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	<title>Bookkeeping Archives - Alpha Lavanderi</title>
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		<title>How Much Does Bookkeeping Cost?</title>
		<link>https://alphalavanderi.com/how-much-does-bookkeeping-cost/</link>
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		<pubDate>Wed, 29 Mar 2023 18:22:37 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://alphalavanderi.com/?p=2585</guid>

					<description><![CDATA[<p>It involves setting an hourly rate (costs + profit) and invoicing your clients for each hour you work. One of the big advantages of this model is its overall simplicity. Bookkeeping pricing packages offer an agreed service at a flat fee. Monthly Bookkeeping &#160;Fees So let’s dig into two financial services – accounting clerks and [&#8230;]</p>
<p>The post <a href="https://alphalavanderi.com/how-much-does-bookkeeping-cost/">How Much Does Bookkeeping Cost?</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
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										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/93fc5a71-871a-4fd5-9862-c23f7e45243f-scaled.jpg" width="252px" alt="monthly bookkeeping packages"/></p>
<p>It involves setting an hourly rate (costs + profit) and invoicing your clients for each hour you work. One of the big advantages of this model is  its overall simplicity. Bookkeeping pricing packages offer an agreed service at a flat fee.</p>
<h2>Monthly Bookkeeping &nbsp;Fees</h2>
<p>So let’s dig into two financial services – accounting clerks and bookkeepers – your organization could use and how to decide which one is, like Goldilocks, just right for you. We are experts in accounting and are ready to serve all of your bookkeeping needs. We use the latest and greatest technology, making our bookkeeping process efficient and streamlined, which ultimately means a cheaper price to you. We organize your accounts according to your preferences and business needs.</p>
<h2>Step 4: Write Detailed Descriptions of the Services</h2>
<p>You’ll also have to pay for a QuickBooks Online subscription on top of that. A bookkeeping service can manage your accounting software for you, which takes a lot of administrative work off your to-do list. Many <a href="https://www.bookstime.com/pricing">bookkeeping pricing packages</a> bookkeepers also offer filing services, but their jobs are made easier and more accurate when a client uses accounting software. It reduces the possibility of making mistakes when entering information.</p>
<h2>Find an Accountant with 1-800Accountant</h2>
<ul>
<li>You can choose hourly fees ($125/hour), monthly pricing starting at $349/month (normally $399/month) or weekly starting at $499/month (normally $549/month).</li>
<li>Setting a price for your bookkeeping services is something of a fine art.</li>
<li>A bookkeeping service can manage your accounting software for you, which takes a lot of administrative work off your to-do list.</li>
<li>We&#8217;re on hand for all your tax planning needs, and we’ll make a custom tax plan that works for your business.</li>
<li>The right type of billing will depend on whether you want to closely track your own time and your clients’ expectations.</li>
</ul>
<p>Adding AP and AR requires paying for the Small Business or Growing Business tiers. More questions about accounting software, online tax and payroll services, or anything else to do with bookkeeping services? FreshBooks’ online bookkeeping services help you protect your profits, save you time, and grow your business. In collaboration with Bench (more on them later), we offer expert virtual bookkeeping systems and tax services support.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/3v8Kvvjdn68' frameborder='0' alt='monthly bookkeeping packages' allowfullscreen></iframe></div>
<ul>
<li>Each may offer slightly different services and features, so choose the one that best suits your business needs.</li>
<li>To keep your financial records, you&#8217;ll need a chart of accounts—a complete listing of every account in your accounting system.</li>
<li>A professional accountant (or Certified Public Accountant) can help with business tax planning, file your corporate tax return, and make suggestions to help you improve cash flow.</li>
<li>Get personalized solutions that fit where your business is today, and where you want it to be tomorrow.</li>
<li>In many ways, there are limited points of difference between service providers.</li>
</ul>
<p>Our experience tax experts understand the nuances of your business, so we can hit the ground running with your books and provide unmatched insights into your current accounting system. Having different tiers of packages helps clients get the best value for their money rather than paying for services they don’t need. However, figuring out how to structure your packages to avoid overcomplicating your service offerings and confusing prospective clients is challenging.</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/Biy6aBhnmNE' frameborder='0' alt='monthly bookkeeping packages' allowfullscreen></iframe></div>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/us-2.png" width="251px" alt="monthly bookkeeping packages"/></p>
<p>See how your business is doing in past months and in  real-time, so you can master your spending and make smarter decisions with your money. Start a free trial today to take your bookkeeping business to the next level. So, if you want to avoid customer churn, you need smooth operations and an excellent client experience. Bookkeeping client portal software like Copilot was built to provide that. Regarding the flat hourly rate, ZipRecruiter figures for June 2024 puts the average hourly pay for a US bookkeeper at around $25 per hour.</p>
<ul>
<li>Online bookkeeping services are a hybrid of bookkeeping software and professional accounting.</li>
<li>While that can work in specific markets, competing on service is how you both get and hold onto clients.</li>
<li>However, the benefit is that you can charge clients for this premium service and develop meaningful and profitable long-term relationships.</li>
<li>Their Starter package costs $400 per month and provides monthly reports and reconciliation for up to two bank accounts and 100 transactions.</li>
<li>They can also invoice your clients on your behalf, collect monthly payments, and manage your payroll service.</li>
</ul>
<ul>
<li>For small businesses, user-friendly software with essential features may be sufficient, while larger businesses may require more advanced features.</li>
<li>Jetpack Workflow has created a free bookkeeping price template that will bill your clients accurately without starting from scratch on every bid.</li>
<li>Financial reports are already reconciled and prepared, making filing your small business tax return a breeze.</li>
<li>Typically, bookkeepers cannot file tax returns on behalf of other companies on their own.</li>
<li>This means they are far more capable of working efficiently and giving you accounting information that they know will help.</li>
<li>Jetpack Workflow believes that applies to all of your recurring tasks.</li>
</ul>
<p>As a business owner who specializes in a non-accounting product or service, it’s easy to get lost in recording transactions or overlook an item when doing data entry. We are experienced bookkeepers, accountants, tax experts and CPAs who use our skills to make your life easier every single day. You no longer need to worry about learning technical accounting concepts or how you need to record expenses, because we are more than just a bookkeeping firm. The purpose of bookkeeping is to review your financial statements and make profitable business decisions. In essence, it provides the financial insight necessary to grow your business.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/GettyImages-504983228-f7d2dfa06b5f4081b7dc671351387707-min-300x200.jpg" width="256px" alt="monthly bookkeeping packages"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/common-cash-flow-1-scaled-1-400x300.jpg" width="258px" alt="monthly bookkeeping packages"/></p>
<p>If you’re unsure if cash basis bookkeeping will work for your business, talk to us. We’d be happy to understand the needs of your business and determine if Bench is a good fit for you. For S-Corps, C-Corps, and Partnerships, you can add-on personal filing <a href="https://www.bookstime.com/articles/truckers-bookkeeping-services">https://www.bookstime.com/articles/truckers-bookkeeping-services</a> for 1 partner or shareholder for just $59/mo when billed annually or $69/mo when billed monthly. Every report accessible in the Bench platform can be exported to an Excel file for easy sharing with anyone from business partners to accountants.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/shutterstock_92948368-300x200.png" width="255px" alt="monthly bookkeeping packages"/></p>
<p>The post <a href="https://alphalavanderi.com/how-much-does-bookkeeping-cost/">How Much Does Bookkeeping Cost?</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
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		<title>Disbursement Definition, How It Works, Types, Examples</title>
		<link>https://alphalavanderi.com/disbursement-definition-how-it-works-types/</link>
					<comments>https://alphalavanderi.com/disbursement-definition-how-it-works-types/#respond</comments>
		
		<dc:creator><![CDATA[impactSEO]]></dc:creator>
		<pubDate>Tue, 05 Oct 2021 03:14:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://alphalavanderi.com/?p=2551</guid>

					<description><![CDATA[<p>A controlled disbursement enables a company to review and structure payments while maximizing earned interest. Companies can leave assets in high-interest accounts to keep on generating profit, while lower interest-earning assets are used to make immediate or short-term payments. As the name implies, controlled disbursements allow a company to manage disbursements over a controlled period [&#8230;]</p>
<p>The post <a href="https://alphalavanderi.com/disbursement-definition-how-it-works-types/">Disbursement Definition, How It Works, Types, Examples</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_11-1-300x200.png" width="258px" alt="disbursement account meaning"/></p>
<p>A controlled disbursement enables a company to review and structure payments while maximizing earned interest. Companies can leave assets in high-interest accounts  to keep on generating profit, while lower interest-earning assets are used to make immediate or short-term payments. As the name implies, controlled disbursements allow a company to manage disbursements over a controlled period of time, usually on a daily basis. Understanding every part of cash flow, including disbursements, is crucial to your business’s success. Any mistakes in your payments could lead to failed audits, penalties, and other charges but these mistakes are easily avoided if you know how to handle disbursements.</p>
<h2>How to open a digital Current Account online?</h2>
<p>This delay can be beneficial for the account holder, as interest is earned while the funds are sitting in an account, waiting to be transferred. This content is provided for informational purposes only, and should not be relied upon as legal, business, investment, or tax advice. References to any securities or digital assets are for illustrative purposes only and do not constitute an investment recommendation or offer to provide investment advisory services. For instance, a person who withdraws money from a 401(k) account or receives an installment from a loan is getting a disbursement of those funds. The disbursement, in turn, reduces the money in the account or decreases the balance of the loan. In these cases, the disbursement causes a drawdown, reducing the remaining funds.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2023/01/QB_enterprise-1.webp" width="258px" alt="disbursement account meaning"/></p>
<h2>What are Examples of Disbursements?</h2>
<p>One prime example of disbursement would be a solicitor paying the stamp duty land tax (SDLT) on behalf of a client. Titan Global Capital Management USA LLC (&#8220;Titan&#8221;) is an investment adviser registered with the Securities and Exchange Commission (“SEC”). By using this website, you accept and agree to Titan’s Terms of Use and Privacy Policy. Titan’s investment advisory services are available only to residents of the United States in jurisdictions where Titan is registered.</p>
<h2>Card verification value (CVV)</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/acuity-300x153.png" width="254px" alt="disbursement account meaning"/></p>
<p>Paystand is on a mission to create a more open financial system,starting with B2B payments. Using blockchain and cloud technology, wepioneered Payments-as-a-Service to digitize and automate your entire cashlifecycle. Our software makes it possible to digitize receivables,automate processing, reduce time-to-cash, eliminate transaction fees, and enable new revenue. Disbursal refers to a payment that is final and has been accurately recorded as a credit to the payee’s account and debit to the payer’s account.</p>
<ul>
<li>A disbursement is a finalized payment that has been officially recorded as a debit by the payer and as a credit by the payee.</li>
<li>Moreover, it is made directly to the provider of the goods and services.</li>
<li>You might disburse money to a company, or a company might disburse money to you—in the form of a refund, for example.</li>
<li>Cash disbursements (also called cash payments) are made by a business during a specific period (like a quarter or year).</li>
<li>Discover how Paystand can help you manage late payments effectively and ensure your business&#8217;s financial stability.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/c304e8b1-758f-419e-9241-9de766d21fd6-300x200.jpg" width="252px" alt="disbursement account meaning"/></p>
<p>So, there is both seller protection and buyer protection in the payment verification process. For CASH Card, please ensure that the issuing bank allows the use of the same for SSS disbursement. On the other hand, a payment is an agreed value for products or services. Moreover, it is made directly to the provider of the goods and services.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1932103244.jpg" width="258px" alt="disbursement account meaning"/></p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/Ea0njQxtw5M' frameborder='0' alt='disbursement account meaning' allowfullscreen></iframe></div>
<p>Plus, ensuring that your company maintains compliance will guarantee its success in the long term.So, are you ready to optimize your AP department and build a finance organization that operates seamlessly? Disbursement–or payment disbursement–is the delivery of payment from a business’s bank account to a third party’s bank account. The disbursement meaning refers to a range of payment types, including cash, electronic funds transfer, checks, and more. All disbursements are recorded in the general ledger to show how a business spends money over time.</p>
<h2>Are Disbursements Considered Expenses?</h2>
<p>To understand the difference between these two, knowing more about what disbursement is will help. As companies grow, not every purchase occurs directly from one business to another. For example, if a trading account has $1,000 in it, and the funds drop to <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> $900 before rising back to $1,000 or higher, the trading account is said to have seen a 10% drawdown. Pete Rathburn is a copy editor and fact-checker with expertise in economics and personal finance and over twenty years of experience in the classroom.</p>
<h2>Examples of disbursement in a Sentence</h2>
<ul>
<li>This is usually specified on the invoice or in the sale’s terms and conditions.</li>
<li>On the other hand, retailers may have payouts towards salaries, inventory, and accounts payable.</li>
<li>For example, if a trading account has $1,000 in it, and the funds drop to $900 before rising back to $1,000 or higher, the trading account is said to have seen a 10% drawdown.</li>
<li>However, the acceptance of electronic cheques has made such delays difficult.</li>
<li>The specific transaction can vary depending on the nature of the payment.</li>
</ul>
<p>Regularly recording these transactions is important to track the business expenditures. Generally, disbursals refer to different types of payouts, which include loans, withdrawing funds from retirement accounts, and much more. To ensure cash flow accuracy, companies may set up accounts to hold <a href="https://www.bookstime.com/articles/disbursement">disbursement account meaning</a> funds via which the payouts for the goods and services are made. The entries include the payee names, debited or credited amount, the purpose of the payout, its method, and disbursement date. The cash balance for the business is then adjusted in the account to accommodate these payouts.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/85dcdb5f-5599-41e9-b957-4132003999e9-400x300.jpg" width="250px" alt="disbursement account meaning"/></p>
<h2>The Difference Between Disbursements and Expenses</h2>
<p>First, to maximize the potential for earned interest, corporations will typically stash their assets into high interest earning accounts until they are needed  at a later time for the disbursement of payments. This technique helps companies earn a high amount of interest in their accounts due to the assets kept in them. Please refer to Titan&#8217;s Program Brochure for important additional information. Before investing, you should consider your investment objectives and any fees charged by Titan.</p>
<p>The post <a href="https://alphalavanderi.com/disbursement-definition-how-it-works-types/">Disbursement Definition, How It Works, Types, Examples</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
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		<title>Understanding Double-Entry Bookkeeping for Small Businesses</title>
		<link>https://alphalavanderi.com/understanding-double-entry-bookkeeping-for-small/</link>
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		<pubDate>Wed, 04 Aug 2021 20:57:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://alphalavanderi.com/?p=2513</guid>

					<description><![CDATA[<p>The interface makes it easy to input basic data which is then immediately and automatically processed in a journal, placed into the correct ledger accounts, totaled and balanced. Automated bookkeeping tools reduce manual data entry, minimize errors, and save time. They provide real-time updates, automatically categorize transactions, generate invoices, and track expenses. Doola offers a [&#8230;]</p>
<p>The post <a href="https://alphalavanderi.com/understanding-double-entry-bookkeeping-for-small/">Understanding Double-Entry Bookkeeping for Small Businesses</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-5.png" width="252px" alt="double entry bookkeeping loan proceeds used for startup"/></p>
<p>The interface makes it easy to input basic data which is then immediately and automatically processed in a journal, placed into the correct ledger accounts, totaled and balanced. Automated bookkeeping tools reduce manual data entry, minimize errors, and save time. They provide real-time updates, automatically categorize transactions, generate invoices, and track expenses. Doola offers a comprehensive platform that automates bookkeeping tasks, tracks expenses, and generates financial reports. It provides real-time updates and ensures all financial activities are centralized. By signing up for doola, you can access a comprehensive suite of services to handle all your bookkeeping and tax compliance needs.</p>
<h2>How to record a journal entry</h2>
<p>It&#8217;s a system  that has been used for centuries, dating back to the 15th century in Italy, and it&#8217;s still the most common method of bookkeeping today. This system is  based on the principle that every financial transaction has two parts and affects two ledger accounts. In other words, for every debit there is a corresponding credit, and vice versa. The total debit balance of $30,000 matches the total credit balance of $30,000. What causes confusion is the difference between the balance sheet equation and the fact that debits must equal credits. Keep in mind that every account, whether it’s an asset, liability, or equity, will have both debit and credit entries.</p>
<h2>Is a Loan Payment an Expense?</h2>
<ul>
<li>If a business buys raw materials by paying cash, it will lead to an increase in the inventory (asset) while reducing cash capital (another asset).</li>
<li>The cost of an accountant depends on many factors like the size of the business or experience of the accountant.</li>
<li>The modern double-entry bookkeeping system can be attributed to the 13th and 14th centuries when it started to become widely used by Italian merchants.</li>
<li>Many different software packages will complete the bookkeeping double entry system for you.</li>
<li>It’s a complementary document to the income statement and balance sheet.</li>
<li>It is entered once as a debit in one account ledger, and once as a credit in another account ledger.</li>
</ul>
<p>Actually, it has been used for more than 500 years, tracing it back to the&nbsp;merchants of Venice, and still remains relevant. This guide will provide you with all you need to know about how it is used, and why it works as an accounting system. The opening entry can now be recorded in the ledger using the general ledger journal. The opening entry will vary from business to business depending on the contents of its opening balance sheet.</p>
<ul>
<li>Implementing a double entry accounting system will allow you to put your financial statements to better use so that you can measure your financial health and spot errors quickly.</li>
<li>That machine is part of your company’s resources, an asset that the value of such should be noted.</li>
<li>But with double-entry accounting, you can see the money coming into your business.</li>
<li>It provides real-time updates and ensures all financial activities are centralized.</li>
<li>You walk out of the bank with the money having been deposited directly into your checking account.</li>
</ul>
<h2>There is another method of bookkeeping: single entry bookkeeping</h2>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/5bCuFOEV4Hw' frameborder='0' alt='double entry bookkeeping loan proceeds used for startup' allowfullscreen></iframe></div>
<p>The trial balance is a review of the ledger to ensure that debits and credits match. This is the time to find and correct any errors so that the ledger can be used to prepare the business’s financial statements. The final step in the double-entry bookkeeping process is to <a href="https://www.bookstime.com/articles/startup-bookkeeping">startup bookkeeping</a> prepare the financial statements. These statements provide a summary of the financial position and performance of the business, based on the information in the ledger. The main financial statements are the balance sheet, the income statement, and the cash flow statement.</p>
<ul>
<li>It&#8217;s important to note that &#8216;debit&#8217; does not necessarily mean &#8216;bad&#8217;, and &#8216;credit&#8217; does not necessarily mean &#8216;good&#8217;.</li>
<li>When using the double entry accounting system, two things must always be balanced.</li>
<li>This does not include money paid, it is only the amounts that are expected to be paid.</li>
<li>Having two columns allows you to monitor if both sides are balanced, which will help you pinpoint problems early on.</li>
<li>Using the two forms of the accounting equation, insert these figures into each equation to show that the equation holds true in both cases.</li>
<li>Good bookkeeping practices ensure that you have accurate records, which are essential for making informed decisions.</li>
</ul>
<p>These principles form the basis of all accounting practices and provide a framework for recording and interpreting financial transactions. Understanding these principles is essential for anyone working in accounting or finance. Well, manual systems are an okay choice when doing accounting for a small businesses with few financial transactions taking place. If your startup won’t deal with inventory and only needs a simple system for recording money flowing in and out, spreadsheets will do.</p>
<ul>
<li>A debit is an entry that increases an asset or expense account, or decreases a liability, equity, or revenue account.</li>
<li>Debits are recorded on the left side of the general ledger and credits are recorded on the right.</li>
<li>Each entry has a “debit” side and a “credit” side, recorded in the general ledger.</li>
<li>Professional services ensure that every dollar that goes in and out of your business is accounted for.</li>
</ul>
<h2>Types of Business Accounts</h2>
<p>Doola offers an intuitive platform that automates tedious tasks, ensuring your financial records are accurate and up-to-date. To substantiate your deductions and credits, maintain detailed logs of all transactions, receipts, and invoices. The numbering system typically starts with assets (usually 1000s), liabilities (2000s), equity (3000s), income (4000s), and expenses (5000s and above). Lastly, stay consistent with your bookkeeping routine to stay caught up.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/66b0f4e9-4bc3-45bb-8797-bf0b5f18fac7-300x200.jpg" width="252px" alt="double entry bookkeeping loan proceeds used for startup"/></p>
<h2>Common Transactions in Double-Entry Bookkeeping</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/square-payroll-review.jpg" width="255px" alt="double entry bookkeeping loan proceeds used for startup"/></p>
<p>The post <a href="https://alphalavanderi.com/understanding-double-entry-bookkeeping-for-small/">Understanding Double-Entry Bookkeeping for Small Businesses</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
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		<title>Period 12 of FY 2023-24 Closes Monday, July 15   UCI</title>
		<link>https://alphalavanderi.com/period-12-of-fy-2023-24-closes-monday-july-15-uci/</link>
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		<dc:creator><![CDATA[impactSEO]]></dc:creator>
		<pubDate>Mon, 05 Jul 2021 11:40:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://alphalavanderi.com/?p=2547</guid>

					<description><![CDATA[<p>The auditor’s opinion on the financial statements, which may be qualified if material misstatements are found, is a key indicator of the statements’ credibility post-correction. Applied consistently, they provide structure to the financial statements and give financial statement users confidence in interpreting the information. An error of principle occurs in accounting when a transaction is [&#8230;]</p>
<p>The post <a href="https://alphalavanderi.com/period-12-of-fy-2023-24-closes-monday-july-15-uci/">Period 12 of FY 2023-24 Closes Monday, July 15   UCI</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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2VwyJxZokv29pO78BrOLAVUtD/lLKnUS+xekxUvNALyMq1wNNrUI6PKqTIkK79PCxRpZOSXXPqZljx4sUURZFYPrHY5EC/G5SIyfnl12h7dfZxljCk5qJRRkP0nVlzbiXixX5bmBYUTo3toSRFAOjLs30gS8bVm00tRRKF110fi3Th/y3s+zfReaA3D+48uxbSfnL/rrsnUi7rtyHCWFGRi95qseJF5U9NPjDb1yKhyqgzJ6mMGvbps58jcxS2yiHa8xLvSjjn+wT+7rakmdqpvMt7TTKruXqAVKDwYcQdm8uDFuiytHAaZ9XCb3fPay2xlRAz68sLFUDOPff20m29vMUcDfUP2F6plW1TtYVnqwmNFmnVlKrrd6JK9/WROt/LKu5IoyjLole/vkqmXuL0mKV4MsBhtHm0INrWxDIXJMyTTszLuqqMDzknXkgQvJrYty/bcgTvrxn7806YrJ5xm1QJ3oM24P4MV+m27lTRgqA8Okb1XLk/sH0UciRerS/w1atoimy9Z49O6B66eZZNvuVacl3mSr/7MOHtlg+hcdLy0iVjat9vmvVy4SD/mu5lUftfccuOHpQZDDO+FG7L7b7uiS/b24yDrkyu/yRfzbhz3qawPz5xvdEnUnK6K3WuS4sUIQOmUeEKKNrUv0YsDk25IZl6oLij/J0ARPknwwpPc/9k719goriuOT7zGs+N1WWdtGGNY73qDDbYXYmMDNn5gXsUNtsDQUGEeBhIsoNAALUU0IgJUAgpNoGmTtqIRFCgNj5CERlHaNGlISWnVD4G0Da2UqCqqGilRW1VNVbWfes+9d2bvrlnb6/Wud5n/+eDHjL1zZube35x77p3zlytE/Ku3p56Mw/Sf7v5js/TNO2lpGQvt7Ufm5p32+pbqV/N0MSdrtl/pC+jZihfWjHjClN6C0R55SDy2mLF2T1kZ7wPHtdCNz7kpz/f5v/9Am/LBC4VFU7a6I4uVGGjvnzw3zFdiyyVxYvvylSKQoSk4WuVML2tpfLFe5Cfl+tEE1oluhrHOD+rsGSrvofcnsgd754d7Yo6anXjxHw1zrtCVpdDAvtT2AHC08cLaPOEluDcsHqqC89mCF2rNNOHvX/3hQrrI6XgYJe7/pSOBrhd7KevWQAleO3phpNGs3ELuAXLd2NamhTZsz4CM3LATL+IlaTk7TUMbWoIvzqmpMtQXGF/Kb9jRcOces7205WG99rnVvWLVhrCu66Vai3i7tvobdiehNBslrih20fgMp39TJftcolDkJ+X6me3TdzQwFtHVZv9ED56qRloKzI7auccde9RsxIt8N/373xbT0z+7al9qecKjjRea2ZXvc9/iL+7IacOswYsefKVNo0IHgXSQMdP69N1RpsN9hzl4txxopS4cdV/N3CuS9H1NdAyCei/w/65uFXE6SYYuTMn0++qbMMTJAeAF/jsRL8bcp+6ht4KcSJfk7qvZfi6nonxRnUMbEvCCSzmUYbv3f+1XlkzUnWhJ3devfu0zn8w70e3UhnSX4UWDwWCwYRnwAoPBgBcYDAa8wGAwGPACg8FGES/IksOy/r5i5gj+Ay/ACxoS8IJLCQNe0CeAFxiaGPAC/4EX4AUNCXhx+qU0Kj47zZlL+YEX9IlM8t+/+tiKpMrrDe7KmpNhTZvyrYbEP9vTjxJS84Jb/MoXRsXKJcAL8JKV127NsUretKmCULRS6rKNQjdUj96pbM60W5G7/+2wN6V4MZev3NCgG6d6p65LtMcL7aBYcpSLel3m8jcHLaxT9QwwAbxk1bUzl5fzwlG62f5ktzH3iQV23zTmPrVkYvO8B2J2qpsz7lYYRu6YlOLFrJdVP7iKYcLRS3/XfBNkOUDXkcHwEryQB0wAL9l07YIdIVGFlgXgvMIolVyVz8pGKjzkeZBtVncqmzPxVqQWL/7ZpVY1pmFUTvEd7M8HGy+D36rdXwRegJdsunamXf+jsIgXSYykB4zx06mfuooX1ak71c3Ow0tEvJDKEN8/eQzlTHbR10klJOEy9uKxw3lrVpVO2cpF3vaGee3Z4Cu9Yy9uDN3nejeHh4tTv3TxmTh4Yf/r3fGvf+ZQhd2x+fSRbDzV9WLb2Hwqt61pt1dpmhQ0S0uZUnQR4GXYp8JG/tbDWDbzSGsvLOI9iX9TdqqbnYcXT5ldqZZXrfXPL+eChYvp+uS2L/FN0EI3zgSa51GcF7zQF9i8M3QfoeCjfU0rpn16s4DFP1+Y5T/6al4sXrYtFOPRvoDZTuVwhYwKi5YmlQjUsDPjEmrzRbKm8MeYTAJeMvtUalutAN9KO7qKrf7jm8B/4t1V2aludhxeooQTeIX2wiLaIGDr+nkB+wuhYsF+98/+zWSJD0+ZHeu5vsnc878Wi5fgTbqqVT8lZvB7wG4IgctTJlTKbLywb/ye+a4VgBnAS0afiqfs9hu9mndHA3UcHmtHon9PGW/3tGOXslPZnA+8sJ5PCREWn5CQ/JsWA/gIkoNEXFBPmX2xXMUkZlalDI7EtDRBO3cMR/fAeGGhEvvFkrqFAS+Zeiqs2bb0uM3l5XPWAi/Dw4vuO8gOV32jcVIJV59V8GKBg/mj4IUNd6JUl9ToRYRCg+GFJ8IKL+QAGcBLRp+K7IqxBAFehph7EeMiBpb93SzuoLGRihdlGlrBC6V2NUWzVuLFoNyLq3goeOFreH1vlQAZwEuG40U0WGrDMr0iUyuRnwqLIrkX2qRudh5eomeOqP8b48/lVP2phLGExkbR0YvNFBUvut713fIIm9WZo6Hhhf/Z62lQ/gZegJfkBkdiJQU1cd6O6UdrYalM8vJQXNmpbnYeXvhMjnV9RFqcjY7m57Hfbj+fp0fhxVUs1hBd2qcOjvjquaZKmykRvNQ++mnRUHIv9Okb3sXYCHjJ9FOR8Ts9Z2tbeTOPRPT+2Zw9rmLWvpWd6mbn4YWWIYqFQmb7FbGwsLCo860COyuj4IVtokUv5v6cqNTur2vor/rjxf9aHvs3e+ZI/I9RUd4fL3pVI9a8AC+ZfypmvcDG0hl3zapds96b1IKQwVwJ7r4S/c6RXGcoCVLbSoc360lqVSyEY78rMQ/NHC3Um1bYixfnhgVegsdPF7D/DvUF/JsqhTj8iW7/pufLtXvz+Ao+OtC0l56brAxqYcBLRp9K87xnG4z1h+mBbNbPWeifv5ReK6pezLoAY8rSdRObVoh3jiI71c0ZdyvYc16sak2dK8YW1uW1zjOR5OzTfETzizxdTjOPe4N/LWDIKNemfDlAy+I0K6ZyHflJL220kjLRb0x3XS8Nbfglj16M9ZVay8OepY/38P9nm4IdVkoYi16Al6w4Fdaetc7viHD/K2HWnnW+lldkLbe18fA+amf05rvvVgzVFWOY+4ZgkaWNcSGKFbvASxafiu97+Q69FRngyqB4waIX4CWbT8U88IJTb0UW4MU//zwWvQAv2XoqxpZbDY69FRngSlVjKH7evLZV0050AxfAC04FeBkG3Hl2Ou60f7DDyoHBgBecCvACA15w7TLHf+jkwmAwaEzD8ARG9AL/gRfgBQ0JeIErMOAF3RN4gaGJAS/wH3gBXtCQgBe4AgNe0D2BlyGaWZ+w2lo8W5OkfDbwgj4JvCRjxqlezXuox51KVxKTsDfrB1/Cb369krz2vT+g374Jmhd4cSpeeKkPtdJI2gTggRfbqhfTwpqpC9wpcyUJCft4FuyYstXtX90m4BFfp35ktaWAl2w6YC4pgSqviqRRAB54sayw47FZxO9xBalyJSkJ+zgRV8VK/lCqbSV4DKBTD7w4Fy++a9Gay2ksJQm8WObpox4/aL2U4buSnIR9PGrImNfzZ/eAOvXAi2PxktseDYx0CsADL9ZF/yGPWpJSMUhMwp7E5S/ao901q0r568wkWf/S3nCoL6AbW06SnvSaOynbRz7oWZ7IubTPLcrzshjYPNumhTaI/A4Jl1BFQY4XEqzWJqHei7Pw4pvgPfSoMuJJpwA88BIzRCqyIowRdyVGwv6TYk1rORMIdvDy4U0fb3Wvr5xZQwRo+XcD1xLwlGm8BajK9h1zFhpzw5o9hKteHKGNDGXMeqqBXMmzwk2H102sbWVjMhG9+K6dCYAWzsKLyLxQAWwbN+kTgAdeYlD/9IwUudJPBFaqEfHhWO1faSDMN3jK+BCYxAPEk0RRthdaL1KIXoy4jjLWyILHUsik4nQN5w4XgWHoMtavuEfgpfnyWrDCebkXFgWHtUiTSaeEKvASzYDXkyl0PSy88I7veSfHuvFClYRL0ll4UeSP6NEiR8nSlm1kDydeJUr8ISnLWkGu58E8JfeyDHRxJF50XkjMHhQDL6Pmf/Vf6vQ044V/41XmhGTIQHiR+mhReNH9q9vEfLr4Q6mVSTz5/Rgl2+P91cco4u1UvLA41h6ZAy+j5X/zH2tS50qshL2Cl11jIgnlAfFitv93gbt5Xkxyn5ZGzayxxk9CdFd8bBRewiM7JwC8ZNMBI4FsOgXggRc1hLzZnUJXYiXsbbwwboyPTCkPiBc9+PJv7Vkh+qADIiCqavTS0CkKL9NZ9GI3FQpmZk+HxJFj8eI7mGe3w/QJwAMvCl0uzEilK7ES9jZezuXIfK6ub1s4SPSyO9rF3PY8mx4SL7KZyI/lAa9xqo7+wF7WB3Ng9HK+zm6H6ROAB14UuvD3ATa/V5IiV2Ik7CVealsZWVzFPDvbfLlkkNzLOzkxCZ1HHhLf7cERoxh9AJ9hj3ws5w9JTwMWjsSL+lzCqt1R8D/YIbKrSQw9E5OwZ3hh34O7n6zhavR0bBbTMDosqiMtXXbHXcUUbijK9oZMAVt60TTKolnp4PGVnFdcp55RrC9gLj+/Vv1Y8SHVi+dg8shhePEd3NGgd738N3qwpV0AHnix8F6v2ZM3KXMlSsKeseKj66XeHdv5LppfbukRC2vv/Q//+jZp1E+6qCrbWwy0svu5BwpoUYN80Vvq1NPK3qk/Esc41auFNmwX78yO+0dRcucHvGThAYO7S7Wpj/NsXfoF4IGXUXDFMCReBp4CFFHUVfEvsq28x0fQ/qOnh/PiJRIvzs29WLFMegXggZdRc2VQvNxpBC3T/64j+ej1wEviMXqaBeCBl2zCi53ZXdaDTg+8JGrpF4AHXkbNFZ6sTewAVY2d9E6iebYH4xzgBdcOeIkfiZQNI88a/F2lZiXqYMALrl2a/YdOLgwGg8Y0DE9gRC/wH3gBXtCQgBe4AgNe0D2BFxiaGPAC/4EX4AUNCXiBKzDgBd0TeBE2ghLSUUYKJ/m6eXbVHxJ7McnYcvIJvO8IvOBUUuE/15iW7y+nwBVXsTW53nJru8TLSJZf8VhvOdKBxuaT/kSCgpOeMrxODbxk6qkoQtlxJLIz2n9ZG2VmTcpcaaqkaIWKMpBIWpIWKyet1EiVLzNJiawEbKQLIaKLAC8jdSoRoew4EtmZ7b+76nKP21hfmUwhY21ovZeOkmzRnn5y0tX/Z+9sY6M4zjh++M7eW5/BLzissVnwOfjtMNTGLraxwcY1L2pjEWhaBAZsRIsMlIBboahCVAFBGiUfkoCSwAdElEIVaEqaUDU0VVPUAk1o1SpFaRP6SiUq1Kpt2qiq1FRq55mZnZ3z+fDBec+35j8fzDI+783M3vzumdnZ+a1UqgngBXiZdG3nirKTbLaX5eUPh4kr3FPmMV6IBWmaNhN00qHuj5S3GngBXiZb27mi7CSKbH9cCnfHYy/xYjWzUEMqpCmW2XPlRL4++WNuJ+P0hrCcR6Et7GaV2f0vvVjQv5Sk0kon7cL9YpkS1MTjRRmn6VzFefSTRWhsJMsIpxmr2Xi29m/AC/CSnVVxRdlJFNm+uBTWgU1GBvBCjukcoZA2Ypd6jQfpVo/dc6aXxTUs0DOrL+8IDw3Txt8MRPQrkgzMKA/U/uaRcFcDiw1DufHhj33hg7DUAozAi2acrlylbfUdfHsNG2Ftm8Pehr4XYmw8O/SPa8AL8JKNVdFE2UkU2T64FHb/gHd3juLGHmRpFAAO5VILxY7nG7En2ODGWns5x6h/g3o8F+tJVHAfTbCUxpjBUkaNkXgJ/qCAnU56RnS86MZpluNiJ/Jmvt36k7nyv8FnKLyUVw4JeMm6qihRdhLJZPZfCn7r+KGFmcYL+VuLTuSHcp0IjyuKJCXi8UKv4GcZgRez+gYXm4jhko4X3TjNftIJSmbS23bnMaaIQSz5aL/uhUILXQR4GU/LIRdl+xYvYo/9NCxSd4MXuuXTub9CRiVxryOmpIaXoncoRKlvk3emNLxoxumw4JZ94YcrpoQp3OErCbh6Rb4j8AK8ZHNVeDzvY7xQZ/dORDJi7kXixRys4aNKFy/OUJL4kBpe+M53yk+i40UzTlPWQQaWcz8tnVXGxkbaXTKPBKDoIsDLuFaFRNlJFNn+uBRp9bA7u3PkzIEb1qGawH0F7vyUi5cUoxfr1RxJGeF8HQ0v/G4eDZWqb7ybO3UNyWPFVAzwArz4pSokyk6iyPbHpRAzrR7jxexqoCkeMfdCEnq6pxOSkZ514ovSPE+xRkp4KblYJt+A5+p40Y3T/J9H3mHMWbGFjY3kVLFhvLxf3ewDXoCXbI5ezjQlU2T741I0/un+TKza5bJpgRe+Xoiivsjsqq8sYui5Go6tpFYzZ5AeliunzerobfCi7EeMK8ub4vGiG6c5sd46nk9z2JTJgEaLXqxHc9j56fdOOIUEvGRjVYQo25+rdiMr9uwy+n6cztNAKT9zxB3TQiEdyiXR9CqGBaubC6TZkd0TpcUqX6VHKUg7b3/+pWigOC+2kv6+vo39ldRJ89PaPaud5brVUbLAMmzwCzCbWl0zTivCOXASq/OEwZr9ofXoNWWXRQJesqgquig7iSI7yy8F9bWqLWkJhFJ7Yrrw8L5FYqaEr7w9cOVYlK+q5XMwtUfpd3b/UufhbZr57fxcZPVjG7i+floP/5kvddLOeeXdZzp98UeUMXVNLr8nFNaN0xTYvE6vdJ6urnw6Gqj9Er9OpBq+cl6ujEQCXrKqKpooO6kie9JfijtzTMvjVP/mDl9/NwluNuAFVfE9XpDwEQNeUH7gBQl4AV5QFCTgBW0HvCDhIwa8oPzACxLwArzE/xcJJU3D+AAAIABJREFUCQkJCnskfAMjekH5gRfgBR8k4AVFQQJe0D2BFyR8xIAXlB94AV7wQQJeUBQk4AXdE3i5i1TftnxUBZPVnM7u44nJrB5LStX3ytIp99TTj8AL8DJOfeuzeV4Wpe+VmkCg9mhL7Ood98/6tt1bR8cLOYxuk4QjJkDbTexKrQk+dVu8BEsDhcAL+mRGq+LsJs13p/Ojwl724WIP8WKtjZJ60TpUk9n+aTXzjV+ejtaNy747cuNe4AV4yVRV1Fckbd3oR4W96Id7/+AhXqzuBdJc37Eso5vCSR7YreXjIssEXoCXDFcleI5vGRX8UZ5fN8Pk44Itw97hxayOqtkTsjJmHC/CrgS8AC9+q4p9+ptiiPRigY8V9u0X/z7dO7wES90hUdEvygyj72SD3Ipy41NLp/Qdi1Ztm8NGMLSht91/8omcFwYCtTvC5JanDbdPrX+vgI+v6h7+xrPugbn95He4HsCx3huV3x6Y9q0vN1S5uwa7eBF7ibvmetp/U+yUSftv0jvTxO20fB6MFufxnTZZoLWRzs2/P6h829YCL8BLRqsi9ncM5bLPom8V9o23FhZ5iJeRsUP9G7THdnT3VtIlFh7+2pyOZcWP/auFDaHIDxWo47r6j/+K8qfmUH/nG/+vW2Q/yXiiDiKzA1zGpqz3tONuJ53mNeU8kHgRdiVWT2Wur1zFztJazoJNu+etFlaYj82VQLGfbBA6mfPsi6H9zzvCgzUUgTYu2b3VWnsdeAFeJqAqfGzkV4W9feGDsId4YYCIawSrmYaQdit1VcfRSh1dSKFEiwkrvaCDVM2zI/tCnnsgaa5Z7xlxhChAze/wE5gsGHqONkN2zfV268/YaG1omL1f7Mg8eSqpMZFxZ/DnOULOwrNDuTS844I84AV4yXRVSHPkWwls7OZcI4N4IUmaE9gJvEgiaPozYQwRHV5mL97EWPKse+AwwbXeq9MoIZzJJQNi6GRo5vpgqUMgYY/jJjeJFzmg5bLYy3yAyy6rKDPmXoCXiahK6Huik/gSL43vzzMyiBenj3KOpIwXNpIRq1fUgSiybr0fDS/svdhAS8yvu+Z6N8ARDhNuNHHwwqVtoe48B04BVnxRZuAFeJmIqlAk7Ve80NDIU7wIbb1GGzHCEKrGVPFCM7oBbjhSB/wEuvU+CV4YkMS6PFeZ6eKFKzVVOXmuOWNnnlFyqYkVwim3LCbwArxMQFWko8ufCntlOUtjSerti1IyUz+zi5c7iV5Y6jsWFcyWByPwkjR6MRqXFPL7d665XhrAeSnU3LuDF36CGXxKaGce8AK8THRVis674b5PFfZe3jli4Zxa9/Lu6SbZNEXT2T+pz708nk8y2fsK1EFc+CMmdJLgxahv408nueZ6J6js2BXKreL3mUKn1ODIsJqn/uWWCEeFoPoLveJXwAvwMgFVKTnCv0H9rLD3Ei8UPshVu/ave9n/+FuVHLw/fAd4eXse5TK8OAeyyAnW+1HwYlZH6fEk11zvHrG/oUUvZtfVsMILy/vnJ8XQli966ThXVt9GZHJfAbwAL5mqihwb+XjVrsd4MYaGA5375hjm9t/uCFPsUUtLVYg4jUtIOm+3lrPwhkGAtVZsJYUTYjxjNdNvuZE+WLq412j/9PwKdcCy6JWa9V4/jUjsBHzaxeoupzV0rrlec9h38/nb5TTVEhDBigNABp0G+h0LfdhJF/eag9fLA96tYwJegJfbjI38qrDPAF4Mu399eUBq6g2+FvaB5yvkvZypv6Ofhf+ZrrYtn7W2XOXXXeOzQsHHvzvAV/qqA/4oKYtTlPWe3wQq/vd0sezWUI+DUcDBMEZTS665nuZvOvfTjAw9elq1pUXMQYmJHPV9QY+oitvawh7e88DRFkQvwEtGq1JyxPm2hML+rqK/hJxwkvxxTuH0Swq8AC+TsyrYrQ4JeEHbAS9I+IgBLyg/PhVIwAuqArwgAS9oO+AFCR8x4MXv5YeGGwkJCQp7JHwDI3pB+YEX4AUfJOAFRUECXtA9gRckfMSAF5QfeAFe8EECXnxVlDFNztap9a+XoWcDL2i7yVJ+/uRyGo9MB8Y8udoPbyyTMz3mPGILLq5hQAJe7p222/hUDX/SP9EknUQzrWVn3aUQOxeksa/eGEVprxHoGhpOZXOtkTv8mXJj0TET6QOQgBfftx0p2feNapJOopnWs7PvUtC+1V4WRW0mU/LLu8BL45JAShsWV55FkAO8TIK2q1wlRaOJe9Il2bBOy86+SxHqTrdYqeIlxZFaPF4i6/5XmIJKt3LvTuAFePF/21ndr8npgwSTdBLNtJ6dfZeiZGbh4X1zMoQXbnLm0zFka+EjMtf8TKPJ5z6Mx0vR2RxpeDE00/TQMBt2ni5wFdFie8tZZeZgTeGeKyfywQbgxZdtZ1ZH5Z6siSbpJJppPTvrLoWYeVnc6zleXt4fdtTwlasILMFnaLRYqczPdisbTQ5eb4jDS+zmXGWLUoLpxlubKyr3vlfgKqLl7t9G7FKv8eDSacAL8OLPtmtcwrUWhjvp6Jqkk2im9ewsvBTm9pMNAadSnuHF6hauIL7bfseyhxaaXTfn6uZnI7J6YcJMrtQlCqArwTTXsza+X6ApogVehNQ1dhx4AV782XaR2X/8/kCgcE+LUBMbuosxiahRy87PzkshwgnP8OJq2hyZR2zl8g8vNhm6+Zmbj0bOvdT/vsy10SnBdGQFi3vM0wWaItrBS90nwkYRBkfAiz/bjvWPzg1hFpAv3jSJ8MJisjR8kilFL2b1DQ0vdmu5mBB3zc+SK3F4MWeQotZqFmGfEkw3LhHaAU0R7QyOVkoDABLw4sO2kyOc0U3S/sWLEflMnrd44XMvropMaIrizc+JeFGKWjG7pQTTQ8OBQN3mCk0RLfFiDtakOZGEBLxMJF4ES6gzJJikk2im9exsvRQlB73GixP8iejlwn+5+TDR/KzjRUQ8OsAd07T5wkCAxlNKa+ZcF8M6VHNvyc6Al0k1OBLrK2gyMqFDJNFM69lZG72cacogXsyuhyu6Gug+vWt+VrfaXLwUnc3R/0oJpiM7DPIzshBRKaLl3MuBAppIKsYSGODFn20no3n61k0wSSfRTOvZWXoprL1e3zmKw0v7cXK/LphfoZmfrWbOCvc2Pwte3sx3wkK6s6UE05F1c6k5p+W7imiJF75EMJ2BHhLwMpFVsZoFNlYvnByrdksO7mkx+l79a4VnRWmvqVKPMQqTc8cyARLKd33P9W11mys61jeopyu5S1q2K02oKMF0ZMW6RXYPuwKuItqcsWD+/9k7t9i4ijMAb7I2uycOOBiTDWvW3l3FG8dxihObJFZwLoYqLkkUcxFViJukSYlCCEoiNeoDIoIoF0TUUhIpASEE4qJQqlK3RWoLapHKpTwgehGooreHQlupqGofeOhjz8ycyyy7y9n1uXgv3/+A7BOz59+ZOd/OnDn7fzNPL203XyI7GeTji+AFvET5VtZvltJ0ccVoJunBLeKGYgXNtH643roiezwdGzgzGloqamvIuuukTM6fdovf1bO7CxKa+fnX6fyJn58/c3fSIpFlfTanPNIWPeMIpr9yqqDkz7YiWiyJOr+6pu3hd57Iqd8J8NKQbWdeBUrBrpmkjX7rlmN5zbR+uPm6IshUkoZRUeVcjeM5CRXASzO2XVe0z4pSrY4ALy3TdqmHf9CqXQFewAsDKcy3Ytz7h9GW7QrwAl4YSM31VsALAV5oO/BCMMTAS0PnjyeXIAgc0wSfwMxeyB+8gBcGEnghFQK8cHmCF4IhBl7IH7yAFwYSeCEVArxweYIXPaTxiEuYIQZemj7/7Kt7fFSQ9EpFVLAcODN6Tq/VZxmPCC6R4E8o5Hp2UQNVEUSvX1heA1+qiwcvwYSxt7DswmhoqYwVLo4KF2NxKVCnqDcBXoI9YWbi7UPJzLnvqEKp7Uol4Yy78hr4El08eAmK9RO5i+GVk7LL+yUGHwUv4CWKEyp3lqiaKiYvbxWXLixfULK08CR4CWjusnHoyP4QU4l3K7y0PQRewEsUJ1TFrxVeVPVlfdiV1cCX6OLBS0CxfJ1fZHvhJX9ArnQPC/3Q9M60Kn1p48Ux2Dt+egK8+Ju9SPvE8LhARdd1nacf0IrQVtDAl+jiwUtASyNZsD/EVDJr03ZNUJNlr93al50USgALL47B3vHTE+DF92p/2aHUJuHbU3deNK9eBQ18iS4evASF+iv/+lLO101zj1REsfDOo/erqalQsnT0mmBReHEN9o6fngAv/vmSf9cqbW3c+8xQ7E5Hs1NepHpziXAVvAQTXdeZaxVjb2Fg9jfNvVIRe34xISRKGP1vzy/Ci2uwd/z0BHjxG0I+7m5XZCfdnSPwEm3+lk3SavaQUhE3WGICH+LnDwqitxVeXIP9h7afngAvPiO1aeXBY9qSaHjcWfOAl6jxYjXs7Fed1aQibEZiR3D7Ezsun+p18OIaLl0/PQFefNLl/VViSe7a9FxvZwUNfIkuHrwEtTiSeNFNrcGmIs3Q0gRldt1Y4ch+NWGyZy/a7rTtpyfAi/8hndp0nzOiu07aP1bQwJfo4sFLMGGZrxddE9biKP7GQqdj1eMFGl5cg73jp+eyBi++wn7koeukMzPu+J49kamggS/RxYOXYMLov0u29+Oz3572wMubyjAd775hqXrETsOLa7B3/PRc1uDF7+xFTUXO2wud1HFn54indiPOP7Xp24eSB4/5eHLX67E6uSs9tc/surb2/Naewx/nrn/v0odSZu8a7B0/PZc1ePEXmbU/PrEmMbXBHEtdJ4+OJrb/6N9iVH2hBl77EbwEmr9wYQ9cXhNWKvFHPnthZ1p8Zdr85eAxc7YyMz6we6bbEtTbBvu47acnwItfvjjfmBbPXKmR56WB134ELw1f78Xg6mWIRX3CCDXw4IWmJFoKL1Fq4MELTUm0EF6i1cCDF5qSaK3FEW8FvBDghbYjf/ACXhhIrYEXNNwEQaCwJ/gEZvZC/uAFvDCQwAupEOCFyxO8EAwx8EL+4AW8MJDAS/OkMv3YWSp5gxfarpny7+hVm1MhlZMSVZVlzYXTd3t82b3rutjV4AW80Ha22LRaP7Z+uM66QplgYn6E8h6pLF935XzRGJ239nmlAl7AC21n9OcssWl1fmz9cL11RfwVWeQi/uYVYaViCTYHt3jBA7yAF9rO/DzeYOGlOj+2frjeusJ4UX1JveO5hWGlYuHFXCV51EkGL+CFtkukjl9QLtoq/dj64brDi2Fd2T5K9FeHF3Omd+0HvTHp9o11zktmX91z1ff3CR+sMASI2mICL9M708sOJa2CYzeJ2zWuexodNXhp/rbLTBxwjNdV+bH1w3XaFX7WRtXj5foly9eJNhge75wnbvn+80FRXHfs7O6e4XGTM23t+d8+37d+s9lwRv+Om5NjBXPq57qn0VGDlxZou8FPVil2VOvH1g/XaVe4pobQ8LJ8nUkGhVjVEh29cjY3PL6yJ2HsvWOewItcT5p/Ir0o8ifHPY2OGry0QNsNf7TCnppU58e+Qju8oD67ou11P+DzxItJDVFA+YaliWK8yOZwDXrq3otcSqZGTDgrvNjuaXTU4KX52y7zs/8mHbwkqvFjNwBe4r+ZnwgRL3Lje9vzfYkyeNHu52p4Eb9Ov5Qz/yxju6fRUYOX5m+7wb9bU3RnNuPlx65/vBiLf7okTLy44t6q8WI8u2fbpf+JP7Pd0+iowUvTt51YGhXjxduPrR+uy65Y9BNfifnEi9MqGl4yE3dt7bH/Sbmn0VGDl6ZvO/sReuUAU1Dx8mPrh+uyK1xdZvR4sad8xrOrNLxIj6f8M8c9jY4avLRI2xXPXrz82PrheuwKn2ujWvCiCJIa0fAS75Z2vPWvLNHwIv9N4cV2T6OjBi8tiBdvP3Y9P7UbwNrIK5X1m/POGzf6c0f2Zx/+WHyDcq1aPhobh8Rk8M7V4nGYlSY/RmLCdf/Ubalvnu2ct+tTxz2Njhq8tBJeqvZj64frsCu6zq8ILxW1b+Tcvk3dnsuf2N++7cI73XIXSLTOs3tiYidIbg1d+wv534V7C+acRjSq5p5GRw1eWggv1fux9cPN1xU1p2IkKkumkU+DF9quDHKeXNCiXUG1OvDCQAr3rUTpxwYvBHhpobaL1o8NXgjwQtuBF4IhBl7In1FBgBfeSvn88eQSBIFjmuATmNkL+YMX8MJAAi+kQoAXLk/wQjDEwAv5gxfwwkACL6RCgBcuT/DiESjswQtt12z5T+9MxwYurwkpldAV9vFua/N+2QWq74KX5mi7zK7H7iguwhSZvD7grhg7e6AvMbVBFLwKJ5XQFfbyBKKhhZ+kmG1PU48XvDRe27U99KuhosLcEcrrg+2KtnZZM86tRx54KqEr7K0TDI9/vrp3ZuKX4AW8NF7bGcbnnIsRlsEMtiusCsDh4yU8hb0msS4qv5s5N4RNALw0ZNsV4yVKeX3QsxdRCTez9v1VIeMlPIW9LrEWv4ubSTd9w5xEpoXQ4Zky5xQ3ke0zEeCl3vESpbw+6HsvhfyBvo1v3ZIIHy8hKewdibXqkbF/HUruFf+rchEkS8/57lBMnenGFUAEvNQ/XqKU1wfdFWOF2DY/G0dzrrCXJ0idEpgUr/cPsUBdnDbJolQnpec0tDMR4KXu8RKl/jXorjAvxZivZcJcK+zV3nf+66peYMfb8+0OKYcXec7P2awJ8AJewukKY+Mn/7k9N7C7Jzy8hKywF7OX1Ka02loXsLQtmuAFvICXOe0KY+Ojq8Uey52rQ14cafeoAlbYyxMMj+e39sgXcc8GXsBLM917iUReH2xXyLscQpU4ewDOtcJenWBwiySksfi+K8ALeGkqvEQprw+2K6x9rkXXzF6AHYjCPjF7hb06gdGfk7eKO3rVKunwLeAFvDQHXqKU1wc9e1EE9OGZnmuFvXWC1EjsyH799YqWX0XnBC/gpZHw0rhP7ZqLCvNqzB4P77G60BX2y9ep2y7mH2y71OO+njkz+/KqP32tzDm1M0ER8FKHb8X8NFTjO3J5fdBdEcU3pkNU2KtvTMsTDG6RG0ZT+6wHfjMTOdE3JecsOhMYAS/19lbU9qecYUcur6+7rpiNwt6IWmFfek4DgICXBngrEcvrGx8vBHgBL9UukyKW14MXAry0SNtFL68HLwR4oe3AC8EQAy/kz6ggwAtvpVL+aLgJgkBhT/AJzOyF/MELeGEggRdSIcALlyd4IRhi4IX8wQt4YSCBF1IhwAuXJ3jRY/sPN+A4Y4iBl2bPX1rH7g7PFCArVw6cGT2nV+wTZRS+AC946cGLzxB1PjpPF43rCDXw4MUKobBP3S6r04STyljh4qgwLBYXBFUmospR2UvvGkgI8FIxRPGfWGzAHdeRauDBi4rhcVUw0oew8ItTSY2okk2Dj9aEl4pe+uzLuM/Ai2csmjyxRnw6ufXCIi0oCV5UWH6PrpNh1dqNd6sebntoNngp8dJnj98HXsCL97g+0JNwSuyrARelBh68yLBLBvupNu6FFyVnFaX71Y0eWcfSxkuNXnpVcPdvO0UZS1Ey0Pyj6cfO3nxP4cYVu156buGuDbGLo4ABvBgvLtRGkfoxSg08eCmaRNhzjOBTyaxN25VBzZnoa7f2ZSfzjgW6di+9VeS/PyfyHdwiXFKxq8/cP7Hjjya3/vyt5MYhynODF3cUOaMhWg08eLEmkUokb/E8jFSyx9OxzqP3K5iJlY20gSi81O6lt6yOKl859zVHhiiqnlQiJD+cJJoNL13nV7sDPUqRKnhRkRrpPDoq9o5D06jJTcBY/sQaMekQfnkNL7V76cvhRc1rFVjCUNaBlwY9Ydvrjq0GvMxN/kJrsOzCd9OhSWCtGyz2DnP2g4K4naLwUruXHryAl6pj8JNVCfAy9/n7uiirSUU4igQqtj+x4/KpXgcvtXvpwQt4qTbWf6Q9bRGtBh68aGH053zcEPXYOXpkgXUKsx/HCkf2Kwm3PXup1UsPXsBLlZH93W36OIxUAw9etFi+ruTZ2ODw8sZCp3tVJ2p4qd1LD17AS5V0eXm1/mu0Gnjw4sbUhqduCy2V+JtyfWN2oFBHi27V8FK7l96CiXol+c0B8AJeytJFfh/g4O+XOJ+hPLU7B/lPPzPk71E0r8fq5K701D750Ep+a8/hj3PXv3fpw3Z5L6ZmL72x+EsrZ55emhox/3nqL4VY7KqZcbVsVgsp8/8LdqCAl4Y8YXbS3jRIzoUGHryo6OjtPP1gT4ipxB/57IWdafGVafFZcsycrcyMD+ye6Zb7QLPw0mcn5Q1g9UqPn37gnl75Smpz6aoJ+V8qPbQ6XsxZr73X+H/2zi02iuuM4xN27dlhAbuLyxibsXeNb2scsDH4AgEbQ7ATsAiQYgEhkPjFuE0BpTxUUREgk0ZFbShVAhVCVCQ0hkgNUVDSEgUoLQlFKIlKEiWqCm2iqqnapopUVX2p1HOdy3rWXm9mbM/yPy8Yj3fmO7NnfnPOmTPfb0I08MDLhIbijT9e82m/KDkw92Iv466BB15wKlHuEryMvwYeeMGpRLkr8DIRGnjgBacS5W4ZHOGaAF5QgBecu0kZPzy5KCgocEyj4A6M3gviB16AFzQk4AWhoAAvuDyBFxQ0MeAF8QMvwAsaEvCCUFCAF1yewMvIRatafW+p78FqO0/9ABkbgBdUxff4ja3PbpQpAONHEjSntz+h9L9STXXRi+puREbCy6Y1meElnCdfhh17iZYpSAgDvASkKtEyvjCFpUFKo8ierPGH91+tlxlGl67Y1ad3vLvNj1D0DQmaSkEfrPYsn6neUZJtBizkmwJeglIVcR9lKUbSKLInb/yaZsqj9CbuCMoq464yGgrmi1w9S1d4lolFZEsFXoCXHD53oV+wlDSh3+SnTbY3meM38UKTGtP/PrzQ81Bkulxa6n4KvAAvwEum9/8zPI9E9PS0dIrsQOBFGFlH08pnFUqoyBoSFf6+mDmPmB0tfmH7jJcfr5grHdE9ryxnWli53fRK02KqqB14IR/NJ39UMxBh3UgqsFGUOcVUwTZjqqmzlgdgo9eaL4AX4CUgeNHEVUquizSK7EDgRVpesusTKKP0MxxycL1pyTajM7GgkjLgr99r23i9njuivyhiQ0xzu6q2bext1jtK6K9NFbUDL7HZSsX7L5QvXUHQQT5D4VTXRU95uGNNqamzlhLqhWodGb32f3kLeAFeglQVNjZKo8gOBF6oro5ftNnwUBn5EM4nNcxsJI0BdNSkCUe03XzEtnN3GusNWipqZ+8lnFfBBqE0+sKZXBRAfw5dnmbTWcsDhH5M/xHfEwrwEpCqRM82ppVMAi9OvCQvkiNKvLCzJEUiHC/Wdg5nNs60VNSpeKG/4cNSzhPSJ6Lyx0tTbTprcQBt1s/9EGYBL8CLr1UJv0kbP/CSEV5UutxmuzJ9Shq8WNtlp4T8aKmoI2nxosYOUufE+61zisMd/LQLnbU4gOAK8AK8BKoqofemqMHGi5h70cSgzstQyD6dl7M+uHH3W0Xp8WJtX7piyTat/UdkRGNTUafHS+FMApb968mQioshTZ21aV4DXoCXwFVFm/WG9GGrwxXZgcCL+Fdcp96GEpvtWEwX7z6xXlzprnixbVfbrtbzZz8OFXU6vNDBT/JOMUERGRupNp018AK8BLcqha+JAYarIjsQeFHruuj1yydTPQ6FdOfMdS/GmUaGgvR40Wzbk1fk5ywV9QiDIzo66swnf/vpkBxUOfBiPtoDXoCX4FQldpQ11zSK7GDgxc9Vuw3LCsSqXeMPwkCfHi+27eE8E86WinqE3gsBx9or9IGTwu32ps5aTu1WscfdgjIowEsQqiLGRoFctas3FYiFf8mLvc3x7iW+vHPUv0e576lyVdv5x4EIueB39fW8+qfp6/9R3MKHkA3L5AiNWqet7f+Zyedzax8ttVTUMnD+zhH5KPmV3sR01RIznFo2nbU8AKltb7O+/xYsscBLYKoixkZpFdmTN36uZRb38p53Sir2NfsTirF1cwl9Y5ruXt+QqNjX1zK/92YRfxQU5Y5orpWePsXc3qy2VXO+0Aililp2Ztgb07fpA6WvvzVbvlLK+5FsFZJNZ91eJt+uZmLht1879FQ52AG8BKMqsaOyi5JGkZ3zX8XYQ9Ey2t72ETuX8b1/mzrSn41RKx0BN4AXVCWX8ZJRSV4Wa3CiA7jUgRecO+DFw2LO7BpnGnGpAy84d8CLh0WrWn1oCxnJ9J9chCsdeMG5A168LY8MJRRl7QuYhwVecO6AFxTgBQ0pJ/ECDTcKCgoU9ii4A6P3gviBF+AFDQl4QSgowAsuT+AFBU0MeEH8wAvwgoYEvORMKOPjmE49KJTTwAuq4kv8Dsf0haFrU/wKxWPHtAh4uaJUPLblq72iCOU08DLJqxK/sD3wjunQJ5tLpvuEFx8c06q2o5rus+f46t5hWSSSz41hR0heB7xM5qqQhk7uy/SHADumVfXX2UuZJsAxLTLPsR929aXQ/lw+8AK85Ma5MzoTz/N37oLsmFa/ivNtAhzTdV3y1FoJ9yRd9n4TeAFecuPcae314u4ZZMe0n3jxwzEdzrPyWUbLFs+LlilMvasU3MPTZn66eZhy2twvlNPAS1CqkmyVt9EgO6b9xIsfjmk7spjoJNlKD8KS6vLE3eFU5bS5XyingZegVMVomS87KEF2TPuIF18c03ZkhYoIfjjbWXVM7YhDOe3YL5TTwEsgqkKuydtDCfaMKMiWxnHEiyeO6QzwkqKctu0XymngJSBVic2uebJc21FduzICvGSEF9ULx3QGeHFRTjv2C+U08DLpqyJ0jBQtwItr8cUx7Zx7IR93wUuqctrcL5ywwEtg8CI4Mn1KkB3TPuLFF8e088kRwboLXlKU09Z+gRfgJTCDI9bMaesOtGPaR7z44piu65LB8olaF7xSk1IDAAAgAElEQVQ4ldO2/UI5DbwEpCrMKM0fUwTaMe0jXnxxTBudYrGu1l5Pn2Hzj+lNdrw4lNOO/UI5DbwEoipa1SbGFPqMM9COabqC5+GF/oTig2NaNQ7X2985Yu8GxA98Rm2ws+bfe/5kZYpy2r5fKKeBl4BURe/44UCkfw+9lQbaMV3IruXsVgGOu2OaQ4u+hV379BPie2Afy1v7k0VqvLuAv+boUE6b+x2Echp4CUxVaButfYk1ZzimMwZbRttHcUxrY96t2x9AOQ28oCq5hZeMChzTwAvOHeKHYxp4wTUJvAQqFDimgRecO8QPxzTwgmsSeMGpRAFeUJUs4ocnFwUFBY5pFNyB0XtB/MAL8IKGBLwgFBTgBZcn8IKCJga8IH7gBXhBQwJeEAoK8ILLE3gZp6K/uPlj11e/9aZsc04AL7gmgZcxFpvCXh+sVmqfXuR9KDwL94zzRSLhA8sCkVXiqp53Sgp2p0RIwy44tCX2ke3F53BeuswSetOJ9aBG7uPF0ZhZA7SnDHM3wXsshQde7Ap7o4WmflGWbPM+FKMzQfoMGvlHWND0plQrdEYl2bqrL97tzC4a764ZiBhblxc4swL6qa8DXib9AR2Nmd5sqKpTbkxjgvdaCg+82BX2saMPlFJ+Z5W3bdRkmDx5U5M4VsPn2fRdeArL6DX7Z0WuQHIE4AV4sb5+e2OO/bYx5S7lllPS8/SSwItq5doN72dzEiIDucehiKSU0jOnRs9mcxCeEzd6etow5NBd/hl4AV7MTrmtMYc75kZcGmOqCd5zKTzwYsNL4cmp/LL0Ay9yt0xIRI75Jjsk1dOL7JZupnp9Q6L22y8/Z8cLTdPtbCyk4/s8G2Ezg4DpqBd4IYMmRaEJeY2tQ6f/dSSxoHLnqdfzVb6hYh9NMNi/h4y3zwBFOYUXR2OOzS5wJDtNY4L3XAoPvKhOUwA9uwfnRnwIpXAme2ATLWPdVS41S158sDzezWZj3Ez1Rktvs3H49Xz7badkxr8HU+be6rrM7KOq6agXrUSrWrcy0la9eB6dTF58+2b3/R+UsSk+o/P6IkIv8ocNnz9aGt/7MfCSW4MjW2PmMy9LVtluda4meM+l8MDLMLxos95t9CMU7kcLd1xloyMmNeMGaJbE39VUz6TSxi/zHX2gr+3u4+3FvMUYh+sVZe2xUr5dOuo5XpjDXvpH+ANpfuuqOzpP/Mhmcho+AV5yEC+yMWs7T9Ur1noEd5fqSs+1qsDLMLyE3lvoTyjJVmqkv/w2/fK48FmruiZFR66m+lARnfdP2gZHPcdvldCJN72JiknM8tDjBDdsZGU56jle9CZyQ5J44UBiTOFJNpnnMbr6wXJVw+AoF/Fia8zxbuvJEfAyUXgxWrKc11JGPwztKlxi32dIJuhW4x9UKyYBUkz1H7aUVDz2hLUH4/DRgWQr9SAVnnM+PGQzLLX8d8JRbw2hHxlKFJjQEXgpFPokcuyGZcKOgpJreHE0ZvHsEniZQLxo7X+p9CuUaNmCStJrod8tGxux3si6lwbZ5L6rqV7fkFCErog2ls51C6kqrWLuh503UhlIn0Gyfo101Au8aD/bvvbYf4fhRYg1Wenfwy1tKDmGl5TGHP1GvnPuJdUE77kUHnhJwUvbnT7fQiEDoL+TXgu9T/Cnhmpb9a4++SDc3VTfczxhLsOp66J/qHeU1Fy10yV8YJoYfJFqWI56jhejc9OaUl7BlN6L7ekAQZACCWzu4SWlMccO5lst0c0E77kUHnhx4qXtSqN/oZDjXL9EZ3GV++4Uq/LrFd+vm6k+9MxUiiABAvI59rWTQTRb1W/8jzOGz+PI5wCmo57jhTUVF7yE8/jq4fCLxVSgZHQm4IDNNbykNubo2UZz0ORqgvdcCg+8OPDSdoUuodZ2PBnxJZRoGesjxGaL4/ELnuHF1VQf+t08+l8LL4w78XO36OsixuEbEfF7/noBXW1pc9RzvIjHUsPwQjbQRS9a+41ItLeSfgR4yTG8pDZmfa/1zAKrdscvflNhL3XOWQ09MwhFXOBicSQFQsWa0m99lphz81ihm6k+VLRkldq2UU7PJVvp+rmHvhygkyWKcn+jiSP6VDp+hLYNy1FPurqkmYSKTqzXv/P9gnu2rqrr4ocNFdGOC1tjw3YSXd3bzKZ1UHIJL7bGHDu4e5Ha8+o/S9kIm65/SWOC91oKD7zYFPbk8pVPU/wJJZzHugjarDfEAQgnah44v4wyxc1UH3rmV9vtynq6sJe9Axv/br312nT4wDS6qqGA6dZMR33f/9k7t9gorjOOL/gyOyywZkFeWLPG62Y37NptHdvYONgOGFK7IlYwpYkMTnBEigCFBtTkIYoSiQpCpapKBVJChCoiWpoQqSRtqrYKSoWUS1sJKS+tkrZ5qKq2Uqs+VJUqtW89lzlzvo29F8ZzZr07/+8Bm/HuzNmzZ35zLjPfr0UsPkXnc5HRx3mbUg+1xTrlTz4XLG7vjX35bE7c14toILzQxtz1dEo9O21n5VxeCRO8z1J44GW5FKWCqf7OiGkt9NTbAEXY5l5KROKVVSE8PcONF5jq0cSCOWDyzI/CeHqGGi8w1aOJBXJA+/jHg6E8PUONF2Wqn4apHnhB3aH8fhcFpno0MeAF5Q9Bq0AAL/goFhT2CAQCCnsErsDovaD8aBUI4AUfBXhBAC+oO+AFgSYGvKD8aBUI4AUfBXhBAC+oO+Bl8ZAe+ek3x9euKi2brxh2tqTxiu1UPZe9hAMggBfgZUnxWYX9a0P+F6Vpg7O2Hj/3XIfEi0haybVGVDbvvq665Np29qG9i+OF71TllShts0c0Ol5E+o1I0fe/uLyebgZe/Cs/Udg7KZa+eJeBoozkeDInntGfqOul+6hIi5ffzl/HvmvpHl9Kw9Jpa+CDDSlepEAtEtHa9BLyeroZePGx/ERhn/10kOdj8pYnvUJRVIq6HbviejyzCF6c1/WNRZaYnZImZAZeQoqXphsiN1TTe6368rVYGky6GXjxt/w6165Ibt1iFC+MKPpUL40XdtlZIhGAF+DFviZzu8SurnZb3KLyeroZeDGFF/G/m948aneEF1t65MviRdLB1dmTiSHXPi+mhsXwWk3huMZ6jpfbv0pJSb1zAHdf9nwufurD7yF5d6PjxXYauNsTLiGvp5uBF5N4yX9ri2UQL23r+agnJj3ypfEipEWcCEpnb3VNPTyUHk6xPqxrn5dTw9a+cfFa7hN2jfV8p//+dIi9jF+P5AH0vgrv72Hvghug4QdHzhBJj41KyOvpZuDFHF66fnvexMqRi4252ZSYs5XXiVJ4YR2V7qOcclpnnx7mMvJjp1mL0PZ5+X6nZ9t8c0WUGOvl4Cg9zP8mjWruvmRuvMIrwEs48KIFRyX0r61k8yrgxRhexEDD2/izIl4idImwDF74i0QKf/7VE529+uKJfd55vxwyc281MdY7cy/ihziA3ldzC9dRt2FwFA688OsO8LI8Bkese+Gtg1hV78U+PpsSOueyvZfkzpSzOK519sKHVgyqzRud90ueKG+1Y6x38SJcjeIfta9oYTIy+hyk0iHBS9NHeq0CeKnx3Et6OGXCc6TmXtITGc6C8oOjvrFuebuc9nFqvBD7vPN+oaVue4OL0LSxfgFeiNvTns9FIlynhWh8vGitllVSXk83Ay8m8eLV4F0lXviNuWz/5fFiFSYP9FsW1dnru+SIfV7hhb8pcYtPtWhj/YLBkd6XJZehsFgdCry0vU1adwl5Pd0MvBjFi5yjqC1e7KxY8aE6+w1yzXDHSWKfV3ixs19aMbwialFjvYMX0WeRcy/uvn53hq8jTfm7CAm8LNMDJi4QZJSQ19PNwItRvIiFGXN4KUxyOlTAi5UcEA8PaJ29/o3Y5xVe+Pj5+mo1hKJ4SQ7IRWqxoOTuayfnU+yrwEsI8FI0NsJdu8GXXynsm1u2vjZkP/GHE1EDRZHPHAk7NH+wQ3rk2RkvvtXObT3665fTLjt2CTG9q7Mnv2n7vPN+MWHkTNO5xvq+MQah5P6rM5Y6gLsH9kEf7eiauh/GthDgxR0blZXX083Ai4/l1wp7+75e/qjyoIGiuE9CR7of40s20iN/m29dM+PI5vXrxKilMMn+ttLV2VvW9KWMs96j7PPi1bJT5PSAbddY79zly8XlzeoAal/NZz68lFFr34jGxkvC6YxXkNfTzcDL8it/MEWJ4nwHXjyTJugbKYEXVCUiJHgJUl4PvKAqESHCS7DyeuAFVYkI1+AI5wTwggBeUHfLsvzw5CIQCDimEbgCo/eC8gMvwAsaEvCCoiCAF5yewAsCTQx4QfmBF+AFDQl4qd+iUFsrAk0MeGms8hMJrDjdB7ylWarykcbRj08W/YXaWhE4Rfw+4NxsSopp3IAENsjyEwksDzubMYAXnpCB55+zj7+ekQ4AHdTWivzawIuvBxw5f3RLcr/IueC0b0hgAy0/kcDyyI+bwYurUZvPxYu/RJp8Mz3xS+AFePEt+sZkqneaTwjppIItP8VL8umLm4zihSdyKc5CSfCS/nYv3GbAi3/hpG9PfFM1cEhga4mX9MTRhGm8JAfEZItrZNW2VpmGjr2O+0rkiHnuxfO7v5bb1gNtK/DivWXrHLqQwNYSL4W/3GMcL3Z7imehc42s1NYqdSN29oMTUfbHvR2JTZF1L5yceLAf2lbgxcPAv13lSFVtGhLYGuKl7/c9lnG8MIasa9VG1iJbq8RL/h0+BO4bY+9gZeN5gKFtBV48DY46xWhHt2lo1GqHl/Qv/hUNCC/ayFokJBJ4sdt/uFJdeqSA0YK2FXjxEsmB+KlBnqVZDY6Al9rhpfDXu6yA8EKMrFSnKPCiXspXrB28WNC2Ai+e+PJUb+Tui99NaRsf8FIjvPChUQB4EXMvxMi6AC+OMk9sUXiBthV48Rzk0gYJbM3wIuwgIryoMO9s5YgYWRcMjjRedO8F2lbgxWvY2Yy0YVmQwNZycGRZAfRe7Pt6D/QTI2uU2lqJZVHeraDmXqBtBV68Rn77vY+o3yGBbWy8sFEO1zASpyu1tcqVo8IkL4Ld/p0eS+EF2lbgxWPsG788Q1mDu3aDLb+SwBrFi37maOujjuTVcbpSW2ti0/33/PGR9ETmpUF7/vzuKPujQB+0rcCLt5i70vuSFJBAAluL8msJrEG8uE9Mx889OyQ3abura2vldw1neBtIHxqPxE+ddKaD+O0v0LYCLx4i1hk/5yw4QgJb1+Wvtii2t93D/gq8LDUggW18vCDQxGpzQEhggRcE8GIkIIEFXhBoYkiGifIDL8ALGhLwgqpEAC84J/woPzy5CAQCjmkErsDovaD8wAvwgoYEvKAoCOAFpyfwgkATA15QfuAFeEFDAl7qrSjJAf4A9fSbPPl/8gezn3h5ipK9W/uZPO4DAbzgo5gsP3VMy8enPT0yXe0T0/IB1uTA5RmxlWfr1kdsW69edrDiM4zs3W6eGroPBPDSEHWnskeShh2gH9unr6LIMS0w4C3faMV8LzydFM+08OQRd6PjoaE5IPLb2etY1cUrp94oSoPlNY8EAnhZnh+FXzJFuGljA/Vj+/RVUMe03f75DkNFUdnqduwiuasWwYvzus+aYhctuTR3Ai/ASyPWXdMNkYmm6b1WfekNMNOeb1+FxkvTb3osw3hhRNEcKI0XNkqqmPYUeAFeGrfu0tdk+ojY1dXF7T0gP7b/eGFn+9YXDkYDwIt9/MrPWsvhhfUM2TbuoeY56sSYTQgdI+ta+QBLCKh5vbo5xpx9uOZqBPBS33Vn2/LkdMdGwfqx/ceLnHl5eMgkXli3hNVXrFOk3yyLl80bkwP38ry7rOvXNSVHoIkL/Xb2wd3RkRzrFTK8/PobHcdOi9GW3Ic2VyOAl0aoOzI2CtaPbWBwxNd3UxFvnazq8DI3mxJWCMna0njJb2eMEDIkqR+XXT+7/e+r2taz/wuBgNMrFC5quQ9irkYAL41Qd7Hr7tkYrGHSBF4svsRjZOVILTk7y2xl8MK4wvMqsz5L/h1WEokXKaJpm2q1kgOM2xQv8ofYBzFXI4CXBqi75pv6ZGwIvFiFSU8uqap6L/bx2ZQQkZTBi4DQA993VvcPHZbOSGFDStySJZt7PcOK7OKF70Tsg5irwQXgpQHqrukjrY1sDLw0t/h/W52ee0lPZDhYKg2OnLHa2a+celf6Ofltvna7wMmrhx94+b+L4oWYqxHAS/3Xnd3+c32pD9aPbQovdvsnBvHC549ZzVSFl64pcWuv3BDrXPsWR3l64qG9HaLICwdHxFyNAF7qv+7a3iZnZrB+bGO9l5ue7q3zHy+SGwov7A9Xrm90RkkUL80t7tQuMVeDC8BL/ddd4gJBRrB+bFN4yd8yuHLEp3b4unE1eJF+aYUXOytGVcRy7+BF3rQo9kHM1Qjgpe7rrmhsVK937SrHtN3+v69vsZ+4scdEUeQzR/y2N/E0UdOGblE9EVEzndvcu4V37NJ3rcQ6nzwy/eM/rZn5p1zjFxBq2nB5JvnU+fiKQ3sKkwwmx06Lh5jkPrS5GgG81H3duWOjGvixffoqiGN637hesvG3KO4T05Hux/gj0+Jh0M23+dY1My16rUeuG6l15eT+TPfzR4a/IG/04ze98B/zucjo47K+py9lZIGb1T60uRoBvNR73SUuyMtuLfzYy+yrMOWYdl/f9kY/TnbgJaR1F7gfu07x4r2Cb23EyQ68hLPugvdjhwwvXVO4pwV4CWfd1cKPHSa8FCYjNA0VAnhB3QEvfsVIrvv5IZzqwAvqDnhBAC9oSBYc0wgEAgHHNAK9F9QdBkcI4AUNCXhBVSKAF3wU4AUBvKDugBcE8IKGBLygKhHACz4K8IIAXlB39Vp+qrBnMfdizlNO4OoSMtx9ETff4hQJ7oD2q4cj8VMn6aYANfDAS7HCnqdYGX12i4GiCDU9/w6F5qhUY7gGQRHw4idd7uvlFzWdrSxYDTzwUqSwt7qmuo9uMVIUJ8ll31i5rtHI+8AL8OLfrqL5Gwej9jw1dwWaUBJ4sWiu3eTOn+ztsEziRbqjS8S+cegVgRc/DxiN8oZN/DTBauCBF4oXO8t9zqbxIhOaz82mRC6/rp8eXvvWM72s0yQ7sjCgAS9+BxGpBquBB14oXvrGDvRbZvGS3y6PNfKPE9H53LYenlx39D+DrNv0OeV7RQAvvkbyjJ7uC1YDD7zQSo11/vldPtE+aAovybM5ObfT9zc+9hUaklinlAW4tnoE8OJjpA8dJitHwYpUgReCF3a6jx6MJvdnyi3ueMeL9ARIdMU+WKm+awEWKUcDXoAXvw8obonQnXLgpWZ4cX56rOMqei/JnSk5tyPlJ9xCshJ4AV7MHrDrmd7I/9k7t9gorjOOT702s8NCMGuH8YXxXuI7GGyv6w0YX2PAUmyBDQ0qJEAgscw9iKI8oKC0IhCBkgARkAhFiSCkhLQlJVV6U556IU0i2iat2qZt1IdIfYka9amvPbeZPbP2eM0yZ722/98DtteL59sz5/zmnDNnzs8RGAIv04gXPrEl/LUKBkfNnXF2Z4p7W+0TDrwAL0oP2LjeqW651cADL67BEZPVupys/uKFnGjWT7WPBLwALzk4oCQWzq0GHnjR5aldvj4gXK5ocMRufbOVBXw+V9f39wMvwIvqAxYWOd3x3GrggRcZL2aCl/eGVl0RXsghmFAkUMoWvXT8qAx4AV5UH5DdpxSBVbu5zt9W2FMD/MU2Y+eprFbuZnzmiE+7dPRqg5cqxbMgZKRkJStIf4b0ashJLi7Z3LrxEpbVAS9+RWjdUwf0odtsMcQ0aOCBF1lhr5MzUUFbv++p8Cem2UGoEY10ZDbu0rQ1W4PsfvXi/5Xw366qrd9eiRYNvPgV5GKmxR/fymYWp0EDD7ygKBGzfXBkR8418MALihIxR/CSew088IKiRMwJvEyHBh54QVEi5srgCG0CeEEALyg75A+8AC+oSHMJL9BwIxAIKOwRuAKj94L8gRfgBRUJeEEqCOAFzRN4QaCKAS/IH3gBXlCRgBekggBe0DyBF0VhJpwNm409r58uABiAFzTP6c8/pbAvLBJ3wFUp7H3YC8zZBXzwaiQNL5eHxbehKm0h8AK8zPCyM97YoS16bqu8/9HGXVr9QV7vrSdrtcGng+kv59upkBT2AgJaVqq6DKl09LJt6lzRcGHKf116q5mg6ZIS9fal+L1nKvACvOT+o9CdkTSt/iGHL0b3iw9XdvTyrbB6Xhg2uk+zrbCkl/PuVEgK+9D329mXKwv8T2UCAV70xpQxJr9V+ICbO707WcAL8DLjy6544Hg7vYqmNojN6Uaevp0Ku+UXf1XNf8zK9XLXeIke3TdVvLjeKvBCRkmeDAFegJcZX3ah0UrdURtIFT9QurbFruGhdU2V8sv5jJdgkA+RfjVPV4UXa9v1Kwu2dWkX29g+hWw2hmqu6DaEVGb/zq44YbCtt9fNkVj9wXcuOG+VS1kPVZFBHP3PTP1o7Hn9/XliHFr3H+AFeJnhZWdcW5B2pSwuYbMW7IuQBdEv8sv5jBebmlmNjaaEFzovW/ePp4Pdy0l3TljbojdGI2OH4w/QXXf//cyqTU2Vtt5et5Jb2q0zhBq24C0NLwsLzMTqx6y+GPlroSqxlS8Zh4799zPgBXiZFWVXXMKVPbqjgGMtSSjgaN9Gfjn/8VL4y6ZKVXih5UFHi8w4wplhJT+uFua2UBXr3qX09oFztMPzs4nxYia0ldVMycT9JZzegXM0e1HiCOBlppdd+Pw0+bEV4SXw+wJdJV44Ckjz58xgCGHFJIxHkt4+UEpvDjVcSMcLNVUP3a4goGr4BfnfEl6MJW+psO0BL8DL9HwU+WI/K/ASerssl3gJl/Ob4eS3HC+S3t5KVsQfP6Dr4/DCbtid5FunWtt2sFUuDC+CK8AL8DI7yq7xy9R87WzAS/F7WY7gssSLEM/y4qPlI+vtzZGYtmhL+8RzL/wdJzY99UGpgxdFrmDgBXiZlo/S8bdl0jipXFTu1NwLfUl+Oe/xEj5foOcSL5LQ2u69yPerh16h8itPvEQHLg8LpgAvwMtsK7voH4eln+TKHaoSeFlaprDO+44XY8lPy3KKFz7Xq+s/eCZoz704evvA8+TnVbX3L/DCC/9Wwotzkw54AV5mfNlFb7hk71aSXXgDpYQszZ1cB0/6/vLL+Y6XrMdG2eKFDBnpohfz2QJ7ajeltw/8bhl9gzdebEI5eDFq6E1qJWsAgBfgJbcfJXqDPQ8w9qmNjZm5ajelsL+HsdEUnzlqXE+fa254MP5AkGCi6d3XqvmaOZKBleTjyZTePlC6ul+nK2HEW0W6PRXOUoBQ1aHdQz/+18Lhr0gfka7II59lS7v57Gea//NcwAvwksuPEh1wbnqQZkNaAmHKhu2VqzbxZ44Sq/utvg3smSPp5bw7FS6FvbHk42oVqdhPTI/QY93Xx/6dHx2g07Z69GxMqzsSYW/h3Siht9cDz/98B/0VLWr2ViddGx7mSCx+fHdyxZb2UBVf2Mus5L9977ljEZABeJnBZWcmNPsOKu2Usxpv7O9ifX32e1rRn+BtQnp5tp6KKaXCu2+Gv0c2PA6DAF5mTdmFX50/B879nKgVCOAlzz6K+d0fzu02DbwAL6hIaj6KsecvbXO8TQMvwAsq0uz6KMALAnhB2QEvCFQx4GVG5w8NNwKBgMIegSswei/IH3gBXlCRgBekggBe0DyBFwSqGPCC/IEX4AUVCXiZ+ak8+tIpbKKAKga8zLL8U45p8m2Xpg1eqlSTytDNWk2re7mt8aMJHjkMl2vYowVNRN0BqTyrnmtIvVTNwIv/+UuOaavvN3uD1pkXs9qXJlMq5kiMbrJgnqideE9Q15ZRCODF31h1ajSib+yiOwV5qJqBFxX5S45pLgWh28P5n4rZs0Lsd9PRO+FOT8AL8KLugIVFbKuy0LfmeW76BryoyT+lsF+nDC9GTcxR4Da+CrwAL7k9oNiJluLFQ9UMvKjGC99Wu7kzq7LWMpxeaT/fT8tSbmjbI83wQsbHdXuxFxTwoqD3QrdKtZJ3WrxUzcCLarxYfbG6vWaP2HbS11SYb14aKjluaMkjHf/D1UhHr5oTjZjrcy+18dFI96/7PVXNwItqvFC+xD/MctNObfJDaK4TmHJDSx7pOBsGY4gEvKjhizbIbhx5yA6BF+V4IT1GTbvYph4vKTd0mkfapWBEAC++Bd0Dno28gZfpwovZ0zR2WKPOA8V40R03dJpHGngBXtTQpfvLr0di9dsrgZfpwovZc6dFjx6tWNvidyrk0uHGS8oN7fZIAy/Aixq6nG7VrTPLN7d6qZqBF9V44b5ns2ffPN9TCZe7FtNJbmi3Rxp4AV5U/NHiEtplMbqX3zffQ9UMvCjGC+lisK5i+HvZtHAtwzE0p0/052stKTd0mkcaeAFeVPxRceu5uGRpmYeqGXhR33vhLM9KBJshlebORWLVrvX3fskNneaRBl6AFzW9F95loQp1rNrNaf6OY9pK3jrerm/sUrCsTtfHDmtrjkV0Y88/9wYlN/Qntkea8Icc10xoK6vRpoEXv6Nx/Zon9OjROy2eqmbgRUX+smNa6RPT1rZvV9Anpunag5Qb2vZIh8tJFvd/wP7FwjrgxfeQnpj2UDUDL3mc/92nYkzpJQTwgrIDXtASgRdUJOAFRYkAXvBRgBcE8IKyQ/7AC/CCigS8oCgRwAs+Sjb5w5OLQCDgmEbgCozeC/IHXoAXVCTgBakggBc0T+AFgSoGvCB/4AV4QUUCXpAKAnhB8wReJouhm13foLtwKNJaIYAXfJTc5p+msOdyMxWpjE2msGcRKNUWMbw88jDwArz4FNGf7JA2+aACv7oj4/31ktYeePEv/3SF/dhhagbxP5VMCnsW7s3qGi6gdQMv9xjGzlpySUuxZuBim7FzU7q/XtbaA/4KnMEAABIhSURBVC8+5i8p7Bvf55uQZrVf3L0q7MfjJXoDRjXg5V775n0xWdxlJf/KNtdN3wlT2iATePE3fxsvhUVsP1JjyVv+77WbWWE/Di/Ro/uAF+DlHi+e3csP7XYNv9l20nRLb9lfL2vtgRc1eLHFINntm35XCvtHXzr10JO15LLBZnuOsy0Ko2dj8dERepqHbnbdN7+jlz4HQWqB+aaYELK2Xb/y9dnYymrbeo8AXjJEw4PuXbqFeYRdSSV/vay1B17U4MUu3FCV9+gl21TcCvtwubb45IG+Da1W34dtBBa0Y9rceWi3OfI5wUugVKPyPKGbNhN0sFx7eZhuCvzNLz4ZWNtiW+8RwEuGoVFyhfsepEAKrVuG5K+XtfbAi6rBETMG2LojP1NJl8CKQ+mN55cJrBUW0X4pU+eJDISZpOYKvfw0ridVIVC6uZXWB9t6jwBe9Ayd5oVfXI85d4d0uwrRKlcoGWAlMex84EUNXkhPsv5gxHhjxyLfB0fj8cJ6JoVF9PrBTip3t/ExsIwXNkoWCGLOez1lvUcAL5NHuLzuSIT0fett04hREyOsMU/ULiwAXnKMF33odoW25tjhxb5LYD3wUlwitppYWsbn1sbjRajdWI4CL471HgG86BnG5Kz2CHowvuynM3l/KqfePuAlt3gRxM9KuHtXCnuBFzGPn8phPF5EBWEvCbw41nsE8JIJL4IgbkU9q2aG5K+XtfbAi0q8mIl4Vjf/70ph7/Re7KtKZryscHovum29R9sHXjINjlgtSb8jxO8nSf56WWsPvCjEi1GzLruli1NX2FvXWpy5F46ywjfL+HzyeLyIE88W49hzL7b1Hm0feJk8nGUurspiJthcjOSvl7X2wIs6vFhn3MuQfEvFpbC3ey/kAkIXvRjdHwX5BYWDRcaLlWTcKS5ZWe3gxbbeo+0DL5OHUfMIw8Y5+fZ09Ogt9kgbVu3mJH9HYU810LdGI2pScSnsCWwY0cweKrimHRujJra639j5eYXGJt3IySY9maZ3X6uODsRHI+bI24/Ru9OsJxOwrfdo+8BLprrd8wJ9jI5eMhvXk2pDH3DsqtsbFBXf8dfLWnvgxcf8Uwp70qrrTx5QloqksA9VkUMyVNBnVvkz2twr3jf4chtdVkd/Gx1g87f0EVfqHifp8WW8tvUeTR94ycyX7/DaQ69fGr07oA1ebZd/Kfz1stYeeMm//P1JBQ574EXZXw7zh90MYw42T+AFgSr2f/bONjaK44zjCz57b7HJ2cfL4btsfT7it+Oc2uZqGx822MbYLYY4FYXY2OBAIIEmgarQpC0hOC+8hoSSCApKk7ZJmgaVVERIVUhaqVIR/VClNImKGqpKUaoKRZVaqVKlSlXVeWZm9+bOd6657p3t3P//hfXdsn7GM/Ob55mZnSebv9A3dgF9AniBgBfnZey8HkWfAF4g4AV/O9gPvAAvaEh5hBfkyYUgCDmmIYzA8F5gP/ACvKAhAS8wBQJe0D2BFwhNDHiB/cAL8IKGBLzAFAh4QfcEXiA0MeAF9gMvEPACvMx8U3yvDv5sEZ2U59QhLsFLW5w9eAx4QZ8EXm5dxve3aJ6nh8QBO8GTlZ49UedN4Ue4SKU4ZY6Ocrmd8LJhzf/Ci++pajLX+/sJjxWjFATAS37jhVoKP+lFtvE96lFGdIiQ9QmdOSQzISmXwIsj9od7qc+LRDCxzt3bfCvfG8mCKXWt4vhLY/RXqQ6xnGx6gmBfzS63ualD5pX8XtrjvOU5zVC+4kUehEhnXBorInSppIMN9p2O6sF9J5bwG0/cbaw4Rh1AuQReHLG/tO9Asz6wlfsUvqVUAwXzqUqcNsU+rN019n/gRZ6dqje0E17Mrl8AL8BLalX9MUoZa+hMxLo3h9zGaLVyYH3xFXGqKh3sHD9xVz18F3hxxP7iHQHdOo9f9HFXIc+TmS28pNYk8WIdAa4Xf+ymY8dvA16AlzRyu2WqenHJMwLYzWiujReZfKR4dX1AuQReHLHfeK1EdH72hzWsZCDO55hOwsvwc4eLhgf94khlindP/4PwsvanHew3J3xJMbJyBKqrUDvNp4Z+8phbeL9k985Bv7ZczB7ZATfhhR8j7GzmGuBlRv1C1ztxUhS/0agMPuShh4812Unt6R/lEnhx0n6e58PKUZfZwD9JvDAusPrTQtdeqYh1khdqtrB4d/SjCOWy0ijZtPplsK9tFY+crQoP9yq0ETn4jKordBh8iGaFg30bm80WPysML0Tp+UNRACKP8VJ3xD7w3TemTCkG+9gwFbu5OaBbuRrJf1cugRcn7feeahLJdkWvzYTek8OL2fWx20qfJtMw3tWky0q28hspX5JDq0ZrLCDStP4zAQUvdZcX85xYrE2YLe81UsoT9izCi+9gtxt8yF+8BD88/LrMCmBu2pK4ctSn1Vy7T4+nlWaNv1tJOg28OGi/8CGzjBexLM0dJMEOnpKxdJ6diTMhfRr/UiR4E6kbLQ1sZU8R2SM4Xnj+RjsJtR3WMbz88yLoks944eluRG5QvjEiYUqRnGRK6QW8ZN/+8J8b9dx6LzZB5JxuarxYAFHxwgaiDrmQzr+18gKTuyIzlosf+z+ZBbrkd3A0POi3lotoEk+J+WM3m0arKY0W8JJ1+2N/WCIIINPI+7M896ISRMkjngIvvpX/6nbHOnsaE55Fk8EiBzm73YqUaUIuES8fZLQCBn2G5l7Mlnhbljk+RYvvZO76QIenPmC1dm+5PfdCl8CLY/YHf3e3CJEKJV7uzGTYv5WVo0njRQ9e/EBmcRT/UW6aqWv1WL5NHC/kvdiNiV2+3ZuEJSjf8KJueLDcXB5J84z1sU7mpisNUG2LwItD9gfPN9l8p8FfbgrIGl7MGyUJwZFcDEztvexLdEBcK4sUEnK8SCjq3idmuS23NvYQbzVVlRltEIQ+O3gp+I6y2UUhDW8nfNquoZ03QFpEUC6BF4fsD57nE6APvL8oN7t29fDZOQpBfEtpnUjsNUgx93IlkXSuQkpGrsudlSIWCvdSozAWnlhCgTQtW/sOzhYrR0tDa5DnPq/xEj5l78Bt+Mtit+293Cn8dP4eLXbtZs/+YJ+yolN3eWNzsK8tG+8cxToFXszth4vYiMGiXkYzeiOkrrV2cyA2GNHKihgd2AfKl3xfHBm3sdnCC1+VDp7cIJjU03hjxOyqPB01Rg8TJWOd/Pb6AAu6WWTU0F6LxaP8xIursPb1ZuPBj2hzZvHqPQ/pa6/SQhEbjNpW0TYGNgyZx2lbHWtpbavMrrv4O0fxS+DFCftZLxYSAdHaq/7QgWbnTUl8Y9pbTv/8vFy8Ps1/59unDg3xm+b+Sf3Sgp8mp2xdYyU7X45Yb3gzsFBboaUk6+3Xtd+t1JY/FuDL4GVFRCcP1o/yES98M2bN81ExtGla6F7eZIyqSt6W1DemfXsjcqeDegm8zOzzXgz1B7dhGOrH8ofg+3xy1jz+w1tZKgdPgJf08p6dk4fdM+/wMhnfap+cryk4MgcdHXhxpE2NXcjH7gm8jJc9szswhH4OvDgRM+28Hs3L7gm8jFdda/8rFXRU5hDiHeAFfzvgxVkFP6zWtFq89gy84G839fZrEARBGQl4gSAIeIEgCHiBIAiaDF4gCPOhKArshyDgBfZDENo08AJB6JMoCuyHIOAF9kMQ2jTwAkHokygK7Icg4AX2QxDaNPACQeiTKArshyDgBfZDENo08AJBwAuKAvshCHiB/RCENo2iAC8Q8IKiwH4IAl5gPwShTaMowAsEvKAosB+CgBfYD0Fo0ygK8AIBLygK7Icg4AX2QxDaNIoCvEDAC4oC+yEIeIH9EIQ2jaIALxDwgqLAfggCXmA/BKFNoyjACwS8oCiwH4KAF9gPQWjTKArwkiOZ92uK7lmX+K1RtTnh5/AzmlbbhL/aVLRp35N2NdUeGnJPcOfwc5/yeiyYL+9fUOIqlJdlRdZd8iPPLPaotVf9oXujosof7NBqvl7hbFEmb3vw0pb9SbbrxZ+T17fNsW6TH92+iD17b0RbLp6Zoe3ASxbxsvw+zhhGFt/eU0l4qbu8P/EDbznwMmVDZrBPVlNEC60JpO2fHdYwwSrL6pal8+K91arbVv7BF5bo+rLqnsaGdrrSza7V9YFw7+fvcLgok7Ld3DTo147uT7LdWOhPRqNvKf8gtNjNHry+yWx5i11lbDvwkj283CjRLbzo5ti6pDZxNAkv3/gW8DJleLGrqcWvzZ2d+h7XwX/beDn3kt0tWb0lOQBWp2UflM5jLgz7mfqlt5w9uXQedVxHizIZ2/XiazZeFNtt1yeORgkf9gEzm7kw3nJiY6a2Ay/Zj5CS4yKmWKcGvExDvFBokFwxdjhrUATL73Kt5PGOq5Dii1/z8KH4K7YD0HBzdjzSoKede4l1ThYxkY/xJA87soGXiWwnq34gvlVtL/gtj3cK5ttoNFtmWQRhQdTjj7JmyQCZse3ASw7xMvzjShHALqvmQwSrPe5w8/gWeJkmeKFAwdxe7dn4myOPJt1m4aX0r3foslsar13Qrd4an72oPfTtCuHHCLywLsqCKNFF03oYDuCFBzkDW7W2VWPr0uBFsV2vO8NZoqCRMcXz9PWo9GM4XhhTMrYdeMkdXpZVhxb7Vvp3b4vXdaxz9zbmyaxvAl6mTXDU08g48mx9YGDr4+nw4hYjPHVL5tPoiQ6AnL2o2eWmDinwwgIlVr+ii8bnOZwPjsj2hvaexuDJK+nwothuRX1xNBpVlXzmZUcFt1rgZUFJxrYDLznDCxsCWDWGn/HUB6y6Zk5nTyOtM7z7S+BlGuDFtzcSOtBM9eL5UoXekNZ7sTiidMsNRUmzF1ptt1tWM++o4v9K4GQBL5btzIlpGxk31xfHyzjb9bpWG43WPDUrPj1W4OWedRnbDrzkDC/Md2WhKx8NrLpmtXl0f7wegZepxAsXDf98tdezJ6ob+oR48ZYr3TLeW+n/vzrop5UjVs1UpxZeXnwhW3hRbKff1v+IO+3cyzjbjYVfVX0SY+fLEVo5oseKUY/jJTPbgZdc4YXWE2yKyLo2VkTaRsh7AV6mgfeyhEUX5FrKGIGim4nwonZLpbfKL0erWQ3nDC+K7XxZnEc3E+BFtT0JjUwPfI1aJPAyk/CS4KTE69r31KefAC/TIzhqaNf4NBirlS8zvozfRZKAl9J59jqKsfBH4+Y8w73au3K2wpp7Yd04a3MvcduJbJpGM3zp8aLYrnufmJXMUfawF1/gVttzL5nZDrxMKV7M7dVtIwiOpsvcC0OCDDFYxWjj10kS8KJ0S7W3WnIV8rjXXjliVZ7VlaO47bR0JLYMp8WLYnsqNLJAnrtb1spRxrYDL7mce2HV5S1X5l7MrsqyIsy9TBu8sPqgWU0rQhgXCqh4UbtlCgdAfJ/DfS+q7eR8JS97qXhRbU+FRl4g7HuZUXjhHmfiyhFDSllRrBN4mSZ44YvKocVu30W+U5WFAsuqazcHUuIlRWxkHo/U7HI3tNd8kf0X1zusnnO5a1farp/7u5vWDG6bk2i7ipdUsdFAR2hHhdnyllh9eqMRu3ZngCgkru0WlcKqu5u1AYqK2XDgmTUwxDeU7z7pl25NJpEt5ESbpvd2eDXRvCjrlPf3P+IO9/Y00q55NiZYHbnFb1dmqtiIXhZcUMIq0rMnaqw4W6Hn7J0j1fbwsYcrGtrXNyXaTsGT5dykio1ogaGsiBamWdFjb47wB+Odo2kt650OOeQND/q1muebpevNxjg23NU+XMHcl/4z9MY03JepwYtSTWJf2X8u/e2bEXrR2RiNewDWXcIHSBUb/bd9+0dpIIjiAGysJl1Mv5AipEg6C0VIZy32ShALyxwgpEhpK9vE0k6sbRTSpPYQegZP4OCfJRDBsBDcHb7vAJv3MuSX9xYm7ifvp/vNu4s4Rlx+316OZ/5zYzo73+KN6aL22fM8fs7wLKzWXlw0+lyZft2Njnp7b4vlyW18xnD6VWRnUtyYLlm7eKmGEHwH/zi9rL04KXkczXa+W7FWNtd6bITqHQWkFi9lZYcv3dq20s8HCR0FJBYvnZuHUV1bya6uj0M6RwGJxUv2dH9Q21b6r+OkBklIbTnSyh/17wCUZHqBGv35JxUv8heq/YO13AGmF/EC4kW8AJYjAPECiBdAvACIF0C8AOIFQLwA4gUQLwDiBRAvgHgBWPcBcUAfx0Sxe2kAAAAASUVORK5CYII=" width="252px" alt="correction of errors in accounting"/></p>
<p><p>The auditor’s opinion on the financial statements, which may be qualified if material misstatements are found, is a key indicator of the statements’ credibility post-correction. Applied consistently, they provide structure to the financial statements and give financial statement users confidence in interpreting the information. An error of principle occurs in accounting when a transaction is recorded in violation of a fundamental accounting principle or established company policy.</p>
</p>
<p><h2>Time Value of Money</h2>
</p>
<ul>
<li>When material errors are discovered that affect previously issued financial statements, the company must determine the appropriate method of restatement.</li>
<li>In this transaction, wages paid for the office refurbishment are a revenue expenditure and should be debited from the wages account.</li>
<li>He has worked as an accountant and consultant for more than 25 years and has built financial models for all types of industries.</li>
<li>Once an error is identified, the nature and impact of the discrepancy must be assessed to determine the appropriate course of action.</li>
</ul>
<p><p>However, regardless of the cause, errors need to be corrected once they are discovered. Disclosures also typically include other details about the cause of the error, how it was discovered and other direct and indirect impacts of the error. Additionally, an entity will need to consider the impact of such errors on its internal controls over financial reporting – refer to Section 5 below for further discussion. The role of auditors in the error correction process is multifaceted, extending beyond the mere identification of discrepancies. Auditors are tasked with evaluating the company’s error detection and correction procedures, ensuring that they are both effective and in accordance with the relevant accounting standards. They scrutinize the adjustments made to correct errors, assessing whether they accurately reflect the underlying transactions and are appropriately documented.</p>
</p>
<ul>
<li>Journal 4The Dr suspense a/c would work towards clearing any balance left.</li>
<li>Specify common calendar options that the application uses to automatically generate a calendar with its periods.</li>
<li>There are numerous other types of accounting errors, and some of the most common mistakes are listed below.</li>
<li>Once you have viewed this piece of content, to ensure you can access the content most relevant to you, please confirm your territory.</li>
<li>Detecting accounting errors often relies on a set of indicators that signal discrepancies.</li>
</ul>
<p><h2>Prior Period Accounting Errors</h2>
</p>
<p><p>These entries should be clearly documented and supported by a detailed explanation of the error and the reason for the adjustments. It is important for the company to maintain transparency throughout the process, ensuring that all stakeholders are informed of the nature of the error and the steps taken to rectify it. Reversing accounting entries means that an entry is credited instead of being debited, or vice versa.</p>
</p>
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" width="251px" alt="correction of errors in accounting"/></p>
<p><h2>Disclosures relating to changes in accounting policies</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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DciVFDtF5M8LkAHvdDSN6LvRf4PZdswxJeHtD4iJcrCPYRqkHlIKcXV1wdbaS5zeJcSXcpnaMaFMb76tKiR2xp0Lg8hGtdBY2uW3DHD25k9tNF5HxTjnOxepdUn62xaKYgkOId/MkgQBuDJEgBUlFGKkn0heh/wK9YqMQ3WqWLHJST8bGPxXOQO5XSo7nx3ZxtzrmqtI0nljtxovcMOvqV9bMuaR9VwBH3HmDofFWH9DI+reD99bfWJR+anonXVAS5WKUQxOY3ml0oruP8HCimSS4mPMRhQQCC5QHNM30NjkXh8Wtvsmpxcb69+H2zGOJJZChZfiYljRSD6wy5Rtzk7KQTmujtavLtaZLw3fcTOv7leK49Yel49dNFs6sf5fsuyhvqCSTESfwzpodDso36/en0t7borWU9tEJ9UU02R2mlHBUqYlCsQ4bZ2GzbnBNSf1W9GoOD2BupwBMYhLcPga1DYKWyZOxyVTAPrSHc404iXrm63ouJQxxCCSPs50kLM6tqQJIjLgAEMdYOc9xqZfSdjLcLmKbqHgZsfM7Qb+wEqfZUVFzS+rXDs5a0QYjWD08IVzEaNWna2OFvpGgyrVcHsD82gc2Bmk+1mkjaY0Uc2npKydsNdtGLctghWYzKud2Dk6GYDfToUHGMjOad3pI9Corq0N7EF7WFFkLr/h4CBnV84qpEisdwFYd+1VAKubp7LgeJRgrw3Dg88m30hT55IXHjUdlWfdU6jKxkRIPYq7xHhdvgd1Z3OHtyONQMc0E+u0xoZOvY+Y6gJC9EKYtw9wTkLdyqv70GOB8Dy1Mze0mqw9Lbgvc3Dnm88zH2tIxP21Zb0O5P2jKPC6c/TFAPzVWvphamO6uEPNJ51PtWRlP2VDembWj71p8NBox7ER1ln3n7K1vUVft+wsbZOYo7vSe/1JJSn0DAHsFRv6GjfHXX8VF9Tn7zUgdVUfY8BDPt+172U/isZmU+9NJ99MP0MY/jLw+CQD6WkP9GrzZ5tsP8v2XK1A0WWMvGxqgf8AUP6/Nd3pY9Cy2m+jywQCK5AOdIBIjkA7gGJjYDkdBxuxp1+jLe6eFaj/AIJ7kjyA+M+0mkXq/wCm6txLiHD7jDQ3NzdLCH3XVqZJId9gsqqSBsNQPe9Pzo10QFhYXFuralxePGTz0OpKK3iygBSRzxnbOKkt2B9Y16e0OBHZw/XdVcWun0MMp4Vd+0HUn03fmpOB+bCS0+Hkok9D65L3F4zElnjRmJ72MjEn2kkmnH1m9ez2d3JbLbK4hKBmaQgvqRXOAEwmNWN9XLPfimv6Gg+Ouv4qL/TP3Ux/SDX+6t37Yv8AUxVSbXqUrFhYYJcfuukfhFpiHFFxSuWBzRSaQJI1hg6EdCVZC7WDjnDSVXHaK5i14L29wmQNx4NtkY1I377FU1TlmrZeihasnDgzcpJ5nTPLSNEZPs1xv9BqAuq3o+L/AIisYHxRleWQY2EKsXIPhq9WL2uKW+Bqii78ThH0j6qThStTw6riNDMeRRdmGs5R6+YefqgeY7lWU6ieBCy4fCHOl5ysr6tvjJyoijweTaezTTz1ZqAPSP6KfBb53UYiu8zR+AYn45OfMSevjuEi1Y/rT6P/AAlIVN0LRYplm1YXLNH+5AFpEUBWOrG+Tp5YpO68eiw4hYt2el5IfjrdkIIcqCHjUg4IddS4z8oJ4Veu7XNRNNo9gAt8dNdP3quS4ex4W+JNvar/APHc9tUQYZLhyzmIgx4HRsqAOorrM/Y15RIrvBMoJSPGpZV2VxqZVwVJVt87JzxVk+qnp6vE45JEjeNY5Ozw5BJ9VW1bbDZsYyapRo2B7jyNWc9D4ftSf/Kf/CiqphdxUztpz6uui6j/AIgYHZ+i1L/J/NlgmT3A22mNJTc4p6SjESKtnpbDqjmfUFbcKxTsBqAO+nUM4xmnF6HjH4FMD3XLfXFF9wqsyw6nbu9dtzyG9Wd9EZcWk/8AlJ/1UVJh9erWuGuqGdD+9PJHF+C2OG4LWba0w3M6mTqTMO09onufioo6KdHG4lxeeNyez7e4lnOfW7NZSNIbmCxKRj5oORyFTN1vdZkfCEit7eFGkKZSP5MUMYyqkhcMxZgcKCOTEnllqejaVHEuJqflapNP4oncN9ZSmL6TNuw4rIW+S8cDRfiCNUP86slNY91G15jPac6J7DX9EV7enimOssrn/BpUQ8MmA50N7f6vg3tKmHqX60xxTtLe4ijWTQW0qC0U0eQrgo5YgjUMgkggnlg1CXXz0OWwumSMERSp2sI3OkEkNHk7nQwOO/SU7wTSn6Nqu3E4SvJI5zJj5nZMgz/814/finR6X7hp7KMfK0zZA5hXdEU+8q+PYafVcatnnfqQYnrrH6/JOsqDML4kFra6UqlMucwE5WkZtfD2f+aNlOXS7gi3ds8DsV7dNIYHBDY1qRgjVhl1Fe8Ag7ZqsPU7wyS24xBFINMkUk0cg8+wlGRturKQwPepB76mH0mOOyWkFpNEcPFdoy55HEMyspHerKxQjwJpWsODwcQmseKQnSUDdoO91Mcidm2P8LDK2nPeurnhau12CrXAHtNy+8HX5fRcrgt5Uw/C6jqutCu2q0f5aoa4AHweNPMdACot9L7iDG4tYgdlid8ebvpJ+iLb3+JqHoxUpelhH/dGAnkbVBt5ST/eKjGWIrtjB7/Eisy4k16hPf7BelcKtazB7YD8k/Ekn5r14vKtROD+eumQDTnO5JyPAd301oGDy5+dMIW6D3Xt/b6T5YBGee9aNFdJibbvPLxrBxvvsaCEod0WpJiPoI335/nri4mBgY8aUAveK4uKr6o9v5qgrj1CpqR9YLZwQ+qfb+YVMnoh/wDLtj7bn/8A5Z6iPoyBpJI2yR78D66f/Ub0k+A8Rt7nszN2PbfFqwQtrhkj+WwIGNerl3VzrnfzV3Nrbvq2jWsEuIIAG5JmB71fDrp4PfXHZxwW3Dry1ZW+EwcQLqxkyDFJGyo6AJhtyNWTt4hsdDepu4tuCXXDlnjWe+adiV7Rra0W40pJBAGPamJIg2ktgs7sTjJppz+kzcn5HD4V8DLdkn8lLb+lXLN158XkOEgsYzpLAFLmZtAUuXx2kQKhAW1YxgZ5VadXY3dVxwlip3okecD6lS90t6qEuYOHWvaBLbhstrI8Jj1i6W2Ts4oWy4CoT6zZV88sd9cdv1KQInE4oppYbfi+8kEKxqtuzLomaElCF7VdQKkEAEAAaai0dNuPzMyLNDEwZUYR2aAozKzqubiZwCUVm9bOwzSVxDpBxUNpl4pOTgZ7BbJRv+/ggK58gc1Vq4lRpiTPwKkp8JX73ZfVmJjO0mO8AnRTR0T6kYbZSvw3iky9i0CrPeuyRxsnZkRoqosTKmVVlAKZ9XBAIdjdAbQ2QsDCps1RI+xJbBWMhl1MGDs2pQ5YnLHJJOTXzs6SdZfEmkdW4hfEKzrtcypkBiNwjqp5eFNHinHZ5T8ZPNJ/GSu/+kxqcXAOwWc7CKjDDiF9RLS3srR5ZAbeGS40Gd2dVaXs10R62ZstoT1Rk7Cm/N0/4JBqHwvhaapDLIqzW2WlPypWVWyZT3uRqPjXzFCDwrWY6cKyYcOI6/JfSviPpEcFiyTfxHx7JJZSf5OJs+2m/wAQ9LLgyfJlnl/i7eQZ/lRGPpr56V4BS8xJ6E0blXa6VemjaKjfBbS5kk/ANwY4YvxiUklcgc9IUZ5ZXORT3rA6Vz8QuJLq5fXLKd8bKijZY0XJ0xoNguT3kkkklHlIPdjyFasUZpTm27WbLEjFeAVlXjrSpCF7G2NxsRuCDggjkc+PnVrOrvrUtL+3EN40SSlQkqT6RDPyAdWf1MscHsyQytyzgGqoBqxc1ds719s4luoO4OxXNcR8N22M0mtqktewyx7faaf0MD4CCraXnQvgVse0kFsvMgSXDOD3nTCZm1/ihTUMdafWZHczwpDEosLORWjg0hEn0kamaMABVZQUVMZCs2cFiBGBQV6oqa4xDO3KxgaOsDfz8Fl4Vwj6LV51zcVKzwCGl7jDZ0JaJMOjSZ8lZj0i+nduOHpb20sbG47EaImUmK3CiQAqpJQMBGgU4ypaq/8AQDjps7qC4GfiZAWA70Pqyr7WjZl99IzrXlR3F4+tUFQ6ERHhCuYPw1b4dZutAS5rsxcTu7NoZ92isn6V/SW3e2hjQxzSyP2kbqwYxRgDUwKnYyZVMHmAx5qKrYaFG9emkurk3FTmEQpuH8EZhNoLVji4AkyfEzt093nuVPnom9KLeBbpJXEbYWfLYCtFErdoAe9lzqK8yDtyNQVxS4DySOoIDu7LnmAzEgHGRnB8a5s17HRUuHPptpnZs/NLaYNTtr2veNJLquSQdhkEaeaKsp1MdbVtLbCzvmVGVOyDzfuM8WNIV3OyOE9Ul8BgAc5OKrYaGO9Otbp9B2ZvkQdiEzHcCt8WoClWkEGWuaYc13cH6j7wVau26qODwv8ACGlUxqQypLcxm3GNxvszrnHqs7A8jqzimN6RHW5HdJ8EtSWiLAzy4IEmk5WNARkoGAYvtkquMjJMFYFerirFW/lhZTaGg7xuVi2XCGS5Zc3lw+u5nsZtA3xjWT499TqBEr+jl1hpYSvHMSLe405bn2Ui5CuQN9DA6WI3GFPIGpl6Q9WfDL+X4X2mdeGkME6dlKQAMts2kkAA6GXJyeZJqooNYsBRQvslPlvaHNGonolxThQ3F2b21ruo1XDK8tEhw8RI10Gs9AYnVWU6/usq2itTY2jI7OqxMYSDFBCuAYwwypdgvZ6VJwNWSDgFF9EXpBbwtcRSOI5ZuzdC5Co6RB9ShjgBl1s+DzXJHyTUC4FFHp9Q1xWIGmgHSEN4PtmYW/Dmud65zOf+IukGT4aDTt1nVL/TTiYe+uZ4mOGup5YnXIODMzxuO8Hkw8NqtD0R627Wex7W4nhilEbrPEWUSM4XDNHDnW6yZDKFB+UVz6pqoC14aZbXlSgXEddx0VjGuF7bE6VKnUJBpkZXCM0AAEa6awPeFNnoicciiuJopG0vcJGIc7KxQszJnuchgVHfpYc8AyRxOx4Ff3DyPJA04bRITO8PaFPU2BkRJVwoAePIYDmRVT40zy7qwOKlo3pp0hSLGuAPVU8R4SbdXr72ncVKb3NDfUMbaa9SCANNNRM9rW9cPWfa2do1vaPE0roYY1t2Vkt0xpZiyZVWVchUzq1EEjANM/0TeO20K3KzGGGRdMgnkKoTE2lWj1sR6quqMF7zJUClR3c/qrNTTjf1DWFUgaaAdEynwba08NqWLXu/mEOfU/ESCD5R0gzuTunH1o8f+HX082coXKxeHZJ6kePDUq6yPFjU4+ix0wjFrJbyyInwZjJGXYL8VJlmxk76ZA7HHzxVbYU7h3168fvqK3uH0qnN3JmfetDFuH7e/sBYGWsblykbjLoD8JHvSp0u4ok9zM8SCOJ5HaJBnCqTscE7FvlkDYFiBgYqb/Re6W29vbXKTOI2jdrg6ttUQjRCUHN2DJjQN/WTGc1X2FAK3tjy99OtqzqT8+k6/NSYvg1HELP0NxIb6uo1PqkdTvMdfNYQT5ZiORYkA+fL34qx3ox9IbaG1mR5ljkEjzyCXCARhETUjFj2igJluTAtjTjSzV1jTSMDvrx4t9J9m52H6+VOtazqBDgJKbjuD08VtjbPcWgkGRE6eac/AemptuJS3cPrI08zaWyvawyOxKH5pKkEE/JYKcHGKsHxKXhXHI0LyqJEB0gyLDcxZxqUq3y0zjudc7g71Vo24U4+w5+uie3XwPv8fI1Jb1302lrgCDqQdp8FSxbh2jeVKdelUdTqsGVtRu8dnDr17bnporScPn4VwONysqtIwGoa1muZcfJQKuAiZzjZFzuTttXrjfS5r6/F3OCEWSIiNdysMbgiJScAto1EtsCxJwM4DcjsU8664YdIHh5Y/UUVKz6sNgBo1gd/FGF8P0bF9Su+o6pWeIdUdvHZo6beOwjRTb6V/SaCe1tVilWRpJO2UKcns9DJqYfges2nS2DkMMeqcI3o49OBaytBKwS3nOoO5CpFKB8pmOAqyKoQknGVTzNRTJCrcwBg5z3n29xFZ+z/AI/mqUV3881vL5BR0uG7ZmFfwwklnramJBLswI6S3Tz8jCkj0mekFvcXlv2MqS9nEVkaIh0GWLKBIpKsQCc4Jxy55Aj5mBYYJI8TXKbLDcsHvzXbFH47bd3M0yXPe5zuplaNjZU7K1p21MkhgiTEnUnp5rTcRjOxyPOvEixy2862aCP15VloJGeYBxnP5qWFbzaICP5nG48vPxrJbMkFiCRnBbwJ7ifGiNfpHKu+1ty2QDkgZIzgY+rJp7WSo3VIXCLQYyD7u/8A4e6kjpAwwAByP5vop1tAmRhmA05ORvq8APDzpu9K2yo8jju32OOVRXTIpFSWtXNUAXvRm3JQt3a8e/APKnJ0QT49P87/AETTc6KfIP435hSs7EHIyD4g4P1Vx1V+WsfNeu4E5tKlRrROUg+cOlWK6EdJbaG1uopbUTTTgiGU6T2Q06RufXTQ/wAYCm5PhgGu6TpZbK0cmZe0W1+DOr9ksf8AejWupW7QufXIbBUernvxVaVLNzLH2kn89czQgUlSvn0XTXOK0qj3VRSd68zNQxqA0iI0EAbQrQw9bMSG2LNFm2BMp7UA3D9n8HjdjglSkICjY5Oo99Nbpl1pWzM0qtrcgYRWaQsQNIzIVAA2Hhgcgagi6tSpII3Hv/XatKsB3fTVR9uKoh5JG8aLOOJcp5dTptYYImXHQku2mNzppptsAFzXMpZmY82JY48SST9ZrUWrpdM8hRHaH2cvfWg3bRctXqMpmHOC5BGawlSu6SBht9GD+bnXO6+7204SN1Ew06g9UyuMrWGK6GgPhnH2eNaDUoKqvbB1XrP5f11qzWw14Up4KhMlYsKwbesiaNNOUbhKwC+NetXqtjz8jRo2zTlEQu/hPI+2u8LXDwobe/8ANSgo/XzqVuypv3KxyAO731JXQvqN4ldqHSAQxsAUe6bsgwPhHpeYDG4JjAO2CaeHohdXiXU0l3OoeK0ZVhRhlXuCA+sg7HsUKsAc5aRG5oKsN1xdY8fDIlYp2ssxYQxBtOdIBd2fDaUXUo2UkllHeSPOeJOMrmhfDDcNph9bqTsCRMASNhqSTAVq2tDV9+yqqfR/4j2PbRpDMvrYSKXEvqMUb1ZUjQjKk4D5I5Anao7vLJo2ZJEZHQ6XR0Ksh8GUgEHHiORzVr+oHrnW5lWzljWN27QwSKxKyMWeVo2UqNDBSSrAkNpIwpxlT9KHq7S6tmuo1AubRSxZRvNAuS8bYGWKDMiHmMMo2c1Fa8Z3tniYscVphoefUeOxMNJ1IIOxOhB3S1bMDRhk+arn1c9Vl1xKN5LcRFYn7Nu0fQdWlX5aDlSGG/iD4UodI+pu9tgxkSI9nDNcERvrPZRFFkIGgZI7QHHgG8ADMXoTj9rXf+UJ/qkqW76MG+jBAINndAg8iDNagg+RFZ+Mcd31ji1a1AYabNdjmIyh28/ZFG1a9s9VRTonwGS8njt4tPaTFhHrOlcqjSEFtJ0+qjd3PHiKfPSHqQvrSB55VhEcK6pNEupsbDYaBk70s9DejfwHpDDb74jnl7Mn8KJoJWiOe/1GUEjvDDuqxXXkf7m3f8V/SWtLHuMbm2xG0o22U0qzabpI1h7yNDOmngdUtKyDnFhOsxP0KqZ1fdWFzxBHktxGVjbQ/aPoIbSGGxU5GG5jzp0J6PnEvm2/8rn+gM+2pH9Dc/te7/j0/wBWKdfXN1pHhjxIIVl7ZHYlpDHp0lVxgRvnOrntis/FOLsZGMVMOsWMcR7II1jKHHUuA7paNi1+nXXqBsoKf0duInG1vscn43n4fgcv13qMp7XSzIwGUZ0PLmpwT5jINWHHpJP/AMzT/tDf+X5VBXEJtcjPy1sz4HdlixHLz5kCuu4ausbqveMUptaIGXLHjMw53h2TbmybSZmDhPaQfoVw8P4c8rrHFG0kjnCJGpZiccgAOXeTyAGTyqSeHejzxF11FYIicHRLL6w8j2Ucq5A/fH7pG9ETgyaLm4KjtNawq2N1QKsjAeAdmXPj2a+FPPrw6dXHD1iaGFZEfX2srq7JHp06UOhl0l8khmOPVwM1zeO8ZYh/Ff4ZhzGZhpmf1OXNA1AAjTqSdkltZioJP1hVv6a9Tt/aoXeEPGo9Z7dhIEA5ll2k0gc20EDmSKZXA+CNcyxwx6dczKiatl1MfVBYKcAnbNW/6H9dllNCrzSpbynIeI6mwQSNQYJurD1h3jODyqD2hthx2BrRle3lurV00AhY2Zl7RACBgawxAAAAYAcq0ME4lxOqK9C/oFlRjXOa/K4MJb01kE9RBgifeVLEgZ26t69t432STxz0f+IRRySstvoiR5HxLvpRS7EDs92wDtkZqJNA8h5nuz37Anz2Br6KdYH953f+TXP+qevnVxwfKAIGQdydgMbn3Dw3qXgTiW6xmlVdchstIAygjceJKjuLVrGZx3j5E/ZSu/o1cVP4Nr/Ln/dVDN1Fhip5qSD7QdJ+uvp/F3e6qL9T3QAcS4q0cgzBCXmuANtSCQhIsjl2jsAe/QsmMHFZvCvG9e8p3Va+yhlIA+qCPzTuTJMADbVPqWQyZm9wI85+kJs9X/VNf8QAe3gJiP8AhpSIoT+KzetIM7ZiV8HY4wac1v6O3EXM6p8Fd7WRYpFEzAs7QQ3I7MvCqEdncRjLMvrahyAY3F6cdJYeG2rTOuI4QqRxxgLqJ9WOJF2VR3eCqCeQqBOr70iEF5IJ4Vjivp0ZnWQsbZuxgtV1ZRQ8fxCszeqV1McEDFUrTjDHsTZWuLKg3lt9kbkkEEg+sMxyz7IGsAa7yNw9uTO46d5A17BVp6UdHp7SUw3ETwyruUkGCRyDKwyroT+GhZTvvsad/Vx1M3vEoTPbiExiRoz2kmhtShWbbQdsOu+fGrnddPV5FxS1eFgBMgLW0uPWilHLfn2b4COvep8QpFW+pvrrk4RC9o1qrkTSu7PKUKuQiNHoETDYx889/lvrYfxfeYxhrqmH02+ksLQ5hPqwZ9YSRoY2mQdNdCa4tAHgO2PXQa+K1H0Y+K+Fr/Ln/dV4fRi4r4W38uf91VjerLrCvOJW/wAIgt7RU1vHiW5mDakxnZbNhj1h303etPrxuOFzrBPa27O8STAxXEhXSzyRgEtaqdWYm2xyIrBpcU8S1bk2rGUTVEy2RIjf8at/w5nf/mCqb1k9B7jhk4guNAkaNZR2Ta10MzoN8DfMbbY8PGuTo30aluT6gwg+U7nCA+A2JZsdwBx34zT362emZ41dxvoWFikUOlWL+qrSOX1FF3+MIxjuHjtZLqJ6IWtvayXtwgMFt6sEZAYFlxl9J2eRpGCKG21aid8EemWd3dG2p+kANrEev+UEb9T7tVescEonNXrEmm3KA1sZnvdswHbzPbZVlHU/MV1iQlfEQPo/lAxHvxTd430cmtxqZQVHJ4/WUnz5Ff8AOA8KvTw3rC4rdfGWtlH2AJC68ktjbAdpog3h6iEAgjupM4lZW/FEkE1rJZ3sZCNojysxbmpUhRISozhhqAZSGZSc27e9qsdoc3gRE+R/VX8QwSyLDzaXKjdzKwqlhOg5jDrE7luyrv1DdXhuCLqZVKc4lYAx6fWUytzwVdfVXGe/clcNzrN6FxWTRCJZpIQqrLcSFAJpe8xqralGMjBGNhzwWaSesnpO/Df2nBb9nBEZEw7kOJiWcs/qkMhLF1UEArnGlcAQn0g4k9w5eR9TeAAVU5A6FGAuQBuBk43zzrcti+q7mA+quBv6Pop5NRsOgH3EAg+RGy5WhVskb89idwM7EnvNcbrvgfX+vKu+K3OCRyXGx2Y55fjVhBDnOBnHidx7PurRLVjh8dVlZQjDA4OR38wfEffWB4Yc7Anz/XnWxk/X8I/dW2y4iV8Rj5Pfv4nPPbwpwaOqjLn7tWmK1PLYZI+UQD7xnYVlcwlCVyNjuwOc+8d1dclurguW9ct8kDGx7xvvWMESgNqye5PaO4+G3jT8ibzFz3lruQG14AJI7vrpE6Wn4tefyt8/iml62YrkqcZ2PmDzGfCkTpj8hfDV3cs4NV7sfyXfvqrVof5rR+9lr6Jj1G/G/MKXroeAAAA2/wCPfSL0OgzGx/ffmFL8cYAOfD1ccs+dcBdu/mle0YIwmzYO4395XIJscu/6vZ+vfXl5cKeQPLc+J8cV5KteaNjTBG6tPLj6vRamGe/lQbbfkfIfrzrONQefL6z7O+sppfDOPv8Af4d+9X7ejOpXHYxihLjSpHbc+PYeS6DDt3d+PZt5DH0d3nWgAeWPV+s+rt452zWkSnz/AFHPu7s1rnT6P194/Xwq8AAucmVpMhZsjYefMY7s8gduRrZxiQgDkSd8nY+z9TSjwjgk0xxHFJITzKIzfWFI+kiuu/6v+IMf70nAA29UYAG5yc7+w7nlTHvYNCQpGtqDVoKaXbH6ef8AXWo11TW2lRn2eGDjce6uRlqIiCt+3rOq0g52/VePHWU8mQB83IH21q1UCnBBd0CweOtYFbdNeORUgVdzQtbVkufoP6mhK8JpyijqlPhQ2Pt/NSglJ/Bxsdu/8wrtJ+qpW7KlU9oq6noeoP2LUj8Ke4Le3IXf/NAHuqO/TUkb4Rb/ADfg5x7TK2v6gldfoR9LlAnsXb1yxuIAfwhpWOdB5qVR9PMh3I2ViH76TfVvJxCCN7cBp7ctiMkL2sb6dShmIUOrIrLqIHyxzIrwzmNwzjBz7o5Wuc4hx0EPHqmTpE+qTsNey07apFMx+Vw98FVU6rp2W/simx+GWYHnqnjVl96kqfI19AOLoDHIG+SUcN7CpB+qqs+jb1Rztcx3c6dlDbuzRhipaaZC0YGlSxVY5AWLNpJZFCggkic+vfpUtnYy7/G3CtDAveWdSrPjwjQlyeWQo5sMu49uKeJ4vb2tqQ57fVJbrBLtpH5QJPb4qOwpOOg6lMD0Lh+1rrznj/1KVIPSnj6wcTskbAF1BdxA+D67d4/yipTHzmWmB6GbZt7vw+EIB/JLSX6YtwyS2LoSrotw6MOasr27K3tDAH3VUvLBt/xVWtn6Zw4T2PJ0PuMFXWlpe8jb1z9Sn51kdFs8U4XeKPkyyQTEDuMMzwsfAA9ouT85B4Uu9en/ACbd/wAV/SWlToJx1L61guAB8YqsRz0SqdMi+1JVZfdSX15/8m3f8V/SWuYoXFZ1/aW1YQ6i9tP4VSY9xJHkAm0XBz2kdwo89DdcW91/Hp/qxT26YcGguOIwpcJHJGLO4YLLjAcT24BGe/SzDPmaZfodH4i7/j0/1Yrt9IzoDdX0kDW8auI0kDFnRcMzKVwHYZ2B3FdJibWP4orMqVeUCCOZMZZpDWZH1CjoEAGezvvp707bjq/4YFbFtajY4wF7ht31Tmz8DvkD2nbJ27vd41Iv9pHiXL4PH/Kw/wC3TH49YPBK8UgAkjYrIAVIDDGRqU6Tjy7xXpHB1tStnVWMvRcEwYzZi0CR+Z2hnw6Kpdmjk9QGZ3IjTXxKkDqN6xBw+SRZQWt59JbRu0bDIEgH4QIOll54CkZK4azfR7pRbXQ+JmjlyN1DDWB3hozh19jKKgTqC6CWV/byGUOZ4pMPpkZcowBjbSNt8Oue8ofGuXrg6k5opEewjeWLSNSaw0scoJOvLsCUYFcac6SpzgEVyXE1nguKYq+g6o6hcDQucG8txAEHV25EQdJ80WxLWetqPDce7r8VL/TbqgsbsEmIQynOJbb4tsnvZR8XJ561J8xmq3cG6Jy2HGrW3lOopdWzI4yFkRnGiQA5IzuCuThlYZOM1Z7qXs7qOxiW8J7ca8h2Duqaj2au4ZgzBMfhHAwCciou64L5H49w5FwWhe1WQjmC0xdUPmEZWx4OKzeFsWvKVzc4c+rzaQZVAdOYDKCA5p/KdomNRCnNHmAlpiNe2niP3qpo6wP7zu/8muf9U9R/09tuEmyutA4b2htbgIUFt2mvsX06cetr1YxjfOO+pA6wP7zu/wDJrn/VPXzw4tMVD48GxsPD2eNV+A8AdilJxbVczI8H1fxSBodfD5qRzqbGZqkxMaeR7+S+lUPd7qrd6GyD4RxQ9+bUeYGu7+okfUKsjF3e6qfejh0rS04tJHIQqXwMWTsBMsjNBk92rMkQ/fSIO+s7h21qXOG4lTpiXZWGO4a8uPyBSlwFMnxb9HKTPTTkIsYMcvhIJ9ohmx+c1TC5X1W9h/PX0P67ehZ4jZSQKQJdpIC2yiRc4BONgyloye7VnfGKqX1c9RV5dXTQzRmCK3kRL12eMlMok3ZIEdi8kkMiMrLlFDglsjSe7/4d47ZW2EvFao1pplxcCRMEyCBuZJy6dYHUKnfZntY1vj9v37ldnozKzQQlvlNFEW8dRRS315qgPXlbqOJXmnl8Jufp7Viw9zah5Yq/HSzj0VnbyTyELHCuceJ5JGo72ZsIo8SK+dXSziJmmeR/lSM8j45apGMje7LVmf8ACyg91zcXIEMOg7TJPyEfFT3DYtnE9wB5/wDpW89Cf/ko/wCVXH2R1Fnpwf39F/kcH+vuqlP0Jz/co/5VcfZHUW+nAf2/F/kcH+vuqMF//ZV/Op9k2h/8d3+g/RQt0BcC4UnuBP0Mp+yrlWZ7Xo/Iqc7efMgHze1EuT5BZA2fBT4VSLht5odWHcd/MHY+/GffVnuoLrFW2YrJ8ZbzoEnT5WpMYWUL+EVBKsnerN34r1y9ZBzHaCD4T1XQ8NVDVszSpialOo2q1v5su4HiRMeMd1MfS7j0sVjw6W2aSO0CILlrcAumlFCqxIIVQ4kVjy1bHuBR+nHEml4fDxBWkjnW5DAO2MqGcReoMDB0JIOeQWGSMUrcL4ReWIMnDHjvLKY61iZgzR556SXQkjYZVtW2GQkFinca6O8T4tInwiJbWCM6mGyl+4jBdneQrlVYhVUMTv313F5BGskdtPMHt1VijTtmVWVi6nkY5zi4uAqFpJJY6kRmL9cs6iAI8Wn6YPC1kSK4C4NzbGQgfPhCup9pWRUz4KKqet6Sc43xjJ+jwFWf9KnppFKdEZGi2iaAY3+NkwHVfEIqqMjvR/Cq0iMKO4+B5keX6499b+DgkPI2zfOBPzXFcWBrGWrXD1+WZHUNzuyA+Tfkse2bA3z348T7++iG733GP1/PWmOH8LcZzhu4nw8BXa8LEEHYkfT3jf2VttXGOyjdC24I1fb4+6ui5gGldxvk4zkjxzt9QrGxQBNODq1bnO2PDHj5mt3wIkb/ACTyxuR5Y++pQNFWc6DvotcEAx8r2bZH316bVuWx8ifsP5q6k4ey+sBgL3nkfqwT5V7DIXKgAE/JG2xJOd+7O/2VJl7qLmTqDIXNFYseQz7t/PcbYHmab3TpAI15517+HyT5U5ZwwJXBXB5Dx79qbvWAp7NSe9/dupP2VWvmxQd++quWLia7ZP7hY9A3xG/L5Xv5DlSy253+766S+r23zE57g/P3ClyeMHlt9n015lduHPd++i97wVhNhS7QfqVxyJ4c9/fXM8ZHOu7GPP7KxuXbV6w386Y1xVypTEJHc7hd/W555Dfx/ON9vOpJ6rurKW9TtSTHET6u/rSAcnHzQe7B8KQeg3Rlby6SJ8gSbeWRkt7fVHye/arf9HeGLDGkafJjAUZ5+01dr3pawBm5XnZw4MuXtfqAfrqPko54J1BWa4LmRj4Bio95Bz9GKfHBOruyg3jt4gw/CZdb/lvqb66cocY3rYmMc6pms9w1JV5tGm3YBaI7VfAD2VpvFAFdT3CDmwBOcZIH2mk+eRT8llYDmAQce3HIUx7TGycXCd1Tjrv4WI7qYqMI8rMuNgNWS3u1E1HhFWA9Jvh6xdmVGzYbB3x62CM+B3OPPyqBphkk8s748PKtilUzMBUNrThjh4lali1HAG57q0v9ndXSbcjfw32rQRnP65qYFSVGxvuteax1D7q2SR499agPKpAqj5BWJrPXt5+Nai1DNT1CXJQ4XJtv3nn54zv4e2u1ZaQ4piNgedbTcN3mpAVTdTJMpx8GvnidZI2aOSNgyOhwyMORB9+MciMg5BIqxnQr0oXVQt3AJGH+FhYRlvAmJgUye8q6jwUVVBb5h37e77qFvX8T5nA5fRWRi+A2OKtDbqmHRsdQR5EQY8Nk+i91I9COytnwv0i1ghEUVtlw0ra5ZQEHayySL6iKWfAbBGpOR3qIOnXTia+lMkz62xhcerHGvzI0z6o787k82JNRgOIPj5XL2fdWpuIyfO+ofdUWH8NYfY1XV6NP13SS4yTrqdTMeQgK2++eGkMABPXWY7CdlYXqQ62xwuOWPsO27aQPq7bstOEC6cdjJq5Zzkc60ddnWUvFDCwhEPYLKuO17TV2hjOf3OPTjs/POe7G8BpxOT5x28h91e/srJ84/Qv3U4cOWIvv4gGfzvzS7tl2mNtNvmq9G6NNhZlB0InXYiPJWN6mOuQ8NheAw9ujSa4/jez7MlQHT9ykyCV1jlglvGnD066/1u7aW3NsI+2Urr+Ea9O4OdPYLq5ctQqqR4xL84j3Du7+VeHi0h/DP0L91Vrjg/C6936Y6n/MkOnM72hsYmOnbXqi3vTRAGUGNiSfsVYnqW62f2MSWMwdt20gfV2vZBcLpxjspM5xnOR4VIjekqP+Z/8A8n/8aqZDi8vzz9C/7NbBxuX55+hf9mo8Q4Kwq+ruuK1OXu3OZwmBGwdGwSUr3IILAfefsVck+kqP+ZZ8vhX/AOLUE8a4mZpZJSN5ZJZWHPDSOzkA89tWM7fdFknHZvnn2gL/ALNeDjk3zz9C/wCzVzB+GLDCnufasyl2h1cdvMlFe/z0ywMAmO/TzKmDoT0qmspRNA2lgCGBGpJFzujrkahkZ2III2IqaeE+kuhX421Ibv7OUFT54dFK+zLe2qb/ALOzf4w/Qv8As1iOLyd7HHsX/ZoxjhXDsVcH3NMFw0zAkGOxIIn37KChdGluJHv+ytr0r9I6VlKwQJDnYSu/auM94j0IgbwLFx4g1DXCOljR3cV0+qZop0nbW2GldWDEFyGIzjnpOM8u6oz/AGYkx8s78tl2/wC7Wr9lZd/WP0L/ALNSYbwvh9hTdToUwA4Q7UyQdNSTPz06KWtibntyMaGjrEyfeVbTpB6SImgli+B6O2ilj1fCQdOtCmrHwYZxqzjIziq2cVAbUM8wR7iMU3G4i55ufZt91ePfv4/UPuqXB+HbPCg4WjcodqRJP1JUVxfc1gZlA69e0dSre2/pVLgZsseRuvD/APS1Wbj93qkZh+ES3Pln1sZ8qbS3jeP1D7q9a6bx+z7qbhHDNlhb3vtGZc0Tq4zExuT3KSrf56XLyjpJ11j5KxvVl6S9xbosV1GLpUwFl1lJwvdqbSyzEDbUwVj+ExOTS/YekhDDLdSJbM5u5o5UDyoioEtre3IdlVyTqgLDA3BG4OcVZt2J2J3PsrwuQedUa/AeFVnvqcoDPo4AuAOodsCANQNoS0sVyDK5oPjqpW61+te44iw7RgEQ5jhiyIkPLWckmSTBxqbkM4C5IMbSnv7zzNaIVY/ryr0Hzro7HCqVnSFKg0NaNgFBdYk6vAOgGwG3/tTd1Fdew4XbG2Nt2vxskvadv2fy9I0aOwflp56t/AU2uvrrCXisyziMQlIY4tHadrnTJLJq1dmmM9rjTjbTnO+BGxXffkO+vVx5ms+jwnZUr11+xsVXTLsztZ30JjXwCVmKZKRp5dwRPgffC5zSx0d460BxzXOcZwVPip7vZyPlXB2Y7x9FdFuEyNS6h4AkVveiF2hhV7fEn2zxUpEhw6qXuhXW61vvHO8JPPS2jV+NG3xTnz3py9JuvaeRNL3Mzqw+TGEjDeILRBcg8iCSKry0C+H211LJsM7gcvKoWYPTnUmOwOi6CrxxcO9Y0aRf+dzAXDx1St0l4287Zb1VHyEXcAeJPeT4+7atdnNuSAo9U7YJB+vnXPbyAYIG++c8vKs/hGDyBPkB9vfW3QospNDWCAFxN9eVruq6tWJc87k/v5dOi2QTnGnuznHdnx8q68HJIyfEDf35ryJS4zgDPlgf11ttoiO8kd+Pk+Iz3Vaa1Zj3D3rMMzkDODy8Ppfw8zXTb61PftkDG/116qhuTLnG4O4Ps2xnyFdv7GYQMXBJ/BB3X28qnYxUatVoEFasOFAYnsyQWVTjOPHOwPnWqB9HySBucDnz8W7j9tKMTKFOck7BR+C3jvn31qZPBD+b7wPbUuRV21ehGi028Yb5TkewZ7tvr2psdY4+JUnmJQOXMaW3z39wp+cEnVWYkagVI0gDIyCM48B5Uz+tmAiBDjbtcfSrH7BVfEGf3Zx/e4VnDqp9MY099PgUl9XkeY3/AB/zLS8+rGncA/X7aR+rSbTGx22kyMjP4K05JpdXPv38B48vzV5JeuIuHfvovpXAmzh9LyP1KS44D3d3OsZ37yd/tH9Vdc5HIe895/qrhuU+79cU1hk6q3VAboFLPRPq/uLUpdwssxQMexVWDmQYAhBb1SWYlC42UjvG9Kpvry+W4kkuGtYbaTsuzt1IdnCI7a2mi7XYvpAWFc4JAYEEvDoBx0yWkEiaQpkLT5Gez0ESSxjPIkI6qe/bxpzT8PRLglhoW7CHtMgL8IjHZhWbYa5YuzC5+V2BA3wDYp1ADEa9CuCxKm59YkmJ3+n6BV+exlDyDtLh9ChtUkgyfkkaCkmCx1/IIDjDZVSMU4uF9MrsI8CxS3BSIyF4mIKxnIUlWDNqBVgRqJ9Ud52mHivBIlBaUgKNyWIRcDvYk488k7Vq6pLMM09wq4SZ0WIkEZihBCuM76XleVlPJk7M99W3V2vbq1Z1O2c18B3mq3W/AZJlSdx2h9RlQ+syq5zldQKswXdskEk7bcnfwXo+zkri4jcLGS0M0qn1gGIEisiMV5H1cAg/KG9SHwq0htpZba40xFJZGtZHPZiWGVjKER9gxid2iMYOQFU4w1OK7vYQjR25jmnI+LSNteGwcPK66hFGuxLuRkDC5YgGR9w6IaNExtqJknVRr0J6KyXqdpefthY47lbcXTKSzxylBIY4VhyhUL6ru7FstqUYFVt6XcOEVxNGvyY5HUDf1QGOF33yvyd99qvDwuyjhUJ+DZwx4bv0gMGP+f2QZj5VRjiPEO1lkkbOZXkc4+c7FvtNMoVC8k9FqWrA1gaVwsSf6q5xzrY0lehvH6fCrgQ8gndZSqW59w+quORa2u9e57vtqQKCpDlpiGSAfCutbMfqT99a7aH1huO+lIR+7vqQLPe0grnWwXw+s/fW/wDYxOWPDfJ++nl1W9XN1xSR4rRUZolV5O0kEaqrEqDuCzbgj1QcbeIqYODeiHxBv3W4s4vxDLMR7jHEM+Qb30qhLgN1W1eFpnlke0/fWwcKTw+s/fVpr70OrhUJjv4XfGyPbPEpPgZRcSlR59mfZUfdS3VMLvic3D7xpraS2ildxEY9euN4QBqdJEKMkwkDAesCpBwacEzOFDi8Hj7x9Z++vf2Hj8P+8fvq+ll6LHCx8v4VMe/tJ9P+pSOnFwz0fuDx8rJG/jZJpf8AWStSymZwvnX+w0fgfym++sW4TEOYx7WI/PU2+iv1SfspPL8K1CCyOicISrTTZZREHGGRQELuy4YAoARq1Ldzo10MtLVdNvbQQj+DiRSfNmxqdj3sxJPeaE0lfLmPg0R5DPsZv9qtsfR+M7BGJ8ix+w19HOtvqjtOJQuGijjuNJ7G5RAskb811MoBki1fKjbIIJIw2GEeegnGyWV7G66ZIuISrIp5pIsFvHIhP714yMjY4olJKp3a9X8jj1LS6f8AEinbP0KaVbLqavJPk8Ovf86CdB9Lqor6a0USklfMngXU9c3Ch4bG5kRs6XVJNDYJU4ckK2CCDg8wR3V0RdSd00zwCymM0axvJGDlkSTV2bNiTADaWxv+CavR6N2Rw2NTzjuOJR792i/ukA9wApK6IS/+0XEx/wBS4afoaf8A2qJSKocXo4cRPLh8u/jLGv8ApTjFbbj0auIqpd7FlRFZnJubf1VUaicC6LHYZwAavh006c2dho+F3MNv2urs+2cKX0adekHdtOtc45ah41HnS/0geCmCZPh8LF4pVARZXyWQqB6sR5k0uZJCqNwD0e7+5jjmhsXeKZEeJ/hECB0cBlcCS5VgCpBwQD5U1+lfQEWk0kE8fZzQ6RKvaatOpFkHrI7IfUdTlScZxzBr6E+jqf7j8N/yK1/1a1CHQroil50t4pJKoeOzFtIFbcGbsYkhyp2IUCSQZ/CRKUPSQoS6LejvfXSh47KRY2GVeaQQgjuISSRZSDzDBCCO/lXnTH0fL2zRpJbRuyUZeSGUSqoHMsEkMiqBuXZAoHfX0ZJoO/nmjOUZV8p/2Ai+afym++nN0Q6obm8QyW1pLMiuUZkYBQ4VWK+vIu4V1PhuKdXX90YWy4pdQIAsRMc8AHJY5l1FAOQVJhKgA2CBKuF6NPAPgvCrVSMNKhnfOxzOTKAR4qjIn+bTy6BKaBrCpHxnqHvoI3mlsZUiiVnkcyJhEUZZiBMWwBvsDTQ4b0VWVgkcbyO5wiR63dz4Ki5ZjgcgDX0/6V8JW5t54G+TcQzQt+LIjRt9TVQf0XEY8U4erAhkkkVweYaKGYNnzBQ0rHykc2E1G6rroDewvh7ba6H/AIdc8nV1MP8A3O7HtguB9qV9PqKOeUcpfLTiPRnsiBLFLHqzjtRJGTjGca8ZAyPqrki4NEeX+kfvr6HccTVx2zB3CcN4i2D++uLBKbPprT9nwWcIBrlls0TAGS3wiOQKPb2fKnC47hMNHsVRkcDTw+hj99YpwmPuH/eP31fTqj6g7KzhQ3EMV1dMqtM86iWNH5lIo3BjVUOwfTrbGSeQEgX/AEEsZF0vZ2jr4NbxEe4FNj5in+kDsm8hx6r5ny8JQcx9DH769/YuLu1e8ke7GasN6WXU/Dw9EvLUGOGSQRzQ5LLE7AmORCx1LGzDsymSAzR6cAkCS+jHo08OktoGkFwJXhhaYpMQDIY1LkKQQoLknA2FS+kNAlQ8hxMKlXwFRzG3tJP0Zr0QKMYBO/eTy8Kmvov1PR3PG77hnaSxR2iPKsmFdypNuYVbOAdUdzktt8g4rp6/eouPhFp8JN40oMscSxtAFyz6jnUsp3CqT8jfHdUjbhkxKjdbuiYUGSW+SCoIUkgAty25b0qwliuMbZznz5Yz7KTyullzgjfv8v12pVtuILyweR5Hv7ifAeNa9ttqsS7LpGUStlgigEFMk8mBwynux+CR499dljZMVZj3YBYkah7B3+2ujh91lGUKrFwPWAyR9vs7u6tetn0xgY0Z5Dc58cbn6KvtaIWRUqvcSNAsoHjXZhnz8+7bNbWDOfVxpI5DwA35nY1hFBsQ2fLls3v+ytlvYlSDkEHffb2j+od2KlAKrlzQCZ1/ey8sVcH1Q2CCDzyR38u7HOmr1sg9gmQf3Uez5DfX31I/E7HSQVKkOB+5n5GdsY8cd1MnrwiZbeFTgjtM5G+5RtifHHd3VXxNhFs/y+4UuEXQqXlKOpP0KQOrW3zC522kxud/kju8Kcs0AGwJOBlttwfupq9XchEL475P6K05JJW3ySNQ3z+EPPxrxy+B9Id5/YL6o4fc3+HUtOh+pWllG+Tggbd+ry8q53IxgjON8n9eddYXbOe/3/1VpdBg5P5s+7vqNpV2o0lSJ1I9O4bZLiC4YpHKpaNtLMoYqUdSFy3rrowSMeqckZ3n/ojx2O8tVfCuJExJGwDAHG6lTsQSNs7EVSi4x+v3d1Pfq66bm3CKScxOzLg41KRgoR345/qatso59t1xeNMFNwreMH7fRPjjXSG1iuisdojzR5KxxIoWPbmdvl4wdlAGcc6eHRrrSv3D6uHMMAtGyyKit+9ZZSGG+CNGs8xgYpr9XC2d/dXetB2jtDNCxxlWRQGZcgrkvliCCCDU5DjgjbS8FsWGlg2CBkMW5aXwcnfcezuFlwDSBGsbklYdLM71gfcIH1VdumPWXcSRsb23jChm7MElPHURnUzFMINhvnIAqQOrvpZ+1VdtIiI1IRhSy5xuoA9bVlSccxnbkHl0w4jFNGZZxEIoNbhVX1VYDGpiSdTL+DywcbZVcVOv+nbdnCiDSsCKiKvI6eRxvksQWPn9cnKFUaCFG+q6i7UzI20Tr6w+uOVWvYIkULcBYjKSdUaBShCryBbUx1Z2LeIqD1I2zy8uddlzcMxJJ3bOfPJyfrrjmA2xz76lY0NEBaraZpsHz81g5G/PyrFF7/q7jW+QA4JO/sxjHL20KNtueanCYWSZK1K2CcY3+j66wJA9vlRcnbGNxnJznPh7K5RTwqtR8GAui2b1vcaUkakuz+V7jSpFUoWfUJzKxPoE32nikqd0tnL9KSwEfUzfXVkPSc60JeDWkc8MKTtLcJBiRmVULxyOHOnc7x4xlefOql+h9xHRxu0G2JluYj7Pg8ko+lolHvq73Wh0CtuKQC3ugxiWRJQEcodaBgDqG4GHblinBVKvtJH9Hjp/JxXh8d1KiRyl5Y5UiJKBkYgFdRLAFNJwScEneo441cJF0ytgMA3XC2D4x60itcNv59lbp7lXyqYer3oxa2dt8HsdKxIXOQ5mIkY6nZmZ2ZnyeTNsNIxgAVXDiXQC44f0osLue4e7W/lmWOZ1CMjfB5YjbsqARgBZE0FQoK6vVGgkqo1PfXlecTjtkPCo4pblpkVxNp0rCVfW+XljUFXEfe2xI0nORA3TKz6WxW093ccRtYIoI2laKBIjIAo3VSLTHLJy0x+6yfWV0zh4bayXdxr7GHs9fZrqf15FiXCkgH13Xv5VWfrI9Ka24jaXVpa2N9K91BPApKINLSIyK+mOSVjpLBsbE47qEidfoAA/ALxmbW738ju55vqt7d9Rx4szGlD0u+uK74SbOKzWEyXfbs7zqWCrF2fqqoZRlu0OSc4AGBk5Dd9AK4aOO9tZUeKaNraZ45FZHHaRGM5RgGH7kpwRyZTyYVwf2Qrh7Z4XPj1Ee8idvBpUheJfDcQyn3UJVNfRDrbtHsLa6u7i1tWniVnWSZEHaDKyqiuwdhrR8Dc4HfVQOmPWvcQ8Q4kOFXvZ21xdLca4o4nWR5Ik7VgZYS/y1ZdiFJGRnmZ59F3qp4fPwy3ubmygmnlNwWe4j7TWguJUhbRJlAphVMFVAZdLb5ya++khoXjd9FEkcccPwRVWJQqgm2iLeqoCjDZGAO40qOquD6L3H57vhVvNcymadmuRJIwVS2m4lRPVUBRhAo2HdVffTe4zdR8Uhjiu7qCJ7FHMdvPJEhcTzKWKKwUsV0gnGfVXfapr9DV/7kRDwmuh/PM356hr09YMcQsX+fa3C/kSK39OkSKafQ5/5GgyzMe0vNTOdTMxuZmJZjuSS2STzzWjohJ/7TcSH/ULD6mP30ehk+eEoPmz3I+l9X9Kubog/wD7U8RH/wDjrP6mX76EJ5dbHVHZ8WaBrsSN8F7bs1R9Cntez16hpJb9yXGCMb1A3pQ9UXDeF8OE9tbaJTcQRlzLK50vqBGl3aMbgHZQdudP/wBM7pvecPtbV7Of4O810InYRxyZUxO2MSo4HrKDkYPnVS+lvTDiN9GI7u+kniDo/ZmONVLLupwgHLJpQChX06gv+SrDHIWsA+hAKjb0fpNXHukZ8JbEfQky/wBGpG9H5v7lWP8Ak8f1bVB/UL0hWLpNxmJiB8LmlVCTzkgbUEA8TG0x/wAzHfQhLP8AZBbxxw+2iVmVbi9jSUKSNaCKVtDY+UurS2k7ZVT3Uiej71wrY8NjtzacSvHiklWMWcDXASMnWitI0gwAWYBRnSNIwBipF9Lrq7uOJ2cC2qiSa2uo5uzLKhkTQ8bhWdlQONathmUEK2+cAr/o39DZuH8PSGcBZmkllkRWDaNZAVSy+qWCKudJIySATjJOiTqqodc19NxbjcANpdWPwiC2tlS6QJKdVw4E2juGHfnn9zark9bHF/gPDLuaP1DbWsxhxtpdYyIQPY+kVB3CZRxDpjKyktFwq10sQcp2yjRp8NSS3Mi4O+qF/Cpj69+lljZWZbiKdpbTSRwmPsxL2jnMqqYyRqA7It/mignREJM9FXpHLecHtJpnaSZhKsrucuxSWRVLHvJQKfYRVOus20ex4vfrE7xPFdyyxPGzRvGtyouAFdCrL6k5TY7qSN8mrodQPSrh93bP+xsfYwQylGi7LsdLlVkJEfgQwORzOarT6anCOy4ukoGFvLSNifnSQO0Te0iJoqcz2kj9k7fQi4rczXV3293d3KpDHpS6nkmVGaQ+sodjhsIRnngmpK9MbpLPZ8KeW3leCYz2yLJGcMAz+sM+BUEYqPPQRt/jL9vBLNfpNwT9gpxen5JjhUQ+ffWq/wDdmb+jQ8AOgIYZCZ/obcVubviM811cy3LQWbRRmYg6FlnidgMAczAOfhUkelrNlOEw91xxrhqMPFAzk/8Ae0VH/oILmW+PzY7YA/jNMT/oCnX6UvEwvEujsR5PxHtCPNGgRD9M1FQQ6AkYZElTV0346LS1uLllLLawTzlQcFxFG0hUE7AtpwCe81X/ANGr0g7zit72Fxb28cUkUkkTQdoHQppID65HV1ZSdwFOceypY9I9yOD8SwCf2ncjbwKEE+wAk+yq1+gnaM19nHqwWLjPg0kkAUH2qsuPxTSsaCCT0SPcQQApq9NiAvwWdB8qSayRfxmuYgKma3i0qFHJQAPYBioo9J0hoeHw7/tni/DI8DvAlMz+4JEx91SN0w4t8Gtric4xbwTSnPL4uNpN/L1ajUiYfR/ox2fH725C4Fxw+x1Nj5UglmiYZ7yI7eHPlpqLv7Ihe/tWwh75LztMeIijZSfd24+mrKcFuUmSOdMETRxsjeKMO0Tfww2ffVRP7IBehr7hsOf3OK6lI8BIUVTj2wEA+2nsEuATHmGkqvCH1079zjP3Us6sltly/fjGnfuA2HupKnO6bfO38dvrFdFzKVGFOx7/AB8fIezFdVan1Vy100ucISvaFl9VVzk7kE5Pljliuie9Ltk/KwBsMHbbG2MGuHgpyMsfZ4geNLENopUkY/HJwfPbv8a0GSQsOu5rHHMNe61tJgDcZHjvXZb7qSzHWCNAx6uDzIxyNcp2Y8mAz62M525gUpTMjYIZg2Bqz3Hlt5VOwSqNV0ACPet/C4Wz8lnbntyAHM4Jpl9dsa/B4yM5MvInOPUan5CVjJCuWLqu6nAOflI22fdTC664QLeM8m7bGny0Nv8ATtVfFGxaP8vuFJg3/wBhTPj9j0SP1WXAEThhle0z79K99Lkz57892+5Hl/wpvdWkOqKTAJw/Mb4Gle7l9NLgg/X9efurxi9A9IefH7L6xwFx/h1EeB/7ite2dzgeW58qJyW1EYxgA4+0DnWdxFuMDyyeRP691J94P1FMYJVysS0LXNFjOoHlkef9Vc6LkeBB7ttv17/bQ8mfzV4zacHu5N7O4+4/Ua6CztCGZ3b9F55jeLMq1RQZ7A3Pc/oFt6LcaktplkQlXU7HP0jPeCNvfSp0p45JdSGVnKlueM77be3P/GmpxRyp35b4I/B8faD4VpLMeTDA5bn7vz1Zyg6rnHtc2WjZP3inTlzaC11DsxzxzYk5IPzhy2pncOgySzd4wPs/qrltbXfLHPeB+CPfzPPNKdxupxzwcHw2yPrFIIboFMyk53rO3jRYfAR5j2H7815+xK9xb6R91d1i4dFYd4z7+8V0aavejsPRVPTK22c/FN264OQMqc47uR/r+qk9XwOffuP1+ynhJTb45Z+tkd/P2/11BWtw0SFoWV89zsrt+hXAWBP6isTGOf1Vk9sRg+PKsVNVwtJ0n2gvLQet7jSrGK4LQgsMeB50qB/Ie6pAs+o0Zin36PN52XF+Hvy/bUafyoMP/iYq9npG2nacH4kvhZ3L/wAnGZP6FfOSw4g8ciSo2mSJ45I2AGUeNg8bAEFSVdQ2GBBxuDTp6RdbHFrpXjm4hO0cqsjoojjV0cFXRhGiAgqSCMcjTgqlRs7KSv7H/wAQ7LiMkS7R3No7OuT60kTxGNvaqSTj2MfCrJ+kZpVOHzFlU2vFeGuSxAwkkvwaTO/LROSe7bPdXz34czRgaGZSF06lYq2MYIypBwRzFcjcJQnJBYnmWZiT7d6VMLF9MulHTrhJUxXN5w4qdJaK4ntyDpYMpMTuclXVWG2xAPMUiSdeHBIBgX1ooHdCdY+iJWFfPAcPQ7lVyee1dEVqg5KvuA+6lhJkUxcU65Ug6Q3XEbGQXNvMtuHQiSJZk7CKKZPjEDqwkhV1k0kalHMEg2FtfSX4JNGBcStCSAWhureVsEYPyo45YHIPLS5qkCjFZUQjKrd9PvS84dDERYrJezYxGojkhhU8gXMiLJpHzEQ5xjK51CoS3EssktxO2qe6kaWVv3zEnG2wAJOFGwGAOVbFFZLRCSFMXVT6QMvCbQW0dktz8ZI+s3HZY14ONHYMMAg76988hTS66+tOfjM1rJJapbC1WdfVm7UuJdHP1FxpMfcPwj4UzcVkKWEikzq668bzhdt8HtobaQGVpNVx2mRqABHqSIMZUfSaT+EddXEUv7jiOizFxcW6QFQkphCoQVIXt9YbKLltbDc4FMZTW2IA02o5rGlx2Vuwsql5XbQpRmdtO2gJ+ycvWl1pcR4usMd0LRY4JlmHwdJEYsFZMZd3BGlzttvjemwBSlZcPDEABizEBQuSWJOAoABJJOwA5mpEtuo2/ZNfwWQDmFMkSvj8QyBh7Dg+VVmX1M+yCfct+44Ou7eOdUpMnbNUAnykLh4H168UtYIoLd7ZYoE0L2kJZsDl62vfv7hUdrezPPLcu/7Ynna4Lw5jKyMdWpMEMhDbgqcjbfanNcdGSknZMkiyhghjf1XDkgBSGAwTkYJwNweVO1+oviH/ADST+Wt/9/Q2+pnYO+CS44Ou6AHNq0WzqM1QCR3EjX3JS4D6TnE4VCyR210AAA8geGY/jNGTE/tEact886TOmvpMcXuUMcKW1kHGDLGWkmAPPQ7EohxkagmoZBBUjNMjpP0ektZWhmUpLHp1oWViupQ65KMy7oytjPIikUin07qlUdlEz5KC94UvbW2Ny4sLAAZa6ZB6jSDulvqn6b3fCBM1q0TTXWgzSXCNIWKliN9YYZ1sTuSTgmt3Wl1l8Q4ssEd2bbsreUTAQI6MzAFRq1OwIAJA5fKNN9RWDVeyBctnKe3Vv1s3fCkmW0W3btzGzC6WRlUpkZXs5YyMq2DnV8lOW+UzrY6zrziz2zXUVqhte20tbdqCyyhAykSO4IzGhHeMHxptmE/TyrBkxS5NZSB2kKSep7rek4Qs3ZWyXBuDESHkMRHZ6gACEYcnJ38K5evvruuOM28Nu1ktuIrmOdnS4EuoIskenQYkx+6atWT8nGN6j0V7ppTTDjKA4tEKVPR/62k4OLlnt5J/hHYY7JlUr2fadzbHPaZ5j5NJHpBdbP7L3VjNDDPbCyWY5l0ZEjlGVkZGYZBjU5ONxTFkwMYOc8x4GtSsO/lTjTBMpoeYhXH6A+krYTwhL8i1lK6Je0RntpsjDFXVWVFfvjm04yVBcDUV/hPWf0esUYwXPDoEbBdbQRhmwNvi4E1uQMgDScchVGiM5xyHjWAsl+VoQ57yo/OKQ287FHOjcKeeN9ekPFeOcO0kw8M4fLJI08/xYkm7J9ErZPqICFRFPrfGMWxqAWZuu3rR4dLwriCw31lLI9ndIscdzC8jF42jwIw5cn1vCqROBgY+gDl5VxGwQ5JjQ45kqPuoNr2KBcdwr6eiF0i+EcFstRHaQoYGXO4ETFItue8PZt76rZ6aF12nHSMj9r2MCHPizySgfRNmoilsEYKCMkEYAypGNh6wII2NEFsquW9bLYBLsX2HIZYk7cqkZbEPB6KJ9wCwjqvJVy6jIO58u6lJNufLln68ZringUlcZzlt8ery7u/PtreLZtt9vp94HdW7a+ysC6ILolLsvDGwpAUhxkaSDgeYHI108HgADhgoOnKls8/Ad29cvR+N0bKnGr1d8DOe7esLlyrkNk6SQRkkbHl4e+tFsDVYVQOeSydPmu6zCllLFsEjVo3I5cq6r6dRgaDqUnLnZmBO2QfKvHmTIOGQFgcdwTHMHmTttXnEeKCSQlSW7gzADIqcaBUiHOdsYXVZgtumPMHY58QKanXu+YIySC/ajVju9RsU77VwACDsv7o22QTnAHeRtTB65bnVEnL90z5/Jb6qr4of7o/yH1CsYMxxxCmegJ+hSV1b3GIXG4y++O/1RtS1NcHHiB9fspu9Xqgxvk49fb26R305ImUZ1EEDfGPleWa8cvGj0h0DWfsF9T4I+MPpSYEHX3laBOMHbz38BXBJJnb/AIn+qspmydth3CvEhrZscNy+u/ft2XH45xG6tNGgfV2Lu/l2HzPlvyuu9dMUeRg8jWyaDY458x7Ryr2OcHHcT3EEH2bjfHlW2GwuQSU3qnQ4yPwSe9f6uX0V63DgBlQCPD9e+lLillrXHIjceVcfCbns20ybqfkk7fmqjXp5DotO1qCoId8VyRwn5uKVuG2+r2d/mT3eylybhAbHcp3GN8j2muhLQLhVGAPp5c/E99Vs0rVp2pB1TS4MhjZ4j+Ccr+Kd/tpSIrR0rTRLHIO86G9hwB9ddDVqW78zVz15S5dUhaXNJfFUyp9+PaN/zGlGSuK65fr+vKnuEiFAx2UyE3i+eedvOtMj93KtkiYOPOsSnMbbd9ZkQumcZEhFmvreOxpWWkix+V7jSwvKnhUH7ralbUNaI63LTlEtqnyFZg1rArYrUBNWxfOswa807edCU5IVmKyWvD9NZKKVMKyFZCsBWYNKmrMCvRXgNZAUJF6ordAN61GvUaq15/gu/fVdBwmYxSifF3/a5WP9DTgCST3FwwBe3WJIs76Gl163Hg2lNAPg7jvpH4p1+cQN08iPHHbxyyLHbGJSHjRyoMsp+O7Rwur4tkC6sYOKQfR26x04bcN2uewuFVZSoJaMqSY5Qo3YLqdSo3w2RkgAy3xHojwCaVrw30CxltcsQu4EhLsdTBlb42MszZMWpTk4AGcVnUS51ENpGHTquuxltpQxd9fFGOfRcwcuJIkASNCIMz16yt3pGWcci8NvFXS8lzbRH5zRyqZ0DeJRoyB4do/jTr67rHi0j2/7GTCFQLj4Sf2vlmJh7AftiKTYDt86McxnuqE+unrTh4jd2kNsf2nZTpI07Aok02ezHZhgCIIYmk+NIAYvt6qBmcHpLdaxEtovDuIxkFLw3PwKeGUgq1sIe009po2eXAOM+tzxVovYC8+AmPeuabaXdanZU3MBl1TltfOXKckA9YmVCPTlbj4VcfCpO1uu003D/Fj140SIKBCiR+qkaDZe7em1I1dvE71pGeSR2kklZnkdyCzs25JwAN/IUmlt6o2js1wD4r0HiGlyMCdSIDSGNBDZygyJidYnZZE168ZBx76FTx2rHNdIvDUE14pr0CsSKcE1ZivH7vKtkc2AfA7Hx8a109MMrHRmgY7/AKKznPdmtOmngJp1WztR3bfb9NBkJ2OSBWvPd4868zj89OBTCFtwDyGKwYeYNCXZAx49/f7M+FYJjY+e4qQEKIgheEe6sZIff7KzY5JwNj3D76wlDHHPwFPCYStEs5UgdxJyPYKVbAsSABqLcsfTz5Y86T3k0SIXXVgnKnbO3l9lKsPFlIbCqCxGOYZMeHt5Vo2uyyb4EnRs+K1T3RB3znO/PA8vGumzn1b+f67Hf6a1/BAh9YNqIBwefiN66jeB1VcL6vI8jz5E99XWnus6oWxoPelDiUYcL2bNhR6wOOY548vKuOPTnTv5kD6T4+6sCpVsDGVIPjnHieRGa23Ujb/JGdzy3Pu5eypsyqtYWANmR81snYAlVwyjk2MavaKafWpcZhQEDPag579kYY9n3U7ra3KuqlgCwBBONODvv9HKmj1r/uScv3Q/6LVVxI/3Z/76hXsMj0tg/exSN0Fb1G/G7+XyR9dLQz7vCkboKuY2G3y8+fIfVTgaGuFtrQGq6qe+nwXqd7idRtpStW6DLJ8ZJ08tPetaR1uC15H+vnW4CtYBc+temueN/XIPPGV9n4XvB+2uw1y30Odx8pdx+ce8ZFKUBdGmuV7YPlG5H5DeH70nu35HurpgmDAEcj+pHtB2rJcZ35VBcMzM06K1ZvDagB2Oi4uE8TaFuyk+Tn1W8D3U5UkNJPEbNZBpbmPknv2/OK4uCXxUmJzunyTzyPbWWR1XRU3lhynbp+iUulUGuNh5bH2b59tJljNqRT4jf29/10rTTg5H6mm9wU41p8xjj2Nv9uat2jtYWbizAYePJdUtJ1wedKc60k3BOo+WPp/qH2irjtFiBIfE4yGPnv7++tIj8f667+Ivggd321wyxnzwdx5is94hxW/b60muWVn8r3GlZaR7A+t7jStGaAoXmSt0Zraa1islpyiK2Ia3RpWESDff2edZLShNhbS1ZKa1rWzT305NcshWaCtSmnl1N9FU4hfwWsjvGk5lBaPTqGiKSUY1AruUA3B2JpExNVTWa1cK39EqwBy1zfHyDWyg/wD8Qt9BFLdn6MXC15rcP5tOw/0An1UspsqkpNANWd6lOpfh96eI9tHL+0+KX1pEFmdQIYihhBwdTHS+7E5NShbejrwhf/dmb8a4uT/41EpJVFM0Fc1dLp16NFhNE3wZXtZgCY2EkkkZbuWRJWf1CeZQqw55OMGO/RQ6trO9hujeW/aS29z2WGeRTGVQa4yI5FUkSagc5376RwDhB2UtvcVLeoKlIw4bH5Ku0ZrJm33APmef2VfqDqT4UvKyhP42tv8ASc0ldMPR/wCG3EbCOEW0mPUltyV0t3aos9m652IK5xnDKcEV/RKH5VsDijFAI5x+Df0VH+3NYPNUi9TXVa3EL+W1kYxpZPKt48eCwaKQwmJCRgM7q2GZSAqscHYG3XAep/hkCgLZW7Y/CmQTufPXLrbPsxS+h0B+H6px4sxY71z8G/ovn7N7a1omKv70t6leG3KMptYoWI9WW1RYZEPc2UUK+PmyKynvFQL1C9VMD8R4jZ3sYnNiIgvrSR/LJdJPi5FPxkJR9JJxqI5g1JToUmGWtVO6x2/uWGnVqktO40+wVfyc1nKg2x4b1e9eobhP/M1/lbj/AH1JnSP0c+FzIQkT2749WSKWQlT3EpK7xsPEFeXIjnVjmBYxYVR6skPhT64R1WzzcUk4YpUSwOwmkIOhIQFcT6c5w0ckRVM7tIqlhuRaHo96NvDIkCyJLcN+E8szpk+SQtGgHgME45k86fnASZCVSDFDP4Vc3pr6MdhNGfgxktZRkoQ7SxE9wdJSz6f4t0I578jT3pJweS1mlglXTLA5SQc8MNwQe9WUq6nG6sp76Vrwdk1zY3XJ2eawNbZHOAdsVqBH31Ko0JdY5AbHv/XlXhlz769ntsHxHlWj6qcCQkIBW12A868ncHkNIx5n3/1Vi58P18a0k08FRws1kI2B2HKs3BAB33JxjyrCKIn2Dn5VuLD8EnYcz91SNUT91zJA8rqF3b1jjv2Gc+VZswBwO7u5+31uf01yiXSynmQT79uRAOazhu8cxj7f+HfV63IhUbhpzabJVnvG/D1YOCNXeBsMNz5bV4k2e5fId/01zXXGmkxqOSAABt8kd2MYrssr1FU4XS3zhuuO8YPI+yrgdJ3We6mWt21XQ14McgO7fOTt4+FaoJdxkMR378+7Y91Z3M8ekABtedz3Ecxtz8a03c2r1hheQCKD3d/nUuZQMbptC7rmRO5idh8oYOfDzxyzTV6xZCYUBx+6ZHzvkkb0uXV8SRkBcADYYBx3nzpv9ZN92iKcAeuNhsNlI5d1VsQdNu799Vcw6kW12fvoVydAhs3jk/YtObX4g02OgQ2b2n7FpzSg1zFrsfP9F2d7+D/SPqV44ogl3wef671zyK/cfpx9tcd1cnGDlWHySdgT4ahtv91WCYVNK8tY6q4+H34kXwZdmHgf1/PW8NTgZ2SLXGdLY7nyR5NzI9439x8a62FcV+MqcbEbqfAjcH+qttreBlDePMeBGxH0/Vik8EqzuGOAe8c/dXf0U6IS8QuY44difWkkIJWFBjLtjnz0quQWbA2GSEaW5AznljP0b/ZVtOqPof8AALNVXT8InCyTudwGIyE5jKRA6Qvq5OpvwjWBfVeRMb9F0du7nMBPv8wmLx/qAUlBBdHwl7ZAxBwDqTs9A/8AltyyDq7qirrL6Bvw26RWdZUuY3KSKpTLRkalKFm0ldQOzMCGHLcVcfhlgE2LEtgnLH1iTkk7ADGTy22wO6kHrG6Lx3dtJHIgZtJaBsetFIFOllbmDk4I5MCVOQcVQtb57HgvMhS3dAVKZA3VNLg7Ul3G31fr+elC4yMhgVYZDKwwVYbFSDuCDsQeRrgS2eVlRAzO5wiopZmPPCqoyTtnbuBNdU8jdcwB0XBxGMleWeXupIaTPfyp78X6MXNuMz29zGvzpInSMeGXxpHPvplXSYY5GNztVSrB9YLRs3ObLCsrVvW9xpUjblSRat63uNKtuuaYFK86rqUfVWatWgGtqNSqIratbc1pU1mppU0lbc1sWtKmtgNKmyti1I/ozS6eM2B/hZR+VbzL9pqOAafXUBNp4rYH/rMY/Kyg/wBKhNKvV1w8XvLeykksIFubtTEIoXBZWDSKrkhZIz6qFmzqHKoLv+lfS/spJpLXh9tHDHJI5OCwVFLsQvwqYltIOB41Yrpv0ohsLeS5uGKQwhTIwVnIDMsa+ogZj6zKNhtzOwNV76yvSu4RLa3EMZupWngnhXRDpAMkbRgkyyR+qC2TjJxnY0ijS36D/EpZ7W/mmZWln4jLLIyLpUs8FuSQo2G/hUW+ml0ivE4ukNvd3sKGyhkWK1nmQNL20yAiONsFyAoyBqOFp9f2PGT+59wP+sIf5iNf6NSj1xdc9lwd4kuu2LzgtGsMeslVIViSWUDBPLOfKhCfttcaYg8hC6UDSM5ChcLlyxOAoG5J5DBqA/Qs4slweMzRnMc/FbmWI8vUkJdNu71SNqlji3CrPjVkuvVNa3cauml5IiysAVJCsjBlP4LjYggjmKjT0Q+jH7HtxSz5i1vERWPN0MQkikbAA1vE6MwAwGLAbAEiFGnpuWd1JxO3WH4YY/gQJFr2xXtBPNjaIEGTGO7UfV8qtf0flMdrEZ20skEZnaVgNLLGDIzuTgYIYsxPiaYfXj1323BXhSaG5me5V2QWyowAQqG1F5UOfWGAAe/cd7iWCy43Yo0kQntbpAwSZSrLnmDg6o5UYEZVsqy7HYGhChj0O+NpecR6QXMe8U11bmIj8JA12FffBGtQrkY2zTv9KDrqfgotkht1uJrwzaNblURYhHqJAGpiTKMDKgBWJPKmx6JnR1OH8R41Yryt2sezzzMTC5ljJP4TdnNGGPzg3IEU1P7IKP2xwk+XEf8ARtqVCsF1FdOH4nYRXUkYhkZpUkjRtaBo3ZMqx30sAGwdxnGTjJQuhtsF4/xQj8Oz4UzeZzcp9iAe6tHogRY4PAfnSXR/n5F/o0odDZA3HOK45x2vB0byJ+Gvj8kqffQUBRL6eN/cpJwxbeW5iVxf9t8Fkkj1aRblNfZkA4OoDV4tjmanbqS7X9jbLtzIZvg8XaGfPbE6RgyavX14xnV62ee9JPXb1yWnBRD8JS4ka6MgiS2RXY9lo1k65Y1AHaJ35OeW1LXCr224xYrIjStbXSn5Ly28owSjoxidJFZWVkZdWDg8wd0Qov6mOKxXPSLjssRVxGlhBrXcFkRklAPeBJEV/wAwV2+mR1hXfDLKFrN1jmublIe0ZVfQhjkc6VcMmosqjUytgasDJBEMdW83/ozxe9t0hnuLYBBKY11zCFwJraY4ARimp4WBKAkSEY2Bljp31h9HOMwLFc3iKIpVlQOZbWWKVAyf4RFzszKVIZTnPMAhYSSnn6MnSe4veGQzXTiWctOjyBVTtNErorFUAQHSApwBnGe+qxemQirxtwP8LZ20j473VpIsnz7NUGfBV8KnLot1SWs9srcN4vxKKAM/ZtaXgaDXk6/i+z0n1iSQCuSTk1VXrf4Bc2vEZ47u4e7nRY1E0pyXhIDwsM7rkZBXJwwcZbGS9ntaJr/Z1TcC1gNvPNay9ZPN4b+OatAhVyFsZSRn9fOtQbHn5V52le7e+njVM2Wp3zXrx43O+dxiss525V5JEP8Aj9dKAmkrESbHuz9BrU2f+FbDKOW32Vr1Ad+/j4VIFGVz3fylwDqyfsrptnbOWUNz2O/PYfRXNdvkqPM4PIcq3xagAxBIOcHOAMeHeceFXKB0VOuJWyziA2XGTzxt58zyNb7m3wFJzjf2E+Ixz28aT3Iz4nx3x9NdFxA4CgnYgMAu+AfMd9WQ7RVi0yDK7WuA3rE8gOQ3PlnlWRuweSnbwO/vP3UlRS42Jx5VvmvCx22/F2HLHuz504PUZoiUpcNuVJwcYI3JGR99Nvp82Y13Hy+Q9hpQmZRjGSSN/I+0c6ROl6/FpuN2O3eNjzqvevmi4fvdWLKkBXa4fvQrLoTKAMY3L8/83GPDn307Hb9f1+2mJ0bYgZ8GB+yntIR/x2PuNc9aHVw8fsutvmnJSd/lj4OP6rXPIw+SB9Nc0t034UZI8iPszW8MB4j3Z+tc/XWXbg8iDVxZyQIZ1WUEZAcYYMMYPNfu99LytSP0jiGnVjdcHI8jXbYS5AqNuhhOK6mpGspdEjJ3PuvtHP6R/o0sTUhcdXGlx+CR9v6j30r+6Auq7Qt6o5t6o9p2H1mr9WS/QBge7aqN9BLA3F3bxpvrmiPlpVhI590asfdV3pHwMe2ucxoguaPNbeFA5XdpWm9k9bPn/wAPsrZJx0bodtQxnvHdn6KTpnyef091Ywwcz49551ktGi1iq++kt0QMEz3cfrQXMmGON4piuSD4rIVZg3ztQP4OVn0bOg47NbwsrSyF1iQYIijUlZGY81kZlA/F2xkthN9KrpWMRWSHkwmn787ERKx8clnxz2Q94pT9Fq3WK2eXtCj3MjFgyalKRkpGQPUZh8s6lYjJI5itw1X+iDN5e7osilTZ6Wco0GvvU7ypK3yljZCMNuTkciNBjwQRsQTj7KqJ17dW7WczaV+JkLNbNzGObQHfIZM4GeahSM+sBbW0uS2MTRMO/SjKfd8YwBpgekxwIy2RLMS1uRPD3HKhlZM8zqR2AO+G0nBG1U7Osab46HQq5e087Mw3GoVL7Y+tSmhrl41alJZFyCUd1YruNQOG7hnfO/Lw2xXIblh3/VW0suSRmS5HvWwCkEXjeP1Cshft876hShIQU4FNbFNNr9kn8fqH3V7+yknzvqH3UqZCc4rNTTV/ZWT531D7q2x8Tk39YbeQ+6lSQnVmnL1WXOjiNg2cAX1hknkF+ERBifABSd6i79mJPne3Zfuo/ZiT5w/JX7qVIQvq50o4hYzRNFcyWjxPjXHPJEUfBDAMrNggMoOD3im1ZcZ4DbD1JeEQBeWh7OPH5JFfL55t84Xf96K97c+CfkL91JCjhfRPq+6zuGxX/Fma/slilmsmgbt4gjgWcKPobXh9MiMpxnB2qFPTP6Y2l7eWLWtxDcCOG6WQwOrhCWjKglSQM4OPYaq0l+wyMIAeY7NMHHLPq74rODiTruNAPkiA/UtLlRCvz6PnW9w6z4VbRXV5FDLH24ZHLagDPIy7BT+Ayn2EVp6F9eXCIL/i0zXiCK5ksXjdY52D6LaOByAsJIw6BeVURfjUh5kH2qpx9VeLxmTxUf5i/dRlSKx/pZdZljxS7sWsp+3EMV0svxc0eksYyn7tFHqyFb5OeW/dUqdQ3Xpwvh/DbeC7uuymQz6k7C5kwGmkdfXjgdD6jqcBjjODuCKo8vHJfnD8lfuoPHpfnD8lfupcqSVaGPrxt4ekVzf2zm5s7mG2im0o8bMFjRSypMsbdpG6AjUAGBYZGrULAcQ6wuAcTjT4Rc2MiqdSR3rLDJG2ME9nPokQ4JB2wR4jFfN4cdl+cPyV+6tdxxd2+VpbHzkQ/wBGjKiV9IOkfXxwThtuFjubd1iXTDbWBWUnA2jURfFRjzkZF88neGvRq67YFuuLX/EpVtTxB7MwoVlkCxwieNU1JG2yI8SamC6t2xvVQYr5huAgPj2aZ+nTXSeOS/OH5K/dShiTMrL+mR1i2XEpuGGzuEuOx+H9roDjRrWDRkOqn1tD/kmpV9GTrO4fZ8MhhubyCCUSXJMcrhWAaZ2XY+IIb31RJ+LyDvX8lfuoPF5G5kH2op+0UvLMQkzdVc1+ui0g6SSzJNHNZXVlbxSzQHtFjkRmKOdGSQuSrAAkB8/g4Mp9dPQeHpDaQi2uoPi5lmSZAlxG66JI2jJVwVyJNWQdiuMb7fN9OJOvIqD5IoP1CtMt4xOrIDfOUBW/KXBo5ZRnC+n/AFecHt+A8OjhnuYUSHtHkmlKwozyO0jYVmON20KuSTgd5qkHXT0/TivFLm6hB+DhYoIGYFTIsYPxmk7jUxdwCAwVkBAORUNiPUdROo9+o5J8zk5P9VKS3zKAAwx4KigD3YpzaTplMdUEQnQTWSv5U2V4o+D62/dhV+6tZ4tJjmM/ij7MVPlIUUgpzNLQM+ym5BxJ8/L0/wCaD+ah+KSH8Ifkj7qcAUhIThdse/v/AD1pff2/bSIL1yPl+7SK2R3rnv8A+6PspwaUwuASxBz9bbH671puJNTE4HsHdSY07nctse/A+ytTSt4/VT8pTZG6W+ITJrXSCo7wTnu3OfrxXLeyYbYkqOXspPgOSCxyM74G/uq3voidUdtJbLf3USTvOW+DRzKHjjiRiolMbAq8rupZXYHSmgrgsSZDWFNklRNoZ3QFVmynTmScd/h54FdhuyVOkeovPOAQO7bv91Xh65eo+xv4H7OGG2ugpMM0Eax5cD1UlVABLG2NB1AlQcqQRVBIJNm1A6j54we8EeVSULoPGiir2QaZOq7dScyvvBxn3VlLLscDY9/MVyovq6sjnjHM+2s2bwPu8PzVYzqEsW22hPducZ5ch3/qKSulfyF3z63d3bGlJbk+/lt9wpJ6UyEqNttW30GoLtw5R/fVTWwPNH76Ln4G+FPt/MKelidSLyPqjnv5fmrh6teifwmJ27TRpfTjTqz6oOc6h404bjhHwc9nq1YGQ2NOQSTyyeRyKwLbSq7xXVXjg60pidQfrKTXg8h7sj89c1xCO/n3YO/013zHOw95/N7a5ZIR4e0mtEhZAXDNyxht9t+WPprh4DPtg81OD7tq7pZQDhfed8D2d1Nu2n0u3mzbeeagcYKeAndLLXN8G15B5H9dvvrKxtSd228u/wB+OXspSVcVJumpS6urwWt1byDYRuB7AwMZ+ps71biS+yB35/X9RVMJ+VWF6mumXwqFYmYCeEYcMcF1HKXmMgj5WnGGB5AjOLi9rMVB00K18MuAJpnzCf6gnuPnvzpl9a3WZDw9dJPa3BGUgU8sjZpWH7mnf85u4cyGv1u9cPYZgtir3B1Ayj1o4cbHAOzy52A5KeecaTXG5uS5LOxZ3JZ2YkszHmSTuSfGqlvZT6z9lbrXW7W7o43xZ7jXPI2qSR3Z28T3YHcoGFC9wAHdVhvRx4w81msQMEhgZl7GUaW0bMhViCur1iMgocY3JzVa7XdHHg2fqqSOhXRWSHs54LkxsyI37mCpDANpZS+GG/ePZitG5pZ2ABZ1nVDHklWhhtlIIkjaNRnVpZmZPc7EEd+RkY5VHPXd0gSKBYu2d0mliWMyEZ7NWSSUj5PqaY9O/wA/bnTbuusq4gk7J3iRHUfHPFJIBkMCyxxqxBWQKNByMMCDTB4xdNxCUBUJIwJbqVmZsADOiHaK3VmyRGAXxjJHrGqdCxeHhztgrVzetc3IzdR/xC71ktuNW7ebMS7/AEMxHurhIqSD1Wfw/wDN/pK9/tWj/H/zf6StFV2OAACjWvGFSUOqz+H/AJv9JQeq3+HP8n+koSFwUZlq8qTB1VD/AB/83+krwdVg/wAef5P9JTgmSo3ROZ8OdYE1Jv8AasH+P/m/0lef2qx/j/5v9JSpJUZCsjUlf2rP4f8Am/0lA6rB/j/5v9JSppKjQ16KksdVY/x5/k/0leN1WD/Hn+T/AElLKbKjUGg1JP8Aas/hz/J/pK9HVWP8f/N/pKWUijTlWS1JJ6q/4c/yf6SvD1W/w/8AN/pKE0qNDRUl/wBqz+H/AJv9JXv9qof4/wDm/wBJSgpqjM1kBUlDqr/h/wCb/SV7/as/hz/J/pKWUhUaZrYtSKOqv+HP8n+krYnVd/D/AM3+kpwKaQo586xDVI/9q3+HP8n+kr3+1Z/Dn+T/AElOzJuVR3IRyznzFYhKkYdVf8Of5P8ASVnH1YAf4f8Am/0lKHBGXso2raJDUinqu/h/5v8ASUL1YY/w/wDN/pKUOTS1R9ET/wAK95HPvxUi/wBrb+H+iL9JQ3Vfn/D+z4v9JUmcJmQqOJpc5rGN8EHw8akn+1bgfu3P+C/SV4eq7P8Ah/5v9JSZwlyqNy2+a7IpTnOe6n8Oq3+G3/i/0lZ/2r/4c/yf6SnteAmObKj5Fz4n2d3nW2OUYxjcn5XLbwxyp/r1ZEb9ud9v3P8A++uzo71MSXEqxRSlnkOFAjwPEsTrwqqAWJPcKeKoCbyyVHFjatI4jjVmZzhUjUu7nnsigsxwCcKKuv6OXHJ4eGRx3EE0HwVmhDTRNFrXPaRkK4DYCuELEAEodzvjR0V4Da9H9FvCvb38yos1wR67M5ACL/iYdRGI1ySAC2o70+OtfisqW0arIiS3EsMDFhqXRIf2xhTndYFkkXOQCgztmqletnEAKzSp5dZXB1k9asVlayTFgX0kQR5GqWUjCKB4A+sx5BQTVBfleJ57958z51Ynr26sbeSaG5hIhF0jtKqLlXIYMJMahpZg/rAbEgHnqJjj+1lpJInI8uz3/wBZVi2ytbPdQ15c6OyYNtIM7gAePh5nFAl/4/dT/bq2z/hvcIv0la16rd95zjvxHuB+XVjmhVuV3TLXTgHUM+Hh50jcezpG+2rbfyO+KkxurMDlOffGP95TW6yOiXwaJG7TXqfTjTpx6pOflHwqK4qhzCFLQpFrwU6uoT9wl/jf6C0rdPUwyH5ykfQf/uo9GKxJhkfTrPbrHBGRntZ3VQi4OxVc62ztso76tTd9Q8kipm8RWA9bFjauMkDIBdc4BzvgE99YLKr+ccgBA3JMaxtsfD9yugqZPRw1x1O2k9fMKls7hR5fr9dJU0pbn6q77fhEfmFXYm9HNz/7+nl/cyxIz47pn660D0bJP+kUz3n9i7D6P3Pl+u1XDcVT+Fv9R/2KgKbO5+A/3KkDMB4ewch7/H6TXRwbh4V2c4ydgPA/hkfUM+2rrj0a3x/ygn/+r4f/ALqvOI+jMZRpa/GnY4SwtYzkb/Lj0P7tWD3g0jaj59YCP9R/2oLGxoT8B/uVRSa0ySVav/1R0/5+/wD2df8AfVrb0QU/5/J/2df99VrmtUOQqp8rVhq8CVPcwyCD3HI38vYTVr29D1P+kJP+zr/vq9Hoex/9ISf9nX/fU01GnQpQHAyFTHpACsx9cPoCFWUEAgqHOAQOTMVJxzBrG8hwT4Hcew7j6sVcy69DeJwAb99uR+DrnHeP3blWF96Gsb//ABCQey3Xl/LVWeBEBWGO1JcqTcNYhnHipz7qm7oDNqtov3q6D/m7D6sVL1v6EsStq/ZGTvz+1l3yMf4+nZwL0XxBEUW9Z92ZdUAUZIGAcSn1cjORvuaQ6hIww6VXvpHwJLgJrz6jZBXng/KXlyO3vApd6JdHjK6W8CqpbVoXOlfVVnOTvvpU7nJJry/s2id43BV42ZHU/gspwR57jn386dHU1/f9v7Zv9RLWdit0+2sq1ZntMY9wnaWtJE+8KdrQSuyXqnvQCdMbY7lkGT7MgD6TSD0e6Jz3ErwooWSIEush0FcMFI5c8sNqlC96I8SPGBdJdsthlNVsXJjKiEI4EeoqGaQFs6RgnOa7Oi/EY5eMXXZkHs4OzlI5GVGg1jPIlQVjPgyMOYNeb0eNL7kVHZqTyKIqgsBhjswGR4nfXoQVLkEqPL/qrvUUt2avjfEbhm9ynBb2DJ8qSeiPQ6e8DmIJ8WVD6204LZxjY+BqUegXQ/iFrfXVzc3/AGtnJ8IaO3d5GWFWk7SMkyAJEsUeVOg4xtyFe9SvE455OISxHEUsqvGw2ypM2JB4Bh8YPIjwpf7aXzbW4e003lgpkPa12WXuDSxwJ1cBroUnLEhRt0n6AXNrGZZRHoUqDpfUcscDbA76ULfqnvGAYCLDAEfGdxGR+D50jdLbCBI1MPG5+InWA9vJeR3C6NL/ABhjRi2VcJ65yBq8SKk/rb6M313aWq2Nw9tImhpHjkMZZOywFJDrkaiDg55VbueJ7+lRtyalNpqPqAvfTexrQ1rSJa4gjWddjITQwGdPmok6SdHZrVgkyFCwypyCrgcyrAkHGRkcxkZAyKz4L0amnimljUFLcZkycE7FiFGPWIUaiNsDHiKkPronMdpZW87rLe6UZ2XnIY4hHcSgYBCvM6Y2GSeQxgOHgvE4eFrYWUgzLfNJrOMqr6ckucY0mVobVc/KLL4Gp6nGVyMLpV2Uw6s9zgAJyuZTJL3tnWC0aeJ9yOWM0dFBvB+HNNIkSY1SEKuTgZPie4U8n6pL3npiPkJB9AyAPpNZ23APgnFoovwO2RovONiSvt07xk+KGnt0v6FcRl4nBdQXxhs4+w7W21SEShGJmHZY7L4xDoyd+/mBS49xbWoV6Xo1Sm2m+lzQ6o1xkyYaMp3I8N5SMpgjXuoS4nZPE7RyKUdDhlbmDz9hBBBBGxBBGxpQvOjMyW6XJUdlK2lTn1u/BK42U6Tg5328Rl39Y7x3/ExBAwZo9EE7ruFkXMsm/JjFE4B8GUqd1ID+uuJW1zLc8JUaTBbQlT+CDsQq7fKgBtZDvkiZeWN5r3jGrQo2tTl6vaKlYa+pSkNLh11Jkb6DVIKQJI+Ch7ol0GuLtC8QQqrFDrfSdQAblg7YYUq3fVTeIpYiLCjJxJ4f5tNTo/b3acQtUW6mgjS7tluLZGcJKyzqsgcK6qQyjszkHIGDttTq9JY3Xw6PsbyaCH4PHrhjZwkh7SXUxCyKMkaV3B2UVavMRxYYqy0oPpZHtL2ktcTlbEgkOgkzoQITQ1uWTK8v+qy7jR3YRaY1Z2xJk6VBZsDTucA7Uk9E+hNzdgtEg0DbtJDpTPeAcEsR36Qcd+KenTwz/sHaftiXtP2p20up9c6hW7VXbXqZZQMMGLA53zXT173tza2NrDYyfBxIQjzqMskax6gEP+MkY6tQwfVc5GTWTa8T4rVYyiOWa1Sq+mw5SGNFIesSJJJMjKPqnGm0a9ITG6VdA7m0XXIgKci8Z1qD3atgy5O2WUDJAzk4rg/9Hpfg/wAJC5h1FSwOShG2WHcpOwblnGcZGZC9GriF3PHdW97IbqNBF2Uzj12WUSLLC/e2nQGBYscOdyMBV/qivooeGySSsOxja4MjMNS9mMamIAOV05JGDtTrri+/sGVKVdjXVaVSk12SYeyo1xGXqH6eOvRIKLXajYz8lE3RDohNea+xCHstGvW2n5erTjY5+Q31UgEYqzXV/wBE47WSaSFg0N0IGiAOoKF7UnS+4aMiRSpyTjPPAJrNL3+01vcOcSfxa7uBT/wmCnk0IdLmy4O8Q4Ee7qo6lPKB3T5suqq7dVcCLDqrLmTfDDI/B8DTX6S8CltX0TJobGRuCrDxVhsR9Y78VMvWFaI9nZ6+JNwsKISJVlSEzHsh8Vqd0UjHrY9blyrZ1l2omuOHAqr27Sfu2pSHLaHWPA5rIserUMhs7Y2zy+FccXj7louA00zzZhrmkcsEiHE5XF0RA1CkdQbGngo26P8AVrdzoHCKisMqZW0Fh3EKFZsHuJAyNxkUkdKOjM9owWZCurOlhhkfHPDDbP704I223px+knxriHwpIbe5azgSJJNUY+MmkZnBywIPZoFUacgZLZDbYcfDrua74GXvCrTx6/jQAokMUumOUDAAZ19RsAZJfYZxWjb8SYpTZb3tyKfIrPa0NbmztzzlM7HbUR8OjTSYZaNwmL0V6DXN2NUaAJy7SQ6UJHMDYs2DsSoIB2zmvOlXQe4tBqlQaNhrjOpATyBOAVzyBYAE7U9fSLv7u2gtLexk+DRydoJZ0HrIkSxiOJNshpDIz6gVbEJ33IOfo8Xt1c211b30nwlEKrHOwwzxyI2uN9sloyofUSxxIu+wxD/arFPRf4tlp+i54ya8zLnyTMxmnp2S8lk5OqZXRLoPc3a6o0ATONcjaVJHMLsWbHLIGM5Gc7VlxLoJcxSxwsgBmOmNw2Y2IGcawPVON8MAfKl3gvSy1veHiw/ZH9jLqEqjMsiwyHSdalGZ49aSqQxEbhs5B2yG4On/AAPisNogPEI7q2VUEV1GhS7ikHqwzGUSMZQVJQyCTUSwznJNWGcS4i7EHWzzTpy9zGMeyoCR+B4f7DpOuXSRoDKbyW5ZW8dUd54Rfyn/ANtc1n1c3TySRAR64ez15fb4wFlwcb7DenD0cNz/AOj8uq7ma5xMBdFn7VSZsKQ2suNKnSAG5bVv9GEShLgTzPcSfFappCSzfuundmY+quFG/IVSqcTYzQtLu4e6keS/l6Mdq7OwT7W0OOm8wl5VMlo111TT6R9ALi2iMsoTQpUHS+T6xCjAx4mu226rLtlDARYcBhmTfBGRtp8DSL0m4dAkYMPHJ+ItqAa2kvI7hSmlvjDGhLeo2g6jkA+ZBqUusvopeXtlapZXRs5E7J3kDyJrTsSujMYyfWIbB22zT7rizEKNvbudUptNR72l76VRrQGtaRLXEO3J12MjskbQaSd/ioo6QdHp7Vgsyac7qcgq478MDgkd45jIyBkUmsdue/cKk3rk4gIra0tJpRNehEeRhgMyxp2UtwVG6LJKwABxk6sZ0HEWMu2c8q7ThfFq2JWDbiq0BxLhInK4AwHNB1g+KrVqYY+AlXgPC3uCVXkoyzY2Hh7ydgPb4U6+rvpXDw4v20TGdnRVk20LESFkMbYJ7RTlypwSFUDG4PV1ePGlsxjOu4cnWvySMZCIf4Mj8LB9d8DcDDc65r9bW2AYAzPhRgEpqxl5QcclA9VD63yRuBmtp9QkwlawBPHqZ4b8Imlu5mMjo+FLd8jDLSHwwuAo5DPIaRTX69OlwnvobdCCtkJJZiDkCSRDbxpt+Folc47tS+NPD0XLQw25SRzIJFDTPzjjkOS0Pak4kdAwRtGQhjxkbCmD0M6sbaVmuGnKp2kgLA5aSRJXDzAnORIfWB3GNOMd6F2spQ3SE6OB8ct5bMwXIRDGSbWZ5AhjBwSMhXOnIxgg5Hd6qmkyPgtk59W6mk5+pa273Bz+CBJoiXbbJKjO/LOacIXg9oclTcSL3yZkPuDHA9wrG564m+TaWuO4erj2bAUcxyTIE2OPdHgjKEt7zDKCGm7GEndgTj1yo2HqncUlXtoqDMhWP8a4Vj+Sttk/TSx0ri4leJ2szCBEbBdz2cYVsbbKWZts6RknAwOdNGKyij3QtK/fNIMfyceTpHg7kv4CPlWc/wBLdWIY4x30j6LqrZ+FMs2vrUwX6iNcxI98LORMn1SWHPJBX6jv9IB8qjnr2X4iL+N/oNUia81HnX2CIIgf8bt+Q1a5BDIJk91ybnNdUJaIE6DePCSpM/se7Q9u4lJ1hpDag/J7QxqJD+OYgcd2A3fpqd36UzQTcVlmN01zbPMvDrMCUW09v2EPwUqqxmKRpLlnDTZLqSynAXFU56hOJGGNnVwjpMHQ5AIZVUqRnwIq1s/pNqkeo2odlUEhbhQGIHraR2RIHMgb1UG6tFhIBCUOBcZv14NxOGb4WvELGK5Eckug3MvaQ/CLeVXt3khdgztCOxdsdkAcNkBJ4v0j4rrvoSkomuF4PDaLZu0ixLILl7+eGa4S2ijuBbRMSZCqLL8HBYlgCmTel4gOPgDH1Wb++R3Y/wCr/vqIvS8QjPwBu7/3le8Z/wARUvLd2UGYL2+6V8TeWykPwqEQQWK8SC9piOZOIm0vZPgyI8V0HRSWGv1IXEqF9AzxXfSHiIhuuxlv3k+Dcea5DrMVt5I7vRwo28jRjTK8OoCKJzqQayuRqrfJ6YKD/wCHv/2lf/L1pu/TIRcf3Pc7A/3yv/l6MjkuYJ8dBuL3p4lpuHuBafDOLLAcOVklURiCCYlQqWq2/ayQHdZJcjKskYkavWX0v4sh4vFAs57aWQ8OlRHJtUs7eOW9AbGAJh2aQBc6pZZcZIOOCX0ykH/w9z/+pX/y9KPR/wBKx7nV2XDGbRp1ZvoI8as6cdrGmrOk/JzjG+MjLHeqJdoO5MBK31jA3S3xzpjfm+uJFjuxYSRXdjbsFQQi5it/hEd0ED/CllNxHdWwkMXZMptsOSQKa9l0k4uE0zm6CpacEE08KPqkt5rt2vLuOJVd0u0s5EgmwpkVoZJAANBDj/8AWKuP+iv/AKjZ/fQvpFXH/RR93EbP7xUXpFL87f6m/qpOTU/KfgVy9O+M36fDRYvPLbJY8OMUsstx26s1zcLI0A+DuZ5igVX1sjaVjJLZzXvTLplxLt+JSJHdraTW3E7bh7qFKpc2lvqgmjVXNwkk08d+vaPEiOBY6GYnfq/9Ym5/6K/+o2dev6RNx/0Vn/8AcbP76Z6XR/O3+ofqpBaViJyn4Jvy8f4nlo7t7uNYpOj8Us9v2qrPC73huruPs11RmWDsO3VR8XIjDkqmum76ZcVEFoUjvZfgZuLy5fs0jluLJLtorSO4SUwlmm4elzI0UMbTaxauYxqpQf0jrr/on/6nZj76H9Iu6KnHCgGwcZ4laEA92cEEjlnlSi6on8bf6h+qYaFQfhPwKTPSGtYJbxnjbBSBHu2AyC7AC2QDY9s6FQQcYUIe5qjTor0pisJ0up9XZQ6tegam9dGiXC5GfXkXO/LNbelvGgToaVHdmM1y+tT2k77kZBwViU6BjbJfG2KQPhafOT8offVapRF5QqU6nsPBbGxykET5nfwEdZUzxkho3G/n/wCNl0dYHSy54jPJPacQu4LKbQEhUvGQEVY5NllAXVIrt7875pS6q+mFrwQ6pu07IxtEpRdbl2dZSWGV56HJPjgYpEW7T5yflD76HukP4SfSPvqq7AbQ2JsQ2KZaGmIDiBESQNTpuo8xBnqnL0M62lsJrmW5ee44fxB5JotS63tndiyRaGfaKSBtJXOFMQwPWOe/oX1wcL4d2pBm+DXeg2oSIEoiBleJh2g09mX7MbnZfGmWbpPnJ+UPvrH4Qnzk+lfvqjccJWNYVGnMBUDA4NMA5CC10R7Wm/mlFRwSrL0p4BKrR8PtniunACOY2UBQyvICTMw3VSORpW6f9bAv4YoOHXNzazWxX4Q4UoGUIY9AKyet64z7qaguE+cn0r99ei5QfhJ9K/fUtPhe0BpmoXv5bnObndn1cA0gyNRA0HQ6pM5WXQa8hsZ/hnEJ57kqVLyvmWRmU/ExgM5IQOdeNR+T4cnfxr0j715Gazso5LUn4h5yySOAAGZlEoAy4bAx8nT7aZzXKH8JPpH316LpPnJ+UPvqW+4asL2sK1wzNDcrWk+qBM6ARr49kge4CAnxf9eFjcvbTus0VzYlXu49AIVRtOiNrHadnLjSSBkE+NJ3FOt8G/TidtJO9kqJDc2zgqDGCe2mSPWV7WPKSDkWCMuQGNNb4Qnzk+lfvr1bpPnJ9K/fVWlwdh7AGwS0MdTAJkBryXEDSdCdDMhBqOT8sOvPgsVxJeJ8I7ScFTGsIB17GSTHabGUCMavFX55ak+y9IziKupnsIltwwMxjZjIkWcuygy4LqmSARuRjaml28fzk+lfvrI3afOX8offUY4Jwx3+M11Q5Q0F7iS1rRADYiEc53ROfjHWJZXF0t/bmTsYZIpLkMmlwYWWRyq6jqLRKDzGWB8Tj3pf1jWnEZ0uou0NvCqJMHTSxEbGWQBQxzmNwBuN/DnTVFwnzk+lfvr0XKfOT6R99aVHh+3pOpPBdNNhptJdrlPfTcdCmmodVIXFOvvg08AtVScjGmBDEQqyYKxHV2ucBm5nNJHRHrshtoRY8Vhd4owFguFXtUliX9yEgJDrNGoC611E4yQPlM0lnj+cn0rRJcIdiyEeBKkfRms5nBVg2gaEvIzZw4vOZr/zNPQnr367Jec6ZTy6R9elu8LWfB4XUy5ElyydnHAr+q8oBJkebTspfTg6T62NNecL6zrOCyk4ZIJO3uFlRFEYaIiUaVDNqGBsQdqZ0U0Y2DIB4AqB9ANe/CE+cn0r99T0+EbBlHlesfXbULi4l7nt2LnHffb/AMpOa6ZSx1XdZknBT2U/aTcNYnsyvrzWTnfQMka4GY4wTsTsc5D8Lb++uZrpPnJ+UPvr34Ynzl/KH31r2uFW9tcVbik2HVIzxsSJ1juZ1PXzTC8kQU9+kXXTwK4hit7yKab4NpXS0R0rIi9mxBWZc8iAaROmPWqvEUjhsI3trazCtBLIqqRPHgWvZIGZVigCk4JJOUyF0+sg/CI/nJ9K16LpPnL+UPvrGsuDrC1rNqjO7KXFrXPJYC6ZIbtJkp7qziIT7tPSA4dOipxS2eG5iHrDszJEx72idT2gR8BtLDTyGp8aqRumnW4OJhLazheGwiKtLJIoQzmM5ihjjUlUiWQJKTkklFBCYw7alljbmYz4ZKn7a2Ldp85Pyh99Fnwdh9tXbWYHENOZjC8ljHd2tOx+KR1ZxEJ3dF+vCCGFbLi0LsIgFiuQnaxzxoNMbuMh1nCYDMmrJ1E6c7+dKuu6CeFrLhMMiLKCs1yydkkMb7SsgyXadlyFZ8EEg+tjZoS3CHYshHgSpH0E17DOgGAyAeAKj6gaT+xeHc/mw7Lmz8vMeXn/ADZNp+XSIRz3RCckPWfwxovgPFrTCxkdjMkZZJUX9zbXGVnjlUEodGQcHJGorXvFutS1nhTh/C7dks4t5pHUogAJkSONSxdneZhIzyEN6rbNqLBtSTRtsShHgSpH0Gs1uIwMKyAeAKgfQKnZwpZi6FzL9H8wMLzyw/8AMG9/kOyQ1jEJ4WnWjax2bcNbtfhMmorhB2frP2oy+rb1Qe7nXvQXrWtOFdoLrtf2xo7Psk17R6tefWGP3Rce+mb8KT5yZ8cr99BuUPNk+lfvqStwxaVaFe3dmy1n8x+uuaQdDGgloSc0gg9kpt0q4BIDHYWzxXUgAjcxsoADB5AWMzAZjRhyO9K3TrrQjv4YILCa4gurB0kdtOhGMSGMIxDntIzLjKkEEDlTXW4T5yfSv31kl0g5Mg9hX76bS4WtW8vmOe/I5zhndm1c0NIM7iBoO6DWOsJ09KOtax4msYCSQ8RiTDqyDSOXwiAS6ssqPl1OPwTsNRwjRQndhyUZJOMD8rb6a4FuU56k+lc0rcK4rbAMrqj6lZdTspZCwI1pqJVCM59UCk9Gdg1oKFkxzmyTqZygmSBJGm8brVwq3t7moXXD8sbCYLj5wR9PNdHRHjca3MZdrhx64AtwuvVgkYBJjKgjURg8ht4dnHery+4pdQySKiWykKVLeuqjLMxTcZchRgMSA2N9OSiPdwxlDEytKjK4fbCEd2nOWDAlSORB55waefButCcMpxsGBKjSikA7gkqxwR7K0repkb6/u0j5QPorOJW4r1ZoCQBqZJ+ZJHzT36a9C7n9r21sg+BRxIJlVghdgxUIfWDGMqAWCjfJycHFPjhfQNDGA0SxDSVK5GlcbYA8KjHrb600dbdrO60EiTtgpUMoOjQrZzg518vPntUWcR6Tyy/ulzJJ5NMcfkhgv1VfDCueLgrA8Xh4TZ/uzRvKMZRMyMT37LqPid/EZ76Z/G+teNcrZ2qRjukmAJ90anH5Te0VECXCD8JPcy/fWTXafOTf98PvqUUx1TC89Esce41LcMHlkeRt8avkr5IgwiDyUDlSczVzm9T5y/lD768+GL85fyh99PTV0n66j/r2z2EWf8b/AEGp8C+X5y/lD76YfXncBoYzqB+N7iD+A3cKR/spW7qKLYbGs81yUVULVdbWyiITw4XxDXoB5qsinz+SwP0D6q7rKTG3io+ldjTAoqdtUjdVnNBMhPuduY94rmv2yo9lM2ig1UmRPCOM4Ge6t6rmmRRQKsIyJ8dmPAVkiDwFMWinc5Jy08JCMn2n7qw7HPcPoppV7VYiTKtivAiErcYjA2AGe8gcsVs6OHIYEA40kfYfzUiUU9phQP8AWXfxKHSxHcdxXNprVRTYTw+BC3MleCtVFEJc47LZpr0gVpoohJm8FtxRitVFKjMtmK9ArVRQkzLdgV5itVFLKC5Z0CsKKJSSs8UYrCiiUizxWQFaqKWULcQKxIrXRRmQtmKAK10UZki2Yr3FaqKMyIW3FBFaqKXMiFt016FrTRRmSQtxFCitNFGZELfpr3Arnopc6Mq6lFZ6RXFXtKKqTIurHkKEAB5A+Xj5eNclFBqIDU6bXpPIgxEI4h+8QE+8vqyfM71ru+lFy4IM8uDkFVbQpB2IITSCCPwTtTbrymAMH4Qp3V6zhBeY7Tp8Nl1svlWZIIGwGOfnXDRUnN8FBkXawH6ivAvlXHRRzkmRdwoK+z6q4aKXneCOWu9U3A2rHiWOXh3jvriopHVZEQlDNZRRRRUKeiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEL//2Q==" width="250px" alt="correction of errors in accounting"/></p>
<p><p>He has been a manager and an auditor with Deloitte, a big 4 accountancy firm, and holds a degree from Loughborough University. When two digits are reversed (or “transposed”), an error is created in the books. When an amount is entered as the right amount and  the right account but the value is wrong, this is an error of commission.</p>
</p>
<p><h2>Disclosure initiative — Principles of disclosure</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="correction of errors in accounting"/></p>
<p><p>This skill requires not only judgment, but also a very solid understanding of the operation of the accounting cycle, as the sources and effects of the errors may not always be obvious. Additionally, the accountant needs to be aware of the causes of the errors, as some parties may prefer that the accountant not detect or correct the error. In such cases of fraud or inappropriate earnings management, managers may deliberately try to hide the  error or prevent correction of it. In other cases, management may try to offer explanations that suggest the error is just a change in estimate, not requiring retrospective restatement. Sometimes these justifications may be motivated by factors that don’t reflect sound accounting principles.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="correction of errors in accounting"/></p>
<p><p>A suspense account is an account in which debits or credits are held temporarily until sufficient information is available for them to be posted to the correct accounts. The type of accounting errors that <a href="http://home-business-start-up.com/HomeBasedBusiness/home-based-business-opportunities-australia">http://home-business-start-up.com/HomeBasedBusiness/home-based-business-opportunities-australia</a> do not affect the trial balance are summarized in the table below. Errors that affect the trial balance are usually a result of a one sided entry in the accounting records or an incorrect addition.</p>
</p>
<p><h2>SIC-18 — Consistency – Alternative Methods</h2>
</p>
<p><p>This can include the misclassification&nbsp;of&nbsp;an expense, not depreciating an asset, miscounting inventory, a mistake in the application of accounting principles, or oversight. Once the entity has identified an error, whether material or immaterial, the entity should consider whether and how the identified error affects the design and effectiveness of the entity’s related internal controls. If it is determined that a control deficiency exists, management should evaluate whether <a href="https://www.puzzlewood.net/index.php/component/content/article/84-puzzlewood-and-broadstone-park-campsite?catid=17&amp;Itemid=101">https://www.puzzlewood.net/index.php/component/content/article/84-puzzlewood-and-broadstone-park-campsite?catid=17&amp;Itemid=101</a> it represents a deficiency, significant deficiency, or material weakness. A critical element of analyzing whether a change should be accounted for as a change in estimate relates to the nature and timing of the information that is driving the change. For example, a change made to the allowance for uncollectible receivables to include data that was accidentally omitted from the original estimate or to correct a mathematical error or formula represents an error correction.</p>
</p>
<p><div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/0455UsSVWe8' frameborder='0' alt='correction of errors in accounting' allowfullscreen></iframe></div>
</p>
<p><h2>IAS 8 — Accounting policy changes</h2>
</p>
<p><p>Previous financials must be restated to be calculated as if the new principle were used. The only time that financial statements are allowed to not be restated is when every possible effort to address the change has been made and such a calculation&nbsp;is deemed impractical. It is imperative for financial markets to have accurate and trustworthy financial <a href="http://linkstars.ru/site/Www.intuit.ru__internetmagazin.html">http://linkstars.ru/site/Www.intuit.ru__internetmagazin.html</a> reporting. Many businesses, investors, and analysts rely on financial reporting for their decisions and opinions. Financial reports need to be free of errors, misstatements, and completely reliable. Any changes or errors in previous financial statements impair the comparability of financial statements and therefore must be addressed appropriately.</p></p>
<p>The post <a href="https://alphalavanderi.com/period-12-of-fy-2023-24-closes-monday-july-15-uci/">Period 12 of FY 2023-24 Closes Monday, July 15   UCI</a> appeared first on <a href="https://alphalavanderi.com">Alpha Lavanderi</a>.</p>
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