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	<title>Bookkeeping &#8211; SoMangSociety</title>
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	<link>https://kr.somangsociety.org</link>
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	<url>https://kr.somangsociety.org/wp-content/uploads/2020/10/cropped-favicon-32x32.png</url>
	<title>Bookkeeping &#8211; SoMangSociety</title>
	<link>https://kr.somangsociety.org</link>
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	<item>
		<title>Evidence in an Audit Overview, Characteristics</title>
		<link>https://kr.somangsociety.org/2024/03/05/evidence-in-an-audit-overview-characteristics/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Tue, 05 Mar 2024 08:31:11 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=23121</guid>

					<description><![CDATA[With the ability to directly upload different forms of evidence, the software ensures that all essential documents are neatly stored and readily accessible when required. This not only saves time but also improves the accuracy of evidence retrieval. Through the&#8230;]]></description>
										<content:encoded><![CDATA[<p>With the ability to directly upload different forms of evidence, the software ensures that all essential documents are neatly stored and readily accessible when required. This not only saves time but also improves the accuracy of evidence retrieval. Through the accounting system, the auditor can obtain all relevant information relating to the financial statements. Auditors usually perform the test of controls, if necessary, to evaluate the effectiveness of the internal controls in preventing and detecting material misstatement at the relevant assertion level. Auditors will often choose to independently execute the procedures or controls that are normally performed as a part of the entity’s internal control. This allows the auditor to identify control risks and potential deficiencies that may arise from performing the control itself.</p>
<p>These procedures can simplify the auditor&#8217;s task by selecting samples for testing, identifying risk areas and by performing certain substantive procedures. The software does not, however, replace the need for the auditor&#8217;s own procedures. By using analytical procedures the auditor may identify unusual items that can then be further investigated to ensure that a misstatement doesn&#8217;t exist in the balance. Consider a company that has enlisted the auditing services of a professional services firm to audit its financial statements for a fiscal year. The company has prepared its financial statements and will rely on the professional services firm to provide a fair opinion.</p>
<ol>
<li>For example, the auditors will normally attend to and observe the client’s annual inventory count to ensure the client has appropriate procedures or guidelines to conduct a complete and accurate inventory count.</li>
<li>Both types of evidence are crucial, and a skilled auditor knows how to balance and integrate them to form a comprehensive audit perspective.</li>
<li>The professional services firm will request information regarding the company’s revenues, expenses, and bank balances.</li>
<li>Once auditors evaluate whether the financial statements are materially misstated or not, they give an opinion regarding it.</li>
<li>Auditors should design and perform substantive procedures to be responsive to the level of detection risk taking the consideration of the results of tests of controls, if any.</li>
<li>In addition, providing an opinion without gathering audit evidence is considered professional misconduct by many accounting bodies around the world.</li>
</ol>
<p>It will usually be impossible to test every item in an accounting population because of the costs involved. Consider a manufacturer of fasteners (i.e. nuts, bolts, nails and screws); they will have many thousands, maybe millions, of items of inventory. These involve obtaining written responses from management to confirm oral enquiries. Over 1.8 million professionals use CFI to learn accounting, financial analysis, modeling and more. Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets.</p>
<p>Physical examination means that the auditor physically verifies the existence of an asset. A physical examination requires the auditor to be present at the location of the asset to verify that it exists. They deal with the evidence&#8217;s limitations by exercising professional skepticism, conducting exhaustive risk analyses, obtaining specialized knowledge and experience, and customizing methods to the situation at hand. Management frequently makes estimates and judgments in financial statements, such as when valuing assets, making provisions for bad debts, or determining fair value. Bookkeepers frequently run across time  restrictions when trying to finish the inspection within the allotted period.</p>
<p>Transactions that are recorded within the financial records of an entity must be a fair representation of the entity’s financial positioning and actual operations. As such, oral evidence is usually used as additional support that the auditor will use to make sure he has gained a sufficient understanding of certain processes. The auditor has to make sure all information needed to be confirmed is included in the confirmations. Confirmations are generally used when auditing cash and bank balances, trade receivables, and trade payables. Confirmation is where the auditor sends a circularisation letter to an external or internal party to confirm a balance on the balance sheet.</p>
<h2>Types of Audit Evidence Explained – All You Should Know</h2>
<p>Time constraints can affect how many procedures are carried out and how thoroughly the proof is gathered. Information that is electronically stored, such as data files, databases, or electronic communications, is referred to as digital proof. They frequently collect proof from computer systems, electronic records, and other digital sources in the current digital era.</p>
<h2>Types of evidence in an audit</h2>
<p>Public companies are required to provide fully audited financial statements to owners and shareholders periodically. Therefore, auditing is important in maintaining the transparency and accuracy of the financial records to protect shareholders. Comparing different sets of records to ensure consistency and accuracy.For example, reconciling bank statements with cash balances in the financial statements. This is important for an auditor because he can only issue a correct audit opinion if the audit evidence gathered during the audit is sufficient and appropriate.</p>
<p>Balancing the quantity of evidence with audit efficiency is a challenge every auditor faces. In the fast-paced environment of IS auditing, where technology and systems rapidly evolve, time is a precious resource. Auditors must be adept at collecting sufficient evidence promptly, ensuring that audits are both thorough and efficient. This requires a strategic approach to evidence gathering, prioritizing areas of higher risk and materiality. Lastly, overcoming limitations in audit evidence is part of the auditor’s expertise.</p>
<p>The quantity is also affected by the quality of evidence that auditors obtain. For example, auditors may need to obtain less evidence if the evidence obtained are of high quality. For a reasonable level of assurance, correspondingly detailed audit evidence <a href="https://accounting-services.net/audit-evidences-definition-types-procedures-and/">types of audit evidence</a> needs to be obtained whereas, in a lower-level assurance engagement, less evidence will be required. These are the assertions used by management to confirm the accuracy and completeness of the financial transactions and events in the income statement.</p>
<h2>Account balances:</h2>
<p>This is because internal controls differ from one function to another, and the controls may change from time to time. Qualitative evidence, often narrative in nature, provides context and understanding of the processes and controls within an organization. It is derived from data sets, financial records, and transaction logs analysis.</p>
<p>Therefore, evidence is considered relevant if it provides confirmation about an area most at risk. By identifying the key risk areas for the auditee, an IS auditor can focus on gathering more (sufficient) high-quality (appropriate) evidence where the risk of material misstatement is  believed to be most significant. Evidence in an audit is information that is collected and required in the review of an entity’s financial transactions, balances, and internal controls to certify the financial statements as being fairly represented. Several factors such as type of evidence, quality and quantity of evidence, and audit procedures to gather evidence will decide whether auditors have obtained sufficient appropriate audit evidence in forming an opinion. In short, auditing evidence is meant to provide auditors with the information for them to make the judgment on whether or not financial statements are accurate and true.</p>
<p>The responses received from inquiries should also be evaluated as part of the inquiry process. One most common examples of analytical procedures is checking the three-way relationships between revenue, receivable, and cash. (vi)Evidence created in the normal course of business is better than evidence specially created to satisfy the auditor. List and explain FOUR factors that will influence the auditor&#8217;s judgement regarding the sufficiency of the evidence obtained.</p>
<p>They may run into accounting standards and complex transactions that need specialized knowledge or experience. These intricacies can make it difficult to comprehend and evaluate the proper accounting treatment, which makes it more difficult to gather and examine data. To effectively handle these issues, auditors also rely on applying professional standards, continual training, and constant refinement of inspection procedures. Auditors should always consider the relevance and reliability of any information that they use as evidence while performing their audit work.</p>
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		<title>Payroll Fraud: Types, Red Flags, &#038; Prevention Best Practices</title>
		<link>https://kr.somangsociety.org/2023/12/07/payroll-fraud-types-red-flags-prevention-best/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Fri, 08 Dec 2023 03:34:21 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=23798</guid>

					<description><![CDATA[It’s imperative that your organization vets a high-quality payroll service to do this, and that you audit their performance as well to ensure they aren’t abusing the payroll system. However, relying on a payroll service provider can significantly reduce the&#8230;]]></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-6.png" width="255px" alt="what is payroll fraud"/></p>
<p>It’s imperative that your organization vets a high-quality payroll service to do this, and that you audit their performance as well to ensure they aren’t abusing the payroll system. However, relying on a payroll service provider can significantly reduce the risk of insiders committing payroll fraud. Alternatively, organizations can outsource payroll services entirely, relying on a third-party company to manage this for them.</p>
<p>When an employee falsely claims sick leave while working for another company, it’s a form of payroll fraud. Individuals falsify documentation to extend compensation for sick leave, at the same time earning an income elsewhere. In this scenario, the employee receives income from two different organizations simultaneously, while falsely claiming sick leave at one of the institutions. Businesses that pay staff hourly are more susceptible to timesheet payroll fraud, as employees have greater incentive to inflate their hours (and their compensation).</p>
<h2>What is payroll fraud? An introduction to payroll fraud</h2>
<p>Additionally, they might face other payroll fraud punishments, such as having to make repayments to the IRS. You may be entitled to back compensation <a href="https://www.bookstime.com/articles/payroll-fraud">what is payroll fraud</a> if your employer unlawfully withheld your wages. However, if you learn your company is engaging in payroll fraud, you must act fast.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/c02dc47a-0f16-4aa0-8739-98f90a769369.jpg" width="254px" alt="what is payroll fraud"/></p>
<p>Dishonest employees frequently engage in lengthy schemes as they try to conceal their theft while continuing to work for their employer. Payroll fraud schemes can span 30 months and cause losses of up to $63,000, according to the Association of Certified Fraud Examiners. Payroll fraud costs businesses money, but it also costs them money in the form of IRS fines after the initial crime. Employees falsely claim an injury or exaggerate the extent of an injury received to gain worker’s compensation and increase their time off. This leaves organizations not only without an employee for this period of time but puts them on the hook for paying worker’s compensation. An individual (or group of individuals) illicitly gains funds from an organization’s payroll processing system.</p>
<h2>What is Payroll fraud?</h2>
<p>Also, in March of 2024, Terrence L. Pounds was sentenced to 94 months in prison and ordered to pay more than $4.2 million to the SBA after being convicted of conspiracy to commit wire fraud, wire fraud, and money laundering. Pounds and his co-defendants were accused of running  a scheme to obtain COVID-related loans under false pretenses, often claiming the loans were for nonprofit, faith-based organizations. If your company allows you to expense personal costs, that opens the door to expense reimbursement fraud. This type of asset misappropriation describes when an employee creates false expense reports in an effort to receive compensation for expenses that were never incurred. Examples include embezzlement of amounts that are claimed to have been paid to employees, evasion of financial benefits for which staff members should be legally eligible, and other similar offences.</p>
<p>It&#8217;s similar to asset theft, but with the important distinction that asset misappropriation covers any misuse of company assets for personal gain – not just their outright theft. Furlough fraud&nbsp;can also use ghost employee fraud as a method to gain Coronavirus-related government support for a non-existent or dismissed staff member. It is most commonly seen when employees falsely boost the amount that they should be paid. It can also relate to PAYE fraud, where payroll information is falsified in order to avoid paying Pay As You Earn tax to HMRC. Consider investing in payroll management software that includes built-in fraud detection features.</p>
<h2>Payroll Fraud: What Is It and How to Overcome It</h2>
<p>When an employee asks for an advance payment and doesn&#8217;t pay it back, the employee has committed payroll fraud. If the accounting department charges this advance to &#8220;expenses,&#8221; nonpayment of the advance often goes unnoticed. In this type of payroll fraud, an employee diverts payments made to a fake employee or a former worker to their own bank account. In this type of fraud, an employee manipulates a payment from their employer for their personal gain. Schemes included in accounts payable frauds are billing schemes, check tampering, and bribery. Payroll fraud is a felony punishable by law, but its financial implications on the overall business can be devastating.</p>
<p>These types of lawsuits are frequently subject to state labor regulations, so consult with a local attorney if you’re considering filing a payroll fraud lawsuit. Examples of payroll fraud by employers include falsified timesheets, giving unauthorized bonuses and paying fake <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> or terminated employees. Accounting fraud schemes occur when an employee manipulates their company’s account in an effort to cover up theft. Accounting fraud also happens when an employee manipulates the company’s accounts payable and receivable for their personal gain.</p>
<h2>False Expenses Fraud</h2>
<p>The solutions given below will make sure that only verified workers are paid and will spot any irregularities in the payroll system. The first step in recognizing and preventing this is  to have a good grasp of the various types of payroll fraud that might occur and the safeguards to put in place to minimize harm. Thus, to get a good grasp of it we are going to discuss what is payroll fraud and how to prevent it. &#x200d;Schedule a demo today to learn how Unit21’s Risk &amp; Compliance Infrastructure can help your team manage payroll fraud threats—and keep customers (and your organizations) safe.</p>
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		<title>What Is an Outstanding Check? Outstanding Checks 101</title>
		<link>https://kr.somangsociety.org/2023/09/27/what-is-an-outstanding-check-outstanding-checks/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Wed, 27 Sep 2023 15:08:16 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=36602</guid>

					<description><![CDATA[Before sending one, ask the payee to return the old check to eliminate the possibility of both checks being deposited, either intentionally or unintentionally. If a check is destroyed or never deposited, the money remains in the payer&#8217;s account. At&#8230;]]></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/2019/12/shutterstock_1242116074-min-300x169.jpg" width="259px" alt="what does outstanding check mean"/></p>
<p>Before sending one, ask the payee to return the old check to eliminate the possibility of both checks being deposited, either intentionally or unintentionally. If a check is destroyed or never deposited, the money remains in the payer&#8217;s account. At first glance, this may seem like a positive turn of <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> events for the payer. Putting a stop payment on a misplaced or stale check may prevent issues down the road, especially if there&#8217;s a concern that it could fall into the wrong hands. However, this doesn&#8217;t always solve the problem, as it costs a fee to the payor and is only valid for a limited time.</p>
<h2>Personal Loans</h2>
<ul>
<li>We&#8217;re firm believers in the Golden Rule, which is why editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers.</li>
<li>If you’ve written someone such a check and they deposit it at their bank, their bank sends it back to you — the account holder — and your bank may charge you a fee for having non-sufficient funds (NSF).</li>
<li>Julia Kagan is a financial/consumer journalist and former senior editor, personal finance, of Investopedia.</li>
<li>Your average daily account balance is the basis of that calculation.</li>
<li><img src="https://s.w.org/images/core/emoji/14.0.0/72x72/271d.png" alt="✝" class="wp-smiley" style="height: 1em; max-height: 1em;" /> To check the rates and terms you may qualify for, SoFi conducts a soft credit pull that will not affect your credit score.</li>
<li>Until the check has cleared, your bank will still include the funds in your balance.</li>
</ul>
<p>Checks that linger only buy the company more time to gather up enough resources for payment to clear if more time is needed. Most credit card issuers calculate the credit card interest you owe daily. Your average daily account balance is the basis of that calculation. Knowing your outstanding balance gives you a more complete view of your credit card debt. Here&#8217;s a look at some of the details you should know about outstanding balances. Outstanding checks are checks written by a company, but the checks have not cleared the bank account.</p>
<h2>What happens to an uncashed personal check?</h2>
<p>The person then withdraws the money from the second bank account before the check has cleared. Checks which have been written, but have not yet cleared the bank on which they were drawn. In the bank reconciliation, outstanding checks are deducted from the balance  per bank. Meanwhile, you must keep enough money in your account to cover the check when it is finally deposited. If not, the check could bounce and saddle you with additional fees. An outstanding check is a check payment that has been recorded by the issuing entity, but which has not yet cleared its bank account as a deduction from its cash balance.</p>
<ul>
<li>It’s designed to help non-residents with opening bank accounts at top financial institutions in the US.</li>
<li>This is because most banks will cash checks up to six months after they have been cashed.</li>
<li>Putting a stop payment on a misplaced or stale check may prevent issues down the road, especially if there&#8217;s a concern that it could fall into the wrong hands.</li>
<li>Delayed action can result in the check becoming stale dated, usually after six months, depending upon the bank.</li>
<li>The check may also be delayed if the issuing entity puts off mailing the check for any reason.</li>
</ul>
<h2>What does it mean when a check says &#8220;void after 90 days&#8221;?</h2>
<p>An outstanding check represents a check that hasn’t been cashed or deposited by the recipient or payee. One state is that the payee has the check but hasn’t deposited or cashed it. They must make sure that enough money remains in their checking account to cover the check until it is paid. The payee may cash the check immediately or might hold onto it for months.</p>
<ul>
<li>As such, it’s important to track your true available balance to avoid spending the money earmarked for the check and possibly overdrawing your account.</li>
<li>Your bank may charge a $25 to $35 fee for a request to cancel a check.</li>
<li>If a check is destroyed or never deposited, the money remains in the payer&#8217;s account.</li>
<li>On a bank statement, an outstanding check means the check amount has been deducted from your account balance but the bank has not processed it yet.</li>
<li>If an outstanding check of the previous month clears the bank, it means the bank paid the check and the check will appear as a deduction on the statement.</li>
</ul>
<h2>Check clearing</h2>
<p>This won’t prevent banks from processing two deposits, but the document can provide a useful paper trail if you want to dispute one of the deposits. Individuals can reduce surprise withdrawals in personal accounts by using online bill payment instead of issuing paper checks. This documentation will come in handy if you need to prove to state regulators that you made reasonable attempts to complete the payment. If an outstanding check is cashed after you asked a bank to stop the payment, you will be responsible for proving that you took the necessary steps to complete the payment. Call or email payees who fail to deposit checks and ensure that the check was, in fact, received. If they have the check, try to persuade them to deposit the check.</p>
<div style='text-align:center'><iframe width='565' height='315' src='https://www.youtube.com/embed/Bh8kkq2ou2s' frameborder='0' alt='what does outstanding check mean' allowfullscreen></iframe></div>
<h2>Communicate with the Payee</h2>
<p>Keep track of it and contact the payee if you suspect they’ve forgotten or misplaced the check. If you’ve received an outstanding check, deposit or cash it promptly. This process involves aligning your  bank statement with your records to ensure accuracy. Outstanding checks can create discrepancies, complicating reconciliation.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/d9959ebb-bc60-4832-9c9a-3f23f5e224a9.jpg" width="257px" alt="what does outstanding check mean"/></p>
<p>The payor, or person with the checking account, writes a check to the person they want to pay in the payment amount. The payor gives it to the payee and notes the amount of that check as a “pending” payment until the check fully clears and the account balance is adjusted by the bank to account for the payment. You can also call or write to remind the payee that the check is outstanding. If they haven&#8217;t received the payment, this may nudge them to notify you to reissue the check.</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/acf7d9e9-6507-42a2-ae8b-6726651e89e3-400x300.jpg" width="259px" alt="what does outstanding check mean"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-2.svg" width="254px" alt="what does outstanding check mean"/></p>
<p>These checks are important when matching up all transactions with your bank statement. An outstanding check is one you’ve written <a href="https://www.bookstime.com/articles/outstanding-checks">outstanding checks</a> that hasn’t been cashed or deposited yet. Until the check has cleared, your bank will still include the funds in your balance.</p>
<ul>
<li>This means the money is briefly double-counted until the payer’s bank clears the check.</li>
<li>When a business writes a check, it deducts the amount from the appropriate general ledger cash account.</li>
<li>If a check is outstanding for less than six months, you generally don’t want to write a new one.</li>
<li>Even if the checkwriter has sufficient funds, any delay from the depositor simply means higher interest revenue on the capital balance waiting to be drawn down.</li>
<li>An outstanding check can also mean that a check was deposited at a bank but is still going through the process of clearing.</li>
<li>When the check finally clears the account of the payor or the person who wrote it, it&#8217;s considered canceled.</li>
</ul>
<p>Lastly, you can contact the recipient of the check and ask them to confirm whether they have deposited or cashed the check. Another option is to request a stop payment on a stale or voided check to ensure no one can cash or deposit it. This may be necessary if you&#8217;ve waited months or longer and can&#8217;t get closure for the check. Anytime you make this request, mark it in your accounting software or ledger as &#8220;canceled.&#8221; &nbsp;Doing so allows this money to be made available again. If the check is older than six months, the check may be stale or void. If it is voided, you still need to put a stop payment request on the check.</p>
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		<title>Present Value Calculator NPV</title>
		<link>https://kr.somangsociety.org/2023/09/15/present-value-calculator-npv/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Fri, 15 Sep 2023 14:59:24 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=24605</guid>

					<description><![CDATA[In DCF models an analyst will forecast a company’s three financial statements into the future and calculate&#160;the company’s&#160;Free Cash Flow to the Firm (FCFF). By definition, net present value is the difference between the present https://www.quick-bookkeeping.net/5-000-freelancer-auditor-jobs-in-united-states-257/ value of cash inflows&#8230;]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" 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" width="456px" alt="how to calculate present value"/></p>
<p><p>In DCF models an analyst will forecast a company’s three financial statements into the future and calculate&nbsp;the company’s&nbsp;Free Cash Flow to the Firm (FCFF). By definition, net present value is the difference between the present <a href="https://www.quick-bookkeeping.net/5-000-freelancer-auditor-jobs-in-united-states-257/">https://www.quick-bookkeeping.net/5-000-freelancer-auditor-jobs-in-united-states-257/</a> value of cash inflows and the present value of cash outflows for a given project. Starting off, the cash flow in Year 1 is $1,000, and the growth rate assumptions are shown below, along with the forecasted amounts.</p>
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<p><h2>Discounted Cash Flow Analysis Assumptions (DCF)</h2>
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<p><p>If we calculate the present value of that future $10,000 with an inflation rate of 7% using the net present value calculator above, the result will be $7,129.86. Below is more information about present value calculations so you understand the factors that affect your money and how to use this calculator properly. Our online calculators, converters, randomizers, and content are provided &#8220;as is&#8221;, free of charge, and without any warranty or guarantee.</p>
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<p><h2>Excel PV Calculation Exercise Assumptions</h2>
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<ol>
<li>Present value is the concept that states that an amount of money today is worth more than that same amount in the future.</li>
<li>Present value can also be used to give you a rough idea of the amount of money needed at the start of retirement to fund your spending needs.</li>
<li>The NPV formula is a way of calculating the Net Present Value (NPV) of a series of cash flows based on a specified discount rate.</li>
<li>Conceptually, any future cash flow expected to be received on a later date must be discounted to the present using an appropriate rate that reflects the expected rate of return (and risk profile).</li>
</ol>
<p><p>(You can learn more about this concept in our time value of money calculator). The present value (PV) calculates how much a future cash flow is worth today, whereas the future value is how much a current cash flow will be worth on a future date based on a growth rate assumption. What that means is the discounted <a href="https://www.quick-bookkeeping.net/a-r-factoring-definition-why-factor-types-of/">a r factoring definition why factor types of factoring</a> present value of a $10,000 lump sum payment in 5 years is roughly equal to $7,129.86 today at a discount rate of 7%. When the discount rate is annual (i.e. as with an interest rate on a certificate of deposit), and the period is a year, this is equivalent to the present value of annuity formula.</p>
</p>
<p><img decoding="async" 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" width="456px" alt="how to calculate present value"/></p>
<p><h2>Video Explanation of the NPV Formula</h2>
</p>
<p><img decoding="async" 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" width="459px" alt="how to calculate present value"/></p>
<p><p>The present value of the annuity decreases the more time it takes to pay off if the future value and rate of return staying the same. In other words, to maintain the same present value the interest rate would need to increase parallel to the increasing number of years one is locked into an investment. In short, a greater discount rate is required to justify a longer term investment decision. The formula used to calculate the present value (PV) divides the future value of a future cash flow by one plus the discount rate raised to the number of periods, as shown below. Our Present Value calculator is a simple and easy to use tool to calculate the present worth of a future asset. All you need to provide is the expected future value (FV), the discount rate / return rate per period and the number of periods over which the value will accumulate (N).</p>
</p>
<p><p>Take your learning and productivity to the next level with our Premium Templates. Below is an example of a DCF model from one of CFI’s financial modeling courses. You could run a business, or buy something now and sell it later for more, or simply put the money in the bank to earn interest. By submitting this form, you consent to receive email from Wall Street Prep and agree to our terms of use and privacy policy. We’ll now move to a modeling exercise, which you can access by filling out the form below.</p>
</p>
<p><p>Here is the mathematical formula for calculating the present value of an individual cash flow. The present value is the amount you would need to invest now, at a known interest and compounding rate, so that you have a specific amount of money at a specific point in the future. The present value of an amount of money is worth more in the future when it is invested and earns interest. IRR is typically used to assess the minimum discount rate at which a company will accept the project. It allows you to establish reasonably quickly whether the project should be considered as an option or discarded because of its low profitability. If you use our NPV calculator to determine the NPV for each of these projects, you will discover  that the NPV of project 1 is equal to $481.55, while the NPV of project 2 is equal to –$29.13.</p>
</p>
<p><p>The purchasing power of your money decreases over time with inflation, and increases with deflation. This Present Value Calculator makes the math easy by converting any future lump sum into today&#8217;s dollars so that you have a realistic idea of the value received. When using this present value formula is important that your time period, interest rate, and compounding frequency are all in the same time unit. This is the present value of all of your cash inflows, not taking the initial investment into account.</p>
</p>
<p><p>This present value calculator can be used to calculate the present value of a certain amount of money in the future or periodical annuity payments. That means, if I want to receive $1000 in the 5th year of investment, that would require a certain amount of money in the present, which I have to invest with a specific rate of <a href="https://www.quick-bookkeeping.net/how-to-calculate-lifo-and-fifo-accounting-methods/">how to calculate lifo and fifo</a> return (i). The core premise of the present value theory is based on the time value of money (TVM), which states that a dollar today is worth more than a dollar received in the future. The time value of money (TVM) principle, which states that a dollar received today is worth more than a dollar received on a future date.</p>
</p>
<p><p>It means the project&#8217;s cash outflows outweigh the cash inflows when adjusted for the time value of money. Essentially, a negative NPV indicates the investment would lose money rather than gain, suggesting it might not be a good choice. You can use our NPV calculator in advanced mode to find the net present value of up to ten cash flows (investment and nine cash inflows). If you want to take into account more cash flows, we recommend you use a spreadsheet instead.</p>
</p>
<p><p>Always keep in mind that the results are not 100% accurate since it&#8217;s based on assumptions about the future. The calculation can only be as accurate as the input assumptions – specifically the discount rate and future payment amount. If you want to calculate the present value of a stream of payments instead of a one time, lump sum payment then  try our present value of annuity calculator here.</p>
</p>
<p><p>Each tool is carefully developed and rigorously tested, and our content is well-sourced, but despite our best effort it is possible they contain errors. We are not to be held responsible for any resulting damages from proper or improper use of the service. This is a simple online software which is a good starting point in estimating <a href="https://www.quick-bookkeeping.net/">https://www.quick-bookkeeping.net/</a> the Present Value for any investment, but is by no means the end of such a process. You should always consult a qualified professional when making important financial decisions and long-term agreements, such as long-term bank deposits. The main use of the NPV formula is in Discounted Cash Flow (DCF) modeling in Excel.</p></p>
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		<title>Bookkeeper Salary in Fort Lauderdale, FL</title>
		<link>https://kr.somangsociety.org/2023/07/31/bookkeeper-salary-in-fort-lauderdale-fl/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Mon, 31 Jul 2023 10:55:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=30854</guid>

					<description><![CDATA[All with a human touch and tech that integrates with your platforms seamlessly. Check out the average hourly rate for accounting services in your area. We offer a comprehensive https://www.bookstime.com/ suite of professional accounting services tailored to meet the financial&#8230;]]></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/2019/09/reliable_bookkeeping_software_by_somyadhawan-db4ix46-650x300.jpg" width="258px" alt="rates for bookkeeping in fort lauderdale"/></p>
<p>All with a human touch and tech that integrates with your platforms seamlessly. Check out the average hourly rate for accounting services in your area. We offer a comprehensive <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> suite of professional accounting services tailored to meet the financial needs of businesses, ensuring accurate record-keeping, tax compliance, and financial peace of mind.</p>
<div style='text-align:center'><iframe width='565' height='315' src='https://www.youtube.com/embed/cS5tWpCbp0g' frameborder='0' alt='rates for bookkeeping in fort lauderdale' allowfullscreen></iframe></div>
<h2>Related Cost Guides</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/image-XokK9IOAZBzUsyFp-300x200.png" width="251px" alt="rates for bookkeeping in fort lauderdale"/></p>
<p>As with any important business decision, if you do your homework you can get the lowest bookkeeping service pricing in Fort Lauderdale with our quick comparison. Of course the types of accounting services in Fort Lauderdale can vary between different providers so it is important you are comparing apples to apples. Go Girl Finance has done the legwork to provide you a basic understanding of the cost of bookkeeping services in Fort Lauderdale for just about any type of small or medium sized business. The ideal candidate for this role should possess a foundational understanding of accounting principles and practices and familiarity with QBO or Xero accounting software. This individual pays attention to details, is proactive in understanding financial statements, and is willing to expand their knowledge further.</p>
<h2>Services Search</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/Outsourced-Accounting-Services-300x300.jpg" width="257px" alt="rates for bookkeeping in fort lauderdale"/></p>
<p>Always ask to review the paperwork before it is submitted, and never sign a blank tax return. According to the&nbsp;American Institute of CPAs, certified public accountant (CPAs) financially advise individuals, big companies and small businesses to help them reach their financial goals. For example, they can consult you on taxes and other accounting needs.</p>
<h2>Paramount Tax &amp; Accounting</h2>
<p>Bench offers a variety of services that are great for small businesses just starting out. Marcum LLP is a national accounting and advisory services firm dedicated to helping entrepreneurial, middle-market companies and high net worth individuals achieve their goals. Since 1951, clients have chosen Marcum for our insightful guidance in helping them forge pathways to success, whatever challenges they’re facing.</p>
<ul>
<li>Here are a few typical services you can expect a dedicated accounting service in Fort Lauderdale to offer, although these are not all inclusive.</li>
<li>Proven systems from QuickBooks product suite with its up to the minute software that millions of accounting professionals rely on every day for accounts receivable and payable and much more.</li>
<li>Bookkeeping Services in Fort Lauderdale – An essential service for every business!</li>
<li>Click on search button below to see Bookkeeper job openings or enter a new job title here.</li>
<li>You deserve to have peace of mind knowing that your finances are in good hands.</li>
<li>Nationally, full-time staff accountants earn between $40,000 and $80,000, depending on experience and other factors.</li>
</ul>
<p>Other companies offer a monthly payment plan with additional tasks like bank reconciliations and custom reporting offered on an la carte basis. For most small businesses, basic bookkeeping service in Fort Lauderdale costs $110 per month up to $1000 per month for more complex situations or high volumes of transactions. Any individual with a preparer tax identification number (PTIN) is eligible to file your income taxes on your behalf. However, this doesn’t necessarily mean they will be the best candidate to provide the help you need with your income tax preparation. The IRS explains that CPAs, attorneys and enrolled agents are all allowed to legally represent their clients before the IRS. They have a more thorough understanding of tax code than an individual operating solely with a PTIN or an Annual Filing Season Program participant who provides their services on a volunteer basis.</p>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/KBBK3dLf9HA' frameborder='0' alt='rates for bookkeeping in fort lauderdale' allowfullscreen></iframe></div>
<p>Our flat monthly rate is what a traditional bookkeeper might charge per hour. Hawkeye Bookkeeping is dedicated to helping small business with their bookkeeping needs. Our goal is to simplify your bookkeeping process so that you can focus on the essentials. We keep records of sales, purchases, receipts, payments, and document each financial transaction, whether cash or credit, into the correct accounts on the general ledger. Bookkeeper.com &#8212; A top all-in-one bookkeeping service in Fort Lauderdale that can handle all accounting tasks necessary, from daily bookkeeping to end of the year tax prep. Offers multiple pricing tiers to suit your needs and can  add on tasks as needed.</p>
<p>When you outsource with bookkeeping services in Fort Lauderdale to a partner that specializes in small to medium sized clients, you can rest assured that the job is being taken care of and allows you to focus on your business. Life’s a beach in Fort Lauderdale—especially for small business <a href="https://www.bookstime.com/bookkeeping-services/fort-lauderdale">bookkeeping services fort lauderdale</a> owners who  spend as little time as possible keeping their books. Every small business in Fort Lauderdale deserves to have a dedicated bookkeeping and accounting team. Our U.S.-based experts do your day-to-day bookkeeping, compliant tax filing, painless payroll processing, and more.</p>
<h2>Payroll Services</h2>
<ul>
<li>Our goal is to bring relief to your financial stress, fuel your growth, and add value to your business.</li>
<li>This is ideal for companies looking to eliminate a paper-trail as well companies already doing many business related activities like banking and payroll online.</li>
<li>Our U.S.-based experts do your day-to-day bookkeeping, compliant tax filing, painless payroll processing, and more.</li>
<li>Ultimately, hiring a bookkeeper is a good investment for any business because it ensures that the business stays financially healthy and helps the owner make informed decisions that drive long-term success.</li>
<li>Offers multiple pricing tiers to suit your needs and can add on tasks as needed.</li>
</ul>
<p>We have compiled all the information you need to make an informed decision when it comes to outsourcing bookkeeping for small business in Fort Lauderdale to ensure best practices are met. It’s incredibly rewarding to see the impact that good bookkeeping can have on a business. And I am especially excited to offer my services to businesses in Fort Lauderdale and surrounding areas.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/2ecf0cca56.jpg" width="250px" alt="rates for bookkeeping in fort lauderdale"/></p>
<h2>Lat Service Group, Inc.</h2>
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		<title>How To Calculate Depreciation</title>
		<link>https://kr.somangsociety.org/2023/07/19/how-to-calculate-depreciation-2/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Wed, 19 Jul 2023 08:13:33 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=23381</guid>

					<description><![CDATA[You can amortize certain intangibles created on or after December 31, 2003, over a 15-year period using the straight line method and no salvage value, even though they have a useful life that cannot be estimated with reasonable accuracy. For&#8230;]]></description>
										<content:encoded><![CDATA[<p>You can amortize certain intangibles created on or after December 31, 2003, over a 15-year period using the straight line method and  no salvage value, even though they have a useful life that cannot be estimated with reasonable accuracy. For example, amounts paid to acquire memberships or privileges of indefinite duration, such as a trade association membership, are eligible costs. If you can depreciate the cost of a patent or copyright, use the straight line method over the useful life. The useful life of a patent or copyright is the lesser of the life granted to it by the government or the remaining life when you acquire it.</p>
<ol>
<li>The third quarter begins on the first day of the seventh month of the tax year.</li>
<li>A short tax year is any tax year with less than 12 full months.</li>
<li>You must allocate the dollar limit (after any reduction) between you equally, unless you both elect a different allocation.</li>
<li>Depreciation for the first year under the 200% DB method is $200.</li>
<li>The GDS of MACRS uses the 150% and 200% declining balance methods for certain types of property.</li>
</ol>
<p>On its 2025 tax return, Make &amp; Sell recognizes $1,000 as ordinary income. This is the GAA&#8217;s unadjusted depreciable basis ($10,000) plus the expensed costs ($0), minus the amount previously recognized as ordinary income ($9,000). The remaining amount realized of $100 ($1,100 − $1,000) is section 1231 gain (discussed in chapter 3 of Pub. 544). Under the allocation method, you figure the depreciation for each later tax year by allocating to that year the depreciation attributable to the parts of the recovery years that fall within that year. Whether your tax year is a 12-month or short tax year, you figure the depreciation by determining which recovery years are included in that year. For each recovery year included, multiply the depreciation attributable to that recovery year by a fraction.</p>
<h2>Best Free Accounting Software for Small Businesses</h2>
<p>You cannot use MACRS for personal property (section 1245 property) in any of the following situations. For a discussion of when property is placed in service, see When Does Depreciation Begin and End, earlier. For a description of related persons, see Related Persons, later. Even if the requirements explained in the preceding <a href="https://accounting-services.net/how-to-depreciate-assets-using-the-straight/">how to depreciate</a> discussions are met, you cannot depreciate the following property. Generally, containers for the products you sell are part of inventory and you cannot depreciate them. However, you can depreciate  containers used to ship your products if they have a life longer than 1 year and meet the following requirements.</p>
<h2>Create a free account to unlock this Template</h2>
<p>An adequate record contains enough information on each element of every business or investment use. The amount of detail required to support the use depends on the facts and circumstances. Report the recapture amount as other income on the same form or schedule on which you took the depreciation deduction. John, in Example 1, allows unrelated employees to use company automobiles for personal purposes.</p>
<h2>How do I calculate annual depreciation using the straight line method?</h2>
<p>The fraction&#8217;s numerator is the number of months (including parts of a month) that are included in both the tax year and the recovery year. The allowable depreciation for the tax year is the sum of the depreciation figured for each recovery year. If your property has a carryover basis because you acquired it in a nontaxable transfer such as a like-kind exchange or involuntary conversion, you must generally figure depreciation for the property as if the transfer had not occurred.</p>
<p>For example, for 3-year property depreciated using the 200% declining balance method, divide 2.00 (200%) by 3 to get 0.6667, or a 66.67% declining balance rate. For 15-year property depreciated using the 150% declining balance method, divide 1.50 (150%) by 15 to get 0.10, or a 10% declining balance rate. Instead of using the 150% declining balance method over a GDS recovery period for 15- or 20-year property you use in a farming business (other than real property), you can elect to depreciate it using either of the following methods. You can depreciate real property using the straight line method under either GDS or ADS.</p>
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		<item>
		<title>How To Calculate Depreciation</title>
		<link>https://kr.somangsociety.org/2023/07/12/how-to-calculate-depreciation/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Wed, 12 Jul 2023 09:46:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=23099</guid>

					<description><![CDATA[You can amortize certain intangibles created on or after December 31, 2003, over a 15-year period using the straight line method and no salvage value, even though they have a useful life that cannot be estimated with reasonable accuracy. For&#8230;]]></description>
										<content:encoded><![CDATA[<p>You can amortize certain intangibles created on or after December 31, 2003, over a 15-year period using the straight line method and  no salvage value, even though they have a useful life that cannot be estimated with reasonable accuracy. For example, amounts paid to acquire memberships or privileges of indefinite duration, such as a trade association membership, are eligible costs. If you can depreciate the cost of a patent or copyright, use the straight line method over the useful life. The useful life of a patent or copyright is the lesser of the life granted to it by the government or the remaining life when you acquire it.</p>
<ol>
<li>The third quarter begins on the first day of the seventh month of the tax year.</li>
<li>A short tax year is any tax year with less than 12 full months.</li>
<li>You must allocate the dollar limit (after any reduction) between you equally, unless you both elect a different allocation.</li>
<li>Depreciation for the first year under the 200% DB method is $200.</li>
<li>The GDS of MACRS uses the 150% and 200% declining balance methods for certain types of property.</li>
</ol>
<p>On its 2025 tax return, Make &amp; Sell recognizes $1,000 as ordinary income. This is the GAA&#8217;s unadjusted depreciable basis ($10,000) plus the expensed costs ($0), minus the amount previously recognized as ordinary income ($9,000). The remaining amount realized of $100 ($1,100 − $1,000) is section 1231 gain (discussed in chapter 3 of Pub. 544). Under the allocation method, you figure the depreciation for each later tax year by allocating to that year the depreciation attributable to the parts of the recovery years that fall within that year. Whether your tax year is a 12-month or short tax year, you figure the depreciation by determining which recovery years are included in that year. For each recovery year included, multiply the depreciation attributable to that recovery year by a fraction.</p>
<h2>Best Free Accounting Software for Small Businesses</h2>
<p>You cannot use MACRS for personal property (section 1245 property) in any of the following situations. For a discussion of when property is placed in service, see When Does Depreciation Begin and End, earlier. For a description of related persons, see Related Persons, later. Even if the requirements explained in the preceding <a href="https://accounting-services.net/how-to-depreciate-assets-using-the-straight/">how to depreciate</a> discussions are met, you cannot depreciate the following property. Generally, containers for the products you sell are part of inventory and you cannot depreciate them. However, you can depreciate  containers used to ship your products if they have a life longer than 1 year and meet the following requirements.</p>
<h2>Create a free account to unlock this Template</h2>
<p>An adequate record contains enough information on each element of every business or investment use. The amount of detail required to support the use depends on the facts and circumstances. Report the recapture amount as other income on the same form or schedule on which you took the depreciation deduction. John, in Example 1, allows unrelated employees to use company automobiles for personal purposes.</p>
<h2>How do I calculate annual depreciation using the straight line method?</h2>
<p>The fraction&#8217;s numerator is the number of months (including parts of a month) that are included in both the tax year and the recovery year. The allowable depreciation for the tax year is the sum of the depreciation figured for each recovery year. If your property has a carryover basis because you acquired it in a nontaxable transfer such as a like-kind exchange or involuntary conversion, you must generally figure depreciation for the property as if the transfer had not occurred.</p>
<p>For example, for 3-year property depreciated using the 200% declining balance method, divide 2.00 (200%) by 3 to get 0.6667, or a 66.67% declining balance rate. For 15-year property depreciated using the 150% declining balance method, divide 1.50 (150%) by 15 to get 0.10, or a 10% declining balance rate. Instead of using the 150% declining balance method over a GDS recovery period for 15- or 20-year property you use in a farming business (other than real property), you can elect to depreciate it using either of the following methods. You can depreciate real property using the straight line method under either GDS or ADS.</p>
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			</item>
		<item>
		<title>How to Calculate Retained Earnings: Formula &#038; Example</title>
		<link>https://kr.somangsociety.org/2023/04/26/how-to-calculate-retained-earnings-formula-example/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Wed, 26 Apr 2023 11:51:54 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=25575</guid>

					<description><![CDATA[Learn how to find and calculate retained earnings using a company’s financial statements. This post will guide you through the process of calculating your company’s retained earnings step by step to help you make informed decisions regarding your business’s financial&#8230;]]></description>
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width="455px" alt="how to calculate ending retained earnings"/></p>
<p><p>Learn how to find and calculate retained earnings using a company’s financial statements. This post will guide you through the process of calculating your company’s retained earnings  step by step to help you make informed decisions regarding your business’s financial performance. The retained earnings are recorded under the shareholder’s equity section on the balance as on a specific date. Thus, retained earnings appearing on the balance sheet are the profits of the business that remain after distributing dividends since its inception. As stated earlier, dividends are paid out of retained earnings of the company. Both cash and stock dividends lead to a decrease in the retained earnings of the company.</p>
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<p><h2>Find your beginning retained earnings balance</h2>
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<p><p>The company’s retained earnings account is a crucial component of its balance sheet, representing the cumulative retained profits over time. Retained earnings appear on the balance sheet under the shareholders’ equity section. The income statement is a crucial financial document that outlines the company’s revenues, expenses, and net loss or income over a specific period. The equity section of the balance sheet provides a detailed overview of the company’s financial standing, including the amount of retained earnings.</p>
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<p><h2>Where to find retained earnings in the balance sheet?</h2>
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<p><p>Interpreting retained earnings on a balance sheet involves understanding the company’s financial state. Positive retained earnings affirm the company&#8217;s profitability and financial stability, while negative retained earnings indicate that its losses have exceeded its past earnings and dividends. Retained earnings, in accounting, refer to the accumulated portion of net earnings not distributed as dividends to shareholders. These earnings are reinvested in the business to support its ongoing operations or the repayment of debts. Secondly, it is vital to understand that higher retained earnings does not necessarily mean it is good for a company. Although the higher the retained earnings means more money can be reinvested back into growing the business, sometimes companies might reinvest more than they should.</p>
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" width="450px" alt="how to calculate ending retained earnings"/></p>
<p><h2>Can retained earnings be negative?</h2>
</p>
<p><p>The truth is, retained earnings numbers vary from business to business—there’s no one-size-fits-all number you can aim for. That said, a realistic goal is to get your ratio as close to 100 percent as you can, taking into account the <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> averages within your industry. From there,  you simply aim to improve retained earnings from period-to-period. This reduction happens because dividends are considered a distribution of profits that no longer remain with the company.</p>
</p>
<p><p>By subtracting the cash and stock dividends from the net income, the formula calculates the profits a company has retained at the end of the period. If the result is positive, it means the company has added to its retained earnings balance, while a negative result indicates a reduction in retained earnings. Retained earnings can typically be found on a company’s balance sheet in the shareholders’ equity section. Retained earnings are calculated through taking the beginning-period retained earnings, adding to the net income (or loss), and subtracting dividend payouts. In terms of financial statements, you can find your retained earnings account (sometimes called Member Capital) on your balance sheet in the equity section, alongside shareholders’ equity.</p>
</p>
<p><p>It is a key indicator of a company&#8217;s ability to generate sales and it’s reported before deducting any expenses. Retained earnings are also known as accumulated earnings, earned surplus, undistributed profits, or retained income. We’ll explain everything you need to know about retained earnings, including how to create retained earnings statements quickly and easily with accounting software. To obtain the net income or earnings, it is recommended that you check the company&#8217;s annual report.</p>
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<ol>
<li>This can make a business more appealing to investors who are seeking long-term value and a return on their investment.</li>
<li>Retained earnings are a clearer indicator of financial health than a company’s profits because you can have a positive net income but once dividends are paid out, you have a negative cash flow.</li>
<li>You’ll want to find the financial statements section of a company’s annual report in order to find a company’s retained earnings balance and all the supporting figures you’ll need to complete the calculation.</li>
<li>Using retained earnings, a company can demonstrate to its shareholders and potential investors that it is committed to long-term growth and stability.</li>
</ol>
<p><p>Large companies that are already profitable and comfortable paying dividends will have a lower ratio. Add your net income and subtract dividends paid to get the end balance of your retained <a href="https://www.kelleysbookkeeping.com/what-is-common-stock/">https://www.kelleysbookkeeping.com/what-is-common-stock/</a> earnings. For instance, a company may declare a stock dividend of 10%, as per which the company would have to issue 0.10 shares for each share held by the existing stockholders.</p>
</p>
<p><img decoding="async" 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/oqOKk2qbU5TJvM/aHA9TRY3ascfkX+fZ8uyu6EM6hhw/san1Tn889WxLyNsNO5e8Cv6KbYadf2L3gV/RXksZMZcPcBLCf4jYnTwRkMwEqeYEFRZwscck0EUy+8ooYewA7AATGEClMYPIdH7pSWx0hZW6YCKw7v+zpazxZbSj7whyR7kAdEOdESplVUHrKTS97R6jFEMwHOokqpjLEr/ABSbMu7Ya9y94Ff0U2w07l7wK/oq3MP40zDLPOkpC5Bthp3L3gV/RXAS7TMfsXuf0K/orClv9KtCalL9YIYXXRKFsm921lCEAkEkuuZUiYmeqJABNQgmY4goOkfRKXS+eiGUGGJVkyOIUphWzmyqXRDMG8o9j9QqUUmq5jFSU1glBM2ZiGDIphEMgzAMwziacNZ37J+zI3HLH29zvtsNe5e8Cv6KbYa9y94Ff0VdSqW5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkG2GgfsXvAr+io4iUakiWSZkngiVskA6LRYwdRQ7BAuQ/1Cu6EM6ihOqFj/AKVL8AVbEvI2w17l7wK/opthr3L3gV/RV1KhbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQbYaB+xe8Cv6KjiJRqSJZJmSeCJWyQDotFjB1FDsEC5D/AFCu6EM6ihOqFj/pUvwBVsS8jbDXuXvAr+im2GvcveBX9FXUqFuQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5AMw1y/wXvAr+isR1moeysK139GLnOsxl08nAxOCeHV3O2rw8Ra9+W1NzLlu0VcAxYIKCZZwoVIpjAQoZZjl2iAdogFY7mMY7R6TfSRsLEDocs383L2fHyn61XaSJdR7A7FRqoDaKcnXSIZc51wIdMhiiUg5nLnkfR3fh5RqSKZJmRdiJGyQdTRYwdRQ7BAuQ/1CrdsNe6e5/Qr+ivM6Gpp3tqN6S6WOu0rPdF/MbnyHwFkMGpzHjBKTfXJdkriZcTqfgMYzzIyaTkXjxmog0YrHMBUSkA5FEyETNpABC6XWQALkWy+jNa+Hb/pTXJgJh7Isr9w5XPG2IqzdyCrhkk5jCisRuUVTAusJFVDE0gOcDGIIZZlr6Z7Yady94Ff0UGYaD2IveBX9FaqTdMJQ4a6tPDddcxtRUnkr+/nI+Zv6KtTDU2JEzMWxfiDSblrcTbyFmRTKbdAJkjkOMnKPnhAb+26ZlU9FACo/aDq+sxi19PwqLbDTuXvV/kVvRTbDXuXvAr+it1N1RwOaSTb1cnYUqDbLTuXvAr+im2WncveBX9FYh6G5Rb2dnzrEmPmMCeA2BF2YohGjIuogHAMGeiYQdPVnQpNkh0QEdEyqhAHL5Z1k7bDTuXvAr+ioYuTaptTgZN2P9ocD90WN2rHH/wDX+fZ8uypVQ6qWgqlTUmz5s2DhJ0nujhjNgrivjWjZj1hM3W/jZuSgBeryrh7PlAoGlBWTKkAEWK3TIKWQF0Cl97MBGaypnBeWx8kZjHtxiwbpMlxEFKIibebviPI+HIoGoRRAA9kNHGaic6xhHTMidUxeodI3072w17l7wK/ooEuz+SL3gV/RWqZTTyUxFrWfvPJwSqKpnFxPf77HzEsuawYlsfZGZx7cYsG6TJcRDJREVbzd8R5HQ5FQ1CKIAHsho4zUTnWMI6ZkTqmL1DpG84n7HK40lFyreC/S8TxZ9whivwRj7bKt1gGf9l2aLITDn1nEqvzTHOvq9thp3L3gV/RXIzLUOrUveBW9FT006HQ9P1h0vrJa2qtpf8X7twvbgj5RXBixZFt4fD0YZ+45BriWnj2WTeQ7hk7TUVaKS+tI412qKlonIZNQvv5jmBgDrDLrGmFqcZbl0dKxy/uNSfiOkELSJ0XS5SxDI0qBHYpolNomOuZQiZ8wNnqyFDL3s/rhtdpnnqXuX0K/orjbDQR/wXvBL+ip6afpw81HbZw4qnuSt7cpOE/399jQS0+ih0e7e6eN7nJh++atLVtWNvONVbvJFY7STO5WMo6JkoYVTiKeZUhA5REggUg5CFeS/R8DgUx6SsxFYcEa4mShol49UxNaJzzJ8UFFEzKoyzJ+IttcqoY2gsgPvaoMyFMc2j9KRmGnbqXvAr+im12vdPeBX9FX059OFlfvP66Ct7cvO3ZL3+S0cxAer5Vqx0JyvY5LH9koxOT2TF+41ECgBvtCHKgcuRusBHr+XWHzDOtmtsNR/ZPeBX9FAl2gfsXvAr+isuhva3qOF1fsablJPJz0n7Pk/LYIWBe/6PLCXEu7bcdTFysrgSi0XntLvWJsnlxKguhq01NE4m1glAwlE+YhoiA5VlLFjDqUwZx6uax+jDbj6NdQPR1kErfaMFHDpygqpOGObUnOY6plveVMn7wm08suwAr6GjLs+4ej/wDBW9Fc7Xadw96/8it6K1Um5hQm6n1pj7fMbbdTqd8P/Kf0fM39FUphopiRMy9sX6i0m5a3E28hZcUym3RRMkoQ4yco/eEBt7bpmVT0UAKj9oOr6zGLW2XT8nb3tzo0zspZspORaZHjAs5JQeYP2MQLkgPF0RKAiBipaWYhlkUTDmAANbADLtO5e8Cv6K42w0DtRe9f+RX9FPVT9VJaR2eHAzRFFTq186nxhnV8Hk7C6QFg9GKaly2TcDmxHFrGAJEpTGI8Ki8cgV0BVBN7VolEwB/e0SlyAAAMo4kYeXZ0dJXHTB/Bpe9Vo5xalrTs+5ZPFXEi8ai4OnMSJDKGNk4VDWaWjoho6wQACkr6m7Yady9EPn/YV/RXITDT5ovev/IreireNby5zsklwtfU06k23lCS7X4s+a3Q5Honh09M+iGCw2kOGjgHomGQAAkvbktP7+GtH7LVf3ciZ9nzrZX9JTFu5fohXezSaPF2oOIxeQO1SMoogyTfoHXXACgIgCaZTHEchAAKIiGQVsoMw0D9i9D+rFf0Vxthr3L3gVvRU9ROummmP6dbz+TfS8EoezU6px64QfPTCfFDoTsXVySDXpuY64mRzO2JE0vb91Scq5YKR5kwTWNoGZI/aABwKQQUAwGOGXXWP8H7fxNcXpaFhdJs+IcFZJYyTk8EomVdkKUHCaax0CSazf7YHaDUSCimqIaAFMUADMSH+pm12g9iL3gV/RXXzp2s1Cv4fTkG/trZRvrSMltJPTKJdIPd7QzzrHqU1NOpKXEe/wB20LQ0rPjPTx6nyY6C7HB013YCn6PRZlxioivKK4pLIe3g2ShzEVACONZk10NIW4E1QDmcpNIRPojS1JSyGmAPR3gOktM3FEYESBLqWlysCPAaSMsSUXOzbvPZCisJNEDKEAvWJiiIZAUTB9MejzhuxwGwYtbCIk0+mwtpqZsL8YhZsK4mVOoJtV7+gGZxDLSN2dtZFCYaZ/4L3L6Jf0V29SW2lhM+/wByt9zPpuKIq3fP30Pll0c514vGdFeHI/lTrWsGJrZ2koK+mU6LY4pNwIpkYuiiqiJSiAZAIBkFdD0fsKpDCOz+jHjrbr2ckL1vmXl4oy6rxcyRGijRwDGOKkJhICGsIKwjoj7xzmzyAoB9bNsNO3UveBX9FcbYa5Zap7wK/orNU1S1i4vwbb6zBp1bTU4Kbcfo+RGAshgzOY74JSb25LslsS7idT8BjIpMmk0nIvHbRRBoxWOYColIByKJkImbSACF0usgAXIdo9GjBnDwnS7uW1MPnDCTw5YScba65X743sLZzBHFUhROqJVREFTGzPpmKBgEBABLX002w17l71/5Ff0VztdoPXqXvAreis10uqlpWbTXVp9rrmFVFVNTwUc8cePwfJ3E4uGhY2xYjpbubodWangjDBho1YkfC1fT4tSgucvsw5C9AwplAFRBPQOTT6hLn2RcBrzx2xZbW/j+tcTmUtjAJg/l4o7pdA0nIgdwLRN0YhimMZNQxVDAI5isiOeYAbP6obYadf2L3gVvRXG12vcvev8AyK3oq1zWqsm55Ttd79kZp/FJTgkv/GfbuzD/AEKbge3R0T8LpuQeO3bpW3WySq7oTCqoZMBTERE3Wb+51CPaGQ/Os3/xqEJhoHVqnvV/kV/RXO2WncveBX9FbrbrqdUYmaEqKVTJdln11DHDm7lPqi/kJU2w07p7wK/oqJjKNSu5AwpPMjuSiGTRYf2KYdeRers7B/r86yk72NSjXD9IYuMVhbZF3O2rw8Pa+I1vzcw5btFXAMWCC5jLOFCpFMYCFDLMcu0QDtEArFs5jFa/Sc6RliYgdDRs+mZmz42V/Wi7ixDpiwMyUaqA3i3Jl00zODmcARRNMwCBes5ew4l3sGYaD+we8Cv6KDMNer7F7n9Cv6KwqGqXTvbUb0l7I3t3TWkHyA6DjiCfY7lmr0vl3b+KZGc3HTduhHzr6duV4qRX2gZdU6YMmqKJyEUIQgZhoBrTaZQMMnRvb4DmhsEUujO6uh50jSz7BS61mQyQJoxALG9tTea0CtPZCo6smSYCPUQBEcxEfsWMw07l7wK/ooMw1EA+xe9X+RX9FdE2mnw7NuODm6MVRVPPfifM28cJ7PxN6L3Slu2+IJeUlLRxOvCXgRO7cJjHOCkQIJtEhylUACkz0TlEoB8vnW7/AEVcIsP8HMFrfgsObaPCs5do3mXqB3DhUx3izdLWqD7QcxyCOgHuBkAZdQB11lPa7TsBF7wK/orja7XPrSe8Ev6KzSnSo3Uroo72JXFTnfU+r+Pk7GlQbZady94Ff0Vzthp3L3gV/RUh6GpRdSoNstO5e8Cv6KbZady94Ff0VYeglF9Kg2y07l7wK/optlp3L3gV/RUh6CUXdtQw/wB0U+rc/nnptlp3L3gV/RUUVKNU2pymTeZ+0OB6mixu1Y4/Iv8APs+XZWocElSamdMK5bew+6RuDeJ2OjOQ/wBkNspSTgH6Ueo9Zx9wmAnsqztNIpz9RQHUmAoiCnWGWRhDH3SWxLtDphf7FYu3IjECKsuUxNJFFmlY5SM201OzWAy7BQw60UDEFQgnMUg5Cf3cyiAfQDa7MRD7F7wK/optdqP7F7/T2Ff0VimhqlUvJz3n9cCuqW3Ti1HaP3xPkl0w8CFui6ys3DNR4lKYKS8/OzCCU2MsjCRT9wBAaNnx2BlXa4IpEOKWgYh1DioYQ0QUAfT3OrhUwww6PEBjHiJd18dGdgylmsrcRYuUj2r6VIJ/YU10SlB2DZIuaaAkEQEU+ociny+ou12mlnqHv9fYV/RXIS7P5oveBX9FVbSp2He83XFLmk7PhoVtNz5O7ifI/BFSzT2TBs8JFHSNnr9LCOGFWA63XGER0mxDArkp1pgX/EHS/iGYDWf8O+iRgHE/pB7qbs8OVUkLctyIu+JNtF8YjeVUdqidxpCsIGExidSZxEnumyL1DW+Iy7Tt1L3gV/RTbDMf2L0f/gr+ity001Nv4qn4kxV+Sa1/k37ODsKVDtlp3L3gV/RTbLTuXvAr+isQ9DUoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi3tqKE6oWP+lS/AFcbZady94Ff0VFDyrUkSyTMk8EStkgHRaLGDqKHYIFyH+oVqHBJUneUqHbLTuXvAr+im2WncveBX9FZh6FlF1Kh2y07l7wK/optlp3L3gV/RSHoJRdSodstO5e8Cv6KbZady94Ff0Uh6CUW9tRQnVCx/wBKl+AK42y07l7wK/oqKHlWpIlkmZJ4IlbJAOi0WMHUUOwQLkP9QrUOCSpO8pUO2WncveBX9FNstO5e8Cv6KzD0LKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/oqw9BKLRDtrCtZc2w0y/wXvAr+isR139FO5zrcnv5m74GwMOHV8XS9BpEQEOaSfLaIm1aCSOmcQKHWYcijkAdYjkAV4SFxwu9nMWojijhxH2tE366Bhb7lrcIyDlN0Zuo4SbyCItkiN1DpJHANSs5JrCiTTENE5uwxxw7lMWejjdmHEGsmSSuC2VmTIyhtEguDI/ZAYfkUTgUBH5AIjWOpyTmcd7uwihIqybshi2bcAXTdDmat95GoMVG7FdEjRFVwmRJ4c67jLSbHVIBEjn08hIJvPLdUcP359nR2oUf83ZKOpkfDDGaUxCxKxEw+lMPnVsHsRaOIkd5JtnDh+m6SOcqwpNzHIgT7MdEBVMcxRATFTHMgd1iniYTDllDtWMRtm4rplE4WAizOfZyOnhkzqCKq2ifUoppJKqqKAQ5gImOiRQ4lIbDWDcxLyuP2PTmHgbqhHNyKxKlvS9w2XLIxipWkcRA45rEQIcCOBP9mCqZlAETEMJczB2GJlmYxsJfDvFC85eIvAbBudWQdt7VtV2zWJGuY9yzWUI2M8eKuVEzLpqaCWRhIBwKQ5sgE4aV4TVN+MeMsRM5J9YwPZRGM90jJXHZFx4aAN/W9GtZlOBt+bReoybJwqokmo2dvCMwzKdFQqgKkT0cg0RPpBnxY+M90yGLLrBbEqyIaAuMtvEudoaEuE8u1VZC4FucqhlWrVRJUFNHINWYhiiIgfMolrEN5TeJy87i10lsLbFuMV2dkx9qWk1kbeeoPZB4Vwusu72eskV1qkTOSABTJAKmqU0QMXRE3e9G6zLHts9yubRlb+mMV7nZe1Td739Yc40B4uTIpCgDpBqkVumY4ARmiqQdWUAzHQ0wlLbd1rPePsldsNVD5KZ7oz3e85dMDC+02bZK10Sqy5G6DQH6LJFITZhrnCyo5kQL1CcUk1lch9xJQeqsSt+lMnCoYgRmJNmoRlz4fOolmtGQcwEmhJLSgFCPRbLqpNjAqoocEzFVSTAmYGEwkHSCDHaY6StlYSqoMbqYyk/NTjCMCas+wXyisFHKn/tTz2AHL5RychCm0dEAABMXMPnWP2uDdhpYJu4TAW3L+kJ63rtgr5mXd3W9Kx8tczts+TcLHO4k26HtK500VcgT90pxKAgTWZjaIbc4SlwupfJCptRGOJnq1sVrrSvyOw0xXsuHtqdno91JwpoafUlmjtJqZIrhIyirVqdNYmvTNoAmYokERA+YCWucY8VHGC2EMziI0tsJ9wwfpt0I4z32QrhV1JFbEAy2gfQKBlgER0DdQD1V42NcvMZOkbZ+IUHbdyxtr2BAS6Kr+dgH0Oo7kJAzchW6Td8kkscqaTc5zqgTQzOQoGEdIC/30trVuK9cAH1sWu0mHD17dEQAhEtte5SRLOtzqrFJoHAQTIUygiYpigBBEwCADRt7NOTbU8Npr2uSmNp7l8HqrCxnk5W9riwwxOtNnad0W7Gt50RZywyMY7i1hOUHKTo6KBwEiiSqahFUUxKJcyico6QXG6RmAY2lIXw0xpsV5AxapW7uRbXGyUbpLmKJiImVBXQKocAHRIJgEflWH8cOji7ZWJJT0epdeJk1LTkE5vAZNw3O/mLeZOyqLRyKCBEGxUikFU/s6KZNcbSA2sMfr7HC8jya6QOKl3o4d3XHQN12pBpQcjLQ6zJNymz9qSXQKgsUqrYQOsQQSWImocNI5SiTRMOaqnsNrFT2U/rinwNR+W63eFHzwgyJhr0lsFMUsMwxXgcQoJrBoMkH0qL6VaEUhAWLpFTf6CpiNlA6wEpzdoCGY166ExIw8uWHjrity/LclImYciyjnzKUQXbvHAaWaKKhDCVQ4atT3SiI+4bq6hrUR1YmMcZ0Suj23irectXllO4p/cDCQhHUiswTTbKkSWPFoB7Q6M2WURVBuTROB00zdQEEQ5dYZt7mty0rbgLbxQuVtJ4rsJy9rluqCcRq8ydRi4K5WBoqmkq2akKRs2EPZ0kQTMUhDHEDnDp6kKtqnBNJdVfp47xlWpTeMT724mwl/wDSpwGw/wAM3mK73E22pSEbpuRa7LmmaykmugXSUatM1ikWXDs1YGzzEM8q9RBYv4VXLZDjEqHxEtl1a7QpjPJhKXbqMmuiUBOCy5TimmJQMGkAm6swzrXy+LFvEbE6XNstrKkliXCmd1b5GseoYklrbebIARsQAHWnKqgJBAgD7wAGWdfv0gLbSWZYfzL1bE+HvC0bfdOrekrfsr9aGJJI6SJBTdNgaOTEWASF0VMm46J1QKsAibRw6otupfVNvpga2ZjjV2iOsmzsBcMBdkO0uK15xhMRT9PXNH7ByRw3cE7NJNQgiU4dQ9YCIV2Q14XA9pIscIrRQmLEirLkjRLdV/b8U3TQaRztQgHWSSTTzKUoKGOOQCPaOYiOY17ut1rZqjQzRVtUp6nNKUqGhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA4rmlKAUpSgFKUoBUEd96k/qi/kJVfUEd1OpP6ov5CVERnkcXcUGuFdtNZMIpWWlZmTawcLHJqAl7ZIuT6CKZ1BAQSTAczHUyMJSEMIFOYAIbwXQ5xExixRwTtu8sWGEEorJxxF0JVjJmVcvjCooBzLtQZoJNhAClAATOqA9eej8/UY/DZC1oso3EPD66LnhnckjpK27HOnjuJcJgZVF4AMh9tSEqhClKq2KZQhjlEdEukYNbv0bCd9/qfGOY79bC4djbDVM5bhOuKRpwFzioaMK4EVQa6gyYHEuSAq/4eZgVGs+lfbm91wSh+dBX+NKa3ccfO5lu+ek5cFtYp3Hh3HQuGjRtb5opuWTu7EJSBB67fpKKJtUUwj1wOqBUjDogcREBKIB1iAesmsWr6C6WeGdlWFbsxezeFQnLgbPLmWZxcUiscyaZCuyslVl1FFU1tWHsxAEiJznFMRIQ/l74f4XWNfOIEmTAq9ZO9rrjUGar9ja72SQn0fZyppNk3qRVWzNIDFBM5FztigYoqnKJRBU3hMGLQvDowzcZL4oR1xzTabw8tuCePYKEfTqrSVjPaQO3UTZJLLasU3JdBYSaAikcBMURIBlDlfk9OdnbzgWtRLWitzX7ZmmO6QtlrYVSWKkwRxGJQb1zEScabRVdJSjdyLU7JMCjkqodcCkSyy09YmOQaWQUdHrFx/jhhXH4iytnmtZ66dyDJzEGflei1VaPVmpyisUhCnzMiI9QZBnkAjlmOA7I6MeM9ytbcv55e8PaQpXfO39+p89a55ZFN+/dKnaKORRfNx1rdA5BKQBECKmOIiYSl0fW9FVe5cFuj2+lccpBvFNm1xzJ00xgHTFwn7RNOCkEyZ1Vjra9VUhkQIQo6CqZQ1o/aG3Spp/LFpcuHmhKoVqb3id1/0ekl+kdPJRl04h25h4ylsOLJdPmsxMGnjIySwsTGK+VZMQbGTXSSORQmajlExxRV0SiUEzKdq4xvui57jmonBaxoe74+1iNttSD64TxpRWXbkckbMikar+0qggomc2sMgmArJFBQR1mrww5jLvsnAPETowNrDueTu2feXGxt5dvBPFIt00mHjhVF0rIkTFo3BIjswqkVVIcBQMAFNpJ6fo7DRk+i2/xFtiQtG7rlJcD1tNWyvCW69kE5BUItq0O1WVbJnTZnBZoHvODJJ6CpTaYgU+hzl7LbySa1bzUcDVUJ/jq1yWDPbRvSRVxIVgmGAlrRt0SEtbza6XW3Jo8Q2jmDg500CKqItnRxcnUTWAEipiUAQVEyhfswU9LA48WbJ4VTmK82ZWFYWoMmjcLdbJRSOXj1FE3afuZ6zIyRhIJes5TEEAATZBgLAbD24OiRJRzq/YSfko+esOBiXbi3oJ7NGZTDFR2dZudJikqqCZivPcWEmgIpGATFESAbg+HN8SfRxurCOSse4mlz45vLunG+ralVZW+q4Oq6aoSS4GyQE5RRJ2G+0Mcv/DnW/U/FtU4Q787dhSk6kptKx0av0ZmKLx0uuMlLWNivh5G2lDXy59kgnSFwi+cIuDN1HCaEiiLZJNsoZJI4fYrOSAoUS6eWic3VsOktMLW9FYsSeH7FnhTPPWjWOndumPJ6l24I3avF48WxU0myihyGzB0dQqahDGTA2mQnkr4CW6ScrhlZUdZt3QJLclVJ66XkxbzyPRjjpR7huRsiq5TIk8Odd1kBmx1SaCRz6eQkE3mgiLvubo7WD0TRse6G92xLi3oiedqwLxKKZMot0gqs9TkTpg0cFOm0LqyJKmUMZYoCQolUAlpxv/xJL/peL5GE/wAU3mpe56G51RQ/3RT6tz+eerQ7Kih/uin1bn889QZl1KUoaFKVxQHNKVxQHNKUoBSlKAUpSgFQwnwWP+lS/AFXVDCfBY/6VL8AUJmXUpShRSlKAUpSgFQwnwWP+lS/AFXVDCfBY/6VL8AUJmXUpShRSlKAUpSgOBrCtZqGsK139HM5V5GT4dWWCJZgkxZmIDZLREzowCIaIZZhqxy/1GrddND+7mPGH5VcwfwWP+lS/AFW9vYNcW1LNpWIdbM7uY8YflU101u9jxh+VV9KzK0LBBrprd7HjD8qmumt3seMPyqvpVlaCCDXTW72PGH5VNdNbvY8YflVfSpK0EEGumt3MuMPyqiilZb2Y4JMmZg9pcZiLowdeuPn+zH55/8AbsruxrwWIWI8RhHhhP4hzbddy3hzOVCNkMta7XO5Mmg3Tz6tNRU6aZc+rM4VdpJNkhtpI9aK00I5bPY9X+bPyq5BWb3ey4s/KrDEMxxjtNkxxlxrx5JCxkczdSl12qjDMRhmSHs4iVJB1q/bAFAcjHVMsoCpim0SJlMBA/a3ulfY8hMLRd02pddlJFtlzeTZ7cLdqmk5hkDlKq6AiC6qyABrCDoOU0VBA2WjpAJQOE4zz85MK9zMOums+uPZcYflU1s3u9lxh+VWrHSS6SzscHLllrXtfEm020aS3p1ldTmJVYtHzJSZaJqFREpxcEUEgqAZsskkqZMwjoGIcBNnLDPGSKxLm7htslpXLbkpbhWay7ScbopKLNXZDnbOCAkqpolOCZ/cU0FSCUQOmQeqlKbUxnHt9i0YnttdNbvZcYflU101u9lxh+VV9KkrQsEGumt3seMPyqa6a3ex4w/Kq+lWdwgg10zu9jxh+VTXTO72PGH5VX0qStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KsrQQQa6a7dnMuMPyqiYrS3tUhoMWYiLkukAujBkOpT7Ps+vqy/h/wDY95UEcObyT+qL+QlVTxsIODKzJgEBjmWQhl98Pyq6GxbMYYbWnGWLZVts46DhkPZ2TXaS62qTzEctNQhjm6xHrMYRr1vX/Gmf86kpZC+pDrprd7HjD8qmumt3seMPyqvpSVoIOv100H7vZcYflV0d0Wm1vRozYXNb7F83j5FpLN0zP1ilK7bKlVQUECkDS0FCFMBTZlzKGYDlXquyuOsKjxT0JCaaI9dNbvZcYflU101u9jxh+VV9KStCwQa6a3ex4w/Kprprd7HjD8qr6VZ3CCDXTW72PGH5VNdNbvY8YflVfSkiCDXTQh8OZcYflVHFqSwNT6pizMHtLjMRdGDr1x8/2Y/PP/t2V3dQw/3RT6tz+eerNiRc4181u9lxh+VXGvms8tnseMPyq1k/SFYiz9nYPObWYvk4SGu6JnWctPLolORsCUYsqgyKY4Ckmq8VKVApjgIiAnKnkqZMxcl9Fpwwe4LW8/isW3OIDRwwbAm+UWjVSMzEQIQ7VMzBBIggmYogIKaagDmBjDlkGKalVtWwNV07GzfGe0GUNdND1+wMur/OH5VcCrNdmz2QZf5w/KrTxni/f8rOYl3HceK2MELZ9o3hJRa0lAQdtDEwcc21ZdYso9YncuclNeBhbe0GTKQNaBB6zZVjLhxAxpve/m9nYpSdnQ2H8mlAsSRzCPchLPfY0HSy7szpusYUAFwkmUjcUTZFVMKgicmqKpOlV5RPBW+yOzic44vcZu101u9kOX+cPyq5101u9lxh+VWskn0pLovHAWx31gtm0fiViTb7mQQAqPtCEGi2RML2SOmYRAySZwAqRDj76iqJDZhp5ZXwQv6VnujjY2Jd7PzPpJ9Z8fMyrkqJExWWOzIqscCEApCiIiYdEoAAZ5AABWm9lVN4UtJ9/oQ5ppeLm3DUyJrprd7LjD8qmtmt3suMPyq1fSxWxWh8ErZ6V0xfj52zuJaFfObLFgxCMaxsm8QRImgsVAHguUknKZtYo4MQ6hTjqilMUhP2cYn4p3PhVfvSWgMQnsTH2ktPnhbULHsVI1+0iVl0TC9UOgZ4Kq5myxs0V0SkAyRQKYSHMoq/+OdpREzyj7LSnX/TeWkbNCtND+72XGH5Vca6aAOtgy4w/KrAdm3zf/SJmrsmbLxFmLEg7RcNIxg0YsI9yaQeqMG7xY70zpBY2qL7UkkVNAUTZEVMKgicmq4U6SdwyfRZszGCIimbW576VhoZkioQyjRtJP3abQVRLpAY6KZznUAgnATFIBRMUR0grphw1e3/AHYdTKe1eba6QZ+BWaH93suMPyq4BWaz+Hsf5/2s/KrWnFbGi8eim+MldN5zeI8dJ2jPz7U0y2YNnaD6MI3MVEDsWzdPUKg4yHSTOcpigIGEoiUO/e3Hijg/O4avbyxLkLxSxBnkrelo11HMGzaNcrM3DgqseLdFNYqZFUNASOFXBhTMHvicBMaJqE9bd490Vp0raej7YmeRWmhD4cy4w/KqOHUlwiWQJMWZiezJaImdGARDRDLMNWOX+o13QDmGdRQnwWP+lS/AFWbEi5xrpnd7HjD8qmumd3seMPyqvpWZWhYINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdNCHw5lxh+VUcOpLhEsgSYszE9mS0RM6MAiGiGWYascv8AUa7uoYT4LH/SpfgCtTYkXONdM7vY8YflU10zu9jxh+VV9KzK0LBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU101u9jxh+VV9KsrQQQCtNbvZcYflViOs1DWFa7+i8TnXkZdg/gsf9Kl+AKt7OwK6SHZOzxLM5Zd4QDNkhApSo5F90OoMyCP8AqNW7OdB2zj3wIcuuLSl3Np2L6VBs9zv194EOXTZ7nfr7wIcus8yyX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvrgah2e536+8CHLps51v174EOXSN4krz688v51jDF7Cw+MOGDy0msmlHSCEslLRjldHXIEespAHLfXJgICdIVEilOUBARKJshAchrIeznY/vx74EOXUcWzdGanEsq8J/aHAZaKPyWOGfWT59v/P5VrKU7ppriiLHAxDfOHeO2Otk3NhxiOWw7Kg5mJOzIaEevJ92Z4I6SbjWLIsSIppHIQRS1aoqgIhppZZm8/LYR9Iq5L5QxHnGOEyjstmyNnvYFwZ68YSBFjorFWVVMiQwJqnSMkZuKZgRIoY2scj9nWxWz3efxx74EOXTZzrt2298CHLrLSnzOV8suUcPdfRqWPRJxDdWtiDBQ0LYWH8ZeElbTtnacBKunUQxVj3yS7t6QRZoFSWXSSITVJNykEUSGMfMxhDN9tYXTdv9IS98VwdMTQt3QELH6gpje0keMlHekYxdDR0BTcJgA6YjmUwCAAADWRdnu+3bj3wIcumz3Y9YTb7wIcutTZKcPpL4JinvjtH0dhSoNnud+vvAhy6bPc79feBDl1nmWS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bOc79e+BDl0jeJL6gjgyeSf1RfyEqbPddm3HvgQ5dRMmTszqQAJd4USOSgIgVH3/sUxzHMn88urLsrSSvckneUqDZ7nfr7wIcumz3O/X3gQ5dZ5lkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl0haiS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX1DEfc1PqnP55642e6APjj3wIcuootm6O1OJZV4T+0uAy0UfkscM/7nz7f+fyrUWJNzDvTIUxUb4IXyrZjG1pC31LMnk51CUduWjxEoszaC7VVJNUiglLrc0DkJpiJMliAAgP59ETC+4bOtaQv+6lohCUv5tFPTRkPpizZot2SaCJhUOUhlnCiZSnWU0CBpaJAAQIBzZy2e67NtvfAhy64CPd/Kbe5/8AsQ5dShbG1fGFyTktb2tndL6wYaxWsrpB4pW/dOEjpKwWNqXPr449yoSLwJJCKW6jphGGbGSO41YmS1vtgEERBXVh/g1OfCbFbDSZvMMDGtqLxd8mReGNPSzpqpBSBGSTMV0k0mywPSGIgioKZlEB0yGDTEDgKebtnu9+PfAhy642e7y6px74EOXUVKhrWz4aFdUtbr8zX1h0GcIIO1GzKHLcid0MrTStYJtpdsvFi6RSTECgskzckT1ZlRMqZMCCUTGMIgIj13WHBj0ecJcJMAZOLXuWYuAje235dsOnLdMUmB1Hy5FXIGORsQiBwTRKVMuZ0yFKmA9WdfYHe+3vgQ5dcBHO+vKbe+BDl1X+Up4OJ5f5M6PNTBrqz6PuKjqwrS6PU+4tj/ZxaL+NOaZRk3CstLR0cuVdozUZGbFSQMJkm5FFSuVMypmEpCioAJ/1MYBYrtLGvHASznNsIWHej+SWPOOJJwSUiGcm4Os9bJMQbGRcCArOCpKGcpAAKl0iGFMdZsSEe73498CHLoEe7H99vfAhy6NbUy8cZzmPoqbpiLRHb/Jg/wD2R4pYXy14pYDNLSUiL3FB0O25V00UgX6bJJmK6KSTZYHhDJoIKasx0B0yGDTEDgKcEn0bbvSw3tvA62JmAb2hZ0LFuoiUdIrmlf1kj3qThFdQhRBL2VTVG1gAOszUNoiAZVn/AGc7AM9tvR//AIQ5dNnvO3bj3wIcul52pvbth0Jgoy8kwBd3R8vTH6YkpPHVvb0C0LaUpasRGW9KryoIqSOr9pfncLtWogoUqKJU0gTEAyOYTjpAUvaNsLsYL6uuwHGLqdps4bDl4eWRNCyjl4vOyJWx2yC6ySzZEGZCFVWV1ZVHAicxC6eRBMfNez3YD1Tj3wIcumzne+3vgQ5dFChLBf5+X5BW21D39HiXgGQZVFCfBY/6VL8AVwMe7APjj3wIcuoodm6PEsjll3hAFskIFKVHIvuh1BmQR/1GrFiTc7ylQbPc79feBDl02e536+8CHLrPMsl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX1DCfBY/6VL8AVxs90AfHHvgQ5dRQ7N0eJZHLLvCALZIQKUqORfdDqDMgj/qNaixJud5SoNnud+vvAhy6bPc79feBDl1nmWS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps51vx94EOXSN4kuGsK1lwY53vx74EOXWI69HorE515GXYP4LH/SpfgCrR7Kig/gsf9Ml+AKtHsrg8WdFgc0pShRSlKAUpSgFQw/3RT6tz+eerqhh/uin1bn889CZl1KVxmFCnNKVxQHNKVxmFAc0pSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVBHfepT6ov5CVX1BHfepP6ov5CVERl9KUoUUpSgFKUoBSlKAUpSgFKUoBUMP90U+rc/nnq6oYf7op9W5/PPQmZdSlKFFKUoBSlKAUpSgFKUoBSlKAVDCfBY/6VL8AVdUMJ8Fj/pUvwBQmZdSlKFFKUoBSlKAVDCfBY/6VL8AVdUMJ8Fj/AKVL8AUJmXUpShRSlKAUpSgOBrCtZqGsK139HM5V5GUIeHiVIliqrFtFDnbJGMYyBREREoZiI5VZsOFHsiGXDk8qQeQwseH+VS/AFXdlcW3LNpKCHYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz/6BPKr6Ul6iEQbDhsuuIZcOTyrqATtiJhH0zMoRzZmxM7XcOHCZCpoopqHExjGEMgKUpe3sAAr0g9Va9dMlwoj0V71IAqg2dO2zN+JAERBitLopOs8v+HUHVz+WWefVnUdTShO7aXUqSlSd4yx+wncWRE4hPrHvNnDTqTl2wUTsKSfmOzSOJSulAYt1/Z0lSZKp64UzmTMBtEOsA7XDnGHCLFVViFkwlxOW0m0B8zkHlhS7Bg4QEoGKoR26aJoGAxRAS5H94B93OsgSkem4gXUY1T0U1Gp0SFJkAAUSiAAHyCtU7Svy7bM6AuFEpa0iaHcO2NsQDuZOCaow7Nw5btF3v2oCnmmmYRATgJCjkJgECiA6Tltb6Uuc+0GIsm4wv2wNstiQu6GfX/8A8CeVYzmscsAravN/YdwzDaPkYpZu3kXLiEdJxjFZwkCiCTiRFH2NFRQpi6BDrFMYTlKACYwAPTYMupaDxmxJwui5yXmrPtxnCuWq0rLOJRyxk3JFzOmhnTlRRY/2ZGqwEOcdXr+rIpigGs2LeKGLlhYldJJhb+CLOetG4XsdGzd1v3iq7GCS2C3KdR3FtUFnjhAEjGOdQgATIchEAARrLqaqSWalb3KsbpplObR8m/wQcNullw5PKmw4XdLLhyeVaQT7jEOfuO2MAcK5e4r0aQeGEUtbs5H3c8gop44VMZupMyL9iqVdwkmVBHVtkDKicyqukAdSqeRot1L4rYp2tg7N4xyUxbltWKlNSExbEurDq3ZMe0KMllfaWCxVCItzInMdBJQCgq4ICmegUB07OE8W10n68uYV0m9JfOIXc2ZGEhgDqiGX/QJ5U2HDbpZcOTyrVyfnDzt13LZ01jPPM7QsDDqPuOFm2s/7IvLrnF0VSVcOmope1EQ9nSKKXW3MZcRVIcRT0fIQ7LF7pB3/ABNt3diledjP5LA6JmXbODkV2KSE85WdJg8OmgomcBTPkcUiKJgfQIRQTELo1nabsvP6v4vsba2cco77P8kbkSTS3Ilg5k3sWxTbNEjrKm9nJ7pClExh7P4ANdHhtclm4p4fW9iTb0ACEXc0ahKNE3jVIi5ElSAcoKFKJigbIQzADCH8xrWi5Re3OOObHEfFS4o93hRBtGsKi0uFxFJAgESVc0s5QTVKm7Bw5MqXJ0VZIAbimADmppexZP30B+joQlLVlnEY6j8ICuGD1msYqqChIfSIomoUdIpgEAEDAOYDkIDmFSr1FRRXU8kmo0afe3IlK2q6KNZndEfZsZsSFH90M+HJ5U2JC7oZcOTyrQ687ovuwbPMtY2J16yj+7sCZ27plSVn3LxZk9SSbHbSCBROJWJhFw4IBWxUkx0CiBc08w9x0hb8u2Jcx/6tXtONmo4GXlNpHayCyWteIoMfZ3ZhIYNJYmsOJDj7xROYQyEa1XNOevba/iKEq9nR4c9n7Nudiwu6GXDk8q8lijd9kYS2e4ve5oHXRzZ2xZqFZs0jqgZ06SbENkYShogdYom689EByARyAdcZmMxRwTwOd42wWNd0TUncNpwMWoFxLqyDeNk3TwhFpoCKKezolSSdBmkREieTcplBOJjiP69KPDeKsLo53dbNu4q3a/lHR7UFRKfuFWaXbK7abkLIkI7MoomKhs8yFErcRRACplED52Wqtnel3FGzWlVl554jbbYkKIdUQy4cnlXAQkLullw5PKtKcQL5vrBy88SMM4fEq5Gsc7dWMmNxTcqeSWhkZV04ayD9IXOaaGZkiABC5IJHPpETKACWu4bPb3trEnGbBnB3HMjWYYtLSJb6F33U4kztnbkywvAK4fg8UI4VRT9xMElEyiKZtSOkNZ2pUq94+Q1Dh5JN8Gbf7EhcvhDPhyeVNiQu6GXDk8q0QksQ7shIZxbjM+LSszNYoNrRu6Ea3keVWbKpMTuSIw8kcEBaIvhFsZQ5jN9SCixSFQ0SgGzHRpirxtu3pq18RbzYP7hTkjSYW8lcDiac2ywclAWzJd66OZ06MOrUU1yoFATHOVMNWmStKWm9P07dSOFCi/tj9GVxhIXdDLhyeVY9uDEi1YjEuMwmh8O5S5J54zJJyGy2rIqEOxOuCJHLtRyskGiY4KaJEtaqIIqCBByDPASV/wB+v4uKxcG8JUL6e4sGs0lrlklCsEYtOUO2WYCwA4InVBkQ70XKiYrhnpAcEgKQPTWbhVaLnpl4iuDzF6HXirftiVRKF6zWrKsq7k1DpqEB1oKIZkIJWygCiUBMBUwAxgGUTVFU2zXKfkVpUqpZqPePPEbM7Eht0Mv+gTyoEJC5fCGfDk8qwL0wJCfQ/wBkcHEXlcVuNbjxGYQkmrBvTNHLho4aPCmS1hespRECjmHvFEAOUSnIQwYib3teCN+LdHxtiXcTOxH2Kq9sEuVWacOJMqBYZN8aHTkVlDLlOd0KiILawViAApkMBgKJZTU65jJ/x/kaqSpidPv+JuRMjZttxTqfuIYaLjGCJl3b17qkEG6RQzMdRQ+RSFAOsREQAKrSiYFwQi6MawOmoUDFOVAggYB6wEBAOsK0XueJjL46NnSfgpLEW55xrh7MXC2hUy3lJrmaIJxiChW7lUXAqPCawVc03JlSAbTKBQ0RCvV4iubntZzhDhBYsNiJPMLqiJKcVZsr4kmzqQkEW7YEkF5hdwLhmyTBVVY5UldIRImUiZ8zJnirdVlufJqfgkJKd7XSF8m4OxIbdDLhyeVdbNK2RbTUj24TwkW2VcItU1nooopnXVUBNJIDHyATnOYpSl7TGMABmI1qyxHEslz4K4Hy+OppeVXb3SyvV7ASqxtUCBWqvsALGUMuK6JF0kCOFhBzoCZYTEVNnXhsQIVC+ejJta5rmvJ7J2XioS2m4q3ZJpn9lSuwiKJHIJuABdYiBkwK4U0ly5EMCgGDSrSbddNM2b7TEl2fwdXL3fwbezV9WFbuJVv4ZTsAdm9uhouvEP1GKfsDtdH3lGZVQHMHAJ5qgQxQAxCmEoiJTAHtNiQw9kSy4cnlWv3SqtqNtLBq0UIU8gu9t2+rWWhVpGScSLz2k0u3IP8AaHJ1F1TGTWWIOZxMJDGL/d6q2OD+IUpc0tzg2vZ/JnBrekyPYcLuhnw5PKmw4XdDPhyeVX0pL1LCINhwu6Gf/QJ5VGxh4k7qQKeMZmAjkpSgKBR0Q1KY5B1dXWIj/wA67rP5VDHBk7kx/wA0X8hKqm7khDYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCIBg4bdDPhyeVRxMPEnbHMrFsziDlwXMUCj1AscADs+QAAV3XZUMP90U/m6c/nnqy4JCkbDhd0M+HJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRAMHDboZ8OTyqOHh4lSJYqqxbRQ52yRjGMgURERKGYiOVd12VFCdcLH/AEqX4Aqy4JCk42HC7oZ8OTypsOF3Qz4cnlV9KkvUsIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiAYOG3Qz4cnlUcPDxKkSxVVi2ihztkjGMZAoiIiUMxEcq7rsqKE64WP+lS/AFWXBIUnGw4XdDPhyeVNhwu6GfDk8qvpUl6lhEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhcvhDLhyeVYjrNQj21hWu/ot3OddjJ8PKNk4lkmZJ4IlbJAOi0WMHUUOwQLkP9Qq3bDTuXvAr+ikGH+5Y/6VL8AVd21xcSbUwRbYa9y94Ff0U2w17l7wK/oq6lQtyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXINsNB69S94Ff0V5a47ftTECxpuxLui3L6Gnk3rF8h7Kt9oiqdQDABilzKYAHMBDrKIB2CFe3H+tQxGXsimf/AJpz+eejSqphoJtNNO6PJ4ZREjYlkRto3Bd0zdjqMKo3TlX0UZFys2BQ2oKsCZAKdQiWrTMoAF1hiCcSlEwgHcsmlrxcGlbUZb5WkO3b+yJR6EQdNsmho6OqKkVMCgTLq0QDLLqyr0HZXI/z7KVNVTOZKVspJHmrWibMseDb2zZNpt7fhmQn9njoqFM0bI6ZhObQSTTKQuZjGMOQdYiI9o1+7RG241+/lI2B9leyyhF5BwjEqEVdqETKmQ6pwTzUMVMhSAJhEQKUADqAArvuymf8qOCqVgY7n8KsELrho23bowetmZiocTjHMH9ppuG7ITjmfUpnREqel89EAz+dfvcuHOD15QMbat34V2/Ow0MBQjY2StgjpqyApNAoIpKIiRPInuhogGQdXZXvc+vKmfXlU/EuZ5CXtXDmfThk56xI6SJbbhJ3DFdwGuCNXSAATVbAZIdScoAGiYmQhkGWVXlbWyWdUuklvFLMqNCsVJEIk4OjtinMcqIq6vTFMDmMYCZ5AJhHLMRr0GfX2VwA1ZUyTKDwd34dYQX/ACjGdvzC6BuSRjAArJ5L2wV4u2ADaQAkdVExie91+6IdfXXXYnWYzuXA26sJbIjkIgsnbD6AiW4Ryzdk01jU6KJdFJIdWkXSKGRCjkUOoB7KyaI5UA2dZqppqodGTKm6a1VmjF2EGFmG+EdnNYG28PIKEeOI9q2mVIa3vZiSCySWgY6okRKKvWJxAThn7w9mY1zA4H9Hi1lHytr4EWZDnk2Ssa9MwsxBuLloqAAq3UEiAaaRwAAMQ2ZRy6wGso9Q9dcdQDnlW6mm5ZimnZUI6YhoMkaWGJFHLHlR9lBoEYqCII6Ojq9DQ0dDR6tHLLLqrysFhVghbEQ5t62cHrYiIp66QeuWLG0027dZwiYDorHTIiBTKEMUpimEMyiUBAQEKyH1VzUlTJqIS3HmHkLZEi9kJF/abdy7lmARb9wrCmOo7ZAJxBsqYU81EgFRT7M2ZffN1dY10CmEmBa0GS1lsG7XPDJtPYSRxrTSFqVtrgX1IJanQBPXACuhllphpZZ9dZGHKnVSFoLnhGuHuETGy1cNmOF0E3tFwJtdAJWyUkappH0zaTYEdUOZwAw5l7Qz7ats218O8OIk8Dh7YsfbEYosZwdlCwHsSBlTAAGUFNFIpRMIFKAjlnkAfwr1wfwp1dtLDceWTt+w0rsUv1KzWZLmXZhHqTJYMQfnagYDAgZxq9YKekADoCbRzAByqxunbjSVeTrSC1MlIJpJPHicSoVdwRLS1RVFAT0jgTTPogIiAaRsssxrvq4EcqSsBdmEukNhSzxuTsGLeRMdIw9uXi1nphhMxiyyLxkm2cpGSBIUTkUMJlyCBTgBcgHrAQAB9uSxsLC2T/s0LhzDFtAUxSGAC3ACNEgn1gl9m1Wqy0/ey0f73X217XqHKg5ZddRKlJpLFz7fQbbaeig8ehaGGreNfwyGH8UlHyjJKNftCW9ooumaSYpJN1SAloqJETESFIYBKBREAAA6q/q7rVw5v6CTtm+rEjbjiElCKkj5eA9sbFOQBAhgSVSMUBABEAHLMAEcq9eA50HL51XDxIpVjx8HaWGtrt4lpbdhRsUhb5F04lJjb+oJHkWHNYrcCJACQHHrMBMtL551+qlv2EoyXjVbMZHaOpAJZdA0GIpqvgVKqDkxdXkZYFCEPrB97SKBs8wAa9XlnTqDqpaZLEKDFd7Ybx+IWINrXZdE9LrwVnrllI+3U4s5W6ssUFCpvXCgkE6mqIp9mmGiUpw0x0x0QLkXbDTqDUveBX9FW9nXXIdoVEklC4kzlke2GncveBX9FNsNe5e8Cv6KupVLch2w17l7wK/oqJjJtSu5AwpPMjuSiGTRYf2KYdeRers7B/r867uoI4c3cn9UX8hKqoFznbDXuXvAr+im2GvcveBX9FXUqC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBcg2w0D9i94Ff0VHFSbVNqcpk3gj7Q4HqaLG7Vjj8i/z7Pl2V3XbUMP1M1PqnP556tiXk52w17l7wK/opthr3L3gV/RV1KhbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyDbDQP2L3gV/RUcRKNSRLJMyTwRK2SAdFosYOoodggXIf6hXddtRQnVCx/0qX4Aq2JeRthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBcg2w0D9i94Ff0VHESjUkSyTMk8EStkgHRaLGDqKHYIFyH+oV3XbUUJ1Qsf8ASpfgCrYl5G2GvcveBX9FNsNe5e8Cv6KupULch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyAZhrl/gveBX9FYjrNQ9YVhWu/oxc51mXYP4LH/AEqX4Aq3sCukh1JYIlkCTFmYgNktETOjAIhohlmGrHL/AFGrddND+72XGH5VcWnLNp2L6VDr5rd7HjD8qmvmt3suMPyqQWS6lQ66b3ey4w/Kpr5rd7LjD8qkCS6lQ66b3ey4w/Kpr5rd7HjD8qkCS6oYf7op9W5/PPXArzWXw9lxh+VUcWrLeyn1TJmYPaXGYi6MHXrj5/sx+ef/AG7KQSbnd0qHXzW72XGH5VNfNbvZcYflUgsl1Kh101u9lxh+VTXTW72XGH5VIEl1Kh101u9lxh+VTXTW72XGH5VIEl1Kh181u9jxh+VTXTW72XGH5VSBJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VVgSXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflVIEl1Kh103u9lxh+VTXTe72XGH5VWBJdSoddN7vZcYflU103u9lxh+VUgSXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflVYElufyqGODJ3J5/+aL+QlXOumt3suMPyqiYqywOpDQZMxEXJdIBdGDIdSn2fZ9fVl/D/wCxJEk7ulQ6+a3ey4w/Kpr5rd7LjD8qkFkupUOumt3suMPyqa6a3ey4w/KpAkupUOumt3suMPyq4181u9jxh+VSBJfSoddNbvZcYflU181u9jxh+VSBJdSoNfNbvY8YflVzrprd7LjD8qkCS6lQ6+a3ex4w/Kprprd7LjD8qkCS6oYf7op9W5/PPXArzQfu9lxh+VUcUrLezH1TJmYPaXGYi6MHXrj5/sx+ef8A27KQSbnd0qHXTe72XGH5VNdN7vZcYflUgsl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIEl1QwfwWP+lS/AFcCvNB+72XGH5VRw6suESyBJizMQGyWiJnRgEQ0QyzDVjl/qNIJNzu6VDrpvd7LjD8qmum93suMPyqQWS6lQ66b3ey4w/Kprpvd7LjD8qkCS6lQ66b3ey4w/Kprpvd7LjD8qkCS6oYP4LH/SpfgCuBXmg/d7LjD8qo4dWXCJZAkxZmIDZLREzowCIaIZZhqxy/1GkEm53dKh103u9lxh+VTXTe72XGH5VILJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJaNYVrLgrTW72XGH5VYjrt6KxOdbwPSYo4kJ4P4F3BieowF9+rFvKSRGunoa86aOZExNkOiBjaICOQ5AIjWP3lw4pYPzuGry8cS5C8UsQZ9K3paNdRzBs2jnK7Nw4IrHi3RTWKmRVDQEjhVwYUzB74nATGybfGH0Tivg9LYaziyiLC5oI8YsskACdEFUdEFC59WkURAwZ/MArGjvB7FbFGXsxjjUS2Glu2Mqs+AYCaeLOp18LRRokuoBm6AsCkIusroprLm0zEAFAAmkfztVbTS3Y4RNzpZ0pPR4coPLSXSEv+7ekpYETYUum1wxWuWXtN8b2NJUbifNoxw4WVSVOUTJoNlkSogKYhrFAWzESkABznjZiQTCDCO78UFWIvv1ZiHMkVqB9DXnTIIkTE2Q6IGNogI5DkAiNYZkOhDY8HdmFTjDBafhLasWVePHcae+p4SpoKM100yskxcnIkOvVKJwKKYGTFQphMBhIbId79Gmwr3gruhnsxegGvCOfR7oHN4yz1oh7SUwCokxcOjtSCQwgYgFSACaIAUCh1Ur/AKIpyni/OxqmNtOrC3u/g8q8uPFHCCdw1e3liZIXiliDPpW9LRrqOYNm0a5WZuFyqx4t0U1ipkVQ0BI4VcGFMwe+JwExuzwXvLEeXxzxmsm+rzZTrK1nEGMSiyiE2CDBN01UVMllrFVlD5AmYx1FBARERIVMo6Ifi3wtxgvm6rBcYuktJnDYcvDyyJoWUcvF52SBsdsgusks2RBmQhVVldWVRwInMQunkQTH/LDfC3FtpirixP4gw9sMbZxKM0USNAXZIDJMxbM02gFAxWbYSCoQms1iaxTpG6i6f98Kmpe+Y7fs5pOFtaKeMv8ARli/I66pSAM1tO9ULUWMoUXUmpGkeKotgz1uoKocEk1susqipFkyiGZklA6q1VtjpR3eFvYjms6+FMRYZndsDZllXlKRzYibuSkFE27rSFmm3QdoNVVAUKdJNMFAHR0zAJVKyRjf0Z5C6cKTYc4bv5GQaSU9HPp6Pu2+ZlwnKRqCmmsyB4uLxZuRXRIBgTJkIaWYZjnV8rhLfN/4XKYczVi2Lh5+r7qLkrSC2ZleSaNXbFyVwiB0TMGYIpAdJMolT0hEih8tAQARlH9TbwlJ8LNvpY1VNoKYqfvbDHGq0cKrkxCmb6jr5iJZ6g8mWceg7j3bAWwiUosW7dMyKibg3UZMxwOQMj6IiAeuxKxLYYQYXzuID9irIGjVFitI9E4FUfvFXQpNmxByHIyqx00wHIctLMeoK83beHeJV0YuxmL2LTO2oc9sQzuIg4eCl15RPWvFEjOXarhZq1EDCRBJMiQJiABpmE4iYAL2eL2Gb/FLD3Y0O7bISsVcDS4I4HhjA1XcsJIrpNBcSAJipKClqzGAphIB9MCnEoFE1NClxe/CXfoRYuF/k8NhtjVbxrmjW92dMPC+Zm5Y2olbRbyEWYrN8IaJGsYdJYjkuicRKp7T7UdQShoAhmJa9panSPsa77giYplHzLSKuj2kLYuF6kinHT5m5BOuVqIKiuGiQihymWSSKqQhjpGUJkYenfYSXxi7d0FdWODC34ZjaSb4YqCt+YcSaa7x03FuZ4u5XathAyaKixE0iojkZQxxUHqIXz9q9Gy71mWHtj4gyMIpamEzJRlCOY1Rf22bMZgowTWdJnKUjMUkFT5kIo4BU5gPpIgXVmS4bi6w4fZVE42ze/I9xafSNsi8biiIePjpprGXR7SW1592iinH3AduUTrlaZKiuGiUhzlMskkVUhDHSMoTIw4lxl6R0neduWeTDGBvWLhLlv8AgIqPvFMW6LCURLKpFcpo6tz7WVNQiS4AdZBNJUhTAUxgUT0/TWZ0c7ybpYcWhfklBK2rg+1M2gnMcouL2bOLBRiks6TOUpGeqQVPmQijgFTmA+kiBdWbyaXR46RDW0MM8H0F8O1bUwyuiIkm82pIvSyMjGMHACkiZkDbVIL6nPM4OFCnOmHukA4iSqF6lOy5hrHSbzv3Ebew4V2nycGUIzpY4VSc/aFsCaUayl6z87bcc2cIJlOR1EnVI5MqAKDopmMkGgIZiOtTzAuY6PEFj5aV/wAjhZJW/K3VHtb9cTIxbUjRlqJBJmkppHdicFFU0hAgKJCiYhhESazIBElYju/oYYhu5PE66rQvSDQn5Wday9hLPAWKlDFO5B3IFWBMuYGWXOr1k0sykTzEuZgDLSeAzyEu3BJzbDqORgMK4ySjHCSgnIssRZim2RFIoFMUfeIJjaRg6h6tIaUOaJqUPTkKv64WGph3B7EO/Zj/AMOu1bzm3f6w3He5JbXPVDe3Eb+3agi2Y++RPRLoFHMpdEuQBohluaHb2Vrdhj0cb8s4cFNtSdvLhh2tcrmZ9mUUHXrSOt1J2+aJcxDWjp6WhlmOWlWyXzqKUrhXc+anNKUqmhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVBG/epP6ov5CVX1BG/epP6ov5CVERmMOkziNcOGeHjaWgHSUWWSmmEPIT66AKo28xcK6C8ioBgEgAkXsMrmkU5iGUAxAMUcY/o5XMc+6N9suIzGF1dpW7EjVzDirGqIwS4HUMKIeyoEXKYxTFMJXCihstEQyAevPeIqmKKDBi6wtY2rIOUnecgxn3Thmm4aCmcBBJygmsKKgHFM2ZkFSmKBi5FEQOGsX6PDCy40bFtvGq414diV/aDa3I2PixUUM4aIuVVvanqpyk0l9M5yETKUSppgPvnE4gTPpY1zqvZ+c9xa/wCmVutzue16XGKUhhC1LNtcdZuDuGVbHa2TZUPb7WQNcEsmQxyorkM1cOVCKKCkmJkjtykAwBpaZimr9cXukBdEXcFoYWQiM1AzsrFoXDdchEWq/uNxBMBMBdQi3aN1w9oXVKqmRRcmqIVFU4gc2gQ3rcZbYxwviMurDyEgcO5W0bqijRpXctIPGjuNBZIyS4qNiN103+WesJkq1zz1Y5Za0fPKYK4r4cX3C37hJIQN0qoWOzsqVZ3XKLx5nAszmO2flcoNnJjKZqrFUSFMoG0gEDgIVKZTvhM9n8xu7iqHhjHyviS24sW3GJ98WJhthFfysXHXXBSN0u7mjG7Zd0myaKoIFQbkdpKIkVOu4AFBVROJCoqE0CnMB0+/wUvi45S6cRML7qllpt9h5Ks2aUysgiis/aumKLpIy5ESkSBYoqHIYU00yCBSiBC5iFeGtTo23lhOwsO6bEfQk/eVrtJpnLoyjpaMYSxJZ2V660FU0nB2+rdFKdIBSUzJpENkJgOXso1G4MAbfuzFG8Y9nP31iXdceU0VFuT+zJrLmbx7Fkm4OkBzpIpFKc65kiiP2ptWUMihtWtrK5uq3bkZmbvBYcIzPMOMUMU7nwpv3pKwGIb2Jj7SWnzwtqFj2Kka/aRKy6JheqHQM8FVczZY2aK6JSAZIoFMJDmU7yzL5v8A6RM1dkzZmI0xYkHaLhpGMGjFhHuDSD1Rg3eLHemdILG1RfakkipoCibIiphUETk1UcxgFiu1sa8cBbPc2whYd6P5JY044knBJSIZybg6z1skxBsZFwICs4KkoZykAAqXSIYUx1ndhhHilhfLXklgMztI8Re4oOh23Kumh4F+mySZiuikk2WB4QyaCCmrMdAdMhg0xA4CniXs1awo12rT25G6obta7n/py5nkMJMb776U7iJi4G7JLDxCPs2KuKcdQbZiu5cyL5RwmVukL9BymRsQGixx+zFQwqJBpkAhgU9NE9I+VhOjpiHijdMenJy+GT24IhyCBdQnJrRy6iSSgAGeq1oFSE+XUUxj5BkABX4Wf0ebtwAfREngi0gbgElpxtqSzK4ZdeKK5MxOqdF+VZBq6+0MLhcDpCmACBiCBy6AlPwj0bb0/wBk5sGX81bz6Ivn9YXWIcodJdN6Z7I6xUisaQBEgAmuqAZLD/hpk/4s636l9rZwvxmbdvglMbabwldIv3P5uG9MSMCHNg3Lf+JcneDO85YIabjVoxg3bxqx2LlyCsd7OimsVMijcSaDhVwYUzB74nATG6FPFXFaGwStrpVzF+PnTS4VoV85ssWDAIxrGyTxBEiaCxUAeC5SScJm1ijgxDqFOOqKUxSE9efCLFfEufshvjS2tFG3rDWVfgEPKOni1wPvZFGqSyySzZEGRCkWWVFMqjgROchdPIgmP0jTo/Yqu7CtLo9z7i2P9nNpP41Q8yjJuFZaWjo5cq7RmoyM2KkgYTJNyKKlcqZlTMJSFFQATtLvf/iX/wBc/MTH+1cL/wDV/jkbNhUUP90U+rc/nnq0Kih/uin1bn889QuZdSlKGhSlKAUpSgFKUoBSlKAUpSgFQwnwWP8ApUvwBV1QwnwWP+lS/AFCZl1KUoUUpSgFKUoBUMJ8Fj/pUvwBV1QwnwWP+lS/AFCZl1KUoUUpSgFKUoDgawrWahrCtd/RzOVeRk+HZOzxLI5Zd4QDNkhApSo5F90OoMyCP+o1bs5385x74EOXXMH8Fj/pUvwBVvaFcW3LNpWItnOt+PfAhy6bOdb8e+BDl1dSklgh2c63498CHLps51vx74EOXV1KkiCHZzrfj3wIcumznW/HvgQ5dXUoIOuFg6+c496//Qhy6ji2bozU4klXhA9pcBloo/JY4Z/3Pn2/8/lXdiAdmXZWIseMSJfCzBqZuS2kElZ91IEhoQipBOmMi9kAatzHAO0hVFinMHVmBRD50dUKylyklq3gSE3jBk4Y5z85x71/+hDl1yEe7+U49z/9iHLrXy4MJMFejZYx+kDP2mpdN8WLHOX7i6FlDbZmXiyOpPr19L3wUE4EIRTSSRKJQIUhSBl+bTGvH6zr4dWviJacBci5sP5C9kYu1I5wk6QctlkyFjCKqOFgfKH1uiChEUOsoCBB0wKB1Kl7P+M38CJvGOHnMzxMvGFusRlJ+8gjGQKpIC4eKtkUgUVUKmmTTOQA0jqHIQoZ5iYwAGYiAVeEe734+8CHLrRbG7GrEvFTAvEJ64CzDtIZxa+stZJpKxk/DS55lkoRo82gkkKiB0hKYjoG6ICImAEzAQTjsphDiViHNYm37hXiX+riknazSHk260Gzct0gQfkXHUH1yimtMkduYuuLoAoAgOqTEBLVScS/MBKicv8AH2ZX2c63498CHLps51vx74EOXV1Kklgh2c63498CHLps51vx74EOXV1KsiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6iZMnZnUgAS7wokclARAqPv/YpjmOZP55dWXZXdZfOoY4c3cnn/wCaL+QlRMkHOznW/HvgQ5dNnOt+PfAhy6upULBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lBBDs51vx74EOXTZzrfj3wIcurqVZEEOznW/HvgQ5dNnOt+PfAhy6upUkQQ7Odb8e+BDl02c63498CHLq6lJEEAxzvfj3wIcuoopk6M1OYsq8T/tLgMgKj8ljhn/c+fb/z+Vd5UER90U+qc/nnqySLnUXTLxtl23K3hc10PWkRCMl5F+5FBNTUt0SCoofRIkJjZFKI5FARHLqARqmHXSnYpnNxVxPV2T9uR02V1SRdNJQoGKbIyQCGYCA5CAD/ABrXD9ITal7XFg84fREYrNWpDRU67uSIRdpoHWHZiwMnRiqmImuk2caK5khNpZkIchTnTKWvWdDmawucYcfqzYOHKVjSsIgwC4ocYlsxWM5VaJnTdn9mEySwLJgUxVQOYRAMjaJimKGKKnU6t0dzXqJUqiM57QZwCPdiGYzj3wIcunsDr5zj3wIcutRulxa6FsXVG3db2DkJDHczEVJTOM8i6TM5t4SvUCA3TKQiz45FEyCgIACTZMq4aZgIKglvvq4sR77x2u+fj7JhLns/A8WwN4aQuleL1ssZmR4o/wBQRkum7VIkqmm3BVVIiRwUP/eMVRNTVNKb1fKIuHS7padTaoY93vx74EOXTZ7sQz249H/+EeXWslqyNg9KrGp+4vK2WFzWRHWFbdwW3CXAwTcNwUlRdqKvDtldJMVwTbopAcQMKYawpDACiml6jo53bOIYRXwBlVZBKzLrumIhCrHOqYWTN4sDZHTERMcpCgCRR+RSFL8qV1P0k9tQ1L5JwRKXCurd1JnL2B0b9+PfAhy6bPdAPXOPfAhy60qNCQlu9EixukzERkeOK8ua1Zp9dhW5NqSLiQkGgOm6zgPtFUDEcKI+zibVlTKQhSlKQgFo2FAXt0acVekfdMMxXxJj1rwdRdxqIl2nAjHOnaLJuzcD9o2TSK2T+zTEoGMdQxgEyqgm16jfpqp1ZSukfZaKf9RJ0/7mkvORub7A7ER/3498CPLrn2B3vx74EOXWrODNvW10kZbES8cc7UiZ+TgZJjCxKcgzKpsRAIdk6OqzA4CLVVRd0qoKyeioIlSDSEEkwL1hcTL6neg7hbLyc++JKXq+tq3paXIsdN0LJ3JItV1tcAgYqiiAiAqgYDZqCcogbIQ06aqWqXEzSt35YfsymmtpYKZ5bjbn2B2I/HHvV/6EOXTZ7vfj3wIcutL+k67a9FORI56O9tw9mllsPrudv2MJHpNWpnDNNmZo+O3SKCYrJGVOAKmKIiUwlERDIA9tdthWbgVcOCk1hRb8fDy9x3e3gZ6QZogDqfZrRztRY79UPtHh9YkRbWrGOYFAE+eZjCOU5SqeeHVr3RXS0p3Psk/k2bGOd78e+BDl1HDsnZ4lkcsu8IBmyQgUpUci+6HUGZBH/Ua7oB6gqKD+Cx/0qX4AqySLjZzrfj3wIcumznW/HvgQ5dXUpJYIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIggGOd78e+BDl1HDsnZ4lkcsu8IBmyQgUpUci+6HUGZBH/Ua7uoYP4LH/SpfgCk2JFxs51vx74EOXTZzrfj3wIcurqUksEOznW/HvgQ5dNnOt+PfAhy6upSRBDs51vx74EOXTZzrfj3wIcurqUkQQDHO9+PfAhy6xHWahrCtdvReJzrRlyDH/csf9Kl+AKu7K6WHh4lSJZKqxbM5ztkjGMZAoiIiUMxEcqs2HCj+6GXDk8q4uJNqYL6VDsOF3Oy4cnlTYcLudlw5PKoW5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLlueVeNumwrbxNseSsq7WZ3Ec/cL6WqVMksioRyY6SyShRAyaqahSnIcogJTFAQ7K9JsOFHsiGXDk8qjiYiJUbKGVi2ZxBy4LnqCj1AscADs+QAAUhNCWmjHg9HeNnmctF4p4mX5iHHysarEKsJt+3ZtCNlQEFfsItBomqoYBDJVUqiiYlAUzJiJs+q/wDCpDqy7S6HuMOJ7m44+GdQDWaGZQSdIx6urMVEASbkSMKaqSaoKmIKqhigC51ie5WZNhw26GXDk8qbDht0MuHJ5UtiNxhp90T7Un2tyGvbEC87nlbqUhgkJd+qwRc+zRjsHTVqQjVoigRPW6YmEEtYYFDBph7uj7+MwugYnFKbxcaOXoS9wRLGHeoCcnsxkmii50lCl0NMFP7QcoiJxAQAvUAhmPpdiQ2fwhlw5PKmxIXP4Qy4cnlVssA5aaeZ2FKh2HC7nZcOTypsOF3Oy4cnlUFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6oI4Mncn9UX8hKudhwu52XDk8qiYw8Sd1IFPGMzARyUpQFAo6IalMcg6urrER/51VAud3Sodhwu52XDk8qbDhdzsuHJ5VBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguW9lQw45tFPqnP556bDhR/dDLhyeVRxUREqNTmUi2ZxBw4LmKBR6gWOAB2fIAAKtiXkxf0ocHrkxUw0uNtZV43TFTprZmIxrGRb5sRnMGctxKVs6SdpqI5GOUpQWDVqkA59FUgGNXa9HzBphhDZiJHDiTf3PMt2i1wSMo5TXdLrpIlTIjmkUqREkSBqkyJFKQClz94xjHNkbYkNuhlw5PKmxIXdDLhyeVZoSpmM/gtTdWzukxjc/R4j7vfP21w4nX4/tKUkCyLyz3LxqvGLHA5VNUKqjcz4qAqkKfUFdFSDrIBQSHV1+F69Gi27vuq4rnjr6vC1RvNk3jrpZQTpqk3nEESCmQFRWbqqon1JjJCo2URU0MvezAohlUIOG3Qy/6BPKgwcNuhlw5PKps02TEvEx9OYDwi76KlrEuuew9koiJTgEnduEYmFWMSHSSaKJPWzhExEzZmIYCAcukcAMAHOBpkcPriw3jMPMOMGmwsbbaTCi1yP3Kqa7gWQJLrqCYVszKrOnZkwOoACYAUVMGiOQhkrYcNl8JZcOTypsSG3Qy4cnlWrPFkysjFMb0YrTjn0K0PeF0PLRtqTJMQlmrnZ7IjnSZjHRMQxGxXZyJKHE6aSrg6ZBAmRck0wLzcXRktW43ExHq3hdDK0bjkRlZ2z2h2ZYqTcnUKosZQxmxnZCrHIUyqaThNM4ifMv2imnlYYOG3Qy4cnlTYkNl8IZcOTypYssxxeWAMXdE1NTELf922eW6WybW42sAoyIlLkIlqSioLhssoioCP2WtbHRU0QJ72ZCCX+pno82LNNkoNV7PtbYbW4hbTS22kgZKLapoLJrN3aSQBpEdpGSTAiwGzKBA6vnWRNiQ26GXDk8qBCQvziGXDk8qQlmSDHML0fbcTlJadxAum4MQ5OXhVLbVdXIViXVRaptJZomkybN0QKqbITmEgqG0SAJsilAOLV6P0PAXNBXLN37d12jaSKyFss51RmZCGKqmCRjJC3bJKLKakNUCrk6ygFE/vaRzmNkjYkKH7nZ8OTypsOG+cQy4cnlRQmHLxLhHKooTrhY/6VL8AVxsOFH90MuHJ5VHERESpEMVVYpmc52yRjGMgURERKGYiOVWwvJ3dKh2HC7nZcOTypsOF3Oy4cnlULcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy3sqKE64WP+lS/AFcbDhR/dDLhyeVRxEREqRDFVWKZnOdskYxjIFEREShmIjlVsS8nd0qHYcLudlw5PKmw4Xc7LhyeVQty6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLR6grCtZcGDhsvhDLhyeVYjrv6MXOdZlyDyCFjx/yqX4Aq7trpIeUakiWSZkngiVskA6LRYwdRQ7BAuQ/1CrdsNADqRe8Cv6K4ulybTUF9Kg2y07l7wK/ornbLTuXvAr+isw9Cyi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLe3/AJ1DD/dFP5OnP556bZady94Ff0VFFSjVNqcDJvM/aHA9TRY3ascfkX+fZ8uytQ4JKk7ylQbZady94Ff0Vzthp3L3gV/RWYehZRdSodstO5e8Cv6K42y07l7wK/oqw9BKL6VBtlp3L3gV/RTbLTuXvAr+ikPQSi+lQ7Zady94Ff0U2y07l7wK/oqQ9BKLqVDtlp3L3gV/RXG2WncveBX9FWHoJRfSoNstO5e8Cv6KbZady94Ff0Uh6CUX0qDbLTuXvAr+iudstO5e8Cv6KkPQSi6lQ7Yady94Ff0Vxtlp3T3gV/RSHoJRfSodstO5e8Cv6KbYady94Ff0Uh6CUXUqHbLTuXvAr+iuNstO5e8Cv6KQ9BKL6VBtlp3L3gV/RTbLTuXvAr+irD0EovpUO2WncveBX9FNstO5e8Cv6KkPQSi6lQbZady94Ff0Vztlp3L3gV/RSHoJRdSoNstO5e8Cv6K52y07l7wK/opD0EoupUG2WncveBX9Fc7Zady94Ff0Uh6CUW5fOoY4c3cmH+aL+QlTbDTunvAr+iomMo1K7kDCk8yO5KIZNFh/Yph15F6uzsH+vzrSThklHeUqDbLTuXvAr+iudstO5e8Cv6KkPQsoupUO2WncveBX9FNstO5e8Cv6KkPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0Eot7ahh/uin8nTn889NstO5e8Cv6KiipRqm1OUybzP2hwPU0WN2rHH5F/n2fLsrUOCSpO8pUO2WncveBX9FNstO5e8Cv6KkPQsoupUO2WncveBX9FNstO5e8Cv6KkPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0Eot7aihOqFj/pUvwBXG2WncveBX9FRQ8q1JEskzJPBErZIB0Wixg6ih2CBch/qFahwSVJ3lKh2y07l7wK/optlp3L3gV/RWYehZRdSodstO5e8Cv6KbZady94Ff0Uh6CUXUqHbLTuXvAr+im2WncveBX9FIeglFvbUUJ1Qsf9Kl+AK42y07l7wK/oqKHlWpIlkmZJ4IlbJAOi0WMHUUOwQLkP8AUK1DgkqTvKVDtlp3L3gV/RTbLTuXvAr+isw9Cyi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KsPQSi0Q7awrWXNsNMv8F7wK/orEdd/RTuc63Jl2D+Cx/wBMl+AKtHsqKD+Cx/0qX4Aq0eyuDxZ0WBzSlKFFKUoBSlKA4+Y14q879gsLcOLixDuQygRlvpvnzgqRdJQ4EVOIJkD5nMbIpQ+ZjAFe0/jWvvTGavnPRYvhyxamc7McIzDlEoGETtGcqm5chkACI/YoqZhlll29VZqvS7ilTUjvm949JZnhxFXTIYZWE9nF2rmQlY1W6XcYEcXSE7dqQxWTsHKpUhAqigmSIKhREpdEQy/TA7FbFbFe17cxDuDDmzoC1LkhkZhBdneTmQfIkWSKomRRA8agkAgBsjiC46IgOWlWSkXUZdFupvYt2k6j5VmCrddPI5FUVSZlOHyMAlMAh/EBrV5hhliHKdBfDiwVbakTv4tvbh7it1REEHT6LbO0TvWIpKCQNI7chyikYS6eQkH+9kOs6pWajdMz0sZX5Up9TZu0r2szECILcFiXbDXJFiqdEH0Q/SeNxUIORiaxIxi6QD2hnmFYinOkbeEZfmIMPFYQjOWzhmZmWcfMZwNrHKuxK7FRrHnQKksVMpw0gF0VQQKbVkUNopmqwdjZebxixCxdZQ8zD2nckdCx8e2lo9aOcPXTMHBV3gs1ykXQDRVSRDWpkOcENIAEmrMbAGJuBXSnubE/HCewwv8AlIq3ZiVjivLXI1Qi1rmaFh2xT+wziyCxm6mkBkAAqerAwGAVCDpCGXtbULSd0yonqbpVLTk21lsbsHrftiDvW5MULVhIK5UCOYd/KyyDFF8mdMFCikZYxdPMhimyDrAB6wrtLuxEsDD6GQuS/r6t62olyqVBF/MSiDNsooYomKQqipilMYSlMIAA5iBRH5Vp1dlq3Ua8oKWh42+8NcNJjDhhazM0VZb+YuSDRRXU9qjEUmyLgY5RUgoabtQqoGBBPViJilOX28AxjbCxPsnEKXwsvuOw+gcPkrdspgSAfTL2EX15irgu0Zg5XQUWaJtABVQuYEIZNQyagimOm1k82uSn3jv15pwr6JvnHtPY2PnsRbBtWMjZq6L5t6Ij5hdJtHO38mi3RerKl0kk0TnMBVDHABEpSiIiHWGdS3bivhbYSyqN9Yk2tbaqCKTlUsvMN2YpoqHMRNQwKnLkUxyHKUw9QmKYAzEBrX6Yglrevmcup3g3cTq3Lqw7j7XsyFj4MFRilDmci7i1kkBMnHlW02YmWVEjcASAqipNWUK6nDjo5vV8WYe3sZbUVuFKPwJi7QfTSyKopHdHWcovkEXgZCVUyJsjCQ4KaB88wA1Zltwtf5fS6m3FOLlQsN+z9vp02Jv3GjDLD1ogFx4hWxHSMo1O4h2D6YboLyggHulbJnOBltIwlKGhnmJgD5hUmDuJzi8MBLSxgv5aKhVJi2mtwSqhFNSyaFUbgsofSUOOgmUoiOZzDkAdY9Va/wBzxK2GMjjtak1hXeFwlvqHaMbRVh7ddzLZ1HJRZWaMWoqkQ5GwpONecfaTJkEHAqaZsziHr56MkGf6Op9FTsQ9jnrbCBRJ0yeImQcNlSQ4gZNRM2RiHKYMhKPWAgIDUqq2PTrrWSTXSqV7SKadr1KKHnM9vEZmisYcJZzbwwuKNpSAWumZad9lm2yuykygYTHdaJx1BQAh8xPogGgb+A12UpfVjwYJDN3jCR4LsHEqkLmRRS1jJApTLuS6RgzRTKcgnUD3SgYoiIZhWjrqyrgxpw9jG2FGHs7DtojAiWtp6K8C5g0Hsi9RamasGpXaaWvKB0Fz61MDJBrC+/mpXcYpu5rFt6Zey8NsQCBH4HXhDOEpCypaNAkg5SZAgzTF02TKsqYUlAKVLSz0er5VqqaZSxSfba94XUnpxXDeDf8AH7fQ3DtzEzDi8ZV/BWjiBbc5JRRCKP2cbKoOV2hThmQyqaZxMmBg7BMAZ/Ksb4pdJa1IrCKZxGwbvOz70WhZaIjnIMpJJ+3R9qkG7dQigt1MyH1axxLmPUIAIgYAEBx/fXR1bJ9GdJvhvYKrC53doQlsybJgqdo4Wg03SbiQYppCcqZVlCKvAERApzmVMAmzEK/DpBs7VxnwGue1MN8GbpMY42vDG9psl9EKOGKcugb2NNNyik4OiglrVBECalMqhhA4DpgFaipU710n2/ZKKtpKp4GyVvYi2BdzWUeWrfVvzTeDXUayasfJoOCMFiBmdNcyZhBI5Q6xKbIQ+dflZGJuG+JjZy/w4xBtu627NQEXS0JKt35ETiGYFOZE5gKIh15D15VqbjZhNeyuJOIcbbeHcjJ2Q6aWC+dxMcyBNCUiY526K/jkOohFTlQKkYWwH0jkApAAQOBa/O87fhb/AL2xae3Xhli6xsW+4a027KXibVWM61DB0sCxNnLIKLFSKodIDt1mpjqJmUOCJkg06ynKnfC87dStQ4eUPr8o2ua4xYSPYebuBpilaK8XbKooTb5ObbGQjFAHISOVAPooGAerI4gNdtad32pfkKjctkXREXDDuROVGQinyTtsqJTCUwFVSMYphAwCA5D1CAhWkUlbGM8pZLK6Ye0QUQtvEts5Gek8PlWcpMwTZmZJi/ewjVFFy7UYrKgVJIiSIm9mRUKQhQEa2L6L8TBw0HciUQhiHIvJKXGWmrovOHViXE9JrJEBVRFmuRFVFJIiaKRSg3SSApCFIKglOatJYt5frz7vEdWEZv78+jJyt82UjdyNgK3hCp3Qu1F8jCnfpA/UbAIgKxW4m1gp5lMGmBcuoevqrBsx0rLemOkOywasvF7CuLYxyDc8s4lH6b13JP1nhkAiWSabtEEnJQRU0xNrjFMsiGpHrz8Kww7vtWKaYUrWpPEv0MVv14k7mFioDA8cnKisR6D/AKkVDmYAkzBqU+vKA6IpFSKJ6zNZ0JcCfSlxMuJxBvG8O7ta2GbWQVSMVFyuirJnVIkYQ0T6ALp6WQ5lExcw66lCmKm/I/fVFqcbSWNof/7R7X4Pme7xJxEtvCu0Ht63SdyLRoZJFNBqkKzl25VUKkg2QTDrOqoochCl6sxMGYgGYhJZFz4izDtVpfmFwW2UyIO2rppNoyLfVmEAKgv7qSqbsOsTkImqgAAGi4UERAPAdJy3ZGTeYaXE5i5mSta17rGTuFvCtXLp8RIWDpBsuki1AXCmrcrIGHUlMoTMFAyBMTBhu5sFsR8RQvKcwNuLFeBt9Ox5GLhWt13VcKa01POQEusFpLOBUQSRTKZMp1U09JRfTLmVMqlZpbu+PsadKlKYmL8/Gbc25fNk3g4k2tp3hCzi8I6MxlEo5+k5OxclEQMiuCZhFJQMhzIbIeoeqlt3zZN4uJNraV3ws4vBujMZRKOkEXJ2LkoiBkVwTMIpKBkOZDZD1D1VqneWHd94mpTC2A1qT1itoTCiSsdqlIsFIcy0iodAzZkgRXRESNyJKlB0QDIZuPslT5KCX97kw+vTEk0wvgdac7YrSFwmlbFapyccpECeSVFEWjREiuiJiNgTUAHRAMhm4+yVPkcS6bhTx+feF165pvG9/X2+jMn3X0n7PHEmwsP8Nbys25VZu4nUTchWcqi7ViUEI945HTBJX7FTWNcvtAEMiKBlmGYZWaX3ZEgRoswvGDclfxgzbUyMgkcHEeGjm7TEDe+h75PtQzJ7xevrCtVI92xvPFXo6xVs4G37CMbMZS0ZMHkrOdsWsGkpEHRI0M5VTKmoQTpaOmgdRIRAnv5nJpYRZYFY+RdpR0qaxbk2wRN1gYzaoonOLO3Toqo7YOGYFBIzgQU1v90EyJiA5CFHjC8y946sJpw3ay86T0RvjdmKhY1lISVsvbWlmSNoOroaHJOabtyCYAKJ02pExBRocB63ALBkYSlAo6WkHg7Ax2v++risu1UWMA0dXXhOW9jODN1zppSah25CEAgKgPs4CsYRLnpiGWRwyHPzGIOH05C4pXEla1oSzuFi8CnkBFmQaKqJHclXMCbRM4FEBWMQhPcDMwgADkPVX7YJWVc0Nizhu5kbXmWjKFwQYxCrtyzUTSTeC4bidqoYSgBViglmKYiBgDPMOqudP5Vbv/6fS7HKt1KLYR70fbMtYDYqPsVLPdOLkh0oe7bbknFvXPGpGMZJtJt9HWCiY3vGQUIZNZIw9Ypqkz686yUPbWAOjOujNX/jreEUcTw0pfZWjJUC5FXVZRzRq6OT5GKC6ShNIB6xTNn2Vn/qHrrrNqXqk+qUnRWlaNruf1UEd96k/qi/kJVfUEd96lPqi/kJURS+lKUKKUpQClKUApSlAKUpQClKUAqGH+6KfVufzz1dUMP90U+rc/nnoTMupSlCilKUApSlAKUpQClKUApSlAKhhPgsf9Kl+AKuqGE+Cx/0qX4AoTMupSlCilKUApSlAKhhPgsf9Kl+AKuqGE+Cx/0qX4AoTMupSlCilKUApSlAcDWFazUNYVrv6OZyryMnw6ksESzBJizMQGyWiJnRgEQ0QyzDVjl/qNW66aH93suMPyq5g/gsf9Kl+AKt7ewa4tqWbSsQ62Z3cx4w/Kprpnd7HjD8qr6VmVoWCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprprd7HjD8qr6VZWgggFabD93suMPyq69gEisxWQUjmK6Si7gpyqODZGzVPpFENWICHaH8w+Qdld9UMP90U+rc/nnq2ahol5lM89Y1jxOGdtoWdYdpxULCNFnCzdg2eKalAVljrKFTKKY6BNNQwgQuRSgIFKBSgAB6EVprdzLjD8qr6Ubm7KlGBBrprd7HjD8qmumt3seMPyqvpUlaCCDXTW72XGH5VNdM7vY8YflVfSkrQQQa6a3ex4w/Kprprt2ex4w/Kq+lJWgggBaa7dnMeMPyq89ftprYiWTcFhTTciDC5It1EO1Gr4SrERcJGSOZMTImKBgKcRARKIZ5ZgPZXrxHKn86jSqUNYhN0tNPA87bkQ/tqAjbcYNG6reLaIskjLPTCcSJEAhRMIIgAjkUM8gAM/kFdprprt2ex4w/Kq7sp2/KtNy5ZFSqUksCHXTW72PGH5VNdNbvY8YflVfSpK0LBBrprd7HjD8qmumt3seMPyqvpSVoIINdNbvY8YflU10zu5jxh+VV9KTuEEGumt3seMPyqa6a3ex4w/Kq+lJ3CCDXTO72PGH5VNdNbvY8YflVfSkrQQQa6a3ex4w/Kprprd7HjD8qr6VJWggg101u9jxh+VTXTO72PGH5VX0qyIOv1018o9lxh+VUMxHu56JewkpFtlGcg3UaOCJyCyRjJKFEpgA5CAYo5CPvFEBDtAQGu86w7RrnqGo0moasFbO55i1LWZWJbzG0rNtGEhYWMS1LNgyVFFFAmYjkUpUsgzERER7REREcxEa7jXTXzj2XGH5VX9gUqtvFkSSUEOumu3Z7LjD8qomK0t7VIaDFmIi5LpALowZDqU+z7Pr6sv4f8A2PeVBHDm8k/qi/kJVU8bFga2Z3cx4w/Kprpnd7HjD8qr6VmVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpoQ+HMuMPyqii1JYGp9UxZmD2lxnm6MHXrj5/sx+ef/bsrvKhh/uin1bn889amxIuca6Z3ex4w/Kprpnd7HjD8qr6VmVoWCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6aEPhzLjD8qo4dSXCJZAkxZmJ7MloiZ0YBENEMsw1Y5f6jXd1DCfBY/wClS/AFamxIuca6Z3ex4w/Kprpnd7HjD8qr6VmVoWCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTQh8OZcYflVHDqS4RLIEmLMxPZktETOjAIhohlmGrHL/Ua7uoYT4LH/SpfgCtTYkXONdM7vY8YflU10zu9jxh+VV9KzK0LBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU101u9jxh+VV9KsrQQQCtNbvZcYflViOs1DWFa7+i8TnXkZdg/gsf9Kl+AKt7OwK6SHZOjxLI5Zd4QDNkhApSo5F90OoMyCP+o1bs90HbOPfAhy64tKXc2nYvpUGznW/H3gQ5dNnOt+PvAhy6zzLJfSoNnOd+PvAhy6bPc79feBDl0gSX0qDZzrfj7wIcumznW/H3gQ5dLaiS+oYf7op9W5/PPXAx7oA+OPfAhy6ii2bozU4llXif9pcBloo/JY4Z9ZPn2/8/lWotiSbneUqDZzrfj7wIcumznW/H3gQ5dZgsl9Kg2c634+8CHLps51vx94EOXVgSX0roZl5H26xGUn7zCMYlVSRFw8VbIpAoqoVNMmmcgBpHUOQhQzzExgAMxEAq/Zzrfj7wIcukLUSX0qDZzrfj7wIcumznW/H3gQ5dSBJfSoNnOt+PvAhy6bOdb8feBDl0gSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02c53698CHLpG8SX1BHBk8k/qi/kJU2e67NuPfAhy6iZMnZnUgAS7wokclARAqPv/AGKY5jmT+eXVl2VpJXuSTu+v+FMv5VALFyUBMM29yAMx9xHl10Vi3TBYk2lGX1ZV3vZGDmUfaWTr2YqOtTzEM9BREpy9YD1GKA1ITzLfQ9bSoNnOt+PvAhy6bOdb8feBDl1OYkvpUGznO/H3gQ5dNnOt+PvAhy6QJL6VBs51vx94EOXTZznfj7wIcukbxJfSoNnOt+PvAhy6bOdb8feBDl0gSX0qDZzrfj7wIcumznO/H3gQ5dWBJfUMP90U+rc/nnrgY90AfHHvgQ5dRRbN0dqcSyrxP+0uAyAqPyWOGf8Ac+fb/wA/lVi2JJud5SoNnud+vvAhy6bPc79feBDl1nmWS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfUMJ8Fj/AKVL8AVxs90AfHHvgQ5dRQ7N0eJZHLLvCALZIQKUqORfdDqDMgj/AKjWosSbneUqDZ7nfr7wIcumz3O/X3gQ5dZ5lkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+oYT4LH/SpfgCuNnugD4498CHLqKHZujxLI5Zd4QBbJCBSlRyL7odQZkEf9RrUWJNzvKVBs9zv194EOXTZ7nfr7wIcus8yyX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnOt+PvAhy6RvElw1hWsuDHO9+PfAhy6xHXo9FYnOvIp6Q96XFh10Xb1ve01zITMPai7liuBQMKCwIZFVABAQESCOn1hl7vX1VjO9cPLHwWmcGXuGdsRUbIXTdqNu3E7btyivcTBeNeHXGQU/vvTCdMq2sWE5gOAnEczGz2PNBxFz2WNtz7BF9GSsZ7G9arBpJroKJaChDB8wMUwgP9a8LavR9iLfuaCuWbv27btG0kVkLaZzijMyEMVVMEjGSFu2SUWU1IaoFXJ1lAKJ/e0jnMbztTU+K7ZczrM0pL/m7pR0MITPR66PWIXSbYYYQOAOH0fbuHMahc9xOIy3WjRRxKLnEscxUOkmUxkgTTXcKJ5iU+SJTgJREpshdIXpLWFbuEOJqOF+LdoPb+tu35JZGNYzTVy/ZOESCU6hmxTmOAoj7xgMXIBL73zrKVhYYQOHkhdctGPJJ8/vGbVnZN0/WKooKpiETTRIJSlAqKSSSaaZMhECl6xMIiI+hnYKIuaEkLbnmKL6MlWqrJ41WDNNdBQokUTMHzAxTCA/1qOXQqcfvyxaGl6m08vZfeJrPdth2bgVcWCkzhRb0fDy9x3e3gZ2QaIgDqfZrRzs6x36ofaPD6xIi2tWMcwKAJ88zGEbcEWtr4f9IHpJzCz8Y2GYL28vISUzLLL6BgjTLrKKOXSxzESIRUgAURKRMpcigBQyDI1q9H2IgLmgrlnL9u67RtJFZvbLOcVZmQhiqpgkYyQt2ySiympDVAq5OsoBRP72kc5jc4eYDhh5iLdmJaeKd5zry9DJKyrGULGAzOoimVJA5Ct2aShBTSICYZHyMHWcDmyMGk7vfMbsLdmc6aYSnRTxl3OkxNxe6LV5YTTV23ViXbtzWNAOEBltiTovEFVTGAqbRwkyUH2kqonAotVAORUByMQwVrlGtb/tbDe8Lqi8PHWDVlYq31acFB2ojkxdxEUs6QaPXp0EBAjBw7TPkYieicg9YmE4Aobb/F/CGIxlhIqHlbgmYVSEmmc+wfRQthWReNTCZE2g6RWROAGHPROmYMwAeoQqIcFzTNqzdm4jYm3bfUdNEQ0QmEoxqowUSPrCKtzx7NsJVAUBM4GNpiUyRBLo9eeaLNtrNc1Z98DVUuy33z8WJjwlq2pgz0mcN7PwjtSHtSEu+AuI87FQrFNm0cnaexGbOTopAUmuKKqhAVENISnEoiIZZU9NBLWdETEsgJJK6bZUNA45FPm/L7puoeoeweof6DXvrJwZZ2rd62IFw3xct7XOeP2Q2lJ4GJDs2IqAqdBFNk2bolA6gFMc4piobQIAmEpCgFd/YaweLuHUth7czt+2jpV0YVlWJyEXLqnoLF0ROU5Q95MoDmUeoR7O2q6Z9NUPnzbfaSUvZqlbuxhE1jmwPs28cYGXRQwGsqXtG1JOWiZW21/bHQu0m5jFSOUIpkYqRygcDiRfSy93L3hMH8m6QPSVtO3o+6r6sGzn7a8o2ERtVCJXVbkSnpFyKRWTpwqqc6iSaQprnWK3TAMzJl1hgAw7F37Z0ZiJY9wWDNLukGFyRjqIdqtTlKsRFdIyZzJiYpigYCnEQESiGeWYD2V0dz4M2bd+GzLDCbF+aOjE2XsDxB0KD1o4aGIZs6SVIAaKyZ0yHActERDISiURKMvtS8LW3Xn9Fa/FJY3vvtHyYOuTpH4z4YNsVWF7s7Tnn+HyFsO2zyKiXTBF7tRyKSjcrZR2uc5ygUQIoCpQMcwBq+oc+2mukzfeGbvERpiZbsLJyFuwkJNwsXB6xBU68q7cNG0WusqocqigLJJFFyUiZRBQxtSUC5G9DJdEayZ1e4H9y31fEzJ3Y1i204+dPmwHemjnpXTNXVJtyoImTMUU9FFNNMSHOJiCcwqV6i+Ojxh3iHc8zdFzpSK7mcg2cE5SSc6pMhGjs7ts4TEoAcjhNY4mKoBurIOr+LjnMxplG8qhJ8onlPLEwp0pRx3YdGG61cTVbJm3ftVsOGBLeauo0AebZa61ooDhVwBkwMCYFcAYom0jZol0QE3GJOOd+Q1oY02fina+H90PrPj7efIsRiHBotyjKLGT9mcpLqn9oBI6Rg1xRIB+o2qIICSsuTHR4Ru21ZO1MQcWr8utCTcxrgy8gtHoGRKydkdJpppNGiKAAdQgaZxTFUxfd0wAC5MQejPYWJMvd8xMSc20WvWKioiTKyWRIUEo90dygonppGEFBMoJTCIiAlAAAAEM61TCTTzbfBQvojb2bYrDe5U9jxWJfSDxLiMUT4UWnE25ZyxZOPj4aVvWMlTRl0KrJEWVatHbdIjVsoVMVCpiZZVRRVIU9QXPTroYzpX37eWLaFr4etIGcaHu1eCWtlrEuVpRnEtljN3Uy+kfaSto9LWJqmRQUbnOuUqZSCJlDClla6ejuyvO4SyFx4pX09t8k42uElqqumZo0rxuciiWiqLYXpUirJkVBIrkEwMGQFAnuVOj0aIeJlJhSzMSL0tKBuGXPOS1vQKzFo1dPFTFMup7SDUX6WtEgaWqdEyARAmgHVWfTtsurn2/flxXmqdF8z8HkI/pCYl3TjU0w2j4q3LLBGeetDRF2xkslIXDENTCVd/FvNUkzMoHuHKgmLnSSPpmUS0RKOyYD86xFH9HZgS8oK7rjxSvy6EbVfOpKBiJl2zUaxzhciiemCqbYjtfQSWUTJ7QurkU3XmIAIZcDLPtqr+hTjmH/U4wP7pSlUopSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAqCO+9Sf1ZfyEqvqCN+9Sf1RfyEqIjMX9Jq1L5vLDxrEWUxVlUCzTBxcEIg7I1WmoYioC7YpqKGInmqTIBIochFCAdMxgKcawh+jenMKmuFcJaMJhmjaN8Gt9vJSLk8Q1bqz7IVlSJvCuW4m9oTKfTTEFDAoQ3aQAMUTbPYiWK7vpgwRjb8um0n0a79rQf2+6RIoYdA5BTVScJLN10xA4+4qkcAMBTF0TFAwYg6GPRydYMYbQcpfqcovfykQlFvdoPUHARbVNQxiMWoNwBEiOmIqiIaRznOInObRKBc+lbb3tccH+u5a70qMVHDHzsdB04bLRPaMjdkB0f4m7rgcxbhuve0m7SKNkN0UjmJINw0Fnmmkc+uBNijpmFMxhHSAoG5x0unA5taViPb7sYcc70uOGIjaFspInkG84sCZDHfFZq6TRuUAUAx3p09NNI5wAwhmQct37gepfclLLf7XcQYSIn2xGkxBRz5qdi8TAgpnAguWyy7TWJjoH9kVQzy0wyUEVBgnujhCvLwhL4sm/bpsKQgLdC1GZYBGLVRLGgqVQEgI/ZuQJkYhOsmiIgQoDnlWaabbLwnnn+u8ipy01ik+8GDsPMPLn2zgp0asfkGM7GsLIm7iloV2cXzF0+SeNU2jRUFRMDlNmi6MUhT6ZNIhDgAimmYuWOjyoWCxHxlwyg0EmlqWjPRpYKPQLot44jmKbLrNkCh7qaQKmMcqRQApBUNkAAIBXrJnBY07HW8o/xPu79a7aO5GPvBJOMJKFTcdSyRkwZ+xHTOUCFEpmwh9kmb/EKB66h3hldWGeHzqCwXdvHt0XLcbV7N3FKqNlHZ/aHKRX0gqUSERMoRqQxU0k0wIXQSKVPRLo112obnFyubqmeSsZwvjhyUedTA2woC9ujTit0j7qh2K+JMereDuLuNREu04EY1y7RZN2bgftGyaRWyf2aYlAxjqGMAmVUE3p8GretnpIy2Il446WrEz8nAyTCFiE5BoVTYiAQ7JydVmBwEWqqi7pVQVk9FQRKkGkIJJgXKNw9GS1LiXmI9W77oY2jckiMrOWe0UZlipJydQqixlDGbGdkKschTKppOE0ziJ8y/aKafYXlgDF3RNTUzC39dtnlulsRrcTWAUZESlyES1JRUFw2WURUBH7LWtjoqaIE97MhBLyh7FSzaSW5rPmbqabne2+DwXI1s6L7ovSefxbHpAxEfejK2cOreeMI+eZketl3bxZ8RaRURWAxFXBk2iJAWEoiUBU0RLrVAN6eOxPvWzOh5jTcEDJLne2BLXdE226VEVztmrV2sRsOkfPTBAo6Jc8wAqRQHqAazdK4A28C8M9w8uedw7fQcOlbiDq3SsjGUikhzRaKJvmzlIxEzZmIbQBQomOAHADnA38NOjnYkfb9t2cxkJ9G24BtJtXUKEiYWc8V+mcrk0mUwCLoxjKKK6QiGShzG+eVdPUiuYwh23zPnElLW0m1mnyShrmzDuJ1qWr0dD4TXbg7bEbGzsrcZYmZdtEABzcbU8W9VUF+qX7R6cVESLa1UxzgpmfPMxhHyZ4WEtzok2N0mIiMjxxXlz2tMvrsK3JtSRcSEg0B03WcB9oqgYjhRH2cTasqZSEKUpSEAuxlrdH2It+5oK4py/btu0bSRWQtlnOKszIQ5VU9SYyQt2ySiympDVAq5OsoBRP72ZzmNFG9GK1I95CtFLwuh5aNtSZJiEs1c7MIiOdJmMdExDEbFdnIkocTppKuDpkECZFyTTAtThtvOpNbksVzMQ4S0UPe8mZlDsqKH+6KfVufzz1dUMP8AdFPq3P556hcy6lKUNClKUApSlAKUpQClKUApSlAKhhPgsf8ASpfgCrqhhPgsf9Kl+AKEzLqUpQopSlAKUpQCoYT4LH/SpfgCrqhhPgsf9Kl+AKEzLqUpQopSlAKUpQHA1hWs1DWFa7+jmcq8jKEPDxKkSxVVi2ihztkjGMZAoiIiUMxEcqs2HCj2RDLhyeVIPIYWPD/KpfgCruyuLblm0lBDsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ/wDQJ5VfSkvUQjrxhIbdDLr/AMuTyqKLiIo7Y4qRrMwg4cFzFAo9QLHAA7PkAAFd3ln/AMqwN0rp2dgujtcZ4R6rHBISKEVISaSgkGMjXUmRB670w6yAm3UVMJ+rQy0sw0ajbiFi2lzfwEk3fA72Gx1wDuK9mVgwMkV9KSjh00j3CFvvDRr1ZsmJ3CaEgCHsaxkwKYDlIsIlMUxRyMAhWTghIYevZDLhyeVYZxyxCt/o8YDTUPhm9gIudt21F3NtQhlUxUTaNiFIZdNsJtNZJAggc2QCA6OQj11iMZOTw4xiTs+x+kUo6dz2EkhNoPbuuld+xdzJ3TdNnIHTWUOi0RMKpxKRqmmQwCYAIYCAWjqe1sqePJv4CwTf+MPs2VxRu6x8JbOcXxcsEK0c2dsWahWbNI6oGdOkmxDZGEoaIHWKJuvPRAcgEcgH1uw4bq/3Qy/6BPKvnvi+S8z2BivaN/3beLLESHRs1N+VS6izsC6I6m2woSzRuZs3I1caaSqZ0Ct0U9FMo6B9MVB2TwTVl7T6QmKGFbm6LlmYxhD27NsjTkuvIKa5yDtN0oQy2epKc7co6pMSpFHPQIQMyhpJumW/ITI7J2wx3YR7mdthwu6Gf/QJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M/+gTyqNjDxJ3UgU8YzMBHJSlAUCjohqUxyDq6usRH/nXdZ/KoY4MncmP+aL+QlVTdyQhsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEAwcNuhnw5PKo4mHiTtjmVi2ZxBy4LmKBR6gWOAB2fIAAK7rsqGH+6KfVufzz1ZcEhSY7x1xMsHAfDSaxCuGLjl1I9murHxurAqsm5TROoVskBEznzECGExgIYEyFOoYAIQwh2GE96Whi1aDO7Im038cVwkiZVvKW87jzEUOkVQQT9rQRFdMNPIFUyiQ2Q5D2gGIenTZcPdeHUjMtL8YQ12Wjad0SbCMdETcbSj1YxRu+D2fWJqZgRUgFXIbJI5y6RTgYSG7zogYn3HedsSli3QnDPHNiJRTEsvCkUIzdkXYprFSMmc6gpOUSmAixNYYMxKb3dPQLn026nXLwjo5L6iVKojOZ4qD2MpjBgvDXUNnyXtCLoj5GMO9/Vl8aKSeK6IJt1JIrcWaapjKEIBDLAbTOUmWkYAH873xowOw6k3sJcjvTeRTcHksnF288lQiW4l0irPzM0FSskzFAxincCmBikOYBECmEMR9MIktctrlvlhio3lsNbWmI9pcNkwSTUr2YkUpRAARGRNrTJqpLAl/ZE0kzqGKZMyhROUxO3xwuLF3G697h6L+DThla8Y0imp74vN4UVlmLd8VTRYx7fqA7pRIoiKpzAVMhhyyOJBqKt7KzbbW7BX89w1Sm5wSRlS6sTcIrPRiTvg2mpPNzPY1tb8C6nHLpqAFEXJEGCKygoBrEwFbR1YComGlmcoD6S23Nk3hCNLktnZcjGPiCZBygkQSmABEpg7MwMUwGKYo5CUxRAQAQEKwphRajPDrpPXJZhfaCR7TDa14+2TOFNIx2LFZ8k4KBurSMU6iAnyDq1pBHLSCnRgSmZbBi+p23lj6i57wu2TttYD6JTtVpBf2dVP5FIcwCcoh1CBgMHUbOrXXsptXxfeI83hUvBxlPNT+j3jHGHBKSucLWZuNJc748Yi/Pb7tOJcPSmEhmqMkZAGSq4KFMnqiLGPpkOTLSKYoJvGLBK37jc2xKuNBxHrJt5F6lb7teMjVjlKYqTyQTQM0aqaJ0zaCypDACiYiAAcueu7xwk4/R+4S2lD6aU/KOLOg2LYoiDgJdvItTOk/8A9iqJmaujH+ZASUEctEcqWj5KB6DmN0XcqglnEZK+IyRSP76y0k9kHQNSaPaY6wOmmrDLMwKpiUBzDO1t0bUX2W1bOI+y0UqvZy2mlwmbvobDXninhDYc2Nu3Am4UfpNyPXSUZbT2TBg2MJgIu8O0QVK0SNoKaKi4plEElBARAhxD0b+Vw9i7WWvh+8gULfQZ7RUlDil7KDXQ09drf7ok0feAwDkIdlYE6NrlTDs+NxcU3gNpOGkY+VlF3awGyjCwDIqawmEetMBbui6XZpJqBnmA1jj2hSD6EuD9o3DLIISUUraFxzkOu6KV4lAEmWxzrqICOsKgmUU9MwgBSaAgIhoiFaae1sJzen/u+szFLTW01rbWPv5RtLZuJGFN9OHLCIbLsnrRv7aqynbaeQroW2eQuCIP0EVFEQEQKKpCiQDDkIgPVUtn4uYL39LIQltKHFd8Q60as9tx4wayyZQ0jKMHLlBNF8TQ9/SbnUASCBwHREDVr107GVxXfc427h8Vy6mIrCi9Xkmi0EdYDN0RmkiQdHrMKp0VgITtMKZ8v7o5ZAxcko65Zjo3R1lOU1jv7tRnWANlM9KIbxLoV1gMUf8ACAi6JBHPIRVIX/iDPFNTaT1fS7XxPU1Utlb4b6JOOcmw4wUNuhnw5PKo4eHiVIliqrFtFDnbJGMYyBREREoZiI5V3QdQBUUJ1wsf9Kl+AK1LgkKTjYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCIBg4bdDPhyeVRw8PEqRLFVWLaKHO2SMYxkCiIiJQzERyruuyooTrhY/6VL8AVZcEhScbDhd0M+HJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOFy+EMuHJ5ViOs1CPbWFa7+i3c512Mnw8o2TiWSZkngiVskA6LRYwdRQ7BAuQ/1CrdsNO5e8Cv6KQYf7lj/AKVL8AVd21xcSbUwRbYa9y94Ff0U2w17l7wK/oq6lQtyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIBmGgh/gveBX9Fdc0eRzmNcMXrNwuius5IqkdiqoQ5DKnzKYNAQEBAchAf5gNegqCIABZqZf+ac/nnpZqGLpyjyVj4e4Q4YmejhthbBWmEjqwebDtkrD2nQ0tDWalEuno6Z8s88tIcu0ana4VYIsYtSEZYQ2y3j1DulDtErUTIiY7pPVOTCQEdERVTDQUHL3y9Rsw6qyFo0y6v5Us/MiKVgY9g8LMErYhF7atvCG2omIdu0XziOY2omg2VdJGKZJY6REQIZQhiEEpxDMolKICGQV6NNta6M6tc6MAUkw5bJs15AsScHKrdMxjESMrq9MxCmOcwFEcgExhAOsa7/AKg+VchlSxYtHnkkW2GncveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KiYybUruQMKTzI7kohk0WH9imHXkXq7Owf6/Ou7qCOHN3J/VF/ISqqBc52w17l7wK/opthr3L3gV/RV1KguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXINsNA/YveBX9FRxUm1TanKZN4I+0OB6mixu1Y4/Iv8+z5dld121DD9TNT6pz+eerYl5MdY54UWBjzh9LWTdluMXTl3HvGsXIyNti+PEOV0TJg6QKoQBKcgiBgEpiCOiHvB213uGlrWthZYkLYNsxBWTCGaJtypsIU7VE5wDNRUEiE0SmUOJjm7RExhEREREa9qOWdMgzqKFO8VS4nLDseDcYb4POb2JiY4wrt9a8CGKclwKWuQ0kUxSasog6FHWgIEACAOl1F6uyobuwcwDxAmj3JfmCVpXJKqJkTO/l7PSeOTEKGRSioqgYwgAdQBn1VkvL+dMh/jUhQkW+pj+fw0wbu23ou0bpwot6YgoMpCRkXIWsRw0YlKTQKCKKiIkSACe6GiAZB1dlTXjYcVdknYwkeO4+FsuWLLbJbxKoIvDpNlUmqYiAABCIqKFWKAFENJJPsyAayR2/KgBVtMkg8Myw/wAJY283GI8dhnBtLseaQLzyNslTkVgMUCmA7kEtabMAABzN1gABSQw/wll7ya4hSuGMG9upgBAazrm2iqSCAEz0QTcmSFQmWkbLIwZZj/GvdfwoHzpYXZ4W7cP8Jb9ko6ZvrDKDuN/Emzj3ctbRXizMdIDZonVSMZP3ilH3RDrAB+Vdq4irMey57geWugvKqMDxZ3ysMYzgzIxtIzYVBT0hSE3vCnnoiPXlXpOrLsrnqCkLQsXPFWRZGFmGTRyww3w5h7UbPVAWcowluAwIscAyAxyopFAwgHVmPXlX52rYOEljS0jP2RhlB29KTAiMi+iraK0cPBEwnEVlEkimUzMIm94R6xEe2vc/KnypKkbsiHbLQP2L3gV/RUcRKNSRLJMyTwRK2SAdFosYOoodggXIf6hXdCGdRQnVCx/0qX4Aq2JeRthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBcg2w0D9i94Ff0VHESjUkSyTMk8EStkgHRaLGDqKHYIFyH+oV3XbUUJ1Qsf8ASpfgCrYl5G2GvcveBX9FNsNe5e8Cv6KupULch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyAZhrl/gveBX9FYjrNQ9YVhWu/oxc51mXYP4LH/AEqX4Aq3sCukh1JYIlkCTFmYgNktETOjAIhohlmGrHL/AFGrddN7vZcYflVxacs2nYvpUOum93suMPyqa6b3ey4w/KpBZLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLqhh/uin1bn889cCvN7vZcYflVHFqywNT6pkzMHtLjMRdGDr1x8/2Y/PP/t2Ugk3O7pUGvmt3seMPyq5101u9lxh+VSCyXUqHXzW72XGH5VNdNbvZcYflUgSXUqHXTW72XGH5VNdNbvZcYflUgSXUqHXTW72XGH5VNfNbvY8YflUgSXUqHXTW72XGH5Vca+a3ex4w/KqQJL6VDr5rd7LjD8qmvmt3seMPyqsCS6lQ66a3ey4w/Kpr5rd7LjD8qkCS6lQ66a3ey4w/KrjXzW72PGH5VIEl9Kh101u9lxh+VTXTW72XGH5VIEl1Kh181u9lxh+VTXTW72XGH5VIEl1Kh101u9lxh+VTXTW72XGH5VIEl1Kh103u9lxh+VTXzW72XGH5VIEl1Kh101u9lxh+VXGvmt3seMPyqQJL6VDrprd7LjD8qmvmt3seMPyqQJLqVDr5rd7LjD8qmumt3suMPyqQJLc/lUMcGTuTz/8ANF/ISrnXTW72XGH5VRMVZYHUhoMmYiLkukAujBkOpT7Ps+vqy/h/9iSJJ3dKh103u9lxh+VTXTe72XGH5VILJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJdUMP90U+rc/nnrgV5oP3ey4w/KqOKVlvZj6pkzMHtLjMRdGDr1x8/wBmPzz/AO3ZSCTc7ulQ66b3ey4w/Kprpvd7LjD8qpBZLqVDrpvd7LjD8qmum93suMPyqsCS6lQ66b3ey4w/Kprpvd7LjD8qkCS6lQ66b3ey4w/Kprpvd7LjD8qkCS6lQ66b3ey4w/Kprpvd7LjD8qkCS6lQ66b3ey4w/Kprpvd7LjD8qkCS6oYP4LH/AEqX4ArgV5oP3ey4w/KqOHVlwiWQJMWZiA2S0RM6MAiGiGWYascv9RpBJud3SoddN7vZcYflU103u9lxh+VSCyXUqHXTe72XGH5VNdN7vZcYflUgSXUqHXTe72XGH5VNdN7vZcYflUgSXVDB/BY/6VL8AVwK80H7vZcYflVHDqy4RLIEmLMxAbJaImdGARDRDLMNWOX+o0gk3O7pUOum93suMPyqa6b3ey4w/KpBZLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLRrCtZcFaa3ey4w/KrEddvRWJzreBl2D+Cx/0qX4Aq0eyooP4LH/SpfgCrR7K4PFnRYHNKUoUUpSgFKUoD+f6/OsXY1YkusIsErrv+NZpvZKNBdONbKiIEWfLuxQbENl16IrKpgOXXlnl11lHq/0rC/STsK4sSOjxeFq2gjr50TGkoxHTKX2h2zfldpI5mAQDTOgUnX1e91iHbWav6d1p4Zim9SRwOEmI8FhjHxbTpFX63nolk6cSEmghGOzyr5URVMc5HzNwKaRTiYqaKIplInkTr0QEPJ4KXrNwmBFodIrGTH+8ZVpLW4wfyMW8iokrUXjoiYAmgkxj03RziscCJJlUMYwmKAgYRrMuHF+wWLtgMbyhEHiDSTIqis1fNVWzlq4TOZFw2WSUApyKJKkUTMAh2kHLMMhrFkV0bZpLoy2Jg49n49C47GNCyLV6mmouyNIRzlNwQpijoKHROZPQEfdNom0gDMMq3el1Kq110vtfBimKqU1lPFuxkrDzFWMv+RmbeWt6Ytq47f8AZzSUHM+ze1t0XBTGbraTZZZE6agEPoiRQ2QkOUwFMUQrB1zYhYthfmOVxw+MLSChsKTx4R0TLx7IYJyB4lJyuR4uCZHZDCop7qhHJQTESCKahQFM+V8M8OLoYX3dGMGIZYhtct0M2EWEZDulXTOPZMxWFIgOVU0TOFDncKqGOKKQF0ikAo6AqHwriH+j5sfFfFG/8WLnVaMbolpNk/tWbRTCQFiVGORQFJ3HuyGZuE/aEzn0BIJhKIZKEH+7hp7XJ30crLN4nSmIc+a8DJLnpWW+1tS3J9DD66ZR/M2gle8hGMVGCJ4OKOmUwrPV3zlsgmGYnKUNMTm1SogXIhhDuZLpJWaZtZn6jQFw3zKX5E/rBDQ8Gi3TdmitWQ4vVherN0kEgFRIn2ihTGOoBSlMIG0cVXt0YcQrzvWJxRvW2rGvuSdwDKKuO1XtwPom31nrNdRVB4BSM3JnhPtT5NnJBImYdIBObIQ9qGHGOUDf7bGaNb2JcV0ydsoW5NxLiQeQ8e1Ki5WcJHZuCt3ahwDXmTOU6RdYJSqAKX+FVlZZt8leN+nmGFKUPGFzdva56Of6RNtQqbFFlZ13zEqtCkuN/DNI4iL+IixzAXLxN0okCYgYpigiUxlziQ+rTUAhxL5q++mXhtZkgLGMtm7rwL+phMQCObeZIKtzQg60TOBWXXSITRKiJtE4lE2kQpNM46Af3L4S4wM7tmb8tSSs9Wdvy2423rk9s9qQbRqzX2jRfsyFBQzkCg7UD2VQyOnoEHXp+8A/thV0d3eFGJ0ZNQ8i1XtiFw2ibHalUUOL067NysoKpy6OgBDEUL1gcR0tINEAABGQ3ZWv/L/16s02lhdQv7Z/u6df5vTpORKEVOJ2NZd23KpCwKMxLvopBqKMEm5bCu3FwCzhNVU+q+1FJqRdQCaIiXM5AN+uE2IS9i9Dq1cVMR5KWmFYewmk/MOTKe0vXQkZFXVHSOf7RQ3WGZjgAiPWIdtdFd+DWNURNYpJYUfqS/hcWSFXdnuCQdtHEM/MyIyVVTIg3VK8SMkkkcExOgIHAwaYgYBLXf1ozFg9A64bHuNdmtK2/hW7jHqjIxzNzroRRkzimJylMJBMUchMUByyzAOys117HpV1pRZY6/lPKS0U7Xq0UvC89o+SknTBsRvFTE3cVkXrbjVhajq9Y/azNqkeaim+WtUaplcGOQ4aaX2TkED/AGyYiUAERD0d9dIuysPDtkpqInVlF7Plr20GyCQimwjyInWIbTVL9sbXkApQzARA2kYoBmOE4Lo74lY34fQ7nEl1bUC3b4UOrNgyxb9xKqLqyLZAqr90ZZBuCeiVujkgUFMxOcRV6i533bgL0hMT3Sy94xuH0Io3wvuGyGx465Hr/wBqfSKbYpF1CnjkNSkUW4iYCioYAMGQDl17rUNpY3/uj+0z6bVezU939v8A7HvbZ6YeF84lMv52Hui0IiGtZC9BkrhYpN0nUQqoomRdJNNU64CJ0jFBNRIhz5lEhTgcoj43pD4/XAbo63Ld7ezMRMNXkQ4tuSTcyjdNFVVkvLNinFM7FdcNIUwUIo2OYqwFOAHSyOGeS79wTkr6wBYYSqTbZjJsG0QdNzoGXbHdMFkFyFUL7pjonUbgU3902iYRDIequgxPw/x4xrwymbLumKsO2lnT+EWZpMJx7JF0Wsii6cKqODs0BARTRApEgRH3gzMqAGyLXG2lvXSfPGSh2Tavp5zO1Q6VFgtom7pG7oG6LTPZwR53DSXYJi7epv8AMGJmyLdRUxzrmASFRMBFgP7p0yD1V+cX0q7FAbtSv227osR7ZaUY5kmEy1QcuBTkDmIz1RY1Z0Ch1DlEgIgOt0svc6wGvJ4o9GG8ryxUunEe27iho5V8nakrEA6TUV/3vCunKoEckKUv9nVSXKnplOJy5mHQHRKA/k/wWxulrtvi9LhtLB64Wd9x8K3kLPl1XTlgU0esp9mZ2dqOuE6autBYzUNA6SaepMH21ZTbUrNxyX2aahxko6uJtoj3DjpKR0ezk1ZzCbEWIfoSzKFiI17FIJuLhcuyCoiEebXiicNApjqCqolqQIfXAmJDAHqcJ8Xrexdjpl1Dx8hGPramF4KajH52yi7F+kUhjonUarLNziBVCCOrVOBRMJTaJymKXXU3Q2vt1h+lFkfxMCtE30tdkHaUJcT5vFsGKzYW7iLQlCtyuWqausXV00G5NWKx0yEAo6QZ7wOs66LFto9sStlWHZkEw0EIO37SWXdItE8hMqoq6VRb606ihhNkDcggOYmOqY4iXSWPKO37/UXy27Rrfv8Ar9kSnSPsQLnJDJsJlSFNOBa57oKkiESnNifQCP0jKguZQT5J60iJkAUHViqCgGIGK3d733f/AEtnFrSmHWKiFvWVFxizdnF3GwjmhXLt84Dab0reTTO7bCmyKBEDAqYCgsB24CcAN3bLo13chHscJ15ODHDmMvE16pvyqL7WXPtM0inHGQ0ASIQrg4CLoFhEyZAJqCiYVQyRbWG87E47Xvik9kGZ4u4oODiWLVITCsQ7I706p1cy5BmLsoF0TD1AbMA6qlCVqnivpfM9i1P+qlYOI/8At9eZHk+lxiDdWHlj209tS6ZiAUlbwh4h89h4tORfFZOFRKsDduo3caxQS/3QKic2eWQD2V0LPGeBwqs65MWLuxQxvu6EgSsmzphc1gpQ5iGduk0E1WxDRMeo4MUxveKQ6mRRH3BMJAHIeOGGM9iWSx0YN0xRSt29Iu4n5Xahya1q1McxiJ6JTZqaQkEAHRAchzMHz56ROGk/i7hM/sO23TBtIu38S7Io+UORECNZFu5UARIQxsxIiYC+71mEM8gzEM0SpnF1dF+P7K/6ksoXuzyzfpfWMdOZZyFk3rF3DFy7GCa227YttqSrx41B02I3TTXMQukgOmbXnS1QFNrtVomy/Zr0ucOiwjiYuGBua31I+7f1LkmL1s3XcMZH2YXAFOLRZZNUop6OWoOqbSOUujnmAd9jLhpdd1T9j4hWC8iguOwZJw9asJc6iTOSQctjtl26i6RTnbm0FAOVUElcjEABIYDDlipj0ZcV3NwJytyTVnqNVcVWWJSjZmDgCpFBgZBdmGmmIKmTVBE6aw6GsEDHEiI6JAqnajK3vT8bXmKrC2nw/mDIodKGyGtl3Fdtx27csC+tuYRt1xbr1ugpKrya6aKjVo3TbrKpKqLlco6GipkGkOmJNA+jj3HrHefh2eGNwr2tf9kqI4nMYaVh3DYp3UgirHujlRIDFVdF4moYyWQJqHKChcj6Bkx0eyubo13y8v65MQIObhVli33F33ARr5ZYqLhdCICPXbOlCpmFADBmZNRMqugOiIkN1lH0N24c4x4nusPpa8W1mwi9pX23uRZlGSbp6UjBFk4R0CuFG6QrrHVX0shSRKUnVmcS5mO8caf7Z+S4StU+t/0cOukTb9wQMY8Ub3xZsgW/2dlvI32WNUeJyBjFN7OuOk4QM2UTOQx1G5zKAQ2ZDFMA5d5/4ibbf3O2t607Kva6WRp49tSM7DwwqRsU/IJgOVwooYhzJEMQxTroEVSTMGic5DCADjt90Yb4Nd0rJsZeCLGPcX4zEZEp1lSqlaIsUkXKZgBHLXCqmIlDSEolEBExRzCv4YdHO+XuNERiG4svDOyPZXMv+sE7Z7tym/u1o7TUIVF6yM1TTKInMkuY6jhyYqiXuD74jRNx37U/MmIabXfnV3iPMPb2t0prHuu7rcthC3LiYsb0Wft7UnXhWYMp4zMpjrGbJEcGdgloJnOVZVumkYoFED/aJacmB87dNs4oYgYCXZcL6dRt4GdxW5JSDgy7w8VIGX/sy6hveUM3cILEKcRERSMkAiIgNeL6P/RuxBwJkYqPjbcsR8ZkmSJeX5KTT6Qm3UKiYxk2TdgLZNFgQQBMoJpOjIkEusFNY3b6XBNZfEvHTEPHaPYO0LWcRsVaduunCCiG1U2h3C7l4mRQoGMiKrvVpqBkU+qOYMwEDVpxtJU4XnzWY7kf9LbUO0cZ+pNhKgjvvUn9UX8hKr6gjvvUn9UX8hKiNMvpSlCilKUApSlAKUpQClKUApSlAKhh/uin1bn889XVDD/dFPq3P556EzLqUpQopSlAKUpQClKUApSlAKUpQCoYT4LH/SpfgCrqhhPgsf8ASpfgChMy6lKUKKUpQClKUAqGE+Cx/wBKl+AKuqGE+Cx/0qX4AoTMupSlCilKUApSlAcDWFazUNYVrv6OZyryMnwzJ2eJZHLLvCAZskIFKVHIvuh1BmQR/wBRq3Zzv5zj3wIcuuYT4LH/AEqX4Aq3tri25ZtKxFs51vx74EOXTZzrfj3wIcurqUksEOznW/HvgQ5dNnOt+PfAhy6upUkQQ7Odb8e+BDl02c63498CHLq6lWRBAMc73498CHLqKLZOjNTiWVeE/tLgMtFH5LHDPrJ8+3/n8q7uoof7op9W5/PPSSRcbOdb8e+BDl02c63498CHLq6lJLBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lSRBDs51vx74EOXTZzrfj3wIcurqUkQQbOdD+/HvgQ5dRyttoTkY7hZp0pIR79E7Z21dN2yqLhE4CU6ahDJCU5TFEQEogICAiA13dKY2YVnKOoZwmz2yDFjIuGrZumVFFFFFAhEyFDIpSlBPIAAAAAAOoACqAj3Q/vx74EOXVwB/AaZ/8AOq23cKlJQiLZzrfj3wIcumznW/HvgQ5dXUqCCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KCCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KsiCHZzrfj3wIcumznW/HvgQ5dXUqSIIdnOt+PfAhy6bOdb8e+BDl1dSrIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSpIgh2c63498CHLqJkydmdSABLvCiRyUBECo+/8AYpjmOZP55dWXZXdZfOoY4c3cnn/5ov5CVVMkHOznW/HvgQ5dNnOt+PfAhy6upSSwQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBAMc73498CHLqKKZOjNTiWVeJ/2lwGQFR+Sxwz6yfPt/5/Ku8qGH+6KfVufzz0kkXGznW/HvgQ5dNnOt+PfAhy6upSSwQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBAMc73498CHLqOHZOzxLI5Zd4QDNkhApSo5F90OoMyCP+o13dQwfwWP+lS/AFJsSLjZzrfj3wIcumznW/HvgQ5dXUpJYIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIggGOd78e+BDl1HDsnZ4lkcsu8IBmyQgUpUci+6HUGZBH/Ua7uoYP4LH/SpfgCk2JFxs51vx74EOXTZzrfj3wIcurqUksEOznW/HvgQ5dNnOt+PfAhy6upSRBDs51vx74EOXTZzrfj3wIcurqUkQQDHO9+PfAhy6xHWahrCtdvReJzrRlyE64WP+lS/AFXdvVXQxkZCEg2rt2wZAX2VNRVVRInUGgAiYwiH9RERrxtn4uYL39LoQttKHFd8mdaNWe248YNZZMoaRlGDlygmi+Joe/pNzqAJBA4DoiBq4uJaNy0k2ZQ+XZTqyzyrEcdjrgLLXEytlk/HWykgpEx8gpbb1GJfPSaYC3byZ24Ml1c0lCgRNYwmMQxQARAQrJK0XAoInXcRjBNNMomOc6JAApQ6xEREOoArMqJmxbzB2Y5fOgZfKsX2hi7gvfsshC20ocV3yZ1o1Z7bjxg1lUyhpGUYOXKCaL4mh7+k3OoAkEDgOiIGq2x8SMGMTJ+5rZsCahZ59Z7hFrNexIaxFquqUxip68C6pQ4aJgMUhjCQxRKbRMGVWLwJMh/1p/GvH3tceHGHUME9easbGtVFiNUAFrrVnbk+erbt0UymVcLnEBAiKRTKHHqKUR6q6K3sWMFLlg7huFtItI9paXXPpzcStEOYouqBUp3LZ6kksiQyY6ZTHIBTBmJRHIalr7hfQyaH9KhiM/ZD9X/5Tn889eKsfEPC3EF8vEwDJ02kW6AOhYTdtPYZ2duIgXXpoPkEVFEtIQKKhCiQDCBRHPqr9rrufDzDOypC+L8Buyh490ZNdwWPUdHAVHWpSIVJEh1DmMc5CFKQojmIAAVpwlLIntOFc99SvCWFeuFmJiD1SzztF3EYqCMjHu41RjIR6hsxIR0zcppuG4mABMUFUy6RcjFzKICPrNiQu6GXDk8qjSLM4F9Kg2JC7oZcOTypsSF3Qy4cnlQXL6VDsSF3Qy4cnlTYcLuhlw5PKguWj/8A7QO2vBX7eNj4dvbUYzcBrD3hPJW6xM2ZpHKm6UQWWKZXMQECaKBwzKBhzEvVlmIeuCEhsvhDLhyeVRNPAjs4Z2FKh2JC7oZcOTyrjYkLuhlw5PKqLluQZdtAD+deJxNueysJ8PbhxKuaFTPFW1HLSTsjZqkZY6aZRMJUwMJSiccsgATAAiIdYV6COYwMgxbv0odoVNymVUoGbkAQAwAIZ9Xb11YkrlROfx/k7cQ+dcZCFeCkbzsWMxQhcJF4MDzU7EPppAxGiQoJt2qiCZ9YYRAwGMZwTRACiA6J8xDIM/XbFhc8tkMuHJ5VFdTk/wDHuM4OxpUGxIXdDLhyeVeUxQuyyMJLAmcR7mgAWjINAHDhNm0SOucBOUgAQphKURETB2mAP50sFLPdVxlnUBIaEOQDhEMshABD+zk8q5CEhd0MuHJ5VYEypL6VBsSF3Qy4cnlTYkLuhlw5PKoLlwhnQAyqHYkLuhnw5PKoJobNtuKdz9xbGi4yPRMu7evdUgg3SKGZjqKHyKQoB1iIiABSwu7I73LPtoIZ11qMTAOEyroxjA5FCgYpyoEEDAPWAgIB1hX6bEhd0MuHJ5UiBM3RfSodhwu6GXDk8q42JC7oZcOTyoLl9Kh2HC7oZcOTyrjYkLuhlw5PKguX0qDYkLuhlw5PKudhwu6GXDk8qC5dUEcGTuT+qL+QlXOw4Xc7LhyeVRMYeJO6kCnjGZgI5KUoCgUdENSmOQdXV1iI/wDOqoFzuR/lXIh115W8ZawbBt15dd2hGx0YyKAqLKNwMJjmMBSJpkKUTqKHOJSETIBjnOYpSlMYQAfA9HHGiz+kRYEdeTCwJCCcumhHLlo+g3ibZMTHOUCoPF2yKLsPczEURMAZhnl1Z5UVTGWPMt0pZmjqzp1dldBOnsi1od3cNzHhIiLj0hXdvn2pQbt0w7TqKHyKQofxEQCvDsMacGJmwIXFG3WMvP21cR1CxzuEsmUklFQIYxTGMg2anWTJpEMAHOQpRyDIRzDNbUXMrZ9gUAf4Vhu3OkL0fLnlbjh0Hy0Q5tBinJT36xWs/g04xsp/hqLqSDZEiemGYlAxgEwFMIAIFEQ9hh1deGuLNmRuIWH4s5S3pgh1GLz2A6GuKQ5iGECKkKcA0iGDrKGeWYZgIDWozJnB7Tqp88qxbN4x4JQFxubYlF9BxHrJt5F6lb7teMjVjlKYqTyQTQM0aKaJ0zaCypDACiYiAAcuf73ninhDYU2Nu3Ckuo/Sbkeukoy2nsmDBsYTARd4dogqVmkbQU0VFxTKIJKCAiBDiEtiLzwMmZ9eVKxzdWJuEVnpRB35dpqTzcz2NbW/Aupxy6agBRFyRBgisoKAaxMBW0dWAqJhpZnKA9/Av7Eum3m91QB4h9EOkzKpvE0yavRKIgbMRD3RKJTFMU2QlEpgMACAhRpJS8gnLW89NnXOf8qxdZ+LmDF/S7eEtpQ4rv0zrRqz23HjBrKplDSMowcuUE0XxND39JudQBIIHAdEQNX8scYsE5K5gtZmvmud8eLRfnt92nEuHpTCQzVGSMgDJVcFCmT1RFjH0yHJlpFMULad5Jx0RlMRyqGH62an1Tn889Nhwo/uhlw5PKo4qIiTtTmVi2ZxBy4LmKBR6gWOAB2fIAAKWF5O7pUOw4Xc7LhyeVNhwu52XDk8qhbl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy3sqKE64WP+lS/AFcbDhR/dDLhyeVRxEREqRDFVWKZnOdskYxjIFEREShmIjlVsS8nd0qHYcLudlw5PKmw4Xc7LhyeVQty6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLeyooTrhY/6VL8AVxsOFH90MuHJ5VHERESpEMVVYpmc52yRjGMgURERKGYiOVWxLyd3Sodhwu52XDk8qbDhdzsuHJ5VC3LqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBctHqCsK1lwYOGy+EMuHJ5ViOu/oxc51n8dJ+Mn5jolYgxlrorrSTizXZEUkMxUVD2YdMhQDrExiaRQAOsc8vnXlMZHsXdsj0coezHILDJ3UlNMganAR2QhEutesBgzyTAjhEgj2CKpC9ekADnyJlGhIhkmZN3mVskA6LRYwdRQ7BAuQ/1CuitWwMJbGlpCfsjDKDt6UmDCMi+i7bK0cPBEwnEVlEkimUzMIm94R6xEe2uFVEtzqn0Z12vxSnKr/uSXY0+mbdxPZp4b9B+Dc4e3AhbFyRrx9Kxsq5WmoyBj1yPEnL1jqASYLGKDdIDmcn1plB1aeRhFPNfSeuTEe7cC8WLJhcFr3jDmtiWSbTKzqIO1eFIkbMqRG75R1mqQDAQDIFH3gAwFHqrNFuQ9lWgi9b2nabeFTkHiki8TjoYzYrh2qICouoCaYAdQwgGkcczDl1iNdxthpl/gvR/+Cv6KjVTp2Xd3bercX7IU1bNaqWUQuBrzi5IxlzTHRujrKckWO/u1GdYA1UzziG8Q6FdYDFH/AAgIuiQRzyEVSF/4gzrwuknjbpE9JGWbsncw5jlbbQbxbNVMq6xSRAKlITXqkSAxzqnKAnMQuYdZg6xDKFq2BhLY0vIT9kYaQlvykuIjIPYu2ytHDwRMJxFZRJIplMzCJveEesRHtqW1sLsFbGnl7rsnCO27fm3ZFCOJKMtVNo6WKcwGOB1U0SnMBjAAiAj1iACNavLtjPLD6M0wktyjjdv5PI4j9Ie6bHw8VuU2BN0srkkJdlb1u2/MyEYQ8q/dHAieSzJ06IkkXMxjmOJRACDkHzrCt/4NYj2FhhNYqYw3i1uO67rvuz5q9DRaJm8THQ7GTb5NGxD++LdAgmMZVTIxigJz9YGMO2F4W7YGIMONu3/ZbG5YoVCrCwmIIXrcTl/un1aqZi6QZjkOWYZ11dnYa4M4eISLSwMKbdtpGYIVORTh7WIyK8IUDAUqwJIlBQAA5wADZ5aRv4jWaU6XtRdNPkocdit7VpPC3sqeW6YuFzGGVE68FaNySEwCY9STRyoySbawQ+R1kVNEo9uqOIf3Ry6fpsKTCfRknAgofaz49ywxUGXtBG+vU2+2EieuP7iWkYCl0ze6XSzGsuWRZGFuGTVyxw3w5h7UbPVAWcowluAwIscAyAxyopFAwgHVmPXlViqFuT0QrE3FBkk2Znp1zN3cYddITpuRVSMJTEEukQ5SHAe0pigPUIdV2Xs0pZNPvIpq2apfmBpo1xoxOkr5xWxivK0Y7DbEexsNHrSIsFVVd8+fIlWMsEkq4BFNF82SVREE/ZQVKTWrAcxROAG9HhkpinARb6+VsTxsZlc9nnY2k1xJvFWSez84ZIqpJhdFZZRCOSLmGTRoUREqphVITQTSLtm6Stx5JMph3B+0SEcVUjJ2rFKHWbFVAAUBM4p6RAOBSgbIQzAAzzyryMRg1gDbppVSAwStGNNONVGMqLO0EURftlBzURX0EQ1qZhABMU2YD8wqbLSaSizXB3vzny0G7zOc8Va3by5qfdl/YlYaQuJpLmuLEJDEeGYW3HTIMLo27FrMJJ6VI0zGoeyoEZvdErhEEit0EiGIkfRNpCoPdT09i1g7aM2lM3+pYpb5noBhFwkrdityTdpwqzsjR5Lru3qy32qhlUyaCYnatzasQOcwnE209sYeYRWVByNsWbhdBQENL6W0I6LtkrVs70iaBtckmiBFMye6OkA5h1dlfla2GeC9kRsrDWVhLblvx84nqJRpF2sRoi+T0TF0VyJolKqXROcMjAIZGMHzGrDwa06Wt5rkRvS3mPn3OoOK8/cGH58e8OcPsa7sb/q+nYJo3XXQ8lZCLXeSRU3SuvdqqqkE5dWBkdIE9ExcyZKDnlDEiz7+wfZNbOgsabucxmLN7REEMpKP13T23WZmZvbPZ3aypwTWdqNxKmJCpESUdBqiAJSVm5thngyyjEIRphPbqEe1blaINE7WIVFJArgHJUikBHRKQFylWAoBkCgAf+8GdeinULXumId29ctvhLxUgmKDti+iVHDdwmPaRRM6YlOUf4CAhU2WqbYzPK1uwlX4W4xj8mrvSIsCPif9l1i2hildOkpi9Fgoq8nDTD+G04t0YyKa7wVVy6ZM1C686gkFbSJkXQKGSOi5Jyqb7FexpCZm5FtZ19uY2MNLyrmScpMVGTRwmQXLkTLKABl1BDTOcQAQDPIAr38Jh/hLbEfGw9tYYQcSwhnppKOasbaKgiydmKYhnCJCJAVNUSnOUTlADCBhDPIRruo9tbES/kZOLgCM3kuqRxIuG8SdNV4qUhUynWMVMBUMBCFKAmERApQDsAKtCdO1Oc/2/T6iuKoyiP7vs0qf39PylrWzjjOYxzcTdMtjI2tVzFp3A4bR8UyTljtTxYRxFQbLqCgTWHVXSOoIKGUzKUCaPYyF1X6W2btxdfYjXQVO0caSwUS0RlV02reONPN2zsrtIDgRymZNQ6ZCKAcqRClFMCGMYa2rkLDwolpmSuKVwyhHktMtiMpF+4toqjh63IYpiIrKGSEyhCimQQKYRABIUQDqCrlLfsJaOew6tmslGEk6F+8aGgxFFy6E5VBXUIKeidQTlKfTMAm0igOeYVPTToabUx/62/7X1NVNN2z9vy++xpHjg9SxB6NeOGJmIGIk6yn4m5ZK2yxBLlcNI6NZpvitW7JWPBQGyplm4gtrFUjLGFyBiGLopCXZ7pRXrcFgYFSM3a0qaGOq6jI5xNFAphiGTl6gg5ehpgJQFFFRQ4GN7pRKBh6gGvQ3LhNgZek4rdN44N2tPTSqHsykjJ2km6dHR0BJqxVURE4l0DCXRzyyEQ7Br2DxeHfslY19HLOGjlMyCrdWOVOmomYNExDFEmQlEBEBAeoQq32Uowi2T/ySfz2ptflL+DTDENdngdjzdUxhtcczOy9v4HTc5Hs5u4Xk8s3XF43EqoGcqLONUbUkMKekJPsxEhSiY4m7TDezsVrkhJNUcUbnsVlfdmHjbUbXHeTiRuGbmBRBfbYJHcGSjgIUBEGjPLMihxVKloJpk2Rs7DDBbDp2Mjh5hHbdruhIokK8PaybJQSKCQVC6SSJRyMKSQiHYOrJn/dDLm0MMcGMP5h1cNh4TW7bco9IZNy9iLWIzcLkMYDGKdRJEpjAJgAwgIjmIANSlNU7PHu2/kjd5WqfHD68uaoX9j5iPdFhy+MdrzVxx8bB23A2pKN4nTOo1mpJ63GWUTQABTM7aIatJM58wTUXN1gGlnxidDXrbHR9xijb/uJSFLcrGPcW3Ysvdrm45eMaEdpIKPXTtyssoJllVEwMkgYzZHQIBTnOc5h3Jbwtksop/AtLSbIRcqdyq/ZJQpit3Z3AiLgyqYJ6KgqCYwnEwCJhMOeeY10EJhHgVbERJW/beDFqRMXMikaRYsbRSQbvRSNpJCsmRECqCQ3WXSAch6wyqqYaaxnv+8CPKHoa+4p3ze68fjjfA3tLQ1xYVSbONseEaSKjduqoo0aqoHcNSHKV+L5dcyBSrlUIAJ5IgQ+mYfL4oTd2GmOk9ecjire0RI4YtoeTtdg0uFw2jmD1aKQWKkLdI5SOgUXTBMUVgOkbWG0SAdQ5h3HkICwpm44y8pSzmT2fhSKJxkqvBio8YlUKJVCorGTE6QGARAwFEMwEQGsV21gFZyeO+IOM18WPbU68nZKJfW0+cQJnUjFg1YIoHyUVb5oG1qYnLqzj1ZCIgPUGVS8N0c7X4vE3S0ru8Za7uRgHEq5MWl5XFq+S4uXdBIWre1itmzGOfmTTiyu0Y0r4ARUAySxdF0cARUIZExzHOdM5tAxLryxGvix3E7glHyt/TzFLFllAlBjMLqTmyXcOnIIsk5FdQqiWudaaWvUXIKaInAqhRKUS7gyFt4eSqcoSTshg8JNOG7uTKvA6wHy6GhqFVgMkOtOnqktAxsxLqyZZaIZflMWjhpPN5xlOYfxci3uYUhmkndv64kmKRSlTFyUyQgtoFIQC6eeQFKAZZBWrqnZS8/H6fUiajel8P7NWZF7jDYVsWVYb/FgjC8Z7FFkmeJZ3C4m17XiXrN0ZJk6duzmcPh0UFFgO4LqzKjokLqky5dbifbDaawS6UVgTl13u9bYcC8XhCvLtkzuCorQLZwBHCmv0naBlhWMVJwKhA0jABQLkAbXQGHmEVpRbaEtTC2Bho5lIBLNmcfbJW6CL0C6IOSETSApVtHq1gBpZdWddm8hbHkEplJ/aDRwncaYITBVoQxgkkwT1YEcAKf2xQT9zI+YaPV2dVSqlumtLFq27+n6fU1RUqa6angob33fvJ02F8EzsrC2P2KM0/FSPI/1clNPZNc6hkSiJCrO1VlQLmAAUgG0S59QdY56x9GeexRvF7YuOl43fK2lbsoVwE46ui6XBiXTKOxORKPjYlRb2WPaoK9SaurI6V1BCgTROoopuWnJMG6ZUUWrtNMgAUhCsVgAoB1AAABOoK8YhhTge1upzfTbCC2UrleisZzMktRMr5cViiVUTrgjrDaZTGKbM3vAIgOedac7bq17f5OdKVNCpnDuao2Ditel54txuD7fFy4EcHXV2PXFtX4YVDu7tWanTWNbyMkJhDUEX9oD2jrO6RbmRTNkU5zfiwuK8mMPceKIYp3u/umIx4VtCJjXM852cuwPMlSOwKxKcEVS+zuFjAZQh1E9UXQMQiZQDc80BYR4SMtpSzGRoiFUbKRkeMIItmR2wgLcyKWr0UxSEpRIJQDQEoaOWQVivA3ACz8N7iuq+rmsi23d3zN3zc4xn20CZSQRZPVznSRM5O3KqUwJnEpilMJQzEAEQqUp01qzhLrel35WLW9qlpPF4boq88UYatO48WsRr/l8SHtxzFkQ9oX+/RuK5J+6HDOEaRLJzqU4llEa0jdc6yQJ6547TKBDLqGSMocqYJcPrsv39V7txeeYjXOVK0saSQUS1RlV02qEcaebtnYO0inAjlMyah0yEUA5UiFKKYEMYw1tLKYZ4Lzd4I4gzWE1uP7qanSVRnHVrEVkEzpZaoxXBkRUASZBoiBswyDLKu1Ut+w1o57DLWayUj5J2L940NBiKLl0JyqCuoQU9E6gnKU+mYBNpFAc8wqUUul0trDvdfXjktTVU8emP2ayPZrERDGa1n2JN7zEpEXJcsqvYknY15AWNXSbJLLIxEjGEaplVTURSPprCo7OCyWiVREptEeo6Ms3ire0hYeOF3XZLWpAS4OCzTi57ocHLdMq7MciMdGxB1vZY9sgr1JqasjpXUEKBNE6iimzsHhrg3bF0u76trCi3Ym5H4qmdTLG1iIPnAqm0lRUXIiCh9M3WbMw5j1jnXDDDLBaLvFTEWLwmtxnda51FlZ5vaxE5E6igCChjOSogqJjAIgYRNmICOdX006ItkK4qlrPzz/EZBy+dQxw5u5P6ov5CVNsNO6e8Cv6KiYyjUruQMKTz33JRDJosP7FMOvIvV2dg/wBfnVSdySjwuPtlw9/xFtQLi/GNrT7W4mcxbSrwiaybqSZ6SxUTNTKJmdEFMqomTTOQ+iUTAYujnWBP0eGKVzubLt7BidJCyLWNs5pPsX0Umokdiks5WT9jfEOooALCJBUTOUxQOnn9mXQ0jbR3nblgYiQxrdv2zGNyRZlCrCxl4IXrcVC56J9WqmYukGY5DlmFeP6OmENp9HXCiIwzgG6ax2RRO+kGdvHYjJOR6hcKpkA2aglAhdIxjDkQoZ5AABn06XTtb2nHJr6LU00oxtfgZaVMJUxMHaADWr3RmxDiMMugbA4p3I7Is0iIORnHY60ffOLlwqKJRMI+8JzasA6/eEAy+VbB3CztW7YZ3bd1W6SZiXyerdMJCIO4bOCZgOiomomJThmADkID2V56FwxwXt23nVoW9hLbkVAvnKbx1FsrVIg0XcJmIYix0SIgQxymTTEDCAiAkKID1BUdDaqWsQ9MSqqlNThN+B0fRlsi5LJwfjXN9KireNyqLXJcyx+o4yLw2tOmI59iJBTQL8gIgQAyAACug6CyhnHRPsB4o5BdR41du1TgYTBrFXi5zl6xEeoxhDt+VZcuFlal2wzu27qt0kxEvk9W7YSEQdw2cEzAdFRNRMSnDMAHIQHsrHlxYG4aubEPhzYFtR9iQL+YYSkuzgbY9lSkkm7hJVVA5ESED7YqJUjnEBHQEQyEOqtxd2s45RP32MqymZZhFm/RgOg3jdGXKcQnEZK+IuRSP76y0k9fugaE0e0x1gdNNWGWZgVTEoDmGfruja4Uw7PjcTFN4DaThpGPlZRd2tpZRhYBkVNYTGHrTAW7oul2aSagZ5gNZqkbAwmmLxa4hS2GMG9upgBCtZ1zbRVJBACZ6IJuTJCoXLSNlkYMsx/jS7bAwmv2Sjpq+sMoO438QbNg7l7aK8WZjpAbNE6qRjJ+8Uo+6IdYAPyrnsPZqWdSVL0tnBp1S03q31y5GrvQTiLite52MffCDlu/kcJLWXhk3QiBysk3MgKyRQN1lFMXDbTJlmTWJgOWYBUgyK0n0M8ZWUHNIle4hSl+SNnMvaikcy0eLpwocWaQjpKlMkChwBMBzKcDdhgGtsr2srC/ExmhHYj4eRN1NWaort283boPk0VBDITkKskYCmyEQzDryGrjxFlndw789qNzObeIdOIXGFMKkcQ5ATOVubV5ogYgAQQJlmUMh6q3WnW3VEY8LufOYpq/Lbd4afRRBgHH95+tqGAMPhi+KpJydw7bhjNVQDKOQhnemuBwEckgBwgUR7BFUhf+IM/EvXCLj9H9hNaUPppT0o4s6DYtgMIOAlm8i1M6T/8A2KomZq6Mf5kBJQRy0Ry2htWwMJrGl5CfsnDKDt6UlzCMg9iraK0cPBEwnEVlEkimUzMIm94R6xEe2uGOH2E0XeTjEaOwzg2t2PNIHE8jbRU5FYDFApgO5BLWmzAAAczdYAAVaZpcpY1KrmsuBjBUqb0qOM3Pdh1hUMP90U/k6c/nnptloH7F7wK/oqKKlGqbU5TJvM/aHA9TRY3ascfkX+fZ8uykOCypO8pUO2WncveBX9FcbZady94Ff0VmHoWUX0qDbLTuXvAr+iudsNO5e8Cv6KQ9BKLqVDthp3L3gV/RXG2WncveBX9FIeglF9Kg2y07p7wK/ornbLTuXvAr+irD0EoupUO2WncveBX9FNstO5e8Cv6KkPQSi6lQbZady94Ff0Vztlp3L3gV/RSHoJRb21FCdULH/SpfgCuNstO5e8Cv6Kih5VqSJZJmSeCJWyQDotFjB1FDsEC5D/UK1DgkqTvKVDtlp3L3gV/RTbLTuXvAr+isw9Cyi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLe2ooTqhY/wClS/AFcbZady94Ff0VFDyrUkSyTMk8EStkgHRaLGDqKHYIFyH+oVqHBJUneUqHbLTuXvAr+im2WncveBX9FZh6FlF1Kh2y07l7wK/optlp3L3gV/RSHoJRdSodstO5e8Cv6KbZady94Ff0VYeglFoh21hWsubYaZf4L3gV/RWI67+inc51uTLsH8Fj/pkvwBVo9lRQfwWP+lS/AFWj2VweLOiwOaUpQopSlAK4rmlAfx//AJXQu7ghrUteUua4ZFCPi4r2149dLn0U0EE1FDHOYfkAFARrvg6+wc6wl0l7Mui/cCpi37VYrSK+1mr55GImIVWSYtpRNd00TE+RdNVFI5CgYQAwiBREAEay8ITi6vpx4BRKktsHFrFq/wCVgJprgcSOw/uIqq6My+uIiUq1bAiJ0FnMYKGRCrGyAhSODqFKYplCJjpED2lqYqYX3zLyEBZOI9r3BKRAiEixipdu7cMxAwkEFk0jmMnkYBL7wB1gIdtYgxev25MbsJr3w4wXsPEJOYf284IlJSkA5txuRUwCANCnkgbKmUWIVQgHQIciekAnOnmURxhcMfEz18R0lC4JYrRNho4TTNk/7qt1Zk9iFjqNjnbtWypQOChUCH0VikMkqYhSImXMIko3DhLL2Tfwlz65WCbeL6YffYzhjj0i7dw/s+4XVhXTak3dtsSEO2koQZBNddmk7kWzY4roJKAqkOguYSibINLREQMHUOTLWvyx742h+pN5wdwbJdGYvxi5FF37I5L/AHkVdWY2rUD5lNkIfwrRK4sMZy48JMRcN7ew6n7otZsFow1rzEph3sCcUYjLIKvosyJGjU6rRECa/XA3TIArK6RjCQTBsthvacxaXSgxIFpbS7C1pK1bYLFrIstUyAzUXyJ26ZykAmkQmq9zSESlMTqABDLSpWzjdt+yZW7N6R3j7M8UpShRSlKAVxkFc0oBSlKAUpSgFcVzSgFKUoBXFc0oBXFc0oBSlKAUpSgFKUoBSlKAVBHfepP6ov5CVX1BHfepT6ov5CVERl9KUoUUpSgFKUoBSlKAUpSgFKUoBUMR9zU+qc/nnq6oYj7op9U5/PPQmZhfpb45yeDWGr9Kzmyji9ZmImFoLIUypNPYmKjld4qKhTlEqJCaRSaB9YoKZBACmMcntMEbgxGunDuHnMS4aDYSTxk1XTPFSyj4rlM6BDa5TTatgRUMYTZpkKcodWRx7AxD09Bsdzg9OMryw/uuRco21OvISfhY52unEvSsjpgRdZkIrN01iKmAwqFBsdMihVjAGRTV9CVK+SWRJLyv60lslYseNpEug6xpICA0IV4IA4EXBWouAMKALjpaGYlAEhTrPpLadbeUR3RfVsqIzmexl/F2/ZPDDDqdvuHst9dLiFZLPAjmrxu0E5SEMYTHVcHIQiZQLmYwaZwLmJSHHIo9A2xDxYuqxrSvrDvD6zH7a4YVtLPE5q8XMf7GZZIigJpmRjXALFADCAnHV9n93r6vy6Ur5016PmIDGNipyRk5e3ZGLjmsNEu5F0q7XbKkRKCbVM5ygJxABOIAQueZjAHXWOLqf3fcPRBtqwcNbWuxhNXawjLJH2uCdtHMIkoQqDx05ScEIokmiiRcQVMAFMbV6BjaZRHE1PaSvDUcXOO7AZ05JzPaPk7e2OktiZLYK3bjRI4Et1mEN7SpApQl3IuiTrVApxO+Ks6QaAg0zJ7pxKZU5AMcqRg0NZmCwr0TvXDq3sQF2yUelOQ7WXOiC+tIgCyBVRLrdEukBQNlpaJc8s8g7Kx3jzCsLB6Klz2BZkDNrlStB1bUDHwkU7kHOsFkdBsmVNsmooUMwKAqCAFL2mMHbXNkXPaJMALJt2ePMW0NwxrS0WbOVhnjN6D4WwpCj7MumVXMoJqG0xLoaCZj6Wh71arrjb2VhEd/exlTNDqwcz2/Z18f0l5ha3orFmTw/Ys8K5560aR88E6Y8nqXbgjdq8XjxbFTSbKKHIbMHR1CpqEMZMDaZCfpL9I6eRjbpxDtzDtlLYcWU6fNJiZNPGRklhYmMV6qyYg2MmukkcihM1HKJjiirolEoJmUxSEPd9ydHaweiUax7ob3ZEOLdh592tBPEopkyi3SCqz1OROmDRwU6bQurIkqZQxligJCiVQCfo6i7usnATETovtbEueUu2fe3Gxt5dvBPFIt20l3i6qLpWRImLRuCRHZhVIqqQ4CgYAKbST09122ti8NxOcRHn0apSqjatLU7k59vMTMzjG+6LnuKaicFrGh7vYWsRttp++uE8aUVl25HJGzIpGq/tKoIKJnNrDIJgKyRQUEdZq+yedIKxksE4/HWPI9fQ002ZHi2aYEK7duXahEW7MCmNoFWMsoRIdIwFKbMTGApRNWKbDSlOi0+xEtmQtC7blJcD1tNWyvCW69kE5BUItq0O1WVbJnTZnBZoHvODJJ6CpTaYgU+h553htfFtdH/DnANvZVwSV04fsrfvdw7atSminK7CURWcxiboTgBnQl1opkyADAUo6QZ1Yp2kk7N0343q6GU3Eta2106mXXPSEe4eP3Eb0grahrPVLAyNyM3MNOKzDRdmwBMXZBOo0bKFXICxDAmVM4GKI5HzAS1+8Ljhd7OXtRHFHDiPtaJv10DG33LW4RkHKbozdRwk3kERbJEbqHSSOAalZyTWFEmmIaJzYbx4sW4Ol7LO0bGgLhiYmAsK4o1u/uKBewovJeSBuVBsRF8kksZMhWwmUWAgkDWEADCOkBfXzsnM473fhFCxVkXZDBZk+W6boczVvvI1Bio3YrokaIquEyJPDnXcZaTY6pAIkc+nkJBNlOUtW7rRS1PSH/AJLVEWeT6wmvPo2b7ahhPgsf9Kl+AKtDqDKooT4LH/SpfgCqRYl1KUoaFKUoBSlKAVDCfBY/6VL8AVdUMJ8Fj/pUvwBQmZdSlKFFKUoBSlKA4GsK1moawrXf0czlXkZPh1JYIlmCTFmYgNktETOjAIhohlmGrHL/AFGrddND+72XGH5VcwfwWP8ApUvwBVvb2DXFtSzaViHWzO7mPGH5VNdM7vY8YflVfSsytCwQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6ay6o9lxh+VUUWpLA1PqmLMwe0uMxF0YOvXHz/AGY/PP8A7dld5UMP90U+rc/nnrU2JFzjXTW72PGH5VNdNbvY8YflVfSpK0LBBrprd7LjD8qmumt3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSrK0EEGumu3ZzLjD8qomK0t7VIaDFmIi5LpALowZDqU+z7Pr6sv4f/AGPeVBHDm8k/qi/kJVU8bCBrZndzHjD8qmumd3seMPyqvpWZWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumhD4cy4w/KqOLUlgan1TFmYPaXGYi6MHXrj5/sx+ef8A27K7uoYf7op9W5/PPWpsSLnT3TbxL1tqWs+5YNm8iJxkvHPm+0FU9c3WIKahNIhAMXMphDMogIZ9QgNUxEe6goxnBRMSzRZR7dNs2S9tUNoJplApC5mTERyAADMREf413n8qAI1lQsFiHLiXgQ66a3ex4w/Kprprd7HjD8qr6VZWhYIddNbvZcYflV0kzajW4JqBuKZt1g5kLZcrO4pUz9YAbLKoHQOcCgQCmEUlVC5mAcgMOWQ9deppQQQa6a3ey4w/Kprprd7HjD8qr6UncIINdNbvY8YflU101u9jxh+VV9KltBBBrprd7HjD8qmumt3seMPyqvpVlaCCDXTQh8OZcYflVHDqS4RLIEmLMxPZktETOjAIhohlmGrHL/Ua7uoYT4LH/SpfgCrNiRc410zu9jxh+VTXTO72PGH5VX0rMrQsEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumhD4cy4w/KqOHUlwiWQJMWZiezJaImdGARDRDLMNWOX+o13dQwnwWP8ApUvwBWpsSLnGumd3seMPyqa6Z3ex4w/Kq+lZlaFgg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6a3ex4w/Kq+lWVoIIBWmt3suMPyqxHWahrCtd/ReJzryMuwfwWP+lS/AFW9nYFdJDsnZ4lmcsu8IBmyQgUpUci+6HUGZBH/AFGrdnOg7Zx74EOXXFpS7m07F9Kg2e536+8CHLps9zv194EOXWeZZL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvqGH+6KfVufzz1xs90AfHHvgQ5dRRbN0ZqcQlnif9pcBloo/JY4Z9ZPn2/8/lWoUYkm53lK8/CyEZcjQ7+3r1LKNU3CzU67JZqumVdJQU1UxMQggByHKYhi9pTFEByEK7HZ7rfj3wIcupBZL6VBs51vx94EOXTZ7nfr7wIcupG8SX0qDZzrfj7wIcumznW/H3gQ5dWBJfSoNnOt+PvAhy6bOdb8feBDl1IEl9K607NdIgqKTzwpSgImMJUAAAD5j9nUkO5ZXFFtZ2AvAZONfolXavGarZZBwkYMynTUIQSnKIdYCAiA1Y3iTvaV0My8j7dZDKT95hGMSqpIi4eKtkUgUVUKmmTTOQA0jqHIQoZ5iYwAGYiAVfs51vx94EOXSFqJL6VBs51vx94EOXTZzrfj7wIcupAkvpUGznW/H3gQ5dNnOt+PvAhy6QJL6VBs51vx94EOXTZzrfj7wIcukCS+lQbOdb8feBDl02c634+8CHLqwJL6V59m/jZGUkIJhepXMlE6raDNFdsddprS6SWtTAmknplATF0gDMAzDOux2c634+8CHLqQtRJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZznfr3wIcukbxJfUEcGTyT+qL+QlTZ7rs2498CHLqJkydmdSABLvCiRyUBECo+/9imOY5k/nl1ZdlaSV7kk7ylQbPc79feBDl02e536+8CHLrPMsl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+oYf7op9W5/PPXGz3QB8ce+BDl1FFs3R2pxLKvE/wC0uAyAqPyWOGf9z59v/P5VqLYkm53lKg2e536+8CHLps9zv194EOXWeZZL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9QwnwWP8ApUvwBXGz3QB8ce+BDl1FDs3R4lkcsu8IAtkhApSo5F90OoMyCP8AqNaixJud5SoNnud+vvAhy6bPc79feBDl1nmWS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6hhPgsf9Kl+AK42e6APjj3wIcuoodm6PEsjll3hAFskIFKVHIvuh1BmQR/1GtRYk3O8pUGz3O/X3gQ5dNnud+vvAhy6zzLJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02c634+8CHLpG8SXDWFay4Mc73498CHLrEdej0Vic68jLsH8Fj/AKVL8AVaPZUUH8Fj/pkvwBVo9lcHizosDmlKUKKUpQClKUBxkAVg7pRXXO2b0cLxlbZfqMJV0qEQ0eJDkdqo+kSNAWKPyMTXiYB+QlAeus4ZddY1xbwuQxnwburDJd97CacTdJNneqBT2VyRwZRuvoj/AHtBUiZ8uoR0eoQHrrNSTpupVpXuKf6l7nWT/RqwJd4bx9jv8IrQlI+14lVhClk4du7MwIYnvCmdUhjEMYwAcxgHSMb3hER66wbgcjhHgj0T8LMY7WwWs5a/JqGgYBk9ZxTZg6fyL4yLUNe9KkKpSGUPpKqDpCIAYcjCIAO0OGT3ECTseOVxTt5nDXOmVRvJN2T0HTdRRNQyYOEVAAo6tYpQVKUxQOUFAKYAMUa6SPwDsJlhBD4JqEkHUDAt2iTFwo6FN6kq1UKq3clWSAmisRVMigGKABpB2ZdVbvS6pza6KZvzM03pWUJ2fb2IcL8Rrwe4iXbg9iIrDPp+2WEbMJykMxVZNHjN6K5SB7OquudJRNRsqU2apgMAkMAFzEoaf4n4j9H2I6R2O8FeSUyriy9dRSNh/q1FO1LjIsWFQKBWDxAmSIGVMbSTOqVM5dMFCGIYQNvHh/hfF2EtKyx5yXuG4Z4yQy09MHRF49BEBKgQSt00kEk0ymEpSIpJl6zGEBOc5zdHNdHPCq6iX0zvO3iXFG4hPUJCUjpMpFG6K6TNNoVRtolKdE+rSKbWAbWFOImKYvUAYdM1TOUb5lYcpN0tJPeYSv8A6UGJ+HqNv2BLyNsxd+sbMjpedbrQDqddTM25AxE4uKYM3LcyqgqIODnUBQxEyimIhoiY5MhOcWsZLpu61cKbSgLftG8F7VQuu715xFSXaQhVRFJJikk3cNxcrHXKsGs1pSEIgYcjicoB2g9GiIZyMPcltYm3vB3XFQhbdXudI8c+k5OOIprE0XSj9muQ4lOIiChSFUN/xmN1VWr0d49u5jZq2cTr7gLmZxgRDu40HrV9ISrUFTLAR3tBu4RPkqoc5RIkQU9MxExImOrqzLwzc8Lx8eTOEoULJJc7T8wefmcWsYX9ySWHNpx9oNLmsu2GVxXS6eEcvGCzhxrgSj2ZQOgoUFPZljC5UEwJABA1KomHQ8Ot0lcdsT51hHdH61bRBCWwrZYgtCXCmuq59scHcFTjwKmuimbWGTTT1hlEyp++cRUDIlZcnOjtbc0qg5Qu+74x4rEt4Cbes5QBcz8akJxBu8VVIc2YiqqOvQFJwXWnAipAHKu5t7BizrVv5PECBB0zcN7XZ2i3YJmIDNCPbLKKpAQmjpgcBVEuemIaIF6s8xGRLvr/AC/9ehpvOlZL+2f7uvTEF0YsY0XvE4ks7TStSBbYcRCTafRk2Th2vJSikcV45bNlkXKZWZEiKpEKuYjnSOcwgTJP7T2/R3iZxn0TcNom0JSPYyhLKiCtXcgwUeNk1BaJCJlECLJHOHb7oKk7e3qyr+776NMDeM7ck3F4h3raBb0aps7nY2+6apt5gpE9UB1PaG6p0VRRySFVudE4kAoCYRKUQyFh/Zcbh1Ytv2BDvHrthbUW1iWy71Qp3CqSCRUyGUMUpSmOIFARECgGeeQB2VVOzVaJ2bb1M352MtflTDsp7xHsaJ3JLY2SHQ6xHk71vWKu8Yy/zx7Nps902dHdIXciUpfbF3i4A2EA0E0tSApEEpdM4EzNmif6TuImGxMT4PENtaL2ftFK3TxJ2KLpixBWZUOiik6UWUUEySCqYmUcl0AMmUw6pMwaNZLddGuxXmG0tharJThYmcuU91PFCuEvaDOjyZZEyYGFLRBLXFAuWjpaHVpaXvUvzoy4ZYkzl2Tt1N3jo95RMbEv24mSFFMWC6q7VykUyYiCxFFRHMwmIIEKAkENIDRTsKmrn0U9YNtqamtW1zdp4I6vo4YtX5iovc6s4EZN21GLt0oK8YuDcQzCcOYhvaCtWzly4UWRSMBAB2U4JLCcwJgIJic2PcVulffUVidcFhYVt4KUlrefMYljah4dy/mbleqJpruDJKJuUUoxkikukU75ciqZTawRD3CkUztZGGkpacy4nJ7Fm9rzdrNSs0Sza7NFs1S0tI2g2YNmyBjmHL7RRM6gAXRKYpRMA+en+jvGvbvuK87LxEuywX93poFuEbcJGhtM6KYpJqnUds11UlCpjoAZE6fZpf3/AHq2/wCtPJLvbEwrJyeNxr6UNxYEYjtLOuOzWtwEvlkmlh+yi3RUHj2aKomkrHuzLH1aaZjLpKFc5FIUgKFMUxwIB4JPFbpPq4mlwcjT4Xx0/HYes7tlHy7B+8bKPzLuEVWzZErlE+oE6aQAqc4GIAGESKawCk9m+6JeEE8a7lrxazN0uruYt4pR5Oyaj11GMW5S6huyWPmdACKl9o1gCKplzCoc5jAXRx3NYD3fcPSaVblxBxGh4drhPH28vczNFkK0sf25yCyS7pdmomC4k0FDCgCSgCcDAJQEK5ubUrFzfk46M1KSbySXHFT8+YdDcPTjlZiDth1Za0JAyEvZjG5zsJCCeT0hKP3onK3iYxi2cNlF1c0FzHW0xKmXVCYoFMY5PfyGNmN0he0fhhFWnbVtXC7sBnd0meVBSRQgHIrKEcIq6hZIHJcyAkmBDp9emppmKTQH1TjoxWZGScJOYaXBNYdSkHAI2si+gEWC6y0SiYDItVNotXRRKQwZgYoFOIj7xjBkAd1Z+Bts2hdhb4TnLkl5gbcStlw5mJEXh3SBHKrnWqGOXSFUVF1P7ogmUogUhClKUAtd/wCm130vHx5MxSlyXW0/Jg6b6YV9ObGsyZi7fhbOC7rPjJ4t33LGyj2228m8MKaccoq0TAiJRUAoGXcOUtWVVMwJrCIlr8776V+KUXecjYdmtLVkrqt5WNihtNpFPJGRuWUVQSXeC1VK4RLGx6JVyFF85TVIA6YmLmUpFPfG6HluJ2GlhSxxdxIa2OaKShn1vFesVWr5qQxsyGOs0OshpkNqz+zKI5lKA9R8zj6CW6OMONzzt02FiDdmH7u6EGyM8W3Cxv8AvMUEhRSUOo7aLrJqFS9wDIqJ9ml/fzNXSadpuLZfvl/gjUJZwr+efXmsYmqdldITBzE+HTFpIXRIurIniJ5ZP2SrFw6bgqOXvGQcNgMQ3yBVUA/vVsKUdIAHKsJSeGN5XdjTZrqWZgxsDCxFR3FHdyZ3z2clVWns5FlNPSMVNukquGsVOKqiptLIADSNm7syyrCw5uN3jl8xmnuU73f4g5pSlU0KUpQClKUApSlAKgjvvUp9UX8hKr6gjvvUn9UX8hKiIy+lKUKKUpQClKUApSlAKUpQClKUAqGH+6KfVufzz1dUMP8AdFPq3P556EzLqUpQopSlAKUpQClKUApSlAKUpQCoYT4LH/SpfgCrqhhPgsf9Kl+AKEzLqUpQopSlAKUpQCoYT4LH/SpfgCrqhhPgsf8ASpfgChMy6lKUKKUpQClKUBwNYVrNQ1hWu/o5nKvIyhDw8SpEsVVYtooc7ZIxjGQKIiIlDMRHKrNhwo9kQy4cnlSD64WPD/KpfgCruyuLblm0lBDsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEAwcNuhnw5PKo4mHiTtjmVi2ZxBy4LmKBR6gWOAB2fIAAK7qoYf7op/N05/PPVlwSFI2HC7oZ8OTypsOF3Qz4cnlV9KkvUsIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhn/wBAnlUbGHiTupAp4xmYCOSlKAoFHRDUpjkHV1dYiP8Azrus/lUMcGTuTH/NF/ISqpu5IQ2HC7oZ8OTypsOF3Qz4cnlV9KkvUsIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiAYOG3Qz4cnlUcTDxJ2xzKxbM4g5cFzFAo9QLHAA7PkAAFd12VDD/dFP5unP556suCQpGw4XdDPhyeVNhwu6GfDk8qvpUl6lhEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQDBw26GfDk8qjh4eJUiWKqsW0UOdskYxjIFEREShmIjlXddlRQnXCx/0qX4Aqy4JCk42HC7oZ8OTypsOF3Qz4cnlV9KkvUsIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiAYOG3Qz4cnlUcPDxKkSxVVi2ihztkjGMZAoiIiUMxEcq7rsqKE64WP8ApUvwBVlwSFJxsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XL4Qy4cnlWI6zUI9tYVrv6LdznXYyfDyjVOKZJmSeCJWyQDotFjB1FDsEC5D/AFCrRmGg/sXvAr+iuIT4Kw+lS/AFYqxOxovnCtda5bkw3iUrBayrGKVlRuQ21Te1LpNyLpR5GpkjJgssXqM6KpoFObQzACG4VNOrZWLZtJwZW2w1+aT3gV/RQJhr3L3gV/RWOrqxmlLZxxsfB9TD52ZheaMgclxLybZNAijVvrhRRblMddU+QZGE5UiFzKJTKCIgGS3Kyjduqsm1VXMmQxipJiUDqCAZgUukIFzHsDMQD+IhU/FLaLeYPw2wzz/wXvAr+im2GndPeBX9FYowvx6uTEmzb0uRHB+VazFpXG9gCW4jLsF3zkyGrEBOqKpGqRxBUBMQFzlLojkc45ANFjY0XVI4susFsSbIhoG4wt4lztDQlwnl2qrIXAtzlUMq1aqJKgpo5BqzEMURED5lEtVQ3GuG+025GZtOja5qxk/bDXL/AAnvAr+iudsNe5e8Cv6K6q95y6YKE9qs2yVbolVlyNkWYP0WSKQmzDXOFlRzIgXqE4pJrK5D7iSg9VYlb9KZOERxBi8SbNQjLow/dRLNaMgpgJRCSWlAKEei2XVSbGBVRQ4JmKqkmBMwMJhIOkETTsjUOxm7bLXPLVPeBX9FRxUm1TanKKbwRFw4HqaLG7Vjj8i/z7Pl2V4e1sVbrSv2Nw0xYsuHtqdno91JwpoafUlmjtJqZIrhIyirVqdNYmvTNoAmYokERA+YCWsiw/UzP/J05/PPWrRORlS2cDMNO5e8Cv6KbYady94Ff0Vie2+k5aN1dIyb6O8LFvV3UDFKPXMxlkzM7SOgC7JMcsjqJEdNznyH3dYBRDOvbL4wYUM3CjR3ibaiLhL28VElJpsU5PYQze5lE+YagOtXu/8Aj0aymmk1ndb1hJp4tPLH3PR7Yady94Ff0U2w0z/wXvAr+iunkMSMPYmzk8RpW+7cZWoqik4TnXEognHHSVEATODkxgTEpxMUCjpZCJgyzzr+J7EzDm0mjaSunEG24dq+aKP2q8hKoN012yYEFRYhjnADJlBRMROGYABy5j1hVspkXtB3e2Wg/sXvAr+im2Gmf+C94Ff0ViK8+mF0dbGmbVhpXFq1VRuxYCN3LaeYGQaNzN1F03bg5ly6tscEtAqoAYDHOQA/vZh68mK9rNVZ2XnLvslla0MyYPdr/rKmYyabkomKo6IYhU2yRg0BSU1xwVAwjkXINJKxZLylm7nrRl2ndPeBX9FAl2ofsX3Ar+ivK2njfgviAu8bWHi9ZVyKxzYXjxOIn2jwzZAByFVQElDCQgCIe8OQfzqA/SLwEG0pC+WmNVivIGLVK3dyLa42SjdJcxRMREyoK6BVDgA6JBMAj8qy2km2VKXY9ztdr3L7gV/RXG12vV9i94Ff0Vi2xOkzh5i3Y8De+F10Wo+LMPI1B1HytxINXUd7X1g3VIgDjJ7ogbQbDo6ZiiGmXITVkNS+bKSu9KwFrwhU7ncNfbkYQz9IH6jYBEBWK3E2sFPMpg0wLl1D19VacJtNXRE5Vmdhthp3L3gV/RTbDTL/AAXvAr+iumXxNw4aScdCOr/ttGRlnriNj2ikq3Ku7doCALt0iCfSUVTEQA5CgJiiIZgFdncNyW/acM7uS6p2PhopgnrXT+QdEbNm5MwDSUUUECkDMQDMRDtqSokt5jM/fbDTuXvV/kV/RTbDT5IveBX9FdHE4oYaz0LGXLCYhW3IxEy9COjX7SWbrNnrsTGKCCKpTiVRQTFMGgURNmUQy6hqyXvmyoB2uwnbvhY101SbrrJO36SKiSThbUIHMUxgEpVFgFMgj1GOGiGY9VWwuX7XadupfcCv6KbXa9mqfcCv6K6S2cUMNb1hX9y2ZiHbU9ExRzpv38ZLN3TZoYhNM5VVEziVMSlEDCBhDIBzHqr8bexewpu2DcXRauJ9pzcMzckZuJKPmmzhqi4OJQIkdVM4kKcwqJgBRHMROXIOsKSpgQ1ieh2wz7l7wK/ornbDPuXvAr+iuvgL1s263Uqxte7YaYcwTszCVRj36ThRg5LnpIrlIYRSUDIcyGyHqHqrq2uMOEb2Im7gaYo2i4i7ZVFCbfJTbYzeMVAchI5UA+igYB6sjiA0bSGZ6TbDPuHvAr+im2GncveBX9FR2neFp35Co3LZF0RFww7kTlRkIl8k7bKiUwlMBVUjGKYQMAgOQ9QgIV3QjlSEMcCLbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RULGTakdyBhSeZHclEMmiw/sUw68i9XZ2D/X513lQRw5u5T6ov5CVVRcXOAmWg9iL3gl/RTbDTunvAr+ivJYu4oNsK7aayYRS0tKzMm1g4SOTUBL2yQcn0EUzqCAgkmA5mOpkYSkIYQKcwAQ3guhziJjHilgnbd5YrsIJRWTjiOEJRjJmVcPzCooBzLtQZoJNhAClAATOqA9eej880tVzGUJ8XcNNROZmrbDXuXvAr+im2WvcveBX9FY76RWM0pgThw5xAj8Pnd0kaLIJuCJyTZig0TUVImKy6qptPRDT6gSSVOJsg0SgInL/AFd+K1ypX5/suwutGJuS5GkWnNypZacUimLBmqodJABWSauVDrKnSV0UwS0dBI5jHJmmVQowXAXMhbYa9y94Ff0UCYa9mpfcCv6Kw016S4XSjBQGHloIyd8zTuWZLQUnK+xN4w8UsCMgdy6TSXMVMipkyJimicygrJDolLpmT9vhjiYa/VLhgJmHShbotCQJGzsci89qRSVUQTXSUQXEiZlUVElSCU5k0zZgYBIUS1d+6eWE8BdOH5xPXbYah16p7wK/ooEw0Dq1T3gV/RWFpbpHzyMbdOIVuYeMpbDiyXT5rMTJp4yMksLExivVWTEGxk10kjkUJmo5RMcUVdEolBMynaOMb7oue45qJwWsaHu9haxG22pB9cJ40orLtyOSN2RSNV/aVQQUTObWGQTAVkigoI6zVxNNStJ64MNNTx75oyrthp3T3gV/RTbDTuXvAr+isORnSRVxJVg2GAlrRtzv5W3m10utuTR4htHMHBjpoEVURbOji5OomsAJFTEoAgqJlC/Zgp6WBx4s6SwqnMVpsysKwtQZNG4kF8lFY5ePUUTdJjoZ6zIyRhIJes5TEEAATZBpwscgk248lnvRl2vaCT3gV/RXO2GvbqXvAr+isTReOt1xkpaw4r4eRtpQ18ufZIJ0hcQvnCLgzdRwmhIoi2STbKGSSOH2KzkgKFEunlonN1bDpLzKtvRWLMnh+wZ4VTz1o1jp3bpjyepduCN2rxePFsVNJsoochswdHUKmoQxkwNpkISvhnHN5cSTacvfgZu2y0D9i94Ff0VHFSbVNqcpk3gj7Q4HqaLG7Vjj8i/z7Pl2V3XaFQw/UzU+qc/nnpYXk52w17l7wK/opthr3L3gV/RV1KhbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyDbDQP2L3gV/RUcRKNSRLJMyTwRK2SAdFosYOoodggXIf6hXddtRQnVCx/0qX4Aq2JeRthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBcg2w0D9i94Ff0VHESjUkSyTMk8EStkgHRaLGDqKHYIFyH+oV3XbUUJ1Qsf9Kl+AKtiXkbYa9y94Ff0U2w17l7wK/oq6lQtyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIBmGuX+C94Ff0ViOs1D1hWFa7+jFznWZcg/g0f9Kl+AK1N6SNu27iZeDWYtzCC91MaLQlGzK03cxbr15AJpg6TUUda4wKxBEVEdIwqiYromgUAAi6aZA2lh1ZYIlkCTFmYgNktETOjAIhohlmGrHL/Uas1sznns9l1/5w/KrhstVqrRm05pjVGvWLk8dHpZYOLmtS9XzG32c8hIyEfaso6jmbh8i2TaidyigZEQHRWKJgMIJ55qaAddZZYtcWomekJm6L3tWQtZErhZKNjLOepSREwzFMouPb1gWMUAyECNgE4/3SlzAK9YC01u9lxh+VTXTW72XFn5VSGqY493+yz0saeYb31iHaGBuPE5YGHV8FvM93T05Btpez5RuZ2k8dAVo5SSXQKZcCJ5HFEgCoAJ5GIGkGfs+jdZljW2e5XVoyd+zGK9zsvapu979sOcaA8XJkUhQB0g1SK3TMcAIzRVIOrKAZjoaYbIa6aEMtnseMPyqa6a+Uey6/8AOH5VKaNmEtEuhHm9W31MBY7THSWsvCVVBjdTGUn5qcYRgTVn2C/UVgo5U/8AannsAOXyjk5CFNo6IAACYuYfOsfNcG7CSwTdwmAtuX9Iz1vXbB3zMu7ut+Vj5a5nbZ8m4WOdxJt0PaVzpoq5An7pTiUBAmszHb4Vpr5x7LjD8qgKzQjns9l1/wCcPyqUp0ttYyn0jtKkVfljpHnsYKjXD3GTpGWhiFBW3csba9gQEuiq+nYB9DqO5CQM3IVuk3fJJLHKmk3Oc6oE0MzkKBhHSAvucWrkvO1MGrqnMOYJ7MXSVN03hGjNsK5zPlnBkUDmJkP2ZFFCqKCIZFIQ5h6gGvditMh1jHsuMPyqki1ZYGx9UxZmD2lx1i6MHXrj5/sx+ef/AG7KOiaNjL7bfyFU6ak3fxGp8L0ab2wAufBK6Yi77vv0sRcD1jcjZRowMRttlBT22QKLdom4Mn7bqTnFZVXRJkPVo6QdBCYHyLKUtK5XOFkis9N0hpuZkE3UWovoMDDJFavTCYg6KCYmSVSU/uAdQDFHM+Y7ta6bH93suz/zZ+VXOumt3suMPyqqlVKrTDhKcdu5bQ6dfeGp43NNcNLZu3Du8IC770sC6VrMsabv6OZNmMG6fLtXbyX1rGQRZIpisoio1UcIEWSSOUhTjnokOY9U4f4HXVG4g9H8t9WI4cNbfVvuYKiu2K7QtwXbpFeObqLEE6SaqaZ9AmR8gMmYExHQAa3B103u9lxh+VXGumvkwZZ/WH5VEmlTOSjjOvUNzU3q583GBcR8JWtoPMALUwutJ6lA2heonFNvrnJY9iMZIFMdVU4mMUgnUKXSObrE5S55iAV+TWWm8LcWekHifKWHdsuxM3twYpCJhHLtxLGSZKFFFoVMg63JU4FMIe6QTCJxKGY1sBrZrdzHiz8quBWmuv8AsDEP/mH5VZ2XDU3bn2+g3NSqawUd2/k0VjreujEnBeauKbsa9JS+ruueGuzEeAd2nJxQOIRByTOEanfIopOyt2xQLqkjmFYxVf72t68xYXpvZrpAYp3ehh3dcdA3XakIlByMtDrMk3KbMHSS6BUFilVbCB1iCCSxE1DhpHKUSaJh2J1011f2BjxZ+VXGumhH7gy6v82flUqplOlYOfaPOYTacze3Zz5+jUWBsK+0OjP0YbceWhOFkoK5rYWl2J2KorMEESqCYzhPRzSIn7mYnAAIOWeQ1/LHDy+1YtphUtak8S/QxX/XiTucWKgMDxxJUViPQf8AUioczAEmYNSn15QHRFIqRRPW3uums/hzLjD8qgKzO7mXGH5VbvtuvN1bXt2sjMJqN0e/8jTR3hVeLTDPEu50bDlV7mdYztplFAGShnTiIa3C2WSM1DLS1er1qwGLmAiZQ38gyt0wIDESUg7EmrDapOULau5rLS5FIpxLAigVFYiTrZ7b7d6KC6iSxUUxAwnTIbMAIIhnTWzO7mXGH5Vc62a7dnsuMPyqxsv/AE6fTmyhrlH0aVV3VrPefaTTaVtgknghc2Fdj4ZYnX7cuJE8BnN2XlCrwyJppVIpzzCpFSorMG7IjdHVAm3TATJIJICocTnDH+JVgztg9FrGKBxas55OX6S47fezd4OWizxC9W55dsDQ6QiA5AmkAoGYE91EQ90ogqBjfQjWzfZs9lxh+VXkcUsOE8XbKc2JcyZ2zB25ZOjqsX+gsB2rpJymACdAxchOiUDe71lEcshyENqZlRip4Jq3byFEWSnBt8ZNVsWbNxDxSHFq9sILBlW1uvYe04skZOwruJGf2c+UcPSAwXSI5MiDVQiAl1RRWKB0k9LIK/G77SlLqwtxKPb7DFa876u89vDNXFIWc+t5qi3QlEQSYRke6Imqmmgid0sAkTXyzOZZcxjFKO7wqzW7mQf/ADD8quNdN/8AkGXFn5VEoWy7qZ9rcLFbbcq2HC241IxiwriEr9va0pqyb5Rw5nbJtSMB7ZkIL5RsZlKOzCkZDUrA5KAKJaxIEVhFJQ2aYlExg8ZJWvjRK2UyuiHtEFEbbxKbORnpPD9VpJzME2ZmSYv3sI1RRcu1GKyoFSSIkiJvZkVCkIUBGt6tbNZ/D2XV/nD8qgKzQfu9lxh+VWFS0nLl6857Cqrac4f4gxD0X4mFh4S404hDEORdyUuMtN3RecOrFOJ6TWSICqiLNciKqKSRE0UilBukkBSEKQVBKc1Zs66hFab3ey/r7WflV/QLTWfw9lxh+VWnNTklNi+lQ66b3ey4w/Kprpvd7LjD8qrBZLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLc/lUMcH9sk/qi/kJVzrprd7LjD8qomKssDqQ0GTMRFyXSAXRgyHUp9n2fX1Zfw/wDsSQk8Rj+ayF7SZRuIeH103PDO5JHNW3Y108dxK6YGVReFBkPtqQlUIUpVWxTKEMcojol0jBrf+jYSvobOjHMd+thcOxtdqQ5bhOuKRp0F1BUNGFcCKoNdQKYHEuSAq/4eZgVGt0jKTIgJTR7IQEOv+2H5VdDYtmMMNrUjLFsq3GcdBwyHs7JrtJdbVJ5iOWmoQxzdYj1mMI1mhbLb1j5Xz5AqadMcO1zE3TlcO3OAkjbMVbV1T0hMyEUCTKAgn0kqqkhItlnAH9lSPqg1JFBzUEoGy0QER6q/AsuGH2Oc7jQ/t28HlpYi2tDIN1o+0pR69ZvWKjsRRcMUG53TcDpOymAVEigBkzlMJTaIGz9r5rd7LjD8qgLzW72XGH5VFTCje31UBuU1k47NP4NPML8P70whvW3+kFedozybO5FLvPNxUbGLyj+FLLSaD1jptmhVFlB0G4Jq6sh9WdQM/dAxy5MwqkkbOeYt9IXENs9teDvS4WJ41CRYrIuxZN2rdg2UUaiTXpquFgHQQMQFcjpgJQMYShnfXTQfu9lxh+VXR3PajO9GjJhc9vsX6DCRayrdMz9YhSu2ypVUFBApA0tBQhTAU2ZcyhmA5VaVsxSsEo5TIbbbqzbl7zWB1GXdZWAeInRga2Jc8nds+9uNjby7eCeKRbppMPHCqLpWRImLRuCRHZhVIqqQ4CgYAKbST0/R2GjKdFp9iJbEhaN23IS4HjaatleEt17IJyCoRbVodqsq2TOmzOCzQPecGST0FSm0xAp9DZfWzQfu9l1f5s/KprpkP/wGXV/nD8qs7H4unVQ3m0sCuraxybfN4mo2A2Htw9EiSjnV+wk/JR87YcDEu3FvQT2aMymGKjs6zc6TFJVUEzFee4sJNARSMAmKIkA3B8OL4k+jjdWEcjY1xNLnxzeXdON9BqVVlb6jk6rpqhJLgbJATlFEnYb7Qxy/8Odbda6a6h2ey4w/KprZvt9gZf09sPyq1VNbbdnf3kKtp7WOD5pQjWa+Cy3SSlMMrKjbMu6CTtyUUn7peTFvPI9GOOlHuG5GyKrlMiTw513WQGbHVJoJHPp5CQTea2ReFy9HaweiYNjXQ3uyIXt6In3asE8SiWTKLdIKrPU5E6YNHBTptC6siSplDGWKAkKJVAJt9rpoOv2Blxh+VXILTe72XGH5VFKcrNpvisDFoS0ULgy8OwKih/uin1bn889cCvNZfD2XGH5VRxSst7MfVMmZg9pcZiLowdeuPn+zH55/9uyrBZud3SodfNbvZcYflU181u9jxh+VSCyXUqHXzW72PGH5VNfNbvZcYflUgSXUqHXzW72PGH5VNdNbvZcYflUgSXUqHXTW72XGH5VNdNbvZcYflUgSXUqHXTe72XGH5VNfNbvY8YflUgSXUqHXTe72XGH5VNfNbvZcYflUgSXVDB/BY/6VL8AVwK80H7vZcYflVHDqy4RLIEmLMxAbJaImdGARDRDLMNWOX+o0gk3O7pUOum93suMPyqa6b3ey4w/KpBZLqVDrpvd7LjD8qmum93suMPyqQJLqVDrpvd7LjD8qmum93suMPyqQJLqhg/gsf9Kl+AK4FeaD93suMPyqjh1ZcIlkCTFmYgNktETOjAIhohlmGrHL/UaQSbnd0qHXTe72XGH5VNdN7vZcYflUgsl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIElo1hWsuCtNbvZcYflViOu3orE51vAy7B/BY/6ZL8AVaPZUUH8Fj/AKVL8AVaPZXB4s6LA5pSlCilKUApSlAcCPZWPMSMWbZwTw6fYiXg3k14tlJkaqJxrUXDkx3L8G5NBIBAT5GVKIgXMwgA6IGNkUch9gVrZ03k363RTupCMMQHik3FFbioqKZdaM+20czlAwlDPLrABEO3Ieyo8lq0urLSpcHqEelTYrCMuh5flu3PZL+0kmDh3DzTVBR+5SfCJGRmybNZcqwrKlMkVMDawFCiUxS9Wf5M+ku7mguyFh8E78JeFotmTx5brk0QDoG7sipkF9YV+LbQ+xPpJiuCwZdSY5gNeJuro24qYm3FOYr3TI2tbl6JOLdVtqNj3TmUjW5Yhyq6KV04Oi2UU9oUcKkNoIl1RNES6w2YV7bD3DLFqPxYvbEq9T2i2a3zBR7M8VEuHDg0c7ZisQge0qIp+1EUTXExlBTREolKQEzAAqGxWm6Hk9OGHUWVUq6t1tK5HS4V9KqSnsBrSxRxDwynmMxdCUa1jWEaDFT9YJB0QTaEemV6oZNMNE5hF2dESEIYxxACmEO6b9LbDL9Xz3BNMJyIM0uw9lSjFYjZ04jJUqBlhSVFosskp7gFDJBRUwHOBBKBwOUvhpTol3a96PGEuHAXA2G5cMDNV1CM5VzGtZMQbqN3LYH6SRnLUh01jgCyaesyAQ0Q0sy9mh0f8QJGGw+t41q4a2RblhXpHzzG27dXcukE2aCDgFRM5UbogsuddcioF9nT0RTExlVDGzL0raddUYbSS4Sr9J/UXwlFK1ied7e37y/bEvpWz8Pgxf8AfdiYO3QpcdjFeISUbLFjgCIcJM03SazwpHxda3Mksmb+zHVUyEwCUpgEA9i06QjNCFt/9YcPLsY3Xc6K6sNa6STN2/kSIppmUWIds5VaoIfakAFHLhIoCYAMJREM/OXV0frylrf6Q8FHTMSCeLaImhfaFVQ9kcHiEmSntAgQdEmmiUwaGnkUR6s+qv4xtwOuPEC14W0f9lOFd+smECrHFWup45j3sU8MQhPaWTpFo5OUDAQBECAioBkyCCg9hcNtYLFU9Yc9zeyrXzq6Wj5Mw4f3eF/2fGXgFsXDbu0kRVGLuBl7HINRAwlEi6OZtA3u59QiAgICAiA16Ps6q8rhhblx2hh1bNq3bc6txzURFtWUhLqgIHfLpplKdY2kIiImEBHMRERzzHrr1Q9Y1upJO2BzobdKbxP6pSlDYpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKgjvvUn9UX8hKr6gjvvUn9UX8hKiIy+lKUKK4rmlAKUpQClKUApSlAKUpQCoYj7mp9U5/PPV1Qw/3RT6tz+eehMzWL9IViLP2dg85tZi+ThIe7omdZy08siU5G4JRiyqDIpjgKSartUpUCmOAiICcqeSpkzFyZ0WVmD3Be3ZCLxbc3+zcMW5SPlFo1UjMxESEO1TMxQSIIJmKICCmmoA5gYw5ZB0HTKVxTQwQvdWy2NrSFvnsyeTnUJR05aPEQFmbQXaqpJqkUEpdbmgchNMRJksQAEB/joiYX3BZ1rSF/3QvEoSl/N4p6eMiNMWbNFuyTQRMKhykMs4UTKU6ymgQNLRIACBAObPoq/qTu63sX1Xb04/5vgz/l19Q9laddJPH277MvzEG3v9r73DxzbdrM39ixKEcwXPekovrgFIoOm6yjgAXK3Q1LUU1C6ZzGHISiXcQAERrXS8sEMQv18xKn7dtOwbxYYnxrWOdKXTKOGbiKbpttQZoRNNk4K6aiP2+rE6H2h1AHPMDhmran8TVLSVzsMbMZL2t2yoOzrQRQYYoXhDru0yiiDhOBQQbax5IKpmzAxETCVMhTDkosokUcw0q9Xghf0rP9HCxsTL1fC+kn9nR81KuSokTFZY7MiqxwIQCkKIiJh0SgABnkAAFeEQ6FWHKFqMwcSdzvL2ZWc1tE9xNrrl4oz1BsgCaRVUWjoqYJaYaYp6JgERER0xERGmwoMejzhLhJgDKRji5Zi4St7bfl2w6ct09UwOo+cEVcgY5GxCIHBNEpUy5nTIUqYD1dKsK1TjKh9cO0+RypwonJOe37PKJYrYrQ2CVs9KyXvx87Z3EtCvnNlixYhGNY2TeIIkTQWKgDwXKSThM2sUcGIdQpx1RSmKQn7OcT8U7nwpv7pLW/iE9iY60l588LahY9ipGv2kSsuiYXqh0DPBVXM2WNmiuiUgGSKBTCQ5lLmfR9xUdWFaXR6n3NsBhxaT+NOaZRk3CstLR0cuVdozUZGbFSQMJkm5FFSuVMypmEpCioAJ/wBTGAWK7WxrxwEs5zbCFhXo/kljTjiScElIhnJuDrPWyTEGxkXAgKzgqShnKQACpNIhhTHWK7qrYzb2dytHz5B0pahbd7ra4XnxFlmXxf8A0iZq7ZizMRZixIO0HDSMYNGTCPcmkXqjBu9WO9M6QWNqi+1JJFTQFE2RFTCoInJqinSUuCU6LVm4wREUza3RfSkPDMklCGUaNZJ+7TaCsJdIDHRTOc6gEE4CYpAKJiiOkF3+yTFLC+WvFLAZnaR4m9xQdDtuVdNFIJ+mySZisikk2WB4QyaCCmrMdAdMhg0xA4CnBJ9Gy7ksOLbwQtiagG9o2fCxbmIlHSS5pX9ZI96k4RXUIUQS9lU1RtYADrM1DaIgGVVuhtRMTT0X9XX/AAYUq+d403ecTqMVsaLx6KT4yN03nN4jx0naM/PtTTDZg2doPowjcxUQOxbN09QqDjIdJM5ymKAgYSiJQ755ceKOEE7hq+vLEuQvBLEGeSt6WjXUcwbNo5yszcOCqx4t0U1ipkVQ0BI4VcGFMwe+JwExvxu3o+Xpj9MSUnjs3t6BaltKUtWIjLelV5UEVJHV+0vzuF2rUQUKVFEqaQJiAZHMJx0gKXs22F2MF9XVYDjF4lps4bDl4eWRNCyjl4vOyINjtkF1klmyIMyEKqsrqyqOBE5iF08iCY+aZhazfhL+I7FqiIWj6wo7meg6wAaihPgsf9Kl+AKtDqDKooT4LH/SpfgCqTMupSlDQpSlAKUpQCoYT4LH/SpfgCrqhhPgsf8ASpfgChMy6lKUKKUpQClKUBwNYVrNQ1hWu/o5nKvIyfDMnZ4lkcsu8IBmyQgUpUci+6HUGZBH/Uat2c7+c498CHLrmD+Cx/0qX4Aq3tCuLblm0rEWznW/HvgQ5dNnOt+PfAhy6upSSwQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBAMc73498CHLro3Fpxd0wi0RcRU5SPUeKKHaPWjZdE6iTkTkOJFExATFUIU4D8jAAhlkGXqhrXnpopir0Q8Sk9SmtptlS6BxyIfN+X3TdQ9Q9g9Q/wBBqOp00trIJTUjO2z3Yfvx74EOXXOz3Q/vx74EOXWsY2QOB9m3ji+y6J+A1lS1o2pKS0TK22v7W6F2k2MYqRyhFMjFSOUDgcSL6WXu5e8Jg/k3SB6Stp29H3VfNgWdINryjYRG1W8Suq3IlPSLkUisXThVY51Ek0hTXOsVumAZmTLrDABhm1L2c7d5j2J/t2ng/wBfZs97A53498CHLoEe77NtvfAhy61fuTpIYz4YtcVGN7M7Tn3+HyFsO2ryKiHUei92o5FJRuVso7XOc5QKIEUBUoGOYA1fUOfbTPSZvzDJ1iIzxMt6Fk5C3YSEm4WLg9YgqdeVduGjaLXWVUOVRQFkkii5KRMogoY2pKBcjWcY83I0qbTw7x9oz3MvGFvMRlLgvIIxkCqKIuHirZFIFFVCppk0zkANI6hyEKGeYmMABmIgFX7PdD17ce+BDl1qn0pf9vDDoxXUriatZM27B1bDhiS3mrqNAHm2WmtaqA4VcAZMDAmBXAGKJtI2aJdEBMxJxzv2Gs/GmzsVLXw/uh/Z0fbz9FiaHcGjHCMosZP2Zykuqf2gEjpGDXFEgH6jaoggJKqbae5x2T+SYUqp4f4Nq9nux7Jt74EOXXOzneeW23vgQ5da84ldIPEqJxRPhTacTblnrFko+PhpW9Y2VNGXOqskRZVq0dt0iNWyhUxUKmJllVFFUhT1Bc9Ouhjelhft44tIWvh60gZxma7F4Ja2WsS5WlGcS2WM3dTL+R9pK2j0tYmqZFBRuc65SplIImUMKUpbraSz8+fnAVLZTbyu/ORtNs51vx74EOXTZzrfj3wIcurQ7OuuasiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLps51vx74EOXV1KSIIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIgh2c63498CHLqJkydmdSABLvCiRyUBECo+/9imOY5k/nl1Zdld1l86hjhzdyef8A5ov5CVEyQc7Odb8e+BDl02c63498CHLq6lJLBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBDs51vx74EOXTZzrfj3wIcurqUkQQ7Odb8e+BDl02c63498CHLq6lJEEAxzvfj3wIcuoopk6M1OYsq8T/tLgMgKj8ljhn/AHPn2/8AP5V3lQRH3RT6pz+eekki51F0y8bZdtyl4XLdD1pEQjJeRfuRQTU1LdEgqKH0SJCY2RSiORQERy6gEaph1kp2KZzcVcT1dk/bkdNldUkXTSUKBimyMkAhmAgOQgA/xrXD9ITal7XFg84fREYrNWpDRU67uSIRdpoHWHZiwMnRiqmImuk2caK5khNpZkIchTnTKWvWdDmawucYcfqzYOHKVjSsIgwC4ocYlsxWM5VaJnTdn9mEySwLJgUxVQOYRAMjaJimKGfTqdTqWkF9RKlURnPaDOWznW/HvgQ5dcbOd5/G3vgQ5dXVrd0/bejJ3o1ziz1J6sszfRQM0UpBwggdwrItkSa9JNUibggCcDARYDEAQAwBmADSXKWrS6sQbBDHus/jj3wIcugR7sR65t74EOXWteOq2IGKeOcbglbVtQc1bVrwja656IlrjcQ7aZWWcqpM0FjoM3RlmyQtlVDtzFIVQxktITEIYh8sWFi+3xGwcPijCQqzRdJvIJKxqxgOKL5mqqgugBi9ShQWQOUpwANIuQ5BnkEdaXpv1Ml9wNlqrYe779j3fsDo378e5f8AsQ5dNnug7Zx74EOXWlRoSEt3okWN0mYiMjxxXlzWrNPrsK3JtSRcSEg0B03WcB9oqgYjhRH2cTasqZSEKUpSEAtGwoC9ujTir0j7phmK+JMeteDqLuNREu04EY507RZN2bgftGyaRWyf2aYlAxjqGMAmVUE2vUb9NVOr/bK6R9lop/1EnT/ucLzkbmgwdiIhtx74EOXXPsDvfj3wIcutWcGbetrpIy2Il4452pEz8nAyTGFiU5BmVTYiAQ7J0dVmBwEWqqi7pVQVk9FQRKkGkIJJgXrC4mX1O9B3C2Xk598SUvV9bVvS0uRY6boWTuSRarra4BAxVFEBEBVAwGzUE5RA2Qhp01UvZcTNK3flh+zKaanJT23G3Oz3YiP++3vgQ5dNnu9+PfAhy60v6Trtr0U5Ejno723D2aWWw+u52/Ywkek1amcM02Zmj47dIoJiskZU4AqYoiJTCUREMgD2122FZuBVw4KTWFFvx8PL3Hd7eBnpBmiAOp9mtHO1Fjv1Q+0eH1iRFtasY5gUAT55mMI5TlKp5/bXuiulpTufZJ/Js2Mc73498CHLqOHZOzxLI5Zd4QDNkhApSo5F90OoMyCP+o13QD1BUUH8Fj/pUvwBVkkXGznW/HvgQ5dNnOt+PfAhy6upSSwQ7Odb8e+BDl02c63498CHLq6lJEEOznW/HvgQ5dNnOt+PfAhy6upSRBAMc73498CHLqOHZOzxLI5Zd4QDNkhApSo5F90OoMyCP+o13dQwfwWP+lS/AFJsSLjZzrfj3wIcumznW/HvgQ5dXUpJYIdnOt+PfAhy6bOdb8e+BDl1dSkiCHZzrfj3wIcumznW/HvgQ5dXUpIggGOd78e+BDl1iOs1DWFa7ei8TnWjLkGP+5Y/6VL8AVd2V0sPDxKkSyVVi2ZznbJGMYyBREREoZiI5VZsOFH90MuHJ5VxcSbUwX0qHYcLudlw5PKmw4Xc7LhyeVQty6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLewK8Hf+G0Hi9hzLYeXK7fto2VdGFZVioQq5dU91xdETlOUPeTKA5lHqEeztr12xIUf3Qy4cnlUcTDxJ2xzKxbM4g5cFz1BR6gWOAB2fIAAKsKCOZJ79s6MxEse4LBmlnaDC5It1EulWpylWIiukZI5kxMUxQMBTiICJRDPLMB7K6S6MGrOvDDZjhfNe3mjoxNl7A8QdCg9aOWZiGbOklSAGismdMhwHLREQyEolESj6/YcL2bIZ/9AnlTYkLuhlw5PKswrtbuxcYnIwrJ9EWyJxe4H9y31fEzJXY1i204+dPmwHemjnpXTNXVJtyoImTMUU9FFNNMSHOJiCcwqV6e9+jzh3iHc0zdN0JSK7icg2cE5SSc6pMhGjs7ts4TEoAcjhNY4mKoBurIOr+OQ9hw2fwhlw5PKmw4XdDLhyeVIVt2ATd9+PIxbMdHlC7rVk7UxBxav27EJNzGuDLyC0egZErJ2R0mmmk0aIoAB1CBpnFMVTF93TAALlziD0ZrDxJl7vmJmTnGq16xUVDyRWSyJCglHujuUFE9NIwgoJlBKYREQEoAAAAhnWUNhwwfuhnw5PKmxIbMP90M+HJ5VVGWV+wiU6Xg/sxjdPR3Y3ncJZC5MUr7e2+ScbXCS1VXTM0aV43ORRLRVFsL0qRVkyKgkVyCYGDICgT3KnQ6NMNEykwazMSb0tGBuGXPOS1vQKrFo1dvFTFMup7SDUX6WtEgaWqdEyARAmgHVWVxg4XdDLhyeVNiQw/uhlw5PKlKVMJZfr6RKpeJcAZAAB8q5qHYcLudlw5PKmw4Xc7LhyeVC3LqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6oI4Mncn9UX8hKudhwu52XDk8qiYw8Sd1IFPGMzARyUpQFAo6IalMcg6urrER/wCdVQLnd0qHYcLudlw5PKmw4Xc7LhyeVQXLqVDsOF3Oy4cnlTYcLudlw5PKguXUqHYcLudlw5PKmw4Xc7LhyeVBcupUOw4Xc7LhyeVNhwu52XDk8qC5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLlvZUMOObRT6pz+eemw4Uf3Qy4cnlUcVERKjU5lItmcQcOC5igUeoFjgAdnyAACrYl5MX9KHB65MVMNLjbWVeN0xU6a2ZiMaxkW+bEZzBnLcSlbOknaaiORjlKUFg1apAOfRVIBjV2vR7waYYQ2YiRw4lH9zzLdotcEjKOU13S66SJUyI5pFKkRJEgapMiRSkApc/eMYxzZG2JDboZcOTypsSF3Qy4cnlWaEqZjP4LVNUbp7l+fZWN8dMFWeO9nhY0xfdz25GHcouXIQIsiqOjIqkWRA53LZYSgRVIhw1egIiGQiIdVe62JCj+6GXDk8qbEhd0MuHJ5UcOCqTGF0dHttcE/E3wzxSvWBvGNhDW86uSLGNK8k2QnBQU3KSrNRrmCgCoUySCZimMbREoDlX7FsK4sOInDnDXBhmEda8fKjt94uomusSPIisqYBFYROqs5dCkU6gAJslFTZlHIwZI2HDD+6GXDk8qDCQ2XVEMuHJ5UilKMsTMTcxTG9GK0459CtD3hdDy0bakyzEJZrg7PZEc6TMY6JiGI2K7ORJQ4nTSVcHTIIEyLkmmBebi6Mlq3G4mI9W8LoZWjcciMrO2e0OzLFSbk6hVFjKGM2M7IVY5CmVTScJpnET5l+0U08rDBw26GXDk8qbEhsvhDLhyeVWxZeJji8sAYu6JqamIW/7ts8t0tk2txtYBRkRKXIRLUlFQXDZZRFQEfsta2OipogT3syEEv9TPR5sWabJQar2fa2w2txC2mlttJAyUW1TQWTWbu0kgDSI7SMkmBFgNmUCB1fOsibEht0MuHJ5UCEhfnEMuHJ5UhLMkGOYXo+24nKS07iBdNwYhycvCqW2q6uQrEuqi1TaSzRNJk2bogVU2QnMJBUNokATZFKAcWr0foeAuaCuWbv27rtG0kVkLZZzqjMyEMVVMEjGSFu2SUWU1IaoFXJ1lAKJ/e0jnMbJGxIUP3Oz4cnlTYcN84hlw5PKihMOXiXCOVRQnXCx/0qX4ArjYcKP7oZcOTyqOIiIlSIYqqxTM5ztkjGMZAoiIiUMxEcqtheTu6VDsOF3Oy4cnlTYcLudlw5PKoW5dSodhwu52XDk8qbDhdzsuHJ5UFy6lQ7DhdzsuHJ5U2HC7nZcOTyoLlvZUUJ1wsf9Kl+AK42HCj+6GXDk8qjiIiJUiGKqsUzOc7ZIxjGQKIiIlDMRHKrYl5O7pUOw4Xc7LhyeVNhwu52XDk8qhbl1Kh2HC7nZcOTypsOF3Oy4cnlQXLqVDsOF3Oy4cnlTYcLudlw5PKguWj1BWFay4MHDZfCGXDk8qxHXf0Yuc6zLkHkELHj/lUvwBV3bXSQ8o1JEskzJPBErZIB0Wixg6ih2CBch/qFW7YaAHUi94Ff0VxdLk2moL6VBtlp3L3gV/RXO2WncveBX9FZh6FlF1Kh2y07l7wK/optlp3L3gV/RSHoJRdSodstO5e8Cv6KbZady94Ff0Uh6CUW9tQw/wB0U/k6c/nnptlp3L3gV/RUUVKNU2pwMm8z9ocD1NFjdqxx+Rf59ny7K1DgkqTvKVBtlp3L3gV/RXO2GncveBX9FZh6FlF1Kh2y07l7wK/orjbLTuXvAr+irD0EovpUG2WncveBX9FNstO5e8Cv6KQ9BKL6VDtlp3L3gV/RTbDTuXvAr+ipD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVBtlp3L3gV/RXO2WncveBX9FIeglF1Kh2y07l7wK/optlp3L3gV/RSHoJRdSoNstO5e8Cv6K52y07l7wK/opD0EoupUO2GncveBX9FNstO5e8Cv6KQ9BKLqVDthr3L3gV/RXG2WncveBX9FIeglF9Kg2y07l7wK/optlp3L3gV/RVh6CUX0qDbLTuXvAr+im2WncveBX9FIeglF9Kg2y07l7wK/ornbLTuXvAr+ipD0EoupUO2WncveBX9FcbZady94Ff0VYeglF9Kg2y07p7wK/optlp3L3gV/RSHoJRdl86hjhzdyYf5ov5CVNsNO6e8Cv6KiYyjUruQMKTzI7kohk0WH9imHXkXq7Owf6/Oqk4ZJR3lKg2y07l7wK/ornbLTuXvAr+ipD0LKLqVDtlp3L3gV/RTbLTuXvAr+ipD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLe2oYf7op/J05/PPTbLTuXvAr+iooqUaptTlMm8z9ocD1NFjdqxx+Rf59ny7K1DgkqTvKVDtlp3L3gV/RTbLTuXvAr+ipD0LKLqVDtlp3L3gV/RTbLTuXvAr+ipD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLe2ooTqhY/6VL8AVxtlp3L3gV/RUUPKtSRLJMyTwRK2SAdFosYOoodggXIf6hWocElSd5SodstO5e8Cv6KbZady94Ff0VmHoWUXUqHbLTuXvAr+im2WncveBX9FIeglF1Kh2y07l7wK/optlp3L3gV/RSHoJRb21FCdULH/AEqX4ArjbLTuXvAr+iooeVakiWSZkngiVskA6LRYwdRQ7BAuQ/1CtQ4JKk7ylQ7Zady94Ff0U2y07l7wK/orMPQsoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+irD0EotEO2sK1lzbDTL/Be8Cv6KxHXf0U7nOtyZdg/gsf9Ml+AKtHsqKD+Cx/0qX4Aq0eyuDxZ0WBzSlKFFKUoBSlKA4+Y14q879gsLcOLixDuQygRlvpvnzgqRdJQ4EVOIJkD5nMbIpQ+ZjAFe0/jWvvTGavnPRYvhyxamc7McIzDlEoGETtGcqm5chkACI/YoqZhlll29VZqvS7ilTUjvm949JZnhxFXTIYZWE9nF2rmQlY1W6XcYEcXSE7dqQxWTsHKpUhAqigmSIKhREpdEQy/TA7FbFbFe17cxDuDDmzoC1LkhkZhBdneTmQfIkWSKomRRA8agkAgBsjiC46IgOWlWSkXUZdFupvYt2k6j5VmCrddPI5FUVSZlOHyMAlMAh/EBrV5hhliHKdBfDiwVbakTv4tvbh7it1REEHT6LbO0TvWIpKCQNI7chyikYS6eQkH+9kOs6pWajdMz0sZX5Up9TZu0r2szECILcFiXbDXJFiqdEH0Q/SeNxUIORiaxIxi6QD2hnmFYinOkbeEZfmIMPFYQjOWzhmZmWcfMZwNrHKuxK7FRrHnQKksVMpw0gF0VQQKbVkUNopmqwdjZebxixCxdZQ8zD2nckdCx8e2lo9aOcPXTMHBV3gs1ykXQDRVSRDWpkOcENIAEmrMbAGJuBXSnubE/HCewwv+UirdmJWOK8tcjVCLWuZoWHbFP7DOLILGbqaQGQACp6sDAYBUIOkIZe1tQtJ3TKiepulUtOTbWWxuwet+2IO9bkxQtWEgrlQI5h38rLIMUXyZ0wUKKRljF08yGKbIOsAHrCu0u7ESwMPoZC5L+vq3raiXKpUEX8xKIM2yihiiYpCqKmKUxhKUwgADmIFEflWnV2WrdRrygpaHjb7w1w0mMOGFrMzRVlv5i5INFFdT2qMRSbIuBjlFSChpu1CqgYEE9WImKU5fbwDGNsLE+ycQpfCy+47D6Bw+St2ymBIB9MvYRfXmKuC7RmDldBRZom0AFVC5gQhk1DJqCKY6bWTza5KfeO/XmnCvom+ce09jY+exFsG1YyNmrovm3oiPmF0m0c7fyaLdF6sqXSSTROcwFUMcAESlKIiIdYZ1LduK+FthLKo31iTattqoIpOVSy8w3aCmiocxE1DAqcuRTHIcpTD1CYpgDMQGtfpiCWt6+Zy6neDdxOrcurDuPtezIWPgwVGKUOZyLuLWSQEyceVbTZiZZUSNwBICqKk1ZQrqcOOjm9XxZh7exktRW4Uo/AmLtB9NLIqikd0dZyi+QReBkJVTImyMJDgpoHzzADVmW3C1/l9LqbcU4uVCw37P2+nTYm/saMMcPWiAXHiDbEdIybU7mHYPphugvKCAe6Vsmc4GW0jCUoaGeYmAPmFcYEXzOYm4LWPiNcjRm1lLmgGMs6QZlMVBNRdEqggmBjGMBfe6gEwj/Ea11ueJWwwkMd7TmsLLwuEt8w7NjaKsPbruZbOo5KKKzRi1FUiHI2FJxrzj7SZMgg4FTTNmcQ9u4srEe4ugUxsS0oyRjbydYdMWCMe5N7C7K4BmmVRqcVBLqFDAB0hEwl0BN1iGWYNr8amr/wBLXPale0kvt0UPOZ7fsy1E404Nzqs2lB4sWbIq2yiq4myNJ1qqaLSTEQUO5Aqg6gpRKbSE+QBojn2V+imMeESSwoKYp2gVUHrSNEgzjUDA8dJ6xs3y089aqQNNMn945esoCFafYqQbq71JBfDnAe+2dvp4H3JZkY1WtxwxKxkhIisRiRsYoK5iRMSAqUgoqmAhElFBEwB/V64BPWKGJUVbuGD9UHfR/Yx0W6JEnOqWSRVeqHZoqgQTGcqKCiqcgfaGUBMwhnkNFUv93n9Xwl1LTS6oylxw/p/k+hulMXzZNtzURbdwXjCRktPnOlEx72QRQcyByZaRW6RzAZUQ0i5gQByzD+NddN4vYUWzL7AuPFC0omTF4lHgyfTTZBf2pUhTpIas5wNrDkOQxSZaQgYogAgIVqzdNn3/ADttYw2tKWDcrm9cYtnqWtJpx6pm7JoRg2BJNw8D7NgLFyDpbVrGTOYxhFEFVDiWvdWZgLAXdjTjw6xNsNV62nH1rptZVw2Wai/SZsGi32DgglMZMrtApjFIfR0yaJs8sq2qbw9J9rLhJlOfO/M9zBdLTAC5cVHuEEPiZbi020RanSOWZZGQfLrqLJ+yNhKsJ1XKYo/aJATMoKJ9ul1d1/t0w7ty1o25cUcR8O7XTl13STJb9bkFGLoEVTEHUuVyoa04FAumUpPcOJi5my0h85A25Pt+l1edzjDPkoV3YcGzI/FAxW6zpN7IGMmVTLROoQhyiIAIiUDlzy0gzwlGXxirgr0NrPsy1sN75C+7kcP48q7W0ZB+NvFXkVhWk3iSKJzhq01daRMSidUwlyKYukIclV+Ceb+zcf8AyOnJQ+0m0KeOGC6tnKYiJYvWUa1EXPsas4WfaDHkXzANULnWasD5mL7omz6w6uuvLYldLDAPC23oS5p7Eq3nTS43DROLBjMMjmdILuCoC8T01igdskYwmUVKIgUhDj15ZVh23ratiwLywmuyCsG+5fDOy7bk4NhrbSlNoRk8ookYZBaOVQK8MZwmDggugRMUpjmzMUqgmrp4uwr8DoeN7INhpc0bc0ZiW2drR7lrrXYlG6U3ntYHSE5FCAgoBzLJmMmXRP72RBGuih1JZNrpMfvgc05T1/U/ribUQGJMHd8/HNrPuK0JyDkIhSUQeMLhI4dLaK4JAdJummYijbPSKZcFg0TgBNAcxELYzEnDuaRnXMLftuv0bXVVQnFGsogqWLUTARUI6EphBAxQKYTAfIQyHPsrXnH/AA7xSvLFu+SYeMpFs9ksGXsNESoFOi3LIqPxN7OVyORE1TkAv/EAgGRuoAzDpLttOfu1vcVwYVYbXFAQ1s4OzdmEin0MswO+kTkTM0YINj6JlytwSUAFkwMiYXGiiqp7+jz23sbWd+21HWEuZtL8tlvNf2/b6dNpom/bGnZ97akJecHITccgi6exrWRRWdNkVSgZJRRIphOQhymKJTCAAYDAIZ51Pe2J2HGGbdq8xHxBtq1W71QyTZWblm7Ei5wDMSkMscoGEAEBEAzGsF4fYbTFi4kYEKxlqSJIxtYU3GzLsWp9Ns/XGNcCZ4fIAKdVRFbqMACJwH+GVed6QdqYhDj+8nHc7c9v2RcNmowG3rWtR9PzDUCulTvGbQrRBbZ5lynRMZ0omfMEUykADkAxOlaVLpSeMzuu/rvmSh7VO09F8G1adyW44mS26jPR6kqdmEiViVyQXBmgm0AXBMB0hSE3u6eWjn1Z510MzjFhHbjNWSuDFK0Yxqko5RUXezbVBMijZUiLghjHOAAZJVRNM4D1kOcpTZCIBWqeKmHOImK8VYdh9GrDe5cLnlg20osxuu4hUYqtI9Vso1QhUVSKKKnVcETIoqYwiZqBETnAF9EhYXTrD6w8ReixJp4JTtpRcREXc3G2iWy+lZGIcpptinOVFskqssbX6Y+1gU2tKqKomEFNKkX5vtL+I8Uk8JV2p3efBuDLYp4ZQNotL/ncRbYj7YflSM1m3cs3RYLlUDNMSODHBMwGDrLkYc/lnX7GxFw9JENLhUvq3ixkhHrSzR6Moh7O4YpEA6rlNTS0TokIYpjKAIlKUwCIgA1pIhh5jna0dhveDdnK2rAElLzepAnazm4JK1U5V6KzFVOKbEUP7T7MKqRTHKYjbXqFUIOYkN7u08KoqQvXAqHtrD+/wsa1lbqdOZC7WSxHcg9MLdZN68Krkqn7Q6MusBV00DGUSzKmUmiBiUqVi8nl+7WK4VUYrXI2kDECxDWd/tDJesCa1QbC824EkiMf7OHar7RpavQ/9Wll/OuomMb8F7et6Ku6fxcsuNgp3PZco8nmiLR9l1jqFjqARXL/ANIjWoEjZL+MiSrXFG4r2tdlm3VfElaElBWGa4oxZV3JnVRUO0Fo6MQTEOQU1QBDMp1gIuAiYC/1L2RimyuO3JW44KSwstq48NmEK/LYNmOph9COjLqLScdHosUFyxgrmVIYzk5FM9UQpPtCaZM0vaSazj5FSVNTTvHeGl+zZ3EfFiew3v8AscZFhHu7AvFyWAVkEQP7VHy645sznHSFMzVbIUc8gEqpkveMB8gywAhl/WtUsa04JPo54X4d2naUxbBpa6bUiLXg5UuT5si0foLFFQusUOTQaNFFTaRhUIUPtAKfSKG1mX8B+VVJbLh4VNcrP5ZhNzLzScdT+6gjvvUn9UX8hKr6gjvvUp9UX8hKqjTL6UpQopSlAKUpQClKUApSlAKUpQCoYf7op9W5/PPV1Qw/3RT6tz+eehMy6lKUKKUpQClKUApSlAKUpQClKUAqGE+Cx/0qX4Aq6oYT4LH/AEqX4AoTMupSlCilKUApSlAKhhPgsf8ASpfgCrqhhPgsf9Kl+AKEzLqUpQopSlAKUpQHA1hWs1DWFa7+jmcq8jJ8OpLBEswSYszEBsloiZ0YBENEMsw1Y5f6jVuumh/d7LjD8quYP4LH/SpfgCre3sGuLalm0rEOtmd3MeMPyqa6Z3ex4w/Kq+lZlaFgg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6a3ex4w/Kq+lWVoIIBWmw/d7LjD8quvYBIrMVkFI5iukou4Kcqjg2Rs1T6RRDViAh2h/MPkHZXfVDD/AHRT6tz+eerZqGiXmUzz1jWPE4Z22hZ1h2nFQsI0WcLN2DZ4pqUBWWOsoVMopjoE01DCBC5FKAgUoFKAAHoRWmt3MuMPyqvpRubsqUYEGumt3seMPyqa6a3ex4w/Kq+lSVoIINdNbvZcYflU10zu9jxh+VV9KStBBBrprd7HjD8qmumt3seMPyqvpSVoIINdNbvY8YflU1szu5jxh+VV9KStBBBrprd7HjD8qmumd3seMPyqvpUlaCCDXTW72PGH5VNdNbvY8YflVfSrIgg101u9jxh+VTXTW72PGH5VX0pK0EEGumt3seMPyqa6a3ex4w/Kq+lJWggg101u9jxh+VTXTW72PGH5VX0qStBBBrprd7HjD8qmumt3seMPyqvpVncIOv101u5lxh+VXkZ7DlO4sRbTxNepmJKWc2kmjFFJ/k3UI+KiVUVSigJhEAQJo6Ji5Zmz0urL3tP+dSVMwL6kOumt3seMPyqa6a3ex4w/Kq+lWVoIINdNbvY8YflU101u9lxh+VV9KTuEHjHVhwj6+WmJT2zohzcsaxPHMZFd2ooo0QOYROVEDJiVIT6QgYxAAxgACmEQAAD0QKzOeez2XGH5VX/0+dA7aiaSsrfYi8kWumu3ZzLjD8qomK0t7VIaDFmIi5LpALowZDqU+z7Pr6sv4f8A2PeVBHDm8k/qi/kJVpPGwga2Z3cx4w/Kprpnd7HjD8qr6VmVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU10zu9jxh+VV9KStBBBrpoQ+HMuMPyqii1JYGp9UxZmD2lxnm6MHXrj5/sx+ef/bsrvKhh/uin1bn889amxIuca6Z3ex4w/Kprpnd7HjD8qr6VmVoWCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6aEPhzLjD8qo4dSXCJZAkxZmJ7MloiZ0YBENEMsw1Y5f6jXd1DCfBY/wClS/AFamxIuca6Z3ex4w/Kprpnd7HjD8qr6VmVoWCDXTO72PGH5VNdM7vY8YflVfSkrQQQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTQh8OZcYflVHDqS4RLIEmLMxPZktETOjAIhohlmGrHL/Ua7uoYT4LH/SpfgCtTYkXONdM7vY8YflU10zu9jxh+VV9KzK0LBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU101u9jxh+VV9KsrQQQCtNbvZcYflViOs1DWFa7+i8TnXkZdg/gsf9Kl+AKt7OwK6SHZOzxLM5Zd4QDNkhApSo5F90OoMyCP+o1bs50HbOPfAhy64tKXc2nYvpUGz3O/X3gQ5dNnud+vvAhy6zzLJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Qw/wB0U+rc/nnrjZ7oA+OPfAhy6ii2bo7U4llXif8AaXAZAVH5LHDP+58+3/n8q1FsSTc7ylQbPc79feBDl02e536+8CHLrPMsl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl0haiS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZznfr3wIcukISX1BHBk8k/qi/kJU2e67NuPfAhy6iZMnZnUgAS7wokclARAqPv/YpjmOZP55dWXZWkle5JO8pUGz3O/X3gQ5dNnud+vvAhy6zzLJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvqGH+6KfVufzz1xs90AfHHvgQ5dRRbN0dqcSyrxP+0uAyAqPyWOGf8Ac+fb/wA/lWotiSbneUqDZ7nfr7wIcumz3O/X3gQ5dZ5lkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX1DCfBY/6VL8AVxs90AfHHvgQ5dRQ7N0eJZHLLvCALZIQKUqORfdDqDMgj/qNaixJud5SoNnud+vvAhy6bPc79feBDl1nmWS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6hhPgsf9Kl+AK42e6APjj3wIcuoodm6PEsjll3hAFskIFKVHIvuh1BmQR/1GtRYk3O8pUGz3O/X3gQ5dNnud+vvAhy6zzLJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02c634+8CHLpG8SXDWFay4Mc73498CHLrEdej0Vic68jLsH8Fj/pUvwBVo9lRQfwWP8ApkvwBVo9lcHizosDmlKUKKUpQClKUAqGH+6KfVufzz1dUMP90U+rc/nnoTMupSlCilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKgjvvUp9UX8hKr6gjvvUn9UX8hKiIy+lKUKKUpQClKUApSlAKUpQClKUAqGH+6KfVufzz1dUMP90U+rc/nnoTMupSlCilKUApSlAKUpQClKUApSlAKhhPgsf9Kl+AKuqGE+Cx/0qX4AoTMupSlCilKUApSlAKhhPgsf9Kl+AKuqGE+Cx/0qX4AoTMupSlCilKUApSlAcDWFazUNYVrv6OZyryMoQ8PEqRLFVWLaKHO2SMYxkCiIiJQzERyqzYcKPZEMuHJ5Ug+uFjw/yqX4Aq7sri25NpKCHYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCIBg4bdDPhyeVRxMPEnbHMrFsziDlwXMUCj1AscADs+QAAV3XZUMP90U+qc/nnqy4JCkbDhd0M+HJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvrikvUQiHYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhn/ANAnlUbGHiTupAp4xmYCOSlKAoFHRDUpjkHV1dYiP/Ou6z+VQxwZO5Mf80X8hKqm7khDYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCIBg4bdDPhyeVRxMPEnbHMrFsziDlwXMUCj1AscADs+QAAV3XZUMP90U/m6c/nnqy4JCkbDhd0M+HJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRAMHDboZ8OTyqOHh4lSJYqqxbRQ52yRjGMgURERKGYiOVd12VFCdcLH/SpfgCrLgkKTjYcLuhnw5PKmw4XdDPhyeVX0qS9SwiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZ8OTypsOF3Qz4cnlV9KS9RCIBg4bdDPhyeVRw8PEqRLFVWLaKHO2SMYxkCiIiJQzERyruuyooTrhY/6VL8AVZcEhScbDhd0M+HJ5U2HC7oZ8OTyq+lSXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOFy+EMuHJ5ViOs1CPbWFa7+i3c512Mnw8o1TiWSZknYiVskA6LRYwdRQ7BAuQ/1CrdsNO4fcCv6KxNjb0ibY6N1gWtc1z2ndlxEn5FnAMGNtMU3jxV4siYyRATOqnpaWrEoAURMJhAAAc6/HBfpOf7ZLqcWv8A+HzGmxfZ2J320b1tPZjFTROQmpIrrT5qjp6QFy6ykOOfVXG1TaWR0adKTqzMv7YaCP8AgveBX9FcDMNO5fcCv6KuAfkNYgvHpAo2ljpGYKhaLuTVf2lI3Wd0zXA7gCtTlIVuk20c1TqCJtEdMvWABkOeYZ2qU48wn4EOJMpbZa9w+4Ff0U2y07l7wK/orrrFur9eLQiLu/VycgNrNSOtmTrP2WQaaQZ6twjmOrUD5lzHKu/zAarSRJlWINsNOzUveBX9Fc7Yadf2L3gV/RVufXnl2VrRif09MLsJsTrhw1uDD7EuQTtH2A9x3DD2+V5EQqLshVE1nSpFdYmQCmzEdWIjomAoGEMqkqdkqTabWRsUMy07l7wK/oqSOkEUG501UHoGFwucA9jWH3TKmMA/3f4CFVQ8vGT8SynoV8i+jpFum6aOUDgdNdFQoGIcpg6hKJRAQH+A1jkccCk6TJOjoe2zaalljeBZf2vqyB77KLcUdD+h9PT/AJaPzrWezm/gzlt5fZkjbDXuXvAr+im2GvcveBX9FW5h/GlQ1ci2w17l7wK/opthr3L3gV/RVuYfxpmH8aC5Fthr3L3gV/RTbDXuXvAr+ircwrmki5Dthr3L3gV/RTbDXuXvAr+ircwpnQlyDbDTuXvAr+im2Gvcvev/ACK/oq7q+YV5S7cSrLseZtq3ronCsZC8JAYuFSFBU/tTsEzKCnpEKJSe4Qw5nEoDlkA5iAVG1ZA73bDTs1L3r/yK/ornbDTuXvAr+irOrPtrWi8unzg9Y97Strylp4iOIS3pQsJP3m0tlVS3Yd+JilMg5dCYDFMUTpgOimYPtCZCIDnRQ6lTm8CvBvJGxW2Go9epe8Cv6KbYaB+xfcCv6KxliF0nsJsNcTrLwbm5dw8u6+XZG7CNj0gXO3SOBtFy594ASRES6ID1mMIiJSiUpzFyBd91wViWrLXpc70rOIg2S0g+cG7E0EyCc5v59QD1fMaOqlU7bwQV6lTniWhMNO5e8Cv6KBMNO5e8Cv6KwlenTQwbw7w3sfES8ttxqmIoMzQFvKNSGmFyuBJkYyBVBKUpCqFMcwn0QzAoCY5ilN6fHPpFWRgI0h07giLluCcuRZRCDty2Yo8jKyh0gKZbUIlEC5JkMBzCYxQ0QHLMcgG1JU3esfYp/PDSTIwzDXunvAreim12nYKT3gV/RXgsC8erL6QNpu7qtBjORa0VJLw8vDzrEWclFvkRDTbuEczAU4AYo9RjB72QiBgMAeSmumXg/A21dt1vCT67K17nNZaAM44XKk9NgmBvY44iZhFY+mIpZm1ZdMpsxAoaVHFLh6T7R7kT2sNYM1bXadmpe8Cv6KBMNe6e8Cv6KwXZnTbwdua0L4uy52N1Yenw4TRWuOHvKINHybNFcoGbqCgUx9IFs9FMpRE5jZBohpF0vzwq6buE2J602yk7fvXD6Qg4I10KsL0hRjl3EMUMzv0AKdQqqIdmYDmPyAQ66rtM+WKpfUzwMw07dS96v8kv6KbYaD+ye8Cv6KwDhf05MK8U8QIiwGdm4h26F0pOVrWm7jt07CLuRNAoHMdisYwmUAUhBQNMhPdEM8jCBRhgP0gGB1xYhNbLZxN6pQ0lNDbkZey0IJbZkZQByBqg9A4iY4m0igIkAo6IjnoiBhJS0oxw9vcjtLeRsdthr3L3gV/RTbDXuXvAr+ire2uahbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/oqJjJtSu5AwpPMjuSiGTRYf2KYdeRers7B/r867uoI4c3cn9UX8hKqouLnO2GvcveBX9FNsNe5e8Cv6KupUFyHbDXuXvAr+im2GvcveBX9FXUoLkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5BthoH7F7wK/oqOKk2qbU5TJvBH2hwPU0WN2rHH5F/n2fLsruhDOoYfqZqfVOfzz1bEvJzthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkG2GgfsXvAr+io4iUakiWSZkngiVskA6LRYwdRQ7BAuQ/1Cu6EM6ihOqFj/AKVL8AVbEvI2w17l7wK/opthr3L3gV/RV1KhbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQbYaB+xe8Cv6KjiJRqSJZJmSeCJWyQDotFjB1FDsEC5D/AFCu6EM6ihOqFj/pUvwBVsS8jbDXuXvAr+im2GvcveBX9FXUqFuQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5AMw1y/wXvAr+isR1moeysK139GLnOswf+kbaRamFeEMndk5O2/akTfMU9nrhhCqg8hWwN1ildJnTIoZM4KGIBTAQw6YkAAzEK1vxZuHBK8ejliBDYCdLjGfFeVdvbdauUbvkZB0jGApKo6tZLXtUNE4mLo+6YwjkHUHbX1OiJNqSKZEMk7ESNki9TNYwdRQ7BAuQ/1CrRmGuWWpe8Cv6K4KnZqcqVM+1ux0qq2qVDhxHdv5PlhiTh5dnR0lcdMHsGnF6rRzi1LWnZ9yzeKuJF41FwdOYkSGUMbJwqGs0tHRDR1ggAFJXlbcddFZnjBiq46HJHI2ungBcIuxA0iUSyWl75g9uAVepLVD7uRM+z519eBmGnX9i9D/AOCv6KBLtMv8B7wS/oolVDTxvfimuimyNU1pVTwtwju4xPlczwGYY74iwcBdjqaew9r9G6CfKRqLlZulKvARU9kKqKZwExCKmBUC59aiQZ5gBgHwEjfeH922XBOel6rds7EMMJmRsMYYQkCtpWWKmoR25E7YQ0lk1EilE6pyl1QgIgIaA19kdsNM+tF7wK/orXbpA4D4wY4ykjCMOlDPWlhzOtUmMvarOxm66y6HY4KlIGAFktaXMOsDgUTD1GKOjU9RVVtxn2/qv/3djPpwobeC/jbt3PZdDwsr/wCFnCteblHki9c2tHuVXLtYVVT61EqgZnEREcimAoZj2AAV8+ulRcshGdKfpE2Ix6QElh+6veIgo9nbrCy1ZtxeigxWgRiksmGk1MJz6oDFENIXAh16I19RrUYwNm2xE2jCNHycdCskI5oQzNYRKiimVMgCOh1jolDrrtQl2gD1IveBX9Fa9Zf6nrP1Fg595J/+PW/S9LZeML3k+S+OLuDlY+AsbpXW5ctjRzbB5snhnZyQSCsaNzlSUQKJytgOoLggigBSLCOgRQCqjmOib0sBdd/yL+Fu/ChxKyF2N+iWVNq5S01nft6UiCSolEwGMZYp01dEOsRMQACvqIEu07NS9z+hX9FfwSZZHKJiEeGKAiX3WS3aA5CH9z5CAhRy53tvqql/d2LS1TCySXbZf9vc+NMPcmA8Urf73Aq57jlmV14ETCNwvXxpAV5G6SnKu7O4M4AqaipUVBOYUsyAAmEOs2ZsjRWHN+9GiQtR5gwN1S9/4hYHyj945167pxISqYIqp6KJzGADNUTgREhS5+4mXIxjDn9U9sNO3UveBX9FcbYaZj9g94Ff0VKpahb++1/LsRPCXN5/8f49z5f4Rv8ABhnh3eTroQymLU9isvhy5PdD5sjIHYrS59EwquyrhntPSF17NqMy567ITD1j5LoSvcHW1t4pT7bGx5ZLqUw/XaTMVbEVcMk4jCkKGlOSLtVLVmfJnOqGg2AiQAcwpiGZsvrcEu07l6H/AMFf0VxthoOf2L0f/gr+iq026nqo9+18Cpwkt878u9jQr9F8GDTScv6EwmtCKfBGIM0Fr9gzTSLKcT01dWkszkxEWjspQBQ5UTHTHWjoiAFAByT+kWmAjLIsRnec3Pw2FMndSTTEN/Da7WlizJHAqKwolMoDdVQSkPo9Y5lKACJgCtrdsNA/ZPeBX9FcbYadX2T3gVvRU9ROuN0diUNUtvX6PkFHPej276NGIVjL4rq2nZDDFtxLWrHysVPvIeWi1GYLRzF2DfReIoK6JlNZpAfNITgChgrf/oCu7Nf9Gi33lgYaGseGVcvBRjyPXjtu4EFzAZ22VeZODILCGsICgAJQNo5DlmOf9sNO5e8Cv6KbYady94Ff0VqXDtjC6JKecCr8o3Nv3+z5v/pA3tjS+Ntw2d0i5e4ULeNh+dbC6MQTfHjn9zn1yetMVoQRM5Ic6RQA+ZAKcNLqOBTdFdWBODGMFo9EK/bktV7OyV8qxVtXO9UkH4qPUW0aoU6J9FX7MSqonzOQCmyIIibIBr6ebXagP+C96/8AIr+iudsNO6e8Cv6KxRTsU7O9Po39wWurabacWa6pL4niT21bkNaFtxlqW60FrFQ7NFgxb606mqQSIBEyaRxExsilAMzCIjl1iNfNbpqYkYcYyXfIWrbF54vtsXrdnGMZGYQyce4PBzyjV2VUro7VMoomSVSOKoLGXKIpEKbQAMs/pjtlr8kXvAr+igS7Ts1L3gV/RVW1/qKt5XFMU0bKzUbjRHps4r4C2F0lMCXl2KxcZesHON5OddpQyyjpGHOgumkAuSIiKqQLibJIpjCA5m0QzzrJ/SfknmOeKlp9De3HByRcokS6sQnKQjmlAoKhqmWYdhnS5SlHrASkLnkJTDWz+12fZqXvAr+iurax1oMZ19dLK2kkJqUTRQfSKUOcjp0mlnqiKqgnpnKTSNogYRAukOWWdEsJU3bayvh3XMj1WMJJ8GacfpPbvwQsuxbHi7rQiGt2Jzsc7gFDw51nDaObPG5nupXIkbUkAmhpEAxROAAAAbLKvVdMjpf/AOzCzcNlbGvdhasZiprVSX3IQziQRho4iCauvTYkTFRVwoCyerIcuiAgOmABmJdsNsM+0EXv9PYVvRQZdpn1JPQ/+Cv6KzsvY2XrPWJ9ippVqrKI+nyNF7SxuwYwp6Kz5Doh3xJYiXnet2Ht9jKy6bkj+Vut+UhlHbkHCRDGBNIxVBHQ0MkylEwmExq9njBdan6Pjoj21C2aoxXk1ZJpBr3DKorKtkHrsVFXcq6TRAyyoaRVT6BQMYRMQPey0R2ik2FpTUnGTMzbCT+QhFDrxjtzDnVWYqHIJDnQOZMTJGMQRKIlEBEBEB6q7MJdqH7J7wK/orVdLqmM2uii3v20FMJp4xPV5+b9T5mvGmD+KXRtxRm8EsVZ3HTERKat668QH7uGdNHUqg2dAYrdu1WSTIRAiSbgU0E9MCgXRzy0ADJDPpDWPjd0ii9JPBuNlris/B/DKbczEgMeszIu9VAFEo1MVSAIrARM5hyASgA5gI/PerbDUP2L3L5f2Jf0VzthqPXqXvAr+ijTvs7+9Oz2WBLT+V/8yfOjo5Y04QdJnFCHvPFDpChPYzTETJMLQs5hCyDKGtP2hqcViJKHRAi7rVFOB3B1fe/uF0wIkavJW7fkFe3R/wAKugzDW1NNsX7bu6Nbz8GeIVKWJRZvzLuJFVYSgkKIp5G0imEw60OrIcx+om2GmX+C94Jf0U2yzzz1L3gV/RWlZppWUPnS5XvfUlX5JqcZ74l4dgVzUG2WncveBX9Fc7Zady94Ff0VmHoalF1Kh2y07l7wK/optlp3L3gV/RUh6CUXUqHbLTuXvAr+im2WncveBX9FIeglF1Kh2y07l7wK/optlp3L3gV/RVh6CUW5fOoY4c3cmH+aL+QlTbDTunvAr+iomMo1K7kDCk8yO5KIZNFh/Yph15F6uzsH+vzqpOGSUd5SoNstO5e8Cv6K52y07l7wK/oqQ9Cyi6lQ7Zady94Ff0U2y07l7wK/oqQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi3tqGH+6KfydOfzz02y07l7wK/oqKKlGqbU5TJvM/aHA9TRY3ascfkX+fZ8uytQ4JKk7ylQ7Zady94Ff0U2y07l7wK/orMPQsoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi6lQ7Zady94Ff0U2y07l7wK/opD0EoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+ikPQSi3tqKE6oWP+lS/AFcbZady94Ff0VFDyrUkSyTMk8EStkgHRaLGDqKHYIFyH+oVqHBJUneUqHbLTuXvAr+im2WncveBX9FZh6FlF1Kh2y07l7wK/optlp3L3gV/RSHoJRdSodstO5e8Cv6KbZady94Ff0Uh6CUW9tRQnVCx/0qX4ArjbLTuXvAr+iooeVakiWSZkngiVskA6LRYwdRQ7BAuQ/1CtQ4JKk7ylQ7Zady94Ff0U2y07l7wK/orMPQsoupUO2WncveBX9FNstO5e8Cv6KQ9BKLqVDtlp3L3gV/RTbLTuXvAr+irD0EotEO2sK1lzbDTL/Be8Cv6KxHXf0U7nOtyZdg/gsf9Kl+AKtHsqKD+Cx/0qX4Aq0eyuDxZ0WBzSlKFFKUoBSlKAVDEfdFPqnP556uqGH+6KfVufzz0JmXUpShRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFQR33qT+qL+QlV9QR33qU+qL+QlREZfSlKFFKUoBSlKAUpSgFKUoBSlKAVDD/dFPq3P556uqGH+6KfVufzz0JmXUpShRSlKAUpSgFKUoBSlKAUpSgFQwnwWP+lS/AFXVDCfBY/6VL8AUJmXUpShRSlKAUpSgFQwnwWP+lS/AFXVDCfBY/6VL8AUJmXUpShRSlKAUpSgOBrCtZqGsK139HM5V5GT4dSWCJZgkxZmIDZLREzowCIaIZZhqxy/1GrddND+72XGH5VcwfwWP+lS/AFW9vYNcW1LNpWIdbM7uY8YflU10zu9jxh+VV9KzK0LBBrpnd7HjD8qmumd3seMPyqvpSVoIINdM7vY8YflU101u9jxh+VV9KsrQQQa+aD93MuMPyqjilJYGx9UxZmD2lx1i6MHXrj5/sx+ef8A27K7r51g7pO3zduHnR/nrksa4NiTu12TFo/BuiuZD2qYRbnMVNYpkzG1ap8gMUQz68uqm1CVsWl1CUvEzFr5rd7LP6w/Kpr5of3cy4w/KrXSKx5d4QYh4i2TiZiQvettWfFRMoSbUYt9rNXz5U6KcOskwRTSXXUMRNREpEU1NFcoGA4CB69Uz6S7maLdkLEYKX6S8LRbMnjy3HJogHQN3ZFTIL6wsgLbQ+xPpJiuCwZdSY5gNZdSVO155/nAuy9rZdv2ZiFea3ey4w/KrjXzQ9ez2XGH5VYEws6VUlP4D2lihiHhlPspi6Eo1rGsI0GKn6wSLogm0I5Mr1QyaYaJzCLs6IkIQxjiAFMId026XGGX6vnuCZj5yIM0uw9lSjFYjZ04jJUqBlhSVFosskp7gFDJBRUwHOBBKBwOUuqls1Olq6cc5j5XUynK2vPLMzCKs12bPZcYflUBaa3cyz+sPyq1+xL6Vs/DYMX/AH5YuD10KXHYxXjeSjZYscAQ7hJmm6TWeFI+LrW5klkzf2Y6qmWkAlKYBAPZNOkKyRhbfC4cPbsY3Zc6K6sNa6STN2/kSIppnUWIds5VaoIfakAFHLhIoCYAMJREM0pS2sI74Fawc4z2iTKOum93MuMPyq4183u5lxh+VXU4f3gF/wBnxl4fqvcNu7SSFUYu4GPscg1EDCUSLo5m0De7n1CICAgICIDXpA/lR2cQFdSQ66Z3ex4w/Kprpnd7HjD8qr6VJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lWVoIINdNduzmXGH5VRMVpb2qQ0GTQRFyXSAXRgyHUp9n2fX1Zfw/wDse8qCOH+2Sf1RfyEqqeNhBxrpv/yDLjD8qmumt3suMPyqxj0mcRriwzw7bS0A6SjCSU0wh5C4F0QVRt5i4VAi8ioBgEgAkXsMrmkU5iGUAxAMUcY/o5XMc+6N9tLRmMLm7St2JGrmHFWNURglwOoYUQ9lQIuUximKYSuFFDZaIhkA9eaGq9ppYQuqkNbMXxNnBWm8/h7Liz8qmums89nsuMPyq1m6aHSBvuxbTuW08EZVNjdlu26pdc1MmaJu04ZimcARSFNQDJiu6OBiEA4DopkWUyESlzyPjXMPbbtkb9uXpBGwwsuGYi4kXbCLZHfLOc/dDXvU3CQpmAdEqCbXXHU0NFTr1Zk/jtRby5YaaWs9o+zKWumg/d7LjD8qmtmvlHMuMPyq1bwyxnxgxegsJLCk5l/ZtxXhbUldU3ONYtsm+COaOEkGoot3RFkEVXXtCCpxMmoUpAOUhSicp08sYK3zckpc+ImF91Sys0+w8lWbNKYWQRRXftXTFF0kZciJSJAsUVDkMKaaZBApRAhcxCtRdrSezj3MK8Ru5SZMFWaz+HMuMPyq41s3u9lxZ+VWsrjFDFS58Kb96SsBiE9iY+0lp48LahY9ipGv2kSsuiYXqh0DPBVXM2WNmiuiUgGSKBTCQ5lO+sy+L/6RM1dszZmI0xYkHaLhpGMGjJhHuTSD1Rg3eLHemdILG1RfakkipoCibIiphUETk1WdpNN6JN7kzTTpd9WuLWJnzXTY5gLBlxZ+VXOumh/d7HjD8qtYcI8b786U7mJjIG7ZLDxCPs6KuKcdQbZiu5cyL5RwmVukL9BymRsQGixx+zFQwqJBpkAhgU9NE9I6UhOjpiHijdMenJy+GT24IlyCBdQnKLRy6iSSgAGeq1oFSE+XUUxj5BkABVq/FtNX+nBVTU2qd6XNqUZ4101u9lxZ+VTXTXbs9ln9YflVr7cF6YkYEubBuW/sS5K8Wd5ywQ03HLxjBu3jVlGLlyCsd7OimsVMijcSaDhVwYUzB74nATG6FPFXFaHwStrpWTF+PXTO4loV85sv2BiEY1jZN4giRNBYqAPBcpJOEzaxRwYh1CnHVFKYpCEtpwsmk+LwRmbJrNW3o2hFaaEPh7LjD8qootSWBqfVMWZg9pcZ5ujB164+f7Mfnn/27K7sKih/uin1bn889WbCLnGumd3seMPyqa6Z3ex4w/Kq+lZlaFgg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg10zu9jxh+VTXTO72PGH5VX0pK0EEGumhD4cy4w/KqOHUlwiWQJMWZiezJaImdGARDRDLMNWOX+o13dQwnwWP8ApUvwBWpsSLnGumd3seMPyqa6Z3ex4w/Kq+lZlaFgg10zu9jxh+VTXTO72PGH5VX0pK0EEGumd3seMPyqa6Z3ex4w/Kq+lJWggg100IfDmXGH5VRw6kuESyBJizMT2ZLREzowCIaIZZhqxy/1Gu7qGE+Cx/0qX4ArU2JFzjXTO72PGH5VNdM7vY8YflVfSsytCwQa6Z3ex4w/Kprpnd7HjD8qr6UlaCCDXTO72PGH5VNdNbvY8YflVfSrK0EEArTW72XGH5VYjrNQ1hWu/ovE515GXYP4LH/SpfgCrezsCukh2Ts8SzOWXeEAzZIQKUqORfdDqDMgj/qNW7OdB2zj3wIcuuLSl3Np2L6VBs9zv194EOXTZ7nfr7wIcus8yyX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnOt+PfAhy6RvEltYex9wmkcbcInWHzAIk/tVwMXjhKV0hbLNW0sm4XTOAEPpaSSRygUS5CIgAiACIhlPZ7vfj3wIcuo4tm6M1OISrwn9pcBloo/JY4Z/wBz59v/AD+VV0prg0+gVTTsY1xJ6PMFI4bx1nYPxFtWQ4ty4WN1QzZpEkQjRftFyrARZFuBMiK6IkOcoaRQNpABhKADHh7hniyxxYvfEu9T2i1a3zBR7M8VEuHDg0c7ZisQge0qIp+1EUTXExlBTREolKQEzAAqGzFs90HWM498CHLps932jOPc/wD2Icuo6U06Zx+VBM5Svbs5NZZTol3a86PGEuHAXA2G5sMDNV1CM5VzGtZQQbqN3LYH6SRnLUh01jgCyaesyAQ0Q0sy9ijgBiBIw+H1ujamGtkW5YV5x88xtu3V3LpBNmgg4BUTOVG6ILLnXXIqBfZ09EUxMZVQxsy7E7OdB2Tb3r/9CHLqCXex9vtQfz95bNaqLotirvFWyJBWVUKmkmBjkANI5zFIUvaYxgAMxEKrvU23duedhlEZRy8Zhu6uj9eUvAdIeCjpmJ1eLiImhAcKqh7I4PEJMlPaBAg6JNNEpg0NPIoj1Z9Vfxjdgbcd/wBrwlo/7KsK79ZMIFaOKrdLxzHvYt4YhCe0snKLRycoGAgCIEBFQDJkEFB7C519gdB++33gQ5dc7Pdh++3vgQ5dSqmXjouSULszSqdnpPeJ9jo8MLbuO0MO7ata7bnVuOaiItqykJZUBA75dNMpTrG0hEREwgI5iIiOeY9deq/+68s0ui15AY4GGJDJzthdw1jtS9Zn9sWQ09emjkX7Q6erU0ylzEugbPLIa7wI93n8ce+BDl1qp7TmcTNKVKVKyL6VBs9zvx94EOXTZ7nfr7wIcus8yyX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9Kg2e536+8CHLps9zv194EOXTmJL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02c53698CHLpG8SX1BHBk7lPqi/kJU2e67NuPfAhy6iYsnZnUgAS7wokclARAqPv8A2KY5jmT+eXVl2VpJXuJOpxFVxRbsWLnC1lasg5Sd5yDG4HTlom4aimcBBJygmsKKgHFM2ZkFSmKBi5FEQOGsf6PHCy4kbFtvGq4lodkV/Z7a3I2PixUUM4aIuVVvanqpyk0l9M5yETKUSppgPvnE4gTb0zJyXrGbe5B/6EeXXRWLdMDiTaUZfNlXc9kYOZR9pZOvZio61PMQz0FESnL1gPUYoDWaEqXU5l25YhvapiLWMK479Cux8QLOxKVw/LKw17YgtzmdPFbymm8e7dgXRTM6bJLmRUTKX3QIKJilL1AXLqr88S+jreMridYN1Q9q2tfts2FCLN42FvS7ZAgt5dRYhtoGVOzemdKFSIBCGWHSIIiYBzABDYwI91vx74EOXTZ7rL4298CHLolEQ8PoN7Sh+YGIrisPFWTua0caIu3bRa35AsJKFfwZrhdGjHse7USPohIAxBUpyHbIqgItBARFQmXWCgdTHI3BgDb92YoXjHs56+sS7rjymi4tyf2ZNZczePYsk3B0gOdJFIpTnXMkUR+1NqyhkUM5jHug69uPfAhy6BHut+PfAhy6tKh2w+G5a5sjw3musxgFiu1sS8MBbOc2whYd6SEkseccSTgkpEM5NwdZ62SYg2Mi4EBWcFSUM5SAAVJpEMKY6zuv9keKWGEveSWAzO0jxF7Cg6Hbcq6aKQT9NkkzFdFJJssDwhiIIKasx0B0yGDTEDgKeb9nu/nOPfAhy652e6D9+PfAhy6myodLdnZ71kuRptu+9vm8XzMAWf0erswAexEngi0gbgEtpR1qS7K4ZZeKK5MxOqdF+RZBq6+0MLhcDpCmACBiCBy6AlPwj0bbz/2TmwYfTNvPoi+f1hdYiSh0l03pnslrFSKxpAESACa6gBksP+GmT/izrP8As90Gf+/HvgQ5dc7Pd78e9X/oQ5dWpbUyyKp0uVufNKF0Rg4+EWK+JM9ZDfGltaKNu2GsrIAEPKOXi1wPxaKNUllklmyIMiFKssqKZVHAic5C6eRBMfpGfR+xTd2HaXR6n3Fsf7OLSfxpzTKMk4VlpaOjlyrtGajIzYqSBhMk3IoqVypmVMwlIUVABPYzZrrP4498CPLps53vx74EOXRWeOafNYPkTJLRRwReHYFRQ/3RT6tz+eeuBj3QB8ce+BDl1FFs3R2pxLKvE/7S4DICo/JY4Z/3Pn2/8/lVi2Im53lKg2e536+8CHLps9zv194EOXWeZZL6VBs9zv194EOXTZ7nfr7wIcunMSX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+lQbPc79feBDl02e536+8CHLpzEl9QwnwWP+lS/AFcbPdAHxx74EOXUUOzdHiWRyy7wgC2SEClKjkX3Q6gzII/6jWosSbneUqDZ7nfr7wIcumz3O/X3gQ5dZ5lkvpUGz3O/X3gQ5dNnud+vvAhy6cxJfSoNnud+vvAhy6bPc79feBDl05iS+oYT4LH/SpfgCuNnugD4498CHLqKHZujxLI5Zd4QBbJCBSlRyL7odQZkEf9RrUWJNzvKVBs9zv194EOXTZ7nfr7wIcus8yyX0qDZ7nfr7wIcumz3O/X3gQ5dOYkvpUGz3O/X3gQ5dNnOt+PvAhy6RvElw1hWsuDHO9+PfAhy6xHXo9FYnOvIy7B/BY/6VL8AVaPZUUH8Fj/AKZL8AVaPZXB4s6LA5pSlCilKUApSlAfyNYex7xEncN8HpKTtFRIlzy0qlb0EoqQDkSkH8gDVBUxB6jgmZXWCXLrAgh86zCI9VeJuzD+BxLs11a8+Z0mmZ+Lts6aKAm4ZPG7zXNnKJhASgoksmmcukUxBEuRimKJijGk1DwlTwzInD5WMAxV0Ye4CXnabOewCxQirjuBw4jjXSvJxKqtxKotlFV3smVpKHVeFTRTVVKZwifUAbRSKmJgIPoba6S15CXDm/L3ioZpZWLKThWFZMkFTSMOQjFV8gd0uKopudc3QOJiJopak5ik0lgATjk22MGI6JuFO8Lxu+4b9nmzRdgxkLiKxAWDVbRFZJBFk2bty6wSF01BTFUwABROJAAoQWf0drJtCUjHicpOSsbbTdVnbENJuiLMbfQVTFNVNsUCFUUAyY6AGcnXMmTMiQpkMYorw1nl507hJJ4Wz45cjwto9I+9na2Gl53jEwjWzcXyrjBsmaKoyEOUrJV63UduBVFNzrm6BxMRNFLUnMUmksACccY4k3vitjDhxhNiHMrWwysq+8QbXcsIRBg4LJs2gySazVRZ77SZJwY6aRROkVuloCqGSh9V9psVZnR5suy5eKftpWdk4+2EFGlrQ0k6Iqxt5FRMU1SNQKmVRTSIOgBnJ1zJkzIkKZDGKPkf/B1aJP1di2+KGIaFrWjPtrkgLXTfs9nR7lBwCyaRTi1F0ogA6ZARVXOUpDiBAKJSCS2VaqpyaanKH7kculrOGuLjE8Qy6Zt1N78tOyJ62YgguLuuSFup4jpkTimDV4s1jVg0lByOucEQETZgbRUEpSgIaPfWbjBcF+yvR5l7zw/tcJS/kp6YSWVYmO4h2xGhlG5mihzmMkqogokVUf8AiAxwDRDIK9LdfQ3whuxpiW2cKzzBTFORj5SYcsH5Ul2y7MSmSFqcSCKQCcDnMA6WZlVMsgEAD3b/AAitV7dVi3aRR81Ww+bvG0S1QUIDcU3LcqBiqgYomNokIGjkYvX259lKbURVd/r7Ff8AXNOGnsanYGoLAHRezRU6riv5QfdHqKPt2Rv6dYdf863s/hWJLO6Nli2QOHmyZWeVDDUJYIn2hdE2v2hpa7X6KQaWjpDoaGhl1Z6VZbqKygJPF+XOaUpVNClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAqCO+9Sf1ZfyEqvqCN+9Sf1RfyEqIjMYdJq1L5vLDxrEWUxVlUCzTBxcEKg7I1WmoYioC7YpqKGInmqTIBIochFCAdMxgKcawf8Ao35zCprhXCWjCYZo2jfBrfbyUi5PENW6s+yFZUibwrluJvaEyn00xBQwKEN2kADFE2z2Iliur5YMEY2/LptJ9Gu/a0H9vukSKGHQOQU1UnCSzddMQOPuKpHADAUxdExQMGIOhj0cnODGG0HKX6SUXv5SISi3u0HqDgItqmoYxGLUG4AiRHTEVRENI5znETnNolAufS/Hb3tccH+u5a70qMVHDHzsdD04rJSNaMjdlv8AR+irun3MW4QXvaTdpFGyGyKRzEkUA0Fnmmkc+uBNijpmFMxhHSAoG62+5a/cZ7+s7CS1kYC9rYgrQjbynU5K43EO0uZVycybMVDoM3RlmoC3VWO3MUhVDHS0xMUhkz5tvzA9S+pOWW/2u4gwkRcDYjSXgo581OxeJgQUzgQXLZZdprEx0D+yKoZ5aYZKCKgyXJ0crXkZ2FuiybquTD2Zg4H9WEHtsmZgKkSBgMm0Om8buEhKmYukQwEBQoiORshEKlM0vdM9n8xvLU08MYiea+J8kxM1xAt/pR4n4aWvdFsJKWY8tu5JiTtqUIRw1dTMdIN48UVyCGrcpoHM5OQDFEoiKaugBiEEnvOjycIPEfGXDGDQSaWpaM/Glgo9Aui3jiOYpsus2QKHuppAqYxypFACkFQ2QAAgFehN0c7LjrZtSAsmWnLQeWURdKFmotVBZ+gRx96BQzxJdJfXiAGU1qZ8zgU4ZHKUwRvMM7rwzw/dQWC7t4+ue5rjavpu4pVRso7Pr3KRXz9QokIiZQjUhippJpgQugkUqeiXRrStbiubqmeSsYvi/FBgbYUBe3RpxV6R91RDFfEmPVvB3F3GoiXacCaNcu0WTdm4H7RsmkVsn9mmJQMY6hjAJlVBN6fBq3rZ6SMtiJeOOlqxM/JwMkwhYhOQaFU2IgEOycnVZgcBFqqou6VUFZPRUESpBpCCSYFyjcPRktS4l5ePVvC6GNo3JIDKzlntFGZYqScnUKosZQxmxnZCrHIUyqaThNM4ifMv2imn2F5YAxd0TU1Mwt/XbZ5bpbEa3E1gFGREpchEtSUVBcNllEVAR+y1rY6KmiBPezIQS4h7FSzaSW5rPmbqab5tvg8FyNbOi+6L0nn8Ww6QMRH3oytnDq3njCPnmZHrZd28WfEWkVEVgMRVwZNmiQFhKIlAVNES61QDenjsT71szoe403BBSa53tgS13RNtulRFc7Zq1drEbDpHz0wQKOiXPMAKkUB6gGs3SuANvAvDPsO7nncPH0HDpW4g6t0jIxlIpIc0Wiib5s5SMRM2ZiG0AUKJjgBwA5wN/DTo52JH2/blnMZCfRtuAbSbV1ChImFnPFfpnK5NJlMAi6MYyiiukIhkocxvnlXT1PzmMIduc+cRS1tJtZp8koa5sw7idalrdHQ+E124O2xGxs7K3GWJmXbRAAc3G1PFvVVBfql+0enFREi2tVMc4KZnzzMYR8meEhLd6JNjdJiIjI8cV5c9rTL67CtybUkXEhINAdN1nAfaKoGI4UR9nE2rKmUhClKUhALsZa3R9iLfuaCuKcv27btG0kVkLZZzirMyEOVVPUmMkLdskospqQ1QKuTrKAUT+9mc5jRRvRitSPeQrRS8LoeWjbUmWXhLNXOzCIjnSZjHRMQxGxXZyJKHE6aSrg6ZBAmRck0wLaXDc51J8EsVzOcOEtFD3vUzKHZUUP8AdFPq3P556uqGH+6KfVufzz1C5l1KUoaFKUoBSlKAUpSgFKUoBSlKAVDCfBY/6VL8AVdUMJ8Fj/pUvwBQmZdSlKFFKUoBSlKAVDCfBY/6VL8AVdUMJ8Fj/pUvwBQmZdSlKFFKUoBSlKA4GsK1moawrXf0czlXkZQh4eJUiWKqsW0UOdskYxjIFEREShmIjlVmw4UeyIZcOTypB5DCx4f5VL8AVd2Vxbcs2koIdhwu6GfDk8qbDhd0M+HJ5VfSpL1LCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIg2HC7oZcOTyryd0XJYGG9jy1/X0VqwhYc66rxyEedwZNP2gxC5JpEMobrEoABSiP8q91WvXTNKJ+iTiIgVUxDrkFBMxQDMDnkSFLlmAhnmIdoZfx6qOp7LaxCSbSeB7a1cU8NLzm0IGItG8EHLkphTUlcOJyMbABSiYdJy7ZJok6g6tI4ZjkAZiIBWQNhwu6GX/QJ5Vg7Fa1r/w4wOxNug2Pl/T7lnZMwdmnIJQ7UGbkrU5yOElY9g2WKqQSe6OsEAzEcswKIYluWHxNwkwtt/Exn0gbuVSvxna1uzb+beHdhDKvHpQdTCALKC2bm1S5ECkIiQhdEqhxObSEZt/lsrd3lL2I/wAaVU80+0T7m5exYbdDLhyeVBhIb5RDLhyeVaM4h3dPYVvserJsDFi4nJrZb2KeJayN0PpRyxePH4JrnUcOVlFyFUzSBRIpgJoGAdD3+v3E44xXtHErEHCKwMYTt7lmLctmWiXt4S4nQVknEg8TfiyBZNwm2FVFECkQTbnRIcpNFHLSzu09d3PE1sym9I7x9m1owkMH7oZf9AnlXkr8vGx8O3tqMZyA1h7xnkreYmbNEjlTdKILLFMrmICBNFA4ZlAw5iXqyzENVWd5XWlCSNkRt3X5bVw3VicxsK7Tyd2GnEbfL7IZdRWHenIQUfbUtUUmZUxSWc5JpJGTIWvTdIiwI+JHC2xbQxRunSUxeiwVVeThph/DCeLdGMimu8FVcumTNQuvOoJBW0iZF0ChJqtfNd4+GRJX4N9J+UbPzZ7YgEmiz+DVUK8doskwZQyzwxVFTaJTHKgmcU0wH+8qcATIHWYxQ667PYsKP7oZfw+7k8q0va3pedtuF8P2V5XRqILpBxluoKPZt29djELtEXQNlHLgxlVkjCocBKqdT3RyzEALXcvZzERDGe1X+JN7zEpEXJcsqvYknYt5AWMXSbJrLIxEjGEaplVTURSPprCo7OCyWiVREptEYqrbU7+1L+TOLdMeS18G24QkNn8IZcOTyoEHDboZcOTyrTLoyzeKt7SFiY4XddktakBLguWbcXPdDg5bqlXZjkRjo2IOt7LHtkFepNTVkdK6ghQJonUUU3b/AKV0qTpWN/YqamxFsOF3Qz4cnlTYcLuhnw5PKr6VmXqWEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M/wDoE8qjYw8Qd1IFPGMzARyUpQFAo6IalMcg6urrER/513WfyqGODJ3Jj/mi/kJVU3ckI6K8ZawrBt15dd27MjoxiUBUWUbgYTHMYCkTTIUonUUOcSkImQDHOcxSlKYwgA+C6OOM9n9IewI28mNgyEE6dNCOXDR9BvE2yYmOcoFQeLtkUXYe5mIoiYAzDPLqz7TH2yoa/oi2oFxfbG1p9rcbOYtpV4VNZN1JM9JYqJmplEzOiCmVUTJpnIfRKJgMXRzrAn6PDFK53Vl27gxOkhZBrG2c0uBi+ik1E1GKSzlZP2N8Q6igAsIkFRM5TFA6ef2ZdDSNn023tKp3lR0bZarUysLTzcYGf74xbwdw8lloa6UnKSrRAjp84Z2u+fNI5E4joqPHTZuog0LkUxhMucgAQBOORQzq29cQsLbBWjms43VdvJVM67NhCW87mHiyBNHTXBsxQWVBEonTAVRKBAMoQomzOUBxp0wGdx31hdd0XZGNMXARlrRbxS+IVsi1O+kGZ2YqewneLCoWM1qJjCCot1D+8Qwe6AgbrsCnSZ+kBKSK8S+iGs5hXaTq3WUgb7dBkid6DlAc/wDjSUXQ1gfIVCCOWkFKKnVKnD2hx7e5a0qVKX+ZS+TOsRL4eztrp3rFuYVeCVQO59vKRMESpkz1gnMIBoaAlMBgNkJRKYDAAgIB12F97YWYy2UwxFw2XYzNuyhlitHgMDoAoKSp0lPcWIQ4ZHTOHWUM8swzAQGtPrZa4u3zaCELa2FVw3VhPdOI9y3RMPIeTjEVZCKCUWOzYopPXbf+zuFSAoqYB0TIjkXS1pss09AmZkJXAtRB9aMtCkb3NcYpHeqNDFX05l6cwJ6hZQQ1ZhFM2mBczFESaZMjjqht07TtKw+/MiVLZcYw49/oyBOYxYJ2/cjm2JRxoOI9ZNvIvUrfdrxcascpTFSeSKaBmjVTROmbQWVIYAUTEQADlz/e8sUsIbCmxt24U3Ckgm3K8dJRltPZMGDYwmAi7w7RBUrNI2gpoqLimUQSUEBECHENeGb5CB6DeNsZchxLOIyN7xcikf31VpJ6/dA0Jo9pjrA6aasMszAqmJQHMM/X9G1wph4fG4uKbwG0nCyMfKyi7tYDZRZYBkVNYTCPWmAt3RdLs0k1AzzAaxtvYqqeVKq44WRaqUmklP5NdM+Zly6sTMIrPSiDvg2meeQF7GtrfgXU45dNQAoi5IgwRWUFANYmAraOrAVEw0szlAfQwT+w7ot5vdcAeJfRDpIyybxNMmr0SiIGzEQ90SiUxTFNkJRKYDAAgIVqX0E4e4rXuhjH3wi4bv5DCW1nEMm6EQOVkm5kBWSKBusopi4baZMsyaxMByzAKjGRWk+hnjKyhJpAH2IUpfkjZrL2opHMtHi6cKHFmkI6SpTJAocATAcynA3YYBrXqN0NpPW+VnHnBlpp2qlSnKlLqp7Gy1n4uYMX9LN4S2lDiu/IdaNWe248YNZZMoaRlGDlygmi+Joe/pNzqAJBA4DoiBq/ljjFglJXMFrM3Gkud8eLRfnt92nErvSmEhmqMkZAGSq4KFMnqiLGPpkOTLSKYoYtx/d/rcjgDD4YPiqScncO2oYzVUAyjkIZ3rFwOAjkkAOECiPYIqkL/wAQZ+JeuEnH6P3CW0ocTpT0o5s6DYtiiIOAl28i1M6T/wD2KomZq6Mf5kBJQRy0Ry0ruHb8lTxnPkc8VS1mp4Rkzc3YcKPZEM+HJ5VHEw8SdscysWzOIOXBcxQKPUCxwAOz5AABXdB2VDD/AHRT+bpz+eepLgsKRsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XdDPhyeVNhwu6GfDk8qvpSXqIRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEAwcNuhnw5PKo4eHiVIliqrFtFDnbJGMYyBREREoZiI5V3XZUUJ1wsf9Kl+AKsuCQpONhwu6GfDk8qbDhd0M+HJ5VfSpL1LCINhwu6GfDk8qbDhd0M+HJ5VfSkvUQiDYcLuhnw5PKmw4XdDPhyeVX0pL1EIgGDht0M+HJ5VHDw8SpEsVVYtooc7ZIxjGQKIiIlDMRHKu67KihOuFj/pUvwBVlwSFJxsOF3Qz4cnlTYcLuhnw5PKr6VJepYRBsOF3Qz4cnlTYcLuhnw5PKr6Ul6iEQbDhd0M+HJ5U2HC7oZ8OTyq+lJeohEGw4XL4Qy4cnlWI6zUI9tYVrv6LdznXYyfDyjZOJZJmSeCJWyQDotFjB1FDsEC5D/UKt2w07l7wK/opBh/uWP8ApUvwBV3bXFxJtTBFthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBcg2w0D9i94Ff0V0ThnbVxwTiCueBJLxzpysKzN7FHcoKZODHLpEMQSiIGAo9YdQgHYIV6of41jHGDFNbBjCWXxBa2+SbcMpFJqgwUeC0Isq6kiNiaSwJqCQoGXAwiBDDkA5ANPxS5hJuo9nLGg5yNdws3EKSEe/QO2dtHUYoqi4ROUSnTUIYglOUxREBKICAgIgNfyonbi0Me3VoMTxKjYWZ2BotQW5m4k0BRFMU9ESaPu6OWWXVllXkbFxbkZi83eF+IdoBal5tY/ayTVCQCQjpJjrRTFdk60EjqAmYUyqkVRRUIZQvumIYihvQWjinhlf72Rj7DxGtm5HcQYCSLeIl27xRmYRMUAWKkcwpiIkMGRsuso/wGpaMPETPzM61nhtg7GxiMNH4V2+1j2zYGaDRG1yERSb68HGpKQEdEpNeAK6IBlpgBstLrqu6LNwyvcrol54exNwFetk2bkspbwOwXbkV1pEj6xIdIhVPfAo5gBveAM+uqm2JuHD2YmreZX9bi8tbaQrzTBKVQO4jEgDPTcpgfSRLl15nAAyri0sTsNb+h3dw2LiFbVyRUecybx/Eyzd43bnKUDmKookcxSCBRAwgIhkAgPZVs1LKrEDCwsKIqzXGHcVhpCs7UdFOReBb22VOOVKoOagGblSBIwGHrEBL1j20hLAwktiPjYe2cMYOJYQz00lHNWNtFQRZOzFMQzhEhEgKmqJTnKJygBhAwhnkI0hMa8Grlg3tz23i3ZkrDRy6LV5IMZ9ou2bLKmKRJNRUigkIc5jFKUoiAmEwAGYiFWQuKeGFxRExcFv4jWxJxdumVJMPWcu3XbxxkiiZQHChDiVESlATG0xDIAzHKlpuIcQvNTha18O3D9WUcWLHKvV5BCXUcngdJU75EgJoujHFLMViEACFUEdIpQAAEArrYPDXBu2Lpd31bWFFuxNyvxVM7mGNrEQfOBVNpKiouREFD6Zus2ZhzHrHOvI390i4COaYcXDhrdFp3Nb923olbUhKNJBN22RQFo6VUOmsipoFUIZAmekJgAomAQzEBDKVo3pZ9/wAKncli3XD3HErHOmm/iH6TxucxRyMUFUjGKIgPUIAPUNFF4WFuy/RHKaTeK+zzTDDHBaLvFTEWLwntxnda6iiys83tYicidRUBBQxnJUQVExgEQMImzEBHOvZBMtc/8F7wK/oroZHFbC+IvJph7K4k2syup+BBawbmYbpyC4Hz0RTbGOChs9E2WRRzyH+Ffovibhw1lI6DdX/baMjLPXEbHtFJVAq7t2gIAu3SIJ9JRVMRADkKAmKIhmAUTpagZ3xO62w0H9i94Ff0U2w0Ac9S94Ff0ViPpG9JKy8FrDu1ZhedoqX7DQTmWi7afSiIO3RyJGOQwtQUKsdP3TGES5e6UwgIZZ1lprICSGSlJZRFsJWwLOTGMBU0vdzOIiI5AUOvrEewO2kqJyK000tZ7H9bYady94Ff0VyEw17l7wK/orD0F0krcv3HW38OcL7otS67be25Ly8lKREik+1Lls4ZJpIlURVEhR0XRzHKYBN1piGQZ5+3icbcGZ5GacwWLVmSCNuABplRpPNFixoCYSgLgSqCCPvFMHv5dZRD5Uiyev8Aj4GDa0+YPVbYadupe8Cv6KBMNO5e8Cv6KlkLptmJe7NlLijGbsWS8mDdd4mmoLNESgs40TCA6ogqEAx/7pdMuYhmFYsxS6R9rRWAt44v4NXbaV6HtpIpSqMJJOQZlcCdMurVM2U6hAqgG0dIo5CHZnS0SIdkZd2w0z/wXvAr+im2Gmeepe8Cv6K6uUvuy7el4a3biu+Ei5e4TGTiY94/SQcyBygAnK3SOYDKiGkGYEARDMM+2uumsYcJrdnkbXuHFC0oqZcOyMEY55NtkHSjo5UzlQKkc4HFQSrImAgBpCCpByyMGdsyJtnpRmWvZqXvAr+im2WncveBX9FdM9xKw5jZkLdkL9txrLC/RiwYLyqBHAvVktak21Ym0tadP3yp5aRi+8ACHXX5tsUMNHdmrYitcRLZWtRuBzLTqcs3NHJgQ+gcTOQPqg0TgJRzN1D1D11JUSU70Zhp3T3gV/RXATDTuXvAr+iuohcScPLkh424bdvu3ZWKmXIso5+xlEF27xwGlmiioQwlUOGrU90oiPuG6uoa8Tf/AEqMBsPsNHmK73E22pSEbkci12XMsl1JNdAuko1aZrFIsuHUGrA2eYhnlSUgk20kZOGYafNF7wK/ooEw07l9wK/orqrFxCsjE2ATuiwLriLhi1Dav2qMfIu0iKAACZIx0jGKBy6QZlzzDOp4vFPDKcu59YELiLbEhc8YU5nsI1l26r9qUggBhVblOKhAATFAdIoZaQfxqxDiLkTlSnY70Zlr3L3gV/RTbLTuXvAr+iuuJfdkrW6jeKV5QZ4BwoRFKULIoizUUOsCJCFW0tATCqIJgADmJxAvb1V1ieMOEri529jo4pWie43iiyLeHJNthfKqInORYhEAPrDGIdJUpgAuZRTOA5CUcpZveW+OR6TbLQOxF7wK/orjbDTt1T3gV/RXRucUsM2V7I4bPMRrYQu5yAHQgFZduWRVKJBOAlbCfWmDRKY2YF7AEewK/pfE3DhrJx8I5v8AttGRlnriNj2ikqgVd27QEAXbpEE+koqmIgByFATFEQzAKJrIjlYndbYZ9mpe8Cv6K52w07l7wK/orrJjECw7euGLtGfvWBjJ2dEwRcY8kUUXb8Q7QQROYDq5fPRAaki8U8Mpy8HuH0JiJbEhdEaU5nsI1l26r9qBBADCo3KcVCAAmKA6RQy0g/jRNPArsd/thr3L3gV/RUTGTaldyBhSeZHclEMmiw/sUw68i9XZ2D/X513dQRw5u5P6ov5CVVQLnQ3lblgYhwxrdv2zGVyRZlCrCyl4IXrfWFz0T6tVMxdIMxyHLMK8d0dcIrT6OuFMRhnAIJrHZFE7+QZ28dgMk5HqFwqmQDZqCUCF0jGMORChnkAAHocXcUG2FdttZPZS0tKzMm1g4SOTUBL2yRcn0EUzqCAgkmA5mOpkYSkIYQKcwAQ3guhziJjFijgnbd5YsMII6snHEXQlWMmZVy/MKigHMu1Bmgk2EAKUABM6oD156PzlDT2tndPGLdg7JTy+z3dzYcYPXtPsrsvLCuAn5yMBMrKTk7YI6dtQIcTkBJZRETkApxEwaIhkYREOuqr2svC/Etm3jcSMO4m6mjNUV0G83boPk0VBDITkKskYCmyEQzDryGvQz0i9h4d5Jx8C+mnLVIyiUcxOgRw6MHYRMy6iaQGH+J1Cl/iIVivDrGXE7F3Bm2sULCwztcslNKOivYmYu9VukyKiuqiIFdN2DgFj6SXWGrKUMxyMbLrlksLKBnjdmUWjuLj2qLBiwcNmzZMqKKKUeqQiZChkUpSgTIAAAAAAOoACvB35hlbV2WOlh1ApmtmCVmG0lItI6EOmm9RI9K7cNxKQpQKDk5TAofrEQVUzAwmGvOYZ444rXzI3sWTwVizxdnKHYIPrZu8sjtiTTENezaleNWRQ1I5kUVUOQgKBoFEwlOJPYYB4qucbMJoPE11bicAtMA5BSNI/K+BsdFwoiJRWKQhTjmlmOQZdeQCOWY6/5uDx6E1pK5GwMJZe8WmIcthjBvbqYFIDWdc20VSQQAmeiCbkyQqFy0jZZGDLMf40u2wMJr9ko6ZvrDKDuN/Emzj3cvbRXizMdIDZonVSMZP3ilH3RDrAB+VeBl+kdPIxl04hW5h4ylsOLKdPmkxMmnTIySwsTGK+VZMQbGTXSSORQmajlExxRV0SiUEzKdo4xvui57kmorBax4e72FrEbbakH1wnjSisu3I5I2ZFI1X9pVBBRM5tYZBMBWSKCgjrNXlNRKyvwTK08H5GJ6+9rKwvxLZt43EfDuIupozUFdu3m7dB8mioIZCchVkjAU2QiGYdeQ1ceIss7yHfqWm3M5t4h04hYYUwqRxDpgmcrc2rzRAxAAggTLMoZD1VjWM6SKuJKsGwwEtWNuh/K282ul3tyaPENo5g4OdNAiqiLZ0cXJ1E1gBIqYlAEFRMoX7MFPSQOPFmyWFU5itNGVhWFqDJI3C3WyVUj149RRN2mOhnrMjJGEgl6zlMQQABNkFcUzIUtwscvo7O1rAwlsaWkJ+ycM4S3pSXERkH0VbZWjh4ImE4isokkUymZhE3vCPWIj20ZYfYSxl5uMRo7DKDaXY80gXnkbaKSRWAxQKYDuQS1pswAAHM3WAAFeSi8dLrjZS1jYr4dxtpQt8ufY4F2hcQv3CLgzdRymhIoi2STbKGSSOH2KzkgKFEunlonN1bDpLzKtvRWLMlh+xZ4VTz1o0jp3bpjympduCN2rxePFsVNJsoochswdHUKmoQxkwNpkJUlNlhYmU5MzbtloH7F7wK/oqOKk2qbU5TJvBH2hwPU0WN2rHH5F/n2fLsruu0Khh+pmp9U5/PPSwvJzthr3L3gV/RTbDXuXvAr+irqVC3IdsNe5e8Cv6KbYa9y94Ff0VdSguQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5Dthr3L3gV/RTbDXuXvAr+irqUFyHbDXuXvAr+im2GvcveBX9FXUoLkG2GgfsXvAr+io4iUakiWSZkngiVskA6LRYwdRQ7BAuQ/1Cu67aihOqFj/AKVL8AVbEvI2w17l7wK/opthr3L3gV/RV1KhbkO2GvcveBX9FNsNe5e8Cv6KupQXIdsNe5e8Cv6KbYa9y94Ff0VdSguQbYaB+xe8Cv6KjiJRqSJZJmSeCJWyQDotFjB1FDsEC5D/AFCu67aihOqFj/pUvwBVsS8jbDXuXvAr+im2GvcveBX9FXUqFuQ7Ya9y94Ff0U2w17l7wK/oq6lBch2w17l7wK/opthr3L3gV/RV1KC5AMw1y/wXvAr+isR1moesKwrXf0Yuc6zLsH8Fj/pUvwBVvYFdJDqSwRLIEmLMxAbJaImdGARDRDLMNWOX+o1brpvd7LjD8quLTlm07F9Kh103u9lxh+VTXTe72XGH5VILJdSoddN7vZcYflU103u9lxh+VSBJdSoddN7vZcYflU103u9lxh+VSBJaHX86196XNn3ZffR3lrasgz4ks6uOKFFVnHC/VQAs43MZf2fsVKkUBVMU2RdFM2kIBmNZ0Fea3ey4w/KqKLVlgan1TJmYPaXHWLowdeuPn+zH55/9uysuiUpyafS5aa9mqUabEwd6SUPJYmRGIklPYg4h3VY0lD2ZiCyVQZRaCGRhMwMzSRISJdKGBA+tEViKiUuSpRTEo8WRARrq35R1e9t4xTU+vYTi0zMrZsh9ARtmQopJgs1i03pEgeODHKn9qmLpVUUCCRMiQaFbq6+a7Bj2XGH5Vc62a+cex6v84flUhw1a6j3+7/sk4Naz7fXljQt/hviJL4Y4iWhhjYzy4YGBa262tyUuewwtuVfRSTwriRglECs2qjtoUEtZkm3JrfaFUgFQ/XXa3FY0reNs3LJsIPE/EWamJe35W/Hcrabm3GclBsXmkMJGxz4EFBTIkZZUEiFWFX3yqrnOqUg7v6+Z7PYGPFn5VNdNZdcey4w/KrV/Z9PgjWStKjzz2NE8abVm8THmM7uGwevZxDXvG2IlEKPLecog9asJgpHqINTkBduBCqaYprJpnMQqigFFMAOOZMfsEIGOZRExaNhuF7feXfCy1+xcSks4M/jI5qZJsQjEgjrUkTpMjGboEzORHqIcfdHYjWzXzj2XFn5VBWmu3Z7LjD8qpDSSWKczrh2sWcZzUcFEGsGNEDb+OjjDZzBYPT68UpitGyE4eWtRxHi+RbRrgou3KDhMi4JEEEUdNymQDCQpS6RdHP3/AEeYG5LcvTGxpOQ71o1e38pKRjhZqZJJ22XjmQidI2iUqhQUKoUTAJsjFMAjmHXmDXTW72XGH5VAVmt3suMPyqUrY2nr/wCv8SVflszlHz9mjb207sg8Pmliy+EF7St5xOLba9LreM4hVZvLsCS+uJIFdh9k6ybGblBqkcy5BSAoolImYwdy7wrvFrhniXc6FhSy9yusZ20yiiDJQzpxEtbhbLJGahlpavV61YDFzARMob+Qbl66aEctnsuLPyqAtNh/+Ay4s/KqenS/Taay/wDX+KLU9pzq/wCX8jRPFaPuSBwDxnwbmsIL8uO+rjuyQnGq8XajuSaS6Kr0jhq7I8TTM3IKLVNJLVHUIqUzcCEIPuaWyXSptS6L0wKlIW14dzMKFdRjyQhUNEFpWOQeorPGZAMIAJlUE1SAQRAD56Aj71Za1s127OZCIf5w/Kpr5rd7LjD8qrDVKU4R23CU6p49zTW/yXfjPi/eMxhDh3fEO4kMF5a3WU3M208gCKSZnSR0mhVXiSZyqAVQdE4l0MxOJDDoHEtWD+HEBfhzwOJMFfktMTNkr2YqxCy31uWzZ0KZIgKsmgPCJA5OdQiRRXTO4UOKJDFKikXINwBXmt3suMPyqa6a+cey4w/KqKnZTpWEPPVt/PQmcp5z7L4NHLlwuxzxHwhue8JSzHBrsg4yDstGLk0TlCYYRj5NeWXBPRFRVB4cg5Jl95ZJEClz1gZ0XdbD25MH8XFImGxUvy+LzYRhJibkbMfQLUEknhCN42NjXSZFipIpqOFQ1aa3aoZZcTGKFbt62a6v93suMPyq4FWZER/3ey4w/Kq0yk1OPj++JHuth2NSMTrAvRwnjrYatnz8rdmK71qnZ822YqKM0I9Fm3KgCz0v2TEGTgrpfQWMmY5j5ogqofRrwd8NUnl+dLLDSMsOauS8b0ZwEPEOY+3Xa5FHasOiUouJAiYt2aaaokX+2VTAuRjBmNb5irNCGWz2XGH5VeRtbDlO0b1vS+o1Myj++XTJ3IpLv9JFI7ZqRsmCIFQAxQEiYCOkY3vZ5ZB1U2cnhEb8jdNWy5WTlaTv3GpOJWBM7JoY3zcnhtIz8s7u+wxblPFqOyTTJqWJF5qiiQQURMYioraICX7HI/8Ah9VmKNi4vx94XmvZtpuEoOIxbirvUXcQLuRbKtlYNBIXaDJuUFZD2Z4UqoooDpa4pTCOZDCG7Oumg/8AwGPGH5VNdNdgR7LjD8qkOI8/2/xImkod/H9mlzvDNC5rctK24C2sULlbSeK7Ccva5rqgnEavMnUYuCuVQaKppKtmpCkbNhD2dJEEzFIQxxA5w9Te9i3gNidLm2W1lySxLhSO6t8jaPUMSS1tvNkAI2IADrTlVQEggQB94ADLOtp9dN7vZf09rPyq5101l1x7LjD8qo6W6aqdbcrYf/VFoq2K6asYh9G38nU2+0mUbEjmACLeUJFJJ5rdqa4JAHvZ59hu3qGtOujta87abmwEMYoPEaVuuwgdto+2oSz37aFjHixVivph1KKkI2lXSpDKmFQi4lH2g5UUFFTCc27YrTQdezmXGH5Vca6bzy2ey4s/Kq32nUszNK2aFRl7mjtjYWX8OMNvY23tg9KI4YXRdS0tEWCBVVHVoyrgqSba4HzEmaYqKiRQ6qfWDIzjW5aeuOXpLKYGumKvnDGxrEmT3Wv0hHUwWYb286TYtWjOYTXVdryZkwbGMRFJdIE9cKo6ZSAT3q391s0IZBHssvrD8qvIYcYcJYXM5xnb6R3BLgn5C4nIvH+mJHL1YVVSE0EC5JgYcigOYgHaYe2pSnTVTolrvpa9vgtf5Uve76RD+/k1Rt6yrsir6mInGiOv6TKxxFd3ZFW3aVpPlULkeHdgpHvpGc1ZWgpoE1IJtjLtyJA1TBYx9EpC9k5wqvNrhjiVc6VhSy1zusZ20yigDJQzpeJa3C2WTM2AAz1er1q2kXMoiZQ38g3M100H7vZcYflVzrZvd7LjD8qrRNDpay+0/gVPamdZ7NfJpxa1puGON7RLDq070k2dyXLMzt0sb8sFNJG35IpFhayjKZM0IVY6aogikUHDsRQX9wSAQRrrujXZ0/b8ph3G4wROIMjdllKuWMbbsTab5nAxDxcFSPZl5LLEI1k3ChDqnMqVcS/2g4JIHUMJx3XFaa3ey4s/KoCs12bOZcYflUomjDDAVPb89y8MuyoY4P7ZJ/VF/ISrnXTW72XGH5VRMVZYHUhoMmYiLkukAujBkOpT7Ps+vqy/h/8AY1IkniMfzWQvaTKNxDw+um54Z3JI5q27GunjuJXTAyqLwoMh9tSEqhClKq2KZQhjlEdEukYNb/0a6V9jZ0Y5jv1sLh4NrtSGLcJ1xSNOguoKhowrgRVBrqBTA4lyQFX/AA8zAqNbpGUmRASmj2QgIdf9sPyq6GxbMYYbWpGWLZNuM46DhkPZ2TXaS62qTzEctNQhjm6xHrMYRrNC2W3rHyvnyDVTTp2eHa529xzjO3IN3OSCMgs3aJCoonHxzh84MHZkm3bkOqoPX2EIYf5Vq5gJdV7WD0Em5bfw4vb9e7bil2KUHIW2+bPVZZZY+qMCbhIoqpaxcih1S6SZSaekIaBgDanXTW72WX1Z+VXILTXbs9ln9YflVNiVUsnHafsqqhpwY8wtsyI6OmBELajjaL4ltxwGkFmMe5funrtQwqOVyoNyKLKnUXUUOIEKYfeH5BWN+iPeUXhz0RraUxDjrjtRa2U/YpdG4IF+ycFeLuh0QTTXSA7jWHXTAopAcBMcCh7wCUNihWmhDLZ7IP8A5h+VXS3RaTS9WjJhc1vsH7dhItJZumZ+sQpXTZUqqCggUgaWgoQpgKbMuZQzAcq3LdTbzieWnUwlFMK7WuZq+6jLvsrAPETowNrEueTu2feXGxt5dvBPFIt00mHjhVF0rIkTFo3BIjswqkVVIcBQMAFNpJ6fo7ERlOi0+xEtiQtG7bkJcDxtNWyvCW69kE5BUItq0O1WVbJnTZnBZoHvODJJ6CpTaYgU+hsvrZoOrZ7Lq/zZ+VTXTIf/AIDLq/zh+VWNj8XTqobzaWBp1bV3k2+bxNRsBcPbh6JElHOr9hJ+Sj52w4GJduLegns0ZlLsVHZ1m50mKSqoJmK89xYSaAikYBMURIBuD4cXvJ9HG6sI5GxriaXPjm8u6cb6tqVVlb6jk6rpqhJLgbJATlFEnYb7Qxy/8Odbda6a6h2ey4w/KprZvt9gZf09sPyq1VNbbdndd5Craq2sYh80oRrPfAS3SSlMMrKjbNu6CTtyUUn7peTFvPI9GOOlHuG5GyKrlMiTw513WQGbHVJoJHPp5CQTeZ2ReFy9HaweiYNjXQ3uyIXt6In3asE8SiWTKLdIKrPU5E6YNHBTptC6siSplDGWKAkKJVAJt9rpoOv2Blxh+VXILTe72XGH5VFKcrNpvisP8GLQlooXBl4dgVFD/dFPq3P5564Feay+HsuMPyqjilZb2Y+qZMzB7S4zEXRg69cfP9mPzz/7dlWCzc7ulQ66b3ey4w/Kprpvd7LjD8qkFkupUOum93suMPyqa6b3ey4w/KpAkupUOum93suMPyqa6b3ey4w/KpAkupUOum93suMPyqa6b3ey4w/KpAkupUOum93suMPyqa6b3ey4w/KpAkupUOum93suMPyqa6b3ey4w/KpAkuqGD+Cx/wBKl+AK4FeaD93suMPyqjh1ZcIlkCTFmYgNktETOjAIhohlmGrHL/UaQSbnd0qHXTe72XGH5VNdN7vZcYflUgsl1Kh103u9lxh+VTXTe72XGH5VIEl1Kh103u9lxh+VTXTe72XGH5VIEl1QwfwWP+lS/AFcCvNB+72XGH5VRw6suESyBJizMQGyWiJnRgEQ0QyzDVjl/qNIJNzu6VDrpvd7LjD8qmum93suMPyqQWS6lQ66b3ey4w/Kprpvd7LjD8qkCS6lQ66b3ey4w/Kprpvd7LjD8qkCS0awrWXBWmt3suMPyqxHXb0Vic63gZdg/gsf9Kl+AKtHsqKD+Cx/0qX4Aq0eyuDxZ0WBzSlKFFKUoBSlKAVDD/dFPq3P556uqGH+6KfVOfzz0JmXUpShRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXFc0oBSlKAVxXNKAUpSgFKUoBUEd96k/qi/kJVfUEd96lPqi/kJURGX0pShTiuaUoBSlKAUpSgFKUoBSlKAVDD/dFPq3P556uqGH+6KfVufzz0JmXUpShRSlKAUpSgFKUoBSlKAUpSgFQwnwWP8ApUvwBV1QwnwWP+lS/AFCZl1KUoUUpSgFKUoBUMJ8Fj/pUvwBV1QwnwWP+lS/AFCZl1KUoUUpSgFKUoDgawrWahrCtd/RzOVeRk+HZOlIlkcJd4QBbJiBSlRyL7odQZkEf9RqwI50IZ7ce+BHl1gfpMdKRDos2HY9wuLAkruG5ZZrBEZRzgE3BTHbqHKZMokNrTiKZSgn7uYm/vdWQ+EadP6SCzXiUxgHLNcVE7yCxWdhNp1u5F1ImRKsURfgQEyIgmbM6mgIEHLPMB0g4bUt7n9faOiphUzmvJ6G2ez3e/HvgQ5dc7Pdb8e+BDl1pRip018cXXR0vq5cP8DHVt35ZDx7E3cgvcLFf9UzkIVRF4mKiQpyBDkOAgUhA6wN/eAAMa6Y6euI2HuHVnnv7o/oo4hXQgq/bw617x7ZkMQggkc8q5kDFBBoVQ6glIicMxMAl0sxKBpOPLnOHbywjDfPbHz7RuRs53vx74EOXTZ7sBD/AH298CHLrwvR6xkY9IHBu2cXo+AeQqVwtTKmYOjgc6CpFDJKFKcAAFCaaZtBTIukXRNolzyDvbpuG9om5rYjLbw+27DSrpZGdlAlkWwwqJUhMmtqFA0nIHP7glIIGLnpZCFarmirZqW7mRRUpWB3uznYD8ce+BDl02c73298CHLq7IP+daMfpEulBLWg0dYHYWYnRlnXYWBdXRLyy0km1cINECiKDBoJjlEXjpUClApR0wSAxgAQMFYdcWNU0Os3Z9gdgGe3HvgQ5dfmjFLNyCmlMvSgJjHENFEfeMYTCP8Ah/xEa1YxH6dL6wofBlvZ2D8tiNNYu2+rKx7WOfFanIqRuioUpgMmbIgiqYVFB0QSImY4gYAEAhwS/SCS2Jtz2a1vnAZ7YFrX9Fyj+AuJ3cSLorlWOS1jwgoFSIciZNFXRUMICcClECZCOj0aabWkzyn6ZlXScYpcbm3Oz3W/HvV/6EOXXGz3XZtx74EOXWqNjdPt/dFwQD64sBZu2MO76LIksy7XkugoaWXakMcCLMSEFRoVQqSugYxjZ5FyAwGExfN4f/pDsWMS17XStnoey4lvqLkXdsGc3c2QLKOmJCmcokE6AARENLIq59EDD2F7copcwrpS196OzsVqGpzwN09nus+ubfeBDl0CPdj1hOPfAhy6+dcJ0uekLcXRZxYuzGjDy4o6HhHrtkhddt3exj5JJwMqi2CPQBBuYUjoFVMHtQkMVQEh+ZtKsvY79MXG/o7z0bbifRTcXTByT5rB21Mnv9mR/cDg6RMtBiRBRxpaQiBhEuXYYdHSAKktpPWI+vbjkIx3Nroba7PdCGW3HvgR5dNnusshm3vgQ5dal41fpAJbC2SuFvbvR+mLrjcPSR5b/liTSLJpCOXYogm2bmOmYXygCtkYCATL3R/uiJi9RiZ0nulvbnSxt/Di0ej7tK3H8ZIrMos91RiBp5BMyQ7Q1x0xO0FEDCGoMYdPSHtyAQUt1NJZzGGSnzrgRqFPA3M2e7+U498CHLps92OYbce+BDl1pxDdLJjYSeI8lDW5fV7XbM4uvbFt21H1xprpuHyCKWYNVDpFLHsgARMYBBQCCOYmEDDo/wBXN+keNZNhN5y7cA5xreTS9wseetFtLJOnDFydE6yKjdcieg7BQgJgUCgTMxjAAiBSieKqVO5PrH2upXTeHv7TPszcUI90P78e+BDl0GPdh+/HvgQ5dYm6NWP8xjrFXQjduGy9iXTZk4eCmYVSVSkiorAmRQokcpFKU4CU4Z5B1CAhmPbXnulL0uGfRzeQFswVkJ3fdM8i5fEYuZ9tCM2bBuAa105fOQFJAukYpCAYAA5hEoCA5AZVVsROcRz/AEKVtTGRnrZzoeoZx74EeXQY9185x74EeXWtROnPDtsEsNekTNYZTTKxLyXM0uKSBcqo2uprBQTVUTAuk5bmXKYoKkAvuaJtHSOVMfI3T+kMuNOLiLiwy6Nc7dUNeV1pWvZLx9MkiBuLSSETO00lUDHRR1gFKQygAUxRExjJiUxA05TaeKcPjb7Cuk9U+xuGMe67AnHvgQ5dAYOt+Per/wBCHLrUmQ/SEjA4fP3N0YKvYvFBhdX6oHsU9wNTk9rFIFwWNJaIIkaggOmdcS6JBAQH3ftK6df9Jiwa4IwOLq2Ccm7eyd8LWO7houbRfgVyRIygKsnSSYpvimDVlLoAUBMYwAYQKAnktzGUYb4jjiiRhv8Aifpm53sDoP3498CHLoDByP79e+BHl1p/LfpDZe3sLZe57mwBcRN6wl6p2Q9tx3dbNJg1dnRBcqq8ucgN0U9Xpe8YuWmAFzyHTDsMQ+nXeGGNmWipdGATVtiBdqbyRJbZ78jix7KJb5f25eYEvsxCKAYmrAQyMY2jpaWQGNxfh3U25XLGBths512bcfeBDl1zs92P77e+BDl14Po94ysukDg1bOL8fb7uFSuFqZUzBycDmQVIoZJQpTgAAoTTTNoKZF0i6JtEueQYax76e9vdH64sRreuqx1VlLLaQTqL0ZUiZ50ZA5inIQop5pCiCahu0+kBDZ6GXXa5oq2KrPAUrbW0sDaEY92H78e+BDl1wMe67duPfAhy607xL6WcLiI/TtyDaXSwg4/F22rJZ3FbFzlZqSLhwmK62sDUGzbpiAJqI5jrQN1HJWCHLlwUHeiuoGr6ayZSZGH3QHLMA/gA5jn/AFGr6dNVdUO3+af5INLZdSyv2qf9p9O9nuw69tvfAhy6bPcgPxx74EOXU10LKoW5JrJKGTUI0VMQxRyEogQchAfkNaD9D3pY37hzghg/B4j9HqZicOJg7a2Y2/CTjdxr3qypyJHVjwKCyKJlAOXWmMICAFMAG0gCsU/lU6Vio7z3lYEf4pVaz2PoDs52PVtt71/+hDl02c6y+OvfAhy61BQ/SORD7HWKwyiMKl3lpTF1Gs5ncxbiag8cvS5kOsjFaOvUZlWDQFyBgTAAMOekGrHbudlk4ODfTaxNJNi2UcnKI5dRCiYQzAB/h/AalVSXp/6j/pKl+f8Ap5n97PdAHxx74EOXQI912jNvfAhy60nsj9JsvLoW/dOIXR3m7Nse44OXl2VwKTSTozg8ajrHKSLYEiGOQTCVMipjEA5jlyL25d/g9+kXib3e3qhibhWvZCVn2p+uR1WlwNpswsANomSckQKUWbv3k8myn2nvG0gJkGltzdbp86MiupymOZtzs918px74EOXTZ7vPqnHuf/sQ5dfPG+ukPi9iVjz0epjEHo7SGHtukczV2Qqy0+hJOJZsjEqKe83RIBmpwTOURKpmYBUyy90c9h4jpkJPrUwNumQw+FiXGZdYiiZpYBLCopIKLGVMcUS68NEgdWSfUIjmOQAOZaW07XjzmmuRWoqSV5U8lJsPs92H78e+BDl1wDB1nltx9n/7EOXWtWFfTRuTE64Gs0To63VHYRzJ36cNiCZ6kskqVqU5jLu2QFBRm2MCSoFWOYwCYEy5ZnHR8zg1+kYisWMXIqwneFDmAt65WUlJQM2efbOnarZoQVNe9jUy65gkokQ5iHUMOl7mhplMJi1Npw9J4IkWnkbeBHOw7Zx6H/8ACHLr80olZI6qicy8Ayx9M/uI9ZtEC5/4f8Ch/pXzr6QHScxKx/gsMBjOj/J2/hfdmJ0EhBXi8nUDrSYJPR1ecYUoLIgoKRjFE5hDIgCGekFfRqSWeNo906jmXtjpJEx0W2sBPXKAURKTTHqLmOQZj1BnnTaaodbybUZ2SfLER+ap3T7/AEfxs932BOPfAhy6BHuxH4298CHLr5v4IP8AETFjpc3vjpjH0Ynij6yJQzEssviImdCxSNY05/Y0WiIADzWnOJjHKUSAZcTZAIHE2SbI/SarSyNv3TiH0d5uzLHuODlpdlcCk0k6M4PGo6xyki2BIhjkEwlTIqYxAOY5ci9uUTlJ2mJe5O6K1+WyuC4m7Ax7r5zj3wIcugRzoR+OPfAhy61Hien5cTGOuF5ir0dZex3CdkO78tNu4nUHYz7BAgmMRQU0wFktkZIRTOBzFAx8wASlA/iWf6TbFCZaPHkB0LbgWI2tQl8ALy6kGYDBABwWem02+YFBRMQSKAGMsT7QAKAgA2Hh5n9PoEp84faN7tnuw/fb3wIcumzXW/Huf/sR5ddXYF4xuINj2/fkOU5WNxRjWVbFOICYqS6RVCgOXVmAGABy6q1KxU6THS1tjpbQeGFpdH8JS3nUfImZxg3TGobfRSMl/vEFjpCdpqQEQ1BjZn0uzMAEF16i9Nq9+Ft/nQymqqNtYWNydnus/jj3wIcuuAYOhDPbj3wIcuvmnhb0trq6PN1dINVHBSau20YjFmUkbmnSTCTNvCN3TtJskCKZymF2sY4HMZImhkGgIjkYTFzdjf8ApHYXCTE2Ss2HwrWuaCtp8wjbhmv1hbMVknTkSiZBgyUKKsiqmmcpjkSEBKI5H0C5HG0zWqGv9yUcYXtOJqpOl1Tk2unmBt/s918pt74EOXTZ7vfj3wIcutO8TulhH4I4p44XcrB3pcJ7JLZsUaCUuENnK7SKY2tZNNQPs65SiOnmc2tEpQzT7ay30a+kbduN05fNq33gu/w4nbJXjyrsHcqm/Mqk8QFdExjJpkBM+rAomT94S6QAI5gIBKE61Kyx7faFX4OH5mZp2c63498CHLps52HXtx74EOXWKcQukZD4Y4123hbesJs2Fui35OXZXIo7+yF0wAFF2gogTMBBuIq6wTh2AUCiI5hgd5+kduB9ZbGbsfoyz0/Ont91ektGKTiTJtFW6mosVF4q7UREBUWIiCpECp6QlN1GMIABpTWmpWH+fpl2Hh55/g3OFg5349/poIcuvzRiFUCCmnMvQATmOIaKP94xhMI/4f8AERrQm6Okc0gukaTpNNbXersj9GpO6U4VR0CaigKShFE0TqkKcC/4gAJ9EcgzHLtCs+310yLdw2uOBi7wtNy1jJGwHd+P3xHgGOyIgCeTUqJiF1xzmU0AHSJ72iGj1iJa26F+WN7cHV/FmYlwt0c1T/JGfRj3Yds298CHLps9327ce+BDl1rN0XOm276Q2I8xhnP4Rns+SYwiNwtTI3G2lwM1OqBNW7BApRYuQ00x9nUzUABNpAXRDSy70gb0xKw/wwlLlwow6/XOdbFNosdroR2oS0DCdxrFymIbV5AbV5Zm7AqerU/Sp2qi0JVVbKxwPebPdD1bce+BDl02e7H9+PfAhy60jwh6cmM7Po9WddGKWCL2dvC83DGHssGM4xKe8naoKCq4OmkQpY1JMEy6YnKIBpgOQBmIbFdHPHt3jhD3C3uawnVj3jZ0upC3Fby75N97EuAAdMyblMpSLEOmYpgMAAGekAZgAGNt01Kp05rHt9oyqrKrXAykEe7yz2498CPLps93vx74EOXWHcf+ke/wimbbw9sPDCUxFxCu4F1omAZvE2KXs7fRFddw7VASNyFA3UIlHSNkHu55hhuQ/SMPFMLsLL4tTAwz+cxQXkkG8VK3eyh2LQ7JYUVSbRclBJRQ6miCaYlIY4Z5AAgBTYpq2lK1jzozbpg3G2e77QnHvgQ5dAj3Q/vx74EOXWtN99L3E+3pe38NrO6MUlduKLq3wuW5LWbXO1RRt9pmJAKd+KZkl1ROGRSEKAmDrDrEAHzWOv6RVDCfZrW3MFpOWk/1bRuifYXFONrcUg2y3+C2V14H1j02R8mpM1BAuZQP1gFl9486O5EpcLSfOpt2LB185x74EOXT2B0PVtx74EOXWoOJf6QuctqbNFYb9HKdvQErCZ4hOVFJhON9hjFkzqq+0gdI4JmTTKQQAonE5jiUAAS+95eV6YnS0ksfrBiLL6OB17auu2V5dhBrXbGpKTLcxEFAfCudLTaigCgl1BhzU0hHLqDKw3Vscfn6ZltKna4fH2jebZ7vPLbj3q/9CPLps9127ce+BDl1qdKdP9yTEuMhLawInJTD19e7fD1S9lZVFoQ00oodMybZmcgncJFEnWrpkDqMHUIFA3kJHprMMEm1+XmNoX9eRn+M72xNlOrhK7Fqog2KIGjUtQGqSOYAArXMR0jCOs68qzS3VDWDX1/JG9l4PzH6ZvBs90PVtx74EOXX5oxSzdBNujMvSpplAhA0URyKAZAHWnWKujVj/L46xV0I3bhsvYl0WZOHgpmFUlUpIqKwJkUKJHCRSlOAlOGeQdQgIZj2157pS9Lhn0c3kBbEFZKd33TPIuXxGLmfbQjNmwbgGtdOXzkBSQLpGKQgGAAOYRKAgOQGVVbETnEc/wBEpW3hkZ6GOdB17ce+BHl02e6+c498CHLrTuU/SNrHtvBuTsvACeuOZxkYyBo2GTlUm6jd+2VKjqRUOmJToGUE4+0joAVIusEnWJS9ow6e8pdVlWOOHGActcuJd6uZVsSzCzjdsmyCOUMR4qrIqE1IJlMAAQwlDTE2XUOWdq2lNrqVzQSXz1Nr9nu/nOPfAhy6DHug69uPfAhy6+auFuKdwLx95XLfMTd9nzF9dJKMtp2wt65Ct14xyCSZTIKuwSOV0gXV6CiZSkBQuWRigIVl2P8A0kj+QvmQhCdHeZC1oG/AsSaufbqOpauFXRkGp0kTJAdcx9Ax1EyiGqLo5mNplzqTaWrjTNUv+5EqWzM5fb+mbmhHu/nNvfAhy65GPdh+/HvgQ5dakSn6QSTJcAzds9H2amcJiXUlZ575CcatzrvzKgiYWsecutcJawwACgHABADZ6IlEtbX3QqohbkmsicxFCNFjEOUchKIEHIQH5DXP1K9j036sWU+yf0aVM1/6bxKAj3WXVNvfAhy6/NCJWboEbIzD0qaRQIUNFEcigGQB1p1oF0POljf2HOB+D8HiR0eZmJw4mDtrZjb8JON3GverKnIkdWPAoLIomUA5daYwgIAUwAbSAKyjLdP5cmJkbC2zgPOSuHry92+Hil7KyqLUhppRQ6YkbszkE66RRJ1q6ZA6jAOQgUDdWmq9hX+/jFdTFMNbTy8+GbYbPd/Kce+BDl0CPdj+/HvgQ5daIYO9INrgNCY3OUrVlrwuS5Mfbhg7Yt2OOBVZB8dNE5UxUNmVBINEROoIDogOeiPZXoZT9JG9tnDQl53V0eZhtOtcRV8OZS3GM4i+WQepIiqYyCqaei5NnoEAgAUBMYdE5gAM8qWraJ9Y+0bdLVTT1a6T9M3O2e7H99vc/wD2Icumz3fYM498CPLrVBr0/XSGH0w+ubAuWjsTGF4EsZnYbWZReqPZZRIqqZCvSEBMqegbM59AQJoj/ezDPsLp6bdzYfYYJT2IfR0uG3MQXlwjbTC0Hsu3K2er6ALC5SlMtSLMiI6SjnQ0CHAxR6iiekwp4d4+0RLaaS3+dmbP7Pd5/HHvgQ5dNnu88tuPfAhy608L+kcRV6PTfGdvg4c0uveR7JNFHupmnEpvCgJxXGaMX2b2YU8sltHQFT3QHR+0rZfBu877v+wmN1Yh4cpWPLvTHPslGdbzBAQz+yVK6bgCZwUJkYMuwBrTTU7jMpRvPWjHOsvjj3wIcusR1moawrXX0XiZrWB+uKGBSOMbrCafc3KeMJh5cDS5/ZwaAuV+ZNAxSpCInLqxzMA6eRsgAQy68wxnd/QUVm7ouy/bRxlkbXuqUvJvetuSaESk5LBuytgbuEzoqqCV2msQTCIDqwDJMMhApgPstDsnR4lkcsu8IBmyQgUpUci+6HUGZBH/AFGrNnO9+PfAhy64OlJu+f0/hG08Hujlf7Zr1EdDgrTAbEjCyfxOezt2YrGdurivB1GpkOs8WIBCHI0IcCkSTKUoFRA+Qe9kYoCAF6PpE9AyHxxjsOnkZiASCufDlkWLbSMjbbObZvmuqAhiuGDjJI5tIoHKIiJS6R/cMIlEu0Oz3e/HvgQ5dNnO/nOPQ/8A4Q5dRqXtZqI5WXawTaUce8T7Hm8KbUvOybJY2/f+Iy18zjfS9omVIlrGFVzH3SEbNigRIhS5AAZmHqERMOYAH7XZhjZN8z1sXLdMILyTs58eThHAOVkjNHJkxTMfJM5QOAkMICU4GKP8OoK77ZzvL4298CHLp7A73498CHLrVX5OWEklCVi7LqHIPlWutq9CTCQJvEC6cXLet3EievydcyppGbt5sdaNaHIVNBm3MfWCQEiFANMolEw5DkGQVnz2B0HVtt94EOXQI92PVtx74EOXWdlTO6Cy4SNdsMuhqGHM1hHJq4mOZtHCaMuCHbJOowpTvmcgcdQmY4K5EFBPRTz0TAoBQHJPsrrrY6C0VA2lhHaL2/zyDbCuUnHYgaNMmWTZyXtAHaCGvEUQKVcpdPM+YEH3Q0urZoI50PWM498CHLqZgg9coHUPMvAEqyyfURHsKoYofs/4AFaq/JXefzPu2FU6ZjP6j2NW7C6BcrbcvBNL06QM3eFlWG3kELGttzDN22xhcpnSKo4cpm0np0kjiBBOUmiPWXRLmQc7dH3CT/YVg1a+EgXGedG2mYtNonb6gV81DHz1emfQANPIC6RsgAOuvbhHOg7Jt74EOXTZzr5zj3wIcujbhrXHfx6smLT0wNbn/QnQedHa8MASYlLlLdd1r3OWUPElN7IJ5FN4CGpBUNMABPQ0xOAiJhNkAZEDz+JnQtx0vfpAh0gLc6XAW9IxjdRjbjJawWkknCtFC5KER17jQFQ2ZtJbVgoIGEuejkFbY7Od9f8Avx74EeXXGz3RRyGbe9Yf/ojy6lK2Yh4fSXsiy2mmsZfVyzUfF3oC3ZiNMX4jbPSPfWraOJwtnt026NrNH5HckgmUCukl1DlO3ATpoqGIQAERKYNPIS6GZlcA3bzGDDzGCUvlVy/sa23kA5bkYFIWTUclSAzgTaYikACmY2gAGzExfeACjpZT2e6yz24+8CHLoEe8zy2298CHLqqySTww6R7OCNbSh+YP4NX5PoLLngJQ1r4wvrfvEuJEjiNbdxN4dJYYlZ5kVRqq2UUEjpPV6RRERJpDoiJcgMQyD6CaTFS0Z+48WpC4bsiMQAxCuOadRaZBnnpUTJJolRIoBGqZC6GgAaYFADgAABg0doNnu99vfAhy6BHu9+PfAhy6lK2cHp2j6XQtT2sc5nnM+7Mc4S4HlwpvzE+8m90LSKGI04jOAwO21ZY5QqBUlCgfTMKonEulnkXIAKXLqzHHPS26FMR0nZy070j70Rti6LSOqm2cvbeazrBy2UDMyS7FzkmoIGyMUxhEoZmzKYRKJdjNnO9+PfAhy6bOd5/HHvgQ5dTZTdLn+nDko9ip7M7zXSf6H1w4qRVoWr0hcdZi/rZt8iy8rCowzeFbzj7T/s51vYhIJG6BOoqAZiJwA4qZBo1gTpA9Hy9MIobA/CGw8XpHVKYtpqWVJPYZN8vajMzVYStR1igg8IkbSMTWAX3Q0R6iBX0GCOdb7e+BDl02e6zH/fb3wIcurnZ5y+s+aGcojWN0qDTq8f0bMPf2GTmFu/F5/LYjSF0hd7y8ncE2URcPdEqWqPGiOqFtqSgXU6eWkACIiT7OvYRHQ6vZxFYZx+ImPn6ymw0u1vccek1s1hEMQaoIGTSYotWglKiACbS1gipkAaJSl7a2U2e66x2298CHLoEc73298CPLpg7OMO2HDAXah7++JrXcvRCxG9sxKeYYdIobRTxNnyy8mzd2YxmmgtzM/Z12qiLswgoChsjCYNANH3BIYPerHFw/ouoKUw+sGBi8WxbXVYrl+uWXkbSYyUW7TeKnWWR2QqPs6aZVDaSZAMYhMz+6YTAJd29nOsvem3oZ/wDoQ5dNnuxyHbb3wIcuoklEPCI5W9jU4ry553Cm1LzsqyWFvYgYjL3zNoaXtMypEtY0qgCPukI2bFAiRClyAAzMPUIiYcwAMOY4dBvDfHrGdnjDdsk5Ko2tV/bKjAiIGKqK5FU0XQHE3unRK4XEC6I5mFMcy6GRth9nOh6tuPfAhy6BHut+PfAhy6tSVb2nj92JQ3Qopw8Zq5ZHQJhLEwswww3isQV1XOH99N76fyq0YAmmXSesAyYp637EBKYhSm01BKCYZgbPMLFOhC3V1uniSoGuxrLjCfKIDtL2RwfbdnZmv/X7MPlsts91vt74EOXXOz3e/HvgQ5da2nO1N/8AH8URRGzFsPf+T6nMswLJxrqOOYSg5ROiJg7S6RRDP/8A2tQMOOgNfsE2sizsUuk/I3th1h+9Qkoe021rNohMXTcwmbiu5TVOqumQxjG0DiOY5DmGXXt7s51mOU498CHLoEc63298CHLrCSpq2s7dsH3D/JbORqRY/QCn8I8bpjE/B7HsLYhZ+WNIv4o1jxj6RFFU5TuGaUouBlUUDnL1FKnkUNHMDmDTHbK4Ycs/BSMGqsZIsg1VamUKGYkA5BKIgHzyzr9dnux/fj3wIcumznfaM498CHLqOlVUL03ga2ntbeZh20Oi5b0T0VW3RVuy43s5EhCqwrmURRK1XUKc5jgomQwqAmYgmDRAROAaAZ59lYtwZ6Ak5h5YNwYN3vjolc2HM/ErRysBF2RGwahljlKUrtd4lrF3CxClLkY5sxMUomEwBojtoMc7y+OPfAhy649hdZdc298CHLq1LadVTd6sTNP40qlYK5qPaPQUxTa4i4eXVih0qXV+QOGbd4xhoRzZ7dmoVo4aC2Mmd2muJlDaAJ5qKFOYdD5aQjUlq/o+b3ip2xo66+kw5uXDrDxd8EHaq1otmqyLRygqgKJn6KxVDmAiuQqGIOYhmBS59W4mznfaM298CHLps92A57be+BDl1X+Vm/Pks57o5bjWHDDoXYgWI8irXn+lTds/hdbaTttC2YnFNmA+zqlOmRB89SETvkiJKHDQMQgaQEMXQAgFHp+j70A53o+zz+Mt/HYrvDqTO5Tf22NkRiMhItFNZq27uXABcLFJrB6ygT5gTVgOQbbbPd78e+BDl02e7yH/AH498CHLpCbbd5UPfxDcqMpk0xS/R54is1LLtFLpWSLnDHD66WtyW9ab60myyzbULmVIgaQKsRVTIFFCAYxdEAMGROoADdoAy6s/lUWzneYf77e+BDl1O1QerOHaZpl2AILAmXIiPWApkN1/Z/xMNVy6dmd/Nwp7E/3Ty5Y/Jh7CPAK47Lk8bF7nmI1RvifczmVjxYCoY7Zoo2IiAKgcpQBUBAwiBRMXqAdLryCmzui/b0P0V2/RWu24Hc/EhCLQjqTTSBqsoVQxzAqmQTKAmYgmASAInANAueYdVZiCPdD+/HvgQ5dAjne/HvgQ5dc1Qtl0ZNJdLIsxUqllPc1MjugbdMtDXKli/wBIqSv2df2S5sO3JBa3kGKMCwXLkc/s6Sg+0rDkQBVMcpjFKJTCOYCX26HRGZluhrca17GOQmEw4WO25I4SC5JpFEr0Ta4QKIABgBLRH+//AH+qs9jHus/jb3wIcumznQD1Tj3wIcutNJqG8o95/wDJ9QnDULy30jymCGGx8HsJLSwuVnhmjWtEoRe0DN9QLkEi6IH1emfQ6g/u6Rsv4101yYIp3Fj9Z2Og3Kq1PacNJRGyytSmK7B2KeRxVE2ZAJoD7oFHSES+8AAIGyLs93vx74EOXXAR7rfj3wIcurU9qrbbvfuofuZSSp2UrGuMt0KI+YwcxmwjdYgrAXFy7Xt2e3ljADZaqyyCqaQJ637YCGblzHSJpZj1FryFw/o+7gb46usfMI8fE7NnpZFsaUUe2NHTa3tZE9Wq4ZrOhzZiqT+8BQMOkY+ZjFECF292e7Dsm3o//wAIcuuAjnefxx7/AD9xHl0pSTTTulHLA1VU2tl3Ut83iazYgdB0t9yGI8iriu8bq4hTNrzAqmiSHWaKQ5ClMAmIoQqhltER0ikTBMR6imAMq2nL1AH9Ki9gdb8feBDl1zs92P78e+BDl1ctnzBL2SI7vaeMQYb6WfRct/pX4fx9kTdwLwasbLIyTd+g31xylADJrI6OmT3VEVDkz0uoRKbI2WiPiMWuhNJ3Xdy1w4P4zOMM4+ZtVGzLliELdayjeTiUgEiSSYLmAG5wSMdPTADDkJcssjAbZoY92H78e+BDl1xs90IiG23vgQ5dYVKVspni4j2NS21wjgpm3M1bhegOwBu2j7xxQczTVHCRTCg4IRJGqh2wuhWTeFMZVQCnITVkAmiIZk0tLr0Q6KJ/R+3pPzSi+PXSUc4gxX6mO7JaM21otYdZmzWFMSnTWSVOUx0xSKYBUTOIiAZj8h3BGPdh++3vgQ5dTsEXrlAyik08ASrLJ9REewihih+z/gAVtralt695n3fUiqiN2Hb6Rr10TuiRf/RiEYZxj01uG0k0DFRgY+xY2G1jjIpQcuXSWmu5UAhQLpGOBh6hMYQDRrYq4YglwQUhBqrGSLINVWplChmJAUIJREA+eWdf3s511CM298CHLrnZzrL429y/9iHLrNdK9RbNV0Sn8XtLGTW570LVwwIwzwxtrF1/B3hhOum8ty8kYhFUU3AaZVdYyOcSKJHTUMXVif8A4SCJjABgPkTo74DDgbAzgzd6Pbzu67pZWcuS4nbQjU792cAKXQQTESoJEIUpSpgIgXryyAQKGTdnu99vfAhy6BHut+PfAhy6t5qqm7u+30SFCUYYGE8f+jbdmKV8WviphVjK7wyva2GzuNLKpwiEui6YOAAVEFGy5ikEQOUpimERy973c9ExcVf+A/FmKwWZ4EWp0qEWdrJuJA71lJ4cRkqg9RcOAcJkMmucdA6aoqGA5BABExBKQgkzHcHZzoA6px74EOXTZ7vfj3wIcupTSqVCw8ZvaeJqer0Ebxs5SDlOj/0nLgw/l21qNLRnHjqDbzISrVqAA3UKRY5PZlCAJwAxBHIugBdHIwnhxN/R2q3TfdpYoWBjvJRF32zEIRK8xdltsbsWfi3MBkHhgd6JSOyiA5rZCbqJo6AgYTbfbPd77e+BDl02e7AchnHvgQ5dad3Ld5nn43YynChLKPOhiHDro8S9mY0PcargxSfXRKydoMLZflcRiLUXC7dUyhng6gSpl0tLIqRUw0Az942dd1cmCSdw4/Wdjr+syzY9pwslEbLK1KYrsHYp5HFUTZkAmgPugUdIRL7wAAgbImznWeQTj3wI8ugxzv5zj3wIcupnM695n3ZIUcYnlEexp5K/o+r1PMmY2v0mXsTYrC8yX7BWutabV1syVBcFhMDwVSrHSzMsAJhoAAKBnpCBhP6tl0HG7eZi5NTEpVVOMxbfYqAhskABQzguRWQjrhDMg5DrsusMw1YZ5hsxs93vx7n/AOxDl0CPeD2zj3wIculP4JKl4fr+K6GqntztZ49H9sxzhLgeXCm/MT7yQuhaRb4jTiM4DA7bVljlCoFSUKB9MwqicS6WeRcgApcurMcc9LboUw/SdnLTvOPvRG2LotI6qbZy9t1rOsHLZQMzJLsXOSaggbIxTGEShmbMphEol2M2c7+U498CHLqaNQeu49s6UmngHWRIoYCkRyARKAjl9n/OpsJ7Ln+mI6R7BOJjMwja/RgutDErDPFbEPGt1eU7h9GS0eoorbzVgm+M9ApSmTTbiUjYqRC6OjoqGN1ZnDLKsfIfo/Ze2G8RO4W4/SdoXzb87NyMVcCcEi8RSjpNQTqR6rNZUSLAQRzKoY394TG0c9HR242c6H99vfAhy6bOdh1bbe5f+xDl1Xdpt4SurlkVptj8KDUuxegPOW5HR36045HuSabYroYpvpMbbI09tcFSEirYUiOBKnpmETawo5F7ATEK7pfoMtj4QTOF6WJrlJ1KYjGxDJMBFAKiCwuyLgjq9d74gQuhrBN2jpaHVo1s1s938px74EOXTZ7rqHbj3wIcujywtGWkR/4roHfG/j/kz5RN4y0bsxxsDA3o99IW576taFxOTuZzYo2e4Yo2w2RdGWeLOn6qZFHBSqmEhAN1FE/WImEBN9XpRiEpGOY5Q4kK5ROiJgDrLpFEM/8A/a/nZzsR+NvfAhy652c6z+OPfAhy6jSfpL0nh9pL4NOpv1P9TPx/JqHhx0Bb9gWtkWbin0n5G9sO8P3iElD2o2tVtEJi6QMJm4ruU1TqrpkMYxtA4jmOQ5hl1zy36Pm9jzAsrY6TL2IsVheZL9grXWtNq62ZLAuCwmB4KpVjpZmWAEw0AAFAz0hAwn3E2c6zz2298CHLqaORfPI9s6UmngHWRIoYAIjkAiUBHL7P+dbTaqVc4e9u9kZeDpjH4/yzWGb6CD1wxmpK0saHluXi4xOkMSoO4EYNJwWKWdkKmo0O2UVErkmrKICYTEARyES5AJDQ2b0A56DnYidu3Hte5nDDERHEp5pWygzB5JezCk4DQSW0EwUU0FAECDoAUS5GE2mG2uz3XznHvgQ5dBj3XYM498CHLqU/jg9O0fS6Fq/LHf3n7ZqzeXQOPO3ZdWIdqYzytrXXJXgheduSDeKTcpwjsGxUHBFEFVBK7IsUBEQHV5ZEDISgYD9fiL0AZnF/C0ls4qdI247qvhvcBbja3LJQ7ZVg2WAAILdKJEdSRqZIpdJEFNEygaY+6Jkx229gdB2zj3wIcumz3efxx74EOXWVSlTsrd2iI6Iu005z+5+2a2h0YOkOhg0lhY06XLZFwRYzZRYMLoPZZogUBS2cWMAoJlJ8xNpiAhmXRyrJfRpwNQ6OmE0dhejdC8+Zo4dO1np2ibNIyrhYyqgINkxEjZEDHHRSKIgXMf41kcI9327ce+BDl0GPddX++3vX/wChDl1q93qZySyXyXjWFay4Me73498CHLrEddvRWJivIy7B/BY/6VL8AVaPZUUH8Fj/AKVL8AVaPZXB4s6LA5pSlCilKUApSlAKhiPuin1Tn889XVDD/dFPqnP556Gcy6lKUNClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAK4rmlAKUpQClKUAqCO+9Sf1RfyEqvqCO+9Sf1RfyEqIjL6UpQopSlAKUpQClKUApSlAKUpQCoYj7op9U5/PPV1Qw/3RT6pz+eehnMupSlDQpSlAKUpQClKUApSlAKUpQCoYP4LH/SpfgCrqhg/gsf9Kl+AKGcy6lKUNClKUApSlAKhg/gsf9Kl+AKuqGD+Cx/0qX4AoZzLqUpQ0KUpQClKUBwNYVrNQ1hWu/o5nKvIUpSvSziKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlaRGf/9k=" width="454px" alt="how to calculate ending retained earnings"/></p>
<p><p>Thus, if the company had a market value of $2 million before the stock dividend declaration, it’s market value still is $2 million after the stock dividend is declared. This is because due to the increase in the number of shares, dilution of the shareholding takes place, which reduces the book value per share. And this reduction in book value per share reduces the market price of the share accordingly. However, management on the other hand prefers to reinvest surplus earnings in the business.</p>
</p>
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</p>
<p><p>Let’s say that in March, business continues roaring along, and you make another $10,000 in profit. Since you’re thinking of keeping that money for reinvestment in the business, you forego a cash dividend <a href="https://www.kelleysbookkeeping.com/5-transfer-pricing-methods/">5 transfer pricing methods</a> and decide to issue a 5% stock dividend instead. Sometimes when a company wants to reward its shareholders with a dividend without giving away any cash, it issues what’s called a stock dividend.</p></p>
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			</item>
		<item>
		<title>Retained Earnings Explained Definition, Formula, &#038; Examples</title>
		<link>https://kr.somangsociety.org/2023/04/11/retained-earnings-explained-definition-formula/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Tue, 11 Apr 2023 15:55:44 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=25126</guid>

					<description><![CDATA[Similarly, in case your company incurs a net loss in the current accounting period, it would reduce the balance of retained earnings. Since all profits and losses flow through retained earnings, any change in the income statement item would impact&#8230;]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" 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" width="453px" alt="how to calculate ending retained earnings"/></p>
<p><p>Similarly, in case your company incurs a net loss in the current accounting period, it would reduce the balance of retained earnings. Since all profits and losses flow through retained earnings, any change in the income statement item would impact the net profit/net loss part of the retained earnings formula. In terms of financial statements, you can find your retained earnings account (sometimes called Member Capital) on your balance sheet in the equity section, alongside shareholders’ equity. In rare cases, companies include retained earnings on their income statements.</p>
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<p><h2>Example Retained Earnings Calculations</h2>
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<p><p>As mentioned earlier, retained earnings appear under the shareholder’s equity section on the liability side of the balance sheet. The disadvantage of retained earnings is that the retained earnings figure alone doesn’t provide any material information about the company. However, management on the other hand prefers to reinvest surplus earnings in the business.</p>
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<p><h2>How to Calculate the Effect of a Stock Dividend on Retained Earnings?</h2>
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<p><p>The calculation, interpretation, and significance of retained earnings play a crucial role in understanding a company&#8217;s financial position and strategy. If a company has no strong growth opportunities, investors would likely prefer to receive a dividend. Therefore, the company must balance declaring dividends and retained earnings for expansion. For <a href="https://www.quick-bookkeeping.net/13-9-items-reported-on-a-corporate-income/">13 9 items reported on a corporate income statement</a> investors and financial analysts, retained earnings are essential since they offer in-depth insights into a company&#8217;s long-term growth potential. A company with a high level of retained earnings indicates that it has been able to generate consistent profits, which can be used for reinvestment in the business or to fund future growth opportunities.</p>
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<p><h2>How to interpret retained earnings calculations</h2>
</p>
<p><img decoding="async" 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" width="454px" alt="how to calculate ending retained earnings"/></p>
<p><p>This is because reinvestment of surplus earnings in the profitable investment avenues means increased future earnings for the company, eventually leading to increased future dividends. Likewise, the traders also are keen on receiving dividend payments as they look for short-term gains. In addition to this, many administering authorities treat dividend income as tax-free, hence many investors prefer dividends over capital/stock gains as such gains are taxable. These are the long term investors who seek periodic payments in the form of dividends as a return on the money invested by them in your company. Retained earnings represent the portion of the net income of your company that remains after dividends have been paid to your shareholders. That is the amount of residual net income that is not distributed as dividends but is reinvested or ‘ploughed back’ into the company.</p>
</p>
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" width="458px" alt="how to calculate ending retained earnings"/></p>
<p><p>A net profit would lead to an increase in retained earnings, whereas a net loss would reduce the retained earnings. Thus, any item such as revenue, COGS, administrative expenses, etc that impact the Net Profit figure, certainly affects the retained earnings amount. Thus, at 100,000 shares, the market value per share was $20 ($2Million/100,000). However, after the stock dividend, the market value per share reduces to $18.18 ($2Million/110,000). Thus, stock dividends lead to the transfer of the amount from the retained earnings account to the common stock account. Beginning Period Retained Earnings is the balance in the retained earnings account as at the beginning of an accounting period.</p>
</p>
<ol>
<li>The specific use of retained earnings depends on the company&#8217;s financial goals.</li>
<li>The “Retained Earnings” line item is recognized within the shareholders equity section of the balance sheet.</li>
<li>For example, during the period from September 2016 through September 2020, Apple Inc.’s (AAPL) stock price rose from around $28 to around $112 per share.</li>
<li>It depicts that the company&#8217;s losses have surpassed its past earnings and dividends.</li>
</ol>
<p><p>A company would use retained earnings to reinvest its profits into the business for future growth and expansion. Retained earnings refer to the portion of a company’s total earnings that are not distributed as dividends to shareholders but retained and reinvested in the company. This can be a strategic decision made by a company to fund new projects, pay off debt, or acquire new assets. The company’s retained earnings account is a crucial component of its balance sheet, representing the cumulative retained profits over time. Retained earnings appear on the balance sheet under the shareholders’ equity section. The income statement is a crucial financial document that outlines the company’s revenues, expenses, and net loss or income over a specific period.</p>
</p>
<p><p>To help you determine the best option for your business, we&#8217;ve rounded up the ins and outs of both here. With Taxfyle, your firm can access licensed CPAs and EAs who can prepare and review tax returns for your clients. Get $30 off your tax filing job today and access an affordable, licensed Tax Professional. With a more secure, easy-to-use <a href="https://www.quick-bookkeeping.net/how-to-take-advantage-of-student-loan-interest/">https://www.quick-bookkeeping.net/how-to-take-advantage-of-student-loan-interest/</a> platform and an average Pro experience of 12 years, there’s no beating Taxfyle. Taxes are incredibly complex, so we may not have been able to answer your question in the article.  Get $30 off a tax consultation with a licensed CPA or EA, and we’ll be sure to provide you with a robust, bespoke answer to whatever tax problems you may have.</p>
</p>
<p><p>Thus, retained earnings are the profits of your business that remain after the dividend payments have been made to the shareholders since its inception. So, each time your business makes a net profit, the retained earnings of your business increase. Likewise, a net loss leads to a decrease in the retained earnings of your business. They are a measure of a company&#8217;s financial health and they can promote stability and growth. If the company had not retained this money and  instead taken an interest-bearing&nbsp;loan, the value generated would have been less&nbsp;due to the outgoing interest payment.</p>
</p>
<p><p>It depicts that the company&#8217;s losses have surpassed its past earnings and dividends. This may decrease the company&#8217;s shareholder confidence and potential hurdles in attracting new investors or creditors. Using retained earnings, a company can demonstrate to its shareholders and potential investors that it is committed to long-term growth and stability. Overall, a company would use retained earnings to invest in its own growth and enhance its financial position for the future.</p>
</p>
<p><p>That said, calculating your retained earnings is a vital part of recognizing issues like that so you can rectify them. Remember to interpret retained earnings in the context of your business realities (i.e. seasonality), and you’ll be in good shape to improve earnings and grow your business. The truth is, retained earnings numbers vary from business to business—there’s no one-size-fits-all number you can aim for.</p>
</p>
<p><p>Retained earnings are calculated to-date, meaning they accrue from one period to the next. So to begin calculating your current retained earnings, you need to know what they were at <a href="https://www.quick-bookkeeping.net/">https://www.quick-bookkeeping.net/</a> the beginning of the time period you’re calculating (usually, the previous quarter or year). You can find the beginning retained earnings on your Balance Sheet for the prior period.</p>
</p>
<p><p>These earnings are considered &#8220;retained&#8221; because they have not been distributed to shareholders as dividends but have instead been kept by the company for future use. Companies may choose to distribute dividends in the form of cash or stock dividends, using the surplus from their retained earnings. <a href="https://www.quick-bookkeeping.net/cash-receipt-templates/">cash receipt templates</a> Calculating dividends paid from retained earnings is fundamental for companies with a history of consistently rewarding their shareholders. It represents the net earnings not distributed to shareholders as dividends but retained for reinvestment in the company&#8217;s core operations or to pay off debts.</p>
</p>
<p><p>Upon combining the three line items, we arrive at the end-of-period balance – for instance, Year 0’s ending balance is $240m. For our retained earnings modeling exercise, the following assumptions will be used for our hypothetical company as of the last twelve months (LTM), or Year 0. That means Malia has $105,000 in retained earnings to date—money Malia can use toward opening additional locations. Malia owns a small bookstore and wants to bring on an investor to help expand the shop to multiple locations.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Calculate Retained Earnings: A Clear Guide for Businesses</title>
		<link>https://kr.somangsociety.org/2023/03/27/how-to-calculate-retained-earnings-a-clear-guide/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Mon, 27 Mar 2023 17:43:12 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=25741</guid>

					<description><![CDATA[Spend less time figuring out your cash flow and more time optimizing it with Bench. This line item reports the net value of the company—how much your company is worth if you decide to liquidate all your assets. Once your&#8230;]]></description>
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" width="454px" alt="how to calculate ending retained earnings"/></p>
<p><p>Spend less time figuring out your cash flow and more time optimizing it with Bench. This line item reports the net value of the company—how much your company is worth if you decide to liquidate all your assets. Once your cost of goods sold, expenses, and any liabilities are covered, you have to pay out cash dividends to shareholders. The money that’s left after you’ve paid your shareholders is held onto (or “retained”) by the business. When a company generates net income, it is typically recorded as a credit to the retained earnings account, increasing the balance. In contrast, when a company suffers a net loss or pays dividends, the retained earnings account is debited, reducing the balance.</p>
</p>
<ol>
<li>For an analyst, the absolute figure of retained earnings during a particular quarter or year may not provide any meaningful insight.</li>
<li>The company’s retained earnings balance is a key component of the shareholders’ equity.</li>
<li>For example, during the period from September 2016 through September 2020, Apple Inc.’s (AAPL) stock price rose from around $28 to around $112 per share.</li>
<li>It consists of three main components &#8211; assets, liabilities, and shareholders’ equity.</li>
<li>Both revenue and retained earnings are important in evaluating a company’s financial health, but they highlight different aspects of the financial picture.</li>
</ol>
<p><h2>Step 1: Determine the financial period over which to calculate the change</h2>
</p>
<p><p>Hence, reinvesting more money into the business might decrease shareholder value. Retained earnings are affected by an increase or decrease in the net income and amount of dividends paid to the stockholders. Thus, any item that leads to an increase or decrease in the net income would impact the retained earnings balance. The retained earnings are recorded under the shareholder’s equity section on  the balance as on a specific date. Thus, retained earnings appearing on the balance sheet are the profits of the business that remain after distributing dividends since its inception. As stated earlier, dividends are paid out of retained earnings of the company.</p>
</p>
<p><h2>Retained earnings, shareholders’ equity, and working capital</h2>
</p>
<p><img decoding="async" 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" width="455px" alt="how to calculate ending retained earnings"/></p>
<p><p>When expressed as a percentage of total earnings, it is also called the&nbsp;retention ratio and is equal to (1 &#8211; the dividend payout ratio). For this reason, retained earnings decrease when a company either loses money or pays dividends and increase when new profits are created. The process of calculating a company’s retained earnings in the current period initially starts with determining the prior period’s retained earnings balance (i.e., the beginning of the period).</p>
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<p><h2>Understanding Limitations</h2>
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<p><p>We have written this article to help you understand what retained earnings is and how to calculate it using the retained earnings formula. We are also determined to help you understand the retained earnings definition and concept by showing you some examples. Therefore, the company must maintain a balance between declaring dividends and retaining profits for expansion.</p>
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<p><h2>Using Ratios for Analysis</h2>
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<p><p>Dividends are the portion of a company’s earnings that are distributed to shareholders in the form of cash dividends or stock dividends. After adding the current period net profit to or subtracting net loss from the beginning period retained earnings, subtract cash and stock dividends paid by the company during the year. In this case, Company A paid out dividends worth $10,000, so we’ll subtract this amount from the total of Beginning Period Retained Earnings and Net Profit. This is the amount of retained earnings to date, which is accumulated earnings of the company since its inception.</p>
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<p><p>These decisions can include choices made in regards to management policies, such as dividend payouts and reinvestment strategies. For instance, if a company decides to pay out a higher proportion of its profits as dividends to shareholders, the retained earnings would decrease. On the other hand, if the company chooses to reinvest a larger portion of its profits back into the business, the retained earnings are likely to increase.</p>
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<p><p>It is important to note that net income can be both positive (profits) or negative (losses). As an investor, you would be keen to know more about the retained earnings figure. For instance, you would be interested to know the returns company has been able to generate from the retained earnings and if reinvesting profits are attractive <a href="https://www.bookkeeping-reviews.com/should-i-hire-an-accountant-for-my-small-business/">should i hire an accountant for my small business</a> over other investment opportunities. Likewise, the traders also are keen on receiving dividend payments as they look for short-term gains. In addition to this, many administering authorities treat dividend income as tax-free, hence many investors prefer dividends over capital/stock gains as such gains are taxable.</p>
</p>
<p><img decoding="async" 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" width="453px" alt="how to calculate ending retained earnings"/></p>
<p><p>For instance, if a company pays one share as a dividend for each share held by the investors, the price per share will reduce to half because the number of shares will essentially double. Because the company has not created any real value simply by announcing a stock dividend, the per-share market price is adjusted according to the proportion of the stock dividend. Retained earnings refer to the historical profits earned by a company, minus any dividends it paid in the past. To get a better understanding of what retained earnings can tell you, the following options broadly cover all possible uses that a company can make of its surplus money. For instance, the first option leads to the earnings money going out of the books and accounts of the business forever because dividend payments are irreversible. Now your business is taking off and you’re starting to make a healthy profit which means it’s time to pay dividends.</p>
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<p><p>Reporting retained earnings accurately  helps in making informed decisions, ensuring long-term growth and stability. This table shows how a company would calculate retained earnings over the course of three years. The company begins with $100,000 in retained <a href="https://www.bookkeeping-reviews.com/xero-for-dummies-cheat-sheet-2/">https://www.bookkeeping-reviews.com/xero-for-dummies-cheat-sheet-2/</a> earnings in 2022, and then generates $25,000 in net income during the year. As a result, the company&#8217;s retained earnings balance increases to $120,000 at the end of 2022. Another component that affects retained earnings is a company’s dividend policy.</p>
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<p><p>Both cash and stock dividends lead to a decrease in the retained earnings of the company. Cash dividends result in an outflow of cash and are paid on a per-share basis. Traders who look for short-term gains may also prefer dividend payments <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> that offer instant gains. Your Bench account’s Overview page offers an at-a-glance summary of your income statement and balance sheet, allowing you to review your profitability and stay on top of your cash flow from month to month.</p>
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<p><p>We’ll pair you with a bookkeeper to calculate your retained earnings for you so you’ll always be able to see where you’re at. That said, calculating your retained earnings is a vital part of recognizing issues like that so you can rectify them. Remember to interpret retained earnings in the context of your business realities (i.e. seasonality), and you’ll be in good shape to improve earnings and grow your business. For one, retained earnings calculations can yield a skewed perspective when done quarterly. If your business is seasonal, like lawn care or snow removal, your retained earnings may fluctuate substantially from one quarter to the next. Therefore, the calculation may fail to deliver a complete picture of your finances.</p>
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<p><p>Retained earnings play a crucial role in assessing a company’s profitability and financial stability. Retained earnings refer to the portion of a company’s net income that is not distributed to shareholders as dividends but instead retained and reinvested in the business. This accumulated profit can be used for various purposes such as research and development, debt reduction, or equipment replacement, contributing to the company’s growth and financial health. Retained earnings are a type of equity and are therefore reported in the shareholders’ equity section of the balance sheet. Although retained earnings are not themselves an asset, they can be used to purchase assets such as inventory, equipment, or other investments. Therefore, a company with a large retained earnings balance may be well-positioned to purchase new assets in the future or offer increased dividend payments to its shareholders.</p>
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