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	<title>Logos R us &#187; Bookkeeping</title>
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		<title>Landlord Software Banking, Accounting &amp; Rent Collection</title>
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		<description><![CDATA[MRI Software is an exceptional alternative for those requiring deep, integrated analytics across mixed asset classes, while AppFolio Property Manager offers the ideal blend of user-friendly accounting and automation for dedicated residential managers. Ultimately, matching the software&#8217;s core strengths real estate bookkeeping to your specific operational needs is the key [...]]]></description>
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width="257px" alt="real estate bookkeeping software"/></p>
<p>
<p>MRI Software is an exceptional alternative for those requiring deep, integrated analytics across mixed asset classes, while AppFolio Property Manager offers the ideal blend of user-friendly accounting and automation for dedicated residential managers. Ultimately, matching the software&#8217;s core strengths <a href="https://www.lagrangenews.com/sponsored-content/real-estate-bookkeeping-how-it-powers-your-business-488ddc68">real estate bookkeeping</a> to your specific operational needs is the key to unlocking greater efficiency and financial control. Buildium is a purpose-built property management software designed to simplify accounting and operations for property managers. It offers a full suite of features tailored specifically to property management, helping users streamline daily tasks and maintain complete financial accuracy. Buildium’s accounting tools allow users to easily track payments, reconcile accounts automatically, and manage accounts payable with a clear financial view of their properties at all times.</p>
</p>
<p>
<h2>How Is Listed Property Information Reported?</h2>
</p>
<p>
<p>Perfect for real estate agents who want to focus on their business without getting bogged down with numbers. Not only do you get detailed financial reports, but Bench also has tax prep services that make tax season way less stressful. We’ll dive in and find the best accounting tools to   help keep your business and profits on track.</p>
</p>
<p>
<h2>Core Features of Effective Management Platforms</h2>
</p>
<p>
<ul>
<li>You need tools that grow with your business, handle the unique financial challenges of property management, and make your life easier, not harder.</li>
<li>Your qualified business-use percentage is the part of the property&#8217;s total use that is qualified business use (defined earlier).</li>
<li>Without accurate records, property managers may struggle to assess their financial performance, leading to missed opportunities for growth.</li>
<li>We scan over 50k options from top lenders to match your property with the best loans at competitive rates — with zero unwanted calls.</li>
<li>Net income or loss from a trade or business includes the following items.</li>
</ul>
<p>
<p>These documents help property managers assess their financial performance and make informed decisions. Zoho Books could become your go-to solution if you like having everything in one place and want to keep your business running smoothly. The cloud-based platform is ideal for real estate pros needing more than basic accounting. It covers invoicing, project management, and even tax compliance all in one package. For added convenience, Landlord Studio integrates seamlessly with Xero, allowing users to sync their financial data effortlessly.</p>
</p>
<p>
<ul>
<li>Depreciation is allowable only for that part of the tax year the property is treated as in service.</li>
<li>Using integrated software improves accuracy, efficiency, and transparency in real estate accounting.</li>
<li>For the first 3 weeks of each month, you occasionally used your own automobile for business travel within the metropolitan area.</li>
<li>After you have set up a GAA, you generally figure the MACRS depreciation for it by using the applicable depreciation method, recovery period, and convention for the property in the GAA.</li>
<li>Make tax filing easy and claim every deduction for a more profitable rental portfolio.</li>
<li>Get the free Real Estate Balance Sheet Template to track assets, liabilities, and owner equity instantly.</li>
</ul>
<p>
<h2>The Hidden Cost of Siloed Data</h2>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/bUk1yDqCy4U' frameborder='0' alt='real estate bookkeeping software' allowfullscreen></iframe></div>
</p>
<p>
<p>You deduct 60% of the cost ($360,000) as a special depreciation allowance for 2024. You use the remaining cost of the property to figure a regular MACRS depreciation deduction for your property for 2024 and later years. After you figure your special depreciation allowance for your qualified property, you can use the remaining cost to figure your regular MACRS depreciation deduction (discussed in chapter 4).</p>
</p>
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" width="257px" alt="real estate bookkeeping software"/></p>
<p>
<ul>
<li>For example, you can account for the use of a truck to make deliveries at several locations that begin and end at the business premises and can include a stop at the business in between deliveries by a single record of miles driven.</li>
<li>Properly manage all your income and outgoings with our accounting features.</li>
<li>You apply the half-year convention by dividing the result ($400) by 2.</li>
<li>You may have to recapture the section 179 deduction if, in any year during the property&#8217;s recovery period, the percentage of business use drops to 50% or less.</li>
</ul>
<p>
<p>As explained earlier under Which Depreciation System (GDS or ADS) Applies, you can elect to use ADS even though your property may come under GDS. ADS uses the straight line method of depreciation over fixed ADS recovery periods. Most ADS recovery periods are listed in Appendix B, or see the table under Recovery Periods Under ADS, earlier. However, you can make the election on a property-by-property basis for nonresidential real and residential rental property.</p>
</p>
<p>
<h2>Other Property Used for Transportation</h2>
</p>
<p>
<p>Software for real estate helps to organize and streamline real estate operations. It includes property sales, rental business, customer and tenant supervision, administering sales/rental contracts, detailed building information, handles accounting, and generating vivid reports and analytics. Real estate ERP delivers a simplified enterprise solution for a seamless user experience.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="real estate bookkeeping software"/></p>
<p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/J_pXV2O5F6A' frameborder='0' alt='real estate bookkeeping software' allowfullscreen></iframe></div>
</p>
<p>
<p>The above rules do not apply to the holder of a term interest in property acquired by gift, bequest, or inheritance. For more information on the records you must keep for listed property, such <a href="https://backinsights.com/professional-real-estate-bookkeeping/">https://backinsights.com/professional-real-estate-bookkeeping/</a> as a car, see What Records Must Be Kept? For tax years beginning in 2025, the maximum section 179 expense deduction is $1,250,000. Adaptive gives you a team of AI agents that automate manual accounting work, reconcile financials with field updates, and deliver real-time financial control. To experience the leading solution firsthand, start a free trial with AppFolio today and streamline your trust accounting processes.</p>
</p>
<p>
<h2>Real Estate Depreciation Strategies for Investors with Multiple Properties</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="real estate bookkeeping software"/></p>
<p>
<p>The special depreciation allowance is also 60% for certain specified plants bearing fruits and nuts planted or grafted after December 31, 2023, and before January 1, 2025. See Certain Qualified Property Acquired After September 27, 2017 and Certain Plants Bearing Fruits and Nuts under What Is Qualified Property? 551 and the regulations under section 263A of the Internal Revenue Code. The basis of property you buy is its cost plus amounts you paid for real estate bookkeeping items such as sales tax (see Exception below), freight charges, and installation and testing fees. The cost includes the amount you pay in cash, debt obligations, other property, or services.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="real estate bookkeeping software"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px" alt="real estate bookkeeping software"/></p>
<p>
<p>If the depreciation deductions for your automobile are reduced under the passenger automobile limits, you will have unrecovered basis in your automobile at the end of the recovery period. If you continue to use the automobile for business, you can deduct that unrecovered basis after the recovery period ends. You can claim a depreciation deduction in each succeeding tax year until you recover your full basis in the car. The maximum amount you can deduct each year is determined by the date you placed the car in service and your business/investment-use percentage. In June 2020, Ellen Rye purchased and placed in service a pickup truck that cost $18,000. Ellen used it only for qualified business use for 2020 through 2023.</p></p>
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		</item>
		<item>
		<title>How to Write an Invoice in 11 Steps, Plus an Invoice Example</title>
		<link>http://logosrus.com/cart/how-to-write-an-invoice-in-11-steps-plus-an/</link>
		<comments>http://logosrus.com/cart/how-to-write-an-invoice-in-11-steps-plus-an/#comments</comments>
		<pubDate>Tue, 14 May 2024 13:17:17 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://logosrus.com/cart/?p=925</guid>
		<description><![CDATA[Next, you need to make sure you’ve listed your client’s information. Include the name of the business (if applicable), and your contact’s name, address, phone number and email. Say you have https://www.bookstime.com/ a client named John Smith, and the invoice you’re sending to him is his seventh. You need a [...]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/ezgif.com-webp-to-jpg-1-1.jpg" width="259px" alt="how to invoice someone for freelance work"/></p>
<p>Next, you need to make sure you’ve listed your client’s information. Include the name of the business (if applicable), and your contact’s name, address, phone number and email. Say you have <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> a client named John Smith, and the invoice you’re sending to him is his  seventh. You need a reference number to keep track of your invoices and make sure you don’t create any duplicates.</p>
<ul>
<li>So, follow the below-mentioned steps and you will get a personalized invoice before you know it.</li>
<li>However, in the case of a new client or large project, it isn’t unreasonable to require partial payment before your work is completed.</li>
<li>Freelancers often have a range of payment methods they’re comfortable with.</li>
<li>This makes you professional and also helps in customer satisfaction.</li>
<li>So we’ve compiled some tips for crafting your invoicing process to exude professionalism and ensure prompt payment.</li>
</ul>
<h2>How do you send an invoice for freelancers?</h2>
<p>Always include a line for taxes, even if they aren’t applicable. To track late payments, refer back to your preset date toward the top of your invoice. Mistakes like this can be easily eliminated by  preparing <a href="https://www.bookstime.com/articles/how-to-invoice-as-a-freelancer">how to invoice as a freelancer</a> a specific checklist for sending a freelancer invoice. Check everything before sending an invoice to the client so that you have a proper workflow and don’t end up making mistakes on the invoice.</p>
<h2>Step 1: Make it professional</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/93fc5a71-871a-4fd5-9862-c23f7e45243f-1024x678.jpeg" width="251px" alt="how to invoice someone for freelance work"/></p>
<p>Most small businesses opt for a 30-day grace period (also known as net 30 terms). That said, you might offer a longer payment window for recurring clients you trust to pay on time. If you typically work with repeat clients and offer multiple services, you might send an invoice on a bi-weekly or monthly cadence. If you work with multiple clients for one-off projects, you’ll likely bill each time you turn in a predetermined deliverable. In these cases, you’ll appreciate working from a templatized invoice you can edit and send as you meet your deadlines. Use the available white space to make your payment details super specific.</p>
<h2>Payment options</h2>
<p>Invoicing is an integral part of the freelance business, as it directly impacts cash flow and client relationships. Using templates alone, you don’t have a centralized system for easy storage. You have to create a manual system for tracking when your invoices are paid and when you should follow up with clients.</p>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/sE5LjANK01U' frameborder='0' alt='how to invoice someone for freelance work' allowfullscreen></iframe></div>
<h2>Freelancer invoice template</h2>
<p>The following highlights the advantages of using invoicing tools and software and discusses top options for your freelance business. By leveraging invoicing software and tools, you can automate various aspects of the invoicing process, save time, and enhance your productivity. It is essential to review your invoices for errors before sending them to maintain a professional image and prevent any discrepancies that may delay payment. Double-checking all the information, including the billing amounts, client details, and services listed, can help ensure accurate invoicing and reduce the risk of disputes. Final invoices are necessary for completed projects or those with a duration of less than a month.</p>
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<ul>
<li>Your work is complete, your client’s happy, now you can just sit back and relax — right?</li>
<li>Say you have a client named John Smith, and the invoice you’re sending to him is his seventh.</li>
<li>But in any case, in an invoice, deliveries or other services are billed to a customer.</li>
<li>The first thing your client will see when they view your invoice is the header.</li>
<li>Payment terms denote the bill amount and the time frame in which the invoice payment is due.</li>
<li>Sending a PDF-version of your invoice as an email attachment is the simplest way to invoice your clients.</li>
<li>You can upload your logo and input all of the contact details for your business and customers.</li>
</ul>
<ul>
<li>Invoicing upon completion of the project is common in freelance work and helps to foster a sense of trust between you and the client.</li>
<li>This article will help provide you with some vital tips on writing an invoice, as well as a couple of great templates as examples.</li>
<li>There are lots of tools to choose from, and we’ve outlined some of our favorites, including HelloBonsai, Harvest, Freshbooks and ZoHo, in this post on invoice generator options.</li>
<li>We will also share tips on how to follow up on unpaid invoices and how to manage your invoicing efficiently to save time and reduce stress.</li>
<li>Or you and your client might agree to milestones that warrant payment, such as finishing an outline for a long project, or completing a draft of the work.</li>
<li>Yes, a private person can write an invoice for goods or services provided.</li>
</ul>
<h2>How to Write a Freelance Invoice (+ Template)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/08/shutterstock_104065367-491x450.jpg" width="256px" alt="how to invoice someone for freelance work"/></p>
<h2>Provide Detailed List of Services</h2>
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		<title>5 1: Describe and Prepare Closing Entries for a Business Business LibreTexts</title>
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		<pubDate>Fri, 22 Sep 2023 13:22:42 +0000</pubDate>
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		<description><![CDATA[From this trial balance, as we learned in the prior section, you make your financial statements. After the financial statements are finalized and you are 100 percent sure that all the adjustments are posted and everything is in balance, you create and post the closing entries. The closing entries are [...]]]></description>
				<content:encoded><![CDATA[<p>From this trial balance, as we learned in the prior section, you make your financial statements. After the financial statements are finalized and you are 100 percent sure that all the adjustments are posted and everything is in balance, you create and post the closing entries. The closing entries are the last journal entries that get posted to the ledger. Other accounting software, such as Oracle’s PeopleSoft™, post closing entries to a special accounting period that keeps them separate from all of the other entries.</p>
<h2>What is the purpose of closing entries?</h2>
<p>Companies are required to close their books at the end of eachfiscal year so that they can prepare their annual financialstatements and tax returns. However, most companies prepare monthlyfinancial statements and close their books annually, so they have aclear picture of company performance during the year, and giveusers timely information to make decisions. On the other hand, if the cost exceeds the income, a net loss occurs. A closing entry is provided for the closing of income-expenditure accounts. At the end of each accounting period, financial statements are prepared to determine the financial status of the company.</p>
<h2>Step 1: Close Revenue accounts</h2>
<p>If your expenses for December had exceeded your revenue, you would have a net loss. When closing expenses, you should list them individually as they appear in the trial balance. That’s where automation tools like Autonomous Accounting come in.</p>
<h2>Understanding Closing Entries</h2>
<p>To get a zero balance in the Income Summary account, there are guidelines to consider. It is the end of the year, December 31, 2018, and you are reviewing your financials for the entire year. You see that you earned $120,000 this year in revenue and had expenses for rent, electricity, cable, internet, gas, and food that totaled $70,000. That’s why most business owners avoid the struggle by investing in cloud accounting software instead. An accounting year-end which is not the calendar year end is sometimes referred to as a fiscal year end.</p>
<h2>Closing Entries FAQ</h2>
<p>Imagine you own a bakery business, and you&#8217;re starting a new financial year on March 1st. The next day, January 1, 2019, you get ready for work, but before you go to the office, you decide to review your financials for 2019. What are your total expenses for rent, electricity, cable and internet, gas, and food for the current year? You have also not incurred any expenses yet for rent, electricity, cable, internet, gas or food. This means that the current balance of these accounts is zero, because they were closed on December 31, 2018, to complete the annual accounting period.</p>
<p>For our purposes, assume that we are closing the books at theend of each month unless otherwise noted. Income summary account is a temporary account which facilitates the closing process. This entry zeros out dividends and reduces retained earnings by total dividends paid.</p>
<p>Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets. Closing entry to account for draws taken for the month, for sole proprietors and partnerships. Most organizations appear to be doing well on the surface while underlying accounting management issues silently sabotage.</p>
<p>For example, $100 in revenue this year does not count as $100 of revenue for next year, even if the company retained the funds for use in the next 12 months. The purpose of the closing entry is to reset the temporary&nbsp;account balances&nbsp;to zero on the general ledger, the record-keeping system for a company&#8217;s financial data. A net loss would decrease owner’s capital, so we would do the opposite in this journal entry by debiting the capital account and crediting Income Summary. After the closing journal entry, the balance on the dividend account is zero, and the retained earnings account has been reduced by 200. Clear the balance of the expense accounts by debiting income summary and crediting the corresponding expenses.</p>
<p>Closing all temporary accounts to the retained earnings account is faster than using the income summary account method because it saves a step. There is no need to close temporary accounts to another temporary account (income summary account) in order to then close that again. Temporary accounts&nbsp;are income statement accounts that are used to track accounting activity during an accounting period. For example, the revenues account records the amount of revenues earned during an accounting period—not during the life of the company. We don’t want the 2015 revenue account to show 2014 revenue numbers.</p>
<p>Notice that the balances in interest revenue and service revenue are now zero and are ready to accumulate revenues in the next period. The Income Summary account has a credit balance of $10,240 (the revenue sum). Failing to make a closing entry, or avoiding the closing process altogether, can cause a misreporting of the current period’s retained earnings. It can also create errors and financial mistakes in both the current and upcoming financial reports, of the next accounting period. Accounts are considered “temporary” when they only accumulate transactions over one single accounting period. Temporary accounts are closed or zero-ed out so that their balances don’t get mixed up with those of the next year.</p>
<p>Let’s explore each entry in more detail using Printing Plus’s information from Analyzing and Recording Transactions and The Adjustment Process as our example. The Printing Plus adjusted trial balance for January 31, 2019, is presented in Figure 5.4. However, if the company also wanted to keep year-to-date information from month to month, a separate set of records could be kept as the company progresses through the remaining months in the year.</p>
<p>Closing entries&nbsp;prepare a company for the next accounting period by clearing any outstanding balances in certain accounts that should not transfer over to the next period. Closing, or clearing the balances, means returning the account to a&nbsp;zero balance. Having a zero balance in these accounts is important so a company can compare performance across periods, particularly with income. It also helps the company keep thorough records of account balances affecting retained earnings. Revenue, expense, and dividend accounts affect retained earnings and are closed so they can accumulate new balances in the next period, which is an application of the time period assumption.</p>
<p>This trial balance gives the opening balances for the next accounting period, and contains only balance sheet accounts including the new balance on the retained earnings account as shown below. The statement of retained earnings shows the period-ending retained earnings after the closing entries have been posted. When you compare the retained earnings ledger (T-account) to the statement of retained earnings, the figures must match. It is important to understand retained  earnings is&nbsp;not&nbsp;closed out, it is only updated. Retained Earnings is the only account that appears in the closing entries that does not close. You should recall from your previous material that retained earnings are the earnings retained by the company over time—not cash flow but earnings.</p>
<ol>
<li>All of Paul’s revenue or income accounts are debited and credited to the income summary account.</li>
<li>The net result of these activities is to move the net profit or net loss for the period into the retained earnings account, which appears in the stockholders&#8217; equity section of the balance sheet.</li>
<li>All of these entries have emptied the revenue, expense, and income summary accounts, and shifted the net profit for the period to the retained earnings account.</li>
<li>The first entry closes revenue accounts to the Income Summary account.</li>
<li>Retained earnings represent the amount your business owns after paying expenses and dividends for a specific time period.</li>
</ol>
<p>Any account listed on the balance sheet, barring paid dividends, is a permanent account. On the balance sheet, $75 of cash held today is still valued at $75 next year, even if it is not spent. Let’s move on to learn about how to record closing those temporary accounts. All of Paul’s revenue or income accounts are debited and credited to the income summary account.</p>
<p>We will debit the revenue accounts and credit theIncome Summary account. The credit to income summary should equalthe total revenue from the income statement. Whether you’re posting entries manually or using accounting software, all revenue and expenses for each accounting period are stored in temporary accounts such as revenue and expenses.</p>
<p>Printing Plus has a $4,665 credit balance in its Income Summary account before closing, so it will debit Income Summary and credit Retained Earnings. The business has been operating for several years but does not have the resources for accounting software. This means you are preparing all steps in the accounting cycle by hand. Adjusting entries are used to modify accounts so that they’re in compliance with the accrual concept of recording income and expenses. We at Deskera offer the best accounting software for small businesses today. Our program is specifically developed for you to easily set up your closing process and initiate book closing within seconds &#8211; no prior technical knowledge necessary.</p>
<p>The last step of an accounting cycle is to prepare post-closing trial balance. It’s important to note that neither the drawing nor the dividends accounts need to be transferred to the income summary account. Corporations will close the income summary account to the retained earnings account. Closing entries are completed at the end of each accounting period after your adjusted trial balance has been run. To close revenue accounts, subtract the total revenue earned during a period from the initial balance. The general journal is used to record various types of accounting entries, including closing entries at the end of an accounting period.</p>
<p>Closing entries are journal entries made at the end of an accounting period, that transfer temporary account balances into a permanent account. If a company’s revenues are greater than its expenses, the closing entry entails debiting income summary and crediting retained earnings. In the event of a loss for the period, the income summary account needs to be credited and retained earnings reduced through a debit. Since dividend and withdrawal accounts <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> are not income statement accounts, they do not typically use the income summary account. These accounts are closed directly to retained earnings by recording a credit to the dividend account and a debit to retained earnings. Notice that the effect of this closing journal entry is to credit the retained earnings account with the amount of 1,400 representing the net income (revenue – expenses) of the business for the accounting period.</p>
<p>Instead, companies transfer the net income or net loss from the revenue and expense accounts to a temporary account called “Income Summary,” and then to  the owner’s capital. Closing entries are journal entries required to close all nominal or temporary accounts at the end of a financial or accounting period or year. If your business is a sole proprietorship or a partnership, your next step will be to close your income summary account. You can do this by debiting the income summary account and crediting your capital account in the amount of $250.</p>
<p>The accounts that need to start with a clean or $0 balance going into the next accounting period are revenue, income, and any dividends from January 2019. To determine the income (profit or loss) from the month of January, the store needs to close the income statement information from January 2019. We see from the adjusted trial balance that our revenue account has a credit balance. To make the balance zero, debit the revenue account and credit the Income Summary account.</p>
<p>First, all the various revenue account balances are transferred to the temporary income summary account. This is done through a journal entry that <a href="https://www.bookkeeping-reviews.com/prepaid-expenses-meaning-journal-entry-and/">prepaid expenses meaning journal entry and examples</a> debits revenue accounts and credits the income summary. All temporary accounts must be reset to zero at the end of the accounting period.</p>
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		<title>Contribution Margin Ratio Formula Per Unit Example Calculation</title>
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		<pubDate>Tue, 12 Sep 2023 08:04:34 +0000</pubDate>
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		<description><![CDATA[Profit is gross margin minus the remaining expenses, aka net income. In the next part, we must calculate the variable cost per unit, which we’ll determine by dividing the total number of products sold by the total variable costs incurred. Using this contribution margin format makes it easy to see [...]]]></description>
				<content:encoded><![CDATA[<p>Profit is gross margin minus the remaining expenses, aka net income. In the next part, we must calculate the variable cost per unit, which we’ll determine by dividing the total number of products sold by the total variable costs incurred. Using this contribution margin format makes it easy to see the impact of changing sales volume on operating income. Fixed costs remained unchanged; however, as more units are produced and sold, more of the per-unit sales price is available to contribute to the company’s net income.</p>
<h2>How to calculate unit contribution margin</h2>
<p>In this chapter, we begin examining the relationship among sales volume, fixed costs, variable costs, and profit in decision-making. We will discuss how to use the concepts of fixed and variable costs and their relationship to profit to determine the sales needed to break even or to reach a desired profit. You will also learn how to plan for changes in selling price or costs, whether a single product, multiple products, or services are involved.</p>
<h2>Example: contribution margin and target profit</h2>
<p>Furthermore, per unit variable costs remain constant for a given level of production. Businesses calculate their contribution margin as a total contribution margin or per-unit amount for products. You can show the contribution margin ratio as CM relative to sales revenue. And you can also compute the variable expense ratio, which is the percentage of variable expenses divided by sales.</p>
<h2>Learn At Your Own Pace With Our Free Courses</h2>
<p>The break-even point in units is calculated as $466,000 divided by $3.05, which equals a breakeven point in units of 152,787 units. The break even point (BEP) is the number of units at which total revenue (selling price per unit) equals total cost (fixed costs + variable cost). If the selling price per unit is more than the variable cost, it will be a profitable venture otherwise it will result in loss. By multiplying the total actual or forecast sales volume in units for the baseball product, you can calculate sales revenue, variable costs, and contribution margin in dollars for the product in dollars. Selling price per unit times number of units sold for Product A equals total product revenue.</p>
<p>When a firm decides which products to offer or which markets to penetrate, it should examine each product’s contribution margins to determine if it will contribute enough profit to cover its fixed costs. If not, the firm cannot produce that product or not enter that market segment. The contribution margin ratio (CMR) is a financial ratio that measures the proportion of revenue available to cover fixed costs and contribute to profit. Contribution margin looks similar to gross profit, which is sales minus cost of goods sold, but cost of goods sold includes fixed and variable costs. We’ll explore this in more depth when we talk about variable costing vs. full-absorption costing later in this module.</p>
<p>This means that $15 is the remaining profit that you can use to cover the fixed cost of manufacturing umbrellas. Also, you can use the contribution per unit formula to determine the selling price of each umbrella. Contribution margin is used to plan the overall cost and selling price for your products. Further, it also helps in determining profit generated through selling your products. In order to perform this analysis,&nbsp;calculate the contribution&nbsp;margin per unit, then divide the fixed costs by this number and you will know how many units you have&nbsp;to&nbsp;sell to break even. Break even point (BEP) refers to the activity level at which total revenue equals total cost.</p>
<ol>
<li>The following formula shows how to calculate contribution margin ratio.</li>
<li>So, you should produce those goods that generate a high contribution margin.</li>
<li>Also known as dollar contribution per unit, the measure indicates how a particular product contributes to the overall profit of the company.</li>
<li>This is not as straightforward as it sounds, because it’s not always clear which costs fall into each category.</li>
</ol>
<p>This metric is typically used to calculate the break even point of a production process and set the pricing of a product. They also use this to forecast the profits of the budgeted production numbers after the prices have been set. We’ll next calculate the contribution margin and CM ratio in each of the projected periods in the final step. The 60% ratio means that the contribution margin for each dollar of revenue generated is $0.60.</p>
<p>However, you need to fill in the forecasted units of goods to be sold in a specific future period. In the Dobson Books Company example, the contribution margin for selling $200,000 worth of books was $120,000. The following are the steps to calculate the contribution margin for your business. And to understand each of the steps, let’s consider the above-mentioned Dobson example. This means Dobson books company would either have to reduce its fixed expenses by $30,000.</p>
<p>A national toy company wants to pay you $12 per stuffed animal you manufacture to be exclusively sold in its stores. It will cost you $5 for materials, $1 for labor, and $3.50 for variable overhead, bringing your variable costs to $9.50. Businesses use unit contribution margin to measure the profitability of manufactured goods and to inform production volume decisions. 3) You can use contribution margins for setting prices for different services offered by your business. This will help you establish fair prices that are attractive for patients and cover the cost of providing care.</p>
<p>If you don’t have excess capacity, that’s when you need to bring fixed costs back into the discussion. If you need to rent more space to manufacture the special order, your profit starts to decline, and it becomes a less lucrative venture. They sell each cupcake for $5; the variable cost per cupcake (ingredients, packaging, and direct labor) is $2. Profits will equal the number of units sold in excess of 3,000 units multiplied by the unit contribution margin.</p>
<p>It provides one way to show the profit potential of a particular product offered by a company and shows the portion of sales that helps to cover the  company&#8217;s fixed costs. Any remaining revenue left after covering fixed costs is the profit generated. The CVP relationships of many organizations have become more complex recently because many labor-intensive jobs have been replaced by or supplemented with technology, changing both fixed and variable costs. For those organizations that are still labor-intensive, the labor costs tend to be variable costs, since at higher levels of activity there will be a demand for more labor usage. That is, fixed costs remain unaffected even if there is no production during a particular period. Fixed costs are used in the break even analysis to determine the price and the level of production.</p>
<p>This concept is especially helpful to management in calculating the breakeven point for a department or a product line. Management uses this metric to understand what price they are able to charge for a product without losing money as production increases and scale continues. It also helps management understand which products and operations are profitable and which lines or departments need to be discontinued or closed. The concept of this equation relies on the difference between fixed and variable costs. Fixed costs are production costs that remain the same as production efforts increase.</p>
<p>In conclusion, we’ll calculate the product’s contribution margin ratio (%) by dividing its contribution margin per unit by its selling price per unit, which returns a ratio of 0.60, or 60%. For example, in retail, many functions that were previously performed by people are now performed by machines or software, such as the self-checkout counters in stores such as Walmart, Costco, and Lowe’s. A key characteristic of the contribution margin <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> is that it remains fixed on a per unit basis irrespective of the number of units manufactured or sold. On the other hand, the net profit per unit may increase/decrease non-linearly with the number of units sold as it includes the fixed costs. On the other hand, variable costs are costs they depend on the amount of goods and services a business produces. The more it produces in a given month, the more raw materials it requires.</p>
<p>The contribution margin ratio (CMR) expresses the contribution margin as a percentage of revenues. This means that the production of grapple grommets produce enough revenue to cover the fixed costs and still leave Casey with a profit of $45,000 at the end of the year. The $30.00 represents the earnings remaining after deducting variable costs (and is left over to cover fixed costs and more). In 2022, the product generated $1 billion in revenue, with 20 million units sold, alongside $400 million in variable costs. The resulting ratio compares the contribution margin per unit to the selling price of each unit to understand the specific costs of a particular product.</p>
<p>Contribution margin is the variable expenses plus some part of fixed costs which is covered. Thus, CM is the variable expense plus profit which will incur if any activity takes place over and above BEP. Also, it is important to note that a high proportion of variable costs relative to fixed costs, typically means that a business can operate with a relatively low contribution margin.</p>
<p>One reason might be to meet company goals, such as gaining market share. Other reasons include being a leader in the use of innovation and improving efficiencies. If a company <a href="https://www.bookkeeping-reviews.com/how-to-set-up-the-xero-integration/">how to set up the xero integration</a> uses the latest technology, such as online ordering and delivery, this may help the company attract a new type of customer or create loyalty with longstanding customers.</p>
<p>In addition, although fixed costs are riskier because they exist regardless of the sales level, once those fixed costs are met, profits grow. All of these new trends result in changes in the composition of fixed and variable costs for a company and it is this composition that helps determine a company’s profit. The higher the percentage, the more of each sales dollar is available to pay fixed costs. To determine if the percentage is satisfactory, management would compare the result to previous periods, forecasted performance, contribution margin ratios of similar companies, or industry standards.</p>
<p>11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements. 11 Financial’s website is limited to the dissemination of general information pertaining to its advisory services, together with access to additional investment-related information, publications, and links. If the company realizes a level of activity of more than 3,000 units, a profit will result; if less, a loss will be incurred. However, when CM is expressed as a ratio or as a percentage of sales, it provides a sound alternative to the profit ratio.</p>
<p>Likewise, a cafe owner needs things like coffee, and pastries to sell to visitors. The more customers she serves the more food and beverages she must buy. These costs would be included when calculating the contribution margin. In accounting, contribution margin is the difference between the revenue and the variable costs of a product. It represents how much money can be generated by each unit of a product after deducting the variable costs and, as a consequence, allows for an estimation of the profitability of a product.</p>
<p>So, you should produce those goods that generate a high contribution margin. As a result, a high contribution margin would help you in covering the fixed costs of your business. Furthermore, it also gives you an understanding of the amount of profit you can generate after covering your fixed cost. Such an analysis would help you to undertake better decisions regarding  where and how to sell your products.</p>
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		<title>Real Estate Accounting Multi State Tax Nexus DE PA NJ</title>
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		<pubDate>Mon, 11 Sep 2023 13:52:38 +0000</pubDate>
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		<description><![CDATA[Make the election by completing the appropriate line on Form 3115. The unadjusted depreciable basis of a GAA is the total of the unadjusted depreciable bases of all the property in the GAA. The unadjusted depreciable basis of an item of property in a GAA is the amount you would [...]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="real estate bookkeeping in delaware"/></p>
<p>
<p>Make the election by completing  the appropriate line on Form 3115. The unadjusted depreciable basis of a GAA is the total of the unadjusted depreciable bases of all the property in the GAA. The unadjusted depreciable basis of an item of property in a GAA is the amount you would use to figure gain or loss on its sale, but figured without reducing your original basis by any depreciation allowed or allowable in earlier years. However, you do reduce <a href="https://www.blogstrove.com/categories/business/how-real-estate-bookkeeping-drives-success-in-your-business/ ">How Real Estate Bookkeeping Drives Success In Your Business</a> your original basis by other amounts, including any amortization deduction, section 179 deduction, special depreciation allowance, and electric vehicle credit. When using a declining balance method, you apply the same depreciation rate each year to the adjusted basis of your property.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="real estate bookkeeping in delaware"/></p>
<p>
<h2>Government Services</h2>
</p>
<p>
<p>If you file Form 3115 and change from an impermissible method to a permissible method of accounting for depreciation, you can make a section 481(a) adjustment for any unclaimed or excess amount of allowable depreciation. The adjustment is the difference between the total depreciation actually deducted for the property and the total amount allowable prior to the year of change. If no depreciation was deducted, the adjustment is the total  depreciation allowable prior to the year of change. A negative section 481(a) adjustment results in a decrease in taxable income. It is taken into account in the year of change and is reported on your business tax returns as “other expenses.” A positive section 481(a) adjustment results in an increase in taxable income.</p>
</p>
<p>
<ul>
<li>The allowance is an additional deduction you can take after any section 179 deduction and before you figure regular depreciation under MACRS for the year you place the property in service.</li>
<li>The partnership&#8217;s taxable income from the active conduct of all its trades or businesses for the year was $1,110,000, so it can deduct the full $1,110,000.</li>
<li>For this purpose, treat section 179 costs allocated from a partnership or an S corporation as one item of section 179 property.</li>
<li>We’ve invested more in AI technology than any other real estate company – and it’s unlocking the potential of the world’s buildings and people.</li>
<li>Either way, it is necessary to actively manage your chart of accounts.</li>
<li>BLS works with commercial real estate companies, developers, brokers, agents, real estate investors, and other real estate companies in Delaware, Pennsylvania, and across the Eastern United States.</li>
<li>A complete resource for mastering accounting principles specific to real estate, tailored for landlords and property managers.</li>
</ul>
<p>
<h2>Figuring the Deduction for Property Acquired in a Nontaxable Exchange</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="real estate bookkeeping in delaware"/></p>
<p>
<p>You must allocate the dollar limit (after any reduction) between you equally, unless you both elect a different allocation. If the percentages elected by each of you do not total 100%, 50% will be allocated to each of you. Divide the balance by the number of years in the useful life.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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DPdKyEa/dM3ZRRhXkKdodB56UDAgjWVJByAabZel/FuJHTZx+5IDt2vviPyhAI/6sKR5mlnVB1Z2qCRpAJXinmi1MBjuSMuQvIejnG9XHZWqjAVcAbDbFVDJXgBxoOA+6l74Y3ksG87ifoFQd71UxxS2huWa4knlftCxODiPV597cZyefjVu8M4TFCoWNVVQNgAAB8g2FeumXB5JbvhioMlpp8eA2hJO522G9Wfwfq7X0rhs/gIdKj8ZuZ+TFU6zh8KDXPzOil+FxWM3eFNbDMqCcPBY4UEnyAz+qoX1SswsoVwBnUSx5DvHYDmcfJ7avvpBxqxsY8s0UKZwCSEDHyX30jepAxNc8dD+LZhjj4fBJeFVIN1cZtbRcktq0FhNIFJ9FmiJHhVY8dJOatbQUtVPOzIoG0e6prfhr91bXRW2iVskGVxudshfXj0VA825Y50w9Z3WPZm44csbvcXFteNJHbWiLcPI5tp4NBfWsKae11Eambu+iahPG5omBHEbt7sDf3BZAQ2qn4LldIkGfFiXHmfGI9MeleXsY7aGK0iiuHkQQjDaxbTqGZ9i7AE7kZ9ZpbsHvHfeSe9aY8UGDcjFFcfSHpBxSZddxNa8HgPwnW7ujv71SBApI8Mah7agN5xjhkT9oI5+KXIzi5vnZlGeeiNtgufelAB4Gq+v7tnJZyzsebMSzH2kkmk+utkeHYywHlZZZJXvuSnCXpZcPPfurmHtpodaQ5jXCW0KIBg6gAoAwDg7+ymgyb59f6abEuwGuDufuqD5oI/21vhnyAas2gFuJ9VDhV3gPQJY8pOflpo4NJ9wh/JR/4RS2Q7H1g0i4JZv7niYjSnZp33Kxp6I5PIVUn1A5qHO7XgfomBvZ8R9VP6KKK9AvHIoorFCE59GODPdTxwR83O556EG7ufUq5PrOB411FwjhyQRJFGNKRqFUeoeJ82JySfEkmoP1IdFewg90SDE1wAQDzSHmg9Rf0z6tA8KsOuRi5t91BkF6LZ2G6Nm8cz6LGKMVmisq6NEYoxWaKELGKMUVmhCwKKzWKEIrNFFClFFZxQBUVQsAVnFZrNVJQsAVnFZFZqELGKKzisgUICxisis4rIFRVSsVkCsgVnFCFgCsgVms4qKqQsVnFGKzioUgLFFegKzpoUryKzWHONzsBuSeQqtOm3WokTi3tFNxOwbGkEoukop3AOSC6jx3ZdiCSJAJyVXPDc1POOcYht0MkzqigZyTz9g8f1DxxVQdIesW6vJha2C9mroT2rHDEBlQ4yO76XjyxjDggj3w3oXPdP2/EZCTnIizjH7E9gy3MZA2pzvoIouIWix6ERbaUYBUAZmg5nPPu+O9ODKd6yun3u5euiXVrFEe1nPuiYnJLZKg+w7tjw1bAbAAUp6UR//UbH1QXP/euHU+8c6T21uuuSRPIKpDMT5BVyxO2dh6+W9VR0p6XS3NzDp0W0ZimUS5QzhC8BZS4JWDWQDhct9zBDjBFW7Tjkk1a0Ekqz+lPTW3te4xMk2NoY8NIc8iRnCA+DMVBwQDnaqz6a9IL24a2DH3NDLc9n2UTESFTBO2WlwG304wmnYkHUOaHiPGrKwTIDTyHfTEDLI582b0VydyWOTuQGNVv0g4xxPiTRKP6FavKYgB6ZJjd9yRrJ0Iw20LhiCu9Ukoy1CTwCInOkNQQG8Tn4BWD0h6c8O4avZpiWYbCKHDEHyZhlUPmBlh8Gq/6UcX4vxCCaXeytUjeTSpZWdVUnBIId84xuQp8VFTvoZ1a2trhtPaSY++PufkHJR6hyp66wU/oF5gf8mm/wGqOjkeKvNBwH1KuyWKMjoxU8T9Aol1edVlpAqSsvbSkA65MNpPPur6K48+frqxreMDlTn0V6MTyxR4Uomkd5th8g5n9VPL9HEj9LMjc9+WBzJA8Bzydqv1qCHsMz4D6lK6liMR25MuJ+yhvVFwppBckDIN7d78gP6RIP98VcXCOjsMYDSEMfI+jn2eNUt0T6ZJbdvDbqb2d7y8lEdr3o0V55CvaTY7Nccj2Yl0kjNb+PXtxJvxG79zIf+RWRzMR4CSbdh5HB0HPIVgkE01q0HLNdSMQQ3IqealHWn04s4buxIkDy20k7C2hQyzSM8PZqgjTaMnJOZCg22ySKa+O9JuJXC65pIeD2x5GUrPdsPDTFtFG3gUYMw8CaqbpVx2KOazFjCtqImuHV9mlZjGBlmYN5505IB5eVMXFL55G1yO0jnmzEsefmfD1cqbBgGNuRlxuePcqzY57rDX33qc3PHrCBy8ET3tz43t+xlbzGlHzgAnYYUr4VWvDOIP7mgGpgjqxZASFLaiRleR+XypSrbj2im7hi5soT5KcfnGtu4GkU5/RZm1Na8R9UqWTY+ymzjUnftvyr/wCRLWwS1purd3eEqpIWRizAd1QYZBlm9FRk82IFWebeXqrtF/P0WwvXlm/RSeS6hAJ1mXT6QgAdV2J787MlugwOYkY+qlXCobmY4totIOMOoEzeB3mnC2yjkNcMcpG/ypdiWg0FzyurCGgq6w4myQW3DyxncjTH2intHKxx/elH3xyqc/wqxrhRchmlHnHiOInlpNzPpQHPwFlz4ZqSdEegElzc3CXD4e2aMMxPuhzriSXAkmXQg74+9xIcjnirX4D1f2sJDaNbgY7SQmV/z5CW+QYFEbJpBYBovnc58EibFwRGl3GgysMhqqW4dZXcw+4Q6Fwe8qb8vG5u12PjqggI8jyNPXV71dtdxRXUj/fEVwSDNLjHjLcGTB5n7mqY89qvOaBVRsADut+o1FepVT/JtkBzMCYA3JyPADJq4wbA4b5Jsc/DRZnbRlfGejAbcZZ3B18FAKKKK9AvOoqYdU3RX3ZcjWMwQ4eXyY+8j/vkZP4KtyyKiVtCzsqICzMQqqObMTgAesk4rp/oD0cWytkhGC/pysPfSEDUfYMBR6lFZcVNuNoMyt2Bw3Svqch7om3iPWVYRO8bSMHjdo3AhmOGRirDOjBwQRkEikp62OH/AA5PoZP4apLp2mL27H/Spz88rN+2m65sZEVHdJESUExuyOqyAYyUZgFcDIyVJxkedLbg46CpKc7aUwJAAtyP3V9v1t2HnMfZEf2kVqPW/Y+Vx9Gv+pVKt0buhD7pME4gxntuyfs8Hk2rGNB+H6PhmtvDOid5NEZ4reeSFc5kWNip0+lp2y+MEHTnBBqOrQAVr8xnwUjH4kmgbpXI5cVcD9cdmOSXB/uR/tlFaT10WnxV1+bD/rVU3RroleXYZraCSZV2ZlACg4zp1MQpbGDpBJ3G24pKvA59Nw3ZsFtSguNWEMJd+zQMrkNqZxp0gE58Kt1eCtK37+Kr17EkA0seXDPyVwN1023hDcH29kP/ADDWs9dcHxE350f76rPh3Qu8l7Ps4ixlge5jAaPLQRsFaQDVkd4gBTgtkYBrVwfopczpHJGq6JXkSNnlijDNEoaT7464Cgjc4BJxzqOhw4zI8+/7HyUjF4smgB/493LmPMKzX664/C3kPtkUfqU1qPXav9mP04/0ah9z1YXySLEywiRyw0e6IWZQsbSlnCuSiaEPeO2So98KbD0NusWTaBp4gwW2OeZLKo14Hc9MNv73J8DUBmGORHn3/YqXT4wZg+Xdy5jzU/frtPhbfPP/AP8AGtR67X/syfTN/pVDeH9BZ3EjO9rbxRzPb9tcziGKSWMlXSJipMmME6guMcyMHDN0i4NLazPBMumSMjIyCCCAysrDZlZSGBHn55FXbFh3GgpXvP3S34rFNG8SQO4fZWO3XZL4W8Xyyuf/AACtZ66rj4iH86T99RDivQyeGyhvn0CKdwqJk9oFYSFJGXGAjiNipySRj5HQ9WV0JrCFig/lCPtIn72mPEfausndyGRME4yN/UaqW4YcNeOmfkpEuMPHTQf1WHmnd+um68Irce0Sn/zBWg9c998C0+jm+sU38F6ve1itXN1bQve6xaxSrKDLpkMY7yoVTW2MZ+EBudqZOjvRiSe9Sx+9ytM8LEjUI2j1dpkAjOnQ3I+FSBhzWlLZ56Z+mihz8X2ak3pS41y9dVKH65L74NqPZHJ+2Y1rPXBf/wDR/oj/AKlI+KdAh2KzWlwt4rXKWmkQy27dtIMoE7baQHkSp2znlnCyfq7izcQRXiTXttHJLJbrA6xnsgDNHHcF8PJHuPQGTtthiI3sNw+Rt32t3lTTF1pU/wDIX7r3yyFV4brc4h8KEeyIftY1qPWxxH4xPoY/4a2cO6DW4Fql3dG3uL1Y3ghSAy9mkp0wvO3aLp7Q+8AyoySeeFPDOqa4kjkOoCSK+ktHzjsY4ooy8108nMRqcKBjJJHntBkwwzA8v2v4KQzGOyJ8/W9vFNz9afET/tgPZFD+1DWk9ZnEv7Q30Vv/AKNOnR7q/jvfdnuJ5pxb+544WZUjE8s0hV3I3McEaDtN+9pGfELW7gPQS1nu5baN7qcWltNLcvEsYMs8RVexto3TOC5KAuSXI2wBlpMuHFbC2dssj9fdCoEWKdTtG5t2s7kWvy8u8JhbrH4if+Uv8iQj9UYrWesDiH9pl/7H8NTDhXV3by3cdv2PFIR2E9xILj3OsjpGFCCIIhGTIwU6h4gDzr1Z9XkD3lrbG34jbCUTSSGeS3ZjFFEzfcxFGTq7QxruD6Ww8qnE4caDKuQyv9lYYXFH+o50zdnb76qEv064gf8AlM/yNj9QFaT0yvv7Vc/TSfxVY1h1bWsjWJaO8tO3nmWS3uXj7U28Vu0zTrpjVowHCxHUvNxy2y323VvHNZWc0Or3RNPEZoyxOmzubqS3gkAxzXSmW9bE8hR1rD8PkOf2QcHib9qvieXH+4fNQV+ld4edzc/Ty/xVpPSG6/tFz9PL/HVg3XRO0hZ3EEt2bi9ubWwtFmeMGO2OiWZ5VBkJ1ghU2GMkk+EQ6wuCCG5EUUU9uXSJhBOVd45JNiiupPaR6vRdsMQTkcstinjeaAemmetbZZUqkTQSsFXHWmuuWlL551oRZNT8auDzmnPtmlP63rSeIy/GS/SP/FVvdOuhdvC728Fra7tDbx3DcQkaYSzdnH2nuXtScpLIToIxpXJGNqS8P4Nw6W9l4UlscRrPGb8yydss0EbM8zLnshF2imPRjG6nxwFtxsZbvBpyrplxz55Z8kx2Aka7dLhWtP6szWgy5Z5c1U0lwx5sx9rE/rNasVeHRLopALbh5aDh0he2N5fPcyuJ0tWkLCWOKNtWlYsgOV05CjPOqe6Q9j283ufPYdrJ2OrOey1Hs8573o457+e+adBiWyOLQMvvT3yScRhHRNDnEX08K++abuzHkPmFZCivVFaVkosAUVmihCKkHClzFaf/AMmfm9wzGo/Uw6K2Ra3hcAYj4i7SMxCpHH/J8w1uzEKi6yF1E8yBWTGu3Y68x6rbgGb0oHI+isbhHD2lI08vFjyH7/kp86dcAiXhl8i6Wle0nRWdlUBmjYDdiEjGTu7EAcyRiofY9I3b7naobqT30gzHbJ5nWwDyY54UIpB2c1Gus1lNpcm6uDdT9i+iKHu20D6dmwNnZT77dvAk15+aOSXM0HJelgfFDkKlWSeswui2/D4WvJERUeVT2duhA3zO4AYeI0Ag+DCoP0llV8/ylc+6Tz9xWmUgBHhIxJL7jPfZmHgajHEOk07RrCG0RRqFCR9wHA99jdieZzsfKmUtWiHBsjyCVNiZJMytvA+NzKlwlt9xjkurliqk90ds+ldXpYAONiKQNcOGw2DnxHnz3862dDFzHL/9xcf58lbOJRZYeJ8AN6c2zUs3dRMfSCX7rb58pv8AAK1pOK98dgOqJ+Sr22p2IVFGlcanYhUBPiSM0zT8YiHoZmycAqeziJ32E0g+6Nse7EkmcbGlOmawnePugWhkJcBQe7pxuVJxjPPl58q8cNuo4baKKZgkuD9xwzzbscfcUBkG2/eCj10q4T0dv7rkvYRt8HXACDnmxzdyg7AoTAp+YU99UXV1BNbJLLlg4OYx3IzjbvKuDLy5yl/Hzqm9JIew2nM+Giq+SGJpL3VuLNvx1yUJtLmSRtFvCWb8Mdow8x2MLCKI5xtcTf3fJw4n0IuWez91HuzzmJVcpJozFJJlYVUWsfobrpk3x3tsHoXhnB4oVCxqqqOQUAAfIBio51jQ6p+FhRv7tbb2WlyfD1CruwgIrI4nLkM1mbtJxduxtAseZyK0cD6trWLSzL2rr6LSnXp/EB7kY9SKoqY2tqq7AAU/8N6KXEuO7pX4UncHyD0j8wqTcN6DxJ3pnL+ofc0/XqPz1MmPw2HFAR3BIZs7FYk7zge93v0VE9C4ieI8VwCSZrYAAEkn3Hb+A38atLhfRG4k3K9mPOQ42/FGW+fFe+g8kVre8bkKiOE3VqUkbEcZUcNtA5Ej4XAcNkgnfNNHSz7IGwhysUjXL/BtV7Rfp3KwketGY+qsB2jiJOzCzxPO/d6rqt2TA070rq2AoOQA+nJTeLoNCqMZXLd07Z0LyP8AePz0wdQ13BBwXhzaVU+4oWkfATfQMlnbHz1R3Srr4v5tXYJFaLhu+x90zYxsQXCxKfwezbGeZ8asN1c3qxtK9xdHs4iRIzukbdmpOlfvcSjfGAowPlpZwc0v8559++C1smhhH8JoUxoop16I8Ce7njgTbUcu3wIx6b/INh5sVHjXsyQBUrwTWlxoFYvUF0V1Mb2Qd1dSQA+LcpJP7u8Y9Zf4Iq6K0cNskijSKMaUjUIo8gBge0+JPic0orgzSmR1V6rDQCGMN8+9c8X/AEe918XuIc6I+2kknk5CK3TvzSE+GF2BO2plqZ9Yd3bXVrBKssc1rbcUhjKxpKi21hJEiCIiRVY7RAkgEZc45VWvWfkX92POU59YKqcH56i+RnwzXSOGMha/epQCn196c1w+tCLfZu1qTU+NvI358lc3WTY8SSbiF4Zxb2pjaO3JkV47mBwFit4IgWB1Jgk6QAdRyMk0o6UcMuJJra7tbhLXh1vZRdhciVdMOmIh4uxDa2nd+4V0knIByV01SKqOYArPZjnj5cftqowZAFxa3wjKgHHPmai5spdjgS7sm5r8RzqTnTK+QpkL1Vs33Bpb6z4YLaaGO3hjc3TNPHF7mu2kLzTyIXVid9SFQTjOMBsl06Q8Qj4knFVtHhElxeWhxNIkHa21vEqiUF8BszKXI5hSMjJANLraMTsjE4yMKSccs7DOM+PKvSWbsuoI7LqC6gjFdRxhdQGNRyMDnuPOg4TXeyNrcTvXve45I66ct3MUN+Dd21rWJ45q6pOl8VobmW2kjkawsuG8PtyGGLhhNrumQc2TC6WcDB2PkaZus6eylm4ZbW8kZtDJJcSkumiIXt0JJEk3wnYxgrpbBVQM1XFxwK5VS7QXCqObNDKqjJAGWKADJIHtIr3e9HrqNS8lvcxoObvBMijOwyzIFGTtzqGYSNrg4Ov4cKfc+KtJjZHsLC23pevkbA8grBbpNCb7jl52kepra5hte8Mys5SCNo9+/iOPVlc7EHlUr4H04sknFtLJG9tYW1pJZShgUNzb25SRQw9JpO1K484z4kVSdv0fuXiM6wTtAucyrE5jAHM6guML4nkN84pNNw+RVjdkcLNnsWKnEulgraPhYYhdvE1D8FE+29pTTQD6A+ZUsx80d93WuRvUn5VI8grI4Zf21zBw9pJrNGs1uUuLe9ExR2mlMhmjWEZmZshiupe8BknFRvir2M/E2IIt+HtKu4RxiBEXUFQKXDSlSBtkGQE4xszS9HblZ1tmikW4bAWEjDnUMjY+Y3+em2WMqSp2KkgjyIOCPkNOjgaCS12hplYE1qPHI+qRJiHOADmixFbG5aKUPhmArV6T9ObK9tr2Io9q8rWbQ6pGmUiBxHpREiCwaICxxkgknmebu/WjbdpxLJLIAz8LbTJ3ZPcfuMpjGY0dQr94BQdRO+KrnhHV5xCeNJordnjkBZG1wrrAJGQrSBzuD4b1r4L0Dvp0MsUOUDtGWeW3hxImzppmlRsqdjtz9hrOcNhgCC6w/wBwtl/8081qGKxZIIZc/wC03F+Frb1ba0Uzl47wwNw6czyy/wAnWtui2iW7qZLiImQsZpCqKplKk4U7R7ZzTD1ddKoouIy3tyxjLi6kVo0Mmm4uCcELkZVRI53I5AeNMnB+h13PcvaRRh50DF1EkRVQuMkyBzGRlgNmO5ApHY8DlkjuZlA0Wgj7YkgFe0cxoAPfMWBGB5U0QRbpbvZimYycbaak+KQZ5t5r92lDXI5tArWprYDwVi8a6y0C2mJJuITW16t129xDHb6Y1TS1vGEZm757xZsgEDY4Glsu+lNhB7smslu2ubxJYw1wIlS1SdtU2nQ7NJIeSsdgN8ncNAbC1aR0jTd5HWNB5s7BVHzkVJePdBJbcPrnsWkRghgjuRJOXLiPQsQXJYMdwcYAJOMGo6vCwhtf3vwFqV4UU9ankBdTLXhalib1pxJKf36a2EktveTQ3TXlvFCvZK0ItZZYBiKRmLdsi5wxjCkZAHeGdWv/AIVp0S07IuJY7m5u7zOFjuZJpi4QAMzdksTNHhgMEggZVSGnjvV9NAkjNNaO0DxpcxxzantjIQqmQFAMAnDFC2N/AE17470B7CBbhryxZJFlaEI8zNOYjpdY8wgE6+5uQM+PjVQzDGmugzOmXka/PRXL8UK6WqchqL+Yp5jUpTfdOI4oLiDh6z2wnvluQ2UUxwrGumAaGOyzguPDRpU53pxj6xbUyXkr28ytfQQJP2Myx4lQsZ5I2KsVWY6DjGdnJOW2jHF+hM8NjDfOU0TMoWLJ7RVcSGORhjASQRHT55X14crnoPbpardtfw9kztGuLe6YtKqa2jHcB2G2vGnPjUlmHI1zpUbxJIpw7gobJigdBQVod0AA1uAe8+d9Fv4N0zs4HuCltctHcWvuZg93mQKzlpCJOy2DAINIHvSc77I7Lphb27zPaW0kLS2k1rqe6aVkaUr92UmMYKBcBRjnnNbuPdBre2yk98qTiJZGgW0uJMF4xIsZkU9mDuBknAzk4qN2HBtdrcXOrHYSW8ejGdXb9r3tWdtPZ8sHOfDFWYyBw3hWlhfeodBnmqPkxDTumgIqbBtRS5yySrov0okt5JpcGWSW1mtld5GzGZQB2oJDFigBwmQDk7in7gXWdLb3NvcRxrpgso7HsS5KvHHuGLachjJiTkcYxnfNJOhvQtLi2kuppZIo0nW3URWz3LO5j7QnSjqVCrjfBG9KLDoCtybiOylkmuIDCRDND7naSOQqjuA8hKdi7DVq96QfECiQ4ckhw5HOnDPLXwUxNxIa0sPMXFeOWenikHCemYEIgubeK8RJZJojI8sTRvLvINULKWjdu8Y22yTz2ARcV6VSTXi3six60khdY1BEYEGjs4wNRbRhADvk5NSu36A2mbwme4mjshbpK9tCjmS4mdkeOFWbvpFjdyRnveABLjB1URdrN3rySKOytrtYooUF2GuHdVgeJsqJFEbMR3cePIk06fDNJP31p5VqK5K/V8U4Bv1GlRc5mlCBWvJVrxbi8ktxJdE6ZZJmnyu2hy+sac5ICHGM55DnUk4x1kXEqygR2sElwui5uIIdE86n0lZy5Ch8d7QFzT1wzoBbyXE0fZ8VjS3s3uZI5I4BcyPrVYo4kRXBEg18xklfAc0/SfofZ23uORxxFFuu1VrWQ2yXalWVY3H3PQsbluTJq5Y9VjNA4htLjL1+leGSqIMQ0OcDQE386V8zTjmo/H04uRcwXS9mslvAltGoQ9n2KI0YRkLHUCrnO/PcYxUadsknAGSTgchnwHPYchUx61uEWNpNJa23uppYXUSSzSRMhBjDFVWOJG1BmAydu6224w/cP6F20bxW0sF7eXLwxTXTWzACzSbdAsfZsZXVSC2shScY8quJo2NDwMxbuHjlf5pZw8r3lhIsb50qbUyztw0VX0VMOO9Go4bDtsOZ5OIzW8JbKE28KEEtFviQzbEZOOVS3j/V/ao13GitqjuOGWMDGRzm5uNDXTEZw3ccALuAQdqscZGOP+CB6n1VW4GR1csh8wSNOA9FUVFWnx/gXDpDxWC3geB+HRTTJce6JJVl7BwjxvHJkKWJIUqc5XPhgunTDovaWaFRb2MjxW0bStNxCWOczdkGfFssmSSTlUAGrOwxiqdeZYUNTpbkePPvTPy59Cd4UGorxI4V0OlFTFbbcZeBSSU7Zm05OnV7nlw2nlq29LGdsVpArdZffIPyrf8Ad5qbih/D8R6pWCP8Udx9CpU/GpXQJnTGNtCd1flxux9uaY+ln9Vn/JN+qlMYwfbWvpJFm2mHj2bAAeJIwK5zh2T3Lrs+Md6RTHc+o151bfu5f+tJ+knF4LeWSNm1yKW+5xjtH2J3IU6Yx65GT5abeGrf3hxboYYuWtSC2P8A7hl0LtjHYI58NVZziWA0bc8AtggNKusOJsl/AeKw20T9uyxlp5yiHJdwZn06I1BdwQRggYOedY4H08vFmL8OiKS6HjEkqLLIocbkQAmKNvIzyAfgnkV3Vf1bROZmmJZkuJ4WAJAcxyuhLOczSBtPos5X8Grf4dweKFQsaqqjYBQAB81UEUsrKONG8MylSYmKF5LBvO4mwVAS9X87T2vupyTM0gGSJGQRhW7qlRBEDnGEjJG+G3q3ej3Qy2t+8qAvjBkcl3OPAuxLY9WcDwrf0zty15w1VUsc3OFUZJ7kfhz8asPhPQaeTeQiJfznx7BsPlPyVI6vhqlxFedzklPOJxdA2tKZCwzKjcEY8P3VEupZP6DBjJODsozsSdz5e2rzi6P20GBjtH29Lvt8ijZfm+WqS6LdJYOH2FvBeSpDMid63T+kTgsSwBjhLCM4I3kZRSxtHpD/AA217+f+E4bJ3G0ldztyr91P+D8J1HMjaF8sjPz8h8hNbulljGs/CZIUysF9JLPJ4JH7gvE1PI2wXW6DnzIqluN9cT7izgC/89dkSv8A3YIyIkPLBLSD1VWvTDjtxdPCbqaS470h0ucRqRBIVKxKBEhB8VUUuTDzzXkdQcAtUL4IDSNt+Jv78F1b0w6/bCDKxyG4ce8tVEvjg/dWKwDHjhieexOAaf6U9ed9PkQLHaKc4dv6RN6iC47JT+D2b+3xqolkwNtqFamw7Pij0r3qZMbI/MrdxPi0ty8rXMstwyzAKZXZgo7GI91SdKbk7KAKT6/Lb2bUitjvL+W/8mKtymtTAKW4n1KRI7teA9FskOx9hrfwpyYIASdIhiIUk6QSg5DkPkpMV5+z9lSzq/6ET3r2lqmhJZLaCRe0bQpRrdJQc4JOYyGAAyaRiHhpBJ0P0WjCtLgbcPqnEmuhepXop7mt+1kGJ7gKxzzSLmib8ic628ckA+gKrLqc6Ke67gO4zBAQ755O/OOP15I1N+CuD6Qro2ujjpv6B4/ZcLZeG/8AKfD7rFZoormLtrn7pBwxJ+O9hIcRy3cCPvjKskWVz4F/QBG+Wpx6T8ZvZhfwtBCnD4ZRAA8McSWI7bs4pIm7jtKAMkAt6WcBSBUY638rxK5IJB1xMCDgg9jEQQRuCD4imnj/AEqu7pVS4nlmRN1V3JUHGNWORbGRqOTud9zXY6Av3HWpQZ6cxz05LzZxAjMjb13jlS+YoeWuteVirrtZ7mPipsFjEXCLeNhNG0S9g1sLcs80sjJ33kkOderJIweT5OB8Jgk4XFbSHTbW8dtxWYtuxt5Zr6UqfEs0MSRjx7wqkbzpRdPEIHuJmhAAETSsUwOQKk7qPBTkDAxypO/HZiCpml0skcTL2rYMcX3qMjVgpHnuqdl8MVnOz3kC4BtlxFbnman91oG04wT2SQa56B1OyOQoPnYLpnhfFCeJTySAKwj4bw7HgHnD3U6L+KGVfkHlTJwnhyxxcM4amCE4lGspG4mktIWvLtweZUTssODy7Ejyrn9+OTEljPKWLiUsZnJMoGlZSS2e0C90SekBtnFa14tJkESyZUsVIkbKs/pkd7IL++I3bxzVRsxw/q0GmoFAVc7Xac26nXQkEjLlRXVxmKa5u4FaLjMaXHEI9QvJn9ymPtTM6JCUAACISi8lCeqjpb0jSS24tc2xu5meR7O4inn1RW8MzFVuIIEXSVYp2aFiGQkncas04bmd8HVO+DkHVI2DyyNzg4JGR5mta2Mvgku/kj7/AKKaMCLVOVPWp15BJdtAmtBnX0oNOZ8/FXR07tL9bqS6tplteG29qnuWbtAbYwdgq9kkQ1LJLI5dQpQnOjyStgsIYZbOW6ZY4OE8OtBurSBuIT6pEUIg1OEbTMwXcaUJwDmqXXg9wRgQzkc8CKUj2+jWwdH7n+z3H0Ev8FAwdgC4WFLChplnXOlfPzg43tFwYbmtySK55UFq0tyoTwvHhcazcQ4fexzC6K8MnPasOxM9xbF7bUyyEaGZ512Y+Gc4qkek3Ry4tNK3CqGdSw0yxSk4wCSYnfBJPiQTv66yvRS7P/Jrg/8AUSfw1tTobe+Frc/Qyfw02GIRO+MUpTwFSL158PJLnmMzfgINa2JzIANqcuPmrcTiVktza22i3a5seHQi0u5Z37AXccfaiN0V1iwWJPaE5D4GDsAn90LJY2Qb+SLh290XM/u25SIpNczNKQI1lXB0tggjbAG29VlH0FvzytZ/lTH68VsHV9xD+zS/9n+KkdUjt2x59/O2daDVaBjJb/wzfgNLf7b0pSp0U46F8bsbCJO0kb3RdXMdzL7iMMiQwwz6obV2aTuIzAyMo7+jAbG2c3tpbNb8Ugiu7CNrninaAyzhVa1jzNHpMayasSSaRtjuvvkYqFp1ccSP/JpPlaEfrkFbB1ZcT/szfS2/+tVjDHvb3SXJrmNDUeVFQTy7ob0ZoBQWOoofOtVnq8jhg4pb9vND2ME+tp1YmI9mrOhVioJBkCgHAzmpD0xv4ZGQzT8NMcl0rTNw6DTdqpLM0vatCC2Dux3LHGxNMkfVXxI/7ED2yw/skNbR1S8S+LT6aP8AipjxE54eX6U0VI+mbGWCM0rXI8rfL1Tt1lcbtpbUrJPBf3glX3PcxQNFKtuudQuJCiCQsuFCAEg5OTzDZxviVnPJwuB5SLS2tIkuHCS57QlpLhFVU1kuQqBwMAtnO1ek6n+In3sI9sq/sBrYOpviH/R/pT/p1RghYAA/KtLjUUtbyVpDiHkkx50rY3oa3qamut9Al3SjrCtby2v4zCbaWY2rw/dZJlcwOFCBAgjtwsGRhcKSTzPOO8U41bvbcKtgW0W7zSXfdb0pp0ZsAjv6IgQMZznFPKdS1+ffWo9ssn7ITWwdSV98ZafST/VqGDDsFGu1rny3fREnWpLuZcimVLb29pz+SW9ZXTqO5FyYr+7KS7JZ+5uzi0nA7NpDJnTgEk6d99t6iHR1v/pvEx/znDSB/wBZcA/rFSSXqWuVUtJPaoqjLNqlIUeZJiWo10f6ES3TlYWVkViO1IZVOCVLAEasZBA8TgnGMZmIQNZuMdkQchoRwA4Z5qJ+sPfvvbmCMz/UCNSeOVgpB0V6YWsVhFambiNrKs000r2YRe0L91FLmZGIEYXbHP2A166N9P7exZpYFnubmacdvcXehn9xhhmJCHYmWVVBaRsAEAd7SpCTjnVdLAYg0yN2rlBpRu7iN5MnLb+hjHrrVxvq67JhGLhZZTjuLERpB987doQg8tiT4DYkVLcOa1cbm/ulVYOxTaUbSgoDa2mppXnReB01S3t7i34ebm3M1726yahGy2wi0pBmOQtqVyd84KgeJOM9FOmkUdvdRXQvJZLqaKR54pwkpWIdxWkkDue8WJ9RAph49wmC1jeS5nEYV2RVCanlK/AXWM+GfBc7kUz9HrG4niluOyMUEaPIrOe9IEUtjRp2JA89vmzDpMN8BNzfWtuJ8ENjxXxgWFhlS9cge9TFumMccV7HbLcoboWyrLLPrljWFy7jWqqfuhONsYA8aTcX6YLNc2d3JFqmgW390HtMe62t2BVyezPZu6jSx7+cDljd24f1dK6hjK24zgIP4q1cZ6BpE0CiRz2spjJIUYAilkyPXmMD5aZvYdt/vwA+gSwMS+wy4WpYk5ZZk+dMlEeknEjczzzsMGeWSUrnVp1uWCZwMhQdIOBsOQqa2fWcFeO4a0je9ijjjFz7onRH7IaY3kt0wkjKPEtgkeGBhS3QCzRO0mnlRc4z3BqbnpUaGZ2xvpUE+qo+/RmL3RCp7eG2lSRxJLoaRhGYxqCooVQdew7+cg5yCtVdNh5AGkGgtqPBMbh8TGS4EVN9D468c0o4J0+0RRx3FtDdmCaS4t3keSMxySsJH1LGdMqmQa9LVmz6x51KF0jkZeINxF2YsO0nKFFUgeikexUA7aR5Vp4nwK2ziHtio99IyZPyLGMfL8wpri4UhmMfe0iJX575Lup8OWFFTTD5kZ9/3t4Ko6zkHZd2nhfx0snbi/T53WRIoLe3SeVZbkRiQvclX7TRLJI7N2ZcklF08z4Eg56V9PfdZlaS0sRLMO9OElMoOAoZWaUgMFAAODjArUnR+L8L87/0pLJwRO2WMA4MbNjV4hlGc+AAJqf4AIIB9+PJBGIcCCR8ufK2Zy4qOUr4PFmWH8qR88E37qUcRu7NCwGJCPFXYoD63BI8D6Or5Kr/AIrxN5Q/fCoT97QMFI3G4Zyz7Eghj7FFY8ZtaENLG3PvVb9n7DxDnB7rNv6cFOOlHSy0t9Sh+3lHOOAqwQ+UkpPZRnIwRksPg1GeJJxO7hkkx7lt0XUQupC48jIQJpAeRCCJCCdzTVwWQIVaMqrJyJVdvZkFB81Sxumdy0UkEhV0kQoToAYZ98CmM/Mc+GDXD/MA8kSkgcvqc16I7KkjoYQ08yb+Ay+amnQjqutYkVnUSHZgCAEB55EY7pYfDbU3rqx7SFVGFAGOVHV/am8gSWLHZ40kseTAbrgZJP6KfLjg6xnBJc+CjbPyDc10RiYIxRlPBcR2DxMrqyV8VAuqqyd/dWkE6r69x5f1qYEk8gNudW1wrocuA0zevSp0j5W5n5MVVvRvpVDw6OdLh1SU3t9III8TS6JLuZ48ojaYiyEEdqyYzg+OGLpN1y3U2Vt1FunhJJiabG24UjsYzz20yepqSTiZuyyw4rS2LDQnef2irU6eTW9tdcOn+5RQQe6zLKzpGo1pCqDU5BdmbYAaiTUN6YfZCxDUtoj3BG2s5giHysDM+PLSikcmqgull00s8ckrPM5SfvysXblHsCxOkDwA2HlTex5U2HZcdayXI/yom2k+lIxQFTDpR1g310SJJzHH8Tb5hQ+piCZJAfFXdgfKq74KoEUWAB9zXlUhtLJ2w2MLn02wq89xk4BI+CMn1UwcKH3KL8kn6q37jWkBopY/RZGve5pLjW4+qUr40nv/AE4fbJ/kSUrC1stbUPLEpOBpumz64rK5kA/vFAvy0SuAbXu9VeJhLvP0SACldjw6WU4jR3P4Kk/OQMD5al3BJ7REyluZXAGp33Vcj3xY6FHrIFaL7rAJBEbLhditsgkCc/SmYrbIMDn2m3lWaTE7ulO9aGYbe1r3KDRwEGYEYKz4PqIhizSiztGf0FZsc8AkD2nko9ZpXwRJbhpBBECTIGdsC6ZWZFAJLmKzA0Bdvu5zuARvUz4f1W3E2PdL7DkGbttP4sZVLVfxTC+PM1WOZzh2Gk53yGapO2ON3beBlbM5cAoIiKcgOJGA3S3U3LDPLLR/cFHraUYqS9Hull0WtpLOILJbwW0Mco1XDkW0EduraY9NsjMsYYxyTNjURvVjxdWttHExcGUqhI7Q6lUhTgrHtEn91RW/qXtVHDbM4GTAhJ+Sh2EfK4CQgWOXhXNKG0mRMJiBNxnbjoFdvQbo8tnbxwLgkd6RvhytjW3njko8lVR4U+UCs0OJJqVpa0NAaMliis0VVWTfc8Dt3Yu8MLucZZo0ZjgADJKknAGK8rwC2+Ig+ij/AIacqMVbeKruN4JvnsreNWdkhREBZmKIoVQMkk4wABvmox1V9LrLiUUr25SQxTSqwMXZsqGRmgOhlB0mEphscwQe8GATdbvTizgguLV31zzQSxiFBrKmSNlUye9Qd4NhiDjcA1WH2PPSm2se2juD2Zm7ELIFyg0doCHK95Rlwc6SOeSKuI3uG8FPZAXRixAcgB7ABW3NIxxFCAyEOGAKspBUg7ghhsQR4jNJ5L1jy2pdCVBICdNVa2uB5j56Z3YnmSfbWKncVd9OxvF8/wBf7qRcF4mGVizZImnUbe9WZ1UbDwUAfJSam7gA7r/l7n/Pko3FO+VKluk+EK2owPIg+w0w0UbiN9SGimSK6YePz7/rpZBxL4Q+UfuqpYVYPCXSOACSQAASSSAABuSSdgAN8mof1Z9YVpxI3K20vamCUggqyHsztG6hgC0bFWw2/LfGRWOsLrAsrRGjlfXLJGwEEY1vhlIBZdginzcrnfGapD7HPpJb8OeQXOU7WOKMSImsKULFtWO+FOobgNy3xirNhe5pcNEzfAsupMUYrVZXSSIskbK6OAyupDKwPIgjYit4FIKlYorIFZqFKxikfGeJxwRtLKwRF5k+J8AB4seQArzx/jEVtGZJThRsAN2dvBFXmzHyqqukgnvAlxMNMSzwiKLOQoaRQT5O5B3fl4LtuWMjLu5JllDLape8k/E5AWBitEOVTxYjkz/CfyX0U8cnk49WsQRJlGwWacDPkLmfx9njUhW5jghVmKxoqA5OABtVYW3EEkSTVII7cyTO4YhGcGWSQ9oM92NdRGj3wGW9LQrS8Xbks4hkPboT3A+Sdum3Hu2kgSEdwSP93/C7JwezB2fulhrOV3GA3hAOl/TyO1PuWyX3TescEDLqjHYtI2cu+eaZzn0mU4Bj3SnpZccQmW1sB2FuCytdvmNjsQ3Zg4KqVJGfT9nome9XnQ20sV7hRpD6UrFdTH5+6P8A45bUgS73ZYbcfsnPwr2UdIw10bQ/NRHq/wCrtpZWuuIubi5DkYbGlNJOAAAF254AABJwBkirL6WW4WyugAABbTAAbAfcm2x5V54JdoGm7y7zPjvDlnnz5Vs6XcShW1nDuO/DKg04du8hB0ICNRAOdyB5soNXBjjbRvqldBPK+rmnyPyUl6N8KAjUv5DYePtqG9POkUTPAsC9qyTNiTlCj9hONyMGbuljpRlXOO/3WWibiHboDcSLFbY7ttGwaSUf84w5g89OAu+CG2emPpNxdXa3RAkcSysQikfETDUzcyTnGT51DGbx3nu14prw5g3I2HLga5JbBKintZD7onxhS+0cY+CqABQOR0qANs88mmTj988lyjOxY9hL7B90g5AbCsrIB4j5xSW9cGdNxtBIPDxeH9O1bKsGoWIQzEmrXeRSkUgtkzcv+Qj/AEyy0l6RdKYLYYc6pCMiJMNIQeRxnCL+GxA8s8qiNja3/Epio/osTxqcKWBeLU+A0gw8w1Btk7NDncnkaTYhoIa254BWiw7iC51hxKk/SPpvb25KLmeYf7OMjCnykk9CPfbBJb8GoN0lkvpvutyOygMZKwgFAw1quGyO1kHeUnXpXYkKfC7+g3VfbWoU6Q7jkzAbH8FcaV9o38yaiH2Sfda1Qbakk/Q6fq51ixQkMZc805D6nVbcCYzM1jBW+Z+g0VVWrs7aEGTjG2w35jbn7K08StGDbqVPiPZ5jw9tWl1UdGFVBK27Mcjb9NSvjnQuKY6uTbbj/f5K8e/aTWSEAWXvmbPLmVJuud4iQfEH9fycj8lPXBpCdiOR3+fw+fyz7SKtm66o1lwEbS3Pltn/AH8P1U0cY6qLu2BfAkXAzpOSMc/WcDx9XhT24yOUJL8I+Mp36rulr8PSYqGkjZfvQYLlw2A2rDacZIJAJ3O21JOkvTu9uchn7CM844MpkeTyZMr+RGoIfg03RRERvzBAGoYxuVwTj5Nx+LTSx/3Nek2DGxzHOIuD9AvIbfe9srQDYj6lNHBFAUgDH3SfAGAPv8n7qdLeMscKCSfADJ/R4Ui4O6hCSuomW4wMkKP6RKN8bn2Ar8tORmZhgkKp96uFG3mo9L2tk+uu3GaNsuG9hc66aONWuJYQzD0J8hcMQAI/EHRk+WrI8RQkyr6CKPwnxI3zECMfImRjnXviaZlix8XcfqjpLdTJGcSMFfwj3aU+yJA0m+OZUD10kyhtd46/QLUzD71Bn/lbJHZjqYlifFiSfnO9NlhaExwBAWJtoGYAE4LRhjnHIDPM7Uot7mWYlbaFmO/ecdow8fvMTdnGw8p5lzvlfCnboP0Bnv4YpZJMQsqlEPeUKB3dMChLePHkyzchvWYYgveOjBNjyGmpWiSNkbDvuAuOZ10CYGmjGoa9bLuVhXtiv4zgiBB56pAR4itaSSu8QhjCmRnjjYj3QxLI2cOezsvverIBmxk8+VXp0f6srSLTqXtSuCvad4KQMZRMdnHt4IqivPT+zVLjhYUAD3XJ+i2mpjoZXjtuplYd/FZBjowf4ba2N3cgdFBOGdU08+lrqTIHJW+7FN/ehlW2QYwNIgPjuc7WFwLqxtY9LMvauvotKdenPMKD3UHqQAVNlwBk7e2tD8ZjGy5c/g7j870f001kEUdwPE3KxPxU89iTTgLD5KC9BLZVvuKgAAC4hA//AKkFTl9vVUP6vMG84o7sIwbuMbYz/U7fkTt+g1bnAmhG8cbSN8IjPy5bYfIKzSY9sYoASan1K2N2W+V1SQBQd+QUZl4VNJE+hGI0Nue6PRPixFaeoXoZr4Xw+R3Cq1pA4CjfDIDuW2B9lOvTDrSsoFdJbmBG0lTHDm6lXI98sWdPn3wvtFU9wjrqW3s7W2s7eSVYLeKNZbuQRjCxqFYQw68hhv8AfF51kdNi5j2Bu/bxW9mDwkIo8733uunqKziitShGKMVmioqhYpk6d8VlgtpZIY3lmwViREL/AHRgQjMo30Kdz83jT5ikV5eY2X5/3VIzUE0XIp6LX+pmeC4Z3JZmaOXUzE5LElMkk7mtn82bz+zz/RyfwV1MTRW4YpwFkqqqzqPubqLXbTxTLH6cLMjhUO5kQswGkNsyj4Wrzq06KKQ928aqEUUUm4pepDG8shwkaM7nyVQSceZwNhVULXx92EExVijCKQq4CkowQlWAdWQlTg4YEeYNU59imHC3YaWWQHsJdEjB8SSdt2kmSNeptC572CdyCTmoL0v6ZTX0paZisQOY4M9xBnu5HJ3A3LnfPLAwA3W93oYOjaWU5VlbSynzDAgj5K1Mw1RU5q4JAouu6KgHU500N5G8UpBnhAJYY+6RnYOQNtQI0tjbdT4mp/WdzS00Kqim7pLxBoYJJER5XVe5GiliznZcgb6dRGo+AyacaKhQuVpujl+8jyyQzvI5LOxjkyWO5Pofo5AbCvX82bz+zz/RyfwV1PRWgYkjIKaqtfseLm8t3a1nguFgly8TtG+iKQAlssygKkij2awu2XJq8qYLK8KeseI/d66fLeUMMjlWGc7zt6ifGRSi9038f4xHbxmSQ7clUbs7HkijxY/vJ2FeuO8Vjt4zJIdhsoG7Ox9FFHix/efA1X3R2F72eSa55RsVjiHoovdOkeZIPef334u1VYytzkolk3bDNIraKW7vUkuc6DGGiiB7kaky5x4sxCgNJ47gYHN461rwxwQwwrquJriFbeID0mV1bcAjCjYE7DvLyGSNvSi+EFyj4LHsVVEHNm1S7DwAGQSeQB9YBY+iErPxyya4YM5huGjX3sb6HAVAfwA3eO7EeoAI2jK5kNWWuB3VNK99F0vw3hYp8b/HG8Gte8j9XRsLg3uJF+VU4XvQfh1obY8alluZ7gsFkaSRLaFkC5QCNlKJ3gAzd07khOVOnTDqHspoy9lm3lxqTvvLDJtkA62dlB8GQgDY4bkWn7L30LH8a4/wxU1fY0XPFNarGNXDgSJDNkImAci3Ppa84yqgx7NnSTmvJPMZnMLmVyvmctTn4r65C3H/AJVHtSHFFhG9VhO7GQ1xAaxoo0WFA2lDpQql+IWjxu8cilXjZkdTzVlOlh845+NaNI9VWz1o3EMXSHWVR4+2tfdCsAykPHGkuQdiRGwbfxxT1ecCtYo5oY0ie44VEYtwCbie/hxDqz98Mdw4UavRx4Yrm9Uq5wByJHvwqfBe5/6mDIYXujNZI2vtkN63lvlja/7wdCqMIHqoAHqq3+mHD4YIUa0a0kl4ZJHbzFVWVpIpUWKSWdJYtDSreCRQRqAWQbgivXFwz3nFVght5Lm1MaWMK28BxEZsXDpFo0TSxppwzB2AZsUHCU18hXQn6Ed6vH+JRIA5rLX+J27TtMaKgtsCJGPJrZpJpa9P4FAAqzeK2EK29yb6NYJRxC1UrYRwtpZrKVzGRJKqop3eREbAkGy+W63igj4zxHtIkkghjvn7DSoUqkerSoxpU8wpGME1XqxsK609cx4J4/EDS1xDCd1hdYihpuWa7I138+XNVZgUYFXTL0fgiSMWqw3U44dJNY6kRzMHvWYSGNxpluYrVgAjAkMrYB04r3wjg8EsiQXUcMFy9rDeXaqiIIza3mpwVQYiluLJyXjGASBkCr9SdlX3wrx+l1kd+K4w0vDDQE69qgN3btK7tNf1dilbqk7dUDq5SNypDAOoIOPP/fbnVr9H7lJ7yKSMYVrOM4+Ce1nDKcbZVhjbnSDrMaD3LBPEkUbcSlW60Iq/cUhto4pIVIGVU3LyNgYzpFKuoC7WGWaeYhIUiUdo5Cop1y7amwoJJ2HM12di4qTDzGEdoEVHfp5heC/1B2bhtpbNbtLc6OQPDSTmRWjgeJa8EA8AdDa2+F9HHbdu4vmRufYvh7T81UR9lVAnu+wt0BLdkSxO+RLMF5+JHZMcDkCKsPpb1wFspZr6u1kDKv8Adj7sje1tA8cMKrLQ9zdQzTs0rprwzEbHAIUKAFQc2woAyD4mu1j+nbAZZLDh3r5Psrq5xLYo7m9+5OduksKoFa2QDlFI5VmAxybkD6sEeupVwW67Qd5dDeWQwPrDDYg1G+MdCI5yXOdThQ3JvQOVxqBK8/Aj9Apz6EcJKXSRg93JJGwAyeQAwAOZA9ZrxhDCBTNe9G8Ca5KRTcV7EgCKSQk47oGPaSxGBUt4axniYPGVDKQDlWG/gcHI/V66rvrc6OXEkmI2KqRyVmGD4N3fLyORufIVM+qfhUsKAPKzgqq6DlsEDdtbd4lmyccgMAcq0RtAss8xqKqiOlCCOS4Ub6HMTA8xucD1geHjg+o4jAQmrh63+EQWrX87M2WjVygj7T746RrpC5Yv2pj07DHf354oq0u7q5bTaxFRyLuFlceGdIYW0RB5rJJIw+B5+u2Fio2QkXJ3tNbBeI/EOFkdO11g3d10uU4cARBGXkIVBLc5diFQf0iXmzYXPqzmtHEukcJIFujzatlb71E2M+i7qZJSMcoo29tOPQLq591ZluXZmjlli7x7RgYpZEbDsNCDK5BjjQ53zVscF6JW8H3tAGOMse8zYGO8zEs3ymuo0zSNFKNHmVxJJIYnHNx8gqLbg19PNAjkwiYSBAoMKgKEL97Ju3B1AFS0OcDYAb2H0a6preIfdMyZ5r6CH8ZV3k8d5S5351IelsQF7w7G2Euz7P6v++pxwvgU8/3tGK/CPcX85uf93NAhijq6Q15uS34nETUZGKVGTRzPimSy4dHGulFVQBgAAAD5BtUa6ktuGWfrhTHmdvAeNXfwvoEFGZ3HrVNh8rtufkAqO/Y8SW8PBeHyaVDm0iLvgL7wDLO3IVnk2owH+GCdPOn2WmHY8hZ/EO7Ug8cq/fivHD+BTvuEKjzfu/oPe/RUL61uFslzwoMw3u5OQ9H+jS7979oqXdMuvGxiyqSGdh7y1Xtc+H35iIfbh8jyqkumvW7PNNCYreCEgytHLOPdUyHsm7ya9MMbEbeg+M8+eYZLipLkUCb1bCxWad40KsubhckmSis6ruZJDpjXzJLYQfoqN8V6TcPt89rddu4/2NkvbnI5gy5WBTnb75tVQ9IeMXF0c3U0tyQcgSOdCkcisYxGm3wVFNxONhgez9XyVuZAT8RWdzmtFgpsvWj2T3JsbWKEyT5eW6drmQsIIVyIwUhjOnTthxt7ajHSHpdeXW1zczzL8XkRRY/IxBYv+zUfsuc/5Y/5UNbw3nUxRNArTU+qJZHVpyHoF7yArBVAGkgYHqNI+Fz4hi8+yi/y0pVMdm9h/UaS8PTMcQAJPZRY9eY08KvWj/A/RVLas8R9V9CqzQBWaxLbRYxWcVEukfTFobtLKKBp5XtzcjEiRjQshjYZfAyDpPPfV6q8S9Ir0jAsXHr90238dY5MfDG4tcbjk4+gW+PZeIewPaBQ5Vc0fIkKQ39170fKf2UgqPvxW8AJNk+ACT/SLY7AZPJ88vKlPQ3jq3ltDcoCqzKWVTuQAzKM+3Gflp+HxkMx3YzfuI9QFmxWAngbvyAUrSzmm/gSnmGNmZUUFmYkAAqOSsx3YgclPjS/+Qbj4pvz4f8AUrz0a/rMH4z/AOTLTb0nvpxcTBZplAc4UOQAPIDwFS98nSbraZVWSSSKGISPBNTSydP5BuPim/Ph/wBSj+Qbj4pvz4f9So1/KNx8fP8ASN++nHozfTmeENNMyl1BUuxBHkRnlUOMwFahIjx+He4N3XXNMwnT+Qbj4pvz4f8AUpHxfodJOhjlgLoSCV7SMbg5BysoOx9dKesO6lSfCSyxr2anSjkDOW3xnnUd/lG4+Pn+kb99Qx0zgHAhWnxmHikLC11jxC8/8EUP9kP03/8Aoo/4Iof7Ifpv/wDRXr+Ubj4+f6Rv30fyjcfHz/SN++r72I/UEr8yw/6XeYSnhPVmsLiSK1KOucN2qtjIwdmnI3Bxyp8/kG4+Kb8+H/UqNfyjcfHz/SN++g8RuPj5/pG/fUEznUI/MsP+l3mFJf5BuPim/Ph/1KP5BuPim/Ph/wBSl3SuaQWlsUeRXbsssrEM2YjnJ8cnf201cP7ZR3ppmY+bsceob/ppLZpSK1C2ySQsfubpyBzGq3/yDcfFN+fD/qVg8CuPim/Ph/1KSvdyudppVRebB2GojwBz6I8TT50Ev3kkmyzMoQaQxJ8TvvyodLM0E2UQywSPDADfK4UbifIBHIgEfKM0os7kocjl4jzpHY+gn4i/4RWrjHEFhjeV/RQZPmfAAetmIUes1ucQG1dkqtBLqNzSWy4bLdTtNc7LGxWKIHKqvq82YYLP48tgN9P8rCCS5CrqkaVljjG2cJHuT71F2y3rAGSQCz8F6P3fEF7eeZ7eB+9FDGSvc8C3wsjxbffbHJW1uhs626XtlLITLBHMY30uwV4+0A3BVmTX453zyBzXFO22b3wnd96fuu1/09Ju13xvcL+Vf2Ub6x+mnuOYhf6VfzxoqRDkp1PgsAcxxqGGlM5bmT6T029HOiF5AP5QllY8ReaF0ye6hDdxCNhpwxXSABjIOAdIWdTfRKNHa5du3uZQHeZgdQbVIDzJ3IAPqBFWjxG0yI88u3i/xfr2rc+NuIi3pPhIsB8j3+i5+Exc2z8UHQfG03JFa6FpH6SKgjUVXm86X8K4kbccV12k9sXLW0upYpGfSCdYXvx93IUlc5wdQ5vnS3ro4faw6LMpcSBdMUcSlYUxsup9IUIPgpk+GBzDH0n44ki9hHHE+klWkdElVD4hA6kNIOR5qp55IKiEcH4ZFoGUjPefcqpP3xhuSDXOj2TiHVLXNFdSL/I095L1b/xRsmrBPFKWt/8AG2QdGCTUgVbvUJ572m8VW/FL95pJJpW1ySuzu3mzHJwPADkB4AAeFJqs/iXDotcWI492fPcXfuHHh51slsoEUs6RKqjLFlQBQPFiRgCsR/CkpqTIPIr2rf8AWXBtAa3CvpSwDm5ZUyVW0Dw8xuD5HzHrpRJ0ge8YwcNhRsu+btol0hSxx2asvgMDW+w3wNgal/DurxbW0nklZpphEx1MzMFbHNQTjI88D1AVmH4ckcaNeCONDT91rd/q9hWjtYZ4PDebXxtZQiir54J0bidVAhiJIH+yQ/8Ahpz4x0Lt4pLIvFD37llZRGmGHua4bDYXcalBxyyPVUS/h50djIK9xUw/6uYeW4wr6cd5v2XOWR+35fP20f7/AC+NdF9MePcMgzHBa2s8oyDphhCIRt330EAg81AZgeYAOaqDj8naTgssSjsyQkcSRIpLqNlUZY48WLHnjHIWg/DM8orvADmFWf8A1gwURp0DieTh9lGLeAscKM+Z8B7TThDFiQoSWVIoioJJVWaS41FVOylvEjc7ZJwKdVbbYYFN3+3k/JQf47ivUbK2HHge0TvOOuVBwC+X/jH8fYj8QUiDOjibcNrUl2VXGgyFaAC1TmlWa98EvSlyFz3WRTj1lyv6j+geVYVaRHactsNMKkknAGJGOSTsBtzNdPHQNniMbtfYXjNn4p2HnEjcx6a/JWmLoKmT8g8TWvoPdhZyzDlurZ2Zt8Kdu6OQzv40wW/EI7u2LQSAgkqJY2DaXXYgHBBww8iCPMEV66PXV0pUSW4lIONccjR6sZ72lopV325MMYPngfLxGQ4g5gr7E14kYC24IU+6R3ztOradKlVGM6gGxvgjw8thnHKpp0YGFzyA3PsqF21rdSMnaLBHFz0qWkl32BMmEQY2OkITt6W27z1gXEkVjcdgMyuhijG3N+6xGdsqpZh6wKdC0mWlcyseLeGRZZBRzpisN7GVZEdZXDufS1qpzGrHxUbNp9EY8ck0lsOGxxgBVAAGAAAAB7BSvgfDnZURVI7oztgD2nlU04T0WiUBpm1H4I7q/KfSb9Fe4hdh8DHuNNe7Mr5tiG4naMpkeKDStgANFT3VVYO6TaVJzeXuwBJ/rc45ftq0OE9BZHwZCIx5ek3zDuj5zTT0F6SW/DrWbtylvqv+JNGJMozxm/uGjKR47SQFCGGkHIII2qM9KevXVlbWN5PKSb7lHy2IjX7o4zth+zPOlCbEy9mNtBxTzhcLEd6U1PD3+yl/HOBwQ8T4ZhTJiK/Lk9/l7k0596u/LlSvpj1wWNrlDKhdduyhHbyA45ME7kR/KFRyrmDpx00vLmRFmnco0cpMUR7KPYxAKVTBkXJziQv7dhUdQ6RhQAPV+ymM2XvmsziSrO2huNpE0AK4ulHXtdS5FvEsK+Ek57WTHqjXEaMPImUVTknGri6iha4lkmzFGwRmxGncB7kS4iQAn3qivUr8/ZTPwU/cIPyMX+Ba6DMPHE4Bo0P0WR0z5ASTqPqnBpjyG3spDfHLxHxzJ/kt+6lshHhWmK11yxjONKXMhP4MdvI5+XApspo3y9QlxDef5+hWoigiprY8KsI1zLJJK2B3U7o9m2T/ANoUoh4/AvdtbZdQ3zp1vjzONTY/vUnp/wBIPonGD9RA+arOyG835c/5MNb1Wt0OlpJwWBdp3fs4Q1xJjs4lJ0QhgveVhiRk5bkZpTaW5c6Y4tR2B7RyxBJ3Bhs+1dD6pJY/kpTcQ1opW9TYX1THwEmtLUFzbRIpF7p9YP6qd2uDC9vMNFuFtbBfurJCNaWFskuFcqXPaq5IUE5zneni06F3jIzHVGgRyVylqMAZAK25knkBx7+5Bp36s+rmKa3huWJUzRo5EYCMCwBP3bvXJ+WU1X+JI8FrdDnzpoqdNDGy7q3Hw346rrsVmiiqpyqzpV/x7H//AAtz/wB5WlWKbesK7MPGIrho5pIv5Mkt2MSaiHkuNQA97sq5OTtldt61/wA7bb4jiH0K/vry2OaemdY58Ct2P2ZNi44XRUIDKGrgL1PEp+4eO9/ck/y2pp6h/wDimx/In/MetKdMYFyVgv8AOlgMwjGWUrvg5xvS7qYsni4ZZxyAq6RlWUggg9o/gcHfmPURWzY4PSmxy4cwqnBSYTAlktKmQGxBtukaFT7o1/WYPxn/AMmWmfpZ/WJvx2p46Nf1mD8Z/wDJlpm6Xff5/wAdq7P/AJj/AG/VcXaH/at/v+ibRTn0W/rEP5RabFpz6Lf1iH8otMk+E9y4+H/mt/uHqnPrJ/rH/Vp+tqjVSXrJ/rH/AFafrao1VMP/ACx3J20P+4f3rFZrBON6gM94+psM+MnHeblnbxq7nbqRFEXqf0AVGuh9ySzhmYkgEZJPI78/aKn3DbMJhnwCeQO2Pn8f1VBkFKqzcO4v3QphxVP6Lb5G4WP5D2eP/SotM+vKg4Qem3n5qD+s1J+lAzbQgEAHRk55jszsPWf1ZqDcQuwRoTZB+n/0/XWTDio8V2dpv3HCvAeNvdV54le6u6uyDkPP/wBPVUk6r/Tm/EX9Zqj+JffJPx3/AMRqyfsevvl1+Sj/AMTVed38MhK2fEesteT7oUssfQT8Rf8ACKi/W4hNk+NwHQsPMasD/tFalFh6CfiL/hFYvrVZEaNxlXBVh6j+ojmD4GtE8XSxOZxBHmujhpuimbJwIPkU+xXKmJOxIOuIGHxUKVGlzjHcUEHwzyG5FMfR3gt9BbwQe6bNhDDHFqNlNuI0VMn/AOogclydgOewqFcKueIcNzHGi3dv7zOQyDJIUMMso3PdKsuScac4r3xXjXEr9TCIhaQttI2WLMvIrrOk4PiqqCRtq515PqeIDtzcNe63nl817M4vDlu/0gp338s/km/qtjBmunyBC0jsjeipUNKxYAk4XSU3yeWMnBp46TX7yIOzysAkRS/JpMkju+Kr+Fszfgj0/FrYojrAyFLeGJQq7apyJJiZJCNiGkBYINhtzIXRnpJcFhHyAEqAKNgBvXqcFhjHG1rtAvE7QxYlme9mp8ckjgAUBQMbeG3sA8gBSDhI7n96T/MenAyAGqz4103bPuSwXt7nXIGcd6KIl2PhtI4B5eiviTgiujLK2O7lyY4XS2b/AI70/wDTvpXBadkZDqfvFIU3kkypAwue6uffnYY89qjfCuit7xZlkvCYLQHKW6++8i2fTb8Ju6PAb089DurYQyxXF2xuLmVmLs/eC90HmeeDgADCjAwNgaujhfC2fAUYHq8qxPJfeSzeH3+y2sAZRsV3cft91DugvBY4VkjiUKFmlAx5B2G55n2mpR0j4Exs7h22Aibn+wftp56GWMUK3DylRonn1MxAUYlfck7bAeNRXrK6xDJFJHbAaNg0si51DUowkbDBB+E4xt6LA5pBlfIdyIWGq0tgjiG/MbnRTK96QWtjEuo99lyqLhpHx5DwGdtRwoyMkVUvTrpjcXTxgnsoiz4jQ7kdm5778znxVcDBIOsU1tkszMSzMcszEsze1jucDYDkBsMCkV/6cP4z/wCU9bocAyPtOuarDNtF8vZbZtDl3LZGoAwMADbA8KauJ/fh+R/8wU8Ypp4n99zsAIdydgBr5knYAY5mt7lgjBJKwrbUhyBLKzEALFCSSQAAGuDkk7Aes7bU1N0o7WRILGM3c0jBEIyItR22cDMuDz7MaQNy6jNSDgXUdxK7uD/KJMcSqjc4zHkl8okaMyEqAMs3anvDvKcgc/EbQjYaNufl5/ZdHDbOkcKuFB5ny+6jN70zDN2dojXLnYMAwiyPIgdpLg8+zGPwwKcOj3VdfX0wN6SItCvg6RGjanARY8mMuAM97tmHM6c10T0X6vLKyXEaB3OxdhksfM7lj/eJpz4k2y4xhWwMAAAYI2A2HyVxcVtHf1r8m/c+K7eF2duZCnzd55DwqqhveEQ2EsdpEN2i7aRsk5Grs03O5I0t5DGABT/wYDI7wO/LPL5KQ9cNrIlzYTkYSSOaJjy72qOSP51Dn1Yo4ZgEV5THSF05cdfBe02cwR4dobzzurQsMBSRknGSfV5VHesGZzb9oHZAjam04yV0kaRkHx5eusyccSOLc+qn/odw17rQ0kRFsNMgaQY7VwQYwiHcx5xIXOFYBQNQYkRE1z3Brc1aVwY0ufknCPo/JbWC6FlnuF+6ui9kJZCw3jBdkjGgEDn7w4DE4NA9LusniDO0Wk2OnZkwxuB6meRRpz4aEQjwJrqrjV1pG3gc/Mai3SXgNtensbmNZQSezf0ZI8jI0SDvKMjdclTncEV6vBzxQENe2oXj8bhpZwXMdQ+q4rsHLAu5Z5GeXU7ku7YmkALOxLMQABkk8qV6qtHp51E3FmrPaM13ApdiunE6BmZz3V2mA1elHhuXc8aq2NTXpcNKx7BuleZxUTmSEPCaeMH7rH+Sl/xwV5BzmvXGfvqfkpf8cFEEBbOASBzPgvrJ5KPWdhVxYnv+gUDJvvUryBTfw2LENv67eA/PGpxSiXiEWltLdrjn2OHRdie/OSttGNuZkJG2x5Vv6N8JuZ0jWBFCBEVXC+6G0qgAzJKIrXBHvo45cHPPGKxy4lm+N29jlfgtscLmsJf2RUXNuK1JCzZKglRzbkq48Sx7qj1kiki3caurB9elZgwhXtQNcZTBlytsBgkk9rsPXtVicK6o5JcG5fVjcBybgrnGQBIot1HgNECkDxpd0i6FwQXPDQAXLTS5MjNJsISQAGJCgHkFAAxsKh/TPGQAqM7nPgqNngY6xLjQ5WGR1Kr7h8FxNtBBscd5szn1EEGG1x47PNjy8KlPD+qu6nAFzL3PiydYHkVjRYrZSOfeik38fO67e3RRsBS2I/JV+qtPxku+Q8gsrtoyf+MBvzPmVS/V10JgM99BKDLHb3EaIj47MDsIXz2ShYc5Y7hKtW04bFGAFVVA5AAAfoFRjq9jzecVIBbN4gGPMWlvzPhzq0+GdGi+7sI18hufnOwqnWIIG3IGeXepfh8RiX5E2GeWQ4qK8YUdjL+Tf/Caj3U9aO3D7NUVmPueLZVJ94D4cvlq4b7glokMu3at2UnPL+8P90U1dWHF1tuEcP7Xs7cJZWwdpmEQVhCurUH04IOchiDWF+1t4/wmE6XW2PY9G0lcBetv371MaifWPxV4VRkkkjUCRn7IQlmC6AFzPDKoGWzsududS2mDpnwgTLGdc0TIxKtDI8TYZcMCyEEggDb2VMzHPZutND5fMLo4SWOKUPlFWjMcbc1B+h/SB7iVT2lwykurrMLXBOnUrAwW0TAgg7ZI9VLrbpkrjUlvfyLkgOlpI6nBKnDLlTggjY+FLuF9HxHIshmupioYKJp5JVXVgEgOxAOBjNQ6yuLlbW07AzhdM+rsteM+6ZeenbOKztbPG5sQcL7xqSTYBtqnxXWDMHjHvkYwgDdFBa53q5dwUjuOmSoNT29/GuQC8lrIijJCjLNhRkkDc+NSc1Wl7c3LW1125nK6YNPa68Z91Q8te2cZqzGrTh3ydI+N5BoG5c6/Zc/amEihYx0YIqXVqeG790u6Nf1mD8Z/8mWol1oX5jmlC+k0jAHY4Axnn55x8vqqW9Gv6zB+M/8Aky1BOuD+sN+Uk/8ADQ80lP8Ab9VxsUAYGA/rPomzo5xh2fQ5zkd3YDBAJ8AOY/VU26Lf1iH8otVv0Y+/J/e/wmrI6Lf1iH8otXrVh7iuSGgTspxHqnTrJ/rH/Vp+tqjOKVdfn3xfYn/mVV8PMe0UuF9GAck/GQb87zXUqecXP3KT8Rv1VAanvGfvUn4jfqpi6O8I5SOPWqn/ABH9g+WrTGiXgmF1QE49A+FaZEkfmc6V8hpO59fkPDY+x26WXxkfsYj6Oe1b4vwwPwyPkFauH3JM6Rp6W5ZvBBpP/aPgKYOld+FaSKPYa21t4k5ORn1+J+SkCpC6B3WGnLzVhdaM5j4bZdmcYMABGDkCBiOfPkPbUcspw6hgcg+PrHP9NPPWh/xVYf8A4/8A3Zqi/RX7yvtb/EavhMknbIq8HkPRRTif3yT8d/8AEasn7Hr75dfkk/xNVbcT++Sfjv8A4jVk/Y9ffbr8nH/iaqT/AAlP2f8AzW+9EssPQT8Rf8IrdWjh/oJ+Iv8AhFRHpx1k21kwVhJPpY+6fc69sbRMbSThfQBbSoViGOSQDjB6G8ALpoaSaBTWioj0K6x7C/Oi3lzJk4ikVonYLuSquBrGBq7pOBzxUuqQQbhQWkWKYeO2xEokzsUVMeRRnb9Ik/RUd6TXiRxCSRlREdXd2OAqjO5P++eVSfprerDbTTuGKwI0pCjUxCDJAHicZ8qoeHg11xeSO5vA0NmsgENsCe9kHvt8N9vTIwu4UbmofNu0a0VPu5S+hBJc40HuwXubiN1xdzBZh4LPJEtwQVeZeWB4pGfgjvsOeASBY/VZ0QgtYtMSjVqZS3vm0sRz8BtnFS7o7wVY1WOJAqjYAD/fJPnzp96D8NjjhMkhACtIWLEAD7o2ck7YFZ3vEfbcau95JjGGXsMFG+7niU3/AMi5lti2wLSfPpHLz9tP3SHpPBZjs0HaS42jUjIzyaRuSL7dzg4BxioZ016YmWSNbfuIolxMchjgKD2akYC74DsD6l5NUchXHLmTkkkkknmSScknzOSalmFdPR0thwRJi2YcbsVzxSG84lJcF2kIx285Ea5CBhM+WwSSzZ31NnG+kKNqbuOD7k/tT/GtbeHNs35a5/7xLWrjn3o/jR/5iV1GsDWUA0XJc9z5Kk6rI8f9/Gkl8O/F7X/y2/fTd0o6UwWuzktIRlYY+9IR5kZwi/huQPbUXbht9xB4hLm1tpSyrGvvhpyQz92STIznTpjOB6W9LnxTWndbc8B9eCdBhHO7brN4n6DVOfHem0SMYoQbmbONMZ7it5PIMjP4CBm2IwKb7DoTd306LfOURkEiwqAFUaiMaPfYIyGm1nc90Zq3OhvQS2tFAjQasemQNXrxgYUHyUClz2pN/HgHHub9HaNWR4c+8ptwGXjxWmNzWWhF+Jz8OCeOrXoJBaaXjQKRjDc3fHIljvpHgOXlgVY9wd8UhshkafFeXrXy/u/qI8qW3K7/ACfurzk8xldXTQcAvUYeAQtpmdTxKSSKfGtHBokaQCTkeWeRbwz+72Usdcg+ymuWLNIyK0pZ1pdFBeW5TbtU+6RHliVR3d/AMMofwWNUZwu6JXcEMpKsDsQwOCCPAggjFdL8IuRKmTzAww/C9XqI3H/pVJ9cHAhb3TSrstypkK+UgwsmPxu659bNWHacNWiQLqbKmuYj3hQvizPLiOMF5HIRFHMs2wArpy1GiOKFRpEcaJgb40qFx68YxVU/Y98GDNcXjjPZfcYc+DldUjD1hSi58mYVaEsndJHn+qnbOi3GF519Erakwe8MH9PqVq4s+3sFNkU2HDeK4+fYAUpu3JApv98q+vUf2VpJqarAMlK5bnEnqUace39pIqmvsmur2LsJOJwxsJY9JuY4l1GVCdPaBMgdqhI1NkArqJPdq4oY++WPMnA/af3eulXHLVZYJo2AZXikQqdwQVII9dbsNM+N2800WPEwskYWuFV87maaaWNYolVmWQRk4ncqGj1thWW1GMqcGSYjG6nOKmXC+qWabBuZM4OQrHtdO/vYyq2qAjw7FiPBvGpz0ltVTiPDgowBBebD8a1qbBiTpAJPgAMk/IN69AMMDUyEnvsPJeUfjnigiAbbS5zOpUS4V1fWsCltGt1VtLSEuV25LqyEHqQADypN1IQj+TLM437CP/CKso9Hp2jYldA0t6fPkfejJ+fFQHqgtAvCrFi+NVtEQo5+gPbn5qr1qFho0jw/ZAwk8rKuBzB7XcfupUGxUb6X8EllveFKBp1zXGktsMi3Y8hvyqWcKLLlwgVRuZZWCqB56m2Hzioh096yLEXNjKbntntXnkEVpGZQ5eEx6RMWWFdILMT2jHblvms8uLlfaNvifl81qgwETLyO42HvgrRTodGgzNJ8gwg/ax+TFIL+zQ92GIv68HHztv8ALiqV6Q9fNw5ItbeKHJwHnZriQ+WEXQqt6j2lQvj3GOIXYxdTzFCDmN2EEeD/ANHjC6x4fe2OKiPBYmQ1lf4f4TH4nDRCkTPlX5lWZw/ilvYz8Qa6ureEy3QkWKJvdE2kW1vHvHCHZDqQ+lj5KS8T684E2tbeac5x2ly6wp7VRTI5HqOg+yqV4NYR6p1bJCXBC9mQmcwwHmyE49WB48qdYiqnuIib88a2/OkLkH1rinNwcVKuFUOxEtbWyUm411q8XuUYpJ7njAbPuaIRryOMzy6nBH4Lr7KrRr1pgjys80nZoS8ztK2dCk7uSdzUjvpCysWJY6SMsSTyO2T4Uk6O2a9lCQkeTDF33DOTlFPokmP1br4U9u4w2FLJRa9zbmt13lTZxp91HqJ+f/4p0pm4se+fUB+/9tZmZrVJkkgNQS36D3UY0xcSvIo8sVjQQaU1MWIGYyeZ86ndFTLBHLTfFaK0GLlgr0ZpXPLTLPvUEuOg91IAsvEryWPUpaN1gKtpYMAcRg8wOVTs03dIeNQ2sfaztoTIUYVnZ3PJERFZ3c+CqCTUV4nc39/HJFBEbCCVWjNzdb3BRhgtDaxtmMlScNPIjLsezqkcUUVdwX5K02ImxAHSGwyyGeeXcrK6Nf1mD8Z/8mWoJ1wf1hvykn/hqjeK9KOP8FnQtJObW3dhDJcxwzxyIV0ASzRjVkgkDXIjjO2OVT226bNxOGO5dFjkZ5daoSUzkAFdW+GxnSSceZpJNXk8qfNZ8ZGRC2l+19Cl/Rv78n97/A1RHi3XIvDrmMES3MkRWRoxJoTllVZzqIJBB2RsAj2VKODXASRWbkNXL1qQP0muZ+O32q6upiNRM8iqPMK2hfkwAfkFQ42olYGBskpLtAPOqtLp19kbPeyazZLGMKAvuh3xp1+PudRvq8vAVjof1nRXEscTxvDI5wuSHQtz06sKwJ5DK4zt5VU38ov8UnzitE3EdDRz6dJhkSQr4HQwfb1NgD56oLCy6suDjfU0uV2xw68EqEshCsMKCc5z44xy/X7K0X9yc9nHu5G58EX4R/YPH9ZfXmMLHu7DK+QX4Z8h+umriN4IVMaHMjbyP45P7fIeA9dQSXmpXKYxkLaN8UusLxY5Uij3OWMj+JOls7+Levw5VHON/fZPx2/XWeC3ASRXbOBnPid1I/Wa1cTmDO7DkzEj2GmgUasbiXSV5K1OtH/iqw//AB/+7NUI4DxeNIwrEggt4E8yTU360f8Aiqw//H/7s1VJS8O6g8Vr2kwPeAeA9FtvXBdyORZiPYSTVl/Y9ffLr8kn+Jqq+rQ+x6++3P5JP8TVE3wFTgP5zfeiW8O9BPxV/UKjPRCxiuLFYbiOKYBpYbhXij0yzW8zwySNGFCankj7XIA3IIxtUigmVYlZiFUIpLMQoAwOZOw+Woh0S6U2Imuo0vbOQy3BmijSeLUgaKFZUI1bnt0lkz/zg+TeSARVPaCQaJLwjqis7a8hvLUyQmMuTDntImDo6EDXmSPGvIwxUYxpqw6zisYq4aBkqOcXZrXcwh1ZGAKspVgdwQRggjxBBxTRc8KLCJQML2qDlgAAN6thtT3ikvTLpFHGkMMQ1S60Y/BRuzZh2hzk+fZr3jtuoOoLkc4UDRcoDGntPNgpDe3sFmgLbu2yqu7ufJR5csscAcyQKq6TiLzgajpjyWWLOVBLFtTcu0YHlkADu4GcsdzFmYyOxd2xl28vAAclUeCjbmeZJKDhfoL+L+00zD4UMO865WbE4syDdbZq18QH3SIfgS/+XW+Na03n36P8nN+uKoh0n6fKr+57NfdNyTpwu8cbcu+y+kw+LXfY5K4rQ+VsYq4rKyF0hAaPfNLG4hFBG8kzrGgmucsxxubmXAHizHwUZJqF8X6QXd6rCyRoYFZA9xIO+2XUDTkERbnIJ1PyIAwRT10G6t3um908QftXWSUCId1EIkYPhRsmXBJ07nxY1aHH+GLHaMkahQGhUBQAB92jHKsrnySNp8I+Z+y1tZHE+3adXwH3UR6A9VsFviST7tK3eLPk5bnqIYks34Tkkb4xyqWcesyZrNVHv5PD8Afvqb9Hejbuqlu6uBuf2DmflrX0zkgtZbOQlQI2mLsT3j3FACqO8zE+8UE+OMZNZziGMO5GKnktLcLJIN+U0HNLeE9GCe9J3R5eP7h8tMvHUjjvo9BQarYoAWGtzrcnA9JgFyS2NIyBnJAKmfjs17GewlSDDd8aNbqpOBjLaQ3nqU+xedVVxDjtrZXjySGUt7n7PvZlnuJzK6qiKCWZzgqB4DmQKwMlOIa55dkDZdN+G6s9sYZmRfOutqK5vdSohdmCCMFi7EKoVc5LE4AwNjnwpbwviDXKwTwdk9s8eppNRYsGVTE0WnKlT4lvVVU8N4BccTZZeJqYbZSGi4ajZ1kcnvWGO1YbYgHcHvtRq4+AKI2CDSI3UKoUYAKjYAAYGwxjwwK54AyXVrS6wnP9FIezxsfA4p34lBpOaTX8W+fMA/L41DmqtVp4Vc9m+fenZh6vP2jOfn86Y/shLINawzjfspNJ/ElHP85U+endlrT0ns2urC6tQNUnZl4R8JkIdV9uoAexvVS5W78bm8k/Dv3JWv4G/cjqhtuz4bD5yCSU/wB9mK/9gLTpLJtjzo6MxhbO2T4NrCuPZEtanO/s2FWaN1obyVJHbz3O4krXduAMnwH/AMCtfB7cswzz5n2mtdxGzsBg4G58M/P81LYlKRux2yQu2/pHBxjJJ052HiRQBdUTnDcZORy5L548Mes86dok7uDzO2OeP348aaeGKcg4CbYAbcj5ByPqzTpNOkQ1Oyr+E7Bf14FaAbVSyK2XNvELEHilkJSMLa32QvgRJZjnzOcnbFWra8Tht4y4VIkA70shWJAPNnbH6SKqfpxJcteubVrK2jTt1S6VDd3GmR4mBQSAQorhMkYJGldzsagvTLoy4CXFzcS3haQovaEqUONR0hmkATzCaMbDxFb9+LEyBjpLnQftZczqk2FiMrYrDU9/O+fLVWr0x67LJQyI8lycEFbZcJuD/tpMKRjxQv4bVUfR7preC0t47NLaxt1gjCO7e6ptOgb5dcH6Ab+NNnaBVbQFTY+iN+R98cvv5Zx6qaujLYtbUf8AR4f8ta6kWDiiNAFy5cVLI2pOv3TpxSLtzqupbi8YHI7WRgin8FMtgfidn7KY+kKL2tqoRFXM3dUYyOy5Fs9oflanjthvSI2vbXVqilQf6QSWOFVRCSzMfBVALE+QNaJXBrfL1SYYy53gfQoViNkAjH4ACZ9pUBm/vE14aAD9tX/wfqBwAbu5jTzWIavkDvo/wmpRB1fcEtV1SK0uPfzSFV/XFGR6jmufJtSNp4rezZz6XoFx/wAMGGuf/uT/AJFvSlqfOmSQe7eIe5tPYG9Zo9JBUKbW1bSpG2lWJUY8AKZb2EoAz6Y1Pv5WWNfkLlQc+o1ojkqzeUPi7VEnuPRf8Vv1Gpr1YLZRXtolyBLaNbWYbU5QK8ljBJqJVlGFmYqQx0hSc8qgpu0KFkLzLgjXFERED+FPMYoAB5h3/Qa3cEhnkWMQxKwCIoZjJcuVRFRSOy7G2yQBkGdgPXSJZA80BORyTWt3BV1BcZ2Xd1MnFfTPyfqFPiimTjA759g/VVo80qXJJKKKKekKN9Kbt4rrh7gns5JZrWQbY+6wNLGxPPaS2VAM4+6cjtiSVGusy0Z7R2QZe3kgu03C72s8c7DUxCqCkbKSxAAJyQMmnzi1yI45JCQAiO+WOFGlSdz5bVSoaT5+/JNDS/dA7vfmnfo6oNxCDuCzgg7ggwS7EeIqs+lHQ547m5FtayJEZ3dRDbsIyWwSyhE07nfbmaj3RvrduDcQhvc0RDHLciuY2ByJZVTk3vmXw387KtOsO7lOmGWCZsElV9zEgbDOI7qQ4yQMkAVxWY9mImHR62vZeix/4axGEg/j0AHa7JB5KCP0eulBJt7jABJ+4y8hufe1yVYyFlDHcuSxPmWJJrpDpn9k7eCSa2h9zso7SJpWHMgFXKBdsKc4OTqxnxFc2QEKqqPe4HyCtfaBvTwXLw2HbECRW/FLaS365Rx6v3Vs90CtTSbN6x+ypJWpdh9GYJzZW0sUU8r3FvBKZRFIwIeJWBBCkHY7Dl40kPRy7/s9z9DL/DVc9C/slL6ytrS20QNDbwQwKcHtCsSLHnJ7uoKvLG/nvmugOD9PeITxRzRGJ4pUWSNgqYZGAIPp7bHlzB2qY45HZU81zJ8LGDVxPkFBP5t3f9nufoZf4KD0bu/7Pc/Qy/w1Yv8AOzinlH+Yn8dB6W8U8o/zE/jpvV5v9vmkdBD+o+QSzrH4fK/DLKNI5Hdfc+pFR2ZcW7A6lAyME4OeR2qrv5t3f9nufoZf4KsQ9LeKeSfmJ/FQOl3FPJPzE/iqjMLK0Ut5pszYZHbxJy4cFXf827v+z3P0Mv8ABVkdRPC5opLgyxyxgxoAZI3TJDNnGoDOK8fzt4p5R/mJ/HSnhnSniDNiXQq4O4RM58PE/qofhpS2lvNRC2GN4eCbclR/2RfEXRLJFPckgl7RCAyuB2GNStlTzPMVT4kX4MW24/o0OxHI1a32U7KjWKk4+5XAGfUYBVLLxJQcjmN+YroAgC6ZGKtUo/nfc/2iT5h/HXr+dl18fL8w/jpr/nxc/Hyfnj91NUvFASSTkkkk5G5JyT8pqekCtuclev2OvG5p55xK7OBCCATyPaKM488bVOekKgSLgYzOx+Uxykn5TvVY/YsTKbi5AIOLdc48MyCrP6R/fE/Lt/lTfuqzDUrn4wUKxG3Ko9d8ahtrdZZ3CJpGM7ljjIVVHeZj5Afops6ZdOkgbsLdfdN4dhEuSsZPIyldx59mO8fVnNIegHVy9wUu+IMZXwOzi95EvggA2VRy0jc7lickUuTEX3Y7n5D3wSI8ON3eksPmffFM0kt7xaVEQNaWTCQBjkSyKCmsMQcYbK/c1xyIZjmra6D9CreyQLEozjdzgs37hnwFLpeH/wBItUQYASfAA2ABtxgAe3lVi8J4CFGqT5v3nwFZHvbEd5xq73lwWtkb5uywUb7z4qD9XnBWdHONu3uN/wDr5akvTTh8cVq5JXIeE5ZlRQFnjYnLEAYAJyT+6mfgvSUxo8NuglkM07ZBAijVp5GBeQZXk3oDJB7raTUX6eMGiLTObibtIMYysUJM8WdC53PhqOTjYnYUvdkmdewTw6KAWuVKr7pnNMum1AiiUYa6mBVdtj2aHDMee7AAEA6WBzVdcelQXNu6s80wErGeTm2OzIVV5KgbcKMDyFKru8d8AkkKAFGcAAbbAeqq94rxCW7uEity8Eadqj3RXBYgoJUgVhnIOF7U7A6sbitrIGQi2fD3/hYjPJiDc2GZ0HvzUz6NdNVhu5k1K8rgNIvPGogd7G2eZxzxVg9G+g9jLK9/HqknkAHaO7SGHTsVhDkiNSdiBz86qnh3A4rZOziXSM5Zju7t4u7HdmJ3yf0VYfVXx0ozRNgLnbw+XHj7a8ztPBOwsnSt+FxvTQ508V67ZO0WYuLoT8TRauoFqqf9mVYKRqJ5N5/Lz+Q09T2g04HpDDLyGWXcb7DPh7K0wXiuA64YZO/6DTpEoYb+0f7/ALKXAQ4K80ZYbrxdKHQMPEA/opEyak9a7/vrPReeMx6Y2DxqzojDlhHZMA+Okrpz6qUdnhvUacRW6RkmRhRaylWVhzB+fzHyilF9Fg0nUcvbSckxO9y43xyxt7Dy/dTcX3H+/hWy4c4P6/V/v+ukQbcDzNQpS2LxNa78tqQA90amI8Sxwq/IBr/RSiFaj/8AKqk3D+EcnZ589KIcD+8xHlnProJpmpAJsFv6TdJmtlCghpGGQDuEXwY+s+A9WfbAOKXLThmlc6zyZt8fJtgeoYFbOKzmWRpX98f0clHyAAeuknFrIaI2YDSSSznZUG2kuScYJON/HA8q5MsrpjQZaBdzDQthFTQHUqKdKJLiJNcHYtGkRM8h3kEhdFTQjd3RgnJOo5K7AAk1xe8TeQ6pGZz5k5x6gOQHqGBUi6zukQknSCDAgFtK0hChBPMssAEhGM6VV9IBxk5OOWIcx29de12PhehhG+0B3denM8V4vbmL6xOdxxLe+1eIHDgt00hwfYf1VosIdMFoPOztH2/DgRse3BrF0NKF2OlQDlnIROR21Nhc+Q50gs+Kp2MAHaTdnBBEWjTEQaOJFZe3mMdvsRpBV2z4ZrdLK1rxU6H6LmxQlzTQaj6p3kbw86VWPRuZbizLhoo5/dMJkZcaUkgKO5UkELhvSbAPhXno/wC7mINvFHAdvuvZm7lXPPTJP2NsnP0o0kO/M4388d6I3Lz2q3kjzG4eQHt5XuAmhQ2VjxHbAfg9iR8tKc9zxRrTS2dhnzUB8bD2ngWOVzkeCfuP9Y8yMYEvTMFGlVtV7SUhdsN7mRmD4G7MwB5554iU/Fp5n7sbO/LXcyGRs+TQ2vbTDH4ckY5DI3q1OE9XFuihWBdR7w7Rjx2iTTEu++yipXw7hUUYwqqo8gAKlmCI1Df7R9Up+1Bk0E83H6BUJ0W6O3VzJcIGeMxzBZQnZ2g1mONtygmuHBUqPvyHCj0TU14J1SRK2uQrrySWVcuSfHtpzLcA+sSCnfq+2u+LYH/LE/7rBU4hRmOFBY+Sgsf0CmMw0TRV1+9Jnxs7nUaaZWA5DxUYuOhdtHFK+gPIInAeQmR8BDjvuS23lmtPU5Eo4dZ7b+54/wDCKn150ZuGhl7mkdm+7kL70+Ayf1Uk6lOh6/yZYSSS6Ve0gcAAA4aNWxqb9gqj8dBEfiHhf0QzA4iVtwc9fHirSpn46veB8x+o/wDrTzTfx2Pug+R/X/8AApDDddWQdlM1I+N3LxwyvGhkdI2ZIxnLsASFGN8k7bUsorQRULO00NSuXOs3pPfzzsHuLyxA0EW0WuHQezAJLrolYODr0sSO9sOVNPD+kd0sUsEl5dXEMylXSfMpOpkLfdHzLgqpTTq04djjNTLrkgU8QnJAJxD/AJEdRD3KnwRXjsTipWSOZvHMjRfTMBs/DOijlEYBoHamhz1KbklQTi4Ussgk7RWUOrKQdgHVg4wO7qBBxVgcO62JI21FWcYIKvcX8gwR5TXUiD26c+sVEPcqfBFKOG8PjeSNCow8iKcbHDMAcevBrNFO5rhum66eJjbKwiQAih5W8KKH8V4DZscw9rANWdBYzKB4KupQ4A82ZjST+b0Xxr/mY/8AFXRnWL1SxC0mawRvdSgNErMGD6WBdMONOpk1AE++xXPV1b8QjJWS3uUI56rKQcvHIiII9Y2rsPw2LabuHvwXlIsbsxwsw/P/AOlo/m9D8Y/5p/ioPR6Lwlcf3P8A3UnueJzoQHGgnkHh0E+wNGCaVwi9b0YZnz8Czkf/AAw1XocV+r35JnWdnfoPv/8ASzbdHrfVmR5XXHoqBGc+eoq+3qx8oq/+p/poSLextrY+54tKM4MkhjQkku7EY3bJycDOwxyDR1JdWTzQyy8TikjJdVgjKrC+gLlpGUDUNbNpCtgjQTjfJlHVJwlLe/4jHHkIulVB3wA7ePjzp0MeJZIzfdYnSmgrw5LLiZsBLDJ0TO00VvWlyBo7SqtWiiiu+vHoooooQiiiihCor7KY4ezP/N3P64KqFXycBRk7D0v4qtr7Kx8PZbMcpc+jjbvQeZFUl27+TfmD/UqwdRa4x2VLf5r3XxK/Sx/61M0vdJUqAQSCO9sQcEbNjnTRk/A//Wv+pXsTv5N+YP8AUqQ9Xorn+xik/pFyTsBbgnyAEgJ+QVq6R9MZ+JSrb8OykJkIa9OVJJSQnssjuqU1jtCC3ioGNVJfsco+0e9jw6a7TRq2Bw7hSRgncA5+bnVrpwKOAWcMChVE+wHqt59z5mkSAutWg14rLK5rXZVOnBJerfoBBZKNI1yndpW3Yk88ZyRk8zzPjUz6vuCtJDGTsukb/IKk/BeCBRqk9uP3+QqM8H6SSdgkNqqkqo1zt96jGB6JBxI3sOn1sVK1mMtQWQhSIADvzHw1Tl0ouYrSe2Y76Y5xgYLsS1tpVV574O+NK82I501cav5Z97gmCE+jbIfukg/5xvAHxQbcwdQwajfESEuoWDNJL2VwXmbcsRJbYx5KpJwBtvsANq26yTkkknxNOhwoFzc8UqfFk9lthwTdwS5Ii0J3EMkx0Dl9+kAHngDak/ScfcT+Vt/+8RVt4Gv3MfjSf5rmkXTriEcVuXldI0EkJLOwUYWaNjjO7HAzpGT6q1WDViu5/igHc/7/ADUw9JuLw28kMs7hECyjJ3LMTFhVUZZ2OD3VBOxqOv0turxzHw2FgucG5mTGB5pExAXzzLgkckNLeF9WKx3VvJdu1zNMsxdnJb0DDgZOCVGs90BU39GlvxG//LFeZy/dNZhwz+aachn+ybz0gvb9ithE0UecG4mA1c8d1N40/va2/BFL7bg0vD3CtK8skoE0jszEliSnMnlhBywPICrp4dw1UASNQAMAADAA+TkKrXrVkBvdC/7KKNCfMnVJn/8AZj5K4e23AQ0cauPkPBeg/DwLsRVraNAPefFWF1Z9JNKaGDsTy2z4eZNW/YviPU3LTq9g5nl5Vz/0GusaRjfPOr84BcaogBg4GGB8vD1Yxtv5GuHs2SpIK9HtJlKEKK9XPE1liZ0URoZZNCD3qliVz+EQcn1k1LWfODTZ/J8ULsIl0B++VHohuWQPDOM4G1KIZK6YtYrlG6zxBMjNNeMH5adZTTXc4Bqjs1ZqW3g7p+T9Ypsg3ceql1y+VI9WaS2S+NRmpSi+m0oT6qhHTPi7Q2ilxnVNbx+IGJJkBJ9YUsw9YGasAwAqWPJf15H+/wAlQ3rDdGjSJlVtbh8MMgaCCNuXpY+alS0DSSmwgl4pxTPwzhomDBjjI7hHgdiCd+XhimrpNxcLHe2ylDFDwyaed2Kjs37eBbfckBQwW4bJ+K9teo+HTIUW2EaIQdbyPI5Q+GiMr3hj3plUDG22wdeB9HreNGtG1SHiLGK4kY/dZNSka8rjT2QA0KuAuB5knJgy2OVrua6ONBfC5vJcr3/HI2kVohJNmKSMMAIYmLPE2002nVjs8YjSTORjPIuPC+B39x6CiFT4ou522zNcoSGzv3LceGGqwOK9GIrbilpGEAYQ3Yc8yzI9uuSx7zY5Ak8qsQYGwFe4bC593u8rfPNfOZcaGECNg73X46ZKpuH9UIAaWdy7hWOo5lfZdh2k5crjziEf7Kdup/gkJs7aZ1DTNBGzSPl2JKj3zZNWJOhZJAoLHQ2wBPvT5U39R/Q6aTh1k3dVWtoWBYk7GNTsB7aneggNTQW8fulHrOJbS5v4a+CVxhRyFQ/puhN7w0D4y4P/AOoeVXbbdEreP765c/BHdHzLlv00w9JrVFv+FNDEdMb3ZdgpwoMCqC7blQWIALcycVnk2qw2YCf2unw7HeLvIGfPMU93SWy6PzyeijY+E3cH/a3PzU+2XQhgMyyKg/B3/wC0236K1ce6zLSNihuI2cf7K3VriX2aIFkce04A9VR3ifTqYjVHasi/HX88dqvtEYMk7eeCqH2Ug4jFy/CN33zWoYTBw/Ed73yXnqr4RbLdca1L2pTiKqpPeyPcNm3qU94mrDm4usakhY4kHN3IVQPXyUfPXJXH+su/E92sMtvCGuT2j2cITtmEEHfMk2uUnBCasj0BjAwBCeKXjzNqneSdgSdU0jykZ8tZOPkxQ3Zr5e1I8pxxrI7RtAXVnS3rf4eiSI12JSUYabZTNzUj0ox2e3kziof0Q6cyx2FmltbxpCltEkVzxC4igLoqBVcww9o5JxnCkVz+8vdbw2P6jTlwB/uEH5CH/KStAwEMZAoldalkBoaLu2td3FqUjzH6fD9Nb9G2duePX/8AHrrApQKeQomaKWcYg0vnwbce3x/Tv8opHWwGoqsZFDRc+dcH/GE/sh/yI6iVS3rg/wCMJ/ZD/kR1Eq8Ljf57/wC4+q+s7M/7SL+1voilnA/v0P5aL/GtI6WcD+/Q/lov8a0iP4h3rVN/Ld3FdSGjNBqMdJun9jaN2c06dqTgQJmWYny7OMM4PtAr6ESvjgaSbKovsupC03DF5di0k+SfTzJD9zXb0vuXPf0xtXQNtOXVW3GpQ2D4ahnHyZxXJfX51iQ8QntezDJHZymRGfAaUsYS2pCR2YDRYBy2QckDGKujov132E0atOWtXJAfWrtCrHOAJlUrgjkWC+O21IYRvkrXJG7o22yqrPquugH/ABnxL8Yf4zU94dfRyoJInSSNvRdGDqfYykg1AugH/GfE/wAYf4zScT/Mi/uP/qU/A/yZ/wCwf+7VYtFFFbVzEUUUUIRRRRQhUV9lP6dn+Tuf1w1UCyt8Ij15O3r23q2/srC2uy0hT3LnOpivvoPJGz4+VUr7kl+Cv00v8FXaaLXGOyFJ/cUP9rX6K5/gppkkIJAYkAkA5YZGdjg4Izzwd6bvckvwV+ml/go9yS/BX6eX+CpDj7/wr0VwfYyoWuLgDxgBP0i1evGZEhNs7baJiT572864Uc3YlhsATzPIEihPsYbySO5ucRqzNbhUCuSB90UlnJQEKoHhkk+QyRbfGY8SwNI/aS9q2SMBUHYykog96M49ZwMljvWZ7C91NFmleGGozUi4leyXG85MUHvbcHvyflCNsfgejz9LYiLcCmPuaFQcKY0bSOXoKP1AU6GbUck5PnTP0fP9Hg/Ix/4BTo4gywWGWVz7larkf0iL8hcf5lrSyWVUBZiFVQSzMQoUDckk7ADzNQrp108t7WdFB7e4EUqC3iILhnaArrOcRL3ebb8sA5ps4f0QvuJsHv27G3zlbRMgc8gsDuzcu9JnfOEFUfOAd1tz7zKs2Cwc6w95BJLnrFZgLfh0ZuZu9mUg9ipLMcrjebGeYKoPhGtbdW8rqLviMrTzCSHSme6geZFYDThUGG9GMDxyzZNWT1b8ChhhxGir3mBIG5wxAyeZ2p76ZWR9zE427a1yfLNzEP28qWY63lPhp+/imdJQ0iFOev7eC98E4XHEirGqqoAwFAA/RXi94YZL2zH/ADdyc+GzWo/bT5FbaQud9gcD2Z39VRvi/SlfdVuIPu0qxXCqFIEQ1tbZLTcu6VG0YYHJyy43h8rnWjCtHC1t5CrGm4XHGh3y+NvDHnt7M7mqO64OFmO5Sf3k6BSfKWMYx/ej0kD8BzUh4lelmDXMpnZWDCGImOBGBBGTnXIVIBBYsQfEU73VvFf27RyggMdmU96OVd0kT8IZzpOxBKnIJzx9o4GQx7zjWvsLu7J2hGJd1op9tVC+h8neX1Yq8Og1338eaH9DL++qN4V0Zv4DpaLtQCQJISpVwOTaGYSJkb6SCByyeZsvorfNbgyTgo5GiOIldR8WdtJIVchcePdO2+K4WFheyQVC9JjJY3RkghS3ilx92fHIEKPk/wDUmtqt3TUXteIg5JIyTk/LvT/bTgrzFdWq4qVRzZpNNzpDJfhTg8q2y3IIyu9UKsE4Tp3Sfwf2V4shtSY3ndwQeXl6qUcNORQxBT5YwaoWHic49vP9dVh0+QiaJiDpZGTPk6tq0+1lJI8wjeVW5wlcIPl/XUS6Z8IyHVxmKX0XGzRSZypz4ENuCdjyPPBJot9lFeCXceHFQqG6VFJYgADcmkvVIsl/xE3oGLKzSSGEnP3adyut18CqBdOfPI5g4QjqvvblxHPMgt9XeeNjrePPJV07Mw232Xc97G9q8X4nZ8JtY0LRW0S4jiDkKCQCdgTqkbAzgZJrNhMI/eq4dwW3G4xjWUae88Aqw6b9GDJx623CK9tfyKfS9GSyDbbcy5xvU4tujtrH6WZWHgdx8y935DVNdN+t+192wzwrPcyxW1yilisELLLJblyS6mbIaNMARgHJ3O2Ifx/rdv5shZUtk+DAq6iPIyya3z+EmivSMw2LlAFaDy92XkHy4WN29Sp8/d10t0i45DBC+owW0ellDSukS5IOBuVUfOarDq/6exw2FnbQpcXrw20MTNbIy24ZY1B+7ziJCv4QzXP3ELzWWd3Mj6SNcjmRzsffOxb9NKuFcTY21uhkYosEWlNZ0jManZc43Jzmnt2Uxho411SztB7xVtqWV2cX6wLo5BlsrEciseriFwPlXRbq3qYH2+dbdLOOiW5tdUl1dj7uZFupMQyARgqotoSIkGdyBzphSYeY+etUcRkurVEy7sJwqr3mYmMAAAbk5I2FaTCyNthw9Uhr3yO7RrY+ilMnSy4C6IilunwLdFhHzoNfy6qY7iR2OpizE+LEsfnO9WTwDqW4lLgtGsIPjK4X/srqcfKtTOw6hYlx7pulBxusSjPyM5/8FJfjoWap8eBkOi5SY/dJ/wD7hv8AJt6xmnrp/wAMS1vb23VtSx3jqrHYspgtmUnYd7SRnYb5pAOHvsWAjXkGkYJ8wY629igmtkDw6MOCyzjdkISSQ91vYf1GrH6sehAuJ7ezllS3JtLaQORrB1WkM4UDUo1dk+rcgd0jyqH2vBw6yaC0pVW1aBoRdjgl5MN4Hbs/A71KOiNnGtrBeSTvFMLeApI0qxjKWyxxAFsHACoOfJQOVZsW4n4TofO1FpwvZHaGo+q6q6X9I/coT7nrL6t9WnGnTtjSc51Z+SmB+sY+EIH/AFhP/grPW7/sP+t/8uoFTcPh2OYHEeqtJI4GgUzvunesYMQGDkHtP/ZSH+dZ+LH53/tqKXMTHkxX5P8AcikMlhJ8LPtLVqbAwZBIc4kqJdZV52t5M+NOez2znlDGOdR2pnxHom7uz6gNWNufJQvMkeVJT0Mf4X6B/HXjsXsTFPme5rbEki4496+g4H8QYOLDsY5xqGgGxzA7lFqUcMk0yRt8GRG8uTA/sqQfzOfzPzD+OhOiLgjc8/gj+KlM2Fiw4EtGfEfdOk/EmBLCA45H+k/ZPnXH1jafc0A7VFknRrnsHIZrQZWVA64dSzMn3s6sD5C39LuNWsb2nDrYQ2cN0z+6jbsiSvGF1Ihk06gJ3BQs2Wbl5g773gYkKmSJXKNqQsqtpbzGeRyAfkHkKR8Q6JJJMkzIxdMePdbSSV1D32kkkcvXkACvYvw2dKZjy1Xz1kwAANdfPRT/AIDfWltGIoLeCNB4AqST5sxUs7HxZiSfOoR1jcSgsyOIWqx20/aIkkauBDdo7AOksOApIXL61AI0knOAQt9xP8E038e6MC4UJIrd1tSspAZTgjY78wSCPX6gReTDt3Tui6pHKQ6rq01Xjpz0qtrKa0ubOPsDLMslx7lI7K4tQMya4xphZiWQiTTrxnB3p/6Fcf0317IFz2pzjJGO/wDi58fIUzydGUZY0aJGWLBjDBW0EDAIznfHj41ttOj7K7uOb5yCRgZOdsDNZJcE50rHWoDU/wDEj1K2wYtjYpGmtS2g/wCTT6BWX/Os/Fj87/20fzrPxY/O/wDbUETh7+YHyn91K7e3cHdyfVjP6TvW7oWLn1KmH86z8WPzv/bR/Os/Fj87/wBtRqijom8FKkv86z8WPzv/AG0fzsPxY/O/9tRqkl5ZB98kfpHzUdEzgiqhv2RHF+3a22A0RzjZtXpGL1DHKquE6+Yx+MB+nerm6Q9DkuAA7EEeiynSwGQSPfDfA5g0hs+r2FFC6deM953bUcnO+kKNuXKlmI1tknMlAbdVz7ssvgXH/wDbg+o03STpk4IAycAsCQPAEgAE48QBnyFW5/MSD4tPz5P31ruur6FlK6QmffI76hvnbVkerkedR0LuKt0zeBWj7G7j3uaedtIfXAowW08pAfI5q+rXp+WZV7EbsBntDtkgZ9D11S/R3oXHb50sxJ5s51Njbu7aVxkZ5ZqQ20XZAspOVGoZ5AruDjlzHjSnYKJw3nC/eVIxTwaNNvBdDqgr2Yh5D5hXNMfWtxHH35c+fZQ5P/68fMK8t1ncRP8Ayg/JHCP/AC6810bl2DI1dJi1TOQqZ550jOfmqI9JesrhlozJPMI2UkHEFw6hl9JdccLIWXxAYkeNU0vWDxE7+6H9umMD/BUX6Q9J5pITas7yxli/Y+kC7OzsxUDfLsW72Rk55gU2PDPcqOxDBmrO499kHw8OIrNoH2ybi47e3gXPgFS3kuJG8cdmi/h1FukfWxfSYW14hwaVmICwQ2l6znvAKB2pkDOWZQAQpY8gPB74Vw+ykwo4Vw3AAGWs4mOBtuxXUT+ESSTzJp0uuiFkIfdMFjawTW01tcK9tAisywzxyyoAi6yTGjDTvkkY3q3R7oqQfFXbKxxoFF+L9FukM8ErXF6kaaCzRultEqqoJOdEUu2BnLvt4gYqqOj0XFrtC0DXNwUCg5lji7JZQHGlDIo+6Kqtq/BGw2J6I680W/4fNZ20qvPcGERrE2vVpmjc9oUz2cRUEszbY8yQCp4F0PexmlezWORJ4baN4pXaFY3tkMQmVljkJEkZGY8DvKCG7xxQSEBWLGnMKm+rfi/GLRbhPcL3h7UK5e4iBidUDFM5YNlZFbK7bj5JLcdOeL4IPB2weYFwpz8ixmrk6IcDMEbK7CSWSaWaV9OkNJK5YhV3xGi6Y0BJIRFyScmnZrYeVUc8HNSABoueuHdN+LoTnhVwy+C9s+w8s9ic/Nn9dXP0JuWuEja4tmtnYJ9zZ45eaajunLSe73gDtyFP6wD1VsgXvp+MP3VTfGQCvROkfCYh70fo/dSlLFByA+YVvQVsC1fdCpVJH4eh96KBZKOSj5qcFWsulRuBFU3e5B5Cj3J5AD5KXisuakMCKplulYEAk48PVSlOHrICG1csEajgj1b/AKPCjiSZHr5/7/qqLT9Z/D4H7KWeJZEOlhrjyhzghgXDDHiMeFQLFSpdHwKLIYgkjGMs+2PVqx+iltxw+N8a1VsctQDY9moHFIOE9KLScZhuLeXw7k0bb/I1O6nPLerFxVN1Im4JAf8AZx/mJ/DR/I0Pxcf0afw0uNYo3iig4JF/I8XwI/zE/dWP5Ij8Fj/MX91Ls1kGipU0CaWskG2hPzV/dQLZOYVQfUo/dTlPHn20icY51FUIZq16a95ozUUULXDGByAHsAFbDmvSmvRNFFZaiW86wS/ma3ZrGqjdQqu63h/V/wDrf/LqA1z/ANIfsouJ3OjtILDuasaY7keljOf6WfIU1fbB33xNl+Zc/Wq7kG0ImMDTVcqTBSE1C6Vormn7YO++JsvzLn61R9sHffE2X5lx9ap35pDz8lTqMvJdLUVzT9sHffE2X5lx9ao+2Dv/AImy/MuPrNH5pDz8kdRl5Lpaiuaftg7/AOJsvzLj6zR9sHf/ABNl+ZcfWaPzSHn5I6jKulqK5p+2Dv8A4my/MuPrNH2wd/8AE2X5lx9Zo/NIefkjqMnJdLUVzT9sHf8AxNl+ZcfWaPtg7/4my/MuPrNH5pDz8kdRk5Lpaiuaftg774my/MuPrNH2wd/8TZfmXH1mj80h5+SOoycl0tRXNJ+yDv8A4my/MuPrNeR9kDf/ABVn7NE/1jNH5pDz8kdRl5LpiiuaPtgr/wCJsvzLj6zR9sFf/E2X5lx9Zo/NIOfkjqMvJdL0VzMPsgL/AOKs/Zon/ZcZr19sFf8AxNl+ZcfWaPzSHn5I6jLyXS9Fc0fbBX/xVn+ZP9ZoP2QV/wDFWf5k/wBZo/NIefkjqMvJdL0VzR9sFf8AxVn+ZP8AWa1t1/cQ+LtB6uzl+fecmj80h5+SOoy8l03WHiLAqObDSM+Z2H665nP2QF/8VZ/RzfWKwev+/wDirT8ycfpFxke2oO04aa+SkYGTkuiLbqpuffSQgeYLE/NpFRe+tkgdo2PaSKSNK75I8gNyPWapqPr2vRzitm/Ga+P672tXBOuy5tyeytrAZOd0uW+TvXROPVmuPHKxpqVvkgJHZV/cG6K3N1zHZR+Q9LH6h8lWN0S6v4YdlXW/iee/4THl+uuYI/spOJjAEHD8fB7K5APtxdg/ppyh+y84sowtvw0D1Q3P1ymvxY0SmYU6rsmy6OqB38fiLsvynm36vVTobVQMAADkABgCuJG+zA4v8Rw36K6+uV5+294v8Rw76K5+uVkfKXZrS2MNyXbLWoAwAB7Bj9VeUirig/ZfcX+I4d9Fc/XKx9t5xb4jh30Vz9cqlVcArtyGOsulcR/be8X+I4d9Fc/XK8t9l3xb4jh30Vz9bqDRSK1Xbix1tSxzjfBBB+Y5rh5fsu+LfEcO+iufrdbU+zC4uP8AYcN+iuvrlVor1Xc/Yt8I/p/fXpbc/CP6f31wx9uLxj4jhv0V19crI+zG4x8Rw36K6+uU3pCk9EF3UIT8I/7/AC1nsT8I/wC/y1wr9uPxj4jhv0N19co+3H4x8Rw36G6+uVHSFT0QXdYh/CNYMPr/AECuFftx+MfEcN+iuvrlY+3G4x8Rw36K6+uVG8VO4F3NLbnzPzCql6R9RllPPLO4bXK5d98DUeZwBgZO9c5n7MXjHxHDforr65Xg/ZhcX+I4b9FdfXKA4hWor/P2PdifA0vsOo2CP73NcxeuKWSPHs0MK5x+3B4v8Rw36K6+uV6T7MXjA/2HDforr65VukKii634R0MuYRhOIX2B4O6z/wCeslPtvw+6HO8mb2xWv7IBXFh+zF4x8Rw36K6+uVj7cXjHxHDforr65RvooV26ltcf2mT6O3/0q9i3n/tEv5kA/wDKrh/7cXjHxHDforr65R9uLxj4jhv0V19cqN9G6u5Uil+PkP8Adh/0qWI5xgkt6zj9gFcHfbi8Y+I4b9FdfXKz9uLxj4jhv0V19coLkbq7vDVnNcH/AG4vGPiOG/RXX1yj7cbjHxHDforr65VaqN1d4hqyWrg37cbjHxHDforr65Wftx+MfEcN+iuvrlCmhXeGqjVXB/24/GPiOG/RXX1ysfbj8Y+I4b9FdfXKFFCucaKKKhXRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCF/9k=" width="252px" alt="real estate bookkeeping in delaware"/></p>
<p>
<h2>Property Owned or Used in 1986</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="real estate bookkeeping in delaware"/></p>
<p>
<p>Tara Corporation, a calendar year taxpayer, was incorporated on March 15. For purposes of the half-year convention, it has a short tax year of 10 months, ending on December 31, 2024. During the short tax year, Tara placed property in service for which it uses the half-year convention.</p>
</p>
<p>
<h2>Do You Have To File Form 4562?</h2>
</p>
<p>
<p>The special depreciation allowance is also 60% for certain specified plants bearing fruits and nuts planted or grafted after December 31, 2023, and before January 1, 2025. See Certain Qualified Property Acquired After September 27, 2017 and Certain Plants Bearing Fruits and Nuts under What Is Qualified Property? If you don&#8217;t use the rental property as a home and you&#8217;re renting to make a profit, your deductible rental expenses can be more than your gross rental income, subject to certain limits. For information on these limitations, refer to Publication 925, Passive Activity and At-Risk Rules and Topic no. 425. A way to figure depreciation for property that ratably deducts the same amount for each year in the recovery period. The rate (in percentage terms) is determined by dividing 1 by the number of years in the recovery period.</p>
</p>
<p>
<ul>
<li>Your combined business/investment use for determining your depreciation deduction is 90%.</li>
<li>May Oak bought and placed in service an item of section 179 property costing $11,000.</li>
<li>Everything residents need— and more—within a single platform that enhances their renting experience while cutting operating costs.</li>
<li>If you hold the remainder interest, you must generally increase your basis in that interest by the depreciation not allowed to the term interest holder.</li>
<li>You used the mid-quarter convention because this was the only item of business property you placed in service in 2021 and it was placed in service during the last 3 months of your tax year.</li>
</ul>
<p>
<p>A short tax year is any tax year with less than 12 full months. This section discusses the rules for determining the depreciation deduction for property you place in service or dispose of in a short tax year. It also discusses the rules for determining depreciation when you have a short tax <a href="https://glowtechy.com/why-professional-real-estate-bookkeeping-is-essential-for-your-businesses/">https://glowtechy.com/why-professional-real-estate-bookkeeping-is-essential-for-your-businesses/</a> year during the recovery period (other than the year the property is placed in service or disposed of). You must depreciate MACRS property acquired by a corporation or partnership in certain nontaxable transfers over the property&#8217;s remaining recovery period in the transferor&#8217;s hands, as if the transfer had not occurred. You must continue to use the same depreciation method and convention as the transferor.</p>
</p>
<p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/A9IdGOLDDnQ' frameborder='0' alt='real estate bookkeeping in delaware' allowfullscreen></iframe></div></p>
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		</item>
		<item>
		<title>Royalties in Accounting</title>
		<link>http://logosrus.com/cart/royalties-in-accounting/</link>
		<comments>http://logosrus.com/cart/royalties-in-accounting/#comments</comments>
		<pubDate>Tue, 11 Apr 2023 11:38:20 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://logosrus.com/cart/?p=995</guid>
		<description><![CDATA[Entry #14 — PGS has more cash sales of $25,000 with cost of goods of $10,000. Entry #11 — PGS’s first vendor inventory payment is due of $1,000. Entry #10 — Paul is getting so busy that he decides to hire an employee for $500 a week. We can also [...]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="royalty accounting journal entries"/></p>
<p>
<p>Entry #14 — PGS has more cash sales of $25,000 with cost of goods of $10,000. Entry #11 — PGS’s first vendor inventory payment is due of $1,000. Entry #10 — Paul is getting so busy that he decides to hire an employee for $500 a week.</p>
</p>
<p>
<ul>
<li>We can also now easily see what our reserve balance is, and the level of pre-paid royalties—which is negative here because we did not include the creation of the initial advance.</li>
<li>Chartered accountant Michael Brown is the founder and CEO of Double Entry Bookkeeping.</li>
<li>The following bookkeeping journal is used to record the royalty advance.</li>
<li>The person who makes use of the asset and pays the royalty is known as the licensee.</li>
<li>The entries above would be manually written in a journal throughout the year as business transactions occurred.</li>
<li>Since the developer earns 8.00 for each game sold, the 5,000 represents a prepayment of 625 (5,000/8) sales.</li>
</ul>
<p>
<h2>Accounting for Royalties and Licensing Fees: Revenue Recognition and Reporting</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="royalty accounting journal entries"/></p>
<p>
<p>Accounting processes vary based upon the nature of payments made and other contract stipulations, so it&#8217;s important to know the specific entries required for each type of transaction. Incase of sub-lease agreement, the status of original lessee will be twofold aslessee paying royalties <a href="http://iphoto.su/albums/users/mestnij+podonok/diggerstvo/hous/IMG_2580.JPG.html">http://iphoto.su/albums/users/mestnij+podonok/diggerstvo/hous/IMG_2580.JPG.html</a> to the landlord and as sub-lessor receiving royaltiesfrom the sub-lease. To the original landlordRoyalty should be paid on the basis of the total output of both the lessee andsub-lease. The short workings refers to the difference between the actual royalty and the minimum rent.</p>
</p>
<p>
<ul>
<li>Royalty agreement normally contains a clause to pay a minimum rent.</li>
<li>Royalties are payments given to the person who owns the intellectual property of a given asset.</li>
<li>This is the closing entry at the year-end along with the short working unrecouped.</li>
<li>In the third case, when the actual royalty amount exceeds the minimum rent and short working is recouped, then the entries will look like this for lessee.</li>
<li>Now, balance of short-working comes down to Rs. 13,000 (Rs. 18,000 – Rs. 5,000).</li>
</ul>
<p>
<h2>About the Author</h2>
</p>
<p>
<p>Royalties exist because they enable the owner to benefit from their work and their property. In a way, royalties can protect the owner of the property as they ensure the property is being used properly. There are two parties in royalties accounting; the lessor and the lessee. The lessor is the individual who is the owner of the asset. He is the one who  gives the right to another individual to use the particular asset.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/gz5R4pAEgVk' frameborder='0' alt='royalty accounting journal entries' allowfullscreen></iframe></div>
</p>
<p>
<h2>Royalty Payment Accounting Example – Licensee</h2>
</p>
<p>
<p>Mr. Raman, a scientist, owned a patent for the manufacture of electric blanket. Any short-workings is recoverable out of the royalties of the two years subsequent to the year in which short-workings <a href="https://stroiportal-dnepr.com/news/gk_sibpromstroj_v_ramkakh_black_friday_real_estate_na_kazhduju_kvartiru_pretendovali_60_chelovek/2016-08-23-10227">https://stroiportal-dnepr.com/news/gk_sibpromstroj_v_ramkakh_black_friday_real_estate_na_kazhduju_kvartiru_pretendovali_60_chelovek/2016-08-23-10227</a> may arise. In the event of strike or lock-out, if the Minimum Rent is not raised, the amount of Minimum Rent depends on the clause of the agreement between the two parties, i.e., Lessor and Lessee.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="royalty accounting journal entries"/></p>
<p>
<p>During period 2 a further 600 games are sold and the royalty due to the developer (licensor) is 4,800 (600 x 8.00). The publisher (licensee) now posts the following bookkeeping entry. B) In every lease agreement, paymentof royalty is compulsory but the provisions of minimum rent may or may not beapplicable. Here is an additional list of the most common business transactions and the journal entry examples to go with them. Now that these transactions are recorded in their journals, they must be posted to the T-accounts or&nbsp;ledger accounts&nbsp;in the next step of the&nbsp;accounting cycle.</p>
</p>
<p>
<p>After the business event is identified and analyzed, it can be recorded. Journal entries use debits and credits to record the changes of the accounting <a href="http://www.inoekino.ru/prod.php?id=7117">http://www.inoekino.ru/prod.php?id=7117</a> equation in the general journal. Traditional journal entry format dictates that debited accounts are listed before credited accounts.</p>
</p>
<p>
<p>Show the entries and necessary ledger accounts in books of X Ltd. As there was no short-workings landlord will get Rs. $0,000 i.e., actual royalty or minimum rent whichever is higher. Again actual royalty is less than minimum rent by Rs. 7,000 (i.e., Rs. 20,000 – Rs. 13,000) which again carried forward. Thus, total amount of short-working which is carried forward is Rs. 18,000 (i.e., Rs. 11,000 for first year and Rs. 7,000 for 2nd year). The excess of Minimum Rent over actual royalty is known as short-working.</p>
</p>
<p>
<p>Your distributor has informed you that it has sold 10,000 copies in its first day, generating £100,000 of revenue. Practically, royalties based on output should be debited to Manufacturing or Production Account whereas royalty based on sales be treated as selling expenses) should be debited to Trading Account on Profit and Loss Account. Here are the steps to making an accounting journal entry.  2006 —1000; 2007 – 1,200; 2008 — 3,200 and 2009 — 3,200. Income-tax was deducted at source @ 20% every year before actual payment of royalty.</p></p>
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		<title>Demystifying Supply Chain Finance Accounting: What You Need to Know</title>
		<link>http://logosrus.com/cart/demystifying-supply-chain-finance-accounting-what/</link>
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		<pubDate>Thu, 17 Nov 2022 10:19:51 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Reverse factoring is an effective cash flow optimization tool for companies outsourcing a large volume of services (e.g. clinical research activities by Pharmaceutical companies[3]). The cost of the &#8220;money&#8221; is a set interest rate normally tied to an index plus a bps adjustment[citation needed]. Demica offers innovative supply chain finance [...]]]></description>
				<content:encoded><![CDATA[<p>Reverse factoring is an effective cash flow optimization tool for companies outsourcing a large volume of services (e.g. clinical research activities by Pharmaceutical companies[3]). The cost of the &#8220;money&#8221; is a set interest rate normally tied to an index plus a bps adjustment[citation needed]. Demica offers innovative supply chain finance solutions that allow clients to extend days payable outstanding (DPO), help suppliers secure low-cost funding, and capture early payment discounts; all while improving their own margins. The brand specializes in non-investment grade programs and solutions that operate cross-border.</p>
<h2>Dynamics and Implications of Supply Chain Financing</h2>
<p>They can enhance their credit scores by executing transactions while they don’t have to rely on collateral or ineffective credit products. In this case, the collateral for the finance provided is the inventory itself, which is contracted to be purchased at a later date. The financier  provides pre-shipment finance on the basis of purchase orders, contracts (between the buyer and the financier) or a Bank Payment Obligation. Usually, this form of financing is only used by distributors or resellers, not product manufacturers. Failing to comply with these regulations can have severe legal and reputation consequences. Everyone involved must implement appropriate measures to mitigate these activities.</p>
<h2>Process Flow</h2>
<p>However, SCF is an umbrella term that includes a whole host of other services in addition to buyer’s finance, and commodity finance, of which commodity trade finance is most popular specially since COVID-19. Supply chain finance is a strategy that has been growing steadily in recent years. As a financing option that benefits all involved parties, SCF is very lucrative.</p>
<h2>Four Things Flexport’s Supply Chain Finance Can Do For You</h2>
<p>] there has been a pivot back to Receivables Financing Factoring (finance) programs, primarily driven by enhancements in technology which has increased the efficiency and attractiveness of Receivables-based programs. In addition, traditionally there was a larger effort involved in calculating the Funders credit risk exposure in a Receivables-based program due to the many Buyers which needed to be credit evaluated on an ongoing basis. Technology has now automated much of the credit evaluation process allowing program Funders access to real-time Buyer risk ratings across their portfolio. This transparency generates increased credit appetites from program Funders and Credit Insurers and benefits the Vendor through attractive rates and increased program credit limits on their Buyers. Vendors can also use the receivables-based approach to increase competitiveness by extending payment terms to their Buyers Off-balance-sheet.</p>
<h2>The Rising Impact of Blockchain on Supply Chain Finance</h2>
<p>First, benefit for the suppliers who strengthened their financial situation, reduced delays in deliveries and improved the overall quality of the goods delivered. Instead of having to struggle with tight cash flow, the solution allowed the suppliers to focus on increasing productivity, innovation, and efficiency in their production. Second, it benefitted the client who improved relationships with its suppliers and increased supply stability and quality by allowing the suppliers to get cash in advance. SCF is a type of trade finance that can reduce the risk for the seller (trading partner), but must be set up and managed by the buyer. Supply chain finance offers faster payment to the supplier and longer terms for the buyer. It is offered by diverse financial institutions as well, like supply chain finance providers.</p>
<h2>Supply chain finance example</h2>
<p>Supply chain finance has become the most preferred choice for improved cash flow. Companies must consider the following factors to benefit from supply chain financing. You can also leverage our AI-powered predictions to decide which of the two funding models will best support your needs. Supply chain finance has its roots in trade finance (solutions that facilitate trade and reduce trade risks for buyers and suppliers). Supply chain finance, however, only started in the 1980s, when interest rates and funding costs soared. Supply chain finance served as an innovative financing option for corporations and their suppliers.</p>
<ol>
<li>For one thing, we’ve upgraded our platform and taken full advantage of the insights generated across the 5.2 million buyer-supplier connections on our platform.</li>
<li>In the future, relying solely on one finance provider may not be popular.</li>
<li>If you compare the CFM to SCFM, the CFM unit doesn’t tell us anything about temperature (T), pressure (P), humidity levels, and so on.</li>
</ol>
<p>Small and medium-sized enterprises (SMEs) will likely adopt supply chain financing even more. They can access better financing and improve their supply chain operations. All parties involved in supply chain financing should adhere to the applicable policies. Compliance means following rules to prevent fraud, bribery, corruption, and breaking trade sanctions.</p>
<p>The institution will charge a fee based on the transaction amount to oversee the financing process. Suppliers could apply for financing and receive cash immediately to fill this payment gap. PO financing and the broader suite of invoice financing solutions are the most common products. The ordering party will then benefit of a part of the <a href="https://accounting-services.net/adjusting-entries/">closing entries example</a> benefit realized by the factor, because they are the one to allow this. And the financier for their part will make their profit and create a durable relation with both the supplier and the ordering party[citation needed]. Small entrepreneurs rely on the credit worthiness of buyers and can free up working capital to expand their business.</p>
<p>Additionally, more than  14,000 individuals participate in our professional development and personal enrichment programs each year. SCF boasts a rich history of graduating over 50,000 students since its inception in 1959. Whether you’re seeking to earn a career-ready degree or make a smooth <a href="https://accounting-services.net/">https://accounting-services.net/</a> transition to a university, State College of Florida has the full college experience at exceptional savings. SCF also offers online classes, more than 30 workforce certificates and an array of signature programs such as accelerated dual enrollment, SCF Honors and Gator Engineering.</p>
<p>These alternative lenders offer broader access than banks do, but they often charge high APRs in the 30%+ range. CashflowSCF ordinarily provides a superior level of funding against specific invoices, resulting in payment against the supplier’s entire invoice value, minus a fee. Typically, an invoice finance facility will advance in the region of 80% of the invoice value, with the balance becoming available to the supplier when the customer pays. In addition, invoice finance facilities often include contractual terms such as concentration limits that could further restrict funding. However, banks’ lengthy and tiresome document approval process can take nearly a month to transfer funds. Often the reverse factoring is used with the dematerialization to speed the process.</p>
<p>Supply chain finance solutions allow buyers to hold on to their working capital for longer, while early payments improve your cash flow and strengthen the supply chain. At times, the term “supply chain finance” is used generically to describe a broader range of supplier financing solutions. This is for things like dynamic discounting, in which a buyer funds the program by allowing suppliers access to early payment in invoices in exchange for a discount. The term for this process is more commonly referred to as reverse factoring. However, the term is more commonly used as a synonym for reverse factoring. While supply chain finance is meant to be a win-win solution, buyers typically see low supplier participation when they use traditional bank-led programs.</p>
<p>The customer pays the company directly upon order fulfillment to repay the lender. As you can see, the physical supply chain is the flow of goods and services towards the end-customer. Whereas the financial supply chain is the flow of money from the customer back up the chain to the supplier. As is the case in the most startup companies to the extent that there is financing from outside investors. Let’s say, we produce these courses and let’s say that everyone watches that for free. Then clearly, we incur some costs and unless there are some people who would like to support us, not only the producers of content but also the platform then unfortunately, that would not be realistic.</p>
<p>The company bases the markdown on the time value of money and the supplier’s cost of capital. The earlier the supplier accepts payment, the higher the discount they receive. Suppliers, buyers, and financiers collaborate to optimize the supply chain’s financial performance.</p>
<p>They must be accurate and they have to be, to a significant extent, well, one important, they must be credible. If the people use these statements, they expect them to reflect what’s going on in an enterprise. This is capital stock when you issue that and then, the result of every period is retained earnings. So, this is, this gives you an idea about how balance sheet takes into account these various assets, liabilities and piece of network. STATA formatBecause the data set contains approximately 5300 variables, users will need to use Stata SE if they wish to import all the variables. Users of standard Stata will need to specify a subset of variables when using the data set.</p>
<p>This advantage lets buyers negotiate better terms from the seller, such as extended payment schedules. Meanwhile, the seller can unload its products more quickly, to receive immediate payment from the intermediary financing body. Supply chain finance is also known as reverse factoring and is different from regular factoring based on one key detail.</p>
<p>You would like to say, “Well, something is not so great about this company.” If that actually happens over a long period of time. You know there are always periods of time when companies lose money when their operations are not producing any income. But that must be limited in time and there must be a clear idea how that would be turned into an income. So, that is in general about these financial statements and we mentioned before these principles and statements and standards and in what follows, we’ll see a few words about these assumptions, principles pronouncements.</p>
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		<title>What Is Manufactured Wood Pros &amp; Cons, Best Types, and More!</title>
		<link>http://logosrus.com/cart/what-is-manufactured-wood-pros-cons-best-types-and/</link>
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		<pubDate>Thu, 25 Aug 2022 09:34:38 +0000</pubDate>
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		<description><![CDATA[The amount of repairing need to cover defects determines the grades of manufactured wood. As you can see, manufactured wood is great for any application, but you need to always go for good quality grades. Manufactured woods are made by humans to get the most of the solid wood qualities [...]]]></description>
				<content:encoded><![CDATA[<p>The amount of repairing need to cover defects determines the grades of manufactured wood. As you can see, manufactured wood is great for any application, but you need to always go for good quality grades. Manufactured woods are made by humans to get the most of the solid wood qualities for low-cost and low-end applications. So, always go for treated manufactured wood for decking and other outdoor applications. The moisture levels in the outdoor environment can damage the wood easily. Water molecules can easily penetrate through manufactured wood and the wood will start to rot.</p>
<h2>Disadvantages of Manufacturing</h2>
<ol>
<li>As a result, developing vocational training policies and policies that incentivize high school graduation and university enrollment are crucial for Mexico’s future.</li>
<li>Instead, deliveries of these items arrive at the production facility in smaller quantities as needed to complete production.</li>
<li>This is why medium-density fiberboards (MDF) are known as the best alternative for real wood.</li>
<li>Plastics manufacturing business usually employ processes like molding.</li>
<li>This is because it’s extremely strong and can be found in a wide range of colors and styles which are perfect for cabinets.</li>
</ol>
<p>There have been significant shifts in manufacturing employment between 1970 and 2011 (see Table 3). In developed countries,  manufacturing comprised 16.8 percent of the workforce in 1970, but only 12.8 percent in 2011. In <a href="https://www.adprun.net/virtual-metaverse-plots-outpace-top-nft-collection/">virtual metaverse plots outpace top nft collection sales play</a> contrast, several regions have increased their focus on manufacturing. For example, manufacturing in East Asia (including China and South Korea) totaled 13.9 percent of  the workforce in 1970, but 21.5 percent in 2011.</p>
<h2>Step 2: Perform Market Research</h2>
<p>Medium-density fiberboard is the type of manufactured wood most people think of when it comes to engineered wood. Small manufacturing firms often cite congestion, logistical, or connectivity problems as major barriers to overcome. As developing economies look to export more, increased transportation infrastructure investment is necessary in order to reach global markets. Moreover, countries that already have sound transportation infrastructures need efficient supply chains. One cannot have high-performing manufacturing companies without adequate infrastructure. In addition, officials should help small businesses learn how to navigate global supply chains and export rules.</p>
<h2>What are the Different Manufacturing Methods?</h2>
<p>The pharmaceutical sector works similarly to the chemical processing plants. The products in the pharmaceuticals sector are manufactured well before consumers demand them. Green manufacturing is the production process that focuses on environmentally friendly processes and materials. The processes in green manufacturing emit minimal pollution levels.</p>
<h2>Important Factors in the Manufacturing Process</h2>
<p>The manufacturing business does not require a large product inventory in the Make to Order model. After manufacturing, products are sent to the delivery phase immediately. However, there still needs to be an inventory of the parts required for manufacturing. Make to Stock (MTS) is one of the traditional manufacturing techniques. In MTS manufacturing, products are manufactured anticipating the potential demand.</p>
<p>A potential subset of other manufacturing processes, repetitive manufacturing often breaks long manufacturing processes into smaller parts. Each part, often called a dedicated assembly line or manufacturing cell, is intended to manufacture only a specific part of the unit. Then, units are continuously transferred to the next subsequent dedicated assembly line. Any work in material resides within the manufacturing line as temporary storage areas are often not used. A traditional production technique is make-to-stock, the manufacturing of a standard product based on forecast demand. A company estimates how many units will be sold over a given period of time and plans in advance to manufacture that many goods.</p>
<p>Computers and precision electronic equipment have since allowed companies to pioneer high-tech manufacturing methods. Companies that use these methods typically carry a higher price&nbsp;but also require more specialized labor and higher capital investment. <a href="https://www.adprun.net/">https://www.adprun.net/</a> This type of manufacturing is commonly referred to as 3D printing. It involves the use of layers that are built up upon each other to create shapes and patterns in a three-dimensional process using a special piece of equipment, such as a 3D printer.</p>
<p>To minimize exposure to toxins, select low-formaldehyde or formaldehyde-free products and maintain good ventilation in spaces where manufactured wood is used. In this section, we’ll provide some helpful tips for cutting, shaping, joining, and finishing manufactured wood, ensuring your projects look professional and stand the test of time. The aesthetic look, workability, screwing and nailing ability, smoothness of the surface, ease to paint, make a manufactured wood a better choice for furniture than any other wood type. So, always make sure to get quality grade manufactured wood from the market for an important application like flooring.</p>
<p>Manufacturers believe that conditions are right for improving export growth and 76 percent of manufacturers in the U.K. Have a strategy they believe will help their business grow overseas. Near net shape (NNS) refers to manufacturing processes that convert raw material into a component that is as close to the finished product as possible in size and shape. Manufacturing is the creation of tactile goods by processing of raw materials. Production is a wider bracket that includes creation of anything of value. Therefore, steel manufacturing process can be a production process.</p>
<p>By looking at the uses, pros, and cons of particleboard, you can get an idea about what is manufactured wood and why they became so popular nowadays. As a manufactured wood, let’s talk about the advantages and disadvantages of particle board or chipboard. I made the decision to employ a blend of solid wood and plywood after performing extensive study and speaking with other woodworkers. We can improve our skills and create beautiful, durable products by perfecting the technique of working with produced wood. Manufactured wood materials have many uses, from manufacturing flooring and furniture to cabinets and cabinetry, to building, and more. Let’s have a look at each of the above factors of manufactured wood.</p>
<p>Construction, while seemingly a manufacturing process, is actually its own category and not considered a facet of manufacturing either. In this system a factory produces goods that are held in stock at stores and showrooms. This means that a market for the goods needs to be predicted so that the items can be produced in advance ready for the consumer. However, producing too much can mean that surplus stock needs to be sold at a loss while producing too little may mean the market is missed and costs aren’t covered by sales. However, this early manufacturing system changed with the introduction of the factory system in Britain at the beginning of the industrial revolution in the late 18th&nbsp;century.</p>
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		<title>Oaktree Capital Cuts Fees on Private Credit Fund After Earnings Decline</title>
		<link>http://logosrus.com/cart/oaktree-capital-cuts-fees-on-private-credit-fund/</link>
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		<pubDate>Tue, 10 May 2022 09:03:22 +0000</pubDate>
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		<description><![CDATA[Good practice on application of the limit and on management of retirement leasehold generally can be found in the Association of Retirement Housing Managers’ Private Retirement Housing Code of Practice. I chose UCLA Extension because the program offered everything I was looking for in continuing education. My advisors played a [...]]]></description>
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width="256px" alt="management fees"/></p>
<p>
<p>Good practice on application of the limit and on management of retirement leasehold generally can be found in the Association of Retirement Housing Managers’ Private Retirement Housing Code of Practice. I chose UCLA Extension because the program offered everything I was looking for in continuing education. My advisors played a tremendous role in ensuring my success in the program prior to the start of my first class. Their confidence in my ability to succeed was the driving force in my decision to attend and complete the program successfully.</p>
</p>
<p>
<ul>
<li>To ensure you aren’t overpaying for investment management, here’s a breakdown of how these fees work, what they include and how they are charged.</li>
<li>These source deductions are then remitted to the Receiver’s General (CRA) on a regular basis.</li>
<li>Evaluating the value of management services is crucial for determining whether the fees charged are reasonable and justified.</li>
<li>Project management fees cover planning, execution, monitoring, and closing various project tasks.</li>
<li>In fact, according to the S&#038;P Indices, 78.52% of funds underperformed the S&#038;P 500.</li>
<li>By being informed and proactive in managing management fees, individuals and businesses can optimize their returns and ensure a positive outcome for all parties involved.</li>
</ul>
<p>
<h2>Sarasota County may raise residents&#8217; fees for trash collection as it switches providers</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="management fees"/></p>
<p>
<p>Repairs that exceed the cost of the maintenance reserve generally require approval from the property owner. Get instant access to lessons taught by experienced private equity pros and bulge bracket investment bankers including financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel Modeling. Excessive  turnover and frequent trading within an investment fund may trigger capital gains taxes, potentially offsetting the advantages of superior performance. For instance, there has been a growing trend toward fee transparency and fee reductions in response to regulatory developments and investor demand.</p>
</p>
<p>
<h2>Average Property Management Fees in Wisconsin</h2>
</p>
<p>
<ul>
<li>Waste Pro of Florida and FCC Environmental Services have signed four-year contracts, beginning on March 31, 2025 for collection services.</li>
<li>The County Commission will decide whether to impose proposed service fee hikes at a May 7 meeting.</li>
<li>There are several methods used to calculate management fees, including percentage-based fees, flat fees, tiered fee structures, and performance-based fees.</li>
<li>Although no management fees are involved, it can be a risky option for inexperienced investors.</li>
<li>It&#8217;s analogous to curating a cadre of specialists actively engaged in crafting investment decisions.</li>
</ul>
<p>
<p>Also, each year the corporation must prepare and file T4 slips for any employees that earned wages. Venture capital (VC) funds are subset of private equity that invest <a href="https://thecoloradodigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/">accounting services for startups</a> primarily in high-growth startups. In the aftermath of the financial crisis of 2008, the multi-trillion dollar industry has come under increased government scrutiny.</p>
</p>
<p>
<h2>Are high management fees worth the cost?</h2>
</p>
<p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/r2R1CmO-30Q' frameborder='0' alt='management fees' allowfullscreen></iframe></div>
</p>
<p>
<p>Yes, <a href="https://missouridigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/">https://missouridigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/</a> can have a substantial impact on investment returns, especially over time. Investors should be mindful of these fees, as even seemingly small percentages can result in a significant reduction in net returns over the long term. Choosing investment options with reasonable management fees is crucial for optimizing returns. Management fees and expense ratios do not have direct tax implications for the investor since these fees are deducted from the fund&#8217;s total returns before distributions are made. However, the lower returns because of higher fees indirectly affect the investor&#8217;s taxable income from the investment. Management fees are generally not negotiable for individual investors in mutual funds or ETFs.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="management fees"/></p>
<p>
<h2>Average Property Management Fees in Georgia</h2>
</p>
<p>
<p>Residents will have four free pickups a year after they schedule with their provider. The County Commission will decide whether to impose proposed service fee hikes at a May 7&nbsp;meeting. For Class I households, the increase would be $2.53 a month, or $30.36 a year. For Class II households, it would be an increase of $2.14 a month, or $25.68 a year.</p>
</p>
<p>
<ul>
<li>Management fees are for the year 2021 and represented as per unit month (PUM).</li>
<li>By reviewing the return net of expenses, investors can decide whether to invest in the fund after better establishing what the fund yields to investors.</li>
<li>They cover the costs of marketing and shareholder services and they can even pay for employee bonuses.</li>
<li>In conclusion, the management fee serves as a vital aspect of the investment landscape, providing compensation for the expertise and services of financial professionals.</li>
<li>Conversely, passively managed ETFs usually track specific indexes, leading to lower fees.</li>
<li>Management fee is the fee paid out of fund assets to the fund manager for the daily management of the fund and investment portfolio.</li>
</ul>
<p>
<p>Their fee structure is commonly referred to as &#8220;two&nbsp;and twenty&#8221; because it consists of a flat 2% of total asset value and 20% of all profits earned. If CRA finds management fee not justifying the above-mentioned criteria it can reclassify the management fees as salary, and then enforce a penalty for failure to withhold payroll taxes. Department of Housing and Urban Development (HUD) issues appropriate management fees. Management fees are for the year 2021 and represented as per unit month (PUM).</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="management fees"/></p>
<p>
<p>These fees cover the cost of planning, executing, monitoring, and closing projects to  ensure their successful completion. Fees and costs are common with all investment products, at least to some degree, and they can vary significantly among types of investments and brokerages. Your best bet is to inquire about them and pin down what and how much  you&#8217;ll be responsible for paying before you commit. Active fund managers rely on inefficiencies and mispricing in the market to identify stocks that have the potential to outperform the market.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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zjFvdZSFuEX4ALEta7AEk/3lM8t/XVRdE7VhwTi4ZSuWsPfAj/tPr8quNaH5EdjbTy+WqlzmLnSt4DlSh5D3TWSDR97y9VVyuz9NluelUyi8hSNRHEllAIo196iEyMAoG22cbeQ8qs/rJukbht3ZdkFSzseGTxP+tM8g29Y7A5OctrbPM1XXTexbinDrPiNshkkghW0vIYwWeNoskNo56e+X2BOiSM8gxC1xbrTvbi0j4e2lox2aDQjGeQRkaEY6jqwVX3qhm0jJO+WSvEMkocPiG37/fJaeDjP4nh4MmO8fyX3JZ3FEEn57Hnz1fNP3orXJ9y8WT8kW4YDyYxXAPyhR8lKnowQp7tkkaPtjBaXE8ceM5kTQAAPFiGYD1keVWv1OdHPcNhcw3Hcu7u1urnsD79IIY1jGvyOqcHB/PI5o2Odur7i1zbze6LPV2kKM7ELqAiOEcuvjH31z5bNtpyGOBhEOscrNdedq7A5vEXcSGO4DVoaHXQJDdPPsSKvr6pr9Ja1WLisxiAjyIZMKMAO0SkkAciT3j6yT41Lel5cs3EVznu20OPjLsfnJpc6G8NueLcRVpMys8iPcSYwiRKRnOBhQEXQi+J0jzNWL6QHDF4mi8R4eDcLC0tpcIg1OvYyvpkCjcowOvIz3Hiblkhmh0sUj2jYuB+/+VKMqHBzsHGneNbYnNcb5EhlbnvpIF/qtHj15xq5shZnhqi30RBDHBIGCxlWQoTKQCdIBOncFvOp7qK6N3VtY8XW6hkgV7YsgkGAWEFwH0+vHZ5+Kq34v103s1kLFhHp0pGZVV+3dUK6VJ1ldR0gEhcn1ZObV6luikttw2/e51JNd2szRwOT2nZQwONeg95SzXABU7gdnnBapoC2SUFuo007npsduSz+KsmxMB0czYY9craayyXnW06rLtthvsdh3KqHqC4LbzXMr3aGWG2tZ7poh+X2WjuncZ9/q05AJAB2zVmdMemVnecBuTY25tooZ4E7Mqq955UclQhIGdW/rzSD1DWrKeJFlZR/ZF9uQQP815itfqOsmn4JxO3iBeZZLa47Mbu0Y06ig5kgROcDJOwG5AqTEi/+q4gb05UfEWa7/wCQQtc/3A6I1fujfc9vmU5+j10vjsOG311L71J7cZxqwX7g2yPFh40t+kmim7gvrc/e72CG5jcbd9VAO3gQBExHmTWH0d+nVxa3UdtEEaO6uLdJVdCzKO00MyaWXSwRmzqDDYbbHLb1r8JWThk4Qqx4dxO7QBR7y3nuHKx48BGzxoANgkYxtUYqTEoc2/pZ+yuSa8DxKJJK0Tbc+hAAv/zAUF12cQ/tLittHGciSKziGPDtgJWP+yJ8n4PqqyunPWVYpcSQmYJ2BEGnS5C9mNJXIUjZgRVSejhCBdyXcmTHY201wxPLKxFEXf1Fio/UHlVLX167s0jnLyOXY/rO2pj8pJqfDj85rpHf3H7f+1geMntxpIMGM2Io/wA3Hf8AIA/VdO8X6xLJlOLheR8HH0rTv0W6xLDs4192QAhQCGfSc4H52K4c4hckE/0rHb3DYzn6KsnFaBVrjNdr9AbfpvZk7Xdud/8ATR/WrDYdJbctL/eId5Nvvib/AHtOW/z1wL7rbbej3UfHFIMUd0vmFfoWnGITyliPskT+tZ0ulPJlPsYH6DX52tcn7CvSXhH2NBxvVGtfonqr6RX55JxR/P6f61uJ0jmXlI49jsPoNN9n9Ua1+gGmgrXBSdLbgYxNNy/0j+PsasrdPrhB+Hmz4DtZM5+XlR7P6pQ5dodN+l9vZx9pcPoH5Kjd3Pki+PtOB665r6fekJdzlkslFtHnAc4aYjwO+VUnyUHbxquLq5muWD3EjytjA1sWwPIaicCmPo/0X1EbVGQ1nNWI4S87JLvOH3Fw2ueWSVj4uxb6f5VmXoYPWau/hPRRANxv51N2fRtB4Zqu/N7LTi4aSueD0LA8D9vYftvWu/RZlOULKRggrnYj1+fsrqePo0hHvBuPKoufoGCc5zv69h5CohxDupX8KI5KnOhXW7xKxYB3NzCOcUuScfqv75flI9VdPdVfWfbcQX703Zyj31u5AceZXBwy891+MCql6adAVI5eH2xtzNVJxPotLbyCSIvG6HUrqTkHwwQNvDx9tTsmZKLWfPhujXd4r0K5Z6L+kNd4EUsUbyKMa2DAvjxwpxqxz8+dMC9fs4528R9QL5+k1MMZ5FhUHPDTRXQ4r6FrnpfSBm/RY/8AG1Z09ICXxtUPsdv6Gj2STsm+a1X/AEYqhF9IF/0Vf2h+rWSPr/b9FH7Q/VpDiv7JRIFfAFZAtUOnpAn9E/8AV/8AhWT/AP6Bx/2Q/tf/AIUns0nZL5oV33QrQIqn26/tX/ZCP/N2/wCHWq3Xv/8Ai5/83/4U9uO/sml4V0kUv3//AFj/AGYvplquF69v/wAX/wBX/wD11E3fXRmXWLfwQEdp+aXPPR46/ix66cInApC5XHee+PtpZ6Zfgx8L+VV5d9eu7f3X17y//ClTpT1+akx7kIw3Ptc+HwBUnluPJIE/1qcX/ByfAf8AdNVzw3rjjcgdg4JGffLj2CjinWejI6iFxlSMlhjcEeAoED+yNQtYug1v75vIaR8ZJP8AKmilvq8lzEfhZ+Yf0NW31LdFory5aKbVpELv3DpOpXjA3wdsMdvZXsPhx8WFwZkp5AFzq53qN/4XnnHA/J4m9g52AL+Q/wDau7qsdLThCTac4ie4fHvmJy2PbgKgPgAKovrQ6eNftGzRLD2auoCsWzqIO5IXlprqFOi0QtPcfe7LsjDz7+gjHvsc8Hniuaeu3orDZ3CRQa8GISNrbUcl3UY2GBhKyfDc+NNmyPcCZHOc5p7N3u9/X1V3jUM8WKxoIDAGhw7n8PRVL0ph70TfrY+YkfzpO61z/fZvg238Db06dLpMKn+sH7rUj9Zr5vJT5pbfwUFcx4oiazjTy3qwE/M6f8Wuk4FK5/CGB3R5A+XvKT6h/wAZ2nwp/wCDnrruzmKMrKcFSCD6wfttXInUN+NLT4U/8HPXXIFcvnGnj5fqtXH+FMw6bTfmxf4D9al67nLMzMcsxJJ9ZrHivtU3SOdzKna0DkpHgfHXg1FMd7GQwyNs4OxG+5qmfSG6z7q412Z7NYcI76FIdyCWCsxZu4CFbAUEkDfGxs+6bANc59Y0gNxOfgr8iA/zq1iudyvZQygc0t9XvT+74dKZbSTQW2eNhqhlA5CRMjOM5DqVYZIDAMQbWufSsvNJ0WlnHIR+F0yH4wusH4i5+Pxo68h+P21HuMVqNCqWVefo89IZ7viXEJ7mRppX4RegsfACW10qijCogzsiADcnGWJMn6MTSQXVzL2ZBjsLl11qwUshjYA8tjjkDnGapjq36bz8PuBc2pUSBGjIddaMjlSyuAVOMojZUghlXwyDYHSr0mOJ3EMsDe5o1lRo2eKJxIFYYYIXmcAspK505GTjBwRBNjB8jX38K2+H8aOJhz4oZfmgC7qqvpW/PuF76w/SPvbmAwxJDZJKpEpgDCVgeahy3cDDIJVdXkw8a96uesS74fIZbOTRqwHiYaoZAOQkjyMld8OpVxuAwBIKq619Eex9n0VaCwjvuVe976X96B3bGyEmPwuJSM+enUD8XafHVb8M6+eJrfniDTLLP2bwhJEzbrE7BjEsSMmlAyI2VIYlQWZt81vcnNYFpaCC7uugePekvxK7glt5fcsaTI0btDFIsmhhhlVnmcDUpKk6c4Jxg71AdUHSmazlmuLZgjxW77MNSMCy92RcjUuVBxkHxBBwaqqxmxT/ANBbcmC9P/dRr8sm/wBFVsiww16fdTwAF26vLoJ6T15cXdpAbS1j7e5t4ZJVEpbRJMqOUBcYbDHBZnAOCQcYOLr+60ruWa54eezWFZygEaMJZFR8orEs2ckK3dVdRA8Dg0Db3BhKyRsUkjZHRxjKujBkbfIyrAHBGNvGr56D+k/eylklt7RnSKR+3CSA5QDGV1kb53ww9QFRZkReyg6u/qFr8A4nFhZHmyQiQ/22a0uBsO5Fa/SGyPDOCvHKOzu+KOmYjtJHaxEMe0B3GokqVOPwuCMqcU1DwGVkV1UaSTpZnRckHfGpgTit7pp0omvJmnuZDLI22TsqqM4RFGyouThR45JySSdjpeuLKzHmJ2+WQY+XNNA8prWM+Sgzct+dPJkzczvty7AD0A2Slf8AR+YtkiMe2aEfS9btv0RnYd3siPVND9el2JTqpz4XH3QKsaXHqs/U0dFGcS6MTRp2jKNAIUsrowyRy7jHfFQ2mrIYYsX9dyv/AAqLvobFGQHlAYqr40MQAwyNxUbX7kHvSkczkQq/WxJr6bGnviPRgLF2yyLIuvRgKynOM8mFQ62eae0h3JRuBHNLfuai4FMv9kVgl4Ljf5qUsKQOCWrqbAz8nrPhWXg3Dyxy25+j1fFWS8hDSYG4Xb46ZOA2PIb86gkdQViJuopi4HwQYB5k+FPvA7TSOVaXALTltTfY2NY8zySukxoQAF4t03qaskrFBaVv28WKpuK1GtpbkK1kC1gjasmo1C4KZbCwA8xS50n6KI4ztv8AF9FMkLV5nORUWst5KJ0YdzXNXWX0K096Pusp7ufPyyNt/XSnwu9LgAKS52KgEnPiABXSvS7hasN8cqobi6Gyuu1VVIbbcZ0N4MvL1jc8ifVW7w7NNaSua4lggHUF7seDfenlm7SEIVAHZkltXlqZOVZvcKdg00cjMA6ppaMKckZyCHatG3kMpO5372CTjnnlmt/g3EZID3DgZyUOdBOMd4AjNaxc7nf0/RYtNG1KGi3NHbc6cuM2sLwvND970Kiumk4LsdyCWO1I6pmrDHh4ULmlqzxyZ5VtTNivVnCBvXrYj10pakabWxwLh/aFgG04AJ2zk6goG5Uc2863U4FsuW5/q7flcssN+5nBA51G2c7R5KnGcZ2B5EEcweRAII8qxXfG3GTqyTtuAeWeexz75vlqu8OvZWGltbrcteHliwUgYGckesD8ksPPkTWLhfBO8AW3bu8uRIDDG+4wee3L11Ax30jNgNp1bELgDHxfypriJGjvE9mO76tsfy+Kon2CnsqlA8R4P3FbPPAxjcAlh4keXjgeukPjHAH5ZBOogDlkA41HfZRnnuOfqy9cS4k+cBthy2Hr25bgZNVzx3jD6mAc7tnfGeY29ndG3LYUrA+0Fzeq+cOsdLqWYYRlLAhhkFgNjj8oE7+W9M3WXeRZxCpVdWNwqnB3C4XY6eWfHypJW+ZiATtkbAAeAAG2NgOQqa6Ty5C55kgk1YAPVRGr2T90L4wokABwsuoLnbvKcj2Egke3FWFZXjocxu8ZxjUjMjY8sqQcbDb1CqCLERxEbYLEEZzzH0VYnRXporKFnOhuWv8AJb24963ntj2V23hHj8McRw8kgCzpJ5b82ntvuL718+a8TcElkeMqAE7DUBz25Ed9tjS7Utb1/wCwu01tr9xM3aajr1aD3tWdWr15zXMl5du51SO8jYxqdmZsDkMsScDJ29Zq/wC06SW/9g6fdEOr3Ey6e1jzq0HbGrOfVzrk7pD0wRQViOtj+V+SPWPzj81XuD8SxMJmRLK4D+Y6uVn0aOv2Wdn8Pyct8McbSfcF9h6k9PuvnSu8DNpG/ZsM/CIzj4hj5TSn1gH+8v8AAtv4OGvfBpMq5J/LXJ8SfX7aw9Oj/eG+Bb/wkNedZOc/Oz5Mh3917dhsAPoAF3bcNuJgsgb0I+p3JP1JKnOoX8aWnwp/4OeuuoUJIAGSTgAcyfUPOuROob8aWnwp/wCDnrtXoMP7xF7W/caqOY3VKB8vukgNMJWt/Yk3+hk/wN/StaWwcMFKMGPJSp1H2DG9Ufx7rr4os0qreMFWSRQOyt9gHIA3izsB41fPVX0uefhi39w4eW2jvO0fCjLJllyFAUHs9PIePrqpEYpHFrb271y69V1HE/DObgQsmkLCHENGkuJtwsXbR2pavEuBz6doZD7Eb+lcx9P+HPHNP2qNG3aY0upVsYyDhsHBG4PiKYPu5cV/TG/ZW/8A/Cp264eCXXEJeHrCjTzycPgllYBVXvFsvK3dRBkny8gDyqfCljkJDL+tKtx7w5lcLY187mHUSBpJPLvbQud71ahrgV0dN6Md+V/DWgf/AEfaS/Jnsv5VVHSzqtvoLuG0kgImnbRCQQYpTncpJ73SmcsDgoN2ABrWC5Y7JAU1jLVdl76LvF1UsEtpMb6EuDrb1L2kSLn2uBz3rYvvRW4msWtWtZZAMm3SV+09is8aozeoso/Wp1pqpADNbaxYRvWMVMdCeg93eTtb28DvKhIlUjQIdLFW7dnwI9LBl0thiQwAJGKuZ/Ra4gY8dvZ68fgzJLz8iwh+cA0thAtctPXgLTd1mdX93w6Xsr2ExEgsjghopAOZjkGxx4qcMuRlRkZeOr70auJ3kSzaYrSJwGVrp2R2UjIZY0R2CnmO00EjfljJaTcqnrEd4VbvRAD3Hdkfmwj/AH/sKtTgfVrYcDti/FYbbitzPNiKNe8scKpksomXAOvOpguSWjGdjUj0/wCDQXFlanhnDzby8QMii3iUBSlvKPvshGlEX/vTgEMuScLVWWVrv5YO+xr0sLSZgZEcIyXNIjJLQ7uaP16Fcn8Qu8nFM3V4u9wfK2k+cqKtS49EjiLZbt7NGO4iaSXV7CywkA+zIpCverXidrexWnYvFcTELCytmKUHmUlHcKKAS4bBUDLKNsvlbraQqcbtLrS5E2RTV1hnEVkvlbqf8RJq6OJejveSLE02h2jiCvHDIuqR/MPIEXGT+UBt8lY+mvo/X0iK6i3JiiVPc6TM0uFHgzxRoXPlkDPiag0ue9tiqu1YsNa6jdrmazt8uKcbeDFW30R9HO8aMSMIbdmGVjmZhL/tBEYKfUTkeIFJ3SjotNbTGCaMrJthR3teo4Uxlc6wx2GN87YBBFXAFVtRnG4sWAPibg/NF9vmqQ6cn76PVFEP/TFWjw/qHup7WJJmjtfvpkZXb75pK4AwoYBj5McjxHhSn1vdALy2YzTxL2R0qJYmMkYAGFDkqrKTgbsoUnYE1ViYfMuup/RWZHDRQPZQfQy4EjR2siK8bOzZ7wYHQeRVgPyfKl68h0sQQR6jkbZ9f01avCOoXiLKkiiGMsAwDSlZFyOR0ocNg8s7VM8N6l+Jun317YHfTDcN2rfERHIBn1MfWBUpYQ7UPwUQeCACqRg32G55ADJJPkB4mpbjvQy8ijeWS0uI0RSzO0MgVVAySxK7AeJOwq5OhPVLP/aiSmFIbe3kjZ91AZlTWvZKuQ3f0Ek4GPHwrx1UdY13f8QuLd5+0tpIrvs4ikYUKciMFlQMQqsBuTnxzTH5TW6QebtloYfCZsmOaVhGmJup13uDfKgd9utLlTo9AWIxvnf+e9PkVysQycZ22+29bx6uZuHnsLkL2wVTqU6kKnYMh2JGQRuAcg7V5tuDpnL4J+32xVaWi7dLA0hoIXuz6Zsn+b2PLII+mpjh/WcgOJFKjz8PjqRsXhIALIuPAlf51H9IOjsTg6NGfzlx8+M1FUfZXQ6Vu4KdeD9LoXGQ4xTJbX6sNjkedc4NwWSI7cs5x9vLFWf1ZXZKYNQywNAsK7jZjydJVjM9eTxBRzIrS4yxSMsOeNqofjvFrh3bDNpz48vt6t6gZE16szZTo+i6UteJLjnWZ2DDbeueOj5vG97I528QdI+NscvVU7wK8voSdSl1+U/Fgn5xUEmEOhTG5x6hWdxy3yvsqnes7g3aBh8mPt9FWRwbpJ2mzjSTjmPsKg+mFtgnyIzmq0IMb6KXK0yx2FWfVrZask74yvxjatjpHCA1THVrBvNt+X9I/wDalvp1cffGA8PprooiXLlpBSwWvHHTIjcqDjIHjjlTDw/iDyWtyZG16ex05A2zJvjA8cUgwc6cuj//AFS7/wDI/wCJTcjYX6j7pYNzXofsoNXrzrras7XIrWkTerIlKr6AOS+SNWjJDmtiSetVrvFOa7ughSXBrfDCpPjl0FU8qXV4yB4Zr7bRNM2p+6g8fD2e3ah4BNhAWlxM6Yy5/wDvny9dVfdvkk0/9ZN9nCJ71fnNV89SMHVMeVn4UvfFTHSo4K/FUdwBMuPirc6UvmQ+rFPKa1T/AEf4U06xqu2NepjyAGnf1nfYU5R9CYQN5JD68qPk7v8AM1p9WifeT8L+VdK33EoeELFBFbRXF40SSXE8w1BGfcRxjngeQK7aSdRbbe4fiYkeM18ket7idiaAAP4frutT2WeZzRGTvyArpzJK52/6FW/5z+3K/Vr3/wBDYvBn+VT/AMtX8Ou65xn3LaY5Z7J8ezOvFMllP7vSJL6yht/dYkFneQYDCRFLaXXdgrBWIy2GxjG4NSFuGPix216Gz+i1BgSwN1TNNf8AcCeVnba6FnbouTH4MYQwPeUshVvjwQR5jb5R8UF0wfM7H9SD5raIfyqyOnFqUVlbZkkCsPJlfBHyiq06UH783wYvmgjrn8zGjgzC2P4S2x6X0VTjMHkjT6g/iCmTqDH+VLT4U/8ABT12t0GH94j9rfuNXFXUH+NLT4U/8FPXa3Qf/rEftb9xqzcn+u36fdZMX9M/X7LkLilpruZ1HMNcuMf92Hc/Mhp/6vOlHZ8E4pCD3jJBpHmLgiN/9yE/NUV1bWgk4ysbcpJ7hD7HSVT8xpEudcfaRElcNpkXwLRkjf4J1fLWC1xjt466h+X+19BTQtzKxnf2iGT8Hm/ybX1X3iFkUWMn/OR9p8XaOg+UJn466k6xOI3kfCbBeHxTNLPbwJLLBG7SLEkAIUNGCU1NIcNsR38bmqL67OF9hPBCdjHZWit8Lssv/vFqufrU6xJrLhfDY7ZuzluLaImXAJSOOGPOjOQHYuo1YOAGxuQRaxgIxKCSKA5c1g8bc/NdgvjY15c9zgHfDWkkE+gG/LelUN31T8QFo9/KugJlmSVnW6wG0lyrqMDm27hiNwDkZtj0W+Oveq0N0TO1lJDcW0r96SPUHjddR3I0syjJJw7DkFAQ26FX83DZOIXF8/ZaGcQySyyNINejDZbQuttgve8Nhypn9CL8Pd/6qL/iNT8UFmQzSCAR1PPY7qrx97crhOSZXRvdG8AFjSNB1NGmzzoEix3Vdw9KLyLiM4tXdpZJriCNclsGSVkGgE6Q48Cdgd/ConpBa33DrsGZnhul0yiTtNbMCdiXBOtWKlWDEg4YHNMvVz+P0/8AHTfvyVN+mb+MIf8AwcX/AB7iq7mExOks7OoLYiyGt4hFhiNlSQW41ua2A+XPb1Vh9blzOlokvCreUS8UKXN1NbRu7gC2iUDUgJQuCuCMHaUjdmNUne9U1+to1/IugKSWSQut0AH0lyjqMDPe3bUV3AIIzbXWf1iTWXCeFxWzdnLPaQEy4BZI47eHITOQGcuBqwcBWxgkEIMnQm/m4bJxC5vn7IoXWGSWWRpF16QGy2hdbcl73hsOVWsupHn4iQ2+wG3NYHAPMwcVpBijY6YtBcC58nvEaaHLlQN7Vdbpr6g8cWga04hm5FnPa3UEknecaZDqjZjuyMFKYYnuyMOQUBG6QcRueL8U9ztMUV5pI40Jbsoo4y52jBAL6EJJ2LN4gYw4+hcpMl4FbSdFuc4zssrFvlAI+OkLikIvOLSHhWYS8ryRO0oTvjLPIjbFFcguseWO+P1Q173Ox4gTe/Lqd1ZxsWKDjGaY2htRtLXkDTGS2yd+53250VG9Y/RA8MvRDIUulTs5eTIsiE5KuoYlclWUgMdsHO+K6K6+emBsLRGtSI5LkJFbhVC+57dIlZ9C8tepgMgDAZP9GtI3AuoO8ubkS8SuEZSQZCJWlnkC47gOAFBA06tXdHIVsemijEWLaCij3Umk42w0QXlt3lXUMeFOax8MUjwKuq7jev1VXIyMbifEMHGfIJC0OMhHwOIbY25blpuhy2PZVxwjqvv7m1fiIIZVDuDJI5uJBHnW6d1s4KtjU4JwcZ2za/oq9M3umNrdO0z2+Li2lckuFH3t0ZubACUY1EnDMOSrhW6vOqOa5sUuU4mYYikhaLTIVjCMwdWxKowNJJ7o2NTHow8EtI7/AFW9/wC6n7CQGIWs0XdJTLa5Dp2ONvHNJjMcyRhAq+dkb+tKXjmTBl4eVE9weYydGmN48uifdc6iN6q7AO/RVlw3pLeR30y2jyNNLJPBGuokjtJcdzUcKwxs52XntjNR1215wy91SFormNldiX1doDhu8wJEiSDY5JzuDuKY+qT8fRf+Ln+iWpH0wvxn/wDrw/S9VnMPlGSzYdQW5HOwcQZheWzS+DU41ua2A7VV7eqV+s204gxivr0OBc9+F9Qwo2ZVRQSYhpwyqcHG/PNXv0Q6SI3CYeK3Sia4sUnjRm/LkLrHEXPMscoNW5BZ251H+lqP8m2H+sj/AIZqWuFwk9FZsb4uAT7BcxZ+TOauMDoJnhpJ9wnfuucyTHxXhuK6VjW//YbHTdqZqIofMVfqLSZ0Z6McQ43NM/aiQphned2WNS+dKRqivp962FRQABvjIzO9THSWa2vTw29Jkt5na1lt5DrRHY6FMerOAWwp04VlbPMKajuojq+lv1n7G9NoYimpFDnUHDYbuSJyKkcj8Vb1n0KtYOIxpJxXtLiO6hDJ7luGLSiVSF7TUy5JwuokgHnyqtE14DZRdk7kuFH0WzxCbGkdkYMhaWtZ7sbYnl0ZoU6wCK3sHYDb1Wz6THGpYOL6o3Ydmls4XUwQlQDuARsSN6TOsvhvEfvV7fCQe6O9FIWHd2DBVVSTD3SGVMLt6waYvS6/Gkn+qh/cqzvS/wDxdaf6+P8AhXp8seszEk+6br6qvw/LGNHw5jWNJlZpc4jcANBofMnf5LBFLd8T6PpoYvcRy4eQvoLJCW7zMTu2goDvljk+Nc+9X/Ru4u5uytPwulmHf7PurjPeyPMbeNdKejOf8kN/rLv/AIIqo/RQBPEcA4ZracLvjvaBjHr2z8VOmYJDCXXuAD+X+VBw7MdhR8SbE1tRvc5orbfVYPoNIobUmjrvs2je0jk/CRWFtHJg6sOoYMCfHffPjz8apDpVxRl2GfYOZHtq3+k3R+eKQxXOe1wGLFtZYEYDa8nUNiN99iPCl+XolqO4+WrrpADuvPWsLhfffb1VT33HriFY3TSis2G0rqKjbxOwJ3xkYpi6N8fuZkkd1V0jOz4CyEEn3rAkMygAkeurP4b0YA8B7Rsa35OBr4gH27/TTvOaRyStx3g80gT3WqLVzHrGD8Y8DTP1XjLVF9IoVBIVQoPPHInz/lTD1X225PrqpO/3Sr2NH/MCeelJHZ4qub+RE5j5t6svi0We74Gq86cdHGcgA6VG+kePwiMHHPYGqOG+zRWhmRmrC1eD9JlBAwoH6zhfozTzacWiwNY0g8nBDJnyLKTgn9YCqK6XdX7yNrhVI/vZjKEkA5zkglW57fJ66kuEdFbm1jVoi0rHPaxE5iK/mrnxxV6eJlbO3WZFM8Oot2VxcR4IjbgaT4MP/ao7phZfeiTuVHP+dYug3EGZAGBGOSt75f1TnmByB8qnulI+8S/Ab901kOcQ8LUDAWGuyrLq7g1LIR4yHxA5AcifbS3x7oZdNIx7IkZO+pOX+KmHoVA3uc6VLEs/vQT448KeIYW9zYIOrsiMY3zp5Y8/VWpLlOhotrfZcyyASEgqmF6D3P8Ao/8Afj+tTFwDo7cpHJG1uZFl0ZxIikaSSMEZ86juK8KucqI45QBHGO6rYzoGeXjnOa3v7Eu4UWRpDG3ecLk6gEAO/MZOfe7+vnU8rnPAtzd+n7Kjja1pvS7b99l64hwVowMwtFzzmQPkeeAAQB5+ylTpBDoYDzGaarrjrS51bE7u35xHvR6kUcl5ZJPjsp8al1vny2+Sp4A4D3lXnLb91REor0lhmpf3D4kVuW0Y5VZpV7UTw7gg2J5CtfifEMnQuyjbb1VPcYmCRmlDhO5JNTRs2sqNxUN0wgpJnG9WF0tOFpAlGafySc1J9E48yfb7eFa3FnzKfW386l+hUXePsqI4cmq4VfOUD/epTySA0VbnVNDlMf8Aegfu10f076O+6uOmFtkdotZHPQlursAfAsFK58M5qjOo20yjnymH0A10d00uzBxY3GM6TGSBzKmBUbHr0k49eKpycbbCwNO2n3T/AOVn9F32DCdDDH8Rilr/ALrbSgb/AK4mjlMcVtCLJCYxBo7zxqcE5zpDMASAVxuAc7msl1Y9hxezhjdjbdpFNbxFiVjSbOVQHkNQbHqwK3+J9WVtI7TLeRJasxdgTiVVJyyAHxGSATuNtiRvDjjYueNW7xjEayRRxDGD2cQOCQeWTqbHgCKswZgdz+936q6yHGc1xxmmhE/zLB+KvdvV/f8AFZG9X6Kq+ulcTXX/AIuX+IY1TPSFsyt7E+aNR/Krn66WzLdn/wDKm/471S3G/wAI3+z+4tPyH6si/wDiFzviZuksH/Fn2Ka+oL8aWnwp/wCCnrtboU2LiPO25HyowHynauKeoH8aWnwp/wCCnrr+s3LdplB/fNc/CLYQk/q/6mr6Dicd1IkYiWeSQkSKWCtrwcDf8obVrdLeoW6l4lJKiRm1kuRISZFz2buHk7vPbLgDxwKfWnb85vlNYLm5YD3zeXM1UEcRbpo875/6XUnxXxAS+cC29Hl8jWm7v4ufr+SW+v3qgvb2+ae2SNojHEoJkVTlVwdj4VIdbHVpJeWlnBC8bXthbxLLbdooJR4lBweQOqHulsKRncbZRutPiTrGoWR1zIi912Xxz4HltVWXHGZFmMkcjo+T99R2WT/GpDb4Hj4CrjMWN+om/e5/6VJvijNjEAbp/k/Btz20kO33sfJWr0W6j+JyJ2V3MbO2UnETzdohcnuaIo5DGCzkZJIO+wYnFSHU51QcSteIxSSR6IY3JkkWZNDrg7BVbWwJwdLIPXjFVJxHpBPOB288s2NwJZJHAPmodiAfZWHjXSe6aPs2urh4+XZtPKUx5FS+CPDByKczhkQIIJseqsz+N8+RkkbhHpeCCA2gL5kb3Z7knor36IdS17FxVbtxD2IuZJTiTvaGZyNtPPDDbNbHXn1aXHFJ4LuxaCWA2sSrIZcBvvkr5XCsCpEi758/KuQ+PcVnJP3+cgg5XtpcHzBGrBHhgiofhvGZowFSaWNRyRJZFUZ32VWAGScnapf4dHoLN6JtUx4tzfaWZXu6mM0DbbT+PNds9a3Vo93a2dvBJE99w+1hSa27RQSjwooYE4x34G0F9IYatxgCkzot1H8SkTsruc2dspOmJ5u0QyMe7oiRzGCztuxIO5wGJrnXgHGpVk7VZZEl/wBMsjrJ4f5wEPvgDn4CpvpRx64nUdvcTT4II7aWSQA+ah2IB57ikfwuN7tRvlXzT8XxlnY+P5DNNai4EtstJJJq9uZNWDVq9+q3qs4hY3qz3CCK2g7R55VmQo0SxsT3VbWw5HSyD4qrToj0Gl4hcTJYJ3ELOomdVKxF8Rhzvl8EDbO4NSfo8dPHe4ksr+7ne3vbeW1QzTSSJFK4HZkdoxC6hqjBGN2QbA00cF6ouN2crtaDScFO1imiCuuc8pGBwcA4ZQRWbl4IiLWtDi2yTXNdjwPxO7LE8sskUc2ljW6vdYQCTZ33O5HPbbakj9P+rq74aYmnCprLdnJE+cMmM7jBVtwQf6VfCXMPFOEWUV9OsFzO0i288hHent2ZN8kamlTmuQWJbG4Wkni/VTxy9dBetlUziSaaMogONRCxFiScDku+BvS36QqW5itrG2YTxWMTjtFdNMk0rZmc7kNgr70eLOBsMkxIKe6wQwiqPX97qv4l4yDjQFssbshj9WuLcNAvr623brR2pScnUjxmMNDGMxOe8IrkLA/hlkdkJ2/OTNWB1O9H7bg9xFHeXEJ4hekQxwIwPZRk68knB++MirqIALaFXV3jXOnCru5WHs/7Wu4HZcpEt3OI0GNlIWTTkgHZWXGwNIB4KXTtCzSXDTsGZ5RkgDZ2LnVq1flFvCrMONDG+xdjlfT5LneJeKeIZsBhfoDXfFpFF3z3P5V+C6+6B9S97BxRLuQQiFZ5ZDiTLaW1420jfvDxrP169VF1xG7F1aGF4WhiCuZcasajlcAgqQwwQaofoNO0qMsss+VjcnNwxDsv5IDZGDuMZOceupvoM4ZxGJJ4gdkxIdKufMDSAhPiOXrzU3sURYWb1dlQjxVnDKZle5qDPLG22m+18/VdEdevQSe+tLe3tjEZbd0Mqs+Av93IwcAnJ1AgEDIOax9B+ArYcMFnxMoBcSzRsFYsNEiE6gQARpxu2O7kGqS4pJ2RZVeQy5++SB2VTjwA982Pz2PsHjXvhPCJLjDPIdIJUMxLnVgHSASSAdtzgVOcaMOMpPSvos/+N5RxW4QrSH6xXxB2/X6qT4l1FcSt5C/D5e2jYdyaCcQyGM4ID95Bv+ozKcA7chN9WfU+9nKt9xSRIxE3aRwBw8kk25UuRkHSe/hCxJAJIAOa84zeXVo5jjnnhHPEcskakHkdKMBv8tZ7vhTv2bz3Zd3j16pnLkD83U0jMc/qA1WHDYGkOBPcDmFrz+NOIzQuhdpFjS5wbTyOVXdfgPkrO69Op+8v7w3Nt2JieKIKWkwThPABTtvsacevfoZNxC1igtTG0lvMnahnwFItuRwD3vviHHkapTh3A5QiEXDqDGXChmCqB8F8/wCFTz3qHWylVO17ZohI+nId9TMDuW0nw8zvz2qQ4sPv7/Fz/wBKkPEOaDj7N/k3o29AN99+Xor66uOENwyzggvjGpkuZVbS+R2csJUNkgbBtIY8lBzVQ8Q9HriUU3930SICdFwsqxnTvgsCVdWIO4UMOeCaj5rCdHImkZ9JA3d3Bzvtq8NvVRxLpdcq4RbieNNONCyyKnPwVWAqrLBE4Bhuhyo+i0cDj+bjyS5DNNyG3hzbaTZojfbmeqsbrJjMc1tFIwaSKyto5SG1ffFDatzuc++yQCQQfGtKzYGkqxuSTkkkncknJJ8yTzPtpp4SaZKLKjxeW6mzbDwqM4qcA1LBqW+mN4FRsHfH2/8AqoWsKtPIpJM8vaSYHiefq9VWT0S4cIwAKpq+6Qx22kyOFLHbPM+ZwM7f1q3OhPSBHiDAhgcbg5B9lPliJaoceVof6pyubTYNWE2AceutLiPSaNQod1TVsAxAyfIZ5n2Vu8NuBy89xWSWFj7C2L1s3Ue3ARny9lbUfAjyztU7Aua2MBac97jzVag07JfXhAXfFYeOQZjceaMPlBqdluNqh+Jv3T7DVN3NWGCxukLjV0tvD2cG2jSpbwYnJPtx5mpVJibXUT3jDqz457Pn8tRXTsrGgLKHBlHcJxkBPVjz+eoL7oIC6BENONOnbGMYxz5Y2rUZjvmjBaL35rBzZWRTkXQobJX43xaVGAVyB2cRwcHcxKSTqBOSTnNZYOlE0i9k/wB9OllQ47+XAHgO9jGwxn11KSdLozubaMnAGSq5wBgD2AbVtWfT0L72FF+CFH0VpuY4NAEe/wBFkBzS69e31S3ccPeMNrUrghTnwbGcfGDkedQscBJp64r01ST8JFnwJGNxz0nzHiPEHcYpQmuxk6RpGdhzwPAZ8fbViBsjh74pVZiwH3Tal+xGkCtZ7fSedaK3Z862opc1O2IhQl4S703ue6BUZwY7V66ZSEuFrFwxvD7bVaAUfVRfTBtsUsSW/cB86Z+kA1NUbfQDSB5Uw808LL0ZOFkPkv2/lUf1cRa72Ac8yZ+QE/yqYjixA59VY+o+1130f6qyN7MIR/zUP5JnVXb6OFuHW4TxEinHqK4+la6au+ERXao8knYTKgRywyr6eTcxv8fjjwBriToh0mls5e2hwWDsGRveOpAyrctjzBG4IBq5Lb0mYgBrsZM+OmVSufUWQGuKzMOfznuDQ5rqtpNbj6gg9q7rrYs6oWAEtc26I7Hnz6H9ArevurSM/wDbIV9oH16iobC04cxuTcLeXCK3YQxgBQ7KV1OQzcgTuSNicAnFVpP6Q8L8rGb260x8uKWeOdZiSe9t2Q+RdT+6KkwWvheKhDfXUT9ytaHP8waMqd2g8xpAsdrDbo9a6LD0js5J0cKDI7EuccySck7+s/PVR9I7ZkldZFKsNOVPMZRSM+0EH46d4ulsqOXj7pI042Khc55EcycHPqFJfSniDSzPI5yzacnGPexqo29iiupbKJJLHZc/4jz2ZcxdH8OwHyATN1A/jS0+FP8AwU9dgCuP+oD8aWnwp/4KeuxrK2LsqLzYgDy38/VVPNFvHy/UrHx/hWu1afETtTbJ0djBIN1ACCQQWXII2II1cxyxWrddGIz/ANstx/tL9ao2wP7J7rPIH8CqE62ZfwQ/XJ+RT/Wq00ZJ9tWv1+cFaCaFSyyK8byLIhypBKr/AF3zyqqOEjIz4EnHsBI+etKBlNVNx3Wzbw4FacwztUlJyrVVKtNCjclTjdp89Kk6YO1WRxOHu8qQ7+HBNFqMr7wqXcAfH9hTHI2QBSfavg0x2U2RSgoCnbTogsjMmtso2mTKjBzqzoyd8EY73PntyqT4bxS8CqqX9/EpfslT3RKFQAqu4WbA99sEBxgVFWnHJdzkZ3yQqgtlCuXwBqIBOM+O9NHVH1Q39+BLGY7W2idiLufIUnOW7JR3pdJABYlEByNepSBVdHJztWg9nKlGcQ4lcykQS393JqGWjaWaSPSU14YPLhzp3wRjfHhUBZcFzIEzpDEgFgARgb5UE4xuAM77Ve9v1HRFlCcd4dNOo06DCmtu6U0sUvmY4B050Z5eVVj1kdBLvhsyi7gj0OW7OaIs1vLzONWVYSAd7Q+lsAkagCaSO3dQnTR+X8TSPmCNvqk3jnRQnOD+WIwChG50jvfmDvDnzxS7b9GmMyxhhhwGDkFQFzjvA751d0Dx286ZelvHmwzaU1NgFhqB0gqQow2ABpABA1evzWrLpVKJA4IDZG41bgY0qcscoME77kkknejRLfRND46Vg9GuG4iQlwAxZTsTp049W+dQ5bU48A4KxcxjGRzbkoHmfbkDHPO1QHQyWQRxNoVhqYrrOAxbm25BwCMhuQI89qcuA3MyFiqacN3+ZBbJwCWJyRq2wdwc+NTtLhtaicG2vsnCmGksQuvlnVyxsTgEb+QydxtWa44PIgY5HdznS25AIBIHMqCcHOPHyNTdi0sksMJTDvJGMnJGcaFfTywmSxUc9J5cqeL+x4NHKbSS8uO3DdgRocnU7g41C3KbsR3s4APPxpj5dFayFYgw5JyRCxziBZ0gmh3NdFQ3EpCSMkkDYZJIHsz/ACr7aMxA1EsBsASSAPIZ5DbkKYesLo01vPLFhmCOVVyMalJ7p8skbbbZBqNt7Fl2ZWBxnBUg488HfHPerYpZ7tS92/EpFIKyONIwuGOwPMDyB8q8tfyb4c7nJ9vnj871jevL2zbHS2CcA4OD7PM+yvvYHlg+zBzS6G0lDnBZOGXh1MXYkncljkk+ZJ8a1ONS5lHlpX+dWL0S6p3ngSd7mG2WQtoWX3zKraS3NfEchnbB8aS+nHRZ7S6MMjK5CoyunvWRhlWGeXIj4jz2rNyI2gkha2LK4tDSFltjjFNHB5NqWEGwqZW5CJqOwqg4LagfXNNEt4AvrpL6Ty6gRnHrrTvekRY4Uc/HNa3YvJ4n+VAb3UjpwdgkHivR8SN98CyY2zvnHq8MeqmLohC9uCI1JjJzgHlnnjl9NNfCeADO7Lk+O3OmmPghUABQfWMc/OnukFUVDHjv1agqy6ZdCjclJSzh1OcYydO2AAvIDGflq3+i1hKI1LZ7q+Ox+Os1vakDJBHrqYsr7zNZU0xO3Za+O0NsnmVu8Nuq3ZpKjZUAORyNZu0qCQ2NlZa2yvjtUZxSTcL5mt5zWhbpqkPkB9v51TKlJopK6zeJRhxFKpZcaiV2ZT4FSdvDBBHlSw/GoDLE4jwioVdNI5428e95Zb204dP+Ho0qllDMFbwY8opGGoKQSCVBAG/dPnSfb8GUxudg5LMg7ynShAbCtvg9/mdtNdLgNZ5Q58vuuP4m9/nu3HNYBfxdojkkqpJKdmMePiWOfAYO3lWabi0bABE0SFwWIUaDgEZVTnTnYlNxtWR+HRqZtSEdmSyjcBlzoCnPhqKtkb41Dyrbh4fB2hTADAH3uvC6giqX1c2DsT3dsc6uytY3fdZzC49QtPiJBhj0Y1qX1koneBJx4b4G3Kk2W1xVlpw1QY1wT3W14zu66sqPIkroGKiZbeNlVjF7+Ts9Ksw04AORknvtq2B27p232SGTSiWIuKSFjrPDTrB0VjymSSveEhB5kvpix5a8/wC6aTtNWo5A/kqz4y3mkXpLLmb2Vs8HXdvZWjxUZkb21OcIg2+Kphum8lHXltvWhfWm1M91bVpXFr9P2+3sphbunatlCccGm2bbntW36NNvm8c+CwNv5FnQfPvXjpumLcjzNTvosW2XuW/VjX5yabNsEgWTifQ6VNWcY1E5z4evatOw4Yq7kaj5+Hxf1q0OsqbRGqjm5/3V3PykqPlrZ6p+qWS/jeXthBGraFOgyM7AAttqQBVyBnJJOdtq57LL5JPKj59V6h4VxcTFxP4nnEAXTLFgVtdAGyTYG21Wq2rDPAD7fOr6i9H1TI0Y4gpkVVZo+w7wVshWx23vSVIzyyCKhOsfqSktLdrhbgTrHgunZmNgpYLqU63BwSCQcbZPhiqvsWRHb65eo/yurf4g4NnkYz3h2ugAWuF3yoloq+hsKlGs28vopY4ymJGHLl+6KsThkGokeQyPoP8AKkbplFpuJB5aP+Gh/nW3guD2h68f8Q8POBmPxjuAbae7SLH+D6hMXo//AI1tPhT/AMFcV2n0V/DxfDFcWdQH41tPhT/wVxXafRX8PF8MUmT/AFW/T7rNi+Ark3p1as/ELpEGpnvJ1Vdt2a5YAb7bkgb7UwfcQ4r+ht+0g/8A4tQXTK+MXEriRcao72Z1zyylyzDOCDjI33FWXZ+kvxBmUGO03YD8HL4nH+nrDjbAXO80nntS95ypeJxwQnBZGRoGrWT2FVRCZ+lHVfLcDh6XDi0hs+Gp7rlcriNs4Cg50FgEkJOrSoAJzlQ0GkPRtPvfbXT47vbgSY22yAsYBHrEZFMfpm8YaOKC3Q4W4eSabc97shGqKf1ctqx4FENVVwHg3CDYM0946X5V2WMJMY1ZS3ZxnEJVtYC6m17FtiNOTqz5j43+VHWw3Lvt0Xn/AArw3j5eMM7L8w+Y8hrYhdbm3O2casH5CuZKlusfq9EUcdxZTe7bSZgiSLgushOAkgXA1EjSCADqypVTjVPfc/4dYoh4vct27qG9yQZJUH8/QrNnYjVlFyCBqxmsXoe8bxNcW0g1RGMXQU7hZIJEwwB/K3U5/wC7TyqteE30N5ftNxGZoIpXeSWQB3fGDpjTQjkfkxg6cKo9Qpz+KO8ppaBbjW/IUiDwSwZ08UznGOJod7ot7tQJAAo77EGhuRtVqzk6F8Hv8x8Nu3gucHRDcatEhAzpBddWTgnKMxAydJxSB0J6ku2NxLxKY8OtbaQxSudPaPKMZSIsGXA1KNeH1FgFDHJXR6yYrOG5RuFXDyxBUcMwkV4pVY7KZEjJxpVw2DgnntVp+lPxt57LhcmNMc8bTuAMDtTFFjOPEB5APVmhnEn+W/UAS3tyNpMnwXCcrGELntjluw8U9paLIqhuQNtufcJWfod0VYdmJr2MnYXGqXYnbOGjZPXvFiq862+rZuGtGUmF3a3AL210uMMBjKSacqJFyORww3GMMqtfBYOEy2iRySTWd4CNVw6tLAw1HI0RkkLpIA7oII3JHOd66+j6WnAYY/dKXqycQWS1kjUhFBglEigksBykJBIOokYyDiXAzJZX06iK6dPmOapeJvD+Fgw64TK1wdpqQbOHdrgNPrzuugVKdF7TtZI484MskcefIu4TPxZzVz+kjx9/dP8AZ8OY7WzWKGK3TOlmEanUyj3zbhFznGMjBZs0jwRmEkfZbya4+zG2TJqHZgesvpFXp6VUcK3yuj4umjjN1Gm8ccoRdJV9jqK6e7p5BWJBbFP4ySIdj139Un/8/EZ4n77bOh2k1Yadtz22sX3Pqstz6N9+sHa6oGcKWNuGbtNhnQG0aDJ4Y1Bc/lVk6tjcXVhfcOuo5XjW1e5tWkR8xTQYZFRmGdLErhB4BxjDsKsn0f8ArE4jdTvHeJiNLZ5FkMDRlpFkiUZY4U5V3OABnn4VWlh6QnFZDiNYpGxnSkDMceJwrE43G9ZzDBC5srC4c9u9LpckcV4nHPhZDYXluk6tVaNV1Ro3y9DWxJtc29L1YAqylWHNWBVhkZGQwBBxvy5Yq7eiHUrwaOxsrjid9dxzXkInUQAdkA2DoAW3mOqMOqtqbdskADatf0z5XmThtzKgWaWyBmwug6u0yAQdxpLtgHcZNeeidz7q6NRHm/DLx4jnc9hcd9T56dciIB4BMeArZypnNh8xna9155wbh8M3EGYmSTRcWEtI57gUSCOddFc1l1b2HYJcpdTNw5IC5mKr2itCwjwB2IP3zLFlMROYyAO8Mb3R/hnDLwSJw+5lmmjRpezdGUN3xvl4YzqzhRobu5G2Krfh3SnHRuaEnDe7FhUeOlitz85SQVHeivxXseKRBthLHLGfYY+0HxExL8orMHECXsbQogX8yuvd4NY3Fy5S52qNzwwbUWtANnbckHoQrihbhMV7FE13MbuKVIhGI30GUtsO7AVGWffD4G+TzNUz1hn/AC+/h/fof+JHUv6Ptt7s421wclVa4ujn9ZyEBz5NMpA/V9VLPXPZGTjFzGuNUlyEGeWXKqM+rJqtlZD5Yg4j+/b5Ld4FwiDh+fJjscbONbyaNFxF1QGw59VdvSTpRwKS5kDXDiWR+9cJrMKuAVBDaSmF1Z14K7Z1bZrDwfq6EU8qvIqQxRK8l0xxGYnLnUC+VyyppYatK4c597qqDr56sV4a8CrKZhMjkllCkPGVDYwT3TrGBzG+5q7Yujk3EeAWcSzpB3UMryZ0tFAZFUMR5Msb5O3dq7Dlylz2PbuBYA/fquY4l4e4fHBjZOPM7y5HaXOcLrnZAAB6HbfooRelXAY8R9vcS6QF7QLJjukkEYRRzY95V39dTXAOhFtdKj2N01xbswSRixE8Q9+A3dVs/khZFGNQPeFVQ3QnhMNtOJ+JJNdYYwG21tCCEyinTGwYu+Qx1AaSMYIJre9DvipjvZwzaYvckkknMj71JGQxA3JUO/IZ3NRxZsnmNY/Tv2PL57lW+I+F8EYUuRiuluOv6jaa8ddNtaf99N7UN6R3SW3mktoLRmkhtITFqZWU69eGB1KuTiNMsBgk7U9dPo7K9tmvrWZ3ltY7SGZCjLHgnQAA6KdQLE6lYjAxjcGqv6/Oi0dpetHE7SK6LNqfGcyliQNIGw8M71YvSyzsuG2MtpHcPLc3gs5jC4GUVX169SoFCHDKASSTjHiajxTK6eSwPX6XVK14hiwY+EYvludyuP1stL9W3rY5bpNtWzipPi1tqTHhS7bz8vpqZjvtuf8AWrRXHsdeyUuKyNEe7GXPtAFa9nfTN77CDyz/AEFNJfPOiIpncbUalKxgaVr8KsZm96Y3PwmGP900y2MN2oxoY7Z7jg/McV4trmJRkYB+MVL8G42rHA9mxweXrqKR23JasD2ciVrx9IZYh98DL6pFYD5SMVtniySKWQ4I98vl8XlU4toD4nHy0r8e6v0fvIWibfeNtIPtHLn6qzi5hNFWpmHTbd1N9HuN6ts5/rTHHJtSN0Z4S0RwTq9Z5/8A3TkGqKdoB2UWNI6qcvU0m1RB40ItRKk5x8Z3wB5nxPqxUpcHAqt7rjrl20t3Q3d2UgY8RkHmd6fhYnnPI6KtxHN8hoI5qG6xeIM1wTqIOF2BwV7vvdvFckH46iYJDzJJPnmjpJOWkLHGTzwAPmAAzXq1j2rrsWINaG0uKyZS9xcTzKLqZjzYnbG5J8fX8uK0I5Dk7nPjv9vsK3LsVooN6klACiY4qXt7hse+PnzPPnn2+Oax3PFZNz2j5OATqOSPXXhpMCtJjnFRsaOyeXlZvdbjkzDGnG520+9/w5OK05m2NZ5TWtft3aloBNaSUjzjMnx01cMG1LKj758dNdiu1MiUki9XIrXlh2rakFbS221TaVXLkg9Yj4iA+21WF6I1n94uXPjKi/Imf+YVXXWhsAKuH0VLXFgW/PnkPyBV/lVabmpm8ll66ExJD5aH+XUv/tV2+iz+Lv8Az5f+Wqq65rAtEkg/zbEH4L4GfiYL8te+pfrbWxheCaJ5ULl0aMrqBYAMrByARsCCDnc1gB7YcwueaBH+P8L1GPGl4l4Zjixhqc1+42vZzu9dHAqV69ry4TjERtC3b9hCECDJbLyZUryZCB3g22Bk4xkWn1rPIeEXBnVVlMA7RUJKBtS5Ck7kfbJ50hx9eNiJ2uPcc/bMixmQ9kSEUkhVy+wJYk457Z5DEP1pddyXVq9vBBJGZcB3kKbIGDEKELZZsacnGAT44qTz4WCQ671XQ/fVM/hXEMh+HGcbSItGp502aIJ5H4R0G5+yqvoYuZhn8xv5Ui9Zw/vk2POP/gR1YXQy0YlnVSQO7sM7nc/QKrvrJB91zahg5jyDz/AR+fqwam4Uahr1JWN49kbJxQ6f7Wtafnuf1Ux1AfjW0+FP/BT12n0V/DxfDFcWdQH41tPhT/wU9dl8FugkqOeSsCfZ407JNSt+n3XJxfCVzLxWANxeRWAZW4k6spGQVN4QQQeYIOMV0f0jt+GwSOn9l2zFGxqCoucb5/BnFRNx1VcN91G6N3cBzcG406V0ajL2mn8DnTnbnnHjWHp5fCSWR15MxIzzx4fGedVcaEx6rrc7ciux8ScfZltgGK940sp3Nu+34pX9KK6N1bWN6qgKHuYZADnQ+sFATjxEbnJx4bb1p9A7jgQ4cJLqJTdxo4eIvPrlcFuzK6GC4caMkYCnVnlmvPQLplFGbm1vY+3srhyXQe+jcNjtEwQfyVzpIYFVZdwQ0k3VXwV++nE3RDvobRrA8hqRW25bqT7alnw5fMMjGh1jkeh7qxwfxBh+wMw8qSSMscXB0ZI1AknSa36np2Nrd9GbiENxdTLDYRWuLaQNOks7ka2RQmJXZe9uc4z3DVSdXNtbQ34i4omYVaSKUEuAjjKhj2ZDYDrg48Dnwq0uIdI7a1jSz4OJO/Kkk142e1lMXfCrkA4OjBGlVxqAXvsakukNhwribNJdM/DrtNKzOuBHJsAGOpWUjcLk6HGyksApLJMCTQzkXA3XQ30/JTYvivEGXkA+Y2GRoaHAkvaWg+9ZJI5nkTW23NJnWZx3g8EoSxsYbtAmXlaW6VQxOypiQasDBJ5ZOM7GrE61+lFtBYWNvecPZ45rdHWNJCvud0Re4jvqfWgcDUWyQSDkE1F8I6uuD2brI9w9+43it+72buAHXOkBSTlcB5NJzyblW9c9L4L9DBxSMiNyZYpYvf27dqYlUYGSMY72DnLZUgjSrMaXS8nSCeQoV9VDl8b4d5+O1hmkYwkve57w4kigW+8KI57BtjZVN0z6IcOFmt1aXw1kITYSlGnUswDLlNJ+95J1MmGC5zuK0pWJ6O3ofdVv7Mw58JCy9ppz49nkkDwJ86erjqo4ShDNxZtBIwixgzHUMqBpDMWIBxiL4qRetnp7bPHa2PD4NNms7d6cEyyyghGmIJyp++Mq6twM7KMKGYmM+OUSEAUOQPM/orHiDxDi5HDziRSPkLnA6nNrQ0b1dC+17nc2Ug9Ud2qcUsTJsgu7bOeW8ygE+oMQc1YPWTM1vxmeSZS/Z33baD+VF2wlRd/BotK+WKQOF2YxLJHEsrB5SobICgNHg5DL7wMxBBFX+OlPDeIxwpxYSW90sccYv4wcSdwltelXAIZHJEiFVydLLqZRYzx7QAGmiDYvqsTwtxOPhk73Tglj2lp08x6/Lv169FYXFPSB4eI3dJ5pXKHTamErhiuwLlAMA8z2jeOM7VTXovSNDLe3QwFtrGYljy1sVaNT8Lsm28cVOxdV3Be639r6kfdQhiLMAcHThWyRy95Wfprx21S1Fjw2Nkt3eNpZ2z2k5LHAOrvYBjUktp5BQqqDljIppJWumoAcq6rQyeI8KwsCbG4drc6WgS/k0D6Dua267nZUT6QXS25vWWW5YMwUIoRdCKoJOFXJ5kkkkknbfAAEr6G1z2r8R4ceV7ZO0ef0i3OY8DzxI7E/qD4pvrS6ORGOMhCmZFUrqbZdTAkE797SDnw8KTOrm7h4de219ocLbyBWAYkuJBokcAg8onn7i4BZQNt60ZZmO9w9dlxOOySJ4lad2kH6jde7e6kKdguSrSK4TzkClF+PDEfHVjdfHBjw/iEfY9zFvbMhHIaIewPymIk+2nqHozwIXK3P9oSj7+J1iKMIydRmCDMGSgCkYzkAc81u9K+J8K4v2ct3dSWckTXUaqq7vFHO+hiTG4yI1DFQQQWYeVYLcB/luFi7Fb9r/DmvV5vGeG7MicA7y9LxJ7p5uDa26/DX1UT6N/8AdbKW6OzXN5Z2cfrBnQSFf9mVyf8AV+qk7rB/H7/+Oh/4kdPfTK+s7eGwt7aV54LGf3VK2AHkkEisi5IRS335hkDAGBz5Zb+x4LcXjXvu+4EnaLctGIX0DQynH4AkgEAHDE86tPxHGBjG/wBpBP6/dYeF4kx28TysqYkNkY5rNiTVgNsdNgsfpv8Av7L4Nz+/DUX1g8UdOjnDo0JVZnYSY/KVWlYIf1S2Gx+qKbusviHC+JiN7m5ntTAsjBVjPejldNLn71INxo7oOQSQRtWwW4ZNbJwpnmeGFVZLsrpdJWLsuxQb6HYE6NOCQd9wsmM90kjhVOFD8v8ACTC4/iQ4WHC8EmKUueK6e/RHQkagVU3QGw4QOHTzXb9peDtVjg1yKQ2nEWhEI1gkhi7EqNwcaTnX9GniMKXrJO/ZrcW8tsrAEntJnjVQMA4JwcEjGcZp+terbg1mRNPdSXoB7tuqjDEb4cJzA8Qzop5HOcHY4P1bcISeO6iv5FRXFwluQNY7N9endNZRSundS2B74neq7MOZpY4Nbt+fqVsZXiThcseTC6WVwkFgkGm9msFbD5jfukj0t4dPEQvlbQDPnjWP5VI9cPDrS+tf7Ttbh2ltYrOCe3ZNKAM3ZjBZFPaBpCchnUhSMDINP3TqPhfFXHuiV7SePtAkoGA8SyuAr6lde6cnBKnJOCQSBW/WxPw7h9jNYWlzLdXF1c2faZA0xiG4WUksEVQCqldIZ2JYbAVdghkZO5wrS7f1XN8R4phZXCYICXCaIUBXuncA2fkLG4NpF4ReZqYtZd6T7hSneX46yQcZ3BqQi1gMfp5p5mtttq+W9pWrbcWBFbicVFRFpV5krSsh4M3MDb56z8N4I4IIDCtrhnGQduePlpg4LxgZx4eVRyGgrkTWEr1wiBhzJ9nhU9BKazQBW3rK8e1Y8psrWADW7KMuVxWa3krXv5BUZfcTCjnilAsUqb3BpteenPG+zjbzPdX2n+nOq74S+1eekU8s8oCozAatKgE5xgswwPZ7BivXBLdse9O+SNjuBzI9Qwd/VXRYEIiZvzK5biE5mk25BRXEzlvlrYs5dqw8TtnDMCrAjc5U7DzORy9dYbXPhk+f9TjwrTieAst7Stu8NakYrbuRtuMf0rWtUz81OkIJTWAr7dHbAo4Wm3sFZuKydwj1V44Iu3+yKIq1JZNm2taY71g4h701llHePtrDxAbGlehiVbaPMnx02RxYFLVhH3/jprZOVRxBPlX23i3rdmwBWS2hwMmtCaQt7Kt8lV5lV31mDIzV+ejjaY4ZAfzjI3l/nCP5c6obrUXSBXSHU7Do4daj/u8/4mZv51nZJ0lXGCwpziluGVlYBlYEEHxBqkulHR9oGP5SH3r+rPJ/Jhyz41dl9yNIXS5MxuPUforOyMZuQ3fmORXReH/EM/CJToGpjviafuD0P7pVtms9pas+dIzgZJ8Pl/lVw2b2qWUUrW8LuY17zIu50KMk43OoH46aeg3R6C7UtJuB71EwvdyR4DbcEbeqsqXCGOQZTYPZdxN4/wDOicMaKncrcQQPkBz/ACVERcWuI4tKzGFRyRACRvvkjSDq575NVj0juS8zsWZySMu5yxwijc+Owx7AK7vPQWzjG1uhPm4Ln/eJ+YVxx1+RheKXYUBQGgwoGAP7nByArcxJWyt1MFAbUvL8x73PJkNuJsnuSvvUB+NLT4U/8FPXYBrkD0f/AMa2nwp/4KeuvzUGZ8Y+SZDyWnfUucdbamK/NKfSibCsfIE/ICaZG1D1U1g2osfXk/HvUpGtQ/AvH2/yqdjWuggb7oWdMfeUfeuQG9alc+WeZHrwCvx1nHFlwQYySwCu2sgsFAwF2OGJVTq35ct624bLtA5H+bUMR55cLgevfPxUcQ6JupUZHeIHjsdCuc7eAYZ9eaHhhNFDS8DZZV6RowVjGcodUYDYAK6QofK97AQA4wTXmLj4XGpScIq/JIXz8talr0eYq+XjUpglWJB3xjGAfEhfbXh+GEiQFkXs9mLNgZ32UnmTg4HjTNEadrktL3GOkcZ0LIrlUCd5NOdcbMRnVtgq2k53zjFKFtxaLKmUSBo5S6aACCGZSwbJGCMEgjnnFbPSHhUis2w2RZDuNlkICn278v6VH8V6Myqd1HMA94c2KgA7+bqM+FVXRxXzVlr5Oy2bniVvokjDShTlg2hdROVOCNWAMrjPsr2elaEYw20kzDbweIqg9oZiTzxUA/CnG5XHdZuYzpV9BOOfvtvXX2bo9MCAU99kqMjwIB8fNgPjqLyImmyVJ5snZO3RnikSrGqMzBSzsWXGligGlRk5GRzHOmvhvGUIVd8CfXnH+bwPnByceukPo70XuBgmM7gkEMh2HPk23lv47Ux9GbJn0kKSCdIx545D5fnq1FFGdwq8kjxsUzdMuKqbd3lc6lcSLkEl+6wCg42wdPPAxnyqqeIcTinUxvKE/NdgxGEJ0qcAnvCR8DHNcbZqx+m/B5GiEYRmZgGCgHJGM59hHjVMP0ekzkIxHeIODyU974lOQT4Ypk+NGXXadFPJpqk5xdI0AkOvXpx2SPqZPwXZ7A7Be8SRtnFbvD+LRoZH7ZSsrs4iGrKMY3DEggAai6jY7/FSX/YUwTWYpAn5+htP+LGPGsENi2SNJ23YYO2Dg5HhgkDfxNRjFjPIp/tD+oVr2nSSORez7VY2LS4kbOnImR4yTg4DKpGccxW/ebXAlSZEGTIWOQCjMcqBjcum+nAznFVHDYyZwEcnPvQrZ8+WPLf2UzWV0SmDnOMY3z7MVPHA0cio3zOPMKxYeLLLlGni0mFBGpf3mDHqUjGzHHLxwaaY0WMyNrRtYBXSwJ2ikAz5EHSMeyudLZjq1AHAO53wD6z51b3ApgYwSQPMnb5c0NxQdrTzkkb0nu5kSRgQYyqjUyuVxh4QTpB5sGBXA3BIqL4TGMRyEjSqGMjIzraRgBjnjTJqzywDShf8djXYEsfVy+U0v8V6QnkgwT8ZFP8AYiBQKb7SSbITr0p48qOZe6MwnQgHdL9sRgAeeCx9pNUt0kuWY9ox1N2gkJPiQ2T/AD+apG5lJO5z7a1uJW+U9tSx44Y0pDKXEJ8tbcMmeYIpc4rwkqSVpm6sZddumdyBpP8As7b/ACVNcT4bWKTTiFr1qFqtbDiJTY8qnIeI5GQa8cY4RvtUNHZYPiPZypyjFgpq4Tf4PMb+NT1vxUhgR9gKr/3M3gf5VnR5R/8Af01E8AqyyVwVz8I48DjLAGtrinShV5nfHh/OqYtrqQfq+w1tWkTyNhQWJqhJC3mr8eU4ignm+6Watl7zHyqO6a3DRWkjue+47NfVr7u3rCkn4qZeifRMIAzbt5/0qs+u7i3aXEcCnuxKzt8MjSPkBb5abjM82UNby5lOyHlkRc7n0TNc3JFrG6ZV8RZI9e5/3o0+SnIQ4BddiiXC49bszD6HpW6LOxtIioQnGMSDUuVbIOPMEAg19jvZkGGwR58we64yeX+kby39lbLsd17LB85o3K2OlV/2jTIkraxlj74BlTXqi3/NB1Ae9O9RPR6RgkSqxUSysJMHGoDQoVsc1AZtuW5rWm6RguWMMaltmdQ2cEkOQCxGXUkb1hseL6VZdCkFi6HJBjY+K42IwB3TtsKkZG4CqUEkjbtOFpIZkk1nLYmjXPgD2ZVfYrHYeGak4LIHT+o8DerEK6T8RpIk6VsCCkapuDpBOC2tXZt/ztAXHgK2bDpU2nGke9YE556sb/7vz0x2PITspY5463TTOz6wqyR4EZIjOnKkyjUW1LyZSQBk5zjnUTwaYZeJVAjWEuF0rnU0RfUTjORqC4zgALUFx7pYvvhERJgAt2mQQJFcYXTt73TnPjUj0c4/GQG7JtejQx1jSyYwNtOzBcAnODjkM0Y8LxJ9EmRKws27r10ssAuvu6cRRLkjfUsugsNvytOc+INe7CzzBGeyRjhzGSqkvIDN3Tn3ygKvdbIGF5VpTdIkcOk4kbJbDKwyAWVlXvfkqQdvXUPdcUAC7HuxSR/G5kwR6vvg+Q1JJG8tLetpjJGAgrd4ZYR+6BEIk72ZSQDqDCbSUBz+D0hho8yD5UzPwoHSRAneZO02YdmDp96NQxqBzghufhSl0e6QRGQy6XEgOnw06DJ2jHnnXuUxy5HPhU50Su0Zu+z6lk1jbVq2HvmLAg7eRpMeKRE0rApjilouXUwxrhNWk68g9qEGBr2BXD4Odz5bVpcQ4DFGo0rnVlxvyVgNI+IhvXUrxW6B33yUK7/60MP93ao3pJfKItQO6hUx/jJPsG2/rrZjh07lZj5NWwVBdc0w14HLB2/pXV3QOzAs7ceUSfu1x51gTa5fj+kiuzOhyYtoP9TF/wAMVj5x97ZXYeS9X1uApNKnBOEi4lIbeNN3H52eS/H4ny9tTfSK4yCBy+mlLo30wEDGKcdmCSVkPvdztrPh5BuW2+OdJjsAI1JsjuyXuvslmtY1GhPdEaBRsMDPl4bcqeeofiwjlijxgSCZC2ebAsw/dx7SKSetV9V1YDOQZS2Ry2XOfZgc6z8FveyhhuBzhuWz7BICR8YJHx1LxTHEnujsU7CmLW/VdQ3seeXOuGfSHH+Vrz4UH8FBXa/BELq02r3/AHV9SjB8dtz9FcUekQP8rXm+e9Bv/wDpW9Z/DGFkRB7qfLcC9Y/R/wDxrafCn/griuv2Ncg+j/8AjW0+FP8AwVxXavRxwplkKh+yglkCtyLIARn5xTslup4Homw3WyielXSnh9pNDa3MM8s8qRMWjxoBlcqA2ZoyMEHkp2xzJpL65LQRG4jU7KGAzzwy7Z9mrGap3pt06e6vvdjoqtqhIiBJQCIKAoJ3wxUsfWxro3g/HbfivD3vL+NLaO3mcS9mSS8aRI2gtgNl2dRhdzgBcFsiti5TZHub25bdB3XYce8Ky4ONBK1pJIAk3v3zyAHXqNrXOnR6UYO498fH11J3U+BTrP6RTRYjsLG2t4F2COrFio8xE0aqSOY7+D4tzqShv7XjMMrRQLacQgQymND3LiNffYwFywyOY1AlRlgTjVxeKQPcIwd/usPiXhLiWJB7TLH7vWiCR8wD++qXegEQ0yauTbfEiM5+XamC+jJIfGy9qWbwDGFAAfWTp2pD4e+1WTwee3sbMXt6pnMrFbW0z3ZGTnI4ORpH5zAhRg4ZnUVZymtYDI40Fi4LZcmRsETSXE0AOqgLmw78oIxqkjQAjmC5338O581TvU3aQtcylk7bSkkoWQDR2iK/huGGH21DY4PMCoY+k3clsG0tTF/ovvmrHlr1Ff8A0qsbq29y3eu/sl9z/ebiG5tDjCSFAyumNsMBjK4DAjZWVxVCLPhmtrTvS3uI+GM/h7Wyzs90kAkEGr6GuX29Ut9AesqLikktrNw+3jR7eZmdcM3cXIA7gIIJyGBypAIrnTpvc5iLA7l0O3nqkPzaPmpl6l+mSWFy1w6GXEMiLGMDU76QoYnOleZLYOwOATgVaXAOvBb+QWfEbSD3PcHsg0esPEX7qnLMeRIGtNBXmOWKy8fMa4N8x3vX2/wur8QeE5o5nuwYf5QYCfe673Vkk7V+m65x4xOTLcgbaVVAPV20YPykn5ab4bpHPMZjfbccpbkgfF96Aq1oejdr0fDTXSDiPEJ5JhCHI7NLdJSEkfulRJIoSRmCFtZ0LpCM1aqekrcE6ZLO0eL/AEWmQHHlqZ3X/wBP4qsZU0THaHO/Ilc/wvw7xHNh8+GO270S4C67X9+Sozh8wysbZHaQHDDwYTPIpP6pwQfiPhVkdTxDRNgjuNke2RNC/Pg1bPV70Ysp504rZwqsHYXEc1g6oyQ3USh4zGMEKrI0uy4XvRsFUkgQnDvSJj7OVjYW6SroMKryZyTqZzoBAjXvDG5JxkZyLHtUcLRqdsdx9FUx+A5+W97Y4ySwhrgSAQSaHM/nyA35JG9IK40QEowOezTUhyNKmTbI+AufZS10Wiz2EQKuShgAVgx1zNCpDb7OWlJ0nfBFdBf9Ora44YvEeKW0M0iTPFHAi9yVxugKyl86QGfLFguGIBJ00op6Q97pZ4LG3SBDgkRzMqE40hpEZEB5Y7oztVfIyYiBbue+w3pXMTwvxCVzwxg91xYSXADUOgvn9Fu8S9H2Zl7IX1uG1gmHU++I1UJjOeak50+OcVUNrww/34kBTrkjOSAcozMwAJycMEzgGrF9HfhZububiU8vaywOX7BQTLLNMCsZO2lYtTEDB7pUZ0qu7H006w7bhUjQ21rDc3gy1xdMuI1mkwzrGBl9zglVdQO6CzsGwNyQYdZ90Xt1tPyfDszc/wBjxz5jw0F22kNJ5iyeQsb9bqrVVcfOEkkQlSwOGU4OUaOIkEcj3T8tT/Vt0ISSee+u5Bb2dqw7V/GSZo1zHGADuGcMcAnLRqoJbKsHCevuK6Ii4rZwPExAM0StmPcENpdnYhSAx0ODgbBuRneurq9uVsbS0skku07a4nkkTBLanzC0mMAkpIRkDBK5AAwKdFkjynPjOojpW+6bJ4emizosfNqNrj8VjTQFmjyvpv1I2S6nTPo8ENt/Z9z2Bbd9baiS2dZxcdod+9zyBsFHvagOuPoXHCkV3ZzG4srkkI53aOQAns32GdlcDIDAo6sMrltvrJ6s4bThNtPIHivXkCyI7HvZDkro5DswqnUPjzkV76CEt0e4gHJ0pdQGLPg5eHUF8sggkD84+dScNzZhkCKStxe3S1e4/wAB4d/DnZuEXe4/QdRsOo1Y+u4INVeyqCetabzqRCjnUbcvXVkCl5yFr1u3MfcA+Xz/AK1Dcb4gIkLHc8lXzbw+Icz/AO9InCOIuJdeokk5b9bfcEcj47eHhVVz96U7R1V2dU92FaSLl3tQ9h3Pz1bVvahhyqjuj8mi4Vhycc/nHzGry6PT7b/LWDlNp5W1ju1NCheM8C8htSre8IIPKrfkhqHvuDg8sezG1V9SmMaq9OG16NgfbVgHo/6j8VSNn0fUcxUbnJ7IykThnRwtjO1WF0b4AqeG/nUrY8KA9VSZAUVTlfa0IYw3dRXSG+EUbMdsA/LXLs85eWWQ76m2Pjgf+5NW31z8fyhQH4t6qWNcKT4KpZj5KN2OPlrV4Tj1bys3ieRqOnsrd6t97TH5rMP5/wA6mbqZNIyQD4551SfVx1q6JhE6hYHOA35Sk8mfHgfHHL186uyLhwc5O4XkBy9pPM1rgWdljXYUTxHoksnejYKfEc1Pr25VhXoWQCBJlsnC6TugcLqznAO4bRzxTdbYz81SUDbUkkbv7ShunqFXi9Cz39UgRUkeMsVJ2RC5bA8CBjFa3EuCCJFIlWQtuFUEHQSQr7+DaTtzGRVk3c2zd1XJ1NpbkzGMrhvUcjPLl66VLgAJFJcoIhHMFDKCQYjmTRgZJWMjAxnAbFUdczHe9yVnyoi2m80n3/RhzK8bukQjVWeRydChwpUEgcyWC49vlU/0Z6LSaYySqrIrOGJwqqhIJbbbkDtnmK89M4u2e6WImVj7jkICnUU7Mg7c8ZaNtuWfVTxaECOJFVpeyxBNHpOyyQIWCkesZ1bYO1RQZjy6/wBjbmnTYzKr81WvE+j7qXJKkKgkypyCpk0DHmSfm3pc4s2xq2OlqxpFNEqd9LeMdrqO6e6gAunlz31VUPE96uQSmVpJVWaIRkUvvRxO6T5k039Ex38+2lbgowny049FI871o4zdws7IOymOMvhfXkfT/SlXpLJ97NSPSG974Xy+n7ZqG6Rp3D7KtSm7UMe1KkOksmZR8JfpFds8OciCMD/Rxj/cArh7jp++j4Q/eFdtWPvE+Av7orDnbblog0FglSqt62ZMFRgEEHn7VH0HlVrzLVV9cie8Pqb6V/pSkbJgPvKvf7VcTRIoGEyyEk5TMZY6PLdceWDUonEpDHKgY6QrvpH5wx3j6xsfiqBiZS6tuGUMARjBBBHe9mSRU70ej/CeuKT6KRpshSXQXYvVBdB+FWrA6j2AyTz1LlWzjxypri70gjnit4T4tAflsoDXSnomcZEnC3iBy1vNKhHiFkPaL8XfYfFXOHpFx44teDya3H/9lb0yJmgEeqe91lYvR+/Gtp8Kf+CuK7R6O3eiQZUOr/e2VuRVyAQc5HxEEHceNcXej/8AjW0+FP8AwVxXYtq+HQnYB1J9gYZqrOf5gT4/hXPvWbw2NONSRJGiRC5hURKirGFPZ5UIAF0nJyMYOTVyek88cPDGht4Y7aNr5I2SFVRGxCZdRVFUZJRB4+9XfyqD0h43g4xcORg9pFNGSNmGhCrDlldSlTjxVh4VcHEr2TjnBp3SBIpo7jUkSNq7Roo4y25CnW6SugBzuE38syKrmjHxG6+W69ZztYbw3Mef5TRGHknYOIbRO+9GzfSt1DejHwqD3GGlt4p2ur1rVzIqtpiFtrwuQdtQORtnV6hVfdTg7DjsccZIVbmeHGTun3xMHz2wd/EA1i6rOtqbh0csHYJNmQyIJcq0M2js2OME8gAV7pGGGdzUp6OfCme7k4lPkQWolmklOArzMrYRTyLd8uQvLuDbUMsY9svksjHvA7/irWTiz4n8RyMl38uRtM3uyQQAB9QPtstDisIjnmRdgssqj2LIwHzCt30nLgh7CEe8i4fAyj1yFgx9p7JcnxqPnl1sznm7MxPrYkn5zTH13cGa5sbK+iXWIIfctzjdk7MjQ7AfknLEnw1p57dHx2Nzsbb0teb+AJ44eMM83aw4C9tyDX48vqrI4H0Ktriyi4f2McbScPguluuzDSLM5wzkjSc5I21jUpZeQxUp1U9U7cMS7JuRcCaHGkRGPSUVyD+EfOzkeFUOeu6b3B7j7CPX2AtvdeT2nYDYLpxz0d3OvGe9jNWR6K/R+WO1urmbUouI9EAfOWSNJGZ1z+QxYAH9VjyIrHimhlkbobuG8+Vbfmum4jwziWFhTnKmAY6XZhpxktwNg3beV16bqq/Rp4BFc8RRJ0EqLHJJ2bAFGZV7ocHZlBOdJ2OBnIrS6+uGJbcUuY4FESI8TIiDCqWgjkOkDYAMxIA2HIUweiN+Mx/4eb6FqL9J78b3ftg/hIazXNHsgPXX+i7Vkzz4gfGSdPs910vWN67q9vSWbhcbRy38UlxOU0RRRyyISiuzam0sqqupyNRBY8gDpOKS6fdY6XViltFw5baKEoI5g5kKaRjBfskyzj3xZssdzk1PemdaOOIRuwOh7ZFRvDuSSa1HrUuGI/XXzqJ6adaL3nD47KC07JIEjaZ0JZQsQC6gFUdmhYhizE7kDO+TYy5bkkbsPpu76rH4Bw7Th4kwa6S3WXGQtbFv0bdHtVGzz50rF9Ev8W33+sk/hRVLdSPRaO7uxHOWEKRyTS6dmZI1zpB8MkrkjfGcYOCLB9FbpUVF1Z6AVkhmn7TVuCkQXTpxggjfORjHjnZZ9GX/AK1P/wCBuv3VpG6ZBA09yD+IUs3nYbuKSt906WOaeu7XAH0PNN3S+G0vOCNJwqOWGC0ui7pcZUsTEA5jaSR9WkSodIbOQwAyQCqdFOthYOFT8PMGppRKqy6gFAlGCXGMl0/Jwd8LyxWXpBYyL0c4YUBWNZrkzjlqkaaTs2PmMawD4ZA8NofoP1ptaQrCtnZTaSxEs0OqU6mLd5gwzjOAcbKFHhUmaWxZJDTpGmuV/kq3hyGXM4O10jfOPml4GrSQQebndTe9Ho5Wl6F3ApFae5cFI3VYYi2wlYEyMUz74IE5jbJYfknFK8A40Rf+6Gg92N20kptzk9oxLNvhWJ0sdeNJzp3roPqY66RfXMVvdQRxyAs1tJFqChxE4ZSrE4zEZADnBzjGSDVR9LLSfg3Fu2CZVZXlhLZCSwvqBUMPygjmNvFW3wQRmOZrBDGWG2gmzXI/JWOHy5DuI5jMqMNlkjBYzVs5oDhQcO+1kbjc0KWHrd4zPxCVJRw57VlUqxRJG7QZyur70u67gHfY+oVZPHOk95Db8FSOeW37aMQyrgBjoliiBIkUkMFY77Z2pI6xOuq8vpYhaiW0wCqxW80heV3I99oCajsAq6TjLb7089NFdbrglvO5lntzbNO7MXPaS3ERKsxJLFez5nwKnxrS4PpdkOcCTtuaoLmvGIli4bjwyxtjIcSGB5e5o3uyb23HU9uij+uvojxDiHFez7KVbZXSGKYxuYY4yFMkmeTEnJJyM4Vc7DEF139IIYYo+E2IPZW7kzyH30s4yG1cshWLFjjGrSFAEa52eJ9Orwcc7EXUwh/tJI+y7RtHZm6VSmnONOnu45YpX65IM8UvT5Tn91f51a4KyOSZ797B6/oszxY/KhxMXGeWiPQHBrL3Nc3X/dv8tz3STKMCom5cDJOwAySeQA5k+oVN3qYpL6ZSEroXYvu3wc7D4yMn2V0rxS4Mc0n9JOJmZ9tlGyD1eLH1tz9XxVu8J4SQA5HxVm4RwI5y3yf1pxs4BjFJDj17zk2WQ8gmDiMsUwieEBWCKWXyZRpfAGO6e6w8edWL0G4jqAB5iqQQmFw68s8vp+IjarF6OXgfvxn+qnyqlm4QfyV3Dyi3Yq6oI9q8vBWj0K40HwkmA3h5N/7+qnP3CDyFczkNdC7S5dPjlsrbalqGM1uxQ1MNw3FfGgAqvrtTFhCjwtLnS7iwRG35DnU3xy/CKcnFU50z4kZSfBF5A7Z9Z/lUuNimd3p3UOTkiJvqk/pBdGRizb77Ur9N70RwlB7+fAxyKxBslj5doyhANsgPTDd8USPf37+EY5+1vIA/RVccSheSQs5LMxyT/IeQHgB4V1UGPtQ5LmZ8hRNnw7NdS9T3FTLbIScso0MfHK7ZPtGDVB2dhgcqtrqFcgyr4HBA9Y54+Ucqsywta3YKrDIS5WDM2DUyBkA8vWPtv8dQnGhuKk+FSZT2VWeNrVsdlo3d8R4A/KP6jOK0r63WdNEgI/NYHdSfEfNt41tX6YzUbFcb0xwBQkHiXBLm2l1h3I96JkZve4A0vvkbADB22GPVPdH+OSoGZZXVmOSwY5JxzJ8TvT9w6QOMGofjPRUYJj7pOTj8k+zy+io42MadwiXUW7Kv7jichyC7EFQhyeaq2oA+oN3sVG3Nb19ZsjEOpU+vx9YPIj11oXlLpHRR2eq3+Hp3RT10RhwppIsRsvsqwuj64jzV7FbuqWSdko9J9nb2/wAqguN8Q7hz5VKdLJ+8ft4UlcWn7p+OmyEWUrG7Kt79szD1uv71dzovdXH5q/QK4Tb8Mnw1/ervGNO4nwV/dFZUvxK50WlKKrHrkXZPY38qtKQVWHXQO6vsb5gKBySDmqktG7/xU09FEy+PNH+g0q2a974jTh0JcdsgJABR9z/qzj5TTGfEFI4bJu9DTjIjvrq2Y490Q61B5aoXOQPWVlJ/2TSD6Sn44vfhW/8AA29S3UCoXiySHlFFO5PjjKxn5pCfipe6/rkPxW8YHILxYPmPckIH0VPOKfsmsPur16P/AONbT4U/8FcV15dGuQ/R/wDxrafCn/griuubk1m5A94fJTsOy37vpBE6Kl5aw3gTZTIqMR/jVxn1jGfHJ3qs+tjrUeEwLZxJZrE4kjihAy8jBowpVVVWVlJUpp31ZJ2GJzpPxFIo2kkYKiAlifo9p5AeJpY6quijXM3u+6QqOVtC35CeDsP9IwOfUD66ljHUqzESW++ToHIWaJ7AcvmrW6PTR3UUcvEuHWjXJUFyEVhny++KzfEWb2mqq9JnjV2VSIIkNgCNMcC6QHHIXGNsZ3XSFTOMjUFNXK86LszKvtYD6TWrdQxToy9yVDlWAKup8wcZHjyqWM6Haq/JWsDiUmNOyVw1Bp2abIHy7HsuMYpSORI9hI+inTq46z7qxctGwkR8CSCXLRuPlBDAZAYHx3DDatjrW6umtGMkYL25PPmYs+DnxTwDnlyPgSg1ptc2Rq9XgdhcUh16WuB52BYPbuCrw+7PYD74OCWwmznVmLTq/O/AZz48s+utOLr/AJzcrPLGrBVaMQL+BEbjDKAd8nCksST3QOXdqmjQRTWQRs+EBVp/DODMKe1xrkS95r5W4q5n6/FDqlpw20tpJMRCdAFljEhCkoBGoLAHIBbGQMgjart4Fxi3upvv1lbSOy5aZo0Z2KKACSyk8gBzOAAPCuJ2i3BGxUhlO2xByD8RAq9uoTpyhnUXDpCwR+87BEY4/JLEAMfzCc+Wao5WPprQNuq5Ti/h+XFJlhL3Cudkkem1GvxWn1i+kM1vxC+s76yh4napOOyR9KvD95TKqWR1ddWWGoK4LP3yCFWJg9KQRsqWPC7W1tyT20THLTAggrmNI1Tn75ll8sYyCk+kFw1JuI3boVyZARIpBVh2acyNiNuY3+ikzoD0GnuJuzVdKqe8594B7fHPhj/6eImgBzh05rmOJYGZhRt1E+W6iKurIuiOjvn810Lwv0grWJgbLg9vA7jEj6kGUPvkHZwqcHbmccu6al73rv1RSCGwt7dnRo+1TGpQ4wcBY1zsdsnGcbHGKqm66uUicKxdD4HIKPj80kZB/VJz7edSUnAvJtvIg/yzViGKGroLkcjxNE2UxzyOa7kQ/V99wR23pMfX6W9ycI0Z7D3EmMe97bSva58Nfvef63rph6Idc3DIraGKThup44lR2EVuyuwXDNqc6jrOWJYZyTzrx1ZdMhGnuK6hhvLfeRIpgCUbOTo1qwKkktyypJ33pt6T8Z4dCkLDg9pJ2okONMS6dDBefYHOc+rGPGsWbBl9pcY3Cz3Fr0rhvijh83C4oZo3OawmnRvoEk3vXXdVL6O3DGm4okyJ2cMDSTynfREml9Klj6yFAO5AY8lOHmz63jh4rq3ivrcu7IkoGpVLEhcsrqwUEAArkDbOMAaXSnrHMkJt7W3isLdvfxwgAv5hiixgKfEBctyJxkVXEsDE1qcO4a3HiIlo2bKyvEXiF3FMtssbS0NaGtF2drNk99/3zVqw9bcEQJsOGW1pIRjtsISM+qONCfYXx6jyqu5OMy9uLhmLyiRZdbb5dXDAnlsCoGkYAAAGBisFtbYzmsF0cVpRwsYKaKXPyzSSu1PcSe53KtK96/QHB/s23aQkNr1YbVnOrPZE5zvnOfXVdcYvGnllnkxrmdnYDYAseS+OF2UZycCoHhMGuQseQ5UyGLanRQsYbaE18jnj3jaWOJ2Zpdl4Z3yx3J5eoY/pT5dR5qNn4fmrI35qEhJ0tpivlumKZZrH1Vrtw2pLUdKNktwwxURA0lu+uPl5eBHkR5fbamtbTFe5bAMOWaUttJyTV0C6XW85Ck9lN+Y/I/AbYH2bH1VbnAukRTuybr+d4j2+YrlziPR/PIYI3B8sVPdHOm80PclJlXlue+B+qTzH6rfKKzcvh7ZW0VoYuc6I2D/tdXi5BGQQQeRFL/SrpDFAhaRgvkv5THyAqseFdO2VC0PfUg4VsgA+ZHPI8RtmlPjRknYySsWY/IB5AeArBg4K4yEOPuj8StybjLfLBaPe/JeulfTxpW2XK57q749RPiSPYBS3xS6lk2GBnyB+knapWDhY54qStbPHIb1vsxWximrAkndIbcUlw9Gygyx1E868f2T46asNeDOeanFZxwRvICrDXBqiMepVpLwwjkKauptsTFfUx+Yf0py4d0bB98c+wVP8G6OxRMWRe8dsn+VMkmBFJ0cJabWLjse2a+dG7nmK3eNQ5FLVjLpf46gAtqmuimHjcOVpTnfTzp4uV1Lke2krpbFgZqNgvZK5S/RrLd4ch40zwsGG1Q3QSP7z7Sai+j3FdMzRk7EnFKYrBpKH0p6Xg6ygq4BHrH0eR9YpC6ZdBmjIZDrTmw/KX+o9fh66ti3GPprW4gdx4jxFQJ7gCqVgG49tWBDtD/sn6K2uPdDFY9pGMHOSvgfPbzrT4w2IiOW38qv4hBBWZlMIIBVS8dvctg1B8dxoJ9VSHGV3z4/b6aWukN3hDVd55qdiTLc5lT4afvCut+lHWYtu/YmIuVWPLBgMlow2wx68VyNayffUP66H/eFXl1vpi6f4MP8AwEH8qzpFYbuUzTdcqf6B/wDGv9KVenXTpbkKBGyY1Hcg8x6qSJzjw5V5XnjnsfopjXFOLQFucMfLH2fzFTbHAU8jil3gzbn2Cp7iQ2paQnbqM4cvuiaUkaRCQ3nlpFOnHjkgb+VInXo2eJ3Xtg5AAf8AU4PAbCvXRi+ZG1qeR5eBHiPjqG6wLsSXUrjk3Zc+eRBGp+cGpS+20eaZpOq+infR/wDxrae2f+CuK62uZAASSABkknkAOZPqrkfqC/Glp8Kf+Cnq8Okd6eIXDWFu+IYsG9mU7nJOIEI/O0sGI8iPOqj2anfRWoI9XyHM/v8AJeOD2Z4pcdoc+4IH+9g/9olXbWf+6U5Cjx5+qrutYQoAGwFafAuGpFGscahVUABRsABUhT0skmo7bAcgqlHB4ZL/AIyZbRLopBw9kZkgYxZR9RBmZSNeke8znTv4VY3CLJI5rpI4BbKJUIhVY1C5todwISU73PY+2ofifQnVNPNHdXFu1zHFHMsXYaHWIEJ+FgkYEam3Vhzqc4Hwxo+0Lzy3LyMGaSbstWyKgAEMcS6QFH5Oee9TPcC3n27+n0Q42Of39PotniFmrqVYBgQQQRkEesVzX1udW7WpM0ALW53ZdyYf5mL1/k+O246drXu7cMCCMg7EHxpkchYbCvcM4pNgS+ZGduo6ELiWirQ63urI25ae2UtCd3iG5i82Tzj815r7OVXqa0o5A8WF69wzicOfF5kZ+Y6g+q+V8Ir1RinrQpeSKmOivSKS2fVGdvykPvWHkfI+TDcfKDEYr5SFoIoqKaFkzCyQAg8wVfHA+kEN8jroI041K+nO498hUk4B21YXeoTi1i0J73ej8JPFfVJ6v1/lxzqquH37RsHjbQw5EfQfMHyNW70M6ZpcDs5NKy497+S+25T6Sp39tUnxOjOpvJeN+MvAUUsZe0W0ciPiZ/lv7PdaEkYOD4jkRz+I+VS/EOLCSOBHTV2OvJz78O+rG2CAPLJzWvxfgjRZaIFo9yYvFfXH6v1PkxyMXFfoQCHXB9Y/nvSjQ/deE5LOJ8FcYWPdpJBBG7TRsEdj3H3CZQiEZVe0TxQgGRPrL8/t5VtcGUKwZApRiM7DbffHmPMcx81K0HEVU5V1B8ww+3xVL8Ouw5JjID/lKPwb/J71vX9NcrxTg2RGTNgvI7xknQ76XQ+3yXpvhbxlFmgY3EI6fyD65/Wtj+9+S0OlVoUd25xs7EOOQyxwGHh6jy9nKorjFqDbl4861Kh1ONgc7qACSNvM4pyS+U5Dd0jZlYb58R5EesZBqB4jwbHehyw5mPB2/wBWTy+CTjyxyq/wHxMcysbLaYpBsHaTod6EdPx+q0ONcJnwnHKxSJouZjsB49WEDf5EFRnR6zXsDKJE0pgNkkMCWAHMAYJI5mt6e3ICkjAYZU88jzGPA1B3vAXbJjSRS2NS6HCP498EAA58Tt9NR1rY3iENGkq9lnCn8gE5OnJxp8dJyK6CPKljl8mer6OHwEdN/wC0/wDd+KfFHjZmP7TjEgcnMeKkafUGtQ9W/gmOSOvAirBwMTbCWNgMZDZXOknALDVkjO2RUkYq1GOB3BVGSMsNLTMFYXtx5VLLaE1k9w+Zp2pR0oBrMeVZYbQeVTiWgrIEAo1lGgKEbh+fyaWukXD11BAAWYgY9pp4u8kYXnUR0f4WWuCT+QAT7W2HzAmk1EpdIVjdQvDreOTRIEyEAjD4wTnv41bFuRxz3atjrL4JF27mMBdhkLsobBzgDbOMZx459dQgsN8kbVvXJ7p+Cfoqt5R8zXf0Ut+7STLayqUtbcCtTg02Rv4VKolSOcUgC9Cg1mEdYsVGN09bdkKlEqKsG3qTU1G9PBRcpkUn8dgKtmnEVC9JrTK06M70ketzo7PqT2VA9Orfl5V96K3ultJqd6T2eqMnnjcUjxpegG2rX6D/AIL46SOkUui5J/Wpw6Fv3WHliknrCOJifX/SpYuZUchoK2eHzZQN5ivUy5xio/odJqhHs/lUtwwc/VVRzKJUzXbKQto9qQ+te00JrA7rbHHg3/y/lT67YGa07+zW4ikjfkwK58R5MPWpwfioaSzcJHtEgorlvicmSaUelL7U4cbsmjkeNxhkYqfiPMeojcHyIpK6WjFI42FC1tGkt8PH32P4afvCr664x/enP6kHxfeVqheHn75H8NP3hV/9dLf3lsb/AHuDOPDEQ5+vAFUn8lMDuq3mX7fbxrNwyLc/Bb4u6azIK2bRACxyMBW/dIwPHcnFJGBaVxUbwEd4+vH01P8AE22pe4MdJPxYqVvrwEbH2jy+WnmklrzZnCZ8yaX+MH743xfuipuWTCoPVn5TUDxFssfi+gUOFItOHUH+NLT2z/wU9dg9HbNFLlUVS2CxVQCdzuxA35nn5nzrj3qE/Glp8Kf+CnrsXhDd4+z+dV3/ABKRvJHTDpJFaQtPOWEalQSqlmy7BVwBudyK8v0hw4Q214HKlwvuWVjpBALDQG2BZR8YpL9Jr8VXPq7I/JOhq4Txlvd0BNvMM2c+2IiSO2tjkaJW2GfbuNqnawFt/NSVtfzULw29EiB11AHOzKVYEEghlYBlYEEFSAQRWr0k6Qw2yB537NWdY1Olmy7+9UBAxJbGAMbnavnA5Mq2xH3642IwR/eZNiPAjypH9IF8W9sx/J4hYt8k4pmkaqRQtNrdM7cEKXdWIJCtBcKxAxkgNECQMjJHLI86lOEcWjmBMThwp0tsQQ2AcEMAQcEHl41O8b6RQe7rQmaNQIbwHUwXGTbkZ1Y56T8hqEkvUe5u2jdZFMkXeRgy59zRAjKkjIxTnMAF7/v6Irbl+/wWS9tgylT4gj5Riqm+4hB+YfZqYD5AcVcMfOmc2w8qi1Eck+KeSP4HEfI0uWr3oPYxsUaOdyH7P73b3cq9pnGgPHGyF87aQxOdqkOinV/Y3DzJHE4eBlWWOWKSJ0Z11KCsoVslcNy5EedXA/EkSMKdRK8VyQkcj7e6M/5tW3IPLmageqmUPxTjjYIBubUgMpVv+ppzVgCOXIip3Cm3v+KndlTH+53/AOiqC6Y8S4fa3EsDWTSNE2ksOzCk4B2zk438RTp1TcAs763mnW0WIQuylTpYnTGHyCFAGzY8aqjr3H+VL3/X/wD+NKu30Rfxbff66X+FjrRnxWMxw8Xe3U9VdnYRAH2b26nqvD9FI47i2hksYFFxO1uHSXWystp7qyVNugKlCF9/nJPlv96xeEi0njSERopEWU0DJ1ylCQwIIOPUeVNvSaFhxDhup9f+UJtgoUZ/sRdxuTy2wTS96Qjsb2NViLYSBu0ymABM5I3IbYDwHjWXIACFlOcT1WawOSB5kD5TUz0x4DHDNCqdmNc0EZjKISyySqrEE94YVjy5EVAcFbvJ8JfpFWD044XcS3UPZxJ2UcsErzPJp/BuGKqgRiT3eZIG9RFMCpfq4vnlv+IRSPmKFZ+zVY48ppuQilcISSFyN802o392s3O7SQl2bABJ7QgEhQBnAHgKTeoy1MvE+KIrmIsJwJAASubzOcPlc4GNxim/rGmjtPc0AZpFih0a+6T78++06Rq9QHlU0rPfpo6D7KSagVC9dMzJB3GZCeHu/dYr3/dMShsA++AYjVz3qc6Lk7Zyc3TAZJPdEcAwM/k51cts59dR/WVxaC5sexjTEzxxxtMVXUqK4crknJGR73I3rFx3pc8vYkfezCMBV9WNyTnPIeVPZiyOAAHU/oonzMDKWl0a4RKlzcvINAiCo+thlWlYMgxnfK59le/7LRHvFeZcyMyjQM7dnrDZ5YLOI/aDWjc3bu7uzEtIQXOT3iBgZGcbDYULDVpvDz/cfwUTsq+QWw4jwoQMSIljycbBWzyAxv7dqwJDWULivSirsUTYxTVA95cbKFWvhFZRWGV6emryxrWkfPKvk82a2bC38TSFKssEAUZNanQOTV20n58pA9iAAfPmsPSu9whx5Gs/V9Dpt09epvlY08DZN6pnasN371vYfor1qrBet3W9h+ikpKkbgk5DY9dOFucikR20yU6cMlBApsqWM9FIAVqy1tla05TUAKlIWSzNSaGou0O9SELUjkrVsoa+Tx5FeNVbCmo7Tki38RR9qceCXYdMHyxUT0htPGtXgLlTVh3vhRA0VJ8Ls9DuPAjIqvOsJvvp9tW7AobfxqqOsiDEhProg+JNm+FMvBOJFJ4Yge60S7f7IOfbmnrho7xqo0ucXdmfBo0wfWMqfoFW9Ze/NE43SxHZZ+Ke9rDwibANbl2e6ahOHSd1vb9s1E1tilJdFV518dGi0kM8Q/CssL+Wo7Rs3qI7pJ8lqrOtHoDPCqs+ggsqd1s95zheYGBnma6kubITRaW5ZUj1MjBlI9hAqrvSCP3lP9fD+/WJn5T4JWMbyPNXYMdsjC481zhcdHJoLiFZU05kjIIIKkaxnBHl5eyuhOs3oU2rtYyW7TBZSM4OANj5beIqtenHH0luoUTJ0SjUWUqQdQGAD/Suqbi0ygB8h9FPxXulZbwq2SBG/wB1cpvHglWABBwR5EHFYGVRkb1YfXXwjRJEwADOGyeWohlxn14bnSA8RIyahk1Ruq1YjaJGg0oh7U52z9vV/ShkI3IJ+Y/0PnWW5LAgqM48CPo/+62LPjyE6ZI8esb/ACjY+W9I2YhBgC1JLvIAO2BgZqOv/fHHq/dFNjQxP70A48iaV+LwhZGA2Ax+6D/Op2y6zSifEWi02dQn40tPhT/wU9de8OfvH2fzFchdQv40tPbP/BT11Nf8WWLvOTg7bDProcN1GFodePD5LiwnghQyPKFUAFQBhw2TqI27uNsnOKmoOtgi4t5ZOHXqLFbzQvpFtJlpGtypXRcZKjsWzsDuux3xox9KoT+WB7QR9IrZh4tGeTof9oU9r6FUpNQW90V4oJUZwrxhprhgki6HAe4d11Df8lhyJHrpM9Ii/VbaHUwBF3avjx0xzKzHHko3PlTnFcjwNepiGGGAI9e/00gd71pdW9qdveszh8l7ZtHf2rKEugx7eIBdSxFdWWGNWk4zzwawz8RjkurpopElUmHvIyuv4BRzUkeFLNx0et399DG3tRT9Ird6NcBgg1dhEkWvGrQoXVjlnAGcZpzntI2R7vRMsZ3pyakiJqdXNQlIqo431jWcIaJ5gZY+JCR4Y0klkCCYMSViViNt8czWr1O35l4hxW4WKZIbmW3kieWMx6glusbZV8MDqBwCOW+1WOvAoQxYRrliSTgZJJySfXWHivFIoQS7pGBzyQPm51MZQRQH5p5c3suJuvd/8p32w/D898+8T14x7RV3eh5Fr4fdpnGu4dcjmNVvGMj171U3WB0Zku7+5lieIRSS6kdpF7w0KMhRluYxhgKszqfgm4fC8SsshklMhbSdiUVcAZI/IByfPlWrlTsOM1gO9BaWRkRnHDAd9la3AerSCOVJpHnuZUbWrzzSSaX0BNSqzaQxQBcgDYAcqQOvm5kF4CgRl7GPmTnOp8jbI8qxdKul04IDSrgj3rSaWJ8ljXGdqTru9LnLHJ+Kq+NhmX3nnb81gz5J5DmtrhPSR0ddcY2ZScN5Eeo049LOuhsERKATnBxn97PL4NVrfHG/22qItEMjg+AOatN4fFe9qA5LqTJ0RtGQmXuBpMmQhcMxZtRywIO5JOOWfCtnipEjglQAvrJJ9udtvUB415guMAjwrAZNRwOVTMx2NdYCDKXDdZc59lekSvZOBRDzqfkExbYWjVXlmoWoinhe0FZRXha+O1Ccvsr1Hzy16uHrzbRZpLQstpB41uTyYr4GwKwKMmkSpd6YN3DTV0aTEUY8kX6BSp05Pdx7KauGT4AHqA+apOQTOqk2NanEJO63sNZnkrUvz3SPVTLTkjcTPepo6ONkClLiUvepm6NS7CkfyQzmmc8q05q2UfatO4aqwU5WW3rciNR8D1txtQSgLbVq2EatFWrZjNRpVi4omRUNaR4NTl1yqNjTepmOpMcFO8KbakfrStdx6/5E052JxS/1l2hIVx4bH48fRvToj76R4tiQOkRKNw9vEO6n4mUj96r1tWzgjxFUp0rTVFaHyuQv+Jc/8lW3YXGAB6hUj22o4zSkL59j7KhriTTGfWakbiXalfpfcYVFHNjy+3tpjRScSnLgh7g9dU96QV+uRFhsq8M2cd3R2m5znnsRj1Gre4ZsqjyAqlPSzhZfcsqEjJkiYj2alB8/85jPrrLzMYSkHsbVyGYsCR+k7Qy3cEkZ7xkjDbEagWGknbn6/H4q63WLYVxL1dJ2lxGJGIKy2+lSPfarhFIBA/JByB69q7lmUZOOWTj2ZqLDiMQLVXzH6iCqW6/4+/bf+YP95PKqvZNvt/Ora9IJe/a+yT95KqoCoMn+oVo4n9IKKnt/VmtGW3B5+HjUzKlaki1UerQCg5bIjdSR5f8At47VHXLEk5OT58/D7CmeWKl3ig77fF9AqXG+JVsoe79U39QY/wAqWntn/gp66wnsdWzKGHkRn6a/PaTi7EYwB7NQPyg1h/tBvM/4n+tVpzbVEFfoDN0YiPOIfECPoxWpL0JiPIOvsJ/5ga4J/tBvM/4n+tR/aDeZ/wAT/Wpuh3dLYXdrdBMe8ldfaP6Fa+f9GLpfeT5+EXH1hXCf9oN5n/E/1qP7QbzP+J/rUul3dFhd2i0v18A/s0H6QprKvGLxPf25PrCMfnUkVwb/AGg3mf8AE/1q+/2i3mf8T/WpQ0osLv206bMDh4SPjI+ZlpyuemMz7RQ4/WbJ+qPnr80l4q45Mw/25PrV8fibnmSfaz/WpdKLXc/W51gT2ip2jF2lLaY1bQAFxktpHLvAAb53qqp+lctwpyQgOxCj6S2T8mK5pkvCee/tLn/mryLk+Xzt9arUErIx7zbKhkY5x2NK95ZJY/esdv5e2txumlyV0mRserYn2sO98QIFc+e6j5fO31qPdHqHyt9arPtkd35Y/f0UXkOqtSviO4ydQzq558flNMNjxDPtzuK5m90+r52+tQLo+Xzt9apf4mP+n8/9JgxK6rpnpHc93b7fbNfOiedJ9v8AKuaDdH7FvrUC6P2LfWpp4iP+n8/9J3s3qurySdq24o8CuRvdZ+xb61Huw/Yv9am/xD/j+aX2f1XXQNZo64/92H7F/rUe7D9i/wBag8Q/4/mlEPquxRWVRXGvuw/Zn+tR7sP2L/Wpvt3on+V6rs4VrXDVx17tP2Z/rUe7D9i/1qT230S+WuvEQnwrfhQjwrjT3YfsX+tR7sP2Z/rUe2+iPLXZEgJNbMMdcXe7D9i/1qPdp+zP9aj230RoXV3Ti0JVSPzlB+WpCAGuQTeH7F/rUe7D9i/1qd7f6JDEuxvdNe5Ztq4292H7F/rUC8P2L/WpPbf+KPL9V0Z0g/CEeumbgBwBXJhuj9i31qPdZ+xb61MdmX0SiOl2zDyrXuRXGHu0/Zn+tXz3Yfsz/WqP2j0T6XZsYNbcOa4n92n7M/1q++7T9mf61HtHoil3AgrYHsrhf3a32Z/rUe7m9f8Aif61N870Shdz3NYYojXD3u1vsz/Wo92t9mf61O9o9EhC7vQeqjiNv2kTLz2OK4Q93N9mf61Avm9f+J/rUoya6IpdYXVhqiQYP3u4ibH+Jf8Am8ad4M4rhf3afsz/AFq++7T9mf61S+2+ij8td4Jmlac9reqnNYlyfaT41xx7ub1/4n+tXwXp+zP9akOZ6J2hfoLbg+VaHTHoFFxGMQzF0Ct2ismAwYKw/KBGCGNcFe728z/if61fRxBvM/4n+tURyPROI22XX3A+omOGaOUTSExPGwBVcHs2yM488DNXEqHyNfm//aDeZ/xP9avv9ot5n/E/1qb5o6BRGInmV2F6Qo79t7JP3kqrlG3xVRb3hPPf2l/rV590+r52+tVWRmt1q7FNoaG0rwkirXaCqX90+r52+tR7o9Xzt9aozApPavRXI0FKfHVxI3+z+4KR/dHq+dvrVsw8WYDAC/P/AFpzItJtRyz6xVKPoooqVQIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihC//9k=" width="258px" alt="management fees"/></p>
<p>
<h2>Ask Any Financial Question</h2>
</p>
<p>
<p>In either case, investment management fees can take a chunk out of your returns. To ensure you aren’t overpaying for investment management, here’s a breakdown of how these fees work, what they include and how they are charged. If you use the services of a financial advisor or investment broker, you’ll end up paying management fees as they handle your investments.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://logosrus.com/cart/oaktree-capital-cuts-fees-on-private-credit-fund/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A Detailed Review of US GAAP for International Accountants</title>
		<link>http://logosrus.com/cart/a-detailed-review-of-us-gaap-for-international/</link>
		<comments>http://logosrus.com/cart/a-detailed-review-of-us-gaap-for-international/#comments</comments>
		<pubDate>Thu, 28 Apr 2022 16:58:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://logosrus.com/cart/?p=899</guid>
		<description><![CDATA[GAAP (the generally accepted accounting principles) are a set of rules that public U.S. companies must follow when reporting financial information. The best way to think of GAAP is as a set of rules that companies follow when their accountants report their financial statements. These rules help investors analyze and [...]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="is gaap used internationally"/></p>
<p>
<p>GAAP (the generally accepted accounting principles) are a set of rules that public U.S. companies must follow when reporting financial information. The best way to think of GAAP is as a set of rules that companies follow when their accountants report their financial statements. These rules help investors analyze and find the information they need to make sound financial decisions. For investors, understanding financial reporting standards allows them to make informed decisions about where to invest their hard-earned money.</p>
</p>
<p>
<h2>Governmental Accounting Standards Board</h2>
</p>
<p>
<p>In this blog post, we are going to dive deep into the intriguing realm of GAAP and IFRS. GAAP is not the  international accounting standard, which is a developing challenge as businesses become more globalized. <a href="https://www.bookstime.com/articles/us-accounting-vs-international-accounting">is gaap used internationally</a> The International Financial Reporting Standards (IFRS) is the most common set of principles outside the United States. IFRS is used in the European Union, Australia, Canada, Japan, India, and Singapore.</p>
</p>
<p>
<h2>Best Small Business Accounting Software in 2024</h2>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/97SaIG-0pqw' frameborder='0' alt='is gaap used internationally' allowfullscreen></iframe></div>
</p>
<p>
<p>Having expertise in multiple accounting standards enables accounting professionals to work for multinational corporations and compare financial reports from companies across different countries. The adoption of IFRS in the US would have a significant impact on financial reporting. One key advantage is that it would create greater consistency and comparability across countries. This means that companies operating <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> internationally would be able to present their financial statements in a more uniform manner, making it easier for investors and analysts to evaluate performance. GAAP has been widely used in the United States for decades, providing consistency and reliability in financial reporting. One advantage is that it ensures uniformity across industries, making it easier to compare companies within the same sector.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/c42d32a4-c88c-421a-9b5c-1997ce8494db-400x300.jpg" width="256px" alt="is gaap used internationally"/></p>
<p>
<h2>GAAP vs. IFRS: 6 Differences Between Accounting Standards</h2>
</p>
<p>
<p>As an international accountant seeking to apply US GAAP, having access to the standards, interpretations, and implementation guidance is critical. There are several useful resources available to study US GAAP requirements in-depth. While US GAAP compliance is mandatory for public companies, the framework is also useful for private companies looking to standardize processes. Understanding GAAP helps accountants properly implement required standards during financial reporting. Navigating these differences provides helpful framing for international accountants supporting US GAAP environments.</p>
</p>
<p>
<h2>GAAP vs. IFRS: Understanding the Differences in Global Accounting Standards</h2>
</p>
<p>
<p>Publicly traded domestic companies are required to follow GAAP guidelines, but private companies can choose which financial standard to follow. Some companies in the U.S.—particularly those that are traded internationally or see a lot of international business—may use dual reporting (i.e., both methods) when preparing financial statements. It is also possible, though time-consuming, to convert GAAP documents and processes to meet IFRS standards. Whether or not the two systems will ever truly integrate or converge remains to be seen, though efforts were made by the U.S. Securities and Exchange Commission from 2010 to 2012 to come up with an official plan for convergence. As the business world becomes more globalized, understanding both GAAP and IFRS is crucial for international accountants.</p>
</p>
<p>
<p>Additionally, GAAP provides detailed guidance on various accounting principles, which helps accountants maintain accurate records. Having accounting standards in place ensures uniformity and fairness in financial reporting. Standards prevent companies  from using different kinds of accounting methods and practices that might inflate their income or net worth. However, deviation from GAAP is allowed—as long as companies can justify and explicitly mention the deviation during financial reporting. This means these companies’ financial statements must follow all the GAAP principles and meet GAAP standards. Any external party looking at a company’s financial records will be able to see that the company is GAAP compliant, making it both easier to attract investors and to successfully pass external audits.</p>
</p>
<p>
<ul>
<li>If a corporation&#8217;s stock is publicly traded, its financial statements must follow rules established by the U.S.</li>
<li>Companies registered in the U.S. to reconcile their financial reports with GAAP if their accounts already complied with IFRS.</li>
<li>Mastering sector-specific US GAAP principles is crucial for international accountants looking to work with American companies.</li>
<li>Consistency in financial reporting ensures that companies present their financial information in a standardized manner that is easily comparable across industries and countries.</li>
<li>Thorough investment research requires an assessment of both GAAP and adjusted results (non-GAAP), but investors should carefully consider the validity of non-GAAP exclusions on a case-by-case basis.</li>
</ul>
<p>
<h2>Consistency</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/542adbbe00.jpg" width="252px" alt="is gaap used internationally"/></p>
<p>
<p>Moreover, the presentation and disclosure requirements also differ between IFRS and GAAP. IFRS puts greater emphasis on presenting information that is useful to users of financial statements, focusing on the substance of transactions rather than their legal form. GAAP, on the other hand, is more prescriptive in its presentation and disclosure requirements, providing detailed guidance on formats and specific line items. These variations can impact the level of detail and consistency in financial reporting across jurisdictions.</p>
</p>
<p>
<ul>
<li>Adopting IFRS can facilitate easier communication with stakeholders in different countries and enhance comparability with international peers.</li>
<li>As an international accountant, having a solid grasp of these 12 tenets will lend essential context when providing services to American companies under US GAAP standards.</li>
<li>Another area of discrepancy between IFRS and GAAP is the treatment of research and development (R&#038;D) costs.</li>
<li>Generally accepted accounting principles (GAAP) is the accounting standard set by the Financial Accounting Standards Board (FASB) for the Securities and Exchange Commission (SEC) in the United States.</li>
<li>Since much of the world uses the IFRS standard, a convergence to IFRS could have advantages for international corporations and investors alike.</li>
<li>Your accounting standard, therefore, determines where on your financial documents you must list intangible assets and affects your balance sheet’s final balance.</li>
<li>The adoption of IFRS in the US would have a significant impact on financial reporting.</li>
</ul>
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