+HPtcG2op22b49PkxzqrRtHUtmkELXF0bmPAGCWnsfwOfzK1k6w9EbfdGVVbBTBkj2eLkDkjGD+WFufdIw5xePXLfzWO9V2RktHU0xbkNyYX+rcj+XJ+Sim2nwT1rcjTnoJ1f6lfDbenWueWou+kZJXGa1SSHw2tcfNJBniN4yM44d2cDwRutPYemfxC6G/2k0jJDX0dUHNnpNuySKQtw5hafuSAOOW8h3cZBC1xvOjaSpqjRVNO0+KHMbxnkgjj+X1WP8ASmqNe/DzrI6j0rUnwHvDaqlk5grIQT5JB+OQ4ctPIXT8d5edLUbOY/0OZ5HwkNQnKnia/cz/ANTqnTVittNPrTQ8F5uTrMdM3Coq3N31UDWObBVse/700QLmyNcQ8tLXte4xq39Nn3J3Qa1VmpZ6e+26tp5RXMbLmW21MTthkEhy17CNrnAZ2lxYcjBOVLVqTQ/xN6ElutmhibVhjWXS2ucPGp5ccZ/HO2QDDsehBCxc3SVVpPRNb0ymrK2OjtVRUXOzVNIwtmZSThzbhRxgEeYh7qgRg5JhJb2w31sZxvipReUeO2yonsmsPPRf7dpiivDrTqCo11qey3S1zR10UNLSsrobnSRFvMW8YjaGgAhzyAD90jCy9fNax08ttuAu1EyvvdndS0VQ6SSFkkYZlrmMcxpc3dI05ByASckBYQ0hfrfb77qjRL4LhQWTT14misk7p98tLTSxiSnnjkadzonMeBgknaMEl27POv1/pTpDpOp1fca83atgnk/U1qunhS/Y55Yo2ubA9kYf4OxgJc9wO0N2kODsx/GjDKk+if4ErMSiiTamv+lbna7n0JvemqSW+T0rau8VVnopqqOKokpxJGagGJ25gc5uWucPu5PBXm71SsVn0B1GrLNp66wVlFLT09YzwWlogM0TZHQkEAgsLi0/RepfSPrroms6KWem1ZcpY73qG1bqqop6RmGPlYWB37MBoLW4x64Ayc5XmH8UvSu89Ieoraa41U9XFeoHVtNUShxJDZXRlu88PI2DJaSBnGcgqvq4KyClFf7wWtJdt3Qk+c/3NhPg+DI9NCZsRy+rm3H3w5bt6by6na5xwPTC88vhG1Bq2z09TT3Cw1Js88/2iiqRGSfNjcMDnGRkH5lb9aKvVPWUrC2UHIHl7FeY3KFsotntYRnPSQklxgmtTIPAa72/ioJ1r6cW3rT0V1T01ucTHMvNFJFAXdo6huHwSfVsrWO/BTGdz3RkY2tPYLqopf8AdHtc7GJMHhWY3YksehQnTGdbUj85tZSVNvrJ6CshfDUU0joZY3jDmPacOaR6EEELpWQfiI+y/wD4gOpv2FrW03+2N58FrewZ9tl2gfLGFj5eri9yTPAzjtk4+wREWTUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAqbZLSQXKkmuEJmpY543Txj9+MOBc38RkL3i0X1mvWpdPRa2vVztjumNZBHBba2hlBbUxviHhRBsbg6F4fua9pa1zcYGMELwUXqr+jh0BoOyaEoLRrCtOpJtYQ1FdUWWaRgo6OGRkTw4tPmdIGU4O7gDxHD0yso2ibn6FsmlLVo432bR1psFfcKcXm7UFsG1tXVbHvijaC7GXMZnHoT2ycqw651zHrm/UFpipBTW+2QxvqYIxgOnwCY+OCA4kZ+WR3Vz1pb6qlq6W4SVUAqG3F0tDRwvPiRyPhHhyyNDgG7Wu8jS04JznkLXr4i9dP6MdPqiSDEd6vrnUdBud5hnHizgeuxjgAfR8jD6YNDW3NJVx9eX/Y6mipjl2y9OvzMCfGf1ZvfUG7HR1irGv09Y6uSB0sGMVFU0bZngjgsa7yM+jj2ctd9N6aFMQ+dv7R33s+nyCybBR0z7DT0cTt52j7wySfUk/Uq3/qz7LwGeuOy5km+joQgm9zPlvpcMAY0YCklqpw4hUdupmgAnGFJKGCBmCCM/IKpPOS9EvtniALTt54KmllBb5wfVRW07C4bXfeOO3qpdbWtYck4491Smy3Dol1veQwOHcqQ2+XDi9zjwcqLW6dreN7QO4yFJKKXcwHIHOe+VGWU8Iv8czXBryTx64wrnTTAAEHuMdlH2VQaWHcNueVc46iPaHDI5WM4N0+C6BzjghuTjPCqIZ/MAcke4VnbUOL+Hjb9eVWU8zX4y7B+qy3yZXBfopWyN8hB4VXCcnnvj2VmpHhp5PqrrDM0kEfnn3W5j1K5vA3bv6Li6oc13cELhvA4BGV0SzBp3OOQOFhmyK77U3c3Y49/rhVUNRtw4h3l9cKxMqCJM5HJ91c6WoaABIRj05WE8mZLCL5T1HiNa4OyHjJHsu6emhqIDG8ZDvfGVbqXw5ntAceeOfX/JXaGMNYA47T7Hn+/RbpkMngjdHYTaLmaiif4cTxhwxw5uc4z3yD2Ppn5lTSF++NjnHd5R3A/oqB9Pvdudgjvj/VcxUOYccDHqe/4pD+H+Rra3bh+pRX+3QVjQ5rRvb2VvsrJbYDTREbCdzYP3ee5afT329vp3V7e5kjsYaR6qnkpGF+9rQcd8hRSSlLciWEvk2SPlTK2WMnBGB7YII9FYrrAJacteAdh9u/Hb+KvdQ1w5Gc8fj9VSPh8eN4kYR5jnlRzabwbwWDDmodNT1lPM2laPtVM/xoSR7HkfiAoRftMUer7Q6RsILi12M92vH3mn8eR9SPRZzu1vfDVeMxuMj2UBv1C6z3F9xpQfsVW7M4a3iCX1f9Dxn5jP7xxWWYS+hal8yyjVXT2o9a9DtcRan0pVvp6ineWvY7JhqIiTujkbxuafb3wRggFbV1XVvpz1q0l+uIY20VcGtFbQyP2vilx3a4c8Hlrxg8ehBWLuouk6G80ks0cbWzFueDkH5g+o5Wu0tbcNHXWSekmdFJGS0j0c31BHsu743Xy0str5i/Q4HmPGw1le+PE16m1PQ6s/2J1lqLRt0Yy/R6qgNXZrlXzPkfSyw7nupgXbgGvbxgfvho/eaBIde9K6TWdil0TeIqJlwkp46mjqYJS+Jkr2E+GHkDIac44HlOOxWGul1ddOok0UtooqupdapmVYlpS4S0Mzc4fkHI9efVZ3slzhr9NVb7rc6amvVlY+I0fgPBrjwTKHZwwBvmI5w4uAOGkj0WqgrIxtqSaf8A9PN+Mvlulp9Q3GS/f0/+ke+EL4cNDW/TdLcus9bA+50VVVUbrTWV03guZHK9rH+GJGs5wCMtdkeyxh8WfwqayvuqrXqaXWNoitYjmnpbVJT1EbYYTUOfLHFK1r4s+bytc5hI28ZKzPrPSlHXUFsrGR3amqpKhsNxFvEb5o2tdtOBIMckgZ4cPKQDnCxl8WnWzVWn+oWnOl9fYa6WmtcsEdLd5aV8UtbBIGbhKXMbuLS3bkNAO13dROyH3d5XSLlWksWqUcrbJ/t/rMg9NrVDZ6ajoqKCNkMMbGABnsFsDaYaOalbupYXOx95oAKwh0vpbzUlstZbpGxOw5rgP4LPdvpWvpWtczaWjj5LzNS3PLPZazEIpHfLSsbDkZwBwCFQ05YYJmsOTvGQPRXJ8Mxg2MmJ/wDF/mrbRxyUFSXTA7JTtd6jv/BbyXzpFGEsxeWfn56w+N/2ua3+0AiX/aO5b89932mTP8VEVn/47umtZ0y+KLW9HNTmOjv9fJqGheB5ZIat7pHbfk2Qys/8iwAvY1yUoJo+fWxcLJRfuERFuRhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHOCCapmjpqeJ8ssrgyNjBlznE4AA9SSvb74NuiP/ZZ0w0dp2uvNLdL+yjbRXSmMUcr7dVVVQ6omhbNguDY4meCWh23cZDzwvEi00dTcLpR0FHJsnqaiOGJ2SNr3OAacj5kL9B2hrPpbptZLM7TtXVVlc+wx3I1tZI+WStqGwxRMnmBJawvxJuA43P91rNqMG3/AL/qJqIuU1gtvUG5X2a7VtVa4aOatpXNimq2N2iSVjQ2WUD6sDB7MY1eZnxCdXrj1e6pXG4VtQW0NrDbfboy7LRHG7LnAf8AM8E/QjPZb6dXdW3HTfTq7PjkYKqqp5IPFDsuD5GnLsjsdu45915f6ht0lFcQ6HHnzz9Hf9F55XTulKU/U9FdRXRGNcPTsyfYa77RTQObjGACc/L2Vxq4wXZGDxnI7qPabY+Olp8gAYH5KRVjtke71I9+6y+xDiJxinbC8A4BVzoK7xHBoOc9lBqu/bZzHDkgOIJ2nH5qporlU8GCZzXf+A8/iVWs46LFbMu2nxfK5riM9xlSujkkjYS3zY+Sw7b7tc2tBZUlueDmPGf48qWWm73XbtlqwwE8ENDsj8hhUZpsvw6Mp0dS9sbd8e3I7lSK33INY33HHfP0WNrddqgxMMtRvIwPIAMqQ0l8/ZlzZG5H7pbj+yoywnkm/wCsg5w3u27cAfRV0VccHacjHJ9VBYLtHNjnGR6n19lfKeujeWtJxnhYTybEjZcjuADs54B9lX0tc48+reTjnKisU5Mnlzgnj3UgtkQ25c7IJHfuss3ykSOlndIWnkZHqr5Rl78nHccKx25u3HmBI7BSiha2RjQ5gA9Mc8rZGX1k4TVTIGNc9+T7YVBVPmeS5gJGM8KvudMx2cDgc8BUjaR+HFjsD2Pf8FnGSSO1LJQfa5I3Yc8j3VXBcAXFuSOfVUVdQyNk37ufmrSa94n8JjjuZ357KLKJFifRkG2V0bTgnPPfCvsdxjeMYxznJKxdHdphGMNcRn3wq+mvNQSCHOGB2ynxEuCOdOXlmS4auN4I3AEemeV2+GHAYcVDrfeZHbBuDh6NIyr/AElyMhy4jGPUrZy3dkEo7XwXDhrOG8/JfGZc71/NdkIjfh5cPmAR3XZ5AcNHHfKyos13Y4Ol4xyBkKma0Bjt2eRn+Cq5GZaSM579lQASNjaZCeGgO47e60n2SQeUWu6EPe1p9OcD39lFblTOayRxw5jgQeOw91Ma5jN+1wyTyD/IqzVcQBc2Qds49j7H+/dQyjnktRlhcGMb7pi3SUUzhCGsIJLBwN3PIA+g/ILVDrLZP1dNPLEWgNcRw3J9/UfRbi3+EMjqBCf2Ts557HIH+S156saeluMTgYh+13v7dwMcqStqLRBdFzTZgPpN1bu3SvXVHqOkJkpw5sVfTAAfaKYuG9me4OBkEcggLeKLWunNQ3WDWVtqI5qO4Dxi9hyJY5AQSB6Ow4+x9/ULzj1Jb5bdcpoXNLduP5rJvw9dTp6ark0BdKrySuMtAXnscEuYPy3Af+L3wvR6C7b8svws8p5SiTxbX+JHoFf7nqGC2XHWN0p4K+kvkjGiZu9kT5REBjIxseWxh/HGRnhYgloajqT1c09oq+1L6yptFHJXeK9jt/gCfMO55J3gB5A7YPGOFkTo9q6ju1G/TOqa2eWmt5ZPHSk5BjDjuLQfKXAPd3B4d7BRP4YamW8dW+obamASP09UMttNM45eIpHvfjPthjD+JTWbqswUsqXZ0vFWV6lK1ww4rj6Y4x+htHZNPUdpooqVkYOwY4VxkcyAeVhA7LoZFN3c8gBVTYx4Yzz65VVwWMInnJt5k8nS9zXNb5gAV11MIjw/Pcdsdwvk8jIn4DSMd8LtkdG+HcDn3VaT5wbJOOH6Hnt+lu6cNuehdIdWrfS732m4vs9c9rclkczC9hcf8IfEQM+snzXl8veH4sdFjqH8OHUPSccHjS1FllrII8ZcZ6Uioj2/826ID55x6rweXofGz3U7fY8t5ml16jd7r/AREXQOSEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARFJum+grt1L1lb9IWjLH1b8z1BaXMpoG8yTP8Ak1uT8zgdyFhtJZZmMXJqK7Zlb4ceiWkda0Fw1d1KpbnJaGO+zW+CkqBTmeUYL3l5aSWtHlAGMuJ58pBjXXbo9b+nVzZdtIVlXW6arpCyE1O109JJjPhSOaAHZ5LXADIB4BHOzN5Fr0xbKTS2n2uhttrhbTU7XEbi1v7zscbnHLj8yVivqveqZvTe90tZCyU1Ahjh3fuy+Mwhw+YAcuLTr7bNTj/iz2Oo8Lp6fHuTX8SKzn6+3/RrVQRTT11NDTztglklY1krn7AxxIAcXegB5z6L3l0BbNW2jpXbNP3jUNBqG9xUtBbq67QgmCqcA6omezIGW75megzjOBwvBNe1/wAKV/ucnw7dO3XeskqZqi0x1PiPxuc3Y2FuffAgA9zhX9dPZS8HA8TX8XUJMwV8ReorvF1isPSKa9ipZQ6TuFbIQNu4yPYyHxB+8WiKTB74eQsA0mn33q1x1Do90sREbj8x3/kq3V2u5tdfHXrS6NnzT07Km0QD0EVNCyLj6ujc76uKmPTa3faLTXBrfuSu3A8855P8VzroOvan7Iv1zVs5tf8AsyxQ0BoWQwFpBaBlUWqq+V5bQ0zHtAaA4gdz7KS10Tn3YxwAENfzwrZLajPcHGU7vNgggKBvCyTuLbwiw2LT1TWyt/YkDPYnOFlTT/T5kkQdLC0E8jhVekNPxMc0+Hx6cLJ9FRQUsDSMcdiqE5ObOlTUoohH+wMEMQIjGCRkjjlUVXYJLf8Ad+73PCyXVVsDIXNacPDed3ZRG6X631MQliewZbnBPfHfP0WYwTXJJJ7SwU37J+0swD6g9lchNtDXOJwD39VHp9T2ozmJ8zGyA4wXBdtPfKKc7WStPODz3WkqX6GquwXsXjYNhGNvGM9yrxQ6gf4YAdngcn05/wCqjFVSiWISs7YznPCtv2yanfjdwPT3WjqaRv8AGMtU92c98e14Ge7h2CmtprmjYW+YHnusKWS9GRojdIcEc5Pb5LItguUb2MhY/dtxgeqjaaLFbUjJlDUt8Vm12N3BweFMLdIWMyCMgcDPqse2mpblrs4J5z7qa2ySN4bnPHKIsT4ReKgwvaC4eXCpXhm5xa4ZPv8AJds0v7LBG0Dvj1VDcGPIEsb3NHc+i3eUiDOSmqpfEbIXAYDtrW47lQ+7Txx7pPEw4nJaB94q83SsniBaxxBxk8cAFQ+shqZJTMSXEKtKWeC1THCyzk+4StaH75GkjDWNx5fnhUNRqm4Ue0eJM4AcNLm5d9SQMLv2uBc843O+8T/fZWi6UtTVSFkIdz3eP5BRST9CfMcl0ouqT6KQOqIXtPrhpcM/0UosnVmkqnbXSGN2doa9pH8e348LH9HpWR8f7QPeR5j5yAfr/wBFWs0bc5pmxsmaxuOBlzgPoPRYSsS4NJSqZmW2a3p5XCaGoY9pyMZP8P8AJSui1PQVLWbpG+b1Bzj+8rAlLo+/ULHxQTCRjsOc3YQePUcq8UVTeba/e+PGf3nO2n5cjjP1/itlbOHZq6YTXBnhlRDIDsc045x8lxmY3BwfTKxxYdZNdM2mmJZKO7Xcbh/Z/iPmpzS3Wnqy2Nrhl4Lm/MeqljcpIrSpdbyjpeze9zscZz/mFbrjSuMQftGRg/gr4+n2EnjB78/JdFTT+Ix0Q+QCNG+/rBj+622OaQx8kEA8evPdY81ZpqOfa0wkkRvyCMg88rNVbZyJRloLQTzj0wo/d7MHQmPbl7HuOfcgYx+R/gtdvPJs5Jo0O619MpKWee4U8Pl2hwLW8HJWtNbU19iu8VyoJXQVdHK2WJ47te0916YdQNKwXG2yMe1u98OzHv5iP6haDda9Hu09fJmNZhjiSOOy6mjs+bDOPrq8xyjZjpz1Vp73Z7Rq+k2B0jNlRT54z92WM/L7w+hC2a6Q3DRtvveob9py2so4rs6kcR4niOlLYyS5zzy4+fHPbAHovLzotrGW01lbpqaQiCq/3iHzdpWjkfi3/wC1bp/D7eJ6ilc3x3YdMSAT2AwFrrbrKJ7Xz7F3xdVWor3R4fOfzN0Ke/irIaDweyusdVFJHyW5x7qA2N0pjj9cepCm1BK1se0tYMevZbU2OXLM6iqMPwo7ZY2SDJGR6nK+7GCAhp7ccrtzAWZJ78rg4N2YacN7LSziRApPGC2TbXOEbmMc1ww4OGQR7Eeq/P8AdaNEjpv1b1foVkbmRWS81VJAHd/BbIfD/wDZtX6BKqNrH72uaSOy8hv0oHT2PSnxGDV9HGW0us7VT3BxxhoqYh4EgH/ljicfm8ro+Iu/iSrfqcnz1W6qNq9H/U1BREXoTyoREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBbo/Dxoek6c9LY9VVDHC+awhE73uGPBoQcxRt/wDHgSE+uWf4cnTCON8sjYo27nvcGtHuT2XojfWCnpqS1HHg26igoomAYa1kUTWNAHsA0Lm+Tsca1Bep3PBUxne7Jf8AH+rMZ6nuQfMRvySfQrC3XK8mKjtenWHzTZrp/fHLIx/95/JZwulsts9S0zQloDvMWnBwtX+rU9fP1DvQuERiMM/hQx5yGwNaBFj05Ztdn1JJ9VV8bVusc36Hb89qlDSfDj3J/t2RFewvw8XqD/sH6bCFwayDTNHHx/iAJd/7iV49L09+FG+Cv+HPSdSJQ59K2Sh27uRtnkaOPo1WvKNqlY9zgeFaWoefb+xpj0WqLk74nRFqICGvr7hc4qxrncCZzJi5ufXLhgfULa3p5RtoLRe6gvDYRMGjPccc/wBFjjR3R6z6u64M6nyXN9FBbfAqpqeIgPqLiHOa3GRxGWsaXnuXEj14nVNcGx6fu0Ln4fLdpGtA4GxrG4UOsnCc1tfoTaOqdUXvXbLdSETVkj8NLpHFxJ9OfVX2itMbZWt8Mcn5f0VBpynEspft4cc8+ikwdGJGt7fQKhZ1wdGr8WS9WyA0UW+MN8n8Rhdd11fTUMP+9ziJpGWvxhp+RPoqaorBT0rj9o8PDctcc7fxWGNc6qlrp5qJz4zTNdh4jk4k/p/moIV5fJdnYoRJFqPqxVVFQaS1sLQx3/HOdrD68juFjya9XEVb3VVxdW0kjnFzIJdjWvJByCPfng/1Ksjbe64zF8P2mkpSeGxyEEn5DHCsl0+03C7yWm2yvgip8Nke0+d7/bd/kuhRpHLlLg5Op1+wy1b5elV0gb+uKCopJsDdveHAnOHEHPHGCM89x6ZPc/p0JKh1V071Z4pjG9tO+QlrhgcAHj19OeFhq62zS+nmMivtZUvqX87Y5C5w/ipf0z6f681nQXPVPR+WurIrCGvq4fEBc3ILg3wycnIY7sPT6BW/uDxxyU4+U55MlaZ1vXUk5sGpqV9JWg4Ad91/zBKvN5lEbBOx3GM/IqBWnV9v6i0osmqYm0V4h4ZM0gOY4Hhwx6Zzx81cLdd619FVWG6tzV0DixxH749HD5Fc6dWHtkdBXqaUokr0/dmue0bj39Fl7Szw4NkA54P1Wt+nLm5lf4R5w76LY/p25tRHGBg7+AcqhqIbXhHR012VwZMskbpHtawjPsp/p+iqZ27jGRj0IVv0tZQ+WGWOME9s+6y1YbA0NJMW3A7emfw/ks1Ut8lm7VRiiLyWyUBrgNx9fZUVdSyhgw3Axxx3WQ6q1sY0gt3HPrwoveGRxNc1rRgewWbKn0QRvUjHV4pN+Q8bQ4d8KzGmABaGAgjHPCkF5cZJTGw9yoHrnVMWnqZtJC/xaqbysjYMnKhlQoLMi5VdKa2o+3SrtlrLpKmoaD9Rj6KFXLqfpelnLP1hACw4OZACoBfhPenOq9V3l9PT+K1r4WSkNGSBzjk9woFWat6d2jxoKOnpzVNiETRUNaGiVxwXk+oaPT1yPZbV0OXRpbfGviTM6U3WawVErm0lU2VrTt4I5KlunOo9DVO8UzNGDjGecLXq2656B09pbHdrbNJKGkg08XiSOf8AMtGQCckfxx61Nl0xddQukrdC1Zghe4uhpJ5cyhnJBfHkuYMcebHv2LQZfgTisx5NI6ihvDZuRY9QW65NbteCMgnJwplT2a13Kny+JhOMcErTPSPUur03cP1FfXGKtids8MHcX89x8uPl6LZTQGtxX07Hyu5Kr5UntkuSxKtxW6D4OzU+jfsEnjRtcYgd2G9x8wQP7x9QbbQX6qoahkEc3jQkgsdjkH0yPnkDPrkfNZYbJSXODlvJGOVGL1omjrdzoBFHOckbm8Oz6cHBHy/EYVW3TOD3RJa71L5Zl301f4rxThj3ZkaC1wPc8/3+Sv3hhxzhYip6e76RuouErXOpy5rJy1xcWDsCR6t9SfTH1WX6GaOtgjmjOQ9oc0+6VS3fK+zS5bHldHB1OxzXBzckA4+qsd0o2xvbIAHZd2/D+/yUp8HykdshUFypt1M9oA3DzD8FJKPBBGeWYY1xRNjt0pwf2MhAxxxkDC0V+JuljZN4g9MjPvjC9Atd0rZaGua/u5pOD9OP4haAfE69zJpoHHzMe4O+vGVLpX/ERpq4YqbZq7R18lrvEFfEcOgla78PUfkvQD4cS+Gy0VQ48zDxef8AmJP8l5412RKfmV6K9FGCh09Z4TjLaWEH67QrPm8KNb+rNPsw27Ll6JL9/wD4bY2GvidG0F2CAPVTKnqIIYA6Ro49e5Cxdp6tZhgY/IAzklTGluDXRglzScDGCqtVjSOnqa1klD7lFKxoa9rWj1Ayu1lbBKwDfkFQ6a7xsHhja53s3+q5UtynedxcGA+yTsbfJWVPBLZ6ij2locAVp1+kt6NM6j9C266s8JmvGg53V3kGS+3yANqW8f4cRyZ9BG73K2timhI3yAPcfXsu37Lba6F9PcaaN9HUMdDKyRu5kjHDBaR2IIJyD6ZUuksnC6M4Lkp62uudEoWPj3PzuUtLVV1TFR0VNLUVE7xHFFEwve9xOA1rRyST6BZR6x/DB1m6B6Y0lqrqrpZ1jg1myofb6aV+amLwfDLhOwD9k4iVpDCd3DsgEYXtB8NPwQ/D78P2pq/W2mNOuuN8ramZ9JW3RwndboXuLmw0zcbWAAhu/G89i7BIUj+O34a4Pid+Hu7aVt1Pu1PZf/jGnXgjJq42nMPzbKwvZ9S137q9nGW7o8JKDj2fnmRdlVS1NDUzUVbTyQVFPI6KWKVha+N7ThzXA8gggggrrWxoEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERASTpnaRfuo+lbIRkXC9UVMf/ADzsb/Vb5awa6K7VrSCS2VwAx7FaKdJrzT6d6p6Pv9UQIbbfqCrkJ9Gx1DHH+AW/evGPg1HcC1rv+O8jI+ZXI8p3D9T0XgerP0/7MY1Vovd0n/ZwMgjJ4dI7H8AsBfEJojUVp1Qb9LbZpbbLTQMNdG3dEZA3bgkfdPAHOMraHxJHuy7uuz7RIxjonsjmjmaWPie0Oa9p7gg8EfJVdNf93nu7ydbXULW0/CzjnJ5/rdn4LdT56a1lpnkObddJjGC44DXMjeOPq56x71h+GW61z6bVfTeyx5rp2w1dpgcB4LndpWAnDWE/eHZvftnGddC9GaPoh0loGfbIK29VVQ2rvM0Mm5rHyMDRE33bHgDPq5zj2Ix0NZOu+j5X7HA0elv02palHrP5GDtT9QtRaC1rdYLTOYTBXzxkHngSEtz+BB/NZA6cV9bqHT4qpyXGeolmeR6uce/8FiHrnAKfVstxiG5lyjbKf/3G+U/yB/FbI9DtJOpOndmqJ49r6inE/wCDuf5KpOKVakietyd0oS9C8W6lbRUpfg7hnAXS2oL5jgHj5qqvcgbN4TPJt9uVYpH1JJEYPPt3VXhnQrWGd+pKuV9E+njmDC9uCd3ICxZqCkbR26W4yxzfZYsDa15/aH0GB6fVZUj01XVsQe8yZI/f9lzbpjbAaG40bJY3HO2RjSD9cj+XK03KD5LHw3YsGH9PTOrIGzSMDJHnhuOGj0AULtTXU99utJVO8J7agvcXZDiCTjC2N/7MLPDuqaGQ0r8ZbF99mfb3A/NQrW/R2/1dbDfbPTU1RPs2vibKB4jR6jPY/VdajV0uGN2Dhazx98ZNpZRgPqTZ7tT3t9eaeaaCoDXxytbuGMdlnT4Jus1b0Avt/wBSXewVlVbLzbmUpponNjk8VkrXskBeOwaJG/8AnXCDQPUapaxkGl6nZH95uWOYMDgZ3YUptPQHqfqR0UdVZ20EBJEks0jRtHyaCTlWoayNeGpI5/3K6X/F/wAiM1Flh6k6l1vr7T9rNupmzy1tMz/6W+Rz9mQMdjjhU9irG6lbDdIAfHjY6mqPc7RxlbKjQNLpTRLtFWSFtO6ZhFRVStBfITwSQD/VYsi0PYNA0U1LQPfNNMXSyzPdw4kDjHYdlS8hdTNr4Ty/XB0dFpr6k1YsIxtayY7w4EHAdhbPdI4XSwxOcfbAWvunrO+ruJncwYc/d+GVtR0ptTYYoGtbnGMri6mS3JHa0dbwzYTQ1ITHGTGSPVZat08EEbWlgz2+axpph7aWIbWgnghoU5o3+IxjiCM/NWqbNq4M6mrd2XivEM0Aexo4HPuFjnUEeZ3M59cj0wp2ZNrMZGfVWOroonV8ckjQWPcMhZUlZIgqjsWDE11t8tHHNWyNLjjDBjuccfzCw5qqjjsFPUX28N8SsmBeGHkhvoAtwNZW63W6yS3Btv8AFfHE/DAMjPuPf6LSW6XK/wCsdR1FXfbe6hgjkeIqaTIc3HA3Z9cKCVMr71XFluvUqFDswa2dab5dq26MtMtWaQSRiaobEdu0EkNGfUrFF5tukNK0UU14BqJqkF0TIxl7h7nPosxddLGbdrp9VMzMVXDG+I84y3ghYU6naXud1dS3uy0s1SxkfgzQsbl8ZB77R6cr0NNUK8JLg8nqrbLZuUmT/pT0AvXWTS181109gEVLZGziVhmHjmSOLxPDEbMu5aeCRtOCM54Vj07qnUtiuUNqklqR4xLIpIHmNwf7cHAJ55HqfRTL4L+tGtegF01BcIrA+ot92ipzNTzVD6f9pCX4IwCT5ZJG8+jl16YsUWteqlmorTT/APzlydKIGnPhxgl2M+wHGVZs0dV8Fjsgp1d1E854My6O1RoDqFaI9M3Ox2vT1zgbua5jnU3iSAff5DiZM9+cfPCnWkK7UOjbjHbLtMBE8B0FSCHNlZ6EEcZ9wo/1e6KS6TcNbWON8f2QtkqGREsI9yCMEcKVaCv3T7XNgbQu+3G5NwWzzSvkex4/eAJwB6Hb3XmfI6WVE9ku/R+57XxWsV0Mx5XqvY2D0he31MLHPnLvLnIGMhTaGWGoZ+0YOeCcrD+ixU0ZbTzR8xHbkZ2uHuM+iypa6h0ke04HHpjhUknJclu1KMuDvuFujnjLAwc4yD2cu2wUTrVA2jY0iFn/AAgTw1p7N/DkfTCrYmCRoa4/iqnwyCGcY98cKFQ+bJo7Pl2s7jyP5qhqznJI4GQVWvJbhoGcBUVT91wK2kuCOrsxzrmJzqSfy/uucMnue688fikhe24VpwfNMTz8zlei2tsNgducDnPH4HhefXxS0++oq3N/x+Yha6d4uRY1SzSzT+sA8YF3bOP4r0I6Y10bLJbZcjH2aIj/ANIXnvcANxB91uR0e1TFdtD2iuilBLKdkEg9nsG12fxGfxVzzlcpVVzXo3+5U+zNsYai2EvVL9v/AKbR2TUEdO0ySyAADk5xhXVmtJZnEQPMUA/e7F3zHsFh+xXf7W4+JJmJnAGeCfdVVbqaD7QYo5gIoeZXD1d6BcFWySwemthGUsGXqfU8THANeSfr3Vzh1Q9xyDgDHHqsP268yBv2mZwaX/db7D0WRtJ6Yr77b23qplfFTiYMDC3BkGDgg59xjsrWmU75bYrkoamyrTR32PgnNnuE9ZI1ziWxM8253Z+PQKXUVzjrKdkcwZ5XFzdnp/mVFGwTbQGMEYa3yNbwAM+i74ZXMiyS5rsgZx6H3+fdem0dCoX1PHa/VPUvPoZW0zdHwBkH32lu4EHJH98/2FObdcC/y/ugYH4f3/JYY05fQJI2zS7XZAB7AjsQfqsl2i4xVAYRIQ4YBPuf77/P6Lpxk1ycmcc8Hk9+lr+Ed3TzXTfiM0NbJf8AZzV9Rtv0cbMsobof+84+6ycc8/8AeB/PnaF53L9PPUbp7pHrD0/vnTTWtCK6yX+jfR1UbHYc1ruz2O/de12HNPoWgr86nxIdBdWfDb1dvfSzVkLy6glMlBWFuGV9E8kw1DPTDm8Eejg5p5BVlPKKTWHgxiiIsmAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAdlvL0U6w2nq9oqlsN2qS3WllgEVSJSM3CBgAbOw/vPwAHjvnzdjxo0qu03a5WK5U14s9bLSVtHIJYJ4nYcx47EFV9Rp46iG19+hb0erlpLN669Ub518D6VxGPMThLfubKJCMlvqfRQrpB10011Thg03q+antGqQ0RxSuwynuDicZae0cmP3TwT93/CMo1Flntj3NqIi3ZwGnu53+QXnZV2UT22I9ZXqYXx31PJRzXp9K3Ie4E9hySqWasv10ppYJJC2CVu3Ej8ZC5w0Zlkc4N4HL3H1+Sp7hI6CPfkjA7ZUq5WSTfhcmFeqNALjbzFJ/83Qy9vXHZw/kfwW4WmrdHbtKWujLNpgoYIxj5RgLVLWt8FfUxUJijIdMwEloz3Hr3W6MtKWWunLQP+E3HJ9B/kpHJ7MFCVa+I5L1Mc3GjElY5+3Pm3du6qKG1ROe2WaNuc8ZGOVdKqkb4odyfb3P95Xxoe3hreQQRjjCqyk4lmCyyvoIKd0h8QDA7DsFJ6Kx0lewl0bST2CjtBT5c0kYz6kqW2VstLIMklvccKNSUuy1GOEUsugKhwIggGHYdjI5/PsrfLoa4Nkc79VvD8/eaRjH5rJdJWOLNwaXABVIla773r6LKgn0SKUvUx1Q2G+0xJhjbDxjzSZ4/BXqCjq4oC+qr5ng92jLR+A7qTHaZDhoAB7YVDWxxtDnud5eSR8lItsO2HMh14p807pnEtb3HKwfrOoilqX01PktPBOVmHXV2d9nfBAcNA9PRYRucgNQ5zuQT3WjtTfylayOeyt0pQf7wxm32OFsn05t0zIo3M47cLCnTuzSV9U2YtOOCtpNEWuOmgjBYA7HdUbZOUjqaSlRhlk8stNJFTtcXZOFKqCoIYGu4OeFZLUxxwD6K8CIgtPce6khnGSDU4ztZci8YJf3PzVO9zXcHu05C+gtcNvOcrjMw92jlbKyUXkoxilwcLjc5xAZGtbLsb+0jee4x7LEmv8ATOmdQwx1kb5YJ42u8rBgjPJGccjOfpk+6ynUA7CC0Z7Hj0ULvmnXuL6mnJG45Iz3z/f8FchNWfNHhkkK4LiS4NXOp/Rqg1jb2UdPevDqocmCaVoJjd7HGOPksMH4cOp9tD2UklNVPcxxaYn4EpBxxk5Gfp/mt1LjpSmrpMSRuD4xgEeV3ftn/NdNJom6U0hFHUNmY7BMch2njt8ipq9TfW+XlC/xekvWVwzSag6J9SK0mKr0xLE5uBmepjAA+rSVsF8PXR61dL6mXVd4ov1lfp2+FEKdpeyBvcgHuT88LPNptFbRSMmrLE7cMM4YHDGTnt9SptaWW97Wl9uijc12ATTHOPYEDI/NXI+StjxHCf5HPl4SiLy8v9TEeqKfUOuKCot0NlbFTSgteJCWE/jtPCgtn+HSsoZH1lM0UtQ5we18M33cNAxja0eg4A55OSStq30NJI1vhsDME8BmMjP4L6LPTN80eWk91S1Ds1Us2ybOjplVo47aY7TDOltLalowIbg3e9g+8PMCPqsiWimnYQyZjgOxzxhSiGgj7CPP8FWx22JwALR2wMjlRRoUeiS3Vxl+JFtpo8Yb3VW6Lc3I4+SqWUIiaSPT0X17WhmR3UdlW3kru1SfBbyHcjn2PKoqyQBpAHOFXTE5OFQVjCWnOcqnYsFmrvkx9rVxfG4nOQ3kZWi3xK0wllrTt7nPb1/vK3i1m4xNdu7HutKPiEc14qnAg5OFFVxai1ev4TRpHd2eHO5p/wARWXPh91PJboKqzTuJgkeZGZP3HY/r/RYr1BH/AL5Ixoz5ypH0srBSXl8DzjcMj547r0WqgrdM4s8tobHRrFNG3lLcTS0Mbad/mkADc+nzVTp+juF/vEVttlPLUljshjRy9/uT6D1yVGtA0dXqm6UdipQ575ztDh+631JPoAFtho/Rtj6fWw0dsJmqZh/vFS8eZ7v6DnsF5mrRSuk/Rep6y/yEKYZXMvRFV0+6e6ds11oHak21tc5wJY4jwoj9P3vqs4X+zvko23K2QNLaWMuMY4DmYO0AdstyPzWGa0zwU0F4Yd32V43c4yPqFnnQ9yiu9tY7nFRCR8nAjkfxP/qC9Noaq6ltisHkPJX2XPfJ5IhaqeO5UUc8QD2FoeC0gkAgc/P2VE6gkhqiCwtaX7c44x2/HCuWnY4rNf7hp55awQS7oT6eG7zNI+XcfgpPVWdshED6drw5rnMe0jaCOR+fKuKOXyUd3BEGUz6VzfKOHgj5j/opTa610YpX0s+1rnnJcOCMYI57Hj+yrZcLfU0rIppo9/hPLS3HvnB/JKNzocSDIADS5pwRnjt8lIlg07Mq6Zr5KimdHUEGXfu7bSeec4/v8lrF+kk+EWL4luj7tVaTtjJNf6LilqrW5vlfXUuN09Gf8RcG7o89njAwHuzsFZa1lJVQCaMhkzQ7c0ZAOPT8R2/zUporm9zxE9zX84B9CT/JTwZXshu5R+XKSN8T3RSscx7CWua4YII7ghfFvV+lX+FOPo11Xj6v6MtcdPpDX00k00UAwyhuv3pmY7NbLnxGgcZ8QAANC0VUpXCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgAznhekgZcaywWNtZK4yx2ukZNK4+Z7hC3cfqTkrzegjfNPHExpc57w0AdySey9StWW2O2V/6rjG51KBDtHbygDlcvyfUc+52fDrmb/IirqaGKEBww3sGjuVG9QkRwPIYAAPVSypbsBDnAkd8dh8lDdVOHgOGfyK5yaO9BZXJhHU7m/rSOUjgTNJA+RW/bSKm2U8hxgwRuH/pHp+K0K1HHiVzsDIdnK3r05N9p0zbqgHdvo4SPn5G/0Ujfy4IZRxLJYq5rIgOMF/Yk+gXRShriPbGSPxXZdyfGkaMYZnGVb2TOjwA4ku5KpWlitE3tNLTyNAJDvbPopjarZE8AkdhgduVj6xTzOc0YOFkyxsJhZvaR6ZJ7qnufoW1Eu9LbosBobwqh1tjGC4ceirKVowxrRk8DhXSGg3gkjJKw5S9CSMcdkcfQgjc1mfmrDdqcmIhxLQsgz25zWnDMH5qIalgMMTjgA9ye2Fhyl6mWl6GENfvbTte0HlqwrPPLX3QU8LSS56yb1QuDog9rT5ncBQ3Tto+xg1Ujd0sv7x9FvCW1EDhukZk6Z09NRRRMcfMMEnHr7LPOmqsSNZ4QBB+a1r05cZKINA5b6FZu0NdTLHG5zuARhVdz3cnarglFYM42CjfOBtzk8q+VFBUwAF7dox2Ua0/eDTRh7CCcKRjURrohHM1vbGQuhW69n1OJq4XK3KXBb56psLu4wq2ilbUs5I5Ct9fDlocOfmqalqJKaUD9wu5VZz2yw+jb4Ssh8vZfZqR20gjIPqrNPG6OQtI8pP4qXCWF9M1rsdgVYa+KMvLm5wD3xwrLi6sSiyrp7XJuMkRqvs0M7vEjYGuxycY9fkqGO3y00pLWfMYUjMOe/KbO7S3g9/mpY3/+yLe3HR0UU7PKx3PHbHqpJQeDtG+MAjjGFYRTtL9wbnJ7K7xyyOaCG/JTQti+ytdBtYLyyngc4Hy+2FzmpIhggNOPVW6nqZI/K6M/nyq+nqHyAgjA9ipo2Qm+DnThODzk4OiaCNsYz6cLiwOPfjHou97QDkYXwbCDyVtLCMKXBTSOc3OR8sq3zEZOFX1L8nAP4K3VJIacc+6qWNtFqlFNNktJyqOoA2j3K7xKSDnnKpqpxIOPZUbInRrTTMXdSHeHA8B+OeAFov8AEHeBD9obGNz8loA7krd/qzJ9ktk1QXcAdvVaMa1oRfKueeqaHlz3fPHPZaUrE93sS25shtRqpVUtdNUOlezu4n6KrtstRb6mnqI6ZwdE7JIPcHvwsqXfRTWENihAdIQAu12hoGNbw3tg8Lr/AHtSjjBxvucYSymbFfCbb4KptXqt7w4+CIYvluPm/HhbIF+8N347rWH4ZLmzT0FZpqeQtEsnjwg/TBC2Wo5hKAR2UdaSXBtb3hl7t7IZ4Z6KZw2yMLCPqP8AopF0ZvT6SSosMsu37C/J82eCT+Xr/BQ0SiN/iA7XhvYHuvtFXVNg1CLs+EiOeRjXOYfUj1HqAFdqltwznXwc8mXNV0L5bpDqakGzy+FKAQd7e4Py9fzUys07K+iY7aC+KMM7e2CMj14x+WFY6eogvFlbGyXZMeGNxyXN7D5j/X2V00fT1EWCRJGHSb8BwO5uMED6nH5EroLl7vc5udqwd90tjX0bnuG58D8yD3ye4/qozW0TKaQ0RBIfHlhxnafUcLJc1NFKJaimblspcJG7ec4wMj8P6qL19tE/iVjWtbKw45GWu+f5f0Ujg0axluLTba+R84pJMOe6Pa05III7EH559VKKG4ukgY7aXGNu0uHfIHqP6+gUWoaU58d7HMfyACPujgkH34/yVfQVXgvdHI8COTjeMn+Pv/0WE8G5QfEN0U038SXRXUXSy/RRCa50viW+peP/AJOvYN0EzT3GH8H3a5zTwSF+dLV2lNQaE1RdtGartktvvNkrJaCupZfvRTRuLXN44PI4I4I5HC/TBb6t0TnseQXM2OyDwQTx/fzPsvLT9MB8NjLRf7X8TOlLc8Ud+kZatRiJmWxVbW/7vUOx93xGNLCTxuYz1fzPFlW2GOUeaiIi2IQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAk/S23Nu/U3SNpeMtrb9b6cj3D6hjf6r0k1xV+Je6qTdndK7gepyvOjojUR0nWfQNVN/w4dT2qR2fYVcZK351PeIP11Phxe/eeByf4Lj+Vlhx/U73ho5U3+RRVc7jGQ4mMD0HdQ3ULg+N5HPClFVU7oiZIZG555YQoZfJMFwGQ0e4XOhNPg7sFhGN7/EXF+B78rcnpnXit0BZZA8uzRRNz8w0D/RaeXvD9+315wtnegVc2p6b21mTmBj2e5yHFSp5NLFzkvl1BfO8DOC7+q66WhHiF0gzjg+2FVVgDqksIwC7nP8AfyXYZGwRZaPXIHb5f3+Kgkvc2inlJF6s5YzGxoyp7ZZt8bGg/d7rGVtqHNI54BwQpvY6zD2Na4An+CoyfJ0oV7kZIteDgn05wpTQQl0eT/HuolZMyFvPJ9vqp3aqcOaCQNvfusLkzYtqKarh2ReZpyR39ljXXD2wUsjnPO7HPKzBX0wNMWgZHOSQsSdQKFz6WQBueCRhJR4IVJGpGurmLhqmloy8FrpfX5eilVqtlMy3urKt2xjGkkk8ABQDqJZrnb7064QMeXRSb2nHzV7tOuLZfrG+3umbHUtZh8Lzg5/qtOGM7XwRx/xGaDtWopLFXUVxZBHKI/tkcYczvjO372PoPwWz2kL1SNttNW0NSyenma18UjHZDmnkELSK4aCorpqN0jaYPxLuwBwFsX08qLlY7JHa5YJDTxfcOMhvK2u2bU4rn1LWlsnJ7ZPj0No7dqmnoqN1ZVzhlPG3c9/sAobePjC6I6ZvcdkvWp6ihlk7ST22obD3xy/ZgfU4CqdFV1Pc6H7FUweKJBjzDIWL/iU+G9up7Ib1pm2l1VHyWAZD/cKOEsfM+vU6CprtexvEvTPRtnpnVto1TZ4bhaa6nraSoYHwzwSB7HtI4II4IVz+zs2dzn3K0s+Eas1R01pJ9HahEsdMZPFghfkCIn7wHyPf81uBSXymqKcSteMEdlGtRXYmk+inrNBZpZ4XryXdte+niZvlzklvJXw1jZsgO+gCtlXPvo2PHB3Z49Qqenqg1wAOSee6njY32VFp01n1LwCS8cnuqoQscNuPRW6lnD3tz3xlXaklZJ5G+Ug5VitbyvdmAjga3AHc+hVXDG1vI4X2KmIcZXuznsqplOXDPHPsrcKsFGy3PqfWMiIGTk91VNaxoyzAVKWlpzxuHovu54ycFTRko9orSW71O1043YwOy4tkbz7+i6HEu7nC6w4DHPYrE5ZRsq0JnhzjhW+peGgtJ/NVrySCeBn1VvqGnlxPoqk2W6UUUknOcY5XRI44Lj2XKcc9lTVMrRC4E8qtNnQSwsmGuvVxZS6eqQSNzhhpz2+a0b1prSmsbG0tLAZ6l2T34b8ytmfjH1m3TGlmbHjxZ37WDPc+i0y0/eqLVcBhusbW1jSfP/iUtVWI7mVpW44KabUtyuBH2yXcQd2AMBvyXbDe66ikFRC7cwEboz2IV2n0pGCGxEHKp6uxGjgdk8NHfHqpFZng3qrhLsyX011NbrlOyron+DUREF8R4cMf33W0enauSajhnlAbvGSAc4OOy0B0/WVFrrvttISJInZ79x7FZ1tnXym0fqLQVFfq6K22LU1ykt1dJM4CKmDogI5nOP3WtldGXO9Gb1LppK2fwV2R+S0v3Sr476Np/vRmV4aSPu/ln+i7bh/vlsmaCDJlrgD3DvT+GVTta+JrmSOw6M4OeQD2VDU1lQwCanby3DXjHcD/AKq5XHHZx5pS4Mq9N9XtqNOsEzBJUU7nMkJ+8HY4+hwP5+6yToK7iakEUvmeHEPOPpjH4fxKwH0+v1DRXp9BIwMbXeVoc7A3Adv4rK1HUSWi5BrHNDJznLeA4/0J5x9V0qHlHI1Eds2Znhii8MyRFrmvGeO2VZ6u27nzOJI39iORx/efyVZY6g1Vsjcxwc3bkHGOR6f0/BVz6ckhwd5nEcfTn8P9Fb7RWT2siM1tfTyvkYxxLfRv3gfl7/5q1U1GYahwc5zMhwyB5Cc+o9OOM/IlT+ahZM0l3f8Aw45H95P5q2TW+KR/jujfsccnHy/6fwC0cPYmjZnsjUE743td97BLSOxwB2/v0z7q29TNC6d6zdONQ9LdXMd+qtS0UlHNI1oJhcQCyRoP77H7Xj5tar7NQN+0vY4BhdyCe3/XJ/P6LooKl0QcyXI/ebg9zk/n68/NR5cWbtJrk/OR1T6c6h6RdRNQdNNVwiO6adrpKKfAIbJtPlkbn917S17T6hwUWXqn+l2+G43ew2j4mdK0kL5ra2Kz6kELMOkgccU1S732O/ZOJ5w+L0aceVinTyilJbXgIiLJqEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAF32+3192rYLZaqGorKypeIoKenidJJK89mta0EuJ9gsp9CPhl6l9frkW6ZoBQ2WndirvVY1zaWHnlrT3kf/yN/Egcr0i6I/Dl01+H2lLtJUBr79JG2OqvtY0Gpk45EQ7QsJ/dbyeNxdgFVtRq69MvnfJe0nj7tW/lWF7mr/Qn9H3rK2V9u111quMmmX0MsFfR2KANkr3va4Pb9oJy2nAwPJ5n9wQzC2su1itpkfJQ0zaUk5/ZtH8fdT2culJdKXOzycqzV1B4nLRheZ1utlqpeyPVaLx8dHHCfL7MO6roa2mhe58QmiwTuYOR9QsL6m2ncYHkt/wn0WzGo6Vop37W8gHI91rx1AooTUST0J8OUE7m+/1Vambi+S5OCSMW3V7C0js8ehWdPhrugdpippcn/d53tx8jg/1KwbWOFQHxTMLJBnv2P0WR/hurnU9bebY5/HklaPwIP8gr6nxkrNZeDOVS8SVG7OXE5/BUs9QC84JIDTx+a+V1QGguzzzjjgK2Om3sPm4JUUpZRvXHD5L5bpyS1u4jPPPqpvYqlwDS7uO2eTlY6pJA1zQXfd7cdlNdP1BG0P59j7qnNcnUo4MwaWlLtrnHHI4WSbNKAxrTkgjuVijTlUGGPjg+6yDa6txaHscMDgc9lmBHessk9WzMWQTz3WMtZMBa5mMjBWRZZyaUZcOR6rG2tqj7Ox5cOwLVJNcFQwnqbT1JWvlM8TfNnuFhPVfT+kmrj+r2mKYctczgj8VmzUN9jDnsDhkZGcd1GbPSR3CuM8odlxOPoFCo4NuX2Rjp/oeSBwfWxmSX1e4HkrY3Rmm6JlpcK2lY7yEcjCsmmLFGZnARN2N9O/qFlQ2psWm5poGkP2luCOBhbR5ZIotJMsfT2mpzUuY2L94hpPoFlSkoJC4wPDXsPcHsFhPp9cXQXCank7MlJys9WeqbNHG8gnd647LNUU4ljV7q+THWodFTuupnpLZG92ctk4BV2suk7oNoq3uawDO1pWSX0rSc7c8cLrDWRAgjH9FEvHJy3EL8rNwUEiwVtB4Nvw4HDRgZUZjnc1zmZALVNrxPG2lOSMfmsbVNTsrnNDu54/Nbzr2G2lsdieSTUFU8/vZPrwpDbpsFu44J+ahdFUHIc05+Xur9R1GMOJ5C2qnhm19W+OSaxPDgDtGSPU+irI3xMy1zeR2GVYKOrLmDL8jsrrFOCAHEkke+V1appo8/dU4s75vKcHufT5Kl8QZIafw74SqneSWkc+4XQ0kNPmxlZm0IQ45O0SNxs/eHqusFpPf6Kjlc6J2d3rxhcY5/MeeyrylgsKrjKKx55AyqSoA2Eqp7gOyqechoJCrzZtX2WmYHk+itFwlIblpyADlXerdhh+fGFGLrU+FE/nAGST+CiUdzLkpYiaH/AB1X43DVdssDSdkEDp5Me7jgfwBWs9mD6OpbLEcYPqs3fEnUnUnUq41LXbmU+2nH/l7/AMSViltA2FvlCnssUVtRiil2PLJ7Y6w1ETHynOAOyuN7pGS22RzG/uk9lFdMVDm4jCm9US+2SZPOwjChi+TOz4diX1IFZ7LLUVTWsydxG4YWPfi1u9NHeNN6Lphh9pt7qqqGeWyzuBDT9I2Md/51sb0zsNHNcW1V2mZS0EQfU1dQ/wC7DBG0vkefo0E/gtI+reuW9SupOodbw0jqSmula+SkpnnLoKZvlhjJHctjawE+pBKveGplZfK6XS/qyv8AavVxjRDTR7fP6L/J6MfB71pk6sdJoaS6T+JfdNbLdcC52XTMwfBmPr5mtIP/ADMcs3wBuXB7nBpB4A9V5P8Aw0dXpOjXVOgv9VLKLPXD7BdY2HvTvI8+PUscGv8AfAI9V6pPq45qdlTTSNlilY17HMOQ4HkEH2xyu1dViWV0zy2n1GYY9UVszGs8OoiAjnp3hzZCOAc9z7rNFuujLlS01WZA6YtDXn03E7gQfUen4LBcVzdIRG4eXHcrIGh7w2oLaDIaI+Wg8H0Pc9+fT5rWpqMsIXpyjuaNidGXaF0IpQ7aB2BHbDQPz9fqVLIpGfda7OPQ+iwPar/NbqgAkgB3AI9P8+/8PRZBtesaeWNk/iNIOBn5j0OP7/NX10c78TJ4GjcXEd/kuDqeN7NjhloPCtVvv0VW7aJGuy7gA+np/f8AkrvHMJPbnkH0KyHlFtrLa0S+M2MYxg47j+8/xVjltp8VjZI2OcCXgDgZPsfb+imhaCMFU9RQwT8ubg98gLVxTN4WtdkI1Vouw660fdtB6rtUVws99pJqCtgk48SKQbTjHY85BHIIBHIyvzufEL0V1H8PnV/UXSrUsLxLaKo/ZJz92ro3+aCdp7EPjLSfY7mnkEL9KrqURtyMHkZ/v+/Vef8A+ls+Fo9RumEHXbSVokm1HoeLZc2wN3PqbQ52XuIHcwudvz6MdJngDGUsGs2pcnjKiIskYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARFl/4bvhW6vfFNqqTTfTKzRmmo9jrld61xiobexx4MjwCS44OGNBccHAwCQBiBV1lsN81JcYrRp2zV11rpjiOloqd88zz/ysYCT+AXtn0I/RH/Dh00ZDdepLqzqPeWNaXCvJp7fG/wBSynjOXf8A8j3j5BbXUNl6YdF9NzDSmlrFpm3QtGY7dRRUzXn0BDGjcfrkrWU4wW6T4N4VysltiuTwBsXwPfFtqKn+10HQPVkMGMmSvpBRNA+ZnLMfitm+iH6M+lsn2LVPxBXymrJi3xW6YtU5c1jvRtVUtwDj1ZCSDx+07g7+ah1vqjXdyMtRJLRWuMkxUodgv9nPx/JW+WmkfkEEri3+W7jUv1PRabwexqV7z9CM262Wyy2ylsFgtlLa7ZQxCGlo6WERwwsHZrWt4H+pK7RSOcS7bz/NX2O2AjJbnH8Vy+xBg4Bz27LjTslY8yPQ1QjBYiR99IAMlmCqOqhaWnjBCks9GNuSOAMFWWqiAeW4PyUW3JP2Y51TTl0b3Acj2WsvVFkkFS+eMFrgTkf4h81tZqiLLHYYcnK1m6qQNdJIHDJ5K1XDMSS2mHZ3w3GEho8/r7gqTdD5pbbrh9PI84qaZzRn3Bz/AJqGVbHUk5lbkc8/NSDp/c2QaztdVuA3y+Efo4YXRhHMco5cpOM0jYuud5sOJwG8lUEZdnwyct4IVwrS3c0ZyqJ7dri3aOOFViy4o4ZXUhDpMOPJ9PxUxsMhGGkctPJJ7qFURGQ534FS60vc0tcHDHusTjks1ywZSsFS1rWDjcBkFTqzVfOCR3WMbHUBpYdwz6qdWmZwc1zW9/dargS57J8JQ+HIeMALDnV+/R0Mbg2XzYJPKymaoNtznOznH8cLVrrVd5zcjAZHFuTxnspLeERVQ3N/Qg9fdZa2oJhcT7/IKTaTewlgecngcKA0Ie1r3uJyffhSaxVxpQHfvZ4aT3UeG+iSqG+WDO+mttM2N75G5d5iDxx7FZRkq4pNOShzWuzGQCDkcrVWbVzopC2SvZH5Pul2DhSrTnVxrKA24VDJ2Fo2vD8/gD6rMYyinlHXloYzgnF8kq0lb5XXGZzi5oMpBHpweyz1ZIXQ08IJ/dGVq3B1I8O5ubA9kRHmxkZJWZ9C9VKW4RxU1ft34xuBWtEXHhmmv0tkoZjyZjimO0DBPqfkqSeox5XDA9V1UtZFUxiSB4IcPQ+i+yZkGHAK4ptcHmVXtlyRvUta9sJEfAIyVjx1zinqjg8+qn2rKaU0cj42ctBzysERXd1NqCamlceHcBVL5YaOzpa1JNoy1bHtcxvmxhXynyOGHjj15UQs9WCxrw7IKlFBKyRwJJytYG8mSS3uc1uJDlXgTubwzGB6nKsVO8tIxyPRV7aryhuDn6K/W8I5V8N0sla+XIJHqF0eK7GcgEHAwqWaoBZtGQcqlkqHtbwSMJOZpCnJXSkOIDjznPdfdrXEgNySeT7K2iWV5D/nwrlSzOeMPHrwVD2STg4Iq3EbR8uF0T4LcZXeXMxgqiqJG4yCcBazIa1llquMu1paTxjuFjjqBeo7TY6ytkkAEMTnH8Ap5dZwwEj1H8FgDrpcaq42eazUDnbqhzWP2n93ufzWsXs+Zk0k5PavU0e1JeJa66VdbUO89RM+Q5+Zyo/PU+K/bEO6y3rLppCLe+rjBhmaOTjv9VjWmsYp5dsryXNKii9/JdU66+EVdip5I3tfghTJkrqhrYATg/NR2nc2MCOIZPZXaa823StirNU32bw6Ogj8SQ+r3dmsb7ucSAPr7ZUqjj5Vy2RuUc/Fm8JckW+InqSzQvTs6FslW1l41TGYqrZ9+C3A+f6eK4bPm1sgPBWoCvmttX3TXWpq7U93ePGq5MtjH3YYxwyNvya3A/ieSrGvV6PTrS0qHr6/meC8lrHrtRK306X5Beh/wS9Yjrrp6dBXmsdLedLNbFH4h80tCeIiD67OWH2AZ7rzwWQ+gPU+o6RdVLJq8PP2FswprlH6SUknlk492jzj/maFPOO5YKtc9ksnrPS0JLd5ZyecH2V0pmVFM8S0snhvadwY48fT5qnmr4GUjKullbJDIwSMc3kOaRkFp9iMKx1uo61jBIaV4id2f2VSNag8vs6M5ysWI9GVaXUEF7t7muj8Cuphue1pzkD1+nr+CkegJ6m617aatf4UUxDGnPDjn/LnPHCwjpu9VAuUc7J2jnY/ce7TwVmTRkn2eshkjnIaX72jg44BGP4hWI2blgpSqdbyzK0mk7jZ6supp3uj5OOSNvz/AL9lf7RXVcJjgqIXDjLj3w71/v6K7W2ubcKaObLSS0B3PcrvNNFvY5jAMc/VSqKRHvz2d9PVMlYCcNPsu7OVTspw3hrsNGSOPVd0YLWho5xwsmjx6HIgeypq+20N0o6m3XGljqKWshfBUQyDLZI3ghzSPUEEg/VVS+IYPzv/AB0fDBXfC311umlaSkqP9lLw59z01VSAlr6RzuYd3Zz4XHY71xtcR5gteF+ij41fhUsPxYdHqvSE3hUuprUX1+nLg44EFWG48N5/+lIPK4enld3aF+e/WGkNSaA1TdNFavtM9svVlqpKOupJhh8UrDgj2I9QRwQQRkFAWdERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARFJOnnTfXHVbVNLozp7pqsvd4rD+zp6ZmdrfV73HysYM8ucQB6lAdGhdE6j6kaxs+g9IW91beb7Vx0VHA3jdI84yT6NAySewAJPZe+nwpdKtI/DJomzdKLIIJCyHdeLnGzH6xuLwDJM498ZAawHsxrR6LAvwk/BDpz4T6Ea71ZdYL/1HulO6lbNTgGktUDwA9lPuAc6R3LXSnGW5aGgFxdtdouxy158Z+HmR+7Bb2/P++VhvBLGGFlmUL1drfYbZJcq+obDTxN3F7jxj+pWv+q7/XdQLm2plifDbYCTT057k/43D3/ks61WnKG+WYWi/UwqIdwLc92EdiPbCx3ftAVen3mWmjdUUg+69o5b8nD0XE8tC6S+T8H+9ne8HPTQm97/AInpnr9PqQaCiEZA2njhVJowSPLglXMxM5wzB+S5eG12N3GPVcFeyPTS55Lc2gBacgDHK6pKBzgcAFXdkbXMODkj2XEAxtc54HBwVuovJjkjU9JtyNvY9irTX0sewgjkfxUprIg8b2tzlWC6MIGQOAOSsuODcxrqiINa9uOQFrV1YpcukkaCDlbPaoDXwP25Jbla8dUKbxIJHBuccqPHPAb4Nc7rTlxeCFZrbUvtl1p6nnEMzJPyOVL7jTZL8hROsh2VByOF0KeDkajs21Y5tbRw1cZBbKxr2nPoRldLmOJDsZx8lY+kt1F50PRB7w6SkBppM9/L2/hhSp8IByBglVnHa8HQhNTipHRT7WSB3fPopJbX8t2Zx7ZUdhAzgnt2+ivtvk2lrBz6FYfRKuydWgnDZMgc8qdWasDgACPQLHdmmLQI3O4PqptZC1xAb3HdaGzfJkGGYPo3NI42+3qtcesenZJri6qa3aMlx4WxFHiSky3AOOyxj1Rts89JIIx3ySccpY3waVSw2a6vEFEPPIBj0z3UY1r1IsemLTLJLcoY6hzTsYHDefoBySo71Ist9dcJzHcqlrGEgRskLQPyWHK3p7W3ivMzJnumH3nSZP8AFXdPGvGZs2TuhFumOWWLVmvNRaqqnOlrZ4qcOJZGHnOPmfX6dlaKHUeqLUGi3aguNOG9mx1L2tH4ZwpVU9PL5Q58ShkkaB9+NuQrVLYXjILCMe4XRjbBLCOTZptU5b5t5KKXXuu3S+O7Vt235zkVbxz9AVlHpd8V2vtF1lPT6hqDd7c12HudgTsb7h372PY/msXT2KfOPCKp3WScDiM/ktpfCsWJIxXLW6ee+En/ADyj1n6F/EhprWlrp6m33Jk0LwBguw5jvVrgeQVsBQ36lrImyiZuHNyOV4YaT1NqzQFw/WemrhJSyZG9vdj/APxBbJdO/jyv2n44qPVllnqGtwDLTSZ/9pxj81RnpZZezlHSlqqdRFSs+Wfr7foeoVZ4VTA9hLXbm88rWrqHbDY9Utq2jbHIeBj5lQrTvx09Prl4TpbhPSueOW1ED2Y+pxj+KlWotead6iWqKutVfFUsfyx8bg4fmubqq/lw+y1pJSrnn0ZPdMVrZaSNzHZyPXlTi1ZeQc9vRYq0XM6KlbE/BIWTrMCSCPwC0ryzeyW1tElp6jw8Nwcjjt/VVjZc+YFUUYGQQOPdduAPMHYDvQqxnCwV8KR3umDxnsOcqmlnDiWh34rpdI4u8Mkc8Aroc/wy5hyc8ZRy9CaFSK6nqA8BmMbVXQ1TW92gew+atIdiPe0BvGB9V2Usri7DznHKwnyazqUk2XszkjOPRUs8myMl3GV0/aSPKTkrorKjEWSfQlH2VdmwjWpbiyGJ+53bPOVgjUF0hqauZxAcWOPflZJ1vc2bZI2SYJzjHrlYducTYoZJM885KhuztwhViTcvYxh1M1NK6OSipY8gDzYCwnJLVPncZMtyeeFmHUFK2V8kkgyCSVjG9y0FthqrpX1MdLQUo3VFRKcMjB7fMk44aMk+gKzCLaUYoOdcMymzutVPH5pqioip4ImmSaeeQRxxMHd7nHgNA7krX3rn1eh15WQac0w+aPTdseXMc8bHV05GHTvb6NHIY08gEnguIH3W+vdV9UidP6MstwZYYXN3xxsJfUvHIfO4eUc8hmcDg8nlXjQPwkdSNatZPVz0Nogcf+8Lp5Me+2MFv5uBXo/H+OdP8W38X9P8nlfK+X+8fwaniH9f8GEEW+mif0fOiLfCbh1BvWorlHHyW0ZipIz78ASvI+eWrIf/AOCf4ZJ6Oikt+mqqqZWxGVs7LzUhzcHBa7Ltodkdi1dpVN+pwZWxjyzzIRehWrv0dfS6vpjPpPVGp9PTk/8A50RXCmHsAGtjePrud9Fr91H+BfrRotv23TUFFrSgwXF9meTURj/mp34eT/8At7x74WHVJGFdB8ZNi/g4+IfT2s9EW7pvqa5w0uodP07aSBlTK1orqVmGxmLcfM9rcNLe+Bu5GcbTvoaSoojGYwRtOCW/37LxLq6SutdbLRV9LPSVdM8xywysMckTweWuacFpB9CtofgU6oasPWyj0rfNZXmptdwtlVTQ0VTXSS07ZWtEjSI3OLQQGOAIGeT7lVp1qXJcqucHg3zFrNuqPEiGWuyR747rJ+kK6SvpqWsp3ghvkkwMFpCic0TXNx3x2Hrn/JXXQde21Xr7NOcU9YPDcMcNdnj5f9FDXDa8slusU4meNJ6glhY2jldtY7lhxkD0xx9FkGlurHPEZcBjGecg8f6j+wsPWsy0lyFK7a6Mkje0Z7nIP4e/yWR6SnlqaJkkbwHtLSeOHY/vH5q79CkmTFkrHgFuDnt7YXNpzxhROludRRER1DHNYOc44H95Uhpa+CYBzXDzDPPcLGDbBWovm4YyE7hYMH1aD/pOfgXb1y0vL1s6X2cHX2naUmuo6aHz3uhjBJaA3l9Qwfc7uc0bOcMA34RAflYkjfE90UrHMewlrmuGCCO4IXxem36U74EBperr/ia6Q2ZrbPVy+Lqu100Z/wB0mcSTXRtHAicf+IB91xDuxdt8yUAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREARXXS+lNTa2vtJpnR9gr7zdq6QRU1FQ07pppXE9g1oJ/HsF6PfDX+icFK+HVvxP3JjRC5so0vbKkOzjktqalhx8tkRP/j9FlLJlLJqV8L3wa9S/iXuP6xoIzYtGUc3hXHUVVGTEwgAmKBnBmlwR5QcDILiPX1e6H9EumfQqz0+g+k9lbBJO1n60u03nra/Zy6SaTjgckMbhjc8D3m12qrNYLRTab03bKW02e3ReDRUNHE2KGCMdg1rcAfgFUWakmtlqFSyE/rCuYS92eWREZaPlngn8Fru54LEa1FZK6pe++XmBwjcI2O8PYRxhvAAWV9K2ttJCJG/ezlv0I7fwUC0taZA6GSpcHFsvLhnn1wstW2JjIAY3cEdvZYXPJrN4KvAxjCFrXNLXAEEYIK+otiAjN50JbLkXTUh+yynnDR5Cfp6fgoRd9I3W0+aeEPi/wDqR5Lfx44WXV8c1rgWuaCD3BC59/jqbuUsP6HU0vl9RpsRb3L2f9zBrIduSW8jK63tcRtDe6y9ctKWa5Al1P4L/R0fl/h2UMu+hrrRbpaZoqYWjOW/eH4Ll2+Ptp5XK+h6HS+Y0+o4k9r+v9yAVsexhODjJ9VGLvM5jHNa3Kmdxa+PIcMD1B9VBb84xlzmZ2eoKoS47O1WtxAr8ZN78jyuHOVhXqTStfTykD0PdZj1DUO5JcAcLEGu5i6KQZzkH8VEk2yK75Vwa93Fm2R7fZRW4wh04xn5cKX30Bsr8YySozO0OO8jsV0a44RwbrMyJ10T1FFZtQPslZJtguTQ1hJ4Eo5H5jI/JZ8fSFuXA/Ra+9IOk2o+quqoqG0b6ajoyJ62vHDaZgPGD6uPoFsXDDJSSy2msmEtRRuML3gcPI/e/FbWaeez4uOBpdbXv+7t8lodGGy5DQRnkq52/aCHHAX2alYRhzT3C50zQ15bgcnJ+SpyWTrxngkVukDNpHZTfT0zj2PB7hQO3tBc3ceFPLA0bW47DlaKPJK5cGQrXK0QgZ5I7qwa3po5aZ5G1ztuMBXGjmwA3sMK16pqozA8BvJBW0mkuSE1M6l0cdHdX1D2AxyOw7I7KL26x0jZhVxRiSF+NxaM4WU+pNiN0gmAbk8nssUWGvqdP15p6tjnRZwQR3SvLXBY0+odM030ZFtejrXXwB1I+N5cBlp7/kqS89F9O3RrhV2hniH/ALyIbXfmFf7O2iqA2ppi5hOOWH+illFUVDMNFU2Vg/xcO+iz8SL74Z6mnU0Ww5w/zNf7h8PFvMnh01dUM+Tmh2P4KnpvhsppX4qbtOW5/ciaD/VbLTZldmGiBecAknOMd1drZQuMjS62tLiMHLsYdnv/ACTe/SRMtPo5LLiv5mArF8Lej5C3xbZUVjs95Xu5/AYCyLZPhj0NSbXt0xRNf/8Asgn+SzzZKO5NhEIiggaTlxYOSMe6v9LbIWPGd0rzzkrKlHttsoXajT08VwS/ln+hr1ePhL0peqV/+5Qw4aSNjAFgSq0beeiusRBQyzG2SybZIyfKOe49ivR2mt0j6Ysc0NHbA9linq50hptQ0c0ggb4hG5pxzlYtg5R4RxJ674lvzEK0Bd21tNE8OBLxkELMen5HOYA48n2+i100LTVen7gbTVhzTC/aMj0Wwmm5GCNrwe/oq9Sya3Ewifuw3Hb1PquYL87Nru/GV1wuZM0HPH17KrjdgBvBAHJVhrJHH5ejodG2OPe7jHPPoqdxY5wDe/ddtY9v/Dzz81SABj9zc8fiFp2i3XysneWu7Z4wu9j2RDj7zlSzSlkYJH3uSukS+I0YJHPKz0GsrkuwIa0v9ccKP3y5iOF4zjAJJPsqyouLGwnY7IHC13+LPrtRdGOl9z1D4jX3atBoLPB/9Sre04cf+WNoLz9A394KWqqVslGPZzNXfGiLnL0OjVGs4rhep6aGob4dOTHkOzud6n+ih92vDZGuYZMN7ErUXpf8ROoLrSzs1RRTtkibuZXwRjwpXeoeCQQfm3d9B3V8vnXC51NO+Khpy1xJALv5qWXjbt/zI5cfMadQ4fJlDV2o6KnLo2vGzjeQcYH1/wCv0Kx7drRYdXeJU3KjkudJQSNEEdSdlJSuPG9sLcGaV3O58hcPRrWDAFFoXSmqdY1YveofHZRlxc3dw5+PZp9Pmsrw0dFamxwUVtp43nylxjDnZA9zyuvo9OtMt0Vz7/2ODrtf95ltbwvYtenaS22e2xsisFO5kTMwNliADuf3WYDWt+gVZPWakhaxn2p8MQBeyKIbWN+jRwFNLJpmpuY+11TfM1hGT+H+a6tYWWKGMtYMSNBPK69FM5rfI85qdZCEvhxLVY+pmobHMx8dfIQCQWGQ7T9Qsi2bXWk9QPEdbC60VL3gyS04/ZvcR3ezt+IwVgGaJ7agNbl/JzxzyFIrVSV0UW7a1hxu83HGO/1Uu5p7SKM5YybJ0dHfDT5pJ6a4ULxtzDUDDm/MO7H8V319XV2aemq4dPywQQxCKUulEhkcD9/5HGfyCxToHWdda3fYrhI9kLiMEjI9R29f9VkoXisne6O2ES05yXl5xGD34J7jlSwWeUaTswsYLT1A6adD/iEtktD1D0hSuuIh8OK80jRT3GmI7ETAefHOGyB7fktM+oXwfdVfhp1TQ9Y+mNUdZ6c0zUsuc8tPHtrKOKN2ZBUwAkmItyHSMyNpJcGLeJlmo3zNqau5spnHzYgbkZ+uVKtPXql0xVitoqqUzNHEhflpH9+6xOqM19TanVzrfzdFhs+orfqCyW/UFscH01zpIqyneOcxyMD2nP0IXYK4vcQHbXt7H2VZcYNOspQ/TtBS26ESSPdSUwDYmGR5e7YwcMbucTtHAzwAOFbWx7SSDtLvX5rm2wdctrO7RZG6O5GW7JfYam1UVbC5wkhbh/qRjPHz9VlzQmpaKpAjdO0+IOATx25/l/Na06Nuj6StNBUyD7PVghvJG1/v8uMqYUFfcrRWCNkTg+CQ4I7Obn+oKzGXHJpNYZs1W0ENwg3R7W85JHr8/wAsKx/Zq6glfGweQDge2PY/36rhpa/ST0MdROwtEobgntnH8FJDtnby1vmOCCfRSLkyinoLm2WJjS4jy5549Vc2PDgD/wBFbTQASGZpwS3G3HDv7/qVVwHawZd6cIZf0KpF8DgV9WDUp7hQUN1oKm13OkiqqOshfT1EEzA5ksT2lrmOaeCCCQQfQrwk/SJ/BBX/AAv68drHRdFNN021NUvdb5M7zbKlxc51E899oGTG492jBJc0k+8ai3U7ppo7rBoS8dOde2iK42S90zqeoieBlufuyMP7r2nDmuHIIBQH5gEWbPi3+FzWPwpdV6zQd/bNV2ep3VVhu5j2suFGXENdxw2Rv3XszkHn7rmk4TQBERAEREAREQBERAEREAREQBERAEREAREQBERAFm/4XvhK6l/FHqd1t0tT/q6wULx+tb9UxONNSA/uNxjxJSOzAfmSByrP8M/w96o+JPqjQaBsIlpqFuKm8XMRb2W+jBG+Q9gXH7rG58ziPTJHur040Jojozoe2dPOn9ritlpt0Yjiia0b5pD96WR2PPI48lx7/kFso5MpEe6AfDZ0i+GTT/8As/0z0+z9aVUbWXC+VbWyV9WQOd8mBtZnJDG4aPbPJn18qhDTGNz+ME9+5VzihMMRqZ8F5GXZz9QPwWP9YXxrnujiaTnIwHcrMpY4Jox9iwvY24XoOmaX08QL5uMjaPT8eynWmIf1rcX1YLZY5MgN9gMcY+XCsenbQX0j4GykVM4zI1ze59B+A/qpTpC2TWKXY5xdFK8PPl5yODg/xx6qKKwTNprgn1usjIXNfEMsa4Oweeff8ir9TROhYWuxjJxgei40LmPgDxjGSAfflVCylgqylng+oiLJoEREAXwjII919RAQa89MYa7c6iuj4nEk4kZu/iMLGGsuk+sKCN9TSU8Vewc/sXeY8f4StiF0VbGuhcSORyFz7fG0W9LDOvpvNaqhpN5X1PPzWUNfbZ5YrlSzQOH7sjC0j81hbW1yiDHnxAMZ/FekOubLaLvE+G8WymrIiMftmB2PzWovWDoVo+5MnntE1RbXnJAjflvv2OcLmy8ZOuWU8o6kvOV3xxNYf7Gkt3rGz1TznjKqdL6Luurahz6aPwaCE/t6p4wxg9h7n5K9XTpFe7bqFjZ6ttRQiZu9rSQ9zM8jPpwpJ1Y1ta7FbYtLaUYyio6eMMMbBkk45yfU57roaTRKa3T4SODrtfs+WHLZdouscfT20/7D6Na2jpIsmWVgG6Z/q57h3OVWaV1pX34SVRpzM57g50g9T9Vq5Pe6keJPI7O5wAye5+azT0z1S6jtkbS4MaW8jI8y7G2MobGuDh7rIzVqfK9TPFNUMq4g8NIyPyK7RGAdzm4csas6kMpK1jnxh0J4kO4Zx7j6LIduuVJdaWOso5mSxyNy1zSvN6zRPTya9Pc9p47ykdVFJ8SXaLrRzOa8HtyplYq9u5rd+CoCJNju/wBMK7W+v8LBLiC31XM24Z2Y2JrkyrFcNjc7skD3UdvVxfI57XOdwPdWqnvxLMPdkduSqGvuLZnZyOeFpPskXJQ1tGyrBDuQ70UEvWiKerqN7I8EnkrJFMWSDsCvstJucCYh7YwkOEMZ6MfW/S9bby0wTOawnsCRyr3S2u5scHeIXNzg5bn81M6Cx1FS0nwsAjjOFcItN3OInZTeI088EcrE4Z5JITlF8Fjp6Sq8Bri8hwxke6klh+1NODTbxkYOVURaau0xANCR8iQrlRWm5UBDnUz9rTyRyo1Hkm+LZ6Ers1JWVQaN7Yh/h9VNrVZYImNfLKC727/xUFt9xlgHma8bfUjupNbL9ucGuj4JPJICsx2LlkE/iT4JJLEKd26I4HbGOFbLtTNqYXBwxnld81WZGMeO4PJK6JZ98RwScdwpm8rBWUJJmFdYaOY24fb6aMB+cnA7q6aXrJIWtinzvaMKWXKjE73b29z7KwNt/wBnqCQ3gHvhU9u2WUXd+6O1ktpapjohhuPkqmlqZHtLjkYCsdJLsYD6fNV0FQ17SwHn3U3ZpBpFweQ/c7cMk+6NcQNreSO/CpnTxti2t9OFy+1tbHtAAI9cpg2+LxgVMjcOAfkn1/yVA+ZzWku8oC6amuaxu7PGVYrxfY6eEuklDGgHLieAFtGO41nqfhx5Zw1RqWgsNtqrpXVTIKamjdJLI92GtaBkkleZnxCa6k639QTe7hJLUWazf7tZ6GR37GJrnZfK5v7z3kDJP7rWDnasy9furFy6mXGXQmm5Hx2akk/3ypz/APMvH7rf+UH19SFGun3RekuVNJcbrC8U0pAibnDn7fX37rvaLSulKWOWeG8t5P7zZsi/lRhertTg2GigjBc/AbEwdvYABZ46WdA4o6SK86htniVTiHMjmbuawZ7ke6yV05+HmzUl/dfKmCSoxIJIWSctjAbzj8cd+yzfW2WhtdEWiEM8MA9ueASf4rsU6OVr3S6PNanyCqWyvswxW2mK1Ur27QC0eUgY4J/yVHpHTT75cJKkwEsD8xHPHfv/ADV51d49XWtt1K3c6ZwZt9sDkrLOgtEQ2u2xmRrA5jTnj8P55U33dTmoLpFaWqddbnnllvissFDQB7IgQWYOBg57+30WNNate5svicYIAGO2Ss3XmBrGPjjGQB6LC2tiam5stsRBdJIASPl6ldSUVCHBx4zc58kDtmnWvc+slZvLuI8t9B6q1Xj7XRPcXSbjnjnGP7/qss/qbw6TDmeYDaM+uMc/kVirXMYgmkiLgzaSSQf79gqCo43F6WqaexFgkvj4GfaGzOMjXeQF3BPp/T8lJdNa/uMTI6Weby/d44yOx/FYjFVNV1xHikwRu2sB4BPuqiXUkVslaXSebjHrgg8pFYNJ2SkzPVPrCpiLmmo3DJLXbgcD6Lsj1y/d4Uk4yOM59Viawi+al2vpGGCH96aU4H4D1WTNPabsVFGaq4PNUYuXvkdhvHoGj1WZ3Qqjul0jRQsse1epLtJagqaur+1PlMdA3yOfI/kkj7o/09FN31eG4LgSFgev1c+vvtNSW6BlLRxzMAMEYHAcOw/r9VnR9E6okY8OIa4DlcCzWz1M9+3EfQ9V4qiNcXXuyzjR3Z7KgF2XbSCNvfKzjYK9ldFFWOiBHg+UH97gZP5/zWDzb2Uz3Fu0uA5yO3ssn9PLq2qtbaN0jTNEcNB4LOcj8Of4LNcpSfJ0LoxivlNhNKVMRtEVOWB4GN3yJ9Pz/kpJTSRuDRG7LfUO7j++P4rGulbu+GZ1JUM8MktcMjk+nGOD7qc075PF3x8sIy3j970zj5ZVzGCsnkvniZaC08c912t5aPQFWymqGljcnBLnEg+2cf0K7mykgxHsDkY4+f8Af4/jho225LiODjv81yVPA/Lec5HPK7g4H1WDDWDkiIhgwv8AFj8MOjPir6UVugNSRxU1zgDqqxXbZmS3VoaQ1/HJjd917Ozm/MNI/PT1T6Y6x6N6+vPTbXtrfQXqx1LqeojIO147tkYT95j2kOa71BC/T8tN/wBI38EtJ8TmgDrXRNAxvUjS1M428tIb+tKUZc6ieTxuyS6Mns4kZAeSAPB9F21lJVW+rnoK6nkp6mmkdDNFI0tfG9pw5rgeQQQQQupAEREAREQBERAEREAREQBERAEREAREQBSjpl0z1n1g1va+nugbPLcrzdphFDE0Haxvd0kjuzI2jLnOPAAK49N+m2tOresrdoPQFjqLreLnKI4oYm8MGfNJI7syNo5c48ADJXtR8K3wq6L+EzQj6OlMV21zeYmC93hrT5sEn7PBn7kTSfkXkbnfuhuyWTMVllz+G74dtG/C107ptGWGWCtvFW5lRfbw1pD66q287c8tiZy1jfQZJG5zic1WiiFxqDVSEhrfu/5lR6OEXOsbBEHtaDkg98d/oplTQNtVvcWybXvzwe+AtsYN2vYt+q7nFRURZG7B5B+YWM7NSy6jvoIJfTUpD3nPd2eG/wBfwV01ndaieUxQ7i9x2bO5KkvTCwtbSGNzGuJeXyEDnfj3/h+aiXzM3Twi/wBhsX2dwdOw7n9iOcg+qlVJbI5JT4jQC/a4HHBK74aLIY4AYxgcYx/fKuTaQDBaDxnI7Z+azjA3JHGCl+yMDW4Hr8lUtqWE7SefQ44KNzjY8DAC4yU7Hx+GDjPqhG8PsqEXRDFJCAzeCAMLuHZDVn1ERDAREQBUlwmEcRBcQSPRVROATgnHsrJfquKOPzSbSO4P0WUsmUQbWFeI4ZPMNoBHHrwtZOqeoBSwSOdOBweyzD1H1HFQ00k9bUtjjYCcEgei0q1/1Io9V6j/AFbTVGaaFxdK7PDmjvhSQpc2VtRqI1Ryyxa21bHp6yPuNSR9vrC404HJjj7bvxWulyudRfa+WaoeZJHknJ9FJeqeo5L5eJHxyuMLPJE3d91o4CjdgpmiGa4TjDImnJPqVNOKXCOVGxye5kLv4dDPBTNPD5R69wFkzTbjSWxniSEDbkn5LF7s33WUFLGMtY/LsdllKuaKWmbD90BuA1QRWC7GXB13LULoyWteWNHYegUu6b9QK2xW+qqmAz00EodJFnuD3I9isSXEvklLmSOwfcqX6BpjJZ7sznIa1xBP1WZxVkXGa4NYXSqmpweGjZ3TWsLHq+gbXWetbK3s9ucOjPs4ehV6Mha3LTnC0Wn1fqPp/f23fT9a+FwfiRmTslHs4ditgemvxFad1g2K2XpwtlyLQCHuAild/wAp9PovPXaNx5hyes0nklNJT4ZmaGvezyOdyOy+m5DeGvcVQtkhmAcxwcDzkFfJIcEOByPQLmWQZ3atQpcErttU0ch3CkdHJA9zdrgT65WPqKrdGQHE8KQWy6DxmZePN6FRpYLSeTJlqaxobvdwOwUjo4hgYb6+yh1mq2FjRv8Au88eyltsqfJud78qTPGDfaySUkEfh7izkcqthhjkaQ5gz9Fbaafbt3O4Pz7q4wTNaT5mj2ysLsbeMnCW0NL2hjMNPJPqvrLU2IHyHGcgq9Uk0MrPM0EgcHK5OLQCB6fNSuCayzCbRbIS6JhEshccLrly7cYzj3GV3VH7TJI59l1NAa3Bf5hwtM7eEZeGslC+MvBL+CO/zVsrYY28gchXGrqGNJLTz2KslXUYO0kLTBr0fBKWt2DG33BXbFMIvNu/Mqzuq2glu4hvfC65bgPU5CkimRysSL2+ubzl4+ip5K9oBJJBHZWKS5YOeR+CsV/1jRWqF0k84JxwM5JUsam+ipbq1Bdl8vN/gpYXzTTBrWgkkngLWXrL1brb7KdLabne1soLZpWnB2+uPwXDqR1VuF4qf1LbJC6STIZAz2/xPI7BWrSPSq53elqK9lV9pqQC55aPvHH3R8l0tDpd8snmfLeUag4xZAaG309NPBSREbG+aR3qfr9Ss5dNqyC8XKntDdr9mcADADQCf5cfVYXZSVVDFOa6B8Mxldlr24IwSAPdZM+HWUVfUKKkmJLXxucBx+6cn8wCF6CFT3fQ8fZqVjCfJt1R2CG226HZTFrX8HjscZP4cKJ6vlMFG+UuDMccjnHfn8lli4NdHZ2xvLW7I8O+XuVr7r+61d3usWn6LmWpf4TgPQE8n24C7LSriclZnItnTbSp1PqCS9VLXbInujYCeDxuJ/NZ3baG0FDh7MERjgj19f5r7080fHaLRDGYQBGOCQATk/L5AK+3yN/hODMbSPUD+q1ohtW73Nr57nj0RiLUcgpmzTkYADiDyMrEFkhder5U3F4c9kbvDaSPUlZR6qVTbfaJHCQh8oIABH04UT0fZxTUbG5O97mPOOck+Y5+mFLasxSKtMsSbKuuoGihkdtwGsGAB34WsvVK7vfVOt8IJlnJGfVrfUrabUYbQWSonmLhsaXD5DC1UuVrlqK24aiuPlbI8mJruC1noCtJr5cIkU8SyzHN0rYLFRvll5cBgNxyXHsAu3QWgq++VQ1BqPON++OAuO1o78q72HSztT3ptzuUeKOF58GEt4c4fvH5eyml3q3W8MttHCC94AY1o5yey5085x6HRg0o59S80j4mFtJQk+IAGtaxvY/2fVfdXVctHQU1qiqGvdI0yTlnbb22k+o5wrVQyz2nwaHcft1Sf2pB3Fg/wg/L1Ks+sbw2GVzHScNHnDee3Aaufql8Vqr07f5FyiOxb/UpYri6nqYnQjL2OD8Y9j2W2mmboy+WKiuUYLDJE3jHrjsVqvoDRdyv1Sy417XtjJ3BmO31K2V0NW0tpjjs872iEYDCezT7fRUp2qU8He0GmlVDcy71RlbzsJ5IH+Sq9H6lZZL5FUvGW5MbwTxtPBz9O/4KQR2uCoyGs4dwf8wrDqPSEscP22kjcXtPIxjPKynhl2UFM2FiqYpfsVVDI4bmMaXAjBOO4I/vssiaWrfHoXslID9uC0+mD7+vOfyWufSTUU97oJbDO4NrKCNpAfwS0Zx9e6y1YbzVwTeEWEEZzk9xkcH8xyrkXvjwUZPZLDMkiJkha4tDWt9+4P8Af8lUxNAJYecchWaF1a9onhje6OVu7aT9045Xay5ygjxG8jjkDJzhZawSJ5Reg5583IAGDx6rugAAByD6g5VJBVtljAGQRz5h8+yqoXA4aO4C1Zl9HcCSvq4Ndk/Jch257rBqfUXxfUB5U/pX/gfDPtfxSdKrNwSDrC20kHbsBcGtb+UvHtIf3yvK1fqhrqGjudFUW240sVTSVcT4J4JWBzJY3AhzXNPBBBIIPuvBH9If8GtV8LPVH9a6WopXdPdVSvnskxcX/Y5RzJRPcectzlhP3mEcktdgDUxERAEREAREQBERAEREAREQBERAFLelXSzWvWjXdr6c9P7Q+4Xm7S7I2Z2siYOXyyO7MjYMuc49gPfhR20Wi6X+60djslvnrrhcJ2U1LS08ZfJNK9waxjWjkkkgAL24+C34U7R8KnTX7VdYYanqFqSBkl6rBtd9lYcEUcLh+408uOfM8Z7BoG0Y7mZSyX34X/ha6d/CtpA2qxQMu2p62Jv65v8AJEBLVPznwo/WOAHs3OTgOdk9sl1lwE+5rATI5xYB2/JcqqvzHiOR5dkuODjP4LlSUUVdLDNseGvJDiMjbjtn584UjWFwS8RLrp23theJ6mM4a0vPru9MLhqW8hjGOdIS1zM7cfd/NVkszqOmMRIJDvKcevsofWzyXStIjBdG84249u6jbML3ONgtsl3uH2qYOJB/Z8cH5rLGjrK2jtpBGDuIz6g5+X1Vp0tYWUmyRkZJ2+34H+inlHA2FjTGA0u7/P6ouEHI7aeGSM+ZwcCO/qqkfVfAOAS3Bx2X0DAwFqRMYQADsvqIAvnJK+r4EB9REQBfMj3X1cHNw0juPbGUByPAPOFC9Y3GNtPI6pc0MY1zvMBgcenzVTqu5us1K+rfVGMHJwTkHj59lp31/wDiWuNLbam0WFrZJSHRmfB2t9O/qVPVVKb+UranUw08czZiv4k+p0t1u9Rp201knhwnE22TI/8ACtcrdM9lZXVLif2MPhA/MlVtnutRe5KmsrZXSSue8ve45JOcnlcY6c0limr5Q4CokdKc9sdguj8LYsHmZah3zcpGPL4JKivEETS6WZwa3HcklctXzs07YRQMf5mN3SOH7zz6KXaRsLKyObU9XAc7yylz29cuWOepwlqK1lE0eZzuQPVVZxwslqqabwy39Kra6auq79VN8rBhriP3ipZW1ElVVHcXe3PZVVoswsOm6WibHtle3xJcd8kKjhY59SGnOd3ZaRhhck8rcvg4VtqxAJXM9MqS9MIDI+6R+jqfIaT3wV13ejIpmMDO7RwFKOmVo8GWqcQd0kLh2WVEw5Z5MN9Rre1jpNrPuOz2UN/Vjp6dr4vvAcLLuv7VvmmjxncXZHsVjiyvEMrqWduCwluPxVCUMyeDo1W7Umy96B69az6czR2y5OfdLQ07fClcd8Q/5Hf07La3QPVXSWvqNstmuLHS7cvgecSM+o/qFqbX6Zp7jCZGRZOFEW2y/wCl7i25WGsnpponbmljsEEeyp3aeMu1g62n1ko/hfB6IPiLBuiOQRnuuymqjE9pIPB7LWnpV8Uh3R2XqLD4TuGtrWDg+nnb6fULY62V9tv9Ey4WiuhqqeVoc2SJ4cP4Lk36WUHn0PSaTXwsWJdk7sN1OGjdjGMqfW+5khu08n+aw1QzS0uA4YI9VNLHfgIg2Q5+eVW2M7ELYy6MoU1b4m3z8+nyVxjq9rW5f6qF0N0imDdsgHH8FdYrixhB8QceuVlRwSb0yc22peQ1w5BP5BV0tc1pLW4CiFHd2hv39xCqmXhpyS4bj8+yyvYjlPkv0s/J4PmCt0rhETJ4nOOAfRUbrvG1v7R57e6j921Ez7rHnj0WfhtlWzURgXSrrtrnO3Djv81H7hXCR5IePwVqqLxPLy44HzKiOo+oVhsuWVFwEs2P+FEQ52f6fipoUNlC7WqPRKpa6NhcS7J+qsl71ra7DF41yr4oWYy0Ody76D1WKL11Yqq39hSTMomH0YPEkcP6Kkt1hr7z/wDE3WyV+eWz1eXvdx3aCrNdDk8Qjl/scrUa9QW6yWF+5er51lrKvLbBbql0Z+7K9uM/TPChws3VXqRWCCgYaGCU4kqpAXHHby+/4LLXTzp3NdnR1dzp3uY937IEeXh2OyzNbtNyUUey1UAafK3djt6LrafxFlnzWvC9kee1XnIR+WlZfuzX60dALVpy2TEVcrqyRp8eokPnefXk8/IfyWQOlek7pSyCBlNikLsRE+jecE+5wD+ayjbOmlRWTOqrtO4va7gA8HnCyDadNW21tLIIx34JHpgDC7dOkjVjHCR5+3Uyvy28tmvHW3oJTagtDrxbo2srom7nkNA3cdiAsK/DDZqiLqnVUlTFu+xwkSDsW4cMc/UYW+t4+yQ0s0lQ0GNjCXA9uAtVukE1sq+rOr7/AG+INpmyMibtHHBJP8dpVuVCeJoouzZLY+2Zs6h6hprDZXtdNlzYMu4xuA7j5clYv6Qabl1RfJdR1cWSSXQF53Za05zj5nH5K29Tr9NqXUtPpa2Pe4yv2uIOAG9s/ks99MdLw2WzUsUIZhkQB2jHr/oFm75pKJmnLW4ljaNkNO1kbeGjbx8grBdmtLu+BySPdS2qHhxhrecjtlRi6ABh9MEqWp7jGoWzo176vmOoulstIOWySFxAdjgHPr9FU2CiNPDG1/DZGPw7tgjj+qodWxMuusZarxQW0sfhBrifvEkqV2i2n7GxoLxt82MEj1JwfwC3sXKKtPTZBupnhMtLKSWRrY5PM8DvtHf+i1jv8lbrW7vt9E3ZaaR2J5Nv/Fdz5W/L3K2S6itjvFbUWSDLpQwNcQeGAj/VY7vVit2ldOmlhjZvI4LRycrE+I4NYyUrM+xCNNUULGzTMa1rYXbcAYHCuU1npmSm+VDcSCMtiz+6D6/MkdlcLDpuZ9DGypb4bC4vmP8AiPoP5K9aZtsGqb9LTva51Ja2CR2G5ZI8dmHA+hPf0yuVqLIU1u2fS/3B04bpSUI9kIoLRU0dFVajro3RzTAtpWu4LW98kcdwD+ShumrDV6y1K8u3mjpZPNkffeO/4BZy6mW+YWcUVHHtqKstposA/fcfb0wvtq0ZSaIsUdFTRftS0GR57udjlc3UJ11r/wBpcs7vialqbHJ/hidtBb4KCnjoKFg3EAFw44VLqOujtlMRC8AtGdwV4t0Tqe3ur5m4dLww9+FELjTfr+8MoHHMEX7ao+bR2b+J/kVypLHJ6peyMm9LdV3KbTlNLcd73Hc6MO4Jj3ED+SzNp3UWn77tppHNjkJG5rvTHcLClgEL6WBoeyGRjSwRk4yAT2VVVNrqOUS080jHg8FueOff8VZg8xWSpJbZvaZsvWgY7DXwa10y9wfG8PljiIxI3ILmkex4WZLTR2LU9uhuNvY0eKwOIHBzjsf791qdZer+obFEKSuYaumZzgnDuT+R9FlHop1Xt9Te32unqAIZgS2CUgOjdnJA55H+ZU9TUXwyG1N8s2IsdFJQgwSSPc09hJ3Hf1/L+KuM1vp5hgxge/Hz/wCqpKethkg8aBwfsGBngq5Me2RjXjsRlTSz2RJ+xbv1eadrWNecN5CqGh4c05GQTyP5f38lVFrT3C6nRu8PB4PcrU33Z4Ocf3ck5XLeNwGCunaCQTx9F29/KPohhnLPoi+emBxwvoJ9Qhg+rHHxCdDNH/EZ0nvfSvWdNGae5xF1JVGMPkoKtoPhVMeezmk+hGWlzTw4rI6ID8wfVfpnqfo31H1D0v1lTthvGnK19HUbc7JMYLJGZwSx7C17Se7XBRNeqn6anoXCxmkPiHs1vja98n+zd8kjZhzztdJSSPx34bMwuP8A+mPbHlWgCIiAIiIAiIgCIiAIiIAiLOXwb/DpW/Et1ttWjJQ6LT9Bi5agqRkeHQxuG5gI/fkcWxt9t2ezSgNyP0XfwoUtpt8fxPdRrWx1RUNfHpCmnGfCZyySuLe2T5mR57Dc/wDwFb7VVwmqKozMPDc7C729e67bjUWux0VJYLJbaegt1DTso6Wnp2BsNPAxoYxjWjgNa0AADsFY5amCpAdBvPhcOa/7rsDupktqJNp2vE9aYgA7LXckEcc8qSwxtpqQw9979w4wf7wVabXTRvpxXRnYezm57kfJV3jVEY8aEh7HEAtd37en8Fh5Qw2UF6r3VeYYp3GRjuSMk8D/AKq7aYspkY2aZrX5b3Hz9MKmtVqmkuH2iQbcO8u5vcH0OPqp3abUI3Oe1gOcEjt/ZWOjZ4SwXayUYpoWxg5aAOPUBXkYOHtOdw/NdMMTAG8Ydjk55XMOIcGuyHMG75ELRkZ3Dng/zX1fG47gjkr6sGp9REQHz6r6vh7L4x4cOPogOSIiAKmr66G30r6qd2GtC+zVbIWkuacDuVGbjDUXxjvFc6OkjycHu4reMM9mrlg1x+K7qLd6LSFfW290ke8tjjDfRpOCcLVCjEerdNubI3Muw7mn391t3rplp1jerjp6WKKWk8I0213Id33H8D3WoVVQVXT/AFfXWGdzhCx5EZI+8w9v4f1Vvx+pjO6enksY6+p4/wAzOUpqyLyujAlFLUWPVNw0zIx7XzylrAfXPqFOrraZ7rUUOj7fua5zQ2V2OGtHclUmorA2u6uR3RjR4FLSmodg93A4b/NZn6W6KLqKo1JXNzPX/wDDa4ctYDx+fdX8OTwV4yW1SRCr7YoLFZ4qCmhAigjDGjtnjusIM03PftaRh8ZMcT97vXt6LaTWFl8XxA1nlAKgOj9H7KysuEzCC4kAkeizZVnCRmi95bZCdQ27w84aMNGOSoxaqE1F5ihDdxLhlZS1dbfBie7aABnlRPp/bDXX90u3yx5d27hVrKsPBcpt3ZbK+ts3iSZcwhreAceilGjKBjfHkYMAREA9lcKy0OkaY8Yycu4/JXOy280dHtwQ44Cj2PJY3rBiLWNpdJUS5jBJcT29Fha+2qS13XxQzDZDn8VtXebCZy44IJGORwsWa20Q6elfK2M72eZvzwoZUuLyiWu9NbSI6fkbUsER8xIwrjXabiqxnaORg8dlY7RDNRztY/IwfVZLtbIqyNhdgg4BKzKhWI2jqXW+TEF30ZG5zmeBnn2wfzXHTGo9edNa77Tpq5Sti/fp5DmN/wCB4Waa7TTJ2l2wk7cjH14UfqdFl7nFsOW8gnCpT0rT4OhVriX6L+K6yVjY6PWtukttQeDO1pdET/MLNen9c6ZvcTZrNd6Wpa4A/spWu/h3WqFT09inODT8EZGQMY9/xVHT9N62iqRUWmaemlby2SJxaRz6YVWejT9DpVeWcFwzeij1Axm0snAx81dodR5d5pG8+zlpjarr1btbG/ZtSTysA8rZ2iTP5jKlNFrzrEw+Z1ue1uN26mxj64P4KH/x8n0XF5xJcs2zg1OwcteA0fNVI1S933HOP9VrLS6t6t1kDQyOmEjwNoZSjIJ+pV8tNr6nXyHFx1RVQsd9/wABrYwAfQEc+/5Fbw8XY2Q2faCEfXJnC6a2ore0yXa6wUrcf95IG/llY51L15tNAHQ6ftlXeJv8QYYoW/Mvd6fRWOk6X0cD3fa5qyuq35c6VznPPvt+Xrz+Kv1q6I3LUDmA277LRtf5nDlzm9jz8x/JXYeKgvxcs5d3nrJ/h4Mb1GuOpmv6x1FHdIqKEgl1PQsLtrQOQ6Q45/mpdpXoNeLo9tTfJ6jY5hc5u4kkj19ByAVsboPoTZ7GxlOKOMeG5u4hudxyWk/kcrJ1NpGkhIAp8AsDRj224XSo8bUvxI42o8tfZxFmAtH9AbRQVP2p9IXnJ25aOMAEfzWU6fpvQs8SKOmBbGS1uewIcBx7ceyyFBaIotoYw4Ddv4bR/kFcGU7A1zv8RJPPcq/Cqur8KOa5WWvMmWOy6YobdBCyOnjaWjny+u7KvMVFTsj2hjW+bPb/AJsrtDvDGOSDn2x3TdG47XO5GfT8lvz6GVFI+/s4skYxj0PzXB04bkh2c8Y9l8laNoDeeBwB6qmqZ2xRlxIGODxwsxjkxOW0g3Vq/wBRbtK3CSFh3OhcB65wFql0jvh09p263Gpdslq6uWQn/FwBj8PT6rYbq1c462x1NE1xAc0jIPqtbLFYKi8zUumqT/hukc+oPszdk/ipZvEUvY56zKe71Mw9D9P1V2ukmrLnBzUStMO4fuAZH4HIW0Fooo6elEROA3hoHZQfpzpmltNtgpoYfDibEwRNdncGjA5+flKyOyNojyD7gjHHdVJywsvtnU08OfyKSsc1/LT27gFRnUDvDoZ5B3aD3xypNVs5yCO2PqoXrWp+y2yVm/hzSCFYoXCwQat95MFyQmS6VW5ow6cucdvcdu/4rItLTBlu+1SyANZGS9wIxgY9foCoxabayep8Yt3EP3t44BBBXf1kvx0b0jvVxDdsn2Z0MYdzh7/KB+bj+Slxulgpw+Stsw5prUYv1xut9eAY5qiR0RHPkzhv8MKw36T/AGn1JBQiX/d4T40+BwADwPlyqLStQLLouEhu2Vzc4Hv7Y/v8VIdEWGspRNPcWhtRVytcQ/sGY4Gf77rS6W54Rrp1hZZ06zqorBpuWdj2NDmkMAeGkLl0RgbHpesuZd4s1TKQXOBySTjHJOeMfl2wcqwfEXcHUVphpoZC0uP3Q48jH4K4/D9MajpxR+Flsj7g/wATzZ3ubk8+/f8AnyOVwfNxe2utdOSOlo55c5v2Jzebe2o1DaIywBsTZKjLRw4jDQf4/wAl2alo/wBYVNPbKUAulcAOc491UXuqhgv1KMOBbScnPPLjnPz4Vz0JSi/XyWqlaHNgIYwk85Pfj6KHyS/i4R6fwXy6fn3OGoNLCnsQe1mBDHgDHoAsVaSgbNPX1hwTM92CP8LeAtk+qETLXo2snLANsDz7eiwDoqiAskszWgERNB9eTyVzrIYwjuwnyU2tKGaOhjmic9jmRNc1zSQQcdwnS/WF9uNtnpLvJ9sEEzo2Ok+89oGcbvdZXveh23TQ0dQ2FolEAPY+3ZYh6b2009bcbS4YljqWygfInH9FpzFrAaUsk8ZLYNQGSmpqxsNSMB1PMA1+fkf3vwVu/VF201cae82/fHUUjhIx7Rjn5/Iq99TelX60tjblZYzHUNYH5ZwQR7LHmjOpV+tNT/szqktmMR2tNQMlwB7Z75Uik84kQuOVwbvdMtdHUthpa44bLI3bNH/heDhw/PkLKlmrNw+zuOeNwOc/3/qtTelWuLJR1zaWmzSGrkB8N7vLv+R+a2EtmoaYPic2ow9pwQORj+/5Low+eOGUZLZIyEe4XXIARuJP8l10tdBVxiSKQcjOF3gt7gKNrHZInno4BhycYXJp4wRg9uy4HIAI/DhfR75B/BYM5ObT+K+g5HZcG5PcYyuedo4CA+hfV8B4zhfUMGsv6SbTMGp/gu6kQzRB7rdR09ziyPuugqI35H4By/Piv0R/pBLnBavg06qzzuAE1jNK3Pq6WVkY/i5fncQBERAEREAREQBERAEREAXtZ+j+6Df9gnQK3195tcdPq7XbGXq5F3EsdM5uaSmcfTbG4vLfR8rwey8w/gs6Jx9fviS0doCvYXWgVf6zvGP/AOhph4src+m/aI8+heCvcPVV0ayqeIYwxpdsbExg8rRw0D2GBj5LeC5ybwXqWysuEtKXQStYBIfKAPMPdUlJTSiqAicHMcMtB9vUFUjTNNlzsOJduYXkblfLYyUVETZYWuZAXNIHG7Pz91u8Nm2M9FytdK57X0ziDte57cDjG3kKrp7VPPIHRtOI3bjk8c44XdT0haWOjLgfvAEHPuPr7YV8tdEwRFo3Z3l5Pz44PyWrZlvB3221uZIHuYPM3OCcjv8A6qT0MBhc2QOy1zcYPP8AfZUVEI2tET9w3u7j37q5RFpBBPmc7y+gWGaPkqOBtlDOScYC7eC7aulsb3AtfnOc7gecrua3GCXE4C1Zqz6AABgL7nnC+osGAiIgPhGfVA0A59SvqIAuLmNd94ZX0gHuF9QHRJRwSDaW4HfGeFaLsX1Tv1dRuDfL5yPbHZVlzuracNggIdLIduRyG/6r66ka2iZLGP2jP2mT3Put4v3NGs9GrN2sc+mNXXim52xVIqYPnG8ZI/Pd+QWvnxHUDjc6bUFJA4uwRI4g5cDy3+q2361x/ZtQ0F1bH+yqonUzyBwHjzNyfpuC1c661LZ7HJTMY99S04jw3JLSePT0JWmog6LatZHrpnlNZFKydL9eUYX0paHahqYXBn7a5zeHkdxEw8/h3W0dosUdHbYqOKJrWMYAMDjGFibpLYRUX77RBFmK0wtiGRj9o4cn+ZWwFHRSOY1zAQcElp9V6ClepQSxHBjS/wBglqC+NkWS7ggBWmm0eaCjduYRnvwsyy2lkjN7mck+isF8po4KSSPaQCDg+31VjbnkilJRWEavdUIvsscg24znsfRUPSCx+JT1VydGQ6R+xhz6d/8AJXDq679v4LRnc7usgdMNMmi01StIJLwZXAjnn2KgtjmRPp5PYUslpJcC+P8A8RPr2X1tt2tEe0Dd+HP4qZV9obGzlnIz2VtMP7wDcjnaefT+C0deCdTLG+0CeMPdEASAAPcqOX3SQfA8ubjAOfLkj24/L+8LJlJQscW7mja8A9hx7hVctgFVFtMQJLSCBx6+39/xWyqTNZWNdGnOp9JS2+ve6OIDJzgLs0/IYHiOQbT2WfNZ6CbL4g8D08pKxXcdJTUcwLYzlpwD2BUbq2My7viLHqXqgjjqI2lwLmjGfYqt/VkTsO8Ilp4II44HdWO1zzU0op52+UHGSfVTG3uE2fPjOCMeg9Vu6VLlGkb5QeGUMGmRUHmn8paCSB3Gef8ANXSn0SSXPlhOMbncYwBwf88KRWpofIInhufKAQcZ+f8ABTO00H2jzbWOMoO4AZABGMgj1ytPu5P8eTIDb9BQHw5JIiXOBwcZAb2OPzB/BSih6e0p3yMpY9gOzn95wOCe/wCP1U+tlhZMxsjHZyGtz2xnIIH5BSO3WIsLmvbt2cZHmHIx/QLZUJEbvkQ23aFp2xsEdP2O2Z4aCc5wf5sP4KVWvQsEYjkMAcc4YA3gZJBP/qGfx+alVFaiI27WNaZSN25mCSR7e6kFJRPEbJxs8MAgAAHIyDnv6HKkjVFGjsk+SP27Q9C9we6ljwAyQYaAcYDh+H3h7KYWqw0kPh7afbHC0RtGOONw4/Aj8lVUNN4LRh3DTgcDG3n5K5Rxu8IYyDgZAPp6YK2wkZWZdnKlpo4w6RhAJOSc9jgf5LuIAfsDO3I9u6+BrhlriMO9/wAl8JeHbSR/h784WvZMkkj4CMkB+PT6Fc2N2xhpB4AJwVxxjI2n5rm1p2ebBB9MLDYSPjGhgwSeefqvmxrjgD35wvoY1rvUAHPAK5bGtGWk8crOcDB1yNwHOIOQc8jjKjGpLm2GCRokDSRhuVfbhWthhMhwA1mc5WLtY3QBknLdwZwc+ueP4KWKaWWVbpJ8Ixx1DvxmZJE1wJcCCN3OAMHsqnpFo4R4uM8THSVBdkercAnaCFHW26fUV38WQ74YXguGM5JOQFsDoOytpaGMeE0YkkxwOBwP81rJ7ng1riuyaWigEVJC3IG1oaHEckK8BgYCXHA74XTSt8OPw2ZwM+Un1Kqw0FpySQeMqpbLL5OrTBKPBQVbXOGR+7g9linqDcjJP9hZuwHgvz7H1HosqV8rmMk7+VowsK6pqPHuk5IcHMceHDIcMnkfkren/Dk5uufOEVumra2ZgLPM2UHaScYyfksUfGJVOGi7fYoHPd4tXFLK3H7niDGfb1WddI0Qiow0ciMjBAx+7/r/AAWrfxqXjZaKiubI4Np66lp25JDTh7SfrySFNX3kqW5+HhEW05ELi+mp5WjwIGcg9ifQfyWWdLUMrYRUSFwLhxk4BJHoeM/gFjDRbi6niEbGtMjcNLe/bOPT0/6LMlojApcYAe9oe5zWjgn5447qPHJiLxBI1o+JyvlfdYaLcW+XG3JP8xn+KlXw/eND0+oRLM7EVyJIxxhw4HI4+76Y/HjEC6/mSp1U1s2HeUZAAyefkVkDpPK2j0UyndsY+OaObAc37pJbn39R/fK43l0/lfs4v9/8nR0ixW0/XJItcXRsOo4I9wjP2ba3Bx+8fkMd/YLL/SajbR2umnkbh8g8U4HJyf8AJaz61uk9w17a6GJ3mll8HGNvBI47f0W12kZGQMiptoDWDZ74UGtW65npPDyxp0UfxGXIU3TytEX3nR7Bj0zwsddJrRDc9M0sjnRkTzHdyOzfRS34jmvl0YYPvNkLfXtyFj3oLf8AdR1Ol6stEkD/ABoSf8JwD/JUJrNiTO3GWI5RsvbKGkqrQ6g2jLGbB7Y9gtcb/b49CdRHXOqpHmmkJZIQBwwkcj37BZ10xdXUrXRPkbvLsD5/3hUnUPTNs1dQucGtbUsBwcc5/qszryuDELE3z6nzSt3tt1giLKlktNUDEbwcjGP74Ud6k/D9T6mY682yIRVDSS1zB3I/1ysYWupv/TW7yNga+ahlfmanJODz95vsVs70z19ar1ao2PmL6aQ7fP3b8nexWYbbVhrkw91bNWJdJ620rM2KsopjGw+WUDt81lXpvrbWFxppqCop/tMlA8Mc7B3OZjOT8/RbC3ywWqvtrt1PG+MHdv4yPl9P8lD+kNloHan1CRAzwt7GHgEg4I7fit4QnX0yOyUZrkv+gNV3a5ONG+mdHNE4bg48+/ZZQgr5mjZNEC5o528EqPOsFFR3ttwpWljpAGSYHDuOPxUpniMwa5zWkgjv37qeX1IIcHySdj25YTxwR8v7C+tnZxztJ9+2f7Kt+57PK0ND2jk57jHYrtZVNcdr4+PTnkHPP8ljBKV7XZIdkbcbhyue8gjJ+SoPH2YG49gM9uMBd73B5aGvacnI574KxgYKlzhkeb07LkHDPdUhlPGx2eO34e65xOcDtA9fUrGBg0U/THdUqbSPw02/p3BOBcdc3qGLw88/Y6X9tK//APuCnb9Hn2XiYtzv0rPXdvV34mqvSNqlDrL06g/UULmvyJqvO+qk+WHkRf8A8OfVaYrBqEREAREQBERAEREAREQHpv8AocOntBSW7qf1sr4SauCKm0xbZPRjZMz1P4nZTYPoA73W7V1nkq7k2Goma5mchzTyBjgfJa+/ov7VHbPgxfVsAMt61XcKhx/5Y44Yxn8WH81nCqnY6d7IZXB7iA7PGeew/JSw6JYLguUNGJSN5DGsAAdkHB4/JSO1QmaWNknlkjGwgu4k+qs9nmMlW+CrhIa6PDSOPwP4qVUlO2Oohcxgc4DBB7k84Ky2Zy8ZLvSU7WSQOiw5gk24J5B+vyV/o4n0zckFhk5yfukf5qjoqeMtbA7DXA7+2OFeKWOR8RBG5zeeD6dljOezQ7aaLyCI7XOzz8v81WxQAeUj0Hr6f36rrpoWeKSHDy9vkVWNBOM/XGOy0bwYOTQQ71xjC5rrMrGEBzsEnAB90M8YGXOwMZWpqdqKmfcKNnDpmj8VTT3umj/4e6Qg4IaFnDBckVhqdSTwnyWuoe0nAIb3VTHUXeuh3MgFNuHG/us7TVSz0XF1RC1210rQRz3XXJX0cXMlQxuTjkqy/wCzFZK/fUXWV245cAeFV02mbdAdz2ulPu85TETPJUPvNJyIN0zvQMHf8Vw/+IVjQ6Vpgjd+4D5vxKrY6anhGI4mtHyCp62eaKrog3HhyyFj/f7pI/km5LoJN8M4Vlvh+xtaxgzC4SAjvx3VaAHRbfQtXJwBaQexC6KGQS0zCD28v5LX1yZxwYo6tWkXbTldSjb48IMkJP7r28tWj2qrn+trnC5jm+DTxvmmGOAW+ny5wt4+pVxZTNrId2PKf5Lz41BVSUdfqUgcy3Axwj/kIDiPpkrq6eKsTrl0+TzHmIdWx7RmDolbc6XFwlYHOr55JsfIEAD5cBZgttIGRNdhxBAwN2CD68/j2UW6a2GO16ZtVK0kmClj3gnkOcATn81kWjpG4djI4PC6NaeMnKlxiJa56RjW4BO773I7qEavhMVNJx2aTkLJdXS4Lu20fdx6LHWvCWUksZz908578KwuipY8s1Q14JLnqCOmI7PAAB+a2A0dajHaqeDbuLImNHHsFhdtuFy1nGZWl37QdxjIz3WyGlqISRNBB9BgDI+qha5bJ6+IpFvudpk+ykhh3tPf0IUMqGimeInM5aee/bKzFcLYY2uBBcHdnA+hHssZ6hojC8nAIfkjnkd1rJZJYs6beBI4khoB59cd+31UpoaJsgw9nkcODj5e35qHW+YthfvdubuG5pGDj6qb6dkZLK1owS7O0jIzj0GEiJFBf9MNqGb/ALP5g3P1/vP8fwUIvOg466mMrIs49AOxws7stkVRTkbeXuIGe/8AfP8AH5q1T2RtO8tdEHxOHbuD8z/f9FtjJBLKlk1YvGh3Ub3ufFgemDxn+wrbS0tRQuzg+XykY7grZnUui4q6m3U7AXFoJaRkfTA/H8Vi68aPmpNzHRuZ5skdwBk/5LXCRs5ZI5aqloiEsTgHs9hyfTH5Eqc6buLgR4rgCATySA7kYH8lEm2jwwHRjLRy0u4P+vqrnaqhomdDJJ5w3jcTgnuf5d/ksmyeDL9oqI5THG1gOGncwDkHOQRnvyptaIaSeOIBpLn/AHucc4BH9VhawXbwaukjkaW7tocWuLuCOTke/AWUNPVzZnNYHgnIO4t7j/PumDbLxkmD6cTShrG4aT5cuxx39vbP5K50lOyKLw/OMHaP4j+qUMTGMblrXDLieOcA+yuTYGjO1mDuySW9z3H8kbMqOeRG4eEC1zg4DjLew447qtiwGty/Pz9vddeBja/GSuYjcGDDMuyckepWkvqTwTRz9A4Z5XxrmuLi4AYOF8DN0IdjGQAB811xsc7Lm5IJPGP79Vqlk2bfB3MLSQNvB5Jyu5x8u7tjnsVTRsIfgZwTk913kBrAWnjuR/RaySybxbwcdxa3hpJOCeMrqmldsecABvuu15c1oMbjgd8dwrVcalzYZA6Vzt3v34Pst4Ry8kdktqLJqK6xtYfKNo5I5BIPb8OFh3V9c6sk8ClBJlIOSf4FTLWFzMnjNaSGk4Di7GBnOf5qHW6jdcK5rZm7nSPDQ4dwT6qVlNpyfJX6G04YwSHYzIwO4yCScn/JZssUDIoHP25BcXDAx3JUW03aaeOOPazhuHl23kFpxz9R/VTq3QHa0EjIA/LBUc3iOSxTHMsIukBa5oIjPIBPou15AGO3GVxp2gRg4PAASdwbt9D9VQlzLB1VxHJHtT1Ip6OYmTkBmPxKxZWxmqubgGNDj5GHJ98gY+mVkLWr3/qyR7HOGNoPb0KhNjhfUVLQ5+/wxjvzvz75/vC6lS218nC1L33EzsrPCofEI8oaXENPHPP9R+S0t+Np3g6DoYGRHdX3A1OPXDcuz9eR2W6szzT2KrlbtbsgcW4+nC0/+MGyvudHZ4WucWUsD+AOMkYJ/ILaC+Vsjv8AlSIhoKYzUNCx+HtkYx/PBPH+aznbnSR2zcQ5j8bRl2XHjGBgrXzplVPqrBa6otIcIGxuIxw9hwSfyWdLRVsNrcyR8QLskknkj6lY29ENbyjWvrXBu1S1zXue49sk+/zHzU20OX0+KIN4mtzuM+oAd6ZzyPb0UZ6vw+JqKP8AxZPOMgjP1/opJp6aClulHFI1oE8HgDOOSW8Dk/3/ABXL8lHdTY/odLStLan7lipxLXdVrOSGkCrjkJGDwDyP4LbPTjmvrY252B3GcnBWq9ppHQ9TrRNKwgfaWswPNh/bGQf5Z9Vsjaq37JViIZBzwc4I9lQm1bifukeh8ZLZVt9mTHqJpD/aHTTonNDtoyAWnBI/FaxUDmaG15SVEzDHFPIad5LsAH0z8srcSyVzK6g+yzc7mZ+v8VgTrv0zmdDNcKKJzXtO9pA7HuFUujj5kd2uW5YJ1TVMb4WSxkO3eZrh7qsZXzOc9hAPORg+nssXdL9Ztvdubaq54bcaUbXNceXY9QsiQSxPdsc5viYxgeqmjJTimiBpweCj1BZaO8wNZNGM4O0juOOFD4rbfdHVja6zSlrW/ebyWu+Tgslsp3TRPySXdh7D8VQ1eyABlTTl7CMOdjOVrKvDyuzdWMlmjupTbrQujM22QMxLE7gtPqRnuO/5qu6UTvi1JeKlrvLPLg88AY9ljuG3x0swrbdKGbjkjOMhTTpi9/2+qqY5cN3hpAORkd8/MqVZaSZE3jozaKt1Q3cXta4OyW49OMq6OqgIYztc4g84PPf5KL0NQ17gCfDII2n09Qr59qj2DB3O7ENIwpHho1i8s5ulD8OcQcDv8sL5FIwRkBzXc5BBIPddAlGNrW5GT90jsuUTmt8u3Ax7eq1wTFWZHbh5dwIOQR2yubJGGMObEc+nyKpYmz7nSZO1w4+SqIng4yGgjuM+iw0ZKhr8uMe52COCe+Vib4suuND8OPQDVfU91XFHcqalNJZ4pcEz3GbyQNDT97DiZCP8Mbj2BWW4I5HEcNePfOV41fpbviktvVTqTRdDtGVkdTYtBVEr7nUxP3MqbsRsewY4xC3czP8AjfIPQZjbMM0Fr6+tuldUXO5VUtVV1cr5555XFz5ZHEuc9xPJJJJJ+a6ERamoREQBERAEREAREQBERAevH6MjUrqz4SnWppbus+qK+Ign92SOGQH83O/JZ9q/tU87tu0YPDck9x81p5+ijuwm6WdRLO4b/wBX3mjqsbsbRNA9v/8AwK3FjqZqSd9XT7JIdwJaf3eexUsXwTR6JNYqh1QIiQ7LWNG5ucenBBU8pmxzxeLgFrscgctx6/koVYPEzH/u8kUoOc44cPQ/JZAtrQGNbnAJJGR2JRpsw1gulHE+GFsscniNfy13fAV1pgfGLgNuRjDT8/T5KgpBsaJGO2tl4c0ds++PT1Vwpg+F5BYTwA0+hHqjD55Ktsm9ocO5JBxwcL66oLcuew59CB2HzXU6IbcNJORzu7jntld8MIOMhuORwVo8GhSmWeQksaHNzlvl5B+a+Npaucuz5Seee2Vc2RtjGPZci4Ad8egysZMZLeyy05IM2XYHb0VbDTwwMDIo2gfRcmyNccZwfZc0bZg+bR7BfURYARFxfuI2t7n19kB8OXO2jsOSuqrj8R1OcZ2zB38Cu8ANAA7BCASCfQ5R8hcH1W+0S74Z2H/u5nj8MqtldtY457BWC2VzIKWrlPZ0khz81lJtmMmCOtWomw3K4RCQDZkd1pix7dQ6npqLkisuWM5/5gFnLrzqtovN3DZgQ15GfoFhjojS/rPXVuilgdP4e+oJ7CN3JDvnycLr6VYbf0PK+Sm5tR+ptzp+hjHhxiM5GCcngjGO/wCSlsdGwgPjcW7eTkd8Kzabhe6Hw3OG9o5I47+n8CpRTQyRsAySdvIPJC6MOEjmy+Zsopmta1xcPLjHblYg6oOIp5TG7AAw3Hr7rM1bGxtO8h7uRnusK9SmyMglIyWuG52B2Ur6K0k08GEtKUjp9Tue8AbC45wth9EwF1JFtzjIyC3t8lhnRsDPtE84jaSTwexys46LaYmgsL2v7HHbIA9/VQk0Oi/11B+zMrPQY4zjPpwsWayojA4lrcu5LmkYOflws1PgjfDsLnMfgbcOx5vTgqAa2oTIHOfE7LWAP3M79zkY+YTBungxHBUsgiLREScBodtOePf3Us09c6dj2/tmxhhaQ4DAyfQj5qJ3WIQyujna44du3A4HYDlc6CpMM4xudG7n7wHDRk/38lhLBnLM/WqWJ0WDIHYHZxzj5D1AVzmo4XFpdu3dh6jP4f3/AAUI0dcYa2SP9qHhg7OBH3ew/qp9STQzRBz8lp5DewHH8v8AP5LdI0ayW51vhIcx7NoxgOxjH9/32Csl20TS1wf5GEtDnA7ff+8/X8FNfCZhr9xAPI8uM/3/AH2C4vAaBsaSCOT6A+3P9/wWH2ZSwYVuuhHRkxtiDmtGW8A9hj+vZQO8WKqopRKII45Gv2SYwWny98fNbPtoxJUxzOZh0ZOGkeXJGDkev+nyUZ1No2mropJDGxsjjj2Lhzycce3C1NsGuzDUUtcx4l2OBO04BGPb5eqyDoKtqhUxmeXcC7YTuHI9+6t100m/fNGyMl0Rc5nHm7YPHr6Lo0zS1tHVNo3yO2guAIwMbiAPxTJjBsNYXzS07XyEEloIHfPHbPopIxrMh29w4yPnz/qo7plh8N2XlwH3Sfbj+ik7YnBoAdnjG5ayJq1lH31wcEkY7L62Qu8gxkey+FnIwe3fHuvu5oOXADJ9CtOGTco+73E49fQfVcSCPKNwafkvj9uCWOIIGAuOA3GC4jHufXn/ADWcIw2dkWR3b8/T5rlI9rwAe2fZGOdjsMcldEji0ElxA5wc4wtVHLMt4jg4zyNbE4NGC44H4+qid8ujGQZDnRlp253emPMrzd6p8MDpI8ZaCMZ9fRY11ZdXYbCCQXfdA4IP9lTpbVgqze5keudU+41kmwktB8uT3A7fzCkGj7WZJofEhw/ezacd3D39RyMfgrFYKY1lQHSRtweHAO7k+qyjYKBrI6WeYBrpImycd2kk+uENYrgvltp2xwja7kkZBAyO5KvNOwF4a08DI/h/FW+hjZ4ec4Jz2HKuVMY2nG4uIHsoLC5Sui4wsAYB2AGFS10hY37w4B5VWXHwyducq110pDdxPY7VVrjumXbXthwQfVdYGxlrmGTc/Y9ucHA749+FR6cpd7y1v3S7xG5byO4GCfnkqovMTnVPMPIc5wPo7OV3acoJInGPwmZ4BDXcDAAP55K6bwkcNJueS/XGH/4NO3YXFzOGt57nssEdd9NNuVuaXAAtbgF3f7ozj81n+8RGK0zPacO2ZGDg9/f8FjjqpQmos3ibWjP3T35A/qAs0cjVx+X9DTjplDUW59wsuP2tJWvbtaf3H4I+f3t3ZZtoXRiGN4Lm7m5e3aQMn5/gsf3OwTaf13TXejjcKO80g3OxhomjcHD8cOcp/TOMlD9oaGB+3kEN547/AMFtY+eCpp+mmYN6jRul1NENpxvGMk478rvr66OhuNDPI4tMc0ZDRz6/Nd+vI2Saop5A0AE5BHPPzVt1RDDP4GXNYOGl+37p9zj291TvhvjJe6LsHjDL7qikNp1HSXxxLWx1TJy8ZxgkH27d+3v3PdZ+dDDV0sNVBnLmbg4cgj3WL7nptl+0dE9oa+aGIRl4cBuwAQfTPBHPPGOeVO+m9zF00vRgtImgZ9mmaTkhzeCP4Lz+llv06ftlfyPR6GajbKt+vKJlp69COaNolIfEe2cZU8qYKDU9A6kmLHl7D3AWKKuldSTmqi8rucDKk+nb6SWyRyHLQMtx91S8S4Owm4fkYS6h9P7lobUX68tDXNZv3tIbxj2OFNNK36h1dbBVMd4dTFxNG12CD7rL91tlt1hbH01QwO3NOMjt8lr1dbDcemupzVU8bvs0jsO9iMqth1S+hYb+LH6mTLZcJqJ/hVm5zD2OcnHzV2lbDV0/iRS+TkH2591a6CWlutEyeBwLntz7/gu0Q1NAP2ZAY4+gyPqrPfBCuOUWu4QTW90roXbm4yBng/P8lO+mNFNT2Q1dVBK2SqkMhJ9BnA/goPcqh92qobPSeapmcAcYw1vq7HsFmLTdJLRWumopgMRMAbxyAO38v5rO3BDKW55L1bvFc9kI3H1c7HBV+fMNxAwzg/LH5K2UcUTHeMWkEdiDn+a72vcC4nBB9Vk3gsclXEDt2h3GSPvcFd7XlxbsIG3jt6KigAjy5w8ru+Aq6JrWnhvIPf8AsLBNkqI3OEnBxnuCOyqYowSQBwe2CugvhoqaWqq544qeFhklkkcGtY0DJc4ngADnleZvxy/pRYKCK5dIfhluokqiX0t01dC7LIxgh0dCfV2Tjx+wwdmch41bwZ6J9+kX/SG0PSa13HoZ0TvMdRratidTXi607g9llhe3Do2OH/5kg/8A8ec/ewB43ve+R7pJHlz3kuc5xyST3JXKeeeqnkqamZ800zzJJJI4uc9xOS4k8kk85XBRGnYREQBERAEREAREQBERAEREBvl+ib1Myn1r1E0RI44utlpboB7/AGWcx8fP/fF6CRRwyVrZ2ti2Oy1wdk7x3/DC8ov0c+sKbSfxT6ep6yoEMGoaWrsznE4BfJHvjb9TJGwD5kL1npoRT1z4QNweS3OO3+XK2T9CeHMSX2UPjEW+TxAI27MDsz0Uzpg+PY9uf2nmPHB5UNsckkUUcbpMkZA3Dgt9lL6R0kbGtiOA7BI9D9FumZL/AEsjXjIeM5A5AHOOf5quikdG0tlJIB8xz6ZVoglDyGlpw0gkj0VwhIeHSMcSAexWMmrSRdA7DXSMmBHfBC72BpxsAGVQ0858LIcAQ4YBGMqsa9wblrhkckELVojZ9fJLvDWtB98r6+PxAGeJ+B5ynig43NId819Zh0gy5pwOPdYMM7WM2gZwTjC+4C+osGAiLi52CBjucBAfSQCBnk9l9XENwdx5d7rkgCIvhIAJKAorpN9nop584OMBQGuuX6t09PPJI4HY5x5/FSbVdwa2L7IAThpLiPRYO626tisGjKwiUbjEWjHuQpoJtogtmowbNNesuqXXC4XE7y41NQ5vB55cpL8NNulkvdxufgPbHS0+xrsHG4kcfwWGL7XyXG708eSQZd7iPRbWdD7JJZdGR7ogJK2Uvc4cgt/dK6lHEeDymp+aab9DOWm2k0jHvjfvyQQR7duVJ4wC1jw4gY7FR2wP+z0jGytcDvODjIwpGPMA0AHHJ7K+kVYlLcBG6MjaCD3HdYa6k02Y5DjGRn5geyzVMxrmHjbnj3WKup1tcaWRzZRvPDXEHHbK2b4NZLnJibTNOIg+QsD8+jh81l3REsb2tkbG6PeQDyHBYltck8GyXYMscAXYwOCsnaRnDdjnjIORgEDBWiC6MnOpRIGzbs45xnGDnv8A1Uf1BbqmamPhh7n85HH8cKQ0j3PjZEX59t3svl0YC08n2GO34n0QzhI171Tb9kkjhDI1wHIJ4dn+ihrXOh8RzXZYcAsc3GccEcfL+SzjrCy000Mr4nsD2+bB9Me2PzWIbnbpInueWAloLS7Ixk9uUBINK3CSjqgWOIDcHIdxkj3/AILLtnrnljTA4AFoeGggYH8vktfKS5vpHMhaZQWuDi3dlrjkf6LKGldQxPjccvxktDSAS1pPAyFlPAa5MpQ1LzFvlkIweMtwcn+H+oVUx2MBrT2ycH0/v+BVgt1bHLD4DZQ4xhhdI052g+uPwV6irYiA1rWvaXgHAwcZ5/v2WXgIrQ6IAMHBcOQPve/P9+hVluDmPjmgld4YYAQ4Yw33znv/AJH5K6S+A5xa0uZjG0fL3P8AfcKPXTxcmISjEpI7HH0H8wtfyNn2RW40hnqJJWhheHbicZBAz3wumx6chqKt9WYxHuAAI7AjkkhXempKkftXbZQ7c5pJ5aDkbeO47/RX+xW4xUrAQAOxLefnn+/dYS5G4vtupmwN2xy524HB/I/jwryxrmszG4lpOOfRW+OmkYG+HjHAGOFXxucGhrgQQeMditZ8ktXHZ2eK4kcgDPJBXS7duPYhwH4Duvu9+7DiePl+IRkoc3c2QEHgLRLBK3k4uAa0lr+MY4RrsZa5+71B+XdcZ3NDTxkNzj3z6Lq8VoDWEbPr3wt0sojbwzt8Z7Q47Xe3B4OFTTVWGukednhN84P9+xXz7UWkxOeNvOCFb7lVxw8kjYGl0mW5wMEH+S3jHBG556LFqi5AQNia/BdyHt7b88fMcZWOrq99dWBxbuDMNyHdh2/grrqa7uqa0Oa7DG5c4jkHGO/0VFa6f7RWumbGXncA8Z5wTg//AO35I+SLskGmbRFubJtaS2Nrg8DzElw7nv2CyFQwMEMQaHucxgHfGCOVZLHTCCndHsY4gta130IHb6AfmVIqZpDJGPa4hhGC09+Fq3gkissrY42tYNrW9sgZ+SromDHlbxtbjPoqWEOYCNv+Ed/kq2HkA5+RVaxsu1RRUzksizkA4UVr652XDxSPO09uCMqSXCYxwdm8f4lA7vXPkkfG0PDnyNwMcYA55W2liknKRnURnfZGmr8TeF+p3VUUVQwMlySGxu3H0OTz/fuvltgFHUbXsB5yTnBB9FQ0UTLi6aoZc3z01RTvoamjLNu1zXkE7u+eB2xjHdXmSOaEPqqUGaV1OynjjmdlkbQ5vmBwTnDfnnJ55Wv32O7bg9DZ9jrq69/xFu9sP+v+Ctu1VSGjnp2S7nMY0uBHoSP81Deo0ctRpF8sMuDG1j8AZBHHCuetK6kobbUVsJMcMzGwhzmFhe5szQOD6cfRca+mdctITRtJ3upvJ687Rj+Kj8VqLba5K78UZNfp2v2ZwfM6SNFiVaai4rv39f3MC/q0arsFRaWh32+gkFXRjjl4J3tHyc3I/FdNmc6S0McxxLMZBOSCHc84C5UNdU2u4RNa6VzqeU8BoDsnv8yOFUXuJluYbxQj/wCFXR22duM/Z5jyfo13OPnx7LrNbjgxxBKRh/WED474xxAH7TGMEcevyVDX0rZXNilbIYg4FzmAct9cZPKlWs7aKyMVUb2EsIHJGScZ9MlRmUB7o9xyRGPTsfYg8+6rNZyTtpRMrdH6imu1pksj5pdkmYWb3AeYbixxwQCS3Dc4+80K72Cgm0tqaekDw2nuJ8WNmeBMOHgen+E/msXdPtTyaf1JFSTVDIKCseGuc52PCkH3ZOSMEds+xK2IulvivtEZGsY2tpnb3bSSBIOzm8nykHGV5dR+5auWnl+GfK/M6VFzajdHuPD/ACPk0Xjw4xgn1I7q1NMlBUZAOcjJxxj6KtoKtrmHxctdtwW+xx2XOppmVIa9xG8DuQp2nF4Z6au2Nscpl8s94duY6GQNJ9D2K+6otVFqaj8Oqj87uxAUag3UkmwuJYDg59PnlXuluEsDW7X7wBxn0W2FNciM3AtGmtPV1pe6BzzIxp45wQrtqSpZbraJ3jdI/gMDTy48YAXCXWUrpjQ2ugNXVf4Wt8rfq70V+seiquuq4r1qGpbJMw5jp8YZHx7ev4oobOzLuUukW7p1pqriBvF0pm/aqk5A3HyN9BlZLpqebjG7GefMu2npIYIxHgAEcYbz+CqQ1pwGh3t6cfNbcmVHJ2MLsAODjgepXfDG45BH4lfIafxC0FpIHfJUP6u9c+kXQDTw1J1Y1lRWWCTIpqZz/Eq6sju2GBuXyfMgYHqQsN+5Klgn8EDWvAGCAM4ChnWfr10l+HjSx1X1X1ZTWmF7ZDR0mfEq657QMsghHmeeQCfujI3EDleafX39L9rvUE1dYvh+0vDpe3HMUN7ubGVFwe3/ABshOYYT7B3iH1yD20H1prrWfUa/z6p15qi53+7VHElZcKl00pHo3LjwBk4A4Cjc/Y2ybQfF/wDpGep/xKfatHaXbPpDQD8sdbIZf95uLc5zVyN4I4H7JvkHrv7rUNEUZgIiIAiIgCIiAIiIAiIgCIiAIiIC4adv1y0tqC2ams1Q6CvtFZDXUsrTyyaJ4exw+jmgr3X6UdRrF1o6faf6n6YlYaa8UjZJo/WCpbxNA4ejmSBw+YAI4IK8GFtL8DnxdyfD3qiTSWtJZ6nQWoJ2mrY3zG21Bw0VbG9yMACRo5LQCMloBw/dElctvB7D0MEkUZ3OByMtGfun+ypBQVz43MY/JaW5wT2+iilmuttutro79p2601xtVfC2akqIJBJFNE4Za5rhkEY9Ve6aYlmQw47uwc/l7LKeCV8ErbK6GRs0TgAR2Hr8lcaerw5gDQRnJBGCFFKW4uY1sUrfEZ97njHurlFUNZ+2Ydu7kk8jC3MYRJY6lku9pcBg5aF2/aSW4Y4B4GPvcH5qwuq9xBkY1rnNOXNXW26GIujcwvLcEcd1lGjjgkj6542uY05aOCOc+6+RXYHLQ3kOwB+CjL7tTjzRudA7PLc54QXmD7SwSylpYcteOB7LbCNGTunq2Ss4a7LeCMFdpmaJBGASfkOytGn6p1UHvEzHjOO3OAr2o5JJmieTj5j7BGtDey+SSxxNL5HAALrjfJUDeWmNnoD3KwZO4EHsvq4uc2Nhc44DQjD5A5x78lYByVvrK5gkMDXAeH5nuPb5BdFdfGRv+y0e2WY8fe4HzKs95q20VtdGZW+PK7B55PzUsIerNJS44LFfrmZXPqHvBBJ7+rVqB8TmsRNE2y00n3n5cAfQLYnqRqeC0WuR4eGuYwjJPcLQ/qrfXT1VdfrvWMp6eHc9z5XYaxv49lPHCeWc/VTWNnuQuyUE1z1CwRwvlc5zYmtB9SVuzY6YWezW+gzj7PEyN+0DOQO61q+GahoNS3KLUMbHy0+PtMTwOC0/dPPoVstV1D3N8WMA7n4IPoP7CvadZwcS/tsntlucMu0F53+ueAeOB7eyllKWhmw7gB2JPqsW2i4xGpaGZY0P3APPBH1/H8Vki31ccjYhtwdvPI8uF0F0UU8MuL2gx7H+vflQDqNbfHo5C0EnBJx7Keh2Q3YPL2H1Vh1ZRNko3uaDuHfHOOOxWGZksrJrb4boHmGR2dpHmBJx/eQp1pSta+RjjOJBksdkuAHr9MKw3qzFlwk2MZgENGeD2Of5LvsIdAN0ONznjLGkgu49PxOFg1M2WSpc+IOErQGjyD1H+aurml7jtOHOAzxweP7/ACUd07UmWFrXs2loDTuGchSBsrsAAbcDjZ6fL+C2wCx3ana5j5XtGNuMg5B+qxbf7ABE6SnmaQcOI7Yzzk544OeFmSr8N5w4My53HGMEd8n/ADUJudsIqJnxhrg5hxgZ4z2wPfkLDBg6upHQyYEeHyOILS3ABx6f6K5WitqqKSMxRtw8tGQScc4wf4K5aqtZpqtzdp2yDxNo7tPuPwUYdvhqJNjgHseD5nYAIz3CwOzM1kvTXtiLw1ofua4A8jHHfuP+il8VaHxGRrS8tOcNH49vosN2K6EeHAXuLWYB827BGecn0/0U4tN1mYI3xT4iEjN2HcFvt/A8LbGTGUTZlcHbjI1w3jOAM+/+hXTOXSs8KTaXOdn0G3nuPxVDBWPmgL3gvcxmRhoyRxx+GT3+SqY3hga5wJjjyfKOAPYemPVHEZR9oaVsgaPC8m3bgEeUnOTyPcDhXqhpvBDSG7WuGXAt9O+VQQ02WmVznAuI2kjv3x/0+avsYG0O3enm4Pb3/isNGYrLyd8MZ5LZCCfYqr2EAFrm88A/3810RlrZCGSgEAgj+/mu/aMZznOcAe+VDItQSAGHckAZ5XxzIwM4JHohblmN/fn1H4LgGua7eN3BwERlvBwn2NAG8DGTz3VLh23e+QkEHDvkuyow97S95GOSSD79l1te7a4FzXEc4x8uP5KSKwQyeWdMgDnbHRggN7+xxjn8QonqK4uhjkeGteyQA7fUA/1yVfrnVxsEgcS3ADnc/dB5GfxBWP7xdIa2o2tJEbyeB3ZjOAR9cLbpET+hG5/tVRI4RvJjOe4zux3+ilel6ZjqOJ8keHMcA/IxghxA59iCe6tdDT7t5ADwA5wcHeo45+R/oppara2KNsWXYa7uR3GQ7n8T/BEsmEsEgtlLFECWkNDwMhoxyrzCMsaJMZB759PRW63+UujdIeQNvHz/AIK5Qg4ZlwdgjH9/33Uc0WKjvYBwWnHLe/8AFVMW4kYbkZz+Cp44yTuAaM4/h7qra0tAySccdvTCqzZcrR03RzvBcO4xn25ysc1zwaxk/mI3neB83BpP8SfwU8upLoi1rhz6YPbPP8FEZGvml+1Rw8NcGhrsc9yO3zVrTxTrcX6kE9RKjUwuh3Fp/wAuSotTIKed0EtU1omf/u0QiAc/yl73bh945J7+mFfhTNDD3AarPRVEJrm2d0pZVmllko3MBD2EM2uAJ8uecDJCrqd9bb9MUldVxSM8Oh8ScTnE3iNznc3sDx7rj2wcJ7WfWNPrFrqYXVprdjh/r/b+Zijr/qmGz6UD6OrkZKLhSQEuYJGyuMm58YJGGgMjJ+px7qc6GrYa/T8D2uLnPiAIIx8ux+hWAussc1w6Nfr2YSMmn1IypBI4IDXDH/udz8lkzopdnTWGma+TaC05LvzH/wBy62iqj8Bzj222/wBl/wBHhPtjUtD5R6LOdiX+f3yRTqLp51Fdn1McYb4hJOAMA+qslgvH2Vslvqy19JUMLJY5OWkHj8FmvXlhiuVI+QN3OLQScfx/isDV1LUUtdJTvmyIieH8cenKuJ5R5FpReGWbUdmNmk2Cd1RaZyRDM88wk/uP5/I+vHb1i1fawGNlLNwDRjDhzj091kj7S+akfTVNKKiKYFjo3NyzHbBHbnv+Ch11s9VYWmZzDNb3HhzTl1OT6O92j39FHJbmarEPyMfXqFoBex5D2u3YzgZWwPw/69bqq2sstxkH6xoNsL5HuP7eEA4PPHA4P0Bx3WGtR0NRLTOmha6Zrhv45B9s+5Vl6f3a4WW/F0Mro5C4YdG45a4HjB/ouZ5DQx11Wx8Ncp+zJ6LvgzyujazW1ons1Q67UzXmIDM7Ac4/5h7j58ZCstu1JQ1QaG1DSfTJ55V8071Cs2pLfFbtSROp5mN2+MRlpOOf/UeT37+isF76S2+vqjW2G+RQkglohqGhn1AIJA7nGey4k9ROiO3VxakvVLKZ1qLZQlupeYv09UXioqoqWEzkt2hu4uI5XdY7JdtUuFRUGSloCfK0DD3j557fgqTRPTq+y1THX7UTLhRQtDmsEQAa/wBs482Pr3CzBStoaVjWeJFHFGPU4Bwp6LPixzHo68ZfESlIo7Dpi22qJsNJTgFowXbf4qSwW+Noy7gqIXrqlpawxmOkfJdKoHAgomF53fN3YBWGm6k6+vuHUdjp7dE/H3sySDj54H8Fdjp5y56Irdfp6flby/ZcmW46KSQANaPyVRI2goYjNXXGGPa3c7LvujuSfYfMrTzrd8cnS/ofTT0Go9av1LqSAmIWKySNfI1/r48g/ZxYPBDjv54acHHnJ8Qvxz9aOvgq7E+4/wCzOk5/J+pbZI5omjHYVEv3pvQkcM4GGhRWqFfG7L+hYputv5jDC93/AGN+Pi9/ShaK6XQVmgPh+dR6n1a0+FU3p+Jbbbj6hmOKiUewOxp7lxBavJ3XfUDWvU7U1ZrHX+pq++3ivkMk9VWSl7iSc7Wjsxo7BrQGgcAAKPoqjbfZdCIiwAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDY34WfjY6h/DfVNsVQx2o9FTvzPZaiUg05Jy6Slf8A92/vlpBY7PIB8w9Y+i/xA9KOvOn/ANfdMtSsq3RNb9toJv2VZRl3ZssWTj18wJacHBOF4Hq6aY1VqbRd5p9RaRv9ws10pXboauhqHQysPyc0g4+XYrGPU3U2uGfompqmRjxuOW9s5/gq2nmeGkxOOwHJYT91eYPQX9Kpd7f4Ng+IPTpulPtDBfrRG2Opae2Zqfhj8+rmFpH+E543j6Z/Et0F6rUjanQvVWwVkknH2OeqFJWA+xp5tsn47cH0JRSwSJ5M0x1e4B8h8vuMFVjRTzBu2ozt55PYqLCXhr4zlp5ad3BCrYmSykPZNjJUsWmYky+yW+jnZl0uZByMY4KsNfb3RYdFUh/JOCFe6Gw1VY0PbUjDeyorxoq9wh1UJnyRA5LByQPcI5KJGyp0nqI0VSad7ciNuHHvhS5moZ6xxiooMn37qwaZ0jSVdO2rNQ5zflwSpnR0NHbIhHCGsGO57lZcl69kKTOulop3v8evkL3fus9GqsfLHGMve1oHuVa7vf6egi8jw5x445woRddV1Ur9schcHdh7ooOXLMuaXROK65QulZE2VrYwcucT6K1XfVD6hxoLO3xC/gvHOfkFCnVtbUgRB7nB3Gz2Ul03LabZA6Wqc0zu43EcN+im+Gooj3tsulBbha6Uz1UsZqJB5snsPYKEau1BS0sjp5X4bC3hVmrdXURYW01UXO5w0Hn5cLTj4m/in6edJKCVuor+ytvcrX/ZrJRSiSqe4dvFAyIGZx5n4J52h2CFlJRWZGsnlYgffiI6x2PTtpq77qe8MorXA7awnl8rz2Yxvd7j7D5k4AJXmtrTqZq74jOoFq0XajJb7Xc7hDRUdGHZ++8N8WUj7xAOcdhjj3MO6s9X9ZdY9SP1Bqut8jSW0lFESIKSP/Cxvv7uPJPf0A2F/R19HodX6/uvU29UsjrdpSmdBROxhj6+dhaCT67IjI7A7OdGfrDl2yUUafDjSnbPs3j6MaRotHaSZDQ0/hw5bDAex8GMbW/wCmVQWsa174PNIfvE/ez8/wAVxkYxtOympIz4MYDQ1npgewVHMKpkAiEhcBz5z6d8D2/0XbphsR5i6WXgvlkMjJR5hsAJad38SsiWarfEGRyPBydu7uPrn5rFNplmjlZG+Ihhd3zj1GD8xjGVNLRXtPhNfM5uCcOzkObnHcf1ViJXksGQ4nPJEbMA43EfPuCuNyb40G2SPcQ0gjtn++VQ0VeA3c4lzicD1B9vorhIQ9hBJ457LODGeMGFtX2tlM59RDkNjy0tc48YPByrNZyDMzDQNzTlodnDt3+QWVtYWNlZSl4j9hlvPHzWIKy1ywTfZnxBpEm1z84y09jgLUwZO09Vz7n4mJaCzG5wGAOO6mVLNOBy3cD5sYyD+Pv/AJLE+ma2p3l07378hrg13DsOPPbt2ysm2WrwGte7aexO4YzjPf5qRLKMZKysidIRsa1hznynnH9lRqugMjSRs8SN/wCzI4OB+6pO+Xe1rnAu29w1uD+SttbRtfHIyB7XNc8FweO3HJz7/wCqykYZjzUtAK2BwlaWuAyOBluexx7cfxWOL1booKiR0mcbxtOOH+5HPfgn8VmmqgZNNJG4+VsQyD74wBzz7/koVerZGXColj/Ztdl2B+6cj8+60cWjKZCLW17HO8OV7wZMeE484c4/dP0A4Kklvqnva5jvFhILXNe0cEd8/Ig/wVqrrfNb6idrWNc0OEzHRuy1wAPHHqcfmqi0TTRNDJHZjfHv8xGARjAB/gQkQzIFsukzJHPqQ57ZG4kMYzjH9Pn8lfqR0rZ2YdxkbnOHf0J/jyoVYas4Lcu273NDecbeO2e3GfyUxt00cpaAXjEmT5cnGM49fw+ilXXJoSSkHiNDw9h5Aw3kEY/0V0YCJAC4e5wPft+atFG1koDnNGHHIAGDn/MFXaODAz97ZwOfT0WkuOCSCK2KMA7uS5wHcfwXeXNYM4IwM/6qnY4sjyD65+92XJ1S0jlmNvuMqu02yzFqKOTzk4aA7Hdde55ccnAGBznvnC4SPBILM88d+395XESP52H5craMXg1cuSnlc/xHNa47iMtIbgfy57fxVOXmFjiMEYGMnv7fyXbWOY1z5TLtLDlp9j+as1dXCIeENhJzucT+8Dxj8CVIiJ9lp1DWtcZm4aHP5IdyC3uP6qGuYZKxs8sW2Zp3YB+9nPH58/grrX7p5ADKGu3lwduyHNz2x8gCqugt8m/w3OzC0eOScEseCRjj5LDI3kqrbbYY2ua9ha12GtAbkFjgc+/rhSaGJ8cTmndhga4H0IAbgZ+gVPQUkjo2ReXDWkB3bnPHA4PZXiHc8M3tGCzzjnA8oWejbGTtpg0SPBBDsjHoO4VfSPxHEx+wFo/kqJob5nsw4ckHvkcEcqviZ5HND8uGcYKin0WK1joqIpXBwaWnODz2VS124cd11Rx7uSQfblcZHGLLh3wPllVWlJ8FxZisstV6lkia6QtyBkA4z6KwUrHySxse/Y6Vw3BrsZ49FfLw5k0UrC0g7SAMYyT2Vkp8CQTM3B8bt3n5z9flx/FXUn8LEeynVOuGrjO1Zims/lnkvFm8E1VWIrjNK1kwa6nezAgdtHY+7hh34ru1DE6ttdbbWGV5fFmRsZBkbEXAPc0HvgH88KlnifI8S05np5GStnyx2GPLRgbvfjjtnGPkry5xnqpqowRNfMMOLRgDsOB/5QuTHTWN5kfRdR57SUOMqJbnxhL06+hgP4jqa3QdMo7bAWbIatjYgWbC1oySNvYnGM/PKsnRGvc2108TThwAGHOyMDGOPwV2+IuOaayNil5zVGdjx3a3YG7cfUE/NQPpbWuojBI542uf4Tmg+h7ru6Kpx0yTPnX2q1yv8zKSeVhL9fX92bLPH2ujwThzRsyPfGP9Vh3qNaX2+pbWMYDE47icdgsuWSriqKdgAJEjRgu7g9/64Ue1/ZzVWudjWNDQ3y4Az8v6olzgoy+aOUYos9JHVxOjI2uGS1wPf/LsV9lgFI58dXA0xyM2cgEHn1/guekxHRV743Nds9RtB5JHHyClOp7C4Wz7ZEzLctcTt5B4J7LEo4YhJtGM5tI/Z5HT2cRGJ/8AxKAdiAcbmH0Py/kohftDSwvF7sx2xxP3TN7OA9i30591lm1tE7Y5R4ZeXebDckZzyFVVLbfS26e43TDREzDnlocZQc4bt7nnsPmtXHLwaJevoRWlr7farCbnXZL2tDY2E+Z8h7Bo9crlpG3Xqvnfcrq/wfFyGMZwYmkcNH5/iqnTFqdqWWnvd1EflAbDAGbWRHPPkOcHgLItBb5Q9rYqdnsBnHr/AJqK+qM4OprKfZNp8ykpr9C6UGlWXC2xwUFVU0xjAG2OV2CA3GTzweCSum+27SOi7f8ArHWepqO1UkYHiVV0rmRRNHzdI4Af6Fa9fG98WV1+GfTFBpPp7dqMa9vwMrS5jJjaqMDHjmNwLS9zsBgeCCA84OAD5Rau1xrLX12lvut9VXW/XCZxc+puNW+eQk98F5OB8hwvKTonp7MUWtL27PU1aGN8FO1Hqf1X/SAfDl0up56LRdW7Xd3aSI4bUzw6Rrs/v1LhtLe/LA/PH1Wj/Wr47uu/WDxrZTXpukbBI0s/Vdjc6HxGnv4s2fEeSOCMhv8AyrXVFP8AFtaxOTf+/Qu06KijmEeQSSck8oiLQtBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBA4tIc0kEdiERAT/Q3xA9bumoZHobqnqW0wMORSxXCR1Nn5wvJjP4tWbtL/pNviq04Y/td/sV9bH+7crSzn6mExu/itUkQzk9GdH/pmNeWtjWar6NWeufgbpLbdJaUZ99kjJT/AO5ZItn6azSTmBt16O32Env4NfDKB/6g1eTyLbczGT1vs36Yzo9QVck79C6zijmO58LIaZzd3uP2wVbc/wBMr0WrABDobW7cZ7U9K3P/APmK8g0Wd8kauKfZ6l3X9Lz00y59t6X6rqZMkgz1VPCP4FygmoP0vFzl40x0PpYXDtJcb4+UH/yRxM/+5ed6Jvk/UbI+xvHU/pdviFG9lr0F06pGOGMuoq6STH1+1Af+1WsfpXfiPc57qjTGgJg8EYdbqxoH/pqgtMEWuWZwjYLqN8d3xKdR4JqGo1q2wUU7Sx9PYIBRktP7vigmbH/n59Vr/LLLPI6aeV8kjzuc97iS4+5J7riiwZC9cvhB0ezpx8OGl7fPSeHVXqnN9qvRxfUYcwu+fheGPwx6Lyd09QRXW/2y1zuLY6yshp3kdw17w0/zXtzcYYqaFlupo2xQUsTIYWMGAxjQGgAewH8lb0kfmcjneRk1BRR0S3iKnALXcPI38evK6pq6RjCNx3nBDtvlJPpz2VrlL2iN7XYx5SMcHnGVwnklMRkMnOCcY4OD7LtQ6POzjkvVFcJSGua+MjIDg8HDfQ4/iVIKWvMbgAA9hGGlme5+fqofbLjJFM+ARMLSBnjuOeCr6SaeGneCS2Vu0jse/HP4LdcFeX0Mg0FwjqIWbmhpZjDoz+727fVSSlrHuYGuOQeQA72IHYrG1PUz00scrX5dkA8cEcf5qS26vlb3a0twDjt6qTHGTTJMainbVQFrSCc4IIxwsaasskZqJWuLY8/dJb2P1/HOVP7fUumn2vBLHN+6TkBdWpKKmqKXEsTXA7e4yRk+60fDNksmHrc+Skqo4jJHkEua8Oz69sLJtiq2zwNIDDztIB9R6/yUBrqKOjus1OCXZk257YwMjA/D+Kl9ijMIjlY7B2b3DHDsn27ceizF+pqyXEsOGRgHeMbfY/VdVTT7o435cHdifl8x7dlxp2+IW4O0OJz6/gqxrW1dLIJAR5Q7g+63bwZSyQ6shqow+Rr/ACyH7rgceqs1S9rXyMEY8Mjdjv75GFOKunY2aPjIcSfx91YKyghcXyP8zmgHn1PzRteprggd2poRMKkEFzADINvJ75PzGFZKYMpmPhmc9oc1rhj3IxnCl1fSQSx+KQ79nnHm5xyMAqK17DEYwJHYG0Aeo5yP5n81pnJsXGzzSQBm6QmN/LNoHGR2xn3x2U7s825hbNglmA5wZ6e3/i9crG9NLJEY2uLXtbJ4eC0D1Jzx68KeaWldhufuyNDiBn1Kkj0Rtk9oWM8Mvc8Oa7sBnjHyPzCukDdzhlgBIPZ35KitsTJYzLlwO0O7+vBVSyTwezG524Bx6Y7KOXOcE0OEsne8mMA5+95R+S4h7QWnbyDjg5yhkE8AD2DzFU0cpkkzjaQduQVqlk2csMqS5m4N5xjHrn++ypngOJaJSHPOOx47YXBzgZnMAIGN3f1yFxkbh+4E5wT/AFW6WDVvJaK+oY3e8Eubu2M3dieMZz+IUbrJ97XsjY6QtcXNw7OAfXnscdvxVTdKjwt0IaS1r8AF3oeVbaMMnq923YZmOLsdvLnC2fRFz2dlPSxS1AZG1+Hvw4fu7edp+R5yfqpHQUD248SMAgeY5BJyO+VbrbGwy+GWNIwecc/eA7/mrzAXMhiLdu9zDl23vgFYSyIyz2V8LfCexz5PMX4AJ4yD/wBFUtZ4b3nxARgN7n2IVPIHtcZA/k4Hb/mC+Rzl0j4iCQ5m/v68o1nk2ys4KyJjHxbgCMjPHpwFXxYBc/bgkcnKt9O/c3YOAGcfkP8ANV9G/wAeHxj5XEuBwop9E9feC4RvI+9n0x+S6p5MEAjdnH8F9aMN7nnHr8l0ScyRt9HHH8FVjFZyWpSe0pJyH58uNoBH1VqbTStkMkTS73HIIGFdJmnLyHYw0ngfIhdcoLJB5icds/QK5F44KUlnk+Ub3ujxOwkFxB45ByFdBhjNzeMEk57qmpyJIS5w5IB/iqh4zA4ZPf8Aqo5PLJ61hGKes9jZdLG93h5IacY9D6LCej4PsdQYWEF7XhwB9cHnBWz2srfDV22SN2BngHGcLX6a2w09e+eHykPbwBxyunpnuhg875KLjdv9TL2krhHLSMJD2vAGQ4/Qd/zUirom3C27nNZl4z5STxj0WOdLPdBEZGuJLRgg9jyf81PLe+SeKNrn/e2tBx2GFFZBLkvUWOUUmYd1BaZtP3t0sLt9NLwWjuDkKd2F8V6tT6V7XOErTj5Hvn59/wCC5a0tdLNSCYM2OJzx77laNE1T4KnwmgloO4ZcePNz/JG1KIXySx6FnobLPb7tJRzF2HvIG3IGAc9sfVWrU9srtS14t8Z2W2Bwdg4HjSA8O49PZZcvFtpo6pte1g3zBvGOAXcZ/isea5mdbLlFBSksZHggA47KOLbfBLOCUWn0SPT9gtxZTgUUDpImhgeYxuPoeQtfvi3+NXQXw309Vonp/T2++9R3scx0YbuprKSBtfOez5OSREDkYy7aCA7Otsv1VZ9G3fUkQEk9ttNXcY2vPDnxROeAflloXg1ebvcdQXiuv14q5KqvuVTLV1U8ri58s0ji573E8klxJJ+a5GvulXiMfU9F4rT12x3yXRWav1fqXX2pbjrDWF5qLrebrO6oq6uodl8jz/AADAAGAAAAAArOiLjnoAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgP/2Q==" width="254px" alt="bpr meaning"/></p>
<p>
<p>You analyze each of your processes and discover that you’re using a really expensive packaging that customers don’t really like. Hammer proposed that organizations should adopt a holistic approach to process recreation instead of putting so much emphasis on scaling processes that weren’t addressing customer needs. The idea was that businesses were using technology to automate obsolete processes rather than restructuring the organization from the ground up. But more than being industry-specific, the call for BPR is always based on what an organization is aiming for.</p>
</p>
<p>
<h2>How does business process reengineering work?</h2>
</p>
<p><img 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" width="256px" alt="bpr meaning"/></p>
<p>
<p>Moreover, IT had failed to improve results in performance or customer service because it was being used to simply automate existing, deficient processes. Companies needed to thoroughly reassess whether their existing business processes were providing value and rethink how technology could be used to create entirely new processes. Business process reengineering (BPR) is a management practice in which the related tasks required to obtain a specific business outcome are radically redesigned to improve efficiency, effectiveness and performance. By critically examining and redesigning business processes, BPR can also improve other business aspects, such as cost, output, service, speed and quality.</p>
</p>
<p>
<p>All day they drilled their team on this new layout, which had fundamentally rethought how burgers, fries, and shakes could be cooked, packaged, and served in record time. They called it the &#8220;Speedee Service System&#8221; and mandated that burgers had to come out 30 seconds after a customer ordered. We have a variety of resources to help you on your journey to an automated workflow.</p>
</p>
<p>
<h2>Business Process Reengineering: The Modern Way to Boost Efficiency and Profits [Guide of 2024]</h2>
</p>
<p>
<p>Explore this survey of over 5,000 C-suite tech leaders for insights about leading technology organizations throughout a period of exceptional disruption. By the end of this article, you’ll know what service request management is, why they’re essential and more. This idea of rethinking a core workflow is now called Business Process Reengineering. Business Process Reengineering works for any size company, from a small restaurant to a global conglomerate.</p>
</p>
<p>
<p>Business processes that can be redesigned encompass the complete range of critical processes, from manufacturing and production to sales and customer service. You may have recently heard the term BPR in the context of improving processes and increasing business profitability, but what exactly is it? The definition of business process reengineering (BPR) is&nbsp;a systematic, disciplined approach to reducing organizational costs and redundant business processes involving the analysis of existing human and automated workflows. Similar to BPR, digital transformation initiatives require the examination and reinvention of business processes. Digital transformation, however, is <a href="https://www.bookkeeping-reviews.com/11-sample-business-plans-to-help-you-write-your/">11 sample business plans to help you write your own</a> a broader concept that also involves changing customer expectations.</p>
</p>
<p>
<ol>
<li>In this step, it’s also necessary to communicate the business case for change and the objectives of the project to the rest of the employees.</li>
<li>The focus of the redesign can be to maximize aspects of the business that can generate the greatest revenue and returns for the organization.</li>
<li>That way, you can decide whether a fundamental re-architecture of the flow is necessary, or whether we can just optimize the one step.</li>
<li>In contrast to the discipline of business process improvement, which focuses on updating a company&#8217;s existing business processes, BPR begins with an assessment of the company&#8217;s mission and the value it provides.</li>
<li>It decided to merge the various departments into one, let go of employees to minimize multiple handoffs and form a nerve center of customer support to handle all issues.</li>
</ol>
<p>
<h2>Business process re-engineering</h2>
</p>
<p>
<p>GE Aircraft Engines faced challenges in reducing engine development time, improving quality, and achieving cost savings. In this step, it’s also necessary to communicate the business case for change and the objectives of the project to the rest of the employees. This will encourage their feedback as well and help them get ready for what’s to come. At this stage, it is important to have the goals and strategies outlined properly.</p>
</p>
<p><img 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width="257px" alt="bpr meaning"/></p>
<p>
<p>Since then, adjacent concepts have developed to formalize this foundational concept. For example, Lean/Six Sigma is a well-established school of thought which uses the lessons of Japanese manufacturing excellence to reengineer business processes. Some companies may need to consider eliminating parts of their business that hurt their profit. This may involve consolidation, staff reductions, tighter budgeting, selling unprofitable operations, and&nbsp;closing offices and other facilities. Executive positions and layers of management may be eliminated to narrow the channels of authority.</p>
</p>
<p>
<p>In 1940 in San Bernadino, California, two brothers founded a small burger stand to compete with White Castle, the market juggernaut. Request a demonstration or trial to see how quickly you can begin improving and automating your processes. The only way to achieve that level of “synchronization” in your processes is through BPR.</p>
</p>
<p>
<p>The idea resonated with the entrepreneurial audience and became one of the pillars of modern business administration and organizational structure development. Kissflow is a low-code platform that allows you to create, streamline, and digitize processes with minimal coding. You can directly create  new processes from scratch or improve new processes with the visual drag-and-drop editor. The redefined customer-contact process enabled the company to achieve new goals.</p>
</p>
<p>
<p>This requires a review of the company&#8217;s current workflow and process structure and overhauling it to make it more efficient. Because they require a certain degree of expertise, some companies may require external parties to review, design, and implement any changes. For being able to reap the achievable benefits fully, the use of information technology (IT) is  conceived as a major contributing factor.</p>
</p>
<p>
<p>While BPM focuses on defining and automating existing processes, BPR completely re-imagines how businesses operate, especially regarding customer experience. BPR also has much higher stakes because today&#8217;s roles and processes may be shelved entirely. Set up key performance indicators (KPIs) that give you an idea of how close or far you are from achieving your business goals. Look at cycle time, the production process, or how long it takes to load trucks at the warehouse. Getting ahead in the business world requires organizations to survive obstacles and develop a way to turn them into opportunities.</p>
</p>
<p>
<p>Industry forces may require companies to undergo business process redesigns in order to remain competitive—some may be more radical than others. Continuous improvement (CI) is an ongoing effort to improve a product, service, or process. The American Society for Quality (ASQ) holds that CI efforts can include incremental improvement, where improvement occurs gradually over time, and breakthrough improvement, where the improvement happens simultaneously. CI often requires an organization first to undergo a cultural change before it can have any real chance of success. Then, develop a future state that helps you achieve your company&#8217;s strategic objectives. For instance, our article &#8220;Is it Time to Overhaul Your Processes?&#8221; provides&nbsp;some indicators that it may be time for a BPR project.</p>
</p>
<p>
<p>Your goal should be creating clear strategic improvements to your work processes versus trying to go about business as usual in a shiny new package. It&#8217;s about coming up with new ideas, like changing how you engage with customers at every point in the sales process. If a company concludes that it is, in fact, operating on complacent grounds, it has to identify the right kind of solution to address the problem or consider BPR for a total <a href="https://accounting-services.net/branches-of-accounting/">branches of accounting</a> overhaul. Done well, BPR’s radical approach yields dramatic results for a company in terms of improved cycle times, product quality, productivity, and so on. While BPI is an incremental setup that focuses on tinkering with the existing processes to improve them, BPR looks at the broader picture. It identifies the process bottlenecks and recommends changes in specific functionalities.</p></p>
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		<title>Out What Bookkeeping Does Remote Get Agency Of Marketing</title>
		<link>http://www.tuncer.com.tr/out-what-bookkeeping-does-remote-get-agency-of/</link>
		<comments>http://www.tuncer.com.tr/out-what-bookkeeping-does-remote-get-agency-of/#comments</comments>
		<pubDate>Mon, 15 May 2023 17:09:24 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=10747</guid>
		<description><![CDATA[If you need your remote bookkeeper to join an important meeting, answer a question, provide a summary of your current financial status, or give some advice, they will be there to provide assistance. Additionally, once you no longer need the service of your remote bookkeeper, you can terminate the contract seamlessly. This is an excellent [&#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/2021/08/08a49a9cd0.jpg" width="257px" alt="what does a marketing agency get out of remote bookkeeping"/></p>
<p>If you need your remote bookkeeper to join an important meeting, answer a question, provide a summary of your current financial status, or give some advice, they will be there to provide assistance. Additionally, once you no longer need the service of your remote bookkeeper, you can terminate the contract seamlessly. This is an excellent question, and the answer is no – actually, the opposite often happens!</p>
<ul>
<li>An in-house bookkeeper performs all the above functions by managing the company’s financials right from the office location.</li>
<li>By ensuring that you always have access to current financial information, you can run your business more efficiently and make more informed business-related decisions.</li>
<li>Talk to businesses in your area to see what they are currently paying for bookkeeping services.</li>
<li>With COVID-19 disrupting the global economy and the public health measures have transformed the way the businesses function and continue their operations.</li>
<li>As an agency owner, you&#8217;ll also want to find someone you can trust to save you money and take care of your bottom line.</li>
<li>Higher-tiered plans unlock more transactions and a more frequent service level.</li>
</ul>
<p>CRMs essentially give you a snapshot of your relationship with a specific client, and they can be very important to make sure you have an accurate picture of billings, time tracking, and profitability. Appletree is well-versed in the most popular CRM systems like Hubspot, Zoho, Pipedrive, and others. In addition, accurate bookkeeping can help you build stronger relationships with your clients. When you have a clear understanding of  your financial position, you can provide your clients with more accurate estimates and invoices, which can help build trust and credibility. This can lead to more repeat business and referrals, which can help your agency grow and thrive over time.</p>
<h2>Business</h2>
<p>While bookkeeping involves recording financial transactions, accounting involves analyzing and interpreting that data to make informed business decisions. Bookkeeping is often a pain point for entrepreneurs, small businesses, and startups. Remote Books Online takes away your pain and frustration with affordable, flexible, and accurate bookkeeping solutions for businesses of all shapes and sizes.</p>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/_asOONZEL_E' frameborder='0' alt='what does a marketing agency get out of remote bookkeeping' allowfullscreen></iframe></div>
<p>By using appropriate accounting tools—even just a simple ledger—any marketing agency can track income, and expenses, monitor profit and loss and make effective business decisions. Digital marketing agencies must have a well-defined bookkeeping system in place to determine their profitability and financial health. In addition to these essential <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> financial reports, it’s also important for marketing agencies to track their billable hours and project expenses. By keeping track of billable hours, you can ensure that you are accurately invoicing clients and maximizing revenue. Tracking project expenses can help you identify areas where you can cut costs and improve profitability.</p>
<h2>How a Bookkeeper Is Different Than an Accountant</h2>
<p>Let’s explore the different types of bookkeeping systems used by marketing agencies, their benefits and drawbacks, cash versus accrual accounting, and single-entry versus double-entry bookkeeping. If you own or manage a marketing agency, you know how important it is to stay on top of your finances. Proper bookkeeping is essential <a href="https://www.bookstime.com/articles/remote-bookkeeping-service">remote bookkeeping services</a> for making informed decisions about your business, evaluating its performance, and ensuring that you stay compliant with tax and other regulations. In this comprehensive guide, we’ll take you through all the key areas of bookkeeping for marketing agencies, starting with the basics and moving on to more advanced topics.</p>
<p>They offer a wide range of digital marketing services, providing everything brands need from. At Appletree Business Services, our specialty is providing small business owners nationwide quality accounting, bookkeeping, payroll and tax services they need, packaged in a combined &#8216;Business Owners Package&#8217;. By understanding the basics, implementing a solid bookkeeping system, and regularly reviewing financial reports, you can stay on top of your agency’s finances and make informed decisions about its future. Whether you handle bookkeeping yourself or work with a professional, make it a priority and treat it with the attention it deserves.</p>
<h2>Market Your Business</h2>
<p>By following these steps, you can develop a budget that will help you achieve your financial goals and ensure the long-term success of your agency. Is hiring multiple ServiceNow remote professionals to continue building out its practice in order to. Installers who call in with questions such as &#8220;I cant get my remote to work&#8221; or I &#8221; can’t get our TV to show a picture&#8221; and. Professional associations also offer certifications so that you can hone your skills and market yourself as a professional bookkeeper. For instance, both the American Institute of Professional Bookkeepers (AIPB) and the National Association of Certified Public Bookkeepers (NACPB) offer certification programs. Additionally, when it’s tax time, all your information will be organized and optimized.</p>
<p>If you use a spreadsheet, you&#8217;ll want to double and triple-check that your math is correct. Double-entry bookkeeping, on the other hand, considers that every financial transaction affects both the debit and credit sides of  an account. This means that every transaction is recorded as either an expense or credit, and takes less fluid assets and liabilities into account, such as equity, loans, tax burden, etc. With double-entry bookkeeping, it’s easier to detect errors and identify areas for improvement in the general ledger.</p>
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		<title>What Is The Purpose Of A Budget? Top 10 Benefits BTB</title>
		<link>http://www.tuncer.com.tr/what-is-the-purpose-of-a-budget-top-10-benefits/</link>
		<comments>http://www.tuncer.com.tr/what-is-the-purpose-of-a-budget-top-10-benefits/#comments</comments>
		<pubDate>Fri, 14 Apr 2023 11:28:15 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=9578</guid>
		<description><![CDATA[Content What is Budgeting? Controlling Your Spending Habits Building Your Savings How Budgeting Works for Companies the purpose of budgets are to track your income and your spending – to make the most of your money You could also create a digital spreadsheet that automatically updates totals using a spreadsheet program such as Microsoft Excel [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is Budgeting?</a></li>
<li><a href="#toc-1">Controlling Your Spending Habits</a></li>
<li><a href="#toc-2">Building Your Savings</a></li>
<li><a href="#toc-6">How Budgeting Works for Companies</a></li>
<li><a href="#toc-7">the purpose of budgets are to track your income and your spending – to make the most of your money</a></li>
</ul>
</div>
<p>You could also create a digital spreadsheet that automatically updates totals using a spreadsheet program such as Microsoft Excel or Google Sheets. Your money will also be your safety net when a health crisis hits or you lose your spouse. Maybe your husband has to go into a long-term care facility, or you’re diagnosed with an illness that requires extensive treatment. Your savings are going to support the endeavors you wish to pursue in your golden  years.</p>
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" width="255px" alt="what are the purposes of budgeting"/></p>
<p>When reviewing your expenses, you may notice that you’re spending money on things you don’t need, such as a cable TV subscription. Budgeting allows you to rethink your spending habits and refocus your financial goals. First, you need to set the financial goals that you want to achieve with budgeting. It can be as simple as saving for your retirement fund, saving for a house down payment, paying off debt, and so on. By developing a financial framework, a business can make sure it’s making the wisest possible use of expenditures without affecting profit.</p>
<h2 id="toc-0">What is Budgeting?</h2>
<p>You can use your budget to maximize your wealth, or just get by every month. You must learn how to use it to its greatest capacity so you receive the greatest benefit. And, as the manager of your money, you get to decide how many dollars are allotted to each category. So, if you’re still wondering what is the purpose of a budget, keep reading to learn more about how a  budget can help you. This process can be challenging if too many customers are past-due.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/KdByjYwCOvM' frameborder='0' alt='what are the purposes of budgeting' allowfullscreen></iframe></div>
<p>These goals should be set within the framework of corporate objectives and strategies. A well defined corporate policy and strategy is a pre-requisite for budgeting. Top management’s support and cooperation is essential for successful implementation of the budget.</p>
<h2 id="toc-1">Controlling Your Spending Habits</h2>
<p>We can then make changes along the way to ensure that we arrive at the desired goals. On the other hand, I now know what it’s like to escape the paycheck-to-paycheck <a href="https://personal-accounting.org/accounting-cost-methods-for-treasury-stock-chron/">https://personal-accounting.org/accounting-cost-methods-for-treasury-stock-chron/</a> lifestyle, live debt-free, and have plenty of financial cushion. And had it not been for budgeting, I’m not sure I would have ever experienced that.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="what are the purposes of budgeting"/></p>
<p>Write down what meals you’ll prepare each day for the next 4 weeks. This meal plan will guide your grocery shopping list so you don’t buy things you don’t need, and you won’t be trying to figure out what to make for dinner after <a href="https://personal-accounting.org/what-is-the-purpose-of-budgeting/">what are the purposes of budgeting</a> a long day at work. Creating a retirement budget will help you identify and be mindful of the changes you’ll inevitably experience. By increasing your income and decreasing your expenses, your savings will grow faster.</p>
<h2 id="toc-2">Building Your Savings</h2>
<p>Anyway, part of setting financial goals, is developing a plan to achieve them. Committing to budgeting, the company enhances its ability to achieve its goals, make prudent decisions, and maintain financial stability. To ensure that a company sticks to the purpose of budgeting, it should take several proactive measures.</p>
<ul>
<li>Do a quick analysis of budget activity every day until you feel confident you can stick to it without daily review.</li>
<li>These plans s the objectives of the company and the proposed way of accomplishing them.</li>
<li>Be sure to put away a specified amount from your income every payday into a 401(k), IRA, or another retirement fund of your choice.</li>
<li>And had it not been for budgeting, I’m not sure I would have ever experienced that.</li>
<li>The good news is that one of the best ways to combat financial overwhelm is to live your life on a budget.</li>
<li>The purpose of a budget is to help you prepare for major life events in advance when you already know what you’re earning and how much are you spending.</li>
</ul>
<p>Monitoring your budget gives you the opportunity to identify ways you are actually wasting money, and put a stop to it. Set aside money in these funds to build up into a ready available pot of money for when you need that new item. Debt is very easy (too easy) to get into but harder to get out of.</p>
<h2 id="toc-3">What is the purpose of a budget?</h2>
<p>A budget helps ensure that you have the finances necessary to handle the unexpected, even in the worst times. Many people have an overwhelming lack of self-control when it comes to spending money and saving money. When you budget, it’s nearly impossible for wasteful spending to remain a part of your financial life. If you don’t save immediately, you get paid, you’ll always find somewhere to spend the money.</p>
<p>Your budget will be an ever-evolving tool that you learn to master over time. It will be unique to your finances and circumstances, and you’ll make adjustments to it whenever you need to. For those bills that are the same every month (mortgage, insurance), just set it and forget it. For bills that vary (utilities, credit cards), you can schedule those bill payments on the first of every month. With a retirement fund, you can have your employer set up a separate direct deposit into a 401(k). If you have a savings account, you can either set up another direct deposit to that account, or automatic transfers from your checking account.</p>
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		<title>Remote Bookkeeping Services: How it works?</title>
		<link>http://www.tuncer.com.tr/remote-bookkeeping-services-how-it-works/</link>
		<comments>http://www.tuncer.com.tr/remote-bookkeeping-services-how-it-works/#comments</comments>
		<pubDate>Mon, 03 Apr 2023 17:30:17 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=9646</guid>
		<description><![CDATA[Content QuickBooks You Handle Your Business. We&#8217;ll Handle Your Books. Remote Books Online: Affordable Online Bookkeeping Services You Need Fully Accountable Today, there are plenty of bookkeeping-specific firms that operate at least partially online. Moreover, many of these firms are nearly always hiring more bookkeepers since they can serve clients anywhere in the world. There [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">QuickBooks</a></li>
<li><a href="#toc-1">You Handle Your Business. We&#8217;ll Handle Your Books. Remote Books Online: Affordable Online Bookkeeping Services You Need</a></li>
<li><a href="#toc-2">Fully Accountable</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/XeroAccountingFeat-300x225.jpg" width="253px" alt="what are remote bookkeeping services"/></p>
<p>Today, there are plenty of bookkeeping-specific firms that operate at least partially online. Moreover, many of these firms are nearly always hiring more bookkeepers since they can serve clients anywhere in the world. There are ample opportunities for freelance, part-time and full-time remote bookkeepers  — and sometimes, no certification is required to get started.</p>
<div style='text-align:center'><iframe width='560' height='313' src='https://www.youtube.com/embed/xl_ZiuRnHPc' frameborder='0' alt='what are remote bookkeeping services' allowfullscreen></iframe></div>
<p>It might (and it should) cost more than their basic level, but the option should be there. Ask your prospective virtual bookkeeping service if they have experience in your industry, and if so, how many clients they have in your industry. You may even ask for a few customer testimonials to be sure that the service is a good <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> fit. The bookkeeper will reconcile your bank accounts and credit card statements with the data entered into the accounting software. This helps identify any discrepancies and ensures accurate financial records. You start by researching and selecting a remote bookkeeping service provider that suits your business’s needs.</p>
<h2 id="toc-0">QuickBooks</h2>
<p>When you hire Remote Quality Bookkeeping to handle your accounts, you’ll get an honest assessment of your company’s finances every month. We can provide custom dashboards with the flexibility to view only what you deem most important to running your business. Make your life easier with highly qualified remote <a href="https://www.bookstime.com/articles/remote-bookkeeping-service">remote bookkeeping services</a> bookkeepers at your side. Our skilled staff will oversee your data entry, reconciliation, and reporting so you can focus on pursuing your passion. Without a unified system in place, things can slip through the cracks, and even one missed payment can  start a domino effect that harms your bottom line.</p>
<p>It also offers add-on payroll services and assists its clients with 1099 filings. As you choose a remote bookkeeping service to use for your small business, keep in mind what the company specializes in, their pricing model, and how they communicate with their clients. All of these factors will be critical in finding a bookkeeping service that caters specifically to your needs and wants as an online business owner. And on the accounting software front, Bookkeeper360 syncs with both Xero and QuickBooks Online. Kforce is a professional solutions firm that builds and manages elite teams within technology and finance &amp; accounting with top employers nationwide. Previously ranked among&nbsp;Forbes&nbsp;magazine’s&nbsp;list of the Best Professional Recruiting Firms, the company delivers direct-hire placement, project support and interim management, and temporary job placement.</p>
<h2 id="toc-1">You Handle Your Business. We&#8217;ll Handle Your Books. Remote Books Online: Affordable Online Bookkeeping Services You Need</h2>
<p>Reconciled is a cloud accounting firm offering several accounting and finance services, such as bookkeeping, outsourced CFO, payroll, tax and advisory. As a bookkeeper with the company, you’ll perform or assist with tasks such as journal entries, monthly closes and financial reporting. You may also get to test the waters in other areas, given the wide range of services the firm offers. The 10 remote bookkeeping services for small business mentioned in this article are the leaders in the industry right now and will continue to grow in the years to come. While there are some giants already in the space, the emergence of more and more remote bookkeeping services proves that different types of customers and markets are still seeking better and more unique solutions.</p>
<ul>
<li>And the Executive plan, which is built for larger companies that need CFO services, has custom pricing.</li>
<li>If you choose its chief financial officer (CFO) services, your CFO will be a certified public accountant (CPA) at a minimum.</li>
<li>We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services.</li>
<li>You may find roles here directly with individual companies, or with consulting firms that contract to manage other companies&#8217; books.</li>
<li>Below, we review the best virtual and outsourced accounting services for small-business owners like you.</li>
</ul>
<p>That said, they’re known to be a bit more relaxed when it comes to experience. You may be able to land work with Belay if you take a course and familiarize yourself with software like Quickbooks. That said, completing a bookkeeping course can help you land those first few clients much faster and give you more confidence when working with those clients. If you decide that EcomBalance is the right fit for your online business, create a free account and we’ll be in touch with next steps for Onboarding and getting you a customized Pricing quote.</p>
<h2 id="toc-2">Fully Accountable</h2>
<p>Their&nbsp;attention to detail and holistic approach has had a tremendous impact on our organization. Their team is&nbsp;excellent in both process and understanding of core accounting principles, while also being a true pleasure to work with. You have plenty of options for becoming a remote bookkeeper on the side or as a full-time career.</p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/Nmxmbfyq7Tc' frameborder='0' alt='what are remote bookkeeping services' allowfullscreen></iframe></div>
<p>Remote Books Online takes away your pain and frustration with affordable, flexible bookkeeping solutions for businesses of all shapes and sizes. In the end, your virtual bookkeeper should be a partner that can help grow your business affordably. Keep that in mind as you search for the right virtual bookkeeper for your small business.</p>
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