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	<title>Scarlett Rose &#187; Bookkeeping</title>
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		<title>2026 State Income Tax Rates by State</title>
		<link>http://www.scarlett-rose.net/?p=35291</link>
		<comments>http://www.scarlett-rose.net/?p=35291#comments</comments>
		<pubDate>Sat, 25 Oct 2025 01:31:21 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[If you earn income in the Buckeye State, here’s what you need to know about filing your state income tax return. Accounting Errors This makes Arizona the state with the fourth lowest effective average property tax rate in the country.Average...]]></description>
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width="257px" alt="what is state income tax"/></p>
<p>
<p>If you earn income in the Buckeye State, here’s what you need to know about filing your state income tax return. <a href="https://www.linkedin.com/posts/bookstime_accounting-errors-are-unintentional-mistakes-activity-7394086524616880128-rmbx/">Accounting Errors</a> This makes Arizona the state with the fourth lowest effective average property tax rate in the country.Average property tax rates vary by county. This allows taxpayers who are qualified by age and income to have the valuation of their primary residence fixed (“frozen”) for a renewable period of three years. Learn more about the Senior Property Valuation Protection Option and other property tax exemptions through the Arizona Department of Revenue. Employees use their state tax withholding form to certify any allowances or exemptions they may qualify for.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="what is state income tax"/></p>
<p>
<h2>Itemized deductions</h2>
</p>
<p>
<p>These are tax breaks that are directly subtracted from the final tax liability (e.g., child credits). You can find out more about specific tax credits in the next section. You don’t necessarily have to live in Arizona to pay Arizona state income tax. Direct payment options include automatic withdrawal from a bank account via Quick Pay. Payments can also be made using a credit or debit card through the Department of Revenue (DOR)’s third-party payment processor, which typically incurs a processing fee. Alternatively, taxpayers can mail a check or money order along with the appropriate payment voucher.</p>
</p>
<p>
<ul>
<li>Information on how to appeal your home’s appraised property value can be found on the state’s website.Counties also tax motor vehicles and personal property such as machinery and office furniture.</li>
<li>This page lists state individual income tax rates for all fifty states, including brackets for those filing both as an individual and jointly with a spouse.</li>
<li>A deduction for state income tax is only available if you itemize deductions on your federal return.</li>
<li>Typically, state income taxes are different than federal tax rates.</li>
<li>If you inherit an estate or trust that generates income, that income is also subject to Arizona tax.</li>
</ul>
<p>
<h2>California State Income Tax Guide for 2025</h2>
</p>
<p>
<p>For tax years prior to 2018, the deduction is unlimited, although claiming a significant amount of state and local tax deductions could make you subject to the Alternative Minimum Tax. Check our One Big Beautiful Bill article for more information. State taxes go <a href="https://search.yahoo.com/search?p=ledger+account">ledger account</a> to a state’s taxation department, while federal taxes go to the Internal Revenue Service (IRS).</p>
</p>
<p>
<h2>Stay up to date on the latest payroll tips and training</h2>
</p>
<p>
<p>Perhaps the most critical number to crunch is your cost of living.  This includes tallying up the costs of housing (rental or purchase), food, wages, health care and lifestyle. The savings you gain on state taxes might not be worth the extra cost incurred to live comfortably in another state.</p>
</p>
<p>
<h2>Which States Have the Highest Income Tax Rates?</h2>
</p>
<p>
<p>Some credits may also be refundable, meaning if the credit amount exceeds the amount you owe in taxes, you might be able to get the overage back in the form of a refund. Below is an overview of a few popular tax credits available in California for the 2024 tax year (taxes filed in 2025). See what qualifies in each category and how tax deductions can lower your tax bill. Tax rates and structures vary significantly, with some states imposing no income tax at all, while others have complex graduated systems with multiple tax brackets and rates reaching over 11%. South Carolina has the lowest state income tax rate starting at 0.0%.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="251px" alt="what is state income tax"/></p>
<p>
<h2>State Income Taxes Explained: Your 2025 Guide</h2>
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<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/ZnKcc9J0BgE' frameborder='0' alt='what is state income tax' allowfullscreen></iframe></div>
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<p>
<p>Any estimated taxes must be paid by the April 15 deadline to avoid late-filing penalties or interest. There is an exception for full-year nonresidents of reciprocal states, where the individual’s only source of Ohio income is wages. Residents of those reciprocal states — Indiana, Kentucky, West Virginia, Michigan and Pennsylvania — don’t have to file Ohio taxes. This tax system is progressive, which means that income can be taxed at multiple rates, depending on how much you make. For example, someone who made $125,000 of taxable income in 2025 would pay nothing on the first $26,050, 2.75% on the chunk between $26,051 and $100,000, and 3.125% on the rest. June Sham is a lead writer on NerdWallet’s investing and taxes team covering retirement and personal finance.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="what is state income tax"/></p>
<p><a href="https://www.bookstime.com/tax-rates"><img 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' alt='what is state income tax' width='405px'/></a></p>
<p>
<p>You may also need to file a separate return as a part-year resident in a state (if you’ve lived there less than half the year). You can also be considered a nonresident of a state and still owe taxes. The difference is that a nonresident owes taxes only on the portion of income earned  in that state. The federal system uses a progressive bracket structure with rates ranging from 10% to 37%, whereas states may use flat rates, graduated rates, or no income tax at all. These states typically make up for the lack of income tax revenue through other means, such as higher sales taxes, property taxes, or natural resource revenues. State income tax is a tax levied by individual states on the income of residents and sometimes non-residents who earn income within the state.</p>
</p>
<p>
<ul>
<li>As for overall affordability and cost of living, Texas falls into the middle of the spectrum.</li>
<li>Forty-one taxA tax is a mandatory payment or charge collected by local, state, and national governments from individuals or businesses to cover the costs of general government services, goods, and activities.</li>
<li>Generally, taxpayers who opt for the standard deduction on their federal returns are exempt from paying federal income tax on state tax refunds.</li>
<li>This means different portions of your income may be taxed at different rates rather than a single flat rate.</li>
<li>Extensions do not give you more time to pay your taxes; they only give you more time to file your return.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" 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		<item>
		<title>How Much Do Bookkeepers Make? A Salary Breakdown</title>
		<link>http://www.scarlett-rose.net/?p=35059</link>
		<comments>http://www.scarlett-rose.net/?p=35059#comments</comments>
		<pubDate>Tue, 10 Jun 2025 03:25:33 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=35059</guid>
		<description><![CDATA[Through diligent record-keeping, bookkeepers contribute to the preparation of financial statements, which accountants later analyze. BILL provides a comprehensive financial operations platform that streamlines invoicing, bill pay tasks, and expense management to make them even easier. Plus, it integrates with...]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/b1e62b51-afa0-445a-b06d-f752aa60f323-400x300.jpg" width="252px" alt="what is a bookkeeper"/></p>
<p>Through diligent record-keeping, bookkeepers contribute to the preparation of financial statements, which accountants later analyze. BILL provides a comprehensive financial operations platform that streamlines invoicing, bill pay tasks, and expense management to make them even easier. Plus, it integrates with modern accounting software options to feed that info straight into your books. Today, even professional bookkeepers rely on accounting software to <a href="https://en.wikipedia.org/wiki/Certified_Public_Accountant">Certified Public Accountant</a> help them adhere to these standards. If the bookkeeping process is largely about collecting data, the accounting process is about interpreting data.</p>
<div style='text-align:center'><iframe width='564' height='310' src='https://www.youtube.com/embed/pKpdibyljR4' frameborder='0' alt='what is a bookkeeper' allowfullscreen></iframe></div>
<h2>How Does a Bookkeeping Business Work?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/dividends-min-300x168.jpg" width="254px" alt="what is a bookkeeper"/></p>
<p>Efficient management of these accounts is vital for maintaining cash flow and financial stability.  Maintaining the general ledger involves categorizing and summarizing all financial transactions systematically. The general ledger is the backbone of <a href="https://www.bookstime.com/articles/what-is-a-bookkeeper">what is a bookkeeper</a> a company’s financial records, providing a comprehensive overview of its financial activities.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/shutterstock_1648445149.jpg" width="251px" alt="what is a bookkeeper"/></p>
<h2>What software do bookkeepers use?</h2>
<p>It focuses on analyzing the financial data gathered by the bookkeeper to generate insights and advise the business owner. Accountants interpret this information to produce tax reports, help with long-term planning, assess risk, and guide financial strategy. Accountants also ensure compliance with complex financial laws and offer guidance that <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> supports sustainable growth.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/istock_000008806676_large-scaled-1-300x172.jpg" width="259px" alt="what is a bookkeeper"/></p>
<h2>Knowledge of financial regulations and laws</h2>
<ul>
<li>Responsibilities for bookkeepers can vary widely from business to business, though there are a number of very common bookkeeping responsibilities.</li>
<li>Additionally, bookkeepers help ensure compliance with financial regulations by keeping thorough and precise records, reducing the risk of errors and potential legal issues.</li>
<li>Outsourced bookkeeping is often paired with virtual bookkeeping, allowing companies to access professional services flexibly and affordably.</li>
<li>Without regular reconciliation, discrepancies can pile up and cause bigger financial issues down the line.</li>
<li>By subscribing, you agree to the processing of your personal data in accordance with our Privacy Policy.</li>
<li>The cash flow statement tracks the flow of cash into and out of a company, distinguishing between operational, investing, and financing activities.</li>
</ul>
<p>While bookkeepers and accountants work with financial data, their roles differ significantly. Bookkeepers are responsible for handling day-to-day financial transactions and maintaining accurate record-keeping. This includes recording sales, purchases, payments, and receipts, ensuring that every financial activity is documented promptly and correctly. On the other hand, accountants focus on analyzing this financial data, preparing detailed financial statements, and handling tax returns. They offer strategic financial advice, helping businesses make informed decisions based on their financial  status.</p>
<ul>
<li>Consider using secure cloud accounting software that automatically backs up your data and keeps it accessible at all times.</li>
<li>She earned a master’s degree in urban studies from Portland State University and a master’s degree in library and information science from the University of British Columbia.</li>
<li>While a certificate is not a requirement to become a bookkeeper, some professionals pursue certification to show their skills to employers and stand out in their job search.</li>
<li>In addition, they purchase all their supplies on credit from a wholesaler named Sultan.</li>
<li>Modern financial automation tools can help you track assets, liabilities, and owners’ equity in real time, giving you better visibility into your financial position.</li>
</ul>
<h2>Difference Between a Bookkeeper and an Accountant</h2>
<ul>
<li>Remember that salaries can vary depending on experience, education, location, and industry.</li>
<li>Instead, bookkeepers can become quite proficient with hands-on training and a modest amount of accounting knowledge.</li>
<li>Keeping financial records organized helps small business owners a lot.</li>
<li>By keeping your company&#8217;s financial records up-to-date and accurate, the bookkeeper helps you prepare for tax audits.</li>
</ul>
<p>Businesses need to know their net profit to pay their taxes, and it is important to have a clear understanding of income and expenses. By keeping an up-to-date record of your finances, you can easily manage your tax payments and filings. Single-entry bookkeeping, on the other hand, tracks transactions just once. Bookkeeping is a precise and structured approach to managing the financial transactions of a business. It plays a critical role in accounting, providing the underpinning data necessary for financial analysis and reporting. Although accounting extends beyond transaction records, incorporating financial planning and analysis, it is built on the precise information supplied by bookkeeping practices.</p>
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		<title>What Is Equity, and How Do You Calculate It? Bench Accounting</title>
		<link>http://www.scarlett-rose.net/?p=34047</link>
		<comments>http://www.scarlett-rose.net/?p=34047#comments</comments>
		<pubDate>Mon, 30 Dec 2024 09:10:40 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=34047</guid>
		<description><![CDATA[The information needed to derive total equity can be found on a company&#8217;s balance sheet, which is one of its financial statements. The asset line items to be aggregated for the calculation are cash, marketable securities, accounts receivable, prepaid expenses,...]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/888efbd829.jpg" width="258px" alt="total equity equation"/></p>
<p>The information needed to derive total equity can be found on a company&#8217;s balance sheet, which is one of its financial statements. The asset line items to be aggregated for the calculation are cash, marketable securities, accounts receivable, prepaid expenses, inventory, fixed assets, goodwill, and other assets. The liabilities to be aggregated for the calculation are accounts  payable, accrued liabilities, short-term debt, unearned revenue, long-term debt, and other liabilities. All of the asset and liability line items stated on the balance sheet should be included in this calculation. Total equity is a crucial measurement of a company’s financial health.</p>
<ul>
<li>This account rolls forward year after year, increasing with net income and decreasing with net losses or declared dividends.</li>
<li>In simpler terms, it&#8217;s the value left for shareholders if a company paid off all its debts.</li>
<li>These scenarios illustrate how total equity changes and affects who owns the business.</li>
<li>When the total assets of a business increase, then its total liabilities or owner’s equity also increase.</li>
<li>The shareholders’ equity number is a company’s total assets minus its total liabilities.</li>
</ul>
<h2>What are the Types of Equity in Business?</h2>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/uYIc3QRdXr8' frameborder='0' alt='total equity equation' allowfullscreen></iframe></div>
<p>The umbrella term “Total Equity” changes its formal name based on the specific legal structure of the entity reporting the figures. For publicly traded or privately held corporations, the standard term used is <a href="https://www.bookstime.com/articles/how-to-calculate-total-equity">total equity formula</a> Shareholders’ Equity. This term explicitly recognizes the ownership is divided into shares held by various stockholders. A Debt-to-Equity ratio of 2.0, for instance, means the company relies on $2 of debt for every $1 of equity capital.</p>
<h2>Why Equity is Important in a Business</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/9136ca05-ab9d-4777-a6a8-70fa669bc406-400x300.jpg" width="250px" alt="total equity equation"/></p>
<p>Proper documentation and accurate valuation are an essential part of this process for precise calculations. This account may or may not be lumped together with the above account, Current Debt. While they may seem similar, the current portion of long-term debt is specifically the portion due within this year of a piece of debt that has a maturity of more than one <a href="https://x.com/BooksTimeInc/status/1892596130728628449">Retail Accounting</a> year.</p>
<h2>Implications of Negative Equity</h2>
<p>Costs can include rent, taxes, utilities, salaries, wages, and dividends&nbsp;payable. On the other hand, liabilities are the total of current liabilities (short-term liabilities) and long-term liabilities. Current liability comprises debts that require repayment within  one year, while long-term liabilities are liabilities whose repayment is due beyond one year.</p>
<ul>
<li>ROE is a financial metric that measures how much profit is generated from a company’s shareholder equity.</li>
<li>All the information needed to compute a company’s shareholder equity is available on its balance sheet.</li>
<li>Understanding total liabilities and equity is essential for evaluating a company’s financial position.</li>
<li>Shareholder equity is the difference between a firm’s total assets and total liabilities.</li>
<li>The equity equation is important because it provides a clear and concise way to determine the value of a company’s equity.</li>
<li>In short, equity measures the net worth of a company or leftover after deducting all the liabilities value from the value of the assets.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_1266049453-300x200.jpg" width="255px" alt="total equity equation"/></p>
<p>It’s important to note that the recorded amounts of certain assets, such as fixed assets, are not adjusted to reflect increases in their market value. This means if the company liquidated its assets to pay off its liabilities, shareholders would theoretically receive $300,000. Investing in the financial world often requires a thorough understanding of various terms, and &#8220;Total Equity&#8221; is one such term.</p>
<ul>
<li>This equation is known as a balance sheet equation because all of the relevant information can be gleaned from the balance sheet.</li>
<li>The umbrella term “Total Equity” changes its formal name based on the specific legal structure of the entity reporting the figures.</li>
<li>For sole traders and partnerships, the corresponding concepts are the owner’s equity and partners’ equity.</li>
<li>Following systematic steps and considering unique factors specific to their industry helps businesses get a clear view of their financial standing and make wise decisions for future growth.</li>
<li>They’re the profits not given to shareholders as dividends, but reinvested into the business.</li>
<li>Retained earnings, common stock, and additional paid-in capital are components of total equity.</li>
</ul>
<p>It’s a critical figure for investors as it shows how much value has been generated and retained within the company, as well as how much has been invested by shareholders. Treasury shares or stock (not to be confused with U.S. Treasury bills) represent stock that the company has bought back from existing shareholders. Companies may do a repurchase when management cannot deploy all of the <a href="https://en.wikipedia.org/wiki/Retained_earnings">retained earnings</a> available equity capital in ways that might deliver the best returns. Companies can reissue treasury shares to stockholders when they need to raise money.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/hero-accounting-is-about-more-than-crunching-numbers-learn-what-other-duties-an-accountant-holds.jpg" width="255px" alt="total equity equation"/></p>
<p>But shareholder equity alone is not a definitive indicator of a company’s financial health. If used in conjunction with other tools and metrics, an investor can accurately analyze the health of an organization. In this formula, the equity of the shareholders is the difference between the total assets and the total liabilities. For example, if a company has $80,000 in total assets and $40,000 in liabilities, the shareholders’ equity is $40,000.</p>
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		<title>Negative Retained Earnings A Guide for Investors</title>
		<link>http://www.scarlett-rose.net/?p=444</link>
		<comments>http://www.scarlett-rose.net/?p=444#comments</comments>
		<pubDate>Fri, 16 Jun 2023 09:39:06 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=444</guid>
		<description><![CDATA[Content Balance Sheet Equity The Purpose of Retained Earnings Is negative retained earning a debt? Negative retained earnings What is Negative Retained Earnings? Additional paid-in capital is included&#160;in&#160;shareholder&#160;equity&#160;and&#160;can arise from issuing either preferred stock or&#160;common stock. The amount of additional...]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Balance Sheet Equity</a></li>
<li><a href="#toc-1">The Purpose of Retained Earnings</a></li>
<li><a href="#toc-2">Is negative retained earning a debt?</a></li>
<li><a href="#toc-4">Negative retained earnings</a></li>
<li><a href="#toc-7">What is Negative Retained Earnings?</a></li>
</ul>
</div>
<p>Additional paid-in capital is included&nbsp;in&nbsp;shareholder&nbsp;equity&nbsp;and&nbsp;can arise from issuing either preferred stock or&nbsp;common stock. The amount of additional paid-in capital is determined solely by the number of shares a company&nbsp;sells. Retained earnings are  reported under the shareholder&nbsp;equity section&nbsp;of&nbsp;the balance sheet&nbsp;while&nbsp;the statement of retained earnings outlines the changes in RE during the period. As mentioned earlier, management knows that shareholders prefer receiving dividends. This is because it is confident that if such surplus income is reinvested in the business, it can create more value for the stockholders by generating higher returns. Likewise, the traders also are keen on receiving dividend payments as they look for short-term gains.</p>
<p>The steps below show how to calculate retained earnings in Google Sheets when the company has reported negative net income or net losses. Anyone looking to invest in your company or loan your company money will want to know why you have an accumulated deficit. If you&#8217;re a struggling startup, it might be understandable that you ran into trouble. It&#8217;s more alarming when an established company that&#8217;s had years to accumulate earnings shows a retained earnings deficit.</p>
<h2 id="toc-0">Balance Sheet Equity</h2>
<p>Retained earnings are any profits that a company decides to keep, as opposed to distributing them among shareholders in the form of dividends. Dividends can be paid out as cash or stock, but either way, they&#8217;ll subtract from the company&#8217;s total retained earnings. Negative retained earnings can be an indicator that a business is looking weak and an early sign of potential bankruptcy. Certainly, it will point to a period, whether brief or sustained, in which earnings are relatively weak or cash flow is a problem.</p>
<p>Negative shareholders&#8217; equity could be a warning sign that a company is in financial distress. It’s also possible that a company spent its retained earnings, as well as the funds from its stock issuance, by purchasing costly property, plant, and equipment. Therefore, a company’s retained earnings, revenue, and net income are all good indicators of its financial health. Just like with any financial metric, retained earnings should not be considered in isolation. For example, an acceptable range of values will depend not only on the industry and business model but also on the company’s current maturity or status.</p>
<h2 id="toc-1">The Purpose of Retained Earnings</h2>
<p>They are less troubling for young companies with an impressive growth trajectory, a phenomenon common among some of the largest internet and tech companies. However, as time goes on, and you continue to grow and expand, negative retained earnings can be an indicator of your long-term health. Another way to recover from negative retained earnings is to increase revenue by finding new customers or selling more to existing customers. This can involve expanding into new markets, launching new products or services, or increasing marketing efforts to bring in more business.</p>
<p>The money that’s left after you’ve paid your shareholders is held onto (or “retained”) by the business. Negative shareholders&#8217; equity is a warning sign that a business could be facing financial distress. Though companies with negative equity can eventually succeed and grow, investors should closely examine them before investing to understand how they wound up with negative equity, as well as their path forward.</p>
<h2 id="toc-2">Is negative retained earning a debt?</h2>
<p>The admonition not to put all your eggs in one basket is especially appropriate for speculative investments. It  takes a leap of faith to put your savings in an early-stage company that may not report <a href="https://accounting-services.net/negative-retained-earnings/">what does negative retained earnings mean</a> profits for years. The odds that a start-up will prove to be the next Google or Meta are much lower than the odds that it may be a mediocre performer at best and a complete bust at worst.</p>
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" width="251px" alt="what does negative retained earnings mean"/></p>
<p>The retained earnings are calculated by adding net income to (or subtracting&nbsp;net losses from) the previous term’s retained earnings and then subtracting any net dividend(s) paid to the shareholders. Profits give a lot of room to the business owner(s) or the company management to use the surplus money earned. This profit is often paid out to shareholders, but it can also be reinvested back into the company for growth purposes. The most obvious reason for negative retained earnings is a lack of profitability. If a company is not generating enough profits to cover its expenses, it will eventually accumulate losses and end up with negative retained earnings. This can be caused by a variety of factors, such as increased competition, changing market conditions, or inefficient operations.</p>
<h2 id="toc-3">What do Retained Earnings tell You?</h2>
<p>However, it is more difficult to interpret a company with high retained earnings. One way to assess how successful a company is in using retained money&nbsp;is to look at a key factor called retained earnings to market value. It is calculated over a period of time (usually a couple of years) and assesses the change <a href="https://accounting-services.net/accrued-expenses-recognize-expenses-incurred/">https://accounting-services.net/accrued-expenses-recognize-expenses-incurred/</a> in stock price against the net earnings retained by the company. However, sustained negative retained earnings can indicate underlying financial issues, such as a lack of profitability or liquidity problems. Negative retained earnings can also limit a company’s ability to access credit or raise capital.</p>
<div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/2_7uoERhQ0A' frameborder='0' alt='what does negative retained earnings mean' allowfullscreen></iframe></div>
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		<title>File an Estate Tax Income Tax Return Internal Revenue Service</title>
		<link>http://www.scarlett-rose.net/?p=460</link>
		<comments>http://www.scarlett-rose.net/?p=460#comments</comments>
		<pubDate>Fri, 17 Feb 2023 09:40:51 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=460</guid>
		<description><![CDATA[Content Video: Guide to a Fiduciary Income Tax Return Basis of inherited property My spouse died in 2021 at age 68 and I was the beneficiary of his traditional IRA. What are my options? What qualifies as a taxable estate?...]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Video: Guide to a Fiduciary Income Tax Return</a></li>
<li><a href="#toc-1">Basis of inherited property</a></li>
<li><a href="#toc-2">My spouse died in 2021 at age 68 and I was the beneficiary of his traditional IRA. What are my options?</a></li>
<li><a href="#toc-3">What qualifies as a taxable estate?</a></li>
<li><a href="#toc-8">Hand your taxes off</a></li>
</ul>
</div>
<p>The estate&#8217;s assets and debts at the time of death are declared and tallied. All features, services, support, prices, offers, terms and conditions are subject to change without notice. If you have a simple tax return, you can file for free yourself with TurboTax Free Edition, or you can file with TurboTax Live Assisted Basic or TurboTax Live Full Service Basic at the listed price.</p>
<p>If you receive interest that accrued but was not paid prior to the owner&#8217;s death, however, it is considered income in respect of a decedent and is taxable on your return. The K-1 may also report information other than your share of income (or loss). Box 9, for example, shows the amount of depletion, depreciation and amortization deductions allocated to you. Schedule K-1 may also show tax credits in box 13, or the information you will need to calculate the qualified business income deduction you can take as an income adjustment on your personal tax return. Sometimes the income distribution is discretionary, meaning the trustee or estate administrator has authority to decide whether beneficiaries will receive distributions. In this case, any income not distributed isn’t deductible on 1041 and is not reported on Schedule K-1.</p>
<h2 id="toc-0">Video: Guide to a Fiduciary Income Tax Return</h2>
<p>Preparing an estate  tax return on your own is not something you&#8217;d want to attempt anyway. Trusts and estates report their income and deductions on Form 1041 as well as the income distributed to beneficiaries <a href="https://turbo-tax.org/estates-tax-tips-videos/">turbotax estate return</a> of the trust or estate. Unless the trust document specifies otherwise, capital gains and losses are often not distributed to beneficiaries since they are considered part of the trust corpus.</p>
<ul>
<li>However, TurboTax does not currently support the filing of Form 706.</li>
<li>Because of the complexities involved in estate tax returns (including determining what the estate is worth and whether Form 706 needs to be filed) TurboTax does not support it.</li>
<li>If so, that wipes out your tax liability for that interest when you cash in the bonds.</li>
<li>Although the IRS says you don&#8217;t have to file Form 1310 if you are a surviving spouse filing a joint return, you probably should file the form anyway to head off possible delays.</li>
</ul>
<p>If you need to file an estate tax return, we strongly recommend that you consult with a tax expert, CPA, or tax attorney experienced in both estate planning and taxes. Due to the volatility of the estate tax laws, the amount of the gross estate that is not taxed&nbsp;is not determined until the year of death. After calculation of the taxable estate is complete, you have to increase the amount by the value of all taxable gifts made since 1977. Gifts of property or money that your recently deceased family member made during the decedent&#8217;s life are taxable if they exceed certain annual limitations. Use Schedule K-1 to report a beneficiary&#8217;s share of the estate’s or trust’s income, credits, deductions, etc., on your Form 1040, U.S. If there is a refund involved, you will need to file form 1310 and have the representative of the deceased&nbsp;sign it and mail the tax return in, in order for the refund to be issued.</p>
<h2 id="toc-1">Basis of inherited property</h2>
<p>These deductions include funeral expenses, payments to satisfy outstanding debt, the value of the property intended for donation after death, any state death taxes and the value of property that transfers to a surviving spouse. • Only income earned between the beginning of the year and the date of death should be reported on the decedents’ final return. Earnings after the date of death are taxable to the beneficiary of the account or to the estate. If you are the beneficiary of a trust, you are typically responsible for paying tax on your share of the trust income that&#8217;s allocated  to you by the trust. The Schedule K-1 you receive provides details about your share of the trust&#8217;s income, deductions and credits, which you report on your tax return. If your mother was like most taxpayers and did not pay tax on the interest as it accrued each year, the executor of her estate can elect to have the estate pay income tax on the interest earned before your mother&#8217;s death.</p>
<ul>
<li>If the estate was large enough to be subject to federal estate tax, you can deduct the portion of the federal estate tax attributable to the IRA.</li>
<li>If you have a simple tax return, you can file for free yourself with TurboTax Free Edition, or you can file with TurboTax Live Assisted Basic or TurboTax Live Full Service Basic at the listed price.</li>
<li>Get unlimited advice, an expert final review and your maximum refund, guaranteed with Live Assisted Basic.</li>
<li>Trusts and estates have to report all income on the tax return and they are allowed deductions for amounts that are required to be distributed to beneficiaries.</li>
<li>Only interest earned up to that date would be reported on the final tax return.</li>
<li>You’ll need an Employer Identification Number from the IRS, which you can get here.</li>
<li>Earnings after that date are taxable to the beneficiary of the account, or to the estate.</li>
</ul>
<p>This same rule applies if you are the beneficiary of a traditional IRA, as discussed later. Did you receive a payment or other property from an estate or trust during the year? If so, here&#8217;s what you need to know about how it affects your taxes.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.scarlett-rose.net/?feed=rss2&#038;p=460</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Real Estate Accounting and Bookkeeping Solutions</title>
		<link>http://www.scarlett-rose.net/?p=37657</link>
		<comments>http://www.scarlett-rose.net/?p=37657#comments</comments>
		<pubDate>Mon, 06 Feb 2023 16:33:50 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=37657</guid>
		<description><![CDATA[Outsourced property management bookkeeping services provide detailed expense tracking and budgeting tailored to each property. Virtual bookkeeping helps businesses stay within budget and allocate resources more effectively, ultimately improving profitability. Outsourcing from real estate accounting firms ensures timely and accurate...]]></description>
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" width="252px" alt="real estate accounting &#038; bookkeeping services"/></p>
<p>
<p>Outsourced property management bookkeeping services provide detailed expense tracking and budgeting tailored to each property. Virtual bookkeeping helps businesses stay within budget and allocate resources more effectively, ultimately improving profitability. Outsourcing from real estate accounting firms ensures timely and accurate financial reporting that meets industry standards and regulatory requirements.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/sKb2Z5Ris9U' frameborder='0' alt='real estate accounting &#038; bookkeeping services' allowfullscreen></iframe></div>
</p>
<p>
<h2>Is there any alternative accounting software that real estate agents can use?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="real estate accounting &#038; bookkeeping services"/></p>
<p>
<p>Our services are meticulously tailored to address the specific requirements of real estate professionals, whether you operate a small real estate agency or manage a vast portfolio of properties. Depending on the level of service you opt for, you can expect outsourced accounting services to <a href="https://www.blogstrove.com/categories/business/how-real-estate-bookkeeping-drives-success-in-your-business/ ">How Real Estate Bookkeeping Drives Success In Your Business</a> provide monthly financial reports and bank reconciliations. Many firms  also offer as-needed advisory services that help you to make the best financial decisions to optimize your returns. For real estate investors, bookkeeping isn’t just a basic business function—it’s essential. Managing multiple properties often means dealing with a high volume of transactions across different bank accounts, LLCs, and financing structures. Each property has its own income, expenses, loans, and tax considerations, all of which need to be accurately tracked.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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0DdlYS0QrI79hk1m4dV+oFzJ/KGoDIQptbKmnYrKmloU464UqbKNqh4kh1YBBwpQIwUpxIWzrPqCBbbmy/GjyrjcDNCZim2khlMuMmM8EoCMJy2hIGwpHAyFbRhB3xrfyk/cKf8Apid4CRT0W1xM1JdNNWGIzeHrUtxLrkJ1LicJeLXpkg7h2PIB5pqrpPq9CnW3BbW3GflkrQu4spUFvocW23yr7ZQ0s7e4GM9xUOxrHUceZMnIuIU9PkGVJ8RltxLrpWF7ylSSnO4Z7cUnJ1Vf5gcEm5LcDz8eUvKU+Z1hCkNK7fqpWofXPOatDcTvI6H1/VVl1Dgeqk1dNtUpaW+lmItAQpbJRLbV8yEspeX4QB/SbW1JUcdgoUte+mV7supLlp1VwtLptr7rC5InNoaWpD3hEAqPCt2PKeQDzUdF1zqqHDVAYuygwWiylKmm1lpJZ8FXhlSSWypvCFKQQVAJyTgYGdc6oYnzrkLihyRcn1yZZejNOpddU4lwrKVpKc70JPA4xxipy4idQiaMaFL6t6fak0S85G1A3EakMq2OstS23XG/MpIKkpJIGUHn7vcUs1001O/Oct8f8nOvNOtxj4c9lSTIcUpKGAQrBcUULAT/AJTUbedYai1DdpF8vc9M2bKQpt5x5htQUFZz5du0HKiQQMg4IwQKfNdSdaM3Jd3ReEmW68mStxUVlW59LinEvkFGC6FrWQ5jeNx55NEYjINJ9YUTRzHWEs/0w1VFjCTITAbGxhSm1Tmg4kvIK2kFO7IWtKVEJ7+VXtVSqVkapv8ALz8zcnHCXIzpKkpyVx0KQye36qVqH1zzmoqraYqD+pHokeWH4EUUUVaq0UUUUIRVw0N04umrnkyXgqLbEnzvqHK/ogep+vYfwqy9DOka+pTl3uhR8y3YgytcMd3t+7n6gbOR65/A9Wu90tOk7cp+5LRCjxh4aW9u0ggYCEp9+MYrl4vH5HmhRu76LrYLACo0V6xhq8syWgzJdZRkhC1JH3A0lVk0WpEnXlsWE5Q7OB2qHcE9iK6H1z6Mr0JZbZrRMM29m8SVMJhnvkJ3bwP1Qfb9mBWp2JZTqtov1dosbcM6pRdWboDdcus2mbpfIdyuUUMtwrQ0h6ZIecCENJWsIQPdSiTwlIJODxwaWgaPul31Jb9LWZ6JcJlzU2mMqO9ltRV/eUcbcYOdwGMHNZsGq5Fjtd4sa4MeZAvbTaJDLu4FK21723EKSQQpJz9CFEHvUs91NuC7u1fI9mtzEuNbI9sjrDQcDaWkpSXMLyFOLCVblEc71e9S81sxDR5dBr6z6JGilAk+f35KIY0hd3rXfLqrwWW9PONNTW3FEOBTiyhISMc+YEHkYpFnTVwf0vJ1ahxj5KJMbguJKj4niOIUpOBjGMIVzn0+6rHc+qLt1f1W7I03AQjV8hiVMbaW4hLa23C5+jweApRJI/ZTJnXMVqzT9PDS8L8nTrq1cywH3R4fhpWlLQVuztwtXJ5+tQHV4u3eOGlp95UltKbHj1vH6KJtml71d7LdtQQIviQrIhpyavPLaXFhCTj18xGfbNO3ND3aLHt71yl2+Aq6wzPhtSZASt1nKglXAIRuKTt3lO4YI4NS2mOqD+lGLjBt+mrUuDdo82LMjvNlfiNyGwgALPnT4eApGDwoZOTWYPVW4RZNpnv2O3yplntTtnZedCyHI6m1ob3pztUpsOZSrGcoQe6RUOdiJMNEbun7+xQ0UYEm/wDf9kyg9NdQXB7SLEd6Fv1u74NqCnFDK/mDHwvy+X9Kkp9fftzWGOnV2etrt3XcrcxEZups63HFuYTICCsk4QcICUqUVHgAHOKnLB1y1bptnRcW0qWxF0Y6Xm47Ut5tqcTJVIIfSlQChuUUnHdPFM4XVm7wdO3LTMaGGYd3ujlyl+BKeaLocaU2thW1WFNlK1DBqsnFSbD+0n9ITgYe1z9gfrKR0x0n1Rq9ht6xu290v3Q2dhCnyC7K8JToSk7duClCsKJA9yKpddD0h1mu2jbHL03b7HAdtlxuDkybFdW74clpbK2TGWArlG1eQftBSUkHIqgPrbceW4yyGkKUSlsKJCR7ZPJq6iaxe7tBbcqqnZ5RkN96TooorSql23chKThQpAvgk4NRUiQ+FqCFHbmmwdezvycffWwU14s1hEBThWAnxATn3pm5IbUsb15++oeTOdSCASPxpiucsDk8+9MKYCqOIOgUxMlttZ2qGR7GpPS9ykfNEDKvbJqjuPrcUSVE8+tWDStxEWWgufZPBqXtBYQE9Cqe0BcuvWBLlyuzLEuQhmOsjepXOR616FgafsKYSW4MpDjaGwQVe9eY4szw5Dao60LBOU89q6LpDXMq3SHYU5SVtuNnAUrgccV5faWFqVQHUzpuXstlYulRJbUEzvUL1YmMsTVMsdkcEniuWqmNPJKXQNw4BxVo1xc3rxcnnQABk8A8YqnqY8+a7GDp9nSDTquHjqna1i5J5wrIPGak4C8OAbqj3UBojjj1peK62tzCTgitLrhZadnAq5xnXHo4SXTtSPen8F4RJCF+MrdwRg1W4ElDQPiEjHNayJri3PEac2pT2rC6lmkLptr5IcF6j0DqeG9akF94JfThIBPJrp+mVfMzfmlPjapGACfWvG2k9QvpeaQHiV7h+Nd3tGulx7f4HiqbeQnCSD614/aezHMccm9e12btJtVgzbl1fVcxcZtakqzkY4NcoiNrMguAD9Is4B7d6Si61vcxSosolaVK5URnj76fsSY0dPjKAUonhFZKOHdhmlp1W19Ztd2YaBKyra4Y7ilqzkHg1w/WNmjyVuJLQbdCiMd8iuz3CdKfaK0qOSMYHpXIdYl6Pdg6tJKSPX3rq7MzNfquZtTK6nouVXDTjseQFtq4B7e1P2bKX207HOcdqsUuImU5vSMZGcU3ZQqGpSccY716Tt3OHNeXOHa06WUBIssljClq5NR0qO4hOFDFWiW6lz7RyfSoqZsd424wMVayo46ql9No0VXcaVuxg1rsKealSylBPA5ps80O6RWgOWfJCaIWT60r4nYVpsT7Vnb99TMpACNFIszA2AEqIyKTecQtBIOTTBSintSK5ChmoDQguO9OS66wCU5x61qzdlhW0nv3FNlSlBPem4Sp1W5NPA3pcxmylDKS+SXD2ps6nB3pOQaRLS0jkZpceVvHsKiI0TB06rVt9Iyk8e1ZCkgE5BNNlKG49qwXMcAc0TCIkrcrJ5J71otZHArVRVjOKSKyRSkpgISoyScmkHwOcCtws1oslWaSURKaKSQSTSZSO+aXcHtSK6id6gtWuTWUurT2VWp7VlOMcnmiYSQl0vqVgZrdKvMDTcYzinLDaTgn+NOHJSE8Q+Sjao8AVr46lHbWgT5e+fpWUpHenBlVmxW5QVgHPpQloA5IpRs4SOK2PIOamVBCQPtWquKUUn64pJR5xntRKWFCanVlqP8A6lfyqAqe1N9hg/5lf7VA1nqfEvRYD+gPX6oooopFsRRRRQhFaLRntW9FCE3IxwaKVWjPNJEY4NMCkIhFFFFSiEUUUUIhFFFFCIRRRRQiEUUUUIhepPghvMS1OavQ8sF51EMtN+qsF3P7MitviH0UNc6mkT2XxHnNNp8NI/sl+XOCPQk/rd65v8PjrjEm8OsuKQtIYKVJOCDlfNXW/dToa9cSbJf1JYd8NrwpHZCyUjhX90/XtXmq1J7NoPrUtY/QL02GdSfgGU6uhP6lWToN0Gt+krza9SaoDM+7pdQ6yz9pmMruP9ah7ngHt6Gpv477tGmaN0xF3pTITcXFqbzzt8PGce1Rl566WixajtOmdNKauFxedbQ68lYUzHBx6j7Ssenp6+1cy+IifLuUC3zJ0hb77spalLWck+X+A+lZ6FKvXx1PEV/T39lZiDQpYKpRobtfOyrvQfS2lNRXa7ytXyYiYcCK1tbdUjxAtbyB4qULUkLQkAhwDcsIWShO4BSat1C0u3pO/qtzTjLiVI8TxI76HWFknksqSSS3nhJV5iBkiq8xClyWnHo8dbiGsbykZ25z/Q/sNbt224PNl5qG8tAzlQQSOO9ekFNzaxqF9juXmy5pphmW/FeidD6e6P3a5aPuN5tloYnNxE2m62x15KWJLy4gebuCvNtHlUpBSMDxEoOByDzG12u0DSlil2mJbp14fvL7F7ZmeH+ibBb8FCQSAltQLmVpwcgjIwKoS7fPbG5yE+ke6myKVRZrsuI3Pbt0hUd0lKHUtkpURnIGPuP7KpbhchJ7Qnz9efP2CtdXDhGT7t+3uV065WXpo3pzWS4c4txYupmGLTJYjNSpKoxQ9uAC3GyUZS35sn09zTubY9BRetLr9xZtqtJW35Fx5gHY1IStDQWgeBuIUSpxXGQFJwSBzXIk264KbddTCfKGUBxxXhnCE5AyfYZI/bSqLJeHG2XUWySpD5SlpQbOFk9gPfPpU93iZqG4jrHvb3UdsLeDn9fa/sr/AG63aO0XqHVen9X2ti+2ZiSiGmbEeT80y2XCEyIys7VKCcKKTlKuxx3ED1Hstt09OtdqtN1tt0jogeKidBSAJKVvultbg7pc8PwwUq5TjB55Nbj2q5Sy2IsF90urU2gIQTuUNuQPr50//MPetTb54ShZgyNrpIQfCVhRGM4457j9oq1lLK/MXTx6R6ffBVufLcoam9FZUhaDhaCknnkYrFaVTCKUQngZoQjHJ71vSkqQIXaV2B1BSlbfHvTG7WpbLXlTjHrV4uASlYIyM85NQN3mNlgtq29sZxV1Oq5xC8rVoMY0hc7kocSSlXfvTB1GRx91Sc5Q8VW0UxI5raTK5NpTVKSDzTyO4UKBB7Ugpsk8Uuy2T61EpgFYrXdVx1AhwkY7Zqde1KpxnalRCjxn1qnRvLginYUoowBzVbqbXmVup1nNGUFPnru+hzlZP+9ZF0DqklKR9ai3eRgik2UrCsKVjFTkCntHKelT21N7UoG7FR8R9S5W0ZB9KSWCFghWaVjtqEhK09yRUZQApBLniVaojS5DIK+Ffzpb5F3YQRjFbwS0y2hX2s8kU4euKCFZTgVhJdNl0w1oF03t85dseSoYGDnNWCBrdwTwpx8FGfs5qjz7gVghCaiES1IdznkUxwzaolwStxbqJhhXpex62iOtobTtBHcgip62X2HLkbcpUCcjPpXme33t5ojw3SD9DVls98mNzGXUyFgAjPNcivspokgru4XbJMBwXrO0tW2XB+YUtH2cKx3zXLeqloZShMhlSF4yRt44pnZdUyggBiVjxOck1XNSaqkybkI8tzchsbePY1ysJg6tKvmBXXxmMp1aGUqtolOpWEKABHb61tPeccZyUJGRgEUwnSW1SlFlZAzwKZS7q8lISRxXoW05IIXnDVABBQ8oNnzEkUwkyWxykitZE3xE/eKi39yx5Sa1NZxWQuS7qysFSTSQBCfMaIwP2V1u5wcAVZpZVzOqbFIJwB6VlKQE4NKIbxye9bbDjOamVBHBNltpPJpk6jkipFwnkelNXACc1MwoIUepKsjOKXYSlJHlPNDiR7Vu0CMVIKrLUs8venhPam5c52805UMikVsDdmiVMSkFNZOSaAlSR2pwEZHmrBSMcCllTCbKORjFN1p5p2sfSkFppSUTKQKsCtd+O9KKAHFJKGahPC1Uc0gpPOaWPBxSajwfvpSVBSdHeigHjPFQClhZSMGnLZ7Cm49KXbwO9OEpE6JwjPHNb5A75zSSDx3pQnJpgUrm3lKpUMfao8T2yaQOeMUojG08804KrJgLKyVYpPafWtgrnmhShnimSTN1B6nADUf/AFK/lVfqwaoJLUf/AFK/kKr9Z6nxL0GA/oD1+qKKKKRbEUUUUIRRRRQhFaLRu5Het6KlBEpv24NFKLRnkcUn24NTMpC2EUUUVKiEUUUUIhFFFFCIRRRRQiE9s96udhmouFpmOR30cZSeFD2I7EfQ0vqbUMrVF2Xd5jLbbriEIUEZwdoxn+FRdFLkbmzxdPndlyTZPbLdXbJdot3ZaS45EdDqUq7Ej3pfUOprxqicZ94lF1YGEIAwhseyR6fzqLooyNzZ4ujO7LkmylrJqu/6cZkx7LcVRm5hbL6QhCt5bVuRncD2VyPrg08HULV4lKmpuqUvrKSpxMVkKJTsxkhHP9m2fvSD3qu0UppUyZLRPkgPcBAJVjPUTWKkBBu6cJc8YH5ZkEL8Xxcg7Mj9Jz+AHYYpO0a81XYoMm22u6BmNNS6mQgx2l+IHBheSpJPI+vHpioCijsacRlHRHaPmcxVvHVfXHysuMq5sq+dcQ664YjQWVI2Y5CcEYbQMEEYGOxOWsPqTraBbo9piXxSIkRaHGGiw0oNqSnaCnKSQccH39c1WqKjsKQEZR0U9rU+Y9VZldSNYLuTF2duiFyo61OIc+WaSQVIbbVylIPKGkJP0B9zldnqvr2M6HYt7S0UvrkAJiskBakbDwUHKdnlCTkAAAAVUqKOwpH8o6I7WoPzHqn15vd01BN/KF2kh+RsS3vDaUeVIwBhIA4HFNUIxye9YbR6mlKeA0QNFFyZKzRRRUKV6Kucpx1oNJSSUj0qrXKLOkqDTTSufWrvGiPSnPEU1sTj9tN7mwiIlS0g8fhU06oYYC81VoF4l2i54/Y3ACXO47j1qCfiltxQI4H0q1zJ6mXF78c1DSx4yCsJAJ7mt7SSLrmVGMB8Kh9mTgVugbKSOUEjFZ3kc5qVWE9jqQFEGnyVJ4xUQ0s8ffTpC14xnnPpQrWmLp0tIcJIpBe1HPalB4iAPrSSm1r5wfepCs1SrCVOHknmpiDHIUgoGccnNRkcFCc4xUzFeQhKVE+YVVUJ3K+jE3Uml0Abd4BH1pKS9lO0AnjmmUh5XCiP2UguUVH6VSGLS6paFrIGR5SBTF1Cs5AxT5BS4TxQWSrJqwGFUWykYYIOTVgtsgJWCSce3vUQwyoqHHGam4NvJIcBwO+KqquB1Wig0hWq0agEVaVAABPFM75cVTJCnwEhRTmkH2CykIKCCrtxUfcgIyQQc7uDmsbKbM+YLfUqPDMp0WtvW9IeUAAVD1rFzjPqKR4ZyBzinenkN7ypR+0MVaounn5jfiMgKJ5GRRUrCk6SilhzVZA1XN1suJ4I5rUNqzVtumnZEd1aXUEKB9qrk2O4yoJTnJq9lUP0VFSk6kYckmWgTyacqhBQBJpk24ppWTTtiUlKwVqyaYg7koc3ekVM7TtxWikBI7GpBam1/pMio+W7hWE9jQJKDATN44OKaucUq4SpX3Uk4KsOiqKblW4k4rZBOayECtkpHeoBhRCUSokVlRBNYCSRmtCfrUyhbK4PFYB4rKcnvxQce9QgJBeMn6Ugvg5ApZzIJ4pEnvkioTBIKP0pJVbuqHOKSUrgVBUrU9zSSwSTSnNbbTSKCm5GBjHpWoOKcLQdppurINAsoWwI77qz4hHFJ5NCSec1ISlLoWQBTpte4UySs45FLMr96lRqnOTuxW34cVoF84I7+tbDHYGnCQgFZOMdhWqlDHpWVEHv3pNXapBS5RuULqQktsZP6yqg6m9RAhtj/Ur/AGqEqt5kruYERQHqiiiikWtFFFFCEUUUUIRRRRQhFJuN7uR3pSipQRKaEEHBopdxsEZHekCccGmF1WRCKKxkUZFCiFmisZFGRQiFmisZFGRQiFmisZFGRQiFmisZFGRQiFmisZFGRQiFmisZFGRQiFmisZFGRQiFmlm28cnvWG2/U96WqCUwbvKKKKKVOiiiihC9Ky9TKZ2vRI4SUE8Y/wBqrGpNbSZKi2tttvjnaO/31IakmsKaLERIw3nKx61y66y3VPqCzkirqFFkZiF5PF4p4OQHVPnZ63nCtxW7JrCpIKMDn0qFbkFRx/KnCXFJxyea1rnAkpw9tI3YGTTYjKvvpRSspzSZ5IxSymSrIz61JRmiFBSgMUwjJzzUi3vA8uDRKtaE4UlKlgED2p06GW2glDfPvTZtWUg7RuFbvrwASe9RqVpERKS4PApXcU4xxitGcKOTS/hpV6ZoKlt7pVLpUkDOaayV84ApVtspJyeM9qTkJyMgUogFMbhIsOLDgwe9TLSPEbGQKhmTtdyqpSNIABSaWpdXUiBqn0ZjbklP1FTNrUlxWw98cVAokKSThXFTdlUS8lak4APfFZqgtda6eohSzrrxAC2TuSMdqgdTKcaYQFNKyVZ7VcrqXUpYnNwl+ApIDi0oJAPoeKdyPyM5a3/nY2+QpvCAtOAPqKxtrZSDC2uol8tJVG0u4VqQlY8qjXbdM24JiDCh4aU4yK4xZG203NttJARvx7cV2uxzERm0sR1BST3AFZdpkn4Vs2TAEuTLUMWEphxTrf2RgqArlV8YbScst43ZwPUV1bVcxfyjiUM+dVcwkMvrkbngck8g1OAkNkpdpRmgKsORHB9oZOOcUyW0ptWDVqnISzgNoT5qrk7du2nk112PzLiPblMJRt3DWO9JubXOSMEU2S8QdvPFbLc5xmnhRNrrRxHPFIlGe4pwgEkgitnGSE5xU8ksymaWgVVsprsRSu3HHasjbyDjtREISOKRcGewp0tIxxTZQznNRKEmCRxmgqxQU+tJlQPtUKVq4c+tNnQQacKIxTdzk1AUpAD1NJnuaWUMUkUqJ4qESgD6UohJPpWUNk9hTpDOO9CgJstslOKbrb5OakFpHYUiprNQQphMS2ScACspY4yadpZGea2WgEYFAUEJqlvIxWwQU+tKFOysd6EsLIJxgVsCRyRWE8c5rIIIz2ppUQsFQPbitdw96woc1hA9hTAyliFE6kzsY/1K/lUHU7qQfomD/mV/tUFVbtV2cD/RHqiiiilWtFFFFCEUUUUIRRRRQhFFFFCEUk60FcjvStFTogiUyIIODWKcutBQyO9NjkHBFODKrIhFFFFTKWUUUUUSiUUUUUSiUUUUUSiUUUUUSiUUUUUSiUU4aax5ld6w01+soUvSuO5O0b0UUUUidFFFFCEUUUUIXX7miTtU4gktqqj3BhzxVKKTzXRbnOi4LaEjBHNUy6hBOU9ia3UyS268PiGgGxVebC2lZ9vSn48yQoVjwkqPApYNFKeaDdVNEJIk4xWyEnPpRt9e9LpTtTnGaFY26VZKU8AU9ZWTgBOKYtbkLG4VJsrb2BRAz6UBWtCeLYR4SXEEA9iK1MdLrJUo/dTcvqOE/jUkfDMNO0gHnP1pSYWhoDgols7DjNPGlD8KaqKSrmlUqyMDimN1AdCdFaSnHtTd1Q3YxSiU+XJPNN38lXNJZW5jCSdwoEg4rMV1ZXtJ+laqSQMHNbRykLHHem3KJMgqWjjPerRZXGg0UKxyMc1XmQOM1NQA2kZUQKyVbhb6MgyV2HpTOiRW5EO7qQ7HXwAvBGD99RfUiwNqfU7bVqEd3lLfcpP0+lVi0ylNp2Nr3bscZrqFmuTRtLYmxGnllXAVyUmuDWY7DV+3bedy9DQe3E0OwdaN64iLZLhupcXHW2exKquum5M6KoKAUdw5B5rGudUaHXNWw5q/T8N5tW1xly4spKT9QVZFOdM6v6ao/Rr1/ptawMf+lWP4eamrbQpPpy4ieEqvD4GpTqw0GOMKxIbfntFtW3J55FVq62F1UwttDnueO1dGsMvR8kb4OprLI3/ZS1OacOPuCqaakhxgVOtOt5x5VIIII/CsNDGNL4YVuxGEJZL1yHU1kMcB1ByapU5ATlaiM+1dAvktYLja17wDwRVImMlxwkgZPYV6TDOdl8S81iQ3P4VALcIV2NLsJLnOO1OHYJ9cA0q034Te3Fa5WOCNUmhPmAx60q6tO3AFJ4ODk0kpZAwTSlMDASTqwDmkvEA9RSUhzJpsXccZpidyhPFvZHFIKcx60kXQRSa1fWlKEqp76UiXT2pNZNYBx3qFE8FuVVrjdxWOSeK2wRzUKBKTKecVrwOMdqW4xmtAgqVx61Mpphbx+FA07KdxwB3pNtKW8A0t4iT9k80ISDjRQrca0UTgcU6cSVIyqk/DJHaoUpFLYxmtFgIGaXIwMUktO4YoUnRInGM0kpQHpS5QduKQcSRRKXRalXNHiY/GtCTWO9CVKqOaynI7jFYCeOaV28YqUpEqF1Mcsx/9Sv5CoGp3Uow2x/qV/KoKldquzghFEIooopVqRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUi81u8yRzS1FSoIlMe3Bopw61u8ye9N8+h70wuqSIRRRRQoRRRRQhFFFFCEUUUE4oQil2mf1ld6wyyeFr/AUvUEqxrd5WaKKKVWIooooQiiiihCKKKKELrsyIEhalL7VBTEIKCgEHHY1PaiD8N52OoHJPaqouaUqwUgAd81vYZErw9Uwcq0Q2EqJUBxW5CSndWFOh1QUgcetbY2p2/SoISBIHG7inDTiR35NI+H3JrdCdoFLKdhhbrUkqyRSiFbiAD27DNYShKkk8ZrDaT4mBUqxp3KTjeGnzEelbOyFIGEnj6Voygpb5GSax4CiexFCu3QkSs7t3vTllBPJo+WCcZGactIJ9BxQSpa2TdYI2pOaQcPBOKcrQcYwSa3TDLrWCDke1ISArmtJFlFhS3DjH8KdR4qwQdvBpdmFsdwU+tPw/AhNqfnTo0dtAJV4rqU4x9Cc0lSs2mJcYCtpUXVDAC2itLIB54qTYKG0kvKCUjkqUcCuWan6yJZSqHpCLuUcp+cfb8o5xlCT3P1P7K5tMkXm7LVMuEiTNfUoqV4qiQQO/H+1eXx34joUXZKQzH2/uvT4LYFesM1Q5R7ruF567ac0xL+VtUJd5ebOHChzw2gforB3fgMfWqDqf4h+pOoWJVuj3Fq1wJJILMNvatKP7viHzfeeKqTUGW3hQsbLhSdo3HIOBu5HrkHnnnjtjnBakhQxptKhwEjk59s4wTn+JAxivJ4va2IxZ8ToHAL1OF2ZQwos2TxKr7gWtRUsZUeSTySfeky3j7Tfb3Bqx/8q3t8fS7pBwQRv7enIOPck/Tj1ps4vT5P/VpjJ/1D7hxjOSewzXLJ5rpgngoJLZSQpHlUPUHBqUgak1RAWEQdQ3GMTx5ZS0j+BpZUSzO5DV1U0cnAcTgDH300uUBUFAUh9pzedqNowrOOP4fzqBIuE0B1iup9NesLjDs22a41K440EJ+WfeSXMLBIUnKRnGMcn2rpUe5Qbo387bLgzLZzjxGXAtOfbjsfoa8rBlLYCSkpI9+Ofx471bulVzNr1dEbdkrRHlBbKk5O1SlJwkkdu4r0mx9vVaDmYeoJaTE7xK89tfYdKu19ekYIExuML0A44nyqJ7elJFwryQfXitXspOCO31pJSilPFfQgvASt1qCu9NXxgcGsF9XJJpBb5WMZqUpKbO5zk01J570s8sHPNNirmoSOuYSmcCsHmsJIPrW6UVCkICR+ytVJzz2pTafasKH0oU8lhCQKFINa7jnseaWSc+lCmUltIGKUaxnnFbZTnHrWpACs+9Sq3G1lurzGlWGgOT2rUYIBxSqF5ASE/wAaE4KytAI7cVqTgdqwpShn2pBaz3zUJlsojNaHFabiT3oyaFKCBSDmACKW5POOKQdPcVBUFNlkk4FCe4pQorRCTu59KlV6pZsZpRQSBxWqCBWVqB4AqQlcYMqD1L9hjH95VQVTupRhtgf5lf7VBUh1Xawf9ESiiiioWpFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFIPMbvMng/zpeip0UESo/J7HINGT705fY3+ZPB/nTb1x6inBlUuGVGT70ZPvRRTKEZPvRk+9FY7UIWcn3pdhgnzr/AUMMfrrH3CnHakJ4Kxrd5WaKKKRWIooooQiiiihCKKKKEIooooQu6aja8UruDrYCVemO1c5uBSVKKW8ZrqFweEyFscCe3Y1QLtCKQC2kgZI++tdH4YXisUJdIUXFVgefvToYI+tJRYinFFKjg0//J7yEFRGB/OrCqWiUzIPbArI4FKhspGFCtFpxSQrYCwlRpxHTlY203SnJp3GGD29akJm6qXhRirv6U4MYg4PakYyuAM1ItoJA9R61W4kFa2AEWTMxxgfWlERyOcDmnhYA83vTK73i1WKIZt2nMxWxnbvPKyPRI7qP3VU+q1jczjAV7KRe7K0SVu2wQokgUwvuq7DpZoO3iYlC1DKGE+Z1fOOE98fU1zXVXWKdMUqFpeOqKySUKkugFxfH6o/U/ia54szLg4ZUh9b7jyjuWo71KP868rtH8TU6cswozHju/uvVbP/AA3UeM+JOUcN/wDZXbVHVi73lxUazoNtiKBHl8zq88cq9AfYftNVBsuvLBeW6o59yo5+v8+OaWiRXVEbWyoOA4B/Xx3I7dv9u9TsK0uOob8KGy54zKigoSCpbaT5nE5OMjByThPHANeNxONr4p2es4letw+EoYVuSk2B7qHbgpdRvVJd4bKsBrIzn3zwn/N2++pGLZWy9/1yagJdQnIiqz24OArO72T3I7YqzQbZNfCVtwGx4qQ+jwmckoSMeI37I486z+AFS8Wyq/Ruu2MOeJlxCURX0haDnISQfKx2Pi/az61jL1qAVMbsqUtD/pF1Pk2gKa2jeFZCOTj6+yT355p9E029JH6K8JVlZSMeIokYytXlB/E/sBq5RYluCmESYMFtLi1MoxJMdcgn9VG9ZCEp/vY8/Gc5qSjwLXKa2xLVMlNrRsXIYe8ZL7ie6UIQ2SGk5PGcjOc+6F/BNCpSNP3lpKHBd4gBBcAckJa4T2OHNpxjkDucE805c0jqVol6VbVutpAKnfB3tgd8lxOU5Pp5qs7zNmYcEdN28JtLgDgfaS05IX3CUJ8TsMH9XnHHNLOWhcQOynZkeMVeYOSN8dKj7lxxKEBI/wBX0PoaXO5NA3rm86xQ0o3yLQ0U7Rko4Tz9lOfX8FCoh+0oua1POIcCWSW2cOJAJH2sIUDu544PpXT9XnUNttnjK+Yf+aPycORxJS+8o+YoWncDtGTwc8H76pTljahR/l7fcm3UspG9SSU5Vj9YDIH4n1pmvM3QRaZVWdsy2AU7tqgechTZ4B7jkDn3xWlqiOxLrEdUNqUrCkOYwCQOMKB2nn61NPouMKMH1pDkdKeHOFNEk+i0+X+NMkuIVLbQlsoWXkJOP1sepq2WzMQl8RtMhd3sk2TdbLGnyggOug7towMgkf7VvIBAxUZoZ+RKsjjDm3ZFeKWykYOFZPP4mpR/O3OORX1rAVe2wzHzMhfK8fS7HEPZzTF3gYFM1qI5zTpZUo4NIqZ8vPJrasBKZuZKc0mBk4p2pkjvWqWQTxzUFQLhaIHOMUr4ZAyKUQzz2pwGFY5H30JgCkENlXpW3y5z2p602kcECsqaKVA44NTCaJ1UW6wUE5FJAlKsmpGVg/q8CmCwM4x3qIhB0SiGgrzjn76ypKU9+9YYWhKgkqNOHkJUMpSTmpSapNoEnB7UqEp3e1YQk4xjispHOF5FCgWK2QzzjuCaTkQlglQSdoGakITCHFjPan1wkR2WVJKM5GMVBKtAzXVTcQUKzWccZyKJLqVLJwQPSmZfUDgdqhRKX8YJBGeaQUvcrNaFeTnNYzznNRqoShPBNa5J4/lWM/fQCc+oo0Qt0nHrWCcnINaqOexoBwKkFRqojUSipLP3moWpjUCspZH1NQ9KdV2MJ/SCKKKKhaUUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRSD7O4bk9/50vRUgwoIkQVG5x6UbvpTqRH3edA59frTSrAZVDm5Vnd9KcMME+df4CsR2M+dY+4U7pXO3BWMZvKKKKKRWIooooQiiiihCKKKKEIooooQiiiihC7xJi/piWyS32xUVcYTCkbFIxzT52dhRCVZplJkBaiVenvWlgIXkHlrgomTCMdKXG08d8U7Q6JUcJUgAj2rZTyHB4ayCPalWW2gnyirCbXVbGjcVGPRMAnHFMHI5zjFWpEVDnemky3oQco5qA8EwmdRJEqASyR6Ypy1H5yPWnrUMqxxSq2EtZyQABkn2H1oLgNVDabitWBhQSM0/XJZgxnJsp5LTDCdzjijhKQPc1QNS9T7NZFuw7YEzpqRhJBHgoV/mIPOPYVzS5XzUes50cTpTz3jOBpthlCtgPslCQcn7gT9K83tL8RYfCyyl43e3Veo2X+HsTigH1PA3nr0XQ9V9aGWkmFpRkPPHtMdGGgPXak8n7zxXK7jcrtfpKZV2ubj7i1HBdWSEfh+qPurP5OSlxUULUJSX/DSgtbcgdySVeXHsR95FCwmM643taeSfKVIJU2lXuO28/QcV4bGbRxOOdmrutw3ffmvc4LZ+HwIy0W347+q3t1ln3J5MeDBfkvOIUtKGmlKKkpyVKAAyQACSe3FTUfT1xDMV1MOQUTklcJwsKUHVIJ3ISNv6Tkc48o9c0jBviojzLw05BfMZot+G+hZQ4D+u8QscjuEDjtx7qxrv4S2CqxJe8JRUB4Kg5Kz+pgKBQ16cY/2rn52raWv4ffVTtnsN2koakxra8oTJATGe+WW4lMpJ/sgEo/SrOOEJ8ozzVlj2W/OJelGySmGUykl1x6K4tuDNGBiQQ0d6lcAMjgZHFVWFq6LHaW09YILQLwfemIir/5ROc/LsYcAAVjBIG7vz6ixReqOnWXXn2dB2+LKn7PyfDaTKCLeQP+t4D5LjhGVZczz7AZNbnjcnbTcdQrO1a5UZwR5VlkMSlL+YEaawhK2nscuyyqLwwe6WuKURPtaW2lJNtWh11XhokMRQ5MfwdyD5W9kX1AzjkHHYFGP1v6cq+d/KGn7ybSWgi4NxtRyELu0zja44pSFApAAARgdic4wKlUdZNAXN2KxL1NrFi6XCMpq7yjKjy0NRwk7G46XkApxnupXA55JGKZkq3LG5M13OY8t6O3Ht09AJbleAHkLUCVf8kgMSVEpycJISMkY98ayHLJndftPz4L3JLpmeGY7IyQgfMxlbXBwc7skZ+laHU2grshmfH1ba3kIWYUeLc9MtFKmx2eccZUSVAckBOQOM5OaXakWxlsw2J2mpUeMvMlUG7yrY9J4QQdrhIJTj0SBnjHFOGE6Kh1SPiCThfLzHEGx3qQ6y4CGI/ygfKWvVWYsgnnAyPB4JHtWrpg29RaiXKDBkIGxAMhLIKyOFFLyGFHOMglzkYBzU1L0wt1lSvyBqISSA669Gbh3xpDfISoeGEOD7OCSrnzH0qmXy7M2eBJVEnMSkRE+HHiIbkx1qdUcJ/QK3NFJVjKR6Dg1JpuGqGVWnRNmY8e66pfRNtqJjVqR4DjcZ8JfXKUMqcSMPbticDzbk8nCqa3qPDckeA286hzdtLMhILrRB5AUPtH7mhirBZmbLarBGsl/guMzRl6U4JfhKW4rk7mZbW3Of7q0g4ppeYTDbeTI3RiMI8dhcf6cKBcZPf0xQxpTvqAWVIcYdDyjHXudUvkNLw6Ej0KftK+uAKh21qcmxULCNxfJJ2YIP3DkfjmrLPgrDfiBrxYyUnC0AKCf/iRuR//AIpqFaCnLhDBcU6gLJSrOccHjPI/YR91WEQNEjHZnWK7Z0rgplWe5laeUyEY/FBqVnwCjcnac0h0iCUWu5t4IBdaPP8ApNWqTFC0qdKcgHnNfTdkPyYVgXz3arM+Ic4qiORnUHPhE1gpSEcp5qxPNebGzimy7Q4/y2APeuyHDeuMaZ3KuONgnFCGR6elWRrTbr5JQjGO+axJsSozOVY3D2ozt0lKKLtVBttkc44pYoTtpQt7ThWaHAnbwKZNELRpCQe9OSkkZSMjtTDeQfIKXblbEnOTQUTuTCYVoKkq4qOUVFXBp9MkeKsnNMwkFWahKUvHQFEAd/epFnYFBBINRkbKHc/zp3uIXv7ChQLFPV7Gx9jmmSyAolYwTQuWQMd8U1dfU4rJoU6qUivoSpPNb3YIU14yF9xjvUO26rOM07U6Ho5Qs9qChrosVFOnOaaKFP3UDGaYufaIpShadjW+0e9JhXmxW9KoWeB61gnIwK1yfasKJA4oQtsgUZGM5pMHdzk1lRwME0AwolRGoHEJDOT9pRA/YKiae6oWC2x/qV/IVEx5O79Gs8+h96YiRK6+EdFMAp1RWO9ZpVrRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUkqO2pe8jmlaKlQRKKKKKhSiiiihCKKKKEIooooQiiiihCKKKKEIooooQuvSVhBC6bOuBacpJraRlR2Z4zWiEJCSFfhW8Cy8Q43smhUsHg45pzHfI7nkfWtXWRt3AUmyFBW3HI70xghK0lqmmJClJyDit3EFfOMk/xqEuOpLFpxtDl5uLbJVylA8y1fckc1zHUvVi/XgSYloZFvg42qWkEukH3Xxtz/APrNcDaG2sLs+QTLuAv14L0mztjYrHiWiG8TYenFdF1HrrT2lmXEyZaH5aQdsVpQUvPsrH2fx5rkGpNe6g1aj5aQ8iPEUd/gR0HGB7nur+VQKIbhKAtB3uHd5sAkfj/M4FOUJAdcQElxbicYCicD0yexH34FeI2htvE48ZXeFvAT78V7TAbFw2Bu3xO4mPZIMseEz8wtLyPFBQhYSEpCB3P1/DA+tOEoDzjSIinWm0JUGCVKW4v32gcc/gPvpeNCC0tvOKCgVAFZby2nnsgf9or6DirDb4NwXNlxWmLs686ycsMNH5l9I/8AfYP6JvFcrNIiLLqEmZ3+qg27Uy/HQVuIbb3eG+sJOxrn9dYP6RX+ROKlGNN+LKUy01PU+lH6FpMdQffR6qKc/oEfUg/fU1Eh3X8lQ7oyJ5atjxSZewi327n7LKs4W795HNWiFHRAuMsXGXri1W67sZSpMMquN6Xj7KkFaSGvqnPB9Kqdk1KuZn0H37Kp23REF+PHVIuS40FtZU/cFx3DEiLB+wjCv+YcyMcHv6elTA0lpmJFmPzb3cGFXA+HEt3iFuXcsf8AarUcpZb/AMpyQB6nirMjU16RbbMy7qHUS77YnkKtFjTGzBszefK94nikhwJ5wWwc8A+tTUXXsxu+3f8AJHWe5+Je4v8A5xakn21SXFbRt8BISpwpSBxvB2p9ATWYmTotIniqs1o6O7dYkaJ1CQt+2xz8zOU88IVvbxktYLRUXMY75Tjkn0DFzRWbP47Gt224j0sJZQ+EGXMcKjyoLSkIbJ9yRt8ysDirW3rD5rTsR2TqfTyrHpqR/wBHWmRaAp64Lz5VqT4IS4kk7glaie6lU/Veruq6OzX4XSy6z9QMOCGzlpiPbkpTglGFNoaPqTglahjsKrPJPN5XP5PTLWk+4vw7cux3mUiMl1MWK7FeajpVkBe5tW1SjjOE8k4JAGKrkzp5rSJBZmS9IumJMP6a5GI8lqRk8JbWBhXY9j5j9BXW3bdJmWz5N7oZCuP5IklN5uNmvC1vP4bBUC4StKFHKVKUgYCeOKYsPaCtDr0uTZOo2kYDYbftZhSQ4jeEcrK1BJVknajZ6HPOasZTBEqp1cssuJS4LDJLkiwutCOSIbKHwsHnlRTjnHcn1OBTZcbwlKt8e4TGH3yHpDj6T5AOdpwcDHc/XA9K7C9eYd1aXdT1TTKl3Hay61fLWVpZUEHBLqgsq2e6QDkg8U3c01OnIXCt0PSd9U2kF35SWI6nUFORgbgVE9ydo9O+at7vOh+hVJxsfEPqPqqLomY6Lz+UZN8lsWhjDRch58VJxgE9sH1OfU1Zb1eIl51LBsA1e1KtltQJbZvjbi0LdUMJa8uSAE4Oay4XNKMyJ/5Jv1gaabK0LZezGeIGQk5CSdx4zk8EcUvoCTfRbXPl/wDhi9G8OmS/HcfSl8OLH2cLwOP2DNW025B2bt/L/hU1H9oe2ZoNLj+491bbXbZ8iGow7OZiCo7jp+9pfCMdgYzu4n7iU1Xrm1GgSFR2JhivLO4s3GC5b38/XwyUE/XtUle2tMsqCtRdObrp19BwZEMKUkeygpPYEj09qbuTDKZVEsXUJM5kDiFdEh3PsMr5z91aG0Gmwj6exhZXYh7dZ+o6if0VVmMyWvFntx3EIHHjIw6jGf8A3rR47eoqGbeTIvMVXkWoJUSrKVE+X3AB9fUVOzYs625emacWwtSuZNnfLfb12nIPrxUI24w/fwpqZ8wUNrzvY8NxJyBzjg/fS16PZsvb75x+qtw2IFWoIvzF/pPvC7r0iBdtt1U2lPkcZyPrtVVsefLaVNrP1ql9GX1/JXhJGPOyfb0VVyc2EqKhk5r3uyv+2b9715LaQmuSouUQ4fIr0rRt9bBSVJPlPelJISh3KQKZzHgRndiuwL2XIILbqU/LyW8hoJJV6imVxurbyQlQ8xFQbsrZwnmtQ7uQSoeY+tWCk0XVbqrjZJvPneSo8Ul4wVwDWrxASSTSaMYzg5qxUElZU7hexIrRxRCDyKSccwrOK18UKzuFCieKT+1SZGDilsp7JBzSCydxzUKAU4j7MjPena9hGE47VHtHzDBpZDmM5PpUoJhaOcZFImllArOccVpsye3FQh3JbNBOQazJJQcJP4VqVbAeO1MVvOKXvJOaChuspVTp2kEU0Uckk+tbF1S8k1qTmkKkrUp5yKwSoHgcVtWFVCNFgKB9qwo5FakEGsKOB9TUEhELJVjgVopfvWCSa0JyagGVChNSnLbH+pVQVTupvK0wfdSqgN30q5ui6OH/AKYT2PJ3YQs8+n1pzmondXsHpYUuf+T86iuOAbk37AOOftwKx43E90a10Tmc1vUxK6uDpd5LmkxAJ6LypWa9b/CK2hfQHrepSQSm1OYyO3/JyKTsfwj9JnujOl+q+r+qNw02xcmosm4uSENOM7HDhTTICQoLUcBKiV7eSUqArDU2xRo1X06oIhwaIkySJ0A/dbG7OqVKbX0zMgnhEGNV5Mor0P1s+FaHo206b1l0r1U9qfT2qZbEGEXm0pdS68AGvOnAWFq3Y8qSOBz3q93b4OelGi49n01qfrWIPUC7BtUCM62gRXnlOhKEeGAXAgn9GFlQyQVAcFFMds4QMa4EnNNoM21kRIjeoGzcQXFpGkbxF9IPNePKzXt/4tOld76yfEnpHQ9iksxnH9NpefkvcpYYRKe3r291EA8JGMkjkdxXZ/wc9JdRR7xpXpR1fevGurGyVyIMnwwwtaCErR5UAoyo4B3KAOAc8kVUtuYZ1JlSrYuExcwJiSYsE79l1hUcxlwDHCd9hK8hUV6q6U/BvYeoXSGTrG9atmafvkSfJiS/mFNfJRER39ry1jaFHahLh+2kEgZUkZIh9B/C3o/XPUfXVtga8kyNHaGbaecmW9tEuVPDjbiglnwwUE/onOyVE4CQCTkXHbGEBeM3wa2PED3Jsqxs7EENMfFpccJ+gXm2sV6E1Z0P6EWu5aS1Bp/rcxN0ffZaY9yQ660m5W5BQVB0oSD5cpIO5tJSdv2s5HZfjP6T9J4GjNNOaahW+zakccVHs0C2wmY/5X8RbCVlzYgbigFBTkjBcPfNI7bFEVaVINPjncREcZ9+AvomGzqnZveSPDG+Zn79dF4Xor11d/g26V6NslssGvutSLVry9tf8jGKUfKF5SglKSjaXCjcdm8qTk5IHBFN9W/CBoXT/XXR3SyLqW/OW7UcCTLkSHFM+M2pvdgIIb248vOQaG7bwbz4SdCdDBDdSOKDsvEN1A3DUanSV5Nor2Wr4Muhx1hP6bo62zUaqdy5b4HgtLWy34YV+mASA4rhSsJUjggYzyef9LPg+vGq+oWrdN621A3ZrNoiR4FynNY3P5BUktFflQktgOFS/shScg5OJbtrBuY5+YgAA3BFjoRxvayh2zMSHBsTJixGo48F5zqzwOmWv7poyX1Ct2lZ0nTsBZRIntpCm2yCArIzuwNwycYHc17q+H/pv0y0TpzqTc+lHUUaqs9xtbcd3xAPGjPstSCoKISkFKg6kjyjse9ca0hbNRO/A9qi8s65vDEJi4OtfkxAa8BSPFaCkbijxAlW8kpCgCfvOc38a7RxbSbADmN8U3za2iQRzsr/AOGZGgvMy1xtG7nNwvKlFextQfB50P0fY9M6r1r1fuVgtd1YSZKZKWlOPPLZC0IZKUeQA7ioqSvgAcE5qgdVvhFumkOo+k9J6N1CLvbNbOqTbJb7YSpkJwpQcKThYShQXuAGR6CtVHbODrEAOImdQQLa30tqqKmzcRTEkcNCN+ll54or2RO+DXofF1Raemw63SU6yWthU23uIay+1sK3Q0kJ/QrKAVoC1L4ABB3BQ4D8RHTCz9Huqdw0JYp82ZDiMR3UPTCgukuNJWQdiUjufanwu1cPjKgpUiZIm4Itxukr4Cth2Z3xExqDfguaZFFfRO2a31v0++Ejp9eOnuh2tUXKWzGhPQlwnZI8BbbxUsoaIVjKUDJ483PcVQfiS6KWbWEDperSmg7dpPW2rXG4sm1Q20NNspLPiOlxCEgENHdleM7Qc5wKxUduNfVyVGZRLhMg/DqSLEBaqmyy2nmY6TAMRGvA714ror2MPgx6Lyri501t/XRxXUJpjxFRi00pnekBax4Iwr7GePFKh9oggEVVOinwgx9fSdf6d1peZlrvuj5LcJoRXWzHW6tDhCllSCSjKUnjBwT61oG28GWOqZiAINwRYmAROolUnZmJzBkC87xqLkea8x0oww/KfaixWHHnnlhttttJUpaicBKQOSSeABXtnon0D6GaY63Maad1tbday2dPNykxnEx5USRLUt9EhOwJWE+GlttQSpW4b8knIqd0N026HWr4v5S9NX5DtwhxpU5FqQ02hiHcPEUhbKEJbASENkqAzwfWqKu36LC8NYTDc2hv+3mrWbJqODS5wEujX76LxJqvQestCqgt6x05Ns7lyj/NRm5bfhuLayRuKT5k8gjCgD9Kga9oddelrvxBfEgxo3TPUF2Yi3Q3l3dyQylbdjSl3BYQlKUFWSRgKUcknzVDXH4O+lurrZeIHQ/rB+XdUWBO6VAlqaLbpGQUJUhKdmVAgK86c4BxncHo7aoikw4gw4iTAMCTaTFvX6JamzKpe4URIBgXEmNY4ryPkVZtXdNNe6DiW2frDSs61Rru140J19HleTgHgjODgg7Tg89q9RiO7F/8niqM+gtus3J5taT3SoXBYI/bSXxX9Pdc6jkdHdLR9YXbUc7UjL8eOzODSW2nAmMS6S2hJJw6SpatxCUffmGbXz1xTgAZntMk/kEyLQOcods/LSL5JOVpH/sYhePKK9io+DLoui5N9NpnXVxHUB1jeIyGWiyF43YDJ8x8oPHihR74HavLWv8AQ196a6vuWidSJZE+2O+G4ple5tYxlK0ng4IIIyAeeQK24XaWHxjiykbxNwRI4idQs2IwVbDNDqgtpYg34GN66E3HTwrgk+9bGJlWAmpBUVLDanHlpQhIyVKIAH3k8Vz7WnVu2WTNv00GblMUlQW+F5aZPp6eb19cffWrG7ToYBmeq703ryOB2ZXx78lNvruVnu79vtENU25S2ozKR9pw4z93qfwzXMdS9UVF8RdLJQpGQDLcQSSfXagj+Pf7qpl+v941TORJvs4PrQNqClGEoT/dQkYz/KmSAhW9wlSljy4yBgf51en3CvE7Q/EmJxU06JyN5a9f2Xt9n/hrC4WKlcZ389P7peTKnXOa7c50l194d3VHBHtk9k8eg5rCWkoZSpQCU8qye5+oSe33nmtkNpVsYjsqdeV5hwEhPvgHhI+pyadQbe846t1kRnlRgVOOSFpDDZ9Dzner24rzxBcZN53r0Ac1ohtgPp1STbbbrmXXjFYUNwwgrcdPoEgnn7yce1OmIzfy7iAp0yFHJhNZwQP131/7D+FSEC3vC2ybkiXCYjOKS25JfKDJdPqhhGCQPrx+FWCTpabAsFqFxk2VuLcV7odqiymnJ75J4XIwnCUk99y+PY0ubKLjcgNzmAbff3+yioMWwuSYAdvcgQ2SBMuZi5ahjOdrDWfMr0yT3q0WmJ01Zn3Wbfb/AKrtlmdaUmCltlCrjenD6LUfI0g9yMKOPWp+TaNbRddWGHJn6NuuomG0G226K7FcttvTjhUglAaCgOedxJqVsVs6nPa3v8azP6Pv+pltEXO5yPk3IFvRj7DC3UhAWOwS2PTk1U+oSdFfTpZQJ/T7/T1VURE0Izo5luffb45qJcnfbdMxmimFDQThL8h1XKlYySUJHJwn3q4POaYZ1fYUac67X6RflsBq7ahksyGmLO1jKmWAlZdcPfCDgeqj6BlpbTfUu5aMvtv0lY7FKtjMhxd41K4xFD+5OSsNSHVBShgcqRgJ7D3redatZXDQtq1Az0pstt0RayFv3NEIxfyskK24ccCvEU2TxnOVntxVBKvAj7+/7qWsUezzLlqnTOm/iVetGmnkreul4nsvNOXt4j9IEtB0lScZBdUoE52hOKTTGvNy0DD1DI6r6ZNg07KR+R7HKLa5klSTtaUY4aUPMeUNLPHdR9aZ3RyRBuUPU+sfh4YtulPDbaiWxBkwmJTqsFLp+0pxR/UbB/Colu6dO4ku63TqX0h1BDS84s2eExOVGRFGzyoIcbKnVqPJUT5QeBgUqcaK+ztF9VkaktV5utg6fapumpGvAttmaZiyEtJSMqUpKAlDJGf0jnPsCeBULcOnHUq2quOiHuhlou2qC2iY/Lt63VvQ2Vr8pKUOKaQkAFKE7e3OOMmksL6Ip0abs7K1czq8gNx4zbbTdvSsqzsSpBK9iQcqONysemRi1RDZtLyoErQHxKXFm5X58CY7MjyIDDGxGC66dxK0pwEpTjngZHNSIKQ2soa42bSCZjaJHRvVdmZjF6PdXYM8yFeJjb4YcdbASrJUVjJODjjJpqxfNPuS3Itk6p6pssaA54kETo65AOGyFqUUubUAZKRgEYyaui7h1ltNrkdMdI9XrJqC3yYZecEWe2EeC4slfmcSklxZ3ZG4kgkk8ioi96g6m3NqO3eullqvLNpeUzJ8CAlCPKkBLJW3uztB3EDjtnsa10mAi89P2Kw133gR1j6hVhE6Xdlm6vX/AEte/GDaDGltNh4dwkErQnYSe5Bx9+KYzrVPiM7rl0/ZelEAiTapa1KWnspQAK0Dg4yPcYp+9e+m90uRiak6d3C1sO+GG27c9+j8bnco79pUBwB6DBqO+S6dLaeuVi1pc7SuClxaI/hqSS0kk4SsY5PHPufpVxa0n4hPnH+4fqs2dzRZp6T/ALT+ir8923y5Fv0lF1FLtMR9QlSEXZZcbjqRnw07U5GDz6eozXR7FonUN2U5Ni6W0Xq5KBhbcCUmMtwHkEbClRPH9wjmud6Xgaiv7s3UjcPT93/KCypyPLfQqQhKc44JSoceoPNXKRpiHZ0olar6VX207PO3cbfIVsIHI8ixgD6BdVhsiSLev9wtDzlIaDca6G/sVJuttacSpl2FrnRClDyoCfnbe4O+052HHfnCvuqvT2WLohSosnS+ok42gspMGUQfRWQk5xnjCskd6skHWdwiQ1NaL62SXoilAfk/UkcttoVnIBUd6COCMVE312XOZDuqOmlturSiS7MsTgRjHZY8PKSeT7VawCLH9fp+oVD3Gbj9PrHsVVJG+1OtRg/drGrOPl5KPGZJz23D+eDUfFlSJt3ckvS4jhDOEqYOQsFYPPsRipkvWMK+V09q2dDSnhUC4t5aHGcZ5T+NQsKNIj3KSmQzAC1NtHdFwW1A7vNx91M/MGQDbgD+g/UBFDKamYjxAHUX6kfRxXYejKsM3g892c8Ef3verytwbyCa550YcwLwgFCshk+X05VXQUI8RwjOM17zZX/bCV5LHOmqo6crzZFRUsqLZI5qfnx0pP3jvTZVtDrQWMAe9dhrgAuW9pJKrKVhGS56dqVbUh0jkc09l2lKHcBeQfamRjLaJUkdjV4IIWchw1SUlCEikFr2oAAHNE9RTjH3803S8laRv7ihLvWrqMHPvSe1I9aXJSU4PNJKTxvSeRQkMSkwsg9q0cClHIpVtYJ8wzWHnGh2zUJt8JNOUDvzW6FZ9TSO8LPlpRs7RgmhQQSlkq2k8UKKQM+tJ7vTmsFZJxQmDbXW5+tN5DPk3ADFLBR7HtWXFo8MowO1QiFEuJ2nINaBw9j6Uq+oEkJpHATSEoAW+/tismkwoZrbeB2pQUELbbkUisY9aVKuKQcVt5HrUEIElaLUBwDWNw45rVagB7mtUcnJNGiUqJ1P/ZMf6lfyFV+rBqf+yY/1K/kKr9XM0XQw/wDTCK9b/Cnrbpbqbo3qz4cuo+pG9PG/zFzYs510NoUSho/bVhCVIWwhQCj5gSPv8kUVmxuDbjaXZkkGQQRuI0K6GFxJwtTOADYgg7wdV7lm3Xo58LXRLVug9PdSYuutT61iuxiuAptLSErbW0lZCFuJQlCVKJBUVKOB5QciO6x6s0tP+CXQenYOpLVJusZy3l+E1MbXIaCWngrc2DuTjIzkcZrxWCQcjvT6NJC/KvhX8657djBrm1XPLnB2YkxcxEQLALeNqlwNMNAaW5QOF59SvcGp+pek7D8KvSiRFvlqn3PT14stwkWxqc2ZGGFLWpKkDKk9gCSk4z2qwdZdO/Dx1y1DYetV1642+Ba7TAbjS7a2psyZLbby3EpSkrDja9zqknyKyMYxya8EZzWaoGxAxwqU6ha6XGQBo7UX9itB2oXNyPYCIFr6jQ/2Xv8A6jdc+nejviu0xqmTqOBOskjSyrXImwHW5SIzi5LqklakElIHGcc4UDjFXHUHVmzaWiXbW1y+JWyTLGpBet9rs9thrnjccobJK1lw445QjnkkV8z6Kpd+HKLgwZ9BBsDIBneDB8lYNs1AXHLqZ1Numq9nMdR9PXr4KtZtytT29q+Xe5TJQgOTWhLUHZ6F/wBmCCcpJ7JAIzxiuf8Awd3jStruN4ad6vXDQupJSQmIXkMKtctsJJQHg6PMpC9xxuRlJwlWSa840VuGyWCjVoh1nuzaC2loMgiyzHaDjUZUI+ERvvz5L1/8WmoOnNz6X2NnUV60rf8AqmtbapFy05tW0WgohfiOJxlO0AJSrkHkADJqwfEZrXp11A0J0+6xaX13bH5ehpDUoWBS2xKlKcXGKm1Ary2UeBgkIWDk+g58QUVVT2MymKcPMsJPKHWIjcI0jRO/aTnl8tHiAHTQzvM9V7x602H4eviHmWPq7P64wbRbbTAEedbiGzJfZSsuBCUFYcbcy4pJwleeMYwSZvqHr7Qsr4sOmt7i6zsT1uh2ia3Ilt3FlTLKjvwFrCtqSc9ia+edFVN2CAA01SWtDmgECwcIVh2sSS4UwCSCTe5C9bWrVOl0fHzN1MvUdrTaFSlqTcDMb+WI+RSnIdzt78d+/FdM0v1i6Wq6wdYenupNWQYUDVzzBg3VuQhUd4LgoYdSHRlAKeCCSQTu7YOfn7RVlbYdOsAHONmBv/xIIPtokp7UfSJIaLuLuoiF9AOjGlOi/QjTWvLFA622LUF3u1tC33PmGY7QbDb4ZbbHirCl5UvOFE8p4GRnlujtU6aj/AtqrTb+obY3dnrk6tuAuW2JC0l5gghsncRgE5A9DXlGipbsbxF9SoXOLmuJgfl8lB2l4Q1jAAA4an8y9afGxqrTGodA9LItg1Fa7k9CiPpktw5jbymSWYwAWEElPKSOfY10Dqx1h0Lpm99BdTtahtlyjWMvJuSYUpt9cZDkRlpSlJSVEEblHBAOUnGDyPBdSuk9S3DRup7Vqy0pbVMtEtuYyHE7kFaFAgEe3FL/AAVgpMp5pyZ+U5wemqn+JuNRz4jNl9MsddF7wuGgeh2rfiEs3XpnrZbpbt1nW/5GxxS2t16ahtDTPKV70o/RpJSpscg5UAQK87fHH/8AvFXr/ucH/wD50V0hPxb/AA7XK7tdUr/0KnHqHFRuZcacaXGU8hO1pSnipJyE4G8sKUjCcZ2pNeYupnUG99U9cXXXeoClMu5u7g0g+RhtICW2k/RKQB7nGTyTWTZODxTMSKlYENazL4o4iwjUADU6rRtDE0HUSymQS52a08NTOh5L1bqvrXL0J8IPT5PTnX0GFqRpyJGlMRZLLsltktPlYW0dxSNwRkkd8e9cT6Y/EVqiJ1y0z1L6pajnXpi2qdjOqdSlfgMPNKaUW0DAQRuCiU4JxznseL0V06OycPSpvY4SX5pMCYdulYam0Kr3tcDAbFptZe/4mlugtq61PfFCvr5aVw1+JNRa0uth0POtFjkpX4hThROzwwe2SQDmN6W9btJ6te6+a0d1DDs5vjbf5JbmS240h1DMJ1looSVAlWEIPlyQSPWvCVFZTsFr2kVKhcYDQYFmtIIFtdNVoG1S1wLGACSTrckRK7D8JeuNNdPut1ov+rLgmBbVR5MZclYyhpS2yElXqBkAZ+o9Oa73ZougtFfGdH1tH6oWG523U8W4XR19MhltmCtzcAwpzxFAq7HJ2k57V4jorVitmDE1XVQ8jM0tItp/ZZ6GONBjWZZh2YL2F0362aH6f/Fl1Fn3+8xkWPUsp+O1cmtrrKFBwKSrxEk+Q8jIyO331cdA2zoX8L101T1Ue61wtTG8MrRCttvLSnwFL8TZtQ6rxFk7QCoISMEnvx4MoqirsRtWwqEAhrXAR4g3Ty9FdT2m5lywEgkg3tOvmvYF46gaev8A8ElwjSL9am75crzKnLtomN/MJLlxccP6PIVjCs5x25q19des2i9Lay6EawhXy3XeLYEThckW99qU4w24zEQcpSryqxuIyQfKfqK8KUVI2JSz5i4xLzH+sQR6KDtN+WALw0T/AKTM+q+gD+meg1z60R/ibPXyztwmtss2vxG0u+KG/DHPiBwJ5GUeGTwecV5I+IrqTberHVy96zsrbqbc8W48Qup2rW00gICyn0zjODzgjPPFc2oq7BbLGEqdq55cQMomBDeFtfNV4nHHEMyNaGgmTE3PqonWfUDUOuJbgnPKZgpWHG4CFfo2yBjJPv35OTVcQlJBcWEhA7bu2fok8qP1NbhhJSltBQtWclWDsT9w7qNLBlG5LUcrcXjBGfP/AESPp3r5xUc581Khk+d16SlkpgU6YgeS0aaUllawtIKvtDOVlPpuPoPoKcxkOOoQH5HgRGuU7U5Us/5E47/5jWYkdtZw2yZTqcjlQDTI+7OCfrmpOHHQtpT8SJ8y93duD6x4bOPRAPlwPxpczWmZEevRDmuIiDPER1v+voCkYcOAhpx6b4jYUf0EJgZdfP8AecXjgfhzU1GiWKNb0/OBc67vcMwGUKbixB/edIBK1fTFbsS7ebelq1WwtND9JNu7z2X3VeuxSxhIx7Cp2XcNOy4cRuz6GTYrDFSky7gH8Tbh/e3PLGQFf5U0hqNAgAdD9z7IFJxuc2vLQfoep5Jebb+nkONbrXZrk/etRSFJM26OsKbt1sSTylpgJJcI55OPuqwzrV0dev1r0xo3UE8pVg37V9zYUtP+ZMWMlJAx6EnAwKjLjq7Qt4uUJUXpw3p7RluSlL8aFLKJNwSO5efXlQCiOwGTUhJ1R00v2okXif0zXpzQcMAG022ZsXMweFPvLVu2k87EgE8ffVDngnctTGQLz9/enVS0XTvQO/a8OndKaynaf0fDQVXHUNzT4s64rH2kx0BH6Md/Oo9uw7Ct9M6E6Ca21TdmomvzpPQdnaWETJgQu53QgeZSEpThto+6vMrgevEdC1D0c1FqR696q0VebNoWKkCJZrdNKi6R9lb7y17gPUISBzinGnFdEtRXm6XnXkDU1g0sz5rXbIiy65gdnZDy+5/utgYyqk6K3T7++ifaQ6SdLtaWu/ahn9VY+lNG2wrEBiSEO3C4NoP9o6yhafDSTjagEkkjNObb0TevHT+R1Dv3ViNp/TkB35i2W+XIW7KfQk4aeWyhavDWo4CGxkjP41BaT050P1Qu73bWOqLlpizMOKctduTGS6+tlPZ2SvYElR/VQO2ab6X6adOdYWe4X65dUYem4EZ5x6DAkseLIcZR2ffCVJCVn9VCScffTNbPDqlc4AGforfeennXq36XtHV7VXUVESLa1iRZ4k+4LfnsurO1spbKVJL6+NqQcpyORinV9kfFbpS527qtrWcgv+Ci224TSzKebS8f7JDPfxlnGdoz6E4BqjWXpdqC+aeb1fD6j2y3wIC3JkNiZcnEPoQjtJUkFfhqIHCOSBj1NSzdm+Il+DbOpK7vLft9obcmW+VMubK3YyCMKfUh05SSn7P6wSfc1b2Z1DT6FU9qJjMNYundwvvVOx6imar6rdF7ReJF8cRHYZutoS5sSkZSxGQjICjyTgZJJJNVeNrPRtnttxTrjoc3+V5BdW1JbmvRQ0pWfCZQzgANp44+hJNWR7qD1/cu8DqBfbZKlM22GtNvkT7f+iQ0vlcg7SNilDjcRkJHesQev+pm9Zq1dqfREW5KVHESC2/vZQy0eXHEpcTjKyMlRP2QBT5GAeIkeYSdpUcfCAfIqmy/zD3HTbcyPH1NF1CVstuuyQ05EU4SAtQCQVBCU5ISnnAHvUi5pzTVqEdXTzroXnLg6tkol+LDbbVtypTnmIPcYAHJIqx2vql0d1bfbndtc9NQ7866G4KYsdssRI6R3ASUneo5KlnnAA7CmVtsvw/atYdk3G/S7Q+p55UeGla0pYjgkpSPECgokAqJ9zj0qynSa74XN9wf2WerVc34muj0cP3UXPY6xWu2p0wm+wNRRlMILLUV1qSjwEq9ThJAOMY7kZrnuvblL8BmxT9HwbXdZDu6QiE0ppao4x9pHZOT2wOwq2npzb34P/EVh1o3DbaZLiQF7SyynKhlTah5scnjuTVS0kNa36+y9aaduja5LSvlWkuzG/mFNhIH2XAQoYxmnqsqNhsa8CDb75qvD1aTyakjw8Wlt91+HorFpyJ0SvMuMiczeLElKgh1xAD4bGCMgDJzn6CukWvR647qGOkXxAsrGPEai3F9bCUqBxgAlQKiD/dFVJi7argJen6t6YW2/MOpDS1zLaQAUlWSlxncArnk4pm9dujt7C4lzsN7sUgKykQpKJjDYIHGxzz96gmDDgPUFp9rIALhLST5EOHvdWXVdl6nRnlu606c2fUJSVJelRG0oUvsQrxGMFSsE9x64rnritGCeER3b9pO5JwEIQfEaBPO3I2rzk4zg1Zraxc7Y5/5hdV2xsVtXCffXGX5eOEL3IUTj6U3vOrdbBsxdXaTjT4oClJcWyCQkcjDidySf2Ve1jXCTPnZw6iCFndVc2zYvuuw+gMtKrk1d6uLzjhk2fULRC9hRgPpBzhOfKv6etQNqZRHly8WtyGfEQCyVElKgk/QHBzUg5/wTc0uOx25dmcCNqgrzIRkjGCO3b6UztyS1IlN/lRUva5gPEk70hKPUk9gcd6rqNFiCCJ4/uJ/RaMM8nM0tLTG8R7tOU/Vda6SpW1JuoUpePBaPm+81d1yilzbnGfWqJ0pcC510ShxRHyrZGfTz1bJKyFnBr6BscA4cRxK8bjye0vwUk8pbrYCCFce9R8yRKaZKASMd6TbmbeCvn0NOHpjQjlTmFKVxiurBadFhkOGqiHLkpK07ycJrWfcmQG3GynCk+YVG3t0eISyOD7VX3ZTqSUqUTVtlmc+FMSpSZGTTcLQlOCai0S1ds0sh3enNTKrsbpyp8k4TQl9Xbd3popxQ83FaNPYXzUSpUq2Btz701fB3HCqBJKuOKTUoZ++iUALKFbO2K2S6T3NNlL54NCVEd6FMJ8lwEYzQVZOBTcLGM1tvOeB3oUyliogcd6SeUQnINbJO7vTd5RQSCagqJSClKJwBitFk+ooUpQPesbyTg9qqJlSIWp++g5IBxxW5IxmtfTioQgOkeXNJOLBrDvB4NJFXoamQoKys5zihrG454rXNKNhOckdqjVQQonVIAZjkf3lfyFV6rFqkjwY+P7yv5Cq7V9MeFbqHwBFSemNNXrWWobdpXTkFUy53SQiNFYSQN7ijgZJ4A9STwACTwKjK9W/+T56ft3bqDeOp9wil+JpCCsR0pTuX808kjKRkZIaDgAIIysdiBWbaGKGBwz653C3nu91vwWH73iG0eJ9t/suGdVOifUboxKt8TqFZG7e5dG1uRvDlNPhYQQFctqIGNw71Rc4OQcEdq95dd/+I/iG+FI9QJ+nZcDUOjrrJkyokiI7GX8olagpaULTzhhbLhIO0bHOcjFQdh0r0y+H34U7H1dvHTKwa5v+qHYq1m9RW3m2A8FrSlAWlW0JbRg4wVKOTx5Ry8Ptl3YDtmzVLskDSfXdC6FbZbe2PZOinlzSeHpvleOIskOjYv7Q/jTivRMlr4d/iW6xaEsPTbR110VLucnZfYzcSOxBcYaaU6sMhpzyuENlG4ISDkKKSeD0/qd1S+HDpT1Tu3R7U/w8WF+y2y3MMruEC2Rlz1uusIcCkqXsIwlwDd4m/cN2eeLam1HBzabaLi8jMW2kAGON76QppYIOaXuqDKDAN4JifReJ8j3oyK9hdEen/RXT/TPXfxE3LR7up7PbZchmx2m8IYdUlhIbCfGRlaEuFbm0lW4pSncAdwypfLB0t+IT4aL/ANUtN9MrRovUWj3Hw4m1sNRmHvDS24sEpCQ4C2sYChvChgZz5kdtlgqFuQ5Q4NLrWcd0a23q0bOcWTmGYguAvcDnp5LxzkUZHvXrb4n9E6L0/wDDf0zvth0jZbbcp6onzcyJAaZffzDUo+I4hIUvKsE5J55q3666ddPomgfh8mxNC6eZkXrUthYuTrdsYSua04geIh5QTlxKv1grIPrUDbLCxj8p8RcP/jP7IOzXhzm5tAD1XhrI96sGhtC6m6kajY0npCAmbc5KVraZLqWwQkZV5lEAcD3r2z1C1D0J6efERZeljHw96TmJv6oMWfLctrBSy4+vYx4DBSW0AbwVqABXn/IM50VY9IdKPjQuGh9L6NtaIl+tzcxhxbQLltWGnFrEYn+zSsnBSMDAA7ACqHbccaRcykQSwvbMQQPI+vMK5uy2ioGueCM2UxNl5Y0B0UbunWNfSjqbqOPpJcMOfOvOOtqwpKAsNpXnZuII5Jx37niqXr3TMTResrvpWFqCHfGLZJUw3cIn9lISP1hycd8EAkAg4J717GW5pbqJ8dLmlb/0/wBOORLTGmR5AcgNui4ufLhaXn0qSQtacgAnJASKk+lGgeleOu1x1L010/dIWnr7PMdhduZ3MRm2VqLTCtuWRgcbMYOCMYqv+MPokVaoJljTlERLjEg6+ib+HNqDJTI+Jwm+gErwPke9GR717e0TC6S/ER0D1xeF9GtNaVuWmGZC40m0xUNOZbjlxtXiJSFqPBCgokHv37N4Vj6WfDx8MOlepN86U2HWt51W5EUtd0jNOhCpDLj6QC4le1KW29uE4yo5PsNJ20ATTNM9pmDcsjUiddNFQNmkgPzjJEzfjGmq8U5FFezOu0DpPdfhX011V0V0qsdgcu16ZdcabiNpeAK5HisF9CUrLZWggAEDaEgBOABwvr71vtPWudZJ1u6fQdNLtMQxXVMPBxUgZG0EhCMJTg7RgkZPNacJj34sgtpkCXAyRYjlvnkqcRhG4eQXgmARY3lc1sllueo7xCsFliLlT7g+iPGZR3ccUcAc/WnmstHak0BqSZpLVttXAukApDzKlBWNyQpJCgSCCCCCD611b4XrFcIlz1P1ajQnpJ0PZ3X4LTLK3Vu3F8FphIQkeYDK1H2ITkYJwp15iXvVHTjp/wBU7/bpsa7iKvTN4Mplxtan4xJYcIWMkrZO4qzyoL9qZ2NIxYoiMuh45iJ6R7kKBhgcP2u/XlEx1n6LjunNP3bVl+t+mbFGEi43SQiLFaKwje6s4SMqIA5Pc1e7l8OHVu2xpchNihT1QUKckx7ddY0t9pCeFKU00tSwAeCccZFNfh5466aC/wD6ghf/AO1Ndb09adGdGOsNw6u6j6x6Ymm1z7g/Gs1jW/KmyXnEvJDDgLaEtDzYUokp9OM5pMZi6tGoWU4nLIEEkmTaxt5psNh2VGBz+MTIEDjfVeYjwSk8EcEVjI969BWPUOl9L9Ameor/AE203e7/ADtaT4zD91hIfQy2qM0spWkj9KBuO1KyUpKirG7BCMp6x9F+l2ltUJ0LpnUGpeoKZN0W7d7ciXFt8VDu1DLLKxtBOck44zgcDJfvxJyhl5yi4uRM+QACTuoiS60SbaA6et1wSsZFehdSSdHa6+GZ/WNu6dWCwakGsY1ulybfES024lUdxQLY5LKTkbm0+TKAoDJNJ9RtRac6B6gj9L9M9NNI3iRaoUR28XO/2pu4PTZT7KH1eGXP7JtKXEpASByCTzQzHF5yNYc0kRI3RJn1EKXYUMGcu8Nr+cwI9CuO6I0NqbqLfk6a0lATMuCmXJAaLqW/I2nco5UQOAK30jpBOrIt9knUtntSrJbHbkG7g+ptUzZj9CzhJ3OEdgcZOO3JHpb4cNadP5/xBKc6Z6Natduu9gfkTY9wiNOLhzUNuFxERzcpSWFeXgkE8ggACqJ0llWjqZK6o37UGi9LMuwtA3N+IxBs7LEeM+0yrY802BhDgPO9ODn1qh+PqhzwW5Q0NPO5Ig7tytbhKcMh0klw5WA/dcCyPejI967vcF6d6GdONE3GForT2otS60gLu8uXfYCJrEaMXNrTLLK/KFcEqVjPHBwcDSzwumfxBa/0Dp2yaWVpO+3OQ4zqVFvZQ1bnWmwpzxIyAoltxTaFAjalIJHfBJ09+sahacgm/wDpmTGsWMKnutwwOGYxbzjfxuuGVZNFaBvWvDexZX4bf5Bs8q9yfmFqTuYjo3rCNqTlZA4BwPqK6Vfes2iWdUyNLq6J6NGjosr5JbbVrQi6LjNr2lwTAQ4HiBuznGeDkZrqNystm091364WjT9ohWyAxoK7hqLDYQyy2DCBO1CAEjk54FUVsfUY2CzKSJGh0IHW/wDdWUsIxxnNImD0P7LyBRWB2ptKleH+jb5V/KusBK57nBokqvrYQlIkunwWVcJUcpWR7IT/AEp+qGpphuI7EMSM4QUMBKhJkKPb6nP31abLIjx5bhtNnavmplLIM6U+Fx4Q/wAiMbCfryBU1pfWCNKS5irDZIN+1pKWQq9TX/HEBP8A/KSRsCvrg4r5CCwD4vO330XsoqON26Djv/bmfQKpTIM+OqNbrvaflIoUkR7S22tL759AUjlRPuTU5dZF3VcIDGp7C21GjLSIGnUR1oLh9AWhjeT7mrFpDW8vSdynP2WwR9Q6+nKUly9TpPj/ACKVdynPkB/j/Kn2m+o7vTq63CfHsjOpuo1xUd13nyUvKhBXcpBO1OP2++BxQak6v87dP+NFApR+TTS+86xP1UbfdR6hVqS237qDZYbvyKk/krTKoi0tjH2U/LgAL7DJPHFSOp+pmp9Ravt+uOqFrt8wwFAWrTpjLbYb/uhMcAb1cDk8e/tUjpLqk109m3HUd10yvVnUi8JPg3CfJQ4qMlXqhAJShI98gngcCpDRXVq3dOrzO6i680w/qzqBcgRb3pTqVJjBXZDLQyEAeqs9uBVJIcZLrrQwFoyhsAcOPL91E3PqTdZusIXVDqtYLJLatxxbbCttSI7RP2f0ISPEX95Iz3pR3qlC1HrFPVDqhoywzLfA4gWKOpDUSOT2UtpIHjOH2Vn9gq0aO6u6XseoZ3WHrVYp2pdWuJULYyppIiQRjCWmGlcFfOCrBx/Gt9IdTel+otWTOq/Xm1OyZsRKvyTZY9vR+T4DXoVIOPFdP+YHnn7lu65d7J8waIj7/dVWHrPSN51a71A6idKLW1YI6CYFkhrajxWQTw68EcurOeAfU9qUtN76S6l1XL1Rrnp1LtemG07rbZoCy20n/wC8SFlWVKx2A4GasWldT9Guo+tJGuupdttFls8NShaNNRYnhtbB/wDaJRbSN6sdh2FNoMDpD1f1jMuAahab0bAX4UW2plOIeuzg/wC2cJUdjY7hIxmrGUS4iHC53wkfWDQZBsN0n9blQVjR0R1tqW4TNTIvundKsqH5KgNFxx15Q/8AtDziuw9kDgA5ppa9P9JNe6jucNvXciz6chupbtwmbVyZ7g/7RWE4DY9Enk9zU2NCdPteavl2HR10lQdJ20eBOlKmblz3hz4TAVyltJAyr1xUXdOltquerl6J0VqGQ8zEa/6TuDraXEws/ZZbxjc4R39gfetNPBVXQWta68a/8WWOpj6LZD3ObabjTzsRKa2fpJZNb3S6wNOa5tUaz215LCJM1oIVcnRyUoQlQIaSf1v1j6cUjE6X621JJuWnNLXaLcLfbZAYmPN3BxliS4nCvCaC85CTjce2cD0pe+dIbrY71E0jp+9W6dc3oynyRGUwi3sjs67tJBUrskcknntUHL0VrLRUmNb4G52dKCvk2Ic9WHFJ5UtYVjCR3JJ5PFMcFUaPHRNju+m8KP4hSdDWVxJEgHgN50KmbxK6vTWJGlHHrxdItvkITcUIUiU02tBCkMkpPn7AqAyOwPrW+pOrnUG6w2tO6hjx5cdiQ2/NYfgqZBS2QoMulIOAo4JTxwPY1A2+99RtCRw0pd5ipUtTgYW0lz5l5RyQkpPJPJJ9ADS+merOrNLR3xJVBcaU65LlKfaWha1qOVEnHJPCQD9B2qAG07OL28d/tZVuc6qZphj+Ee5mHKYvHVPSuoXIEW/dMbOhHil6WLYUNOPMAEbNwAISpXBHcgH3qO1E50cnKisWaJfNPolBYk+M4pxLbYAwEA5ABPGfYEetKae6iaUltLRq/pzBuj0l1cmRNBQSNxyTu+0lKRgADAAFQ9v/ADc3pwqfTcbVNkLKW0IKtqEZPhoAOeAMcn604h8RUaZ+YR7x+qV7nUx4qbh/pM+0/oqrryHYtPwEfkO/tT1XTLSShsIKEAjcVEcc5A7e9TUHpxYzaWnLVquJJeShOWVNIUSs4yEqSdw5NVOH/wAPag1g+u6XmTDt0NJaiyEtbySk4STgEc8k8etWhejIUt7Fj1PbZ4UgqSso8FYwRwSnGTyPSkosFRxORpHCY6Xn6psVVOGptYarmnUktnXQHwxb0VnZs/VPRy0i13516KhRymJMK08+nhuD8ODTWRrW8GH8prHRFrlbG1bXpdsLDyCBkEOpBBIPrkVDtta/08nLT09wAgoS04H0YHdW1WD7ftqYjdUdRwmNt1gRH9riU7Hm1sLPfP2hitbm06YhwfTHVvvH6rmsqVaxzMNOoeI8LvaR9FHxXund03OuRbrZ3hleUqTLjp9MjuR39K1bsVwt7a3NF61iXNkpwllDxaUFZHdteU1MSdRdOb+yX73pd22LWoIW80MAnBI8zZ+lRczRdguUZX/DepUSA6oFKXlhSgU+m7hX6w/ZQ3DiqZpFr+EeB3poFLsX2TS2sHMG+Rnb6m5+igLpMnIjuL1JptkrK0pUoNBhSuCSdycg/wDjUbaFtKYdcisKS0t5wo3ncoD6kd+1TUm3a20+0GmXHn0BZ3BCvGTtwMDavnHeoa2OPPR1SXlJQXnHHdqU7QklauMen3VTXZUY8CoHA/5o/wB29bcDUpPpuNItIgfCT/t/Kuo9J5CjeLllITvhpJGPZYq6ShlZ++ufdLXlfl+agvBwmF35/vp966A8fMo5r3mxyTQk8SvI46GuAA3feqZ7gh0FQyM0s8tt9GN3pTN4nJPtSCnloSTmuzqueXQms5KU7htz7ZquvtFSlKIqbkPlRJVTFakuHBqZVThKidpR+NZbeWninUhrKsjt6Uilkgk4qFACypZUnmk0HmltgPBNahvB5oClKJOPrmhwnbkGsg5IGO1YXyMCllNCSBz3rYK9xWmwg80qke9RO5Kt0njtWyVc1orCRnNJF0/q0IT1KgKQlDcdwpJLqgRWSsqHNEqQEgr760Kin1pRYPOBWu0nnvSBCSU8cUo2okYzSSgoYzWu/YMetBUGyVcKTxnmm6k5rbeSf6Ud+9KoK0xznFbhKvShIAOK2JwcUKJkKF1MFBmPk/rK/wBqgMmrBqgEMR8/31fyFV6tVP4VvofAs5Neg+l/xWu9HeiM7p5oPT8qHqm4TDMcvy5DbjaFlxH2WFNnI8FARgn7SlK+lee6KqxOEpYxoZWEgEGPLjxHI2WyhiKmGcX0jBIjr9PNepdAfHhriLDvln6wwTrO2XeGqKhhKGIxaCgUrztbwtKkqxgiorp78V+nLZ0vPR7qt0zGtdNwn99rS5OLLzDQWVoQtWCSU5ISpJThPl7cV5vorIdjYIzDIkg2JEEaEREHyWkbTxQiXzAIvBsdQZ19V6D6sfF/qPWmq9K3nQtgY0nbdGvtyrbCaWFlTqRtPiKSE5QUZRsGBtUoHOa6Ir46OnJ1A71EHw/xjrd63CCu6G4DarAwMp8PkcAZ+1tATuwBjxxRUO2LgnMazJYCLEixuQSDeTxUt2pimuL81zfQG44Wt6L0p0i+MO+aWm6qi6701D1RZNXyXptxtytjSfGcQELKQUqSUFCUpKCMYSPrl51M+Ke0Xzpf+aHpX04j6OsEk/8AOpEnxlup3BW0HaDkkDcokk8Dgd/MCVKQQpJwR2NSUWUHk7VcLHpUP2RhO1FYMuIOpiRoYmLeSsp7TxBp9kXcRumDqJ1XpjT3xWaTn9KLZ0u6wdKE6wYs21MR8XFUdRSgYbyQkrSoAlOUqwRxj3e9RfjEs+u4/T9mN07NpToq/wAC9LZYlJ8FxEf/ALFpIQPDGOB3wB2rzFRVX8IwmftMpmSdTEnWBMXV38RxGXJPAaCbaXiV2TqT18g68692brKxpt+Gxa5VukKgLkha3BFcSogLCQBu247cZqZ1H8U7k74hYPXSyaU8BMWK3EXbpMneXEBBQvDiUjBIPBwcfWuBUVb/AA7DQG5bBuXU/CdyTvtaSZ1Ob1XpqX8WmkFddbR1mtfS0wFRIEmNcI7UltLs551JSHVuBsZISQOQTgU1038WVrsNt6pwV6LlPHqJLmyWVCakfJh9pTYCvJ58bs8YzivN9FVfwjCZQ3LuA1OgMjfxT/xDETM7ydBqRB9l27on8RMDpN021noOVpeRcnNVNOtoktyktpY3x1NZKSk7sFWe4rsfTPWOvD8ONpt/UL4fVdQtGxlZtslic046ltC1hO5kbnU7CFJCgBhJx2PPi6ugdO+vnVvpVBfteh9YyYMGQoOKiuNNvtJVz5kJdSoIJzztxnjOcDFWO2W2sC6i0Zi4EyXDQRYgyCrMLjjTIbUJygECADre4OoXrH4p71v+FjSjt70XF0s6/fI62tOJUGwxHR4+xoBIGP0WzdgDBV2HavL/AFy6odPepTtnXoPpNbNFC3tOIlfJpaT80Vbdu4NoQPLg8kE+Y81WeonVTX/Va5s3bXuo37o/Gb8JhKkpbbaT67W0AJBPqcZPrVUo2bswYSm3tPiBcbEwM27n6qMbjjiHnJ8JAFwJt9PRdLsnW6/aO6XRdBaDlXKwXFy7OXO53aFMUy7JT4expkFGFBABJIJOTtPGKdM9fdSXrp1qrp/1HnXfVKb0I71slzZ6nXLdJZXu3pLm7yqHlITg4J55rlVFbTgqBMlt5md8zOuv3CzDE1RYG0RG6NNFY+m+rGtCa/09rR+EqY3ZLixOVHSsILobWFbQog4zjviozUd0RfdQXO9IZLSZ8x6UGyrJQFrKsZ9cZqPoq/s25+03xCqznLk3aq5yeoDD/R+D0wFsWHod/fvRmeKNqkuMNt+HtxkEbM5z61Paa6q6Sf0BC6c9UNHTb7As0p2TZ5cG4CLJiB05cZypCkqbKsqxjIUTXLqKqdhaTm5SN86kGeMqxtd7TPKPRdg1n1p0fdekJ6QaM0A7Y7e1eWbs1IdnCQ86pLSkLU8rYnctRUMEYASlIwe9E/q3021zFtUvqr09ulwvtrgs21VwtV2TFExloYbU8hTSsuAcFQPICRgYrj9FVjAUWiBIuTMmZOt5m6c4qoTJjhoItpZde0t15gaU6xROo9o6f2y32eJDctjdmgBLBMVTakZU6E/pHsq3FxQJOMdgMN9MdVdFaGuGsxpLSV0atmqdMS7CyxLuCXXY7r7ZSXVLCAFJBOduAfrXKaKk4Ggd2oA1OgMjf76qBiqo37ydBv1XU7L1X0jc9CWjQPVTR069x9OOvLtE233ERZLLTpBWysqQsKRuGR2I4HYUzvnVe1Qr5pef0s0bD0sxpJ1MmK8rY/Plv7wtS5UgJSXRkYCPshJI9a5xRTDB0Q4mONpMX1tpeSoOJqERPC8CbaX1XaJ3VrozK1IvqC10dmo1GqR+UPAXeN9s+czu3qZ8PcpG/wAxRuwexOKVu/xEQLn1J1/r1Ol3229aafmWRuMZSSqMp9gNBwq2+YDGcACuJU1lSg0NiMFZ/hSN2dQnQm0XJNrGLnkFLsbUA1AvOg1+ysSpXhDw0cr/AJUwySck80ElRJUck1ium1sLmOcXFdkver4ut7HE07pfRDOhunVqKfGWwy387OAPmU7KVlZJ/Zz68UvfdaW/V+nI+helnTlnSejbads25ojtvXCbjlRMleFDPf8A8OK30RYuler35us+tGoU6X0pAWXIGlLc6846+APKFu89+wG7cf8AKK30rZOn3V3VL7cu7p6cdN4RBTFdlOPTZyQc43chAx3PAHpk18SAvEL6OTO/75/sl7n1D05P0gz0t6I9N49lgMAC7ajfiomTnlH7Wx4pyFHB5GPYYApC5a+6V6e0W3076V9LYsi/v83HUd5jJnPtqUOVBQScK9gMBP1PNEjT/TLW2v06E6NXRek9HxtyJ2ortOUr5hAIB+XQr9Y849T3OBTjX+kumGl9UQOmPQa/T7reJCwJdylS0JgxePMpawkblDuecDtyaGjMhxjf9/oE3/4o6K6A0QbJa9EO6l11cMly43lBG1RHKyArKED9VPr61jTrnw+6V0VJ1Dr1ifqvWUvhltt92M0HSOGmihYw2n1Ufwp51C6U9PeklohKt3Ua56o1peSlDcSHtUJLpPKic5Q3njnk/wAl7j0GGkNKK6l9Rup8SHcwyFORG46X0sqI8rDRz5l+hxx35xzV4pPk+EWF7D99VmNVgAOYiTz6C2ih9H6e6SPWCTrPqZqhz8pISpyNboLy9lubydrSVKB3uHjJJP3nk1jQ+gtJ6+bkag1dqpdjtzTql2q2rlJU+lIPLz5IwTjsPak7B0R1vrqzM6xvD1ss9vSC7Eh3BnapbY58d3anAz6A+n0qnM6RvmrnZsLSTEB23RHCzKnNqLDcsg/2bRIBKfc8ZrQyhVlo7GbWsZPOxlZamJpDOTWyxrcQ3lcRfqrPadBwupN0uTFo1U9B0zCd8NmTJbT49xdHs2CMNDvk9+PwjJPT+VcdRzNJaTu9unGG3/zt0+UDSI5/9ylQySs9iRwOarrtk1DabguwWi1y1XVlG5TMeYp1uM1/fUApQzz5R/CsMfl3RrOSq9Q1LVltkgBcp0/qjgKP1PoB91FmtHaUiBNzLhPLSyiS938usCSLCGmP81iJlS83p7frFc2NPWaJGm3p9susMQ5TiUMoHd10KISkccA9yRTb8i6y0KE/OxbzCekLPhoZlJWqXIP6qdvJJ7k+gzWbBqfUVmuEq8t6glRbjNHiTHpEQgbQPskk/ZSOBx/Gl4/UfU131A3q16bbZLrTJjQ2pCti2kE+ZQBTtC1e4OccUThTucCTxBgetyVJ743e1wAvZwk+lgJSFr1LrbT0yZc3rtcIMmafmJzsuKSk7RgAqJ5AHAH4Vm29SdQPXx6/vKizpc1KGW21rKFtNJ+ygbgAMnk4PJNKXrqBKvd2it3G1GTGty/Gktsnc2uQPspOM7gjv7E/dSt/1tY7lGjQ3LWmAuY5+mf+XT4qGR9raSMpKvs59smtLOzpgmlXcI0kOE9DAWN/a1obXw7XZrEgtMDhBEnyTgdVHpOoheLhZnJEeM18vF8JYUEk/wBov7yeM+w+tS6upOkbnqKGm8xXWoUFrxfDda3pXIVwNw7EJSe3ufpVcnN9OnIXzdnZbQ+XENMpStTaErUeCsZ5SBkkewp09oHT8aE/co+sJIS2hTzmSh0KPc4T7k/zrY2pjBLaddrxqbj9QDNuK5rmYAQ+th30z8I8Jt6tJA14Ky3v81Gop0K3QoVtjtyGVyJbzSPl1uIztS2CnHdXJ+iaovUm12DRlp+asc+SXpu6Oy0XwsJQRhSgR7A4/GtH9E36Qkygm2vl7Cw0tOxbYwMICsdhgDuOc1UWrexqjVjFiW+UQoKSle13OSD5yknPdXA+gFUYnvB/l16DQ5+jojhoRIWrA91Lu1w+JeWUh4mySN+oIBU1o20aBcs7Pzmprharor+2ByhBPpjjBGPrUm9op+Y2JFvusKbypKM/o3Dgn1Se578/SnjnTtyEG27dqF11K1pQhqS0hxOT67vQDv29Ki5miL7bHd6mmHG0nK3YTymzj1Ow4zVncMTRbFSgHAb2zPsTPRZqm1cLiqmaliixzjYOAj/7AR6OsgQ9a2NxK4rNzCGhtKmHA6nOcnKc5OKl09Rb3GLTF2iwbhuZwtuVGDSsEn38uf41AxdRarsj5AeuERS1HCJMfxEDJ7ZP9Kl09Q3XVOMXSx2+6NBahubxuOO+Uq/2FUMfTpOhrnUzw1HQQfYq+oytWbmcxlUcQYMeZzDoQsT7poW5JaE3T8yzLVl3xIK/IFEkZITx6e1auaRt11itqsmpochaN7iEPjw3VBWB9oYI+zjtTecrQdylKDiZlkkgADaSlAGM4444z7UpI0UqbERItN8hSyhAAQ5hDg9chSeRnPqKfszViAyoeXhd/wDyfYpTWbQkONSlHEFzR5HxD3CZzV6x00llp1yUWkBW4qIkNnnjnv2qFtC0qgJkLTuU8lbuAOASrP8AvTi4y9R2FIZU5LbShobs/pmyefU/f3ppaklm2NNoI8Qx0qB9BkZ/3rI8Fr2thzY3OvHloulhiDSfUlrpgZm2mAfignTzXQOki0OaimKaa8MfJKBGf8ya6JIUrJHPeucdIS7+XJJkfaMUjt9RXRpWQs89zXv9kEmic2sleOxhEtjSE0XknFNJSfLgcYpypzCqbSFEg11lhKjHxjIpqeOxp0+cE57mmyuOwplWVoU55oA4xWN/vQkg855pSZUwtSjzZArRScnkUuR+FaKTlQwaJU2WEpSBnNaqTzW+MHisHmoUwk6xnHetinBpFWVK4Pal0REIXk/dWn3UqE5B5NYLa+wFEyohYSAcYNb4HoaNu1PbmkVqV6VCnRZUoA8mjckCkS5jy1qXO4pUspRwbqQIwaA4TxWyAFKzRKjmshAAyeMVgp/GlVN5GK08MpHehCTA55HFahWFZpXYcUkpsj0oUQonVKiWI59Nyv5Cq7u+lT+p8+BHB/vK/kKr1aqfwrXRMMC23fSukdM+llo1Hp+69ROoWpV6d0bZlCMuSy0Hpc+YoZRFitEgKXjkkkJSMEkDJHNa7q5Hla4+Ey1QNL2tDsvROpZT15YiNlTzjMpCSzLcSB5gCC0Vc4CEDtis+NqPY1oaYzEAngD58dPVb8K1r3OLhMAkDj96+iGunHQTqezLtvRzV+pLRqOFCMliBq1qMwxc1NgqcQ0+04pLbhGNqV4Bx35JTyJ7SmoY+nP+LHrapNpFwXavmfERj5pCAtTe3O7hKknOMc967l8Pdo6e9T7zbNLTfh5tUqJbWUO6i1E9qC5spZjNpy9IUlDoQlZCVbUAAFRA4GSIq72uHd/huvsrRyA7bLN1EkP+CgrW4zDdiISy4QcqCMNqG5R9Oec1ip4l1CqaJJN2/FBiZ3g74sCJ/TU+g2rTFUAaHSbxG4jdO5cgj6ZvszTc7VsaApdptsliHKkhaQG3ngstp2k7jkNr5AIG3nHFXXrHpRuy3zS1ttHTKbpV26afhSExF3H59dydcW4kSkYKigOFO0N9wU9hmrBZNO3SB8JGq9Ry2C1EumsLVHjbkqCllmO+pShkYKT46QCCeQrtjn0e+hK/iK6ciIiCq9jo6hVgEwDZ+UgJRZ+uftducZxVeJ2i6lULgJDc+8jRrTfdqTuMKyhghUYATBdl3DeSLb9BxuvNOmPhm6nt6z0lA13oS7wbLeL1b4U9xpSFOxmH30JUXEpKlMEoUSPESO3Y4qr3Lplf7n1WvXT3p1Y7hdn4NykRYzLQ3uBtDhSFLVwAAMZUcD3xVw+HKf1UPxJ6ZRDk3pV4cvjKb2l5at6ovif8144WeQGw4fNzkDHmxXVbCdGjTfX5V1n6phzRqloXF7T8dp6Si2+M7t2pW4jyFzcHTuxjwuKK2MxGHqkPId4W6THidEkST735IpYajXpgtBFzrE2bMAwPpbmuCar6VdSNBRGpusdJyoEV5fhtzEqQ/GcXjO1LzSlNk8HICsjFL9JNBSepnUWw6OZQpTE6cwmYpLyG1NxfESHVpKyAVBBJAGST2B7V1DTT/TyL0S6kNaGV1EvlnfjRG3l3m3wGYcGYHwpl1KhJUvfjekhtJOF8jGK5p0QJHWbQOCRnU9qHH/e26sbiKlSjV3ObN4I3ToTI14804pMa+nvBjfO+Nd/RWfr303OmeqDOi9I6ActbSk/K29hi4m4SLmUuLSJC8KVsWvA/RgJA2jyjJqvao6F9W9F2U6i1LoedEt6CA68FNu/LkgEB5KFFTR8w4WEmuz6GVcj1660OacKTqhu3XxVh7l4SQ8N3g483i+H4m3bznFU/4UnNVS+srDclct+y+DJGqBKUTHELwleJ8zvO3GQPtc5H0rKzF1qVEmQcjQTMy6RNr24SZkrS7D06lQCD4iQIiBFuF/ay57pLpF1J13bEXnR+kpd1huXAWsOR1IOJJQF7SkqyAEkErI2j1Iqt3i03GwXadYrvGMefbZLsSUyVBRbebUUrTkEg4UCMgkV3S2XmXZvhD1KnTtweix5nUARyppRSpbHyiFJTk+YDypPoeMH1rgK1rcWpxxalrUSpSlHJJPck1vw1arWe/NGUGBx3arJXpsptbEyRJ4LrHUroLdNN9Tmum+hfm79JcszN2Ac8Nte0sF1wDJAwlKT9Tj1NQN16FdXLJpt3Vtz0POZtkdKVyF721OR0KBKVOspUXGkkA8rSB29xn1BeZsm2/GJCuMJzw5EXQq3ml7QratNrdKTg5B5A4IxXE/hLnXO+deLfa7jdprrOoI86Jcdz5UZDbkdzdv3ZCjnChnOCAfSubRx2I7v2pIIaxrjIMmZnQgDTgVtqYWj2uS93Fo4DSPquTXXSmobJZrPqG6W1TFuvzbrtuf3pUl9La9i8AEkEKGMKAPY9iKVf0VqiNpi36yetSk2i6y1wYT3io3SHkDKkobzvIGQCrbjJAzkiur9PbfI6r9D9S9L4TBlX/SlxZ1BYmkqR4jrDqvAktJ3YO0FTazg99vtz0SyStNWb4munnSMKaftfT6Gu2oVvS4l+7rYW64sBagncZSgnBIwU7eMDGirtB9MuZEubmJH+UCR6mQOvBVMwbXhrps6APMmD0gnouEzugHWW3WRWoJnT+5IiNo8V1Kdin2W8E73GEqLracJJ3KSB255GYDRvT7WnUCU9E0hp6RcFRkhT60lLbTAPALjiyEIBPA3Ec8V33p/L6dxOtUW4Wm+dZLlq5FyU9IhPWyGlclYUVOIeUuV9gjO4q4wearln1lYY1r6laeu2gNRfm5u2pFSUzbWUok2lxLyyw2s5U0seHwUFWCRkK7GkGOxBBaACbEWI1MaE35XEqThaUgza++dBxAtztZUzTPQjXly6n23ppqKwS7TLluJW+XVtoIi7wlbzSlqCHQO42k7vTNONb/D5rzTXUxXTu02o3B24XCXFsh+cjFyY00pWFqCXMNqKE7iF7T6VflW2VB1h0Vl2nXM3UOkZNwT+Q0z7emLMhp+bBeadIyXP0hUQdyk4wEnGKcaEK/8A9veQlZVxrO8YB9BukYpDja4LqgIgMcYg6gkbyCOY8xO9OMNSswgyXATI0IHoeR/4XKJPQPrDDsD+pZGg56YMZsvPYU2p5tr/AN4pkK8QIwM7tu3HOcUmx0J6vydOnVTGgbmu3BoSNwSnxSyRkOhnPilvH64Tt4PPBq2dIdX6jT8Utkur11kSJNz1R8nLU84pXjNPvFpwKGefKtWAeM44rPTXWOpnviqsl1N5kpkT9WoiPkOEhbDsnw3GsHPlKFqTj0B4q9+Ixbcw8Nm5tDztry19lU2lh3RrcxqOV9OenuuXaW0fqjW93RYdJ2KXdJ6xu8GOjJSAeVKPZIHqSQB61Kaz6U9Q+nzDEvV+l5UGLJVsZlhSHo7iufKl5tSkE8HIByMGu/6Yi6Nt2gus0WTJ1Jbwzqltme5p5ht6W3b/ABHAkYccQfCLnCzk908YyRAQJvTmJ0G6hxdKJ6g3yzyEw2/Gu8KEzEgTg+ktOJKZKl7zkpIQknao5GCaT+I1DU8LfCC0aHfG+YGthF+N03c2BlzeCdeE7td2u5c6hfDt1nuC4qYuh3yJsNmfHcXKjobcZdKg2QtSwncrYryZ3cdu1LdLuhupdcdWI/TK/QZdndZdAugcLbb8VrGdwQ4RuPKcAZJBz2q6fFld7qh/plaUXGQmGxoW3SmmUrISl5bryVLAHqQ2gZ/yiugw3Hrh1s+HDU059btwumm4QluqPLpQp7ClepOFYyfQD2ql+OxPd+0MDMHRANiATxvpyjmrG4Wj22QSYLZvqCRytr/wvNnU7ppqHpfqV+xX2MltCnXTDcEll4vMJcUlK1eEpWwnH2Tg/SqjVi6jlw9QtTpcKsi8zRhXp+nXVdrsUC40ml5kx5fuudVyh5DRATWXLDI2pOVn09qjSskkq5J7mnk2KrJebH+of70xrWwCLLn1XOzQVtu+lG76VrRTqvMu13joZ1J/4ZR1a6ly9MactjaQ+xaZyQ0sAcoBZbRhS1f3TyfXFV+FpzXnV21mfa7NZLRYIh2b/AagGbnucIAykY+4Z9eaaav6nX/rFq5nUvUVUt2CwrdEs6UKbjtp9M54IPqonJ96NZdXZerY6dJWe4ptNnbAbkrab2laR+qjGAEjtgV8fpU6GRzqrjybvPMnQBe4xFbFZmMoMHMnRo8pklJWTTOp9XXJ/SPTbTUKZOgJIkzYj5bjsJHGErUoIUo+/rzj3reXp64aAlN6OnaCW5qaUMMx2pqnpDyz2WsNrKQB9QM/xqXg9Vrb030s1p7RTTKJshO5kucHJ7vOH1PsP9qnOkuudEaCYuOr9SSnbtqKYkuTLg55ljJ/smyrtk/ifuq7umHL2tFUaeI7vIcSqW4zFNY95oECYaJueZg2Co7ulbzpcOag6g2O9QJClcyi4WmkccIQCjaT7AGmbsXUN3cbmXqFf40Jn9JBZdbCwQeQte/uSMdgPpXUtHaksvVLX7OuerVyaj2q2uf9D2IrCm0H0cdGfMc849T9OKs/VvqyrqtfR0q0FeGoVlRzer0Ts3oHdlnPf247/cDVfc2ES14M6C0nz4eqvGKqgw9hkCTrA8rGT5BcIvXUDUF0ae0s1q+auAoBEtxwKKFAd2k4OMZwCc0tH6g3zTNqYtdvuMBSFILcNhtvbs/zq44A/HJFdk1bdNAdNdIw7HYLHBuEx3Ea1wvDS6t5091rJzkZJJJ79qj9MdJdP2mzSLvrluHOuckGTNkOcNRk4yW28YCUp7cd/SugzZNYVS2jUEgSTJAHKZP0XHq7cw4o9piKTspMAEAlx4wQIjz5Bcq0hrG6aWjyXXIMV1LrhfmzVSN7i1H3zyfYDHrTi167nq1K5qq+2GW7IWnwoCAgqTGZP90DPmV6k81YtOdNtP8AUOXLvirdIt2lm1qRbmUOkOS3AcF9RVnCBzgf+NMrv01t0fVMXSejJ01c95suSnXnApEGORys7QAVnOAD71Iw20GUmPY45Z8IzTJ3EAjT/lK7F7MqVn06jR2hb4jliGxcEtdroDfkktQdSLTqi8wrZdSpFltyw++0lI/5mQOyFE90JPcDuRW2qtQaPuUaNHskCCzOnubUyiyGxHbH2ncDufQfX7q21H0uXoa0LuTmqSYjGEoZU2St5ZOAhA9VKNV93p5rpTq7jJtFtmKkhKvBUpG5lOOEDOMY9ceuaZ7dpAvp1GZibu8IPuClY/ZDxTq0qga1tm+JzZOpsRfX6Ap5cdJ6Ht9ucnR5LmxlAJ8B8lTqzwB95Vj9tIx9DS5H/SC7w61JeSkuJI3NowMBI9wBxVcl2+Q8rwY9okJix1kPORXFFC5Ce4STnISDj2zmtHrlKtUVQFwmsrfyw2HUDygjzL8uM4Bx95+lZziaObPWoNiLRLfXT9VeMFiC3ssNinZpkzlf6RNuOilHNLXe6pQ/BEJ+KyVoQHElCn1ZwXRt7Z7D6CmcmzXOFHVb1WuT4rhC5KY7qnPCbHKe+cbiM49hTizalvMRpDTN5hOxY6Nzm9O1SGk98Ajv6D6kVvA1hdojz8uTb3CqU6p1bjRC857DgnsAB+FR/wBBVDWkPad5EOHoPP2UuO1aLnvDqbh+UGWH1Nt3uo5d9uVntsuWm4TBsQWW23QB+kUCB2PoMnt6VF2LROol25u7iwLltSRvbW0/tdSPfH8a06gXz8r3Zi2JWW2IgAc9f0qsFZP3cD8KnLDrLUkKO3Fg3WHNaQlKENOhKVAdgBnB/jWek3Cds5ry5zBoRAPnBt6LfWfj2YNjqbWtqu+IHMRHDM0T6lIx593s7qFNzblDcbUfK8krCD2x+OT6VMsa6vmze+Ic7C0jhW1Suc4wcDsDSkbXymmVsXK1KUlxxTqloG5K8+vY+gH7K2TM0TeHlImxm4/lSUAJKDkjuSPpjvW+nTpMjsMQWE7nAt9xb2XErVq7yTisIKgG9pa/oDBn1T1nX8MtvfP2+QwQgkkpyAPxpwgaF1AoeKIR3juCppY/ZjP8aj1aOtC0EWW/Oth0erqVgYIPAGPcVHr0XeWfE8GPEmqLakoIGxZJGO/HvW81Nphhc4Nqt0kQ4e0H2XLbS2Nnaym51B+sHMw9DI3fMApGXoRma+ty2XR9pTyiopcw63kn6/Woa96YvMSU7LaaaWT9kxnShYSOB5e3pTS3/lyyzmm3RcoaUqyoEbk4HPcfdW8fV96dwl3wZwWchQO1fP0ODXOq1cC52WvRLDH5T+jo+i6tGhtOmzPhsQ2qJ/MN3DM0+5Ki7vebkwp6O5JWUhlKCh9OT9gZwacQ2wm3JYWeRHQFY9PLmkdR3SHMkT1DLZ3LSEKT7HHFbNgohqbUCCGQFbj2wMYrI5lMPApPLhG+0cl18O+q6g416QY6d0HNbW3nzV06NFX/ABG82okgx3MZ/A11CUMrOfSuV9GsNanWrcjzR3O33V1yQyXSpQxn2r3OxiOxcBx/ZeSxk+Gb28lFKKM8mkn2gEZSrND6FIWQeCKRU+Nu012VgAlR8jkmmZUNpp7JcbCcDuaZLKFDnAxTJCkMndwOKVSMc5pLKOyTSiTzkUhUgStzn3rBBI70DnjtQKUlOGrBVgc1oFj1oxnPNaFJBznNE2spW3ibsk8Uljacj9lKkAjBGOK0cQAMjmlQQtQonOOK3TkjJpLdigqPbOKlJmSyjkAH0GKSUBjmtSSPWgH3qFBukVNZPBrC2xtwe9L+netdoJ70bksJmoY9KUYSonNOC0kitk7U9hUAQUSs9hg1qQMVsSCMe9aqIHGaFC0Ix2pNYxxmtlKx2pNSvahCg9Uf2Ucf5lf7VXqntUHLUf8A1K/kKr9aqfwrTS+FbVMaV1fqfRF3bv2kb7MtM9oEJfjOlBIIIKT6KBBIIOQc1C0Uzmh4LXCQVa1xaZbYroWtOvnV3qDbvyPqnWLrsAklcWJEjwWnf/xEx0IDmOcb84ycd6i+nvVXqD0qnSZ+gdSO2tyayWJSPBafZfR7LadSptWPQlORk4xk1UaKqGGoCmaQYMp3QI6aK04isX9oXHNxkz1V41X1p6oa5t861as1bIuMK4PsSHo62WktpWyHPCDaUpAZSPGc8je1JKiSCaZ6i6pdQNVXmy6ivWpX13PTsJi32uVHQiM5FYZUpTSUqaSnlKlqO45Vz37VU6yhC3FpbbQVLUQlKUjJJPYAVLcPRZ8LAPQeX0UOr1X/ABOJ9V1ab8UvXu4CF8z1Bd3QJLEttxqBFaccdZWlbZeWhoKfAUlJKXCoKI5Bqtac6i6+susZGvrNqWVBvMt9b8qSylCUyVLVuWlxrHhrQVd0KSUHtjFVZmA+p5TT7a2vDOFhScEH2walEJQ2kJTwAMYqru+HpgtYxoB1gBaWVK9Uh9R5MaXKuuuesXUrqRFYgax1MuXDjq8RuKxGZiMb/wC+WmEIQpeONxBOOM4qs2S83PTl6t+obLJ+XuFrlNTYj2xK/DebWFoVtUCk4UkHBBB9RTLOazSso06bOzY0AcALLQ6o97sziSeKmTrTVY1W9rli+yo1/fkrmLnxVeA54yySpQ8PATkk8AAc4q26p+InrNrKyyNPX7Wq1wJePmWosKNEMgc+V1bDaFOJ5OUqJBPJGa5zRSuw1F5DnMBI0sLeXBS2tUaCGuIB1vqppvWepmtHO9P27niwPXAXVcTwW+ZQbDYc37d/2QBjdt+mahK3LLyWkvqaWG1khKykhKiO4B9a0zirGta2co1SEk6q6yesvUuZq4a7k6l33wW82sSvk44/5UtFot7AjZ/ZqIzt3c5znmoTRustTdPtRRNWaQufyF1hbvAkeC27s3JKT5XEqSeCRyKhcis0goUg0tDRBERA04eXJP2ryc2Yzr68VO6J11qzp1qNnVujLwq23ZhK0okJaQ4NqxhQKFpUlQIPYg/wqMeu1zkXZy/OTnvyi7IVLVJSra54xVuKwRjB3HORTTNZp+zZmLoubTyS53Rlmy6VcPiS63XWxvaen67eciyGBGedEOMiU43xwqSlsPKyBgkryRkHIJquaG6m686bS3pmitRv24yRtkNbEPMP8HHiMupU2sjJwVJODyMGqxWMiqhhaDWlgYIOogQfNOa9UuDi4yNLlWfV3UzXmur7H1LqjUkiXcYYQmK4hCGERgjG3wm2kpQ3yM+VIyeTyc1Nz+v/AFduepbLrGdqtDt50+Vm3zPydFC2ypO1RXhrDpI9XAo+veufUVJw1EgAsEAQLCwOo8ijt6oJOY3vrwUnaNTXyxali6vtc7wLvCmJuDEjw0K2SEr3he1QKT5ucEEfSi16mvtm1LF1hbZ3g3iFNTcWJPhoVskJXvSvaoFJ8wzgjH0xUZRVhY06jl6cEgc4aFWWx9S9eab1TJ1pYtSyYN4muqekvshITIKlblJcbx4a0FXJQpJT9Kea66wdR+pUePD1lqRUyLFUVtRmYrEVkLPG8tsIQlSscbiCccZxVOopO70c4qZRmGhgT1TdtUylmYwd0qc1brjVOuXba/qm6fOuWi3NWqEfBba8KK2pSkN+RKd2CtXmOVHPJ7U4ndSNcXF3Tj8rUDwd0jHbi2V1ltDLkNttW5ASpCQSQrncok/Wq3RU9jTAAyi2llHaPkmTdWbXnUrWnU2fGuetru3cJURosNOJhsRzsJyd3goTuOT3Vk/WqzRRTMY2k0MYIA3BQ5znnM4yVgjNR8yJtJdaHH6yRUjWCM04MKt7A8QVBUU7mwinLzQ47qT/AL0yq8EG6wPaWGCplpu56oW7Cs8yQxZ2lndKeKtz5HYDknH0yfrWJjcrT8tq0w30T7k6PIyGkFLOf1nDtByO+P208k6ml2mGm1WyypbmkbNrQO2MPXntv/l99IadkQ7Qh+XMtsgqPmkzHV7lH6ZB5OewxXy1owgDYziPjd+gGnWYXpXd+NSpJplpH8th3/5nGCegHDRZGnZdnjvXO8S4S2keZ99xBUok/qjOMk+gpgzCuOoS3ITZEiBnLLASkFX+dQGCSfu+6sS79A1DcGpV1blswI5zHi7FFJ/zKIB3E1N3nV8eNHTbLS4mNNfQP0qxtDDZ+/ssjtnGPvpwzZ5D3Pe5rR8I3k8SYgeSrL9sxTDKdN1Q/G64a0cAAZJHH0hRybZcX5Dtq0zpyVKnsj/mnIiHXPlEHjHAICj744pwYVtsEXbcrDdraGk4Ur5tSVOuegCTzuJ9hXSOmXUTRegdNuQ4zLu5CPHlyuCXl+6lA+p4Apjp7WNk1hrJeuuoE3YIZ2Wi243ssJ9HFHspX+/Jqs4Wg7JlrAvdrYQB5/cra3E4lmdpoODGaEOOZx5CT7mwXNY8lyZNFxmzLhGkpAQy0ljcltHoMnnP1z605umorpNDum06mC4wIVKLhXscx2awCRwe5z3H0rpvU7XUC7rY0npZqIiVcAFPziyn/lmT3IOM7iP2Z+tRwsPT+1WbbKtcVyNDZ3PPqWrxFEdyopIyon+eKup7HNQvFOowtZqTInlY3tqfRZK23xQYx1alUDn6NADo3A3FpOg36qDi9RNV6ftzZTdGHYzI8CMw04Fb1Y8qQnAwB3J/rSejuoOp9MOSnvyQuVLuT/jyX1oDilq9BuHISPQelIQ9GM6gjqvc2GuDGcybfDQT+hazwpRPdSuDzTY6cUJ6bDaJbglSWyp91fKYrHbOAftK7D76cYHaFJjKwBvZsOvfkQTf6Kl21Nl1qlTCuc2Wgl5cy0C5ktIFjyudFOXTqs1qLVMS4XuIFwbSk/LsJyltySeC9k98dhUnqHqlCl2lMW1BUeVPX8ul1agQ0g/bWMdyB2+pquStB3zTsByanU8ZUKI3vX4iTwkegBHJ9hmol6w6oeWbtM06y+zJQlTSDt3NtY4GAcgkcnjuac1dp4YupuzS67vCDymRfkkFHYuLa2szIWts3xlt9YhwibydV0m13PT8a2Ii264Rm48RknC1bVEJBKjj1J5qJtXg3Pxr3ObadcnqCm21JCgwwPsI+/HmP1Nc4uaW4zSYZtzsR1/PjpbcVuS16DCz5Soj78D61m3PlpanEXeS0xGQXXQ40R5R6BXbJOAOe5FWM2/WY5pqta4N0F2/WRbRZqn4Tw76b+we9rqkEmz+ceG8EwfQSrbqaJZFy02xiCyjCA7MLSdp55Qjj/5v/lqDkRrdZYb95SpzERIU22r9Zw/YGRz357+lR8e53UvPzG1R3zIc8VQCvfsOR6AAfhTDV1ykTTEsbbYbdyHH0JJI8RXCU/gnH4k1ViMfhq+Hdmw/8xxsbRfTTgFfgtj42hi6bW4smiweJt5IFzMzqegTLTdwiMznpt0QtxT2fMUbgSe5q6sJ0ldHWdqYzJUsJUsDwyE4OefcjIqBj6XvsJkCPJjPNgZ8NY/hSb0aSpKfFtGEgnepncAF/THsMUtNuNwNHsKlPw/5mSOdxdPiamzNr4o4qhXh2ktqZTy8LgB7qzO6Vt6VKNsuMhlABO7O5IA+ox/Omb+nrworcQIUkKOQhaMKT9AfpUE08YzTyvnX2cJ2ALAIBVx6H2zUlAv18SpCGZLMoEhON+f/AB/jQ3E4Kq4h9GP9Do9jH0Vb8DtPD0/5WJzf/sZPpmH1BSMmNNiloJhS4vhA5U0rKQonJ78eg9afwNSXiEzvYvoSsuBCEyUEDgEkc59xWRrDY6tEuIppO84Xg4UM8ZJ47VY7ZetCXCL8pemmUrcAcBcb8uDkZCk9u3vQcNgjBo1i1x3ObHu2E3e9pNzMxOFD2DexwdP/AKukhMxr25mO61crUhxCWysuM8pVj7sj1pkmZpW9PtbG0MvKcSRlG05z7in1x0lYXEvO6fmFCHtqcNu7wOc/f6VCGwT4EgPFbMlCErV5k4Vwk9j3q6ozaQaSP5jfR494P3qsNOrsZ72NM0ahuPipnXlLTpyBVdvEdTbTz7TxUhZ3j9YHJz3qUfKECYjIG5bnPoAFVBuR1MqZjPJdZC3EIKCrIIyKmHBvbkuJKfOteMdwNx5rkZprRkym1r6+ui9W1hZhJNTOJN7aW3iQVaukhDerE7VpXuZWPL/pNdhddKHCc96430hUU6tbyc5Q56Y/VNdik45P1r3eyA5lNzXCDP6BeNxZDgxzTIj9TyH0UdPVlZwRiol9WwcGpOZg+YComScjmuwsOaEwku559qa5UQTnvS7/ADxTUHjFCr1sspJHanCHPLnPNNglQGaUCx/dpSZTtEFOgsYzWCsY+tNS4eSDWhdUDgGq5ViX3KyeaN+Rg84pIPH9agnJ74qQUpIS4WMelClAg+tIbinsayDkZzUlQXLQ96znis43E+9ZKOKlIFjANZwKwPL6GsFVQiUH6VruxWqlEZFJ5PvRoolLb+O9Z3CkCo4rIXUKEsV4PNJrcrUqyR9K0WsEVEqYWC595rQq9qM+tYyaCVAChdTH9Ex/qV/tUBU3qonwo/8AqV/tVd3GtlESwK9j4EJeundP+lGnbpoqb1P6l6ue05pdiZ+TIZiRPmplwm7QtTbTW5ICUpIKlqITyBnNcq3GvQWj12rrR0GtfSE6x09p7UmjbrKuFuau0n5Ni5RJGFODxl+TxULKsDjKcccFVZsc99JjS0wCRJG4cd++ByBlbsEG1XkOEmDA4nhu5nnEJtP6D9PZ/RjVvWXQnU+TdounHYTKbbJtojym1vSGmiHxvUAMObkqQVJOCM5BwXroj0q0PprR2p9f9TrrHRq+xR7qzBtlqRJlNLXkr3BTiEhoeUBRVuUd3lwkmrkzpLT3Sv4Weqmlbn1J0tdNT3pyzv8A5NtVybkhppE9vaAtJw4spSpZSnJSkAnGRXOviLu9qulo6St2u5xJioXT63RZSWHkuFh5Lj25te0naoZGUnnkVzcPVrV6nZtqHLnImBMBjTw4zeLrfXp0qNPO6mM2UGJOpcRx4RabLW//AA6X5PUvTOg9DXZi/RNawWrrY7ktPy6VwlhZW48lX9mWw2sqHJwnjJIFXXpr0v6Ifnf01Y9NdYpsy82y/Q1eJNswYts51p5KlMsveIVZUUlKCtACiQAeRnoFn6vaV0Ix8PV6kXWBJgxdM3C0XwsOB56A2/4Sd6kIJUlSSArBBJSFgDJqp6D6D2TRvUiw6qu3WDQx0tbLvDmMS413bdkSUh5CmkeAPOlSjtCieEDcpXCSazPxlZ9MtrPLfCQIHxEFwM21gCwjXprpYOkHh1NoNwTfQENNr8SbmdFQPiRbQ31510htCUpTepAAAwBzXVrPfrzoX4U9Iak0Zp21yrtP1DOiynn7OzNWpkbyAd6FYwQOa5J8Qs+DdOt+trjbJrEuJIvD7jL7DgcbcSTwpKhwR9RXU7V1hvHTf4ZdAv6H1e3EvUPVcqRLgMy/M6wFLWlD7SVBRaUQAQeCDT12OfhcO0Nm7bHT4TqraLmtr1nExY3H+oaJl1a0RK19ZulE+DomBZNf62MmNOgQ2hGTIQl1KY8pbA4aCgVqK8AYBzwniDj9HOjsjVA6a/nimo1WZItyXlWYm1rmlezwg6FlzG47dxQE59cVa9UdQbHp7r1oj4jY1+au9nvpTMlwEzA/KtS9nhSWFN53JCfEUtvOAeR6VdlXTWDWpl6gY6s9HY2j2pCpzd3TDt7k9uKDvChGDYdU/jA2Abivgc8Vl7evRpta0wIJ/wDaT4btdOWwA37uV/ZUqjySJMgekC+o11J3LgGkOiUq4XrVaNdXtvTtj0MstXy4hsvlLpWpDbTLYwXFrUlWOwwMnFWfSvQzpZ1Ds+qr3oXqncXf+F7JKur1vuNqTHluFpClJUkJcUhTRKdpIVuSSMjkZldO9Q7f1ctnUjppqfWVvtsvVt1ZvVovNzZENqTJZO3wnynKGQtCUEegVuGVEgVNdI9AWbpLaOoE7V/UvSDl1uujLtBt1ut12aklwFoZUpaTtSSralKD5lHdgHacXV8VXa12d5a8RAAkEQJNxJvPCI61UqFJxblbLbySbjWBr5ecrn+tm20/C90zcCEhSr5ewVY5Pmbp98JEMStaapdatEe5TImj7nKgsPRUyAZKAgtkNqBCjuwAMc5xUTrG62uR8NfTm0sXKK5Oi3m8uPxkPJLrSVqb2qUgHKQcHBI5xUn8Jc+ND1nqhl6/QbO/O0hc4cOTMmIioElwIDY8RRABzz78Z9KtqhwwNX/U/wD3FJTI71T8m/7Qo7XF960a1/I+ita6Ph2RN4uTLMNxzTjdt3vk7APFS2lRSPEGQM+hx2p/qHol0vtF4vegWeq0pvWFiZdU6i4W0RbbIfaRucZbfLhUCcEJKkgKI4JyMxuvNA65s7Fruuv+q1luluRcGWCuDqJNzkRQs+Z5LSFFWEhJJI9QB612V/dMtV4R1Z6jdN9d6J/Jr7sC8PSmRfd4aV8spAbw+Xd6kpKXNxHIOO1V1K/YtaaLgBezRqZGkgg+UgninZT7Rzu1BJtd3D0Ijzgqk6K0/wBIJPwtT7nqq63qM8NUsNzJUS0sPPsPeCvay0VOp3NFACiSU4Vxg96o2lOlGkkaER1J6oazl6ftFwkuRbPGhwDKmXFTf9opKCpKUoTkDcpQGcjOcA2fphbYWu/h81J04gaq09bL4NTxLshm8XJuGHYwYU2VIUvhRCjyB24z3GcQLLaOs/SHS2mbbrPT9l1NodcyI5CvE9MRqZEeeLqXmnF+UqSpSkkZ7Y7es530nVBnIGe54AiQRbQmBN/1UZG1GsOUE5bczPnuF1Hag6J6Eh9LF9XdOdRJV1s35bj2sMm3hqUy2oEuF1BXgLG3KQCUqBHI5qz/ABJab6Uw7Bof/hudehe5GkLQq2RkWllDU5taUgOvrS4VJeUgklISvzYGTnNJaksOndA/DFe9GnXVhu+on9UQpcuLbZyH0NJDKwkIUP7TAxuKchJOM5rHVVEW96S6bdWNOam05MjaS0zZoE23KuTaZ4lR1IbW38vneQFc5/u+btzSMqVH1WPLyQHOAOk2EA238d6ZzGNpuaGgEtBO+Lmd+5V669Hul+gp8fSfVPqdcLbqdxlp6UxbbSJcW2l1AWhD7m8KKgFAqCEqwCKoPUzp9dOmGsJekbrKYlllDUiPLjk+FJjuoC23U55GUqGR6HI9K9Vap1bqjqJqD/jLpxrzpMjT93Q0+tF/ZgMzoLpQnxm3kvI3q2q3YVzkY5Pc+cuvmt3NddRH5o1UnUUa2xmrbFuKLciEh1tvJ8jSOAgKUvaTyU4JA7Vds/EYitUAqHd4hwNv8ojeIJPsq8ZRo02HIN9jxHUzuuAFzqiiiu0uYiiiihCKKKKEIooooQiiiihCwRmo2bC25eaHHdSR/MVJ0UwOVI9geIKj4FhiQGHJs6UUIQjc+8SoKJ/BQySewrViHO1AhMvxHoluaJ+UaLhK1e6yeck/WkTcol6lIkzYExFuZO5qMlCihXP2ieSSfXNT101XaIUNpUNsNSn0kR0OJJDY9FqGB+HFfN2nZTqj3PDmsizRMnmTu5BbqjdvU6LGUnNqVSfE4xDRwAAvzPRRkp64WeS3b40tcq4SBhlo7SGQf11kAYPsPxpSDYNQQm3ZDghupwVvPuqbztHcqOc0vpyPbG3DIcuJk3CUSXHjg5z6Akjii5zUX+W3Z40oJtDa8yX2s5kKB+yO+Ej6/fTNp4PsRV7Y9qTYA2aDxJGg3lQ6ptLvXYd3aaIEvcWglxGuVoO/8oPmVHPC5X1LciLYFO2pg+VbbKkpeWO6jgcj6GlZUy122GJkmxBmSrKYrQVs3r/vFIx5R9eDwK6CxqWx2GyuyEBPy8VIS2y0rlSv1UjHPPv99V7TzL10nPaqvj7Ts+V/ZtZyI7fokD0rWdltqVhQoV2uLhLiQ0geusncFibtqpSw78TisG6m1hhjQ54JvNwLRFydNypkL5Z1fiLm3ETJC8rWUZSpRP3EUvJkCW5+R2b4hTUdeXVuhIDzg/VxwNo5/Grhe2RNnM6as8Zr8oykhb8jwwDEY9844UoYx9/1qZZ6fadjxiJUBDbLSMKX4qknAHKlEHv6mqxsOtUc4U8jmssTcA8RbhvPur3finDUadOpXFRj6okNs4tE2MEWncPZU2PdLxaWTLcmtmO2QlKG3SS4sjyoAP3c+wzSFpvN9tz8ic9DW6/KX4ryk4XuPoBzwB7U5Y05btTLXKi+PCtTDhTBb4KnecKdVnvn0x6CtpunHLB4Mlq5uPOvO+FFjjcN7mOCclXlHc1S3A4yjTGKyODdxa/0sDJvu5LS/a2zq9d2zzVa6p+YPpzO+CRAGWL8/JGotZOXB2FbZ7aksRliRKaAISpfdKFHnt3Iqdja8ta4jshalHwWytWHEkE+g9+TgfjVXRpjVdv34dYlFRK1bsElRPPcg0xuSZ5CYxs/zDcdRMtbTRCA76IKkjBKR3zxk03e9o4Ekvc9rna5mzMW11sqxgtjbVaG0m03sZ8j4ib/AA2Ak8/orbZJttMNTsmckTZbhfkFwYys9hntgDAH3VFamchOzG7VHQytKdr0ogAbs/YTx3wPN+yoGMbYQt9caZGbjoLi8L8vHZPHucD8abxnS+8uULqEPPK3qQ6kAZ9vf/8AQpxtqqabMO4Mc0Qb+GY3Ged1UPw1QbXfjmGqx7pFvFE7wGybCw4KXVbbSyh24yMtsxkeKtKTnfjsnzZ7nA496qMC4OLu6rvJjqdJWVnHACjUrqibJYgM2tyQ247IIfX4ZJSEdkDn1PJ/ZWsTTN4jR0PsSm07gFKQeMH61lqGptHE9rhKGTJEhkG/HcCulQNHY+ANLaGJz9rIHaFzZGhG8hWaBqWxvxV+OuSzJTuUEhKVIIAzgnORTm3yoshhptqSys4yQVhJyee3eqm6zcENqblQ0LKiE5bTyU+vIzx2/bSSGmnFpaCZDRWoJG07hk9q309sY7DPmo6d3jaW/RcWr+GNl46mBQaQDeabw7y1vv4K8vRGJGEqZStCOSCAQVH0/Z/OmT2n7WhtUtmKGnkDyqQSMKPA47etV1qS6Hlrt11RjONpUUngYHrg9vanb94vEeEkyv0gccASAASUgebOB7lNahtejimZcRQDiTqId7aiywf/AI7i8FWDsFiyyB8LszNB0MlKKsK2U7IM9QCf1XOc/wAx/KpC4aa1Ow2ha9Px50ZTadimyPFACeexz3zUZa71HdnNBxa9pV5go48o5PfHpmun2fV+lLrHQo6ibiPFA/QymFpx/wDEOKSo3YlYxTeafqRfmDIVxf8AiTCMmtSFa+sCY82wfVcqkKbhxG0pRMt7rj5UpKwVY2J/bjz06hXq8bJCvmm5SEMOH7YzyMdjz61eL3KhzStZS0+gjg43A8kA/sAqsv2a3uRJj7TXhZbS2oo44UtPp+FU1dg1A3tcNUBn/wBTrG63sno/irDuq92xtFzSBN/GLCT8Xi9yqtInpmusNFpSHVSG8A9hg0uglyEQk8qaBGPXOCaRkR3YU6Fh9TiC/nafoKyham7csjCShtpOQOxI/wDCuTVbXZiS3E/EI1g7rXXqMK7CvwIdgYyGSIBF5M2NwrX0nc8PVLSxnssAH/Sa7I+orBCfxriHS55Z1TGSSDknkAexrsq3fDWc17bY+U03ZdJ5fovK44PBaH6xz/Vac7wD2pncUI9AKdLdQcmmMtSVZwa7KwQoh1GckDtTMo2nNSK0lPrTJ/KScilNlXN1pu8uMVqVJrXfzxSaiardqnbfVZW5+ytUrzSalZ4oQeaVSTuTrKTx61gqA4NaBXFaK71KrlLBeT3rJWAMUglQ9aASpQwalRKdJUCK33CkQMDvWUk9qkKQVsT6ZrQn0zWVdqTURng0KCsKIzxWtYOc1k+tQhYUMite3NZyfStSfLgUIWMk1g5FZBoPNQVG9a981rnGeO1b7ceprVQpVJJUHqobmo/IHmV3+4VXNn+ZP7asOqh+hj/6lVXa30JyBWNIhZ2f5k/trO0/3k/trWuh9P8A4furnVKxval0JpL8pW2PJMNyQqfFjhLwSFFOHXEk8KB4GOaKtZlBueq4NHEkD6q6lTfWdlpNJPK659tPbcn9tOIkNclfJwgd1f7Vata9HuonTW5MW7X2mJNoVJb8VlxSkOtPJ9djralNqI9QFEjIzjNR7TbbKAhAwB6Uorse0OpkEHeNFop4V4dFUERuKy20htAQkYA7Vtge1GRVy6Y9ML11Ruk+HbJ0K3w7RAeudynzFlLMWM2MqWraCTx6AehrPUqNpNL3mAF0GMc8hjBdU3GKMD2pxcGI8SdJixZzcxhl1TbchtKkpeSDgLAUAQCOcEZpvkU4MiUpsjAowKMijIoQjGaMD2qwaC0l/wAdaphaXF+tlmM1SkiZcnvCYRhJPmV6ZxgfWoSUymNKejpkNvpacUgOtklCwDjcnPOD3FKHtLizemykNzbklgUYzRke9GRTJUYFGB7UZFGRQhGBRgVaNJdOtRa0sepdQ2UxflNKQkz7h4zpSrwiSBsGDuOQeOKq+R60rXtcS0G41+qYtLQCRqjAowKzRTJVjA9qO1ZooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQmrsy6WIMJdcZkyZBxFiBhO5ZPAUcEjGf203Nn1bDeXLudgVIlL4Li461K+4lII/+lWbRdneYmL1Bf0eLc5P2N3ZhPsB6H+VL621a+w5/wvYSTcpAw+4O0dB7j/V7+1eJrbIrUMO3EV6rg8nwM+I30F9/HgFjofiKlica7A4Six7QP5tT4W21Ij8o3TqVS589C82uLbYqZeCJbrDwSUj+4hSjjPvj7qzEt1uQlLSrbOipQnc4+pOUJA7kqGB/GrFZLWi1RkwGBvWs5dWf11epP071EXF9rUU42q2htFujKzKfQkAyF+2cZKf/AK0mI2Pi8M9kva6pU/LlB8zO4DebLRhPxFgMaKjWUnsoUpOcPI8rDUncJUOZ9uucltIuTsWJFyGELUQon1WpROMn/wAKl0uNwYqbmq7IkI37GWVBH6ZzHA3YACR6n8PWpRNm0/8ALuypcVtmLHRvcWglOB+Bxk9gKholpbvyjPfjqjRR5IUcYIQ37qyOSfes1TY2Lpv7qKbXPiZBIIHE6DystdH8S7Pr0zjjUqU6TSGw4NIJjQRJJ3kytYidQR3XJyXmpL7x3OONrwon2yCQQKc3bUF9XBNifVIUt8BUxCXcltvulOSO54JHtgUT7LEsLCJhdL0h1eyLHRuSXHPTIyRtHBP7KaJ07qWMtbqZwW46ouOeYEFR78H+tVnB4hpNJtJ4y/FlM6haWbVwVRjcQ/E0yHfAXty3B9DA8hdS9p1YtBagfKgBKQlOWlJAA+oJSAB9KShawiStSflV9pDrEfDUZlS8KSgHzkA9yrnn2NRkw3tphVpSwhyW9hb4bR/Zs+ysE/a/l99JDcspiy7QgqyEBKSEEn6BWDUjH1g4Zqz2tbpmbNxbmLKf4ZhajXOGHpuc6zsjg0lpgzMA387jeQVc7rq+KUTZ9vhraU44oRGe+1Sido45wkc/h9aRtL8eHDbjRZHiqHmcI5UpR5UVeoJOe9UeY9aHpPyrS3GIsQlLakjyqX+sskfXgfQCncLZtVL/AC2HYsUeI6kqBJGeE8jjJIH4mtlDbmKpv7cuY+BF7GBy59dFzsV+E9nVaPdRTqUw45jAkSdATfS/ISVY71KhzJ7Nud2+HGSH5AI+04oeRJ98A5/GkXLXa3vO42lDKEKW4pKjhCEjJOO3b+dVdEi6ocdlPx231PrKyQeTk/5eTW96uUlqw+G7uaXPXhCCrP6JJ5PbjKhj/wCE1NTav8h78ThgS4k5rESdOlktL8OOGJpUsFjC1rABlEgx+Y6jUydFBPSpFzuy5zTOfOFJRjISkcJGPYAAVYWdTSR5ZrKE+4AKSf28VEWyxXB2MmZHfCCvnbnBxUk0xdIagZbKXEAEjjJUccAY+uK5+EZjMBT7UdozNeQAWnhIXa2m/Zu1a3YO7KpltBcWuHGCpBi4R1uuLcX4auEglPHA9xnnJNOmPl5LiR4rSt3AWMcZ+vv3qvIDRAQuK4l0jkpPJP3cE1u8iO3HabRLUl10+J+l44BwBz9d1dKnt3ECkaWdjxwILTfzsuPV/DWENQVW06lMjQghwta0SVaXbBYphCVR0oV/kVtx91Rc7T/hbURZakJYSUpSr3JyTn35A/Co+G5d0vtMtlQClBO9C+APfnIrZWoHg66l9PlU4VJJHITnjt9MelTUxmBruBxOFjm2/u1U4fZm1cIC3BY7Pwa/9nT+iVYt10Z8VxLTUhSWlBA2jOTx9Pf2pq+60hRE+2uxFE5Ph5wfwJFSzF+jfJ5QgkuO+GMHJ4GSfu5TTiM/GuCPD+bYGVpQW1qws7jjISe9Vmjs7EAmjiC3k64/+ysOK2vhHNGJwgdxLJadf8p8tyhJUhbM4tw5u1SG20FCyUk4SDx+2pBF6usezvOSWlOIXKaQARwUhKyeQP8ATSVwMGVJeX4aSlxalAg+meKTmW8M2mMWHlIS5IdWMnHZKB6Dn1qh+x8XhwH0YM6ZXEHjppu3LXT25s/Fl1PEgiLEPaCOGov1TVye1cZTKUo2qa8R3ueMINYU4W4q9yRglOQO/B/8aaNrdanALO4Fl7BwM8oIpy8kmK9u4yr+ANYGOrVK5Nac8xfVdl1LDUMI0YeBTibTETJhTvTZwDVkQ7j5lH0x6GuyyCVKJ+tcV6bkHVELHq6O/wCNdrkpwo/fXudkB+WoH6g8uHJeOx+WGdnpHPjzumK1kKOCaSc5TmlHTtVSSiNtdfRc6Smj2cEimDysk5p5I3c4PFMDkk0pSyknFA8YNIlXoaVcT9aRP3VWbpgbrHrmsjvRQO9RCmUqMhPNYVkc+lZBJ9K1WojgVKhaZPPtSzZAwPetQkEA1lKQCOKFCWAB5o2nHesA49Kzu/GplSCsEn3rQjBrcn1pNauahCxisEjGB3rQr54rIIIzmoUFGBWuBWx9M1jb+tmpQFqeK2Skmte54FbpPHaoULBGOK1rKiSe1ak8VCZqgtWf2Mfn9ZX8hVbqx6rGGo/+pX8hVcrfQ+AJ0V6k6b6Pg61+DabaLjq606cZR1BS/wDN3JaktKIg42ApBO47sjjsDXmGJEcmObU8IH2lV2GN1GtUb4f3ej6LZKE5ep0X0Ssp8HwhHLWw87t2TntjFYtpMfVaxtPUOB8ua6uy2ta5z6mhaR5rpNtnaKt8fpX0Ugauj6zcja0ZuM19lhz5KO086y18ogugFweRSyQAn9IQM96d9QYVl6mfEE30D0toGw6dtbOq3mX5sNChNeSFKMhanFK27QhKyhsJAThKQTXB9C3+PpPW2n9Uy47jzFnukWe623jetLTqVlKc8ZITjmpvVXUqRcOslx6s6YQ9Aecvq71BS9graV4viICsZB9ARyDXNOBe2rLCfhdBPzE6wIHsuwMS004cN4t/lA4ldFuvWbSdh1xM0VbejOj3dGxpqra5EfhEzZCEOBBeVJ3bg8QnII8o48p711bpxanOiuqeuvTyzsW+XBselpt6hOS4qHXVJXES6206ojzoCSkKQeCd3vXIHupfw4T9RudRbn0q1O5fnnfnXbMi6sizKlZBJzs8bYVDcUkkZJGCOKYaY+IFyPeup2pNXwZM24dQLDNtTZjlIRGceQUIzkjyIG0YHOB2rJVwlSrTLWUyBAkEzLpF9ToJk753rRTxDKbw5zgTJiBoIPIa2gbl0Tpb011Tfem8/rbp7prYtU6s1Hdn40GLI8BqBbI6E4W+lhakILhXuSlOSAAk4IJFMOr3TG+L6PyNb9Q+mdo0bqezXOOx41pWwGbtFeBCipppxYS4hSQScAEKGB3rmGgepWl4ejZ3TDqZYbldNMypwukV22SG2ZtvlhGxS2i4lSVJWkJCkq44yOc501xrbpqrSkbQ/TDRUyHDTLM6bdb441IuUleAEthTaUpbbSB2SPNwTjndaMNiRiZ3ZrGPy8JzcLRl1vzSGtRNGOWk7+MZfWZ5cl326WSC2lUvR/R7Tet+j64gRvsbbb16j/ohlxawsPJfCySrIISAo4HBrnPQS12a5aGvreiLZpu59TBc0/Jw9QlopctgbBxGQ6Q2p4r3hWew29u9Z0v1q6IaQ1Mz1P03061PadVR2SW7XDubSbIXygpyRs8bYftFGcZ4qh6I1Z0q/IVw071Q0LcJfzU75+PeLHJbYnxyUgFj9KlSFNHGcHkEnvnhKeHrCk5pafy+ZgmZGaDukgjN6Jn1qRqNcCN/ppEGLcgQY9V1nTVktl0+KjQln1L0mRpSdISU320ORgIMmQEPHxmEEqBaUAnsSCUkiq7peyaa6b9I7r1qu2lYF+u9w1GuxWOLcEeLDiBCVOKfU2CNy8oUEgnA2jjmk2fiB0xA6u6D1hbrDeVae0HD+QjtzJSH7hKbw6SpxfCM7neAMAAfhVb0P1X01D03fOnPUbTs+76TvM8XRkwJCGZttlgEeKypaVIVuThKkq44yPXL9hiC0EtMQ2RNyA50gX4EGJ0tJS9rRBsRMugxybB0892t1Z1Gy9dOk2r9UzNI2axao0G3GmfPWhj5Zm4RXVlCm3WRlO9JAIUnHtjvma6ma/svSlrQkTSXTXSj1wm6Qs0+5zbnbhJMgqjpPhpTuCUJV3WoDeo/rDHNH1P1V0Faen87pt0c0rd7ZDvbzT15ul4ltvTZiG8lDGGkpQhAJzx39u5Nb6qa9ga/l6dkQIMiMLNpu3WV0PFOVuR2Q2pacH7JIyM81ZSwr6lQZ2kU5MAnQQNb6TJA3JH12sYcpBfAk+p5cIBK7U70d0JqPq3p/UirB+TNJ3bRg11Os8R7hCG2iXY7XAwkuJA9Dgk8dhHdKesGndf9VrBpTU/RrRKLHPuDTENmFALL0E8hBDgV+kBONwWCDjjbVYf+IdEG/wDTq/2KxOOf8H6Zb09cYkxSQ1cG/Ol5IKc4QpCyMkZB5xUnpPql8N2gtZweoGlumur13GPIS6iDPuLDsGFkjetkJSHFqSMhHiLI82TyBjO7D1zTIqsc45YbB0MnW+pEX+zc2rSDwWOAEybai3Lzsrbp2HEt0v4qrfAjNx40VE5llltIShttM58JSkDgAAAAUtpCzpd0RpSd0e6b6R1vaU21k6wgSG2n7wqYQfmBsUtLiU8ENbO+U8K5rmsLrjY403rPKXZp5HUwyTBAKMxfFkuOjxefQLA8ueQaxpTqF0KjM6dvGodB6otuo9OtMtl7TtxZYj3FbWNrzwcQVpWrGFbCM8n1wIfha8OJadRznwAXuDrvmxuhtelIEjf/ALibWO7qFzPWCbUnVd4TYrTNtdvE54RoM3+3it7zhpz13J+yc88c81EVPa91bI15rW96zlQ2ojt6nOzVMNklLe9WduTyce/qeaga79KQxubWBz91yXxmMaIooop0qKKKKEIooooQiiiihCKKKKEIooooQiiiihCRk6ykW+KHFOFuRISUso+XUlbYP/aEbzn6cD39Ki7DPt1vS465OQ9LfO5xxSzvV+BGf41OMdLerK3vyhN6cXR19Q+38o5kD2xxini+m/UWNEMr829/XMUraykQFK8P3WRg9vQE9/ur5jTx1QxiO8+NosDJMciQRfeu3U2Wxk4RuDBpvIzEFoBPMWJA+woW9XR5aPyJbnkplPAfNL3jLSD+oBnufXH3U5tUVmIyiAwhSACBlSSncT7ntWYnR3X53Kd0JqBbrhKlLetrgJJ+op9K6U9R4cMM2zQ9++ZkpIU4Iru1ps8EdvtH+A++t1PaONoP72KjHOdAiZI5boHFYK+xMBiGDZvYPYxpJkAhpPzEzflIUBd7mxd7g3aEv7LbEXucV2Ehwe30Hb/61OtSWkoLpdCGmk7iSMBKR3NINdI+rMVoNxtIX4IA4S5DKwPwxW0vpZ1aW2iA3oW6OKWPEkufILShQ9G+Bz7n61fR21jMBmNSm0veZnMCZ3aE2HBYsT+GNn7VFOnSqObTpj4cpAibm4FzvN0ha3lXqcrUMpBS0kFqA0r9RAJyo/U+/wB9Sj8kRWFTVNF1QIQ02kZU66rhKAPUk1pF6b9U4oSg9N74kJ4T4bBUP4jitZ/TzqjIubBTorUSUwFbm3PyY4pK3PVXGO3YY9qtpfiSlh8L2DGkPOrrG51duvwWev8AgqrjccMU94dSbowAiGt+Fu+3E+ZTu16ZvlpG68W6Ui5T3StzxGVJKlk8JTkc47U51TbtQQijT4tMtu5zUlWwsqLjLA+27jHAxwD9aeo0p1dk+G3L0nfHUI+yXIzx2+5AUOP2+1N4OkOrKbrKvMnRWpG3Xh4TS0MuZQwPsp45+p+tdA7awNXD08HSflabOkEWF9eLtOpXKb+F9q0cbV2liKed4u0NIMuNha1m6gcgFX12K1KQI/ybaVNgJyE4Vx/vUHf4ERl38kQQrYyQ7KVnOXCPKjn2HJHua6UnQOu247s9eir24ttBcS38ovctXoMYzyTz9M1XovSnqSppan9E3ouvKLjijEWMqPf0rViG7Kx1dlIZMrbkiBO4CfcqjZw27syjUr1e0zE5Wg5jG8ui+6w5nkqFDirelNRI6BlxW3LalNlPuTgkdsnt6VE364JuN1UptZLDWGWQT2Qngft7/ea6hO6W9SYFrlPRNB3tyVIHy6AiGtRQk/bVwPbj8TVTjdH+q7ais9OdQc8f+j3P6V4/bVHAUcYKOEs3eZkTy8l9J/D1faGJwZxONEu/KCIP2Uhb7ukIQjwSEJGBtG7A/CpSJOiOyGlOuhCUgrTu4yc4GP41qjo/1OUoZ6fagSonv+TnB/HFSP5oep58yNE30cbQDCWRgcDgj8fxrq0tsYsZWsqsqAXg+E23Xhefxf4bwBzPdRqUyZEjxC+/8yUUlqQk+K2lYV23Co6Ra7dJyt1nnOElBxhI4Ax7d/21JxOlnViOVOr0Hd1JbBUlIhuJKlY4GBx3xQ1016rNNBJ0NqJO0fZMBa05/DmtFXblKq8d+oCBwh2v3xXNo/hXFUKZOzMSQSQbhzdPvgq8bK1GU89DeUjyFISfdXlzxj3NMVRJCPJu3BI7OALB9vY1e1dOeqDjCf8AzCvOVr5xBdBAA74IHqff0rX813Uc5I0LfQfTMFz+lZWjYmJcXNcaZ3QSP3C3E/iXBsa2owVhvkA7/Q+yoU/CGYseRFUEBBWSgYAUpR9/oBW1pUhqYl1MtYDKVuhLiTjKUkj6dxV8n9KepDshSW9DXpSUgIBMJfIAxnt99JR+j/UTw5SndA3gKDBSj/k1gkkgfyzVVXZjTTD6ddrp3Oj6rXQ2xUD+yq4Z7Y3tmOhEfVUJh24MMpCAX2h2Lauw/iP4U9mT1piwW5KVhBbW4EkYIJWR6D6D0qxfmd6mJVub0HfEnuMQ1j+IpWd0i6qYjhGib2vawAQYSlgEkkjnn19651TD1sGZFubHAjpMrrsrYfaAhzZnc9hB6xCpAW29MK2Fbg0w4Tzk84H+9PJR2x3MEJ2kjJPurP8AKrBD6T9UkzHQrp3ekJUztyILgBO9PuPvp070m6mOx1AaAvhUraSDCWP9qpw1TtamZ7rk6my04uh2NEMps8IGgvHlx3qJ6dEDVcLzZHiJP8cV3GSkZOBXNdE9K+pUHUcSTK0LeWWkLTuUuIsAc984rr8jRur1E7dO3Aj/APBNe32VWpUA9r3jXiOC8ZjqNesGOZTdEfLzVVk8LIzxTVZJ4FWN3Q2s1HjTNx//ALCqQVoLWvf/AIXuR/8Ay6q6pxmH/wARvULndzxM/wBN3Q/sq2tXBBpksZUTkVZn9A66J8mlLmf/AMur+lNvzea8zzpO6fu6qDjMOfzt6hQcFif8N3QquqGaSWgirMenevCf/VO6fu6qyOnWufXSV0/dlVWcVh5/qN6hAweJ/wAN3Qqq7TyMZoSnn0q0K6c669NJ3T93VWv5t9eA5Gkrpj/u6qgYvD/OOoTdzxI/8buh/ZVzJCeK0OSatB6da7A40ldM/wDdlUmenOvD/wCyN1z/AN2VUd7w/wA7eoUdzxX+G7oVXUk9s1nIB5qwfm416P8A2Ruv7uqj83Ovc/8Aqjde/wD/AAyqO94f5x1CBg8T/hu6FQG/Hajefc1YB061566Quv7sqg9OdeEcaRuv7sr+lHe6HzjqFPc8T/hu6FV5SyB3rRS+KsX5uNe5/wDVG6/uyqx+bfXo/wDZC6/uyqDi8P8AOOoU9yxP+G7oVW85rdJzxVh/Nvr499IXX92VWfzca9zn/hC6/uyqjveH+cdQjuWJ/wAN3QquqPPB4oCvQ8irB+brXoODo+7/AIRFn/asHp3r3/B14/c1/wBKO9UPnHUKO54jTs3dCq8e+RWd3pU+enmvR/7G3j9zX/Ssfm718O2jbx+5uf0o73Q+cdQjueIP/jd0P7KvqPFa54zViPTvX3+Drx+5r/pWiunXUD/Bt5/c3P6Ud6ofOOoQcJiR/wCN3Q/sqDqtWWo+P7yv5CoSHEclrwMhI+0r2rod76VdRZ/gIRoy87UqJURDc4H7Kyx0s1/HbDbeh70Ej/7k5/StTMdh2sADxPmFqw2z677vYY8iq0yy2w2G20gAUpVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0pO90D/AOQdQumMNVFgw9Cq1RVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0o73h/nHUKe71vkPQqtUVZfzZdQ/wDBN6/cnP6Ufmy6h/4JvX7k5/SjveH+cdQju9b5D0KrVFWX82XUP/BN6/cnP6Ufmy6h/wCCb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wAE3r9yc/pR+bLqH/gm9fuTn9KO94f5x1CO71vkPQqtUVZfzZdQ/wDBN6/cnP6Ufmy6h/4JvX7k5/SjveH+cdQju9b5D0KrVFWX82XUP/BN6/cnP6Ufmy6h/wCCb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wAE3r9yc/pR+bLqH/gm9fuTn9KO94f5x1CO71vkPQqtUVZfzZdQ/wDBN6/cnP6Ufmy6h/4JvX7k5/SjveH+cdQju9b5D0KrVFWX82XUP/BN6/cnP6Ufmy6h/wCCb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wAE3r9yc/pR+bLqH/gm9fuTn9KO94f5x1CO71vkPQqtUVZfzZdQ/wDBN6/cnP6Ufmy6h/4JvX7k5/SjveH+cdQju9b5D0KrVFWX82XUP/BN6/cnP6Ufmy6h/wCCb1+5Of0o73h/nHUI7vW+Q9Cq1RVl/Nl1D/wTev3Jz+lH5suof+Cb1+5Of0qO94f5x1CO71vkPQr23RRRXx1fRUUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEVis0UIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIX/2Q==" width="259px" alt="real estate accounting &#038; bookkeeping services"/></p>
<p>
<h2>Hiring a Bookkeeper In-House Versus Outsourced Accounting</h2>
</p>
<p>
<p>Enjoy the flexibility of  multiple currencies We care deeply about the accuracy of your data. Everything we do is built to make sure your numbers are clean, reliable, and reflect what’s actually happening in your business. Generally, we meet with potential clients for an initial consultation to learn more about their situation, if we can help, and if both parties believe it makes sense to work together.</p>
</p>
<p>
<ul>
<li>In addition to accurate financial statements, we provide detailed reports that give you a clear understanding of your business&#8217;s performance.</li>
<li>We can track agent commissions, create payout summaries, and ensure proper reporting for tax and accounting purposes.</li>
<li>We endeavor to provide you with the exact and authentic information in the best possible way.</li>
<li>This includes identifying deductible expenses and organizing income statements to facilitate tax filing.</li>
</ul>
<p>
<h2>Can you assist with regulatory compliance and audits for real estate businesses?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="real estate accounting &#038; bookkeeping services"/></p>
<p>
<p>Navigating the complex world of real estate accounting can be difficult, with challenges like maintaining compliance, managing complicated financial transactions, and ensuring accurate reporting. At Springbord, we understand these challenges and offer tailored accounting solutions to meet all your needs, ensuring up to 50% cost savings and 100% accurate, on-time reporting. We’re proud to be QuickBooks ProAdvisors, which means we’re fully equipped to set up and optimize QuickBooks for your real estate needs. Our team can help you track property-related expenses, manage commission splits, and accurately log rental income or property sale proceeds.</p>
</p>
<p>
<ul>
<li>From filing quarterly estimates to handling year-end returns, we’re here to ensure your finances stay on track.</li>
<li>You can deduct the ordinary and necessary expenses for managing, conserving and maintaining your rental property.</li>
<li>The right service adapts accounting practices to match the size and type of your property portfolio.</li>
<li>We offer a wide variety of construction bookkeeping services including job costing, payroll management, expense tracking, project budgeting, financial reporting, and compliance with industry regulations.</li>
<li>Most U.S. property managers prepare monthly property management financial reporting, including income statements, cash flow reports, and owner distribution summaries.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="real estate accounting &#038; bookkeeping services"/></p>
<p>
<p>Whether you’re a landlord, fix and flipper, wholesaler, property manager, brokerage, syndicate, or fund&#8230; We have the expertise to ensure your financials are built on a solid foundation, starting with accurate, organized bookkeeping. Without precise bookkeeping at the core, your financial data can’t be trusted to inform decisions, secure funding, or support tax strategies. Know how Invensis provides accurate accounting &amp; bookkeeping services for a restaurant which helps effective cost monitoring and growth.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='313' src='https://www.youtube.com/embed/PRSxUKiEWvo' frameborder='0' alt='real estate accounting &#038; bookkeeping services' allowfullscreen></iframe></div>
</p>
<p>
<h2>No Property-Level Profitability Analysis</h2>
</p>
<p>
<ul>
<li>Proper accounting tracks rental income, deductions, and depreciation precisely.</li>
<li>Real estate accounting services ensure accuracy and consistency across all properties in a growing portfolio.</li>
<li>You generally must have documentary evidence, such as receipts, canceled checks or bills, to support your expenses.</li>
<li>Outsourcing offers confidence knowing that accounting and reporting are handled correctly.</li>
</ul>
<p>
<p>Using documents retrieved through convenient 3rd party access, <a href="https://backinsights.com/professional-real-estate-bookkeeping/">https://backinsights.com/professional-real-estate-bookkeeping/</a> we will reconcile all banking, lender, and credit card account balances to ensure information is stated correctly. Learn how a 3PL company improved efficiency by partnering with Invensis and minimizing errors in AP and AR invoice processing. Download Invensis’ Finance &amp; Accounting services case study on Automobile Mortgage Loan Processing to find out how Invensis delivered positive outcomes. Our Accounts Payable workflow has generated daily volumes of invoices to be processed, and Outsourced Bookkeeping handles the volume precisely. As a result, it&#8217;s fantastic to arrive at work every day without any backlog.</p></p>
</p>]]></content:encoded>
			<wfw:commentRss>http://www.scarlett-rose.net/?feed=rss2&#038;p=37657</wfw:commentRss>
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		</item>
		<item>
		<title>Receivables Turnover vs  Days Sales Outstanding DSO: Whats the Difference?</title>
		<link>http://www.scarlett-rose.net/?p=378</link>
		<comments>http://www.scarlett-rose.net/?p=378#comments</comments>
		<pubDate>Wed, 28 Dec 2022 07:00:25 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=378</guid>
		<description><![CDATA[Content What is the Purpose of Accounts Receivable Turnover Ratio? High vs. Low Receivables Turnover Ratio What Is the Accounts Receivable Turnover Ratio? Accounts receivable turnover calculation example What Is Accounts Receivable (AR) Turnover Ratio? AccountingTools Step 2: Run a balance...]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is the Purpose of Accounts Receivable Turnover Ratio?</a></li>
<li><a href="#toc-1">High vs. Low Receivables Turnover Ratio</a></li>
<li><a href="#toc-2">What Is the Accounts Receivable Turnover Ratio?</a></li>
<li><a href="#toc-3">Accounts receivable turnover calculation example</a></li>
<li><a href="#toc-5">What Is Accounts Receivable (AR) Turnover Ratio?</a></li>
<li><a href="#toc-6">AccountingTools</a></li>
<li><a href="#toc-7">Step 2: Run a balance sheet</a></li>
</ul>
</div>
<p>But if you rarely have a past-due customer, your accounts receivable turnover number will be higher. The more often customers pay off their invoices, the more cash is available to the firm to pay bills and debts, and less possibility that customers will never pay at all. Ideally, both receivables turnover and DSO should be collected and assessed monthly or quarterly. Annual check-ins just aren’t enough for improving enterprise DSO and receivables turnover in an impactful, timely way. Don’t dip too low or too high, rather find a sweet spot that provides the necessary cash flow you need to grow. If a company can collect cash from customers sooner, it will be able to use that cash to pay bills and other obligations sooner.</p>
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<h3>What is the main goal of accounts receivable?</h3>
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<p>Accounts receivable is the money your clients and customers owe you. The main goal is to retrieve the payments for services or goods in a timely fashion. AR management&apos;s primary goal is to minimize the days sales outstanding and processing costs alongside maintaining good customer relationships.</p>
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<p>The accounts receivables turnover ratio measures the number of times a company collects its average accounts receivable balance. It is a quantification of a company&#8217;s effectiveness in collecting outstanding balances from clients and managing its line of credit process. It indicates that the company is efficient in collecting payments from customers and that their credit and collection processes are effective.</p>
<h2 id="toc-0">What is the Purpose of Accounts Receivable Turnover Ratio?</h2>
<p>It tells you that your collections team is effectively following up with customers about overdue payments. A high ratio also indicates that the company has a generally strong customer base, as customers tend to pay their invoices on time. But, because collections can vary significantly by business type, <a href="https://personal-accounting.org/cash-book-meaning-types-and-example/">https://personal-accounting.org/cash-book-meaning-types-and-example/</a> it’s always important to look at your turnover ratio in the context of your industry and how it trends over time. Some companies use total sales instead of net sales when calculating their turnover ratio. When evaluating an externally-calculated ratio, ensure you understand how the ratio was calculated.</p>
<p>Calculating your accounts receivable turnover ratio helps you measure how effectively you manage your credit customers, and more importantly, how quickly you collect on their balances due. It is possible that within the average accounts receivable balances some receivables are 60, 90, or even 120 days or more past due that are skewing the average. Therefore, it is best to review an aging of accounts receivable by customer to understand the detail behind the days’ sales in accounts receivable ratio. To properly understand the value of the accounts receivables turnover ratio, you must add context to it.</p>
<h2 id="toc-1">High vs. Low Receivables Turnover Ratio</h2>
<p>By tracking it over time, companies can identify areas where their credit policies need improvement in order to make it easier for customers to pay and maximize their profits. Additionally, tracking the AR turnover rate reveals any potential issues or problems that could be affecting customer payments. It is essential for any business looking to maintain financial health and stability that they monitor their accounts receivable turnover rate regularly. The formula for the receivable turnover ratio is based on net sales and average account receivables.</p>
<p>For example, a company with a ratio of four, not inherently a “high” number, will appear to be performing considerably better if the average ratio for its industry is two. The average accounts receivable is equal to the beginning and end of period A/R divided by two. When you are performing accounts receivable turnover, you need to watch out for a few things. You need to be sure that you are not double counting any receivables, and you also need to be sure that you are not counting any receivables more than once. Finally, you need to be sure that you are not counting any receivables that are not yet due.</p>
<h2 id="toc-2">What Is the Accounts Receivable Turnover Ratio?</h2>
<p>Your staff bookkeeper or accountant or you can easily calculate your accounts receivable turnover using a simple formula which we will provide you along with tips on what the  results mean. Let’s take another look at Company X. With a turnover ratio of 7.8, its average time to collect on an invoice is around 47 days. Days <a href="https://personal-accounting.org/accounts-receivable-turnover-ratio-formula-and/">the account receivable turnover measures</a> sales outstanding is a metric representing how long it takes your company to collect revenue from a client or customer after the sale. Accounts receivable DSO is a daily average measurement that is often assessed annually. This means that Bill collects his receivables about 3.3 times a year or once every 110 days.</p>
<ul>
<li>Collection challenges are often a result of inefficiencies in the accounts receivable (AR) process.</li>
<li>Accounts receivable turnover is an important metric for any business as it measures how quickly the company is able to collect on customer debts and turn them into profits.</li>
<li>Versapay’s AR automation solution allows your customers to raise any issues by leaving a comment directly on their invoice.</li>
<li>A low AR turnover indicates that a company&#8217;s receivables are not being effectively managed and that the company is not collecting payments from its customers in a timely manner.</li>
<li>In AR, the accounts receivable turnover ratio is used to establish and improve the efficiency of a company’s revenue collection process over a given time period.</li>
</ul>
<p>They’ll do this by multiplying their revenue for each period by their turnover days, then dividing the product by the number of days in the period. To calculate your accounts receivable turnover, you’ll need to determine your net credit sales. To do this, take your total sales made on credit and subtract any returns and sales allowances. You should be able to find this information on your income statement or balance sheet. If the company had a 30-day payment policy for its customers, the average accounts receivable turnover shows that, on average, customers are paying one day late. For example, if the company&#8217;s distribution division is operating poorly, it might be failing to deliver the correct goods to customers in a timely manner.</p>
<p>Strict credit policies may also increase the A/R turnover ratio simply because the clients buying on credit are following through with payment obligations. The accounts receivable turnover ratio could be used as a gauge of future cash flow challenges. The accounts receivable turnover ratio is an efficiency ratio and is an indicator of a company’s financial and operational performance. A high ratio is desirable, as it indicates that the company’s collection of accounts receivable is frequent and efficient. A high accounts receivable turnover also indicates that the company enjoys a high-quality customer base that is able to pay their debts quickly.</p>
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" width="254px" alt="the account receivable turnover measures"/></p>
<p>If you don’t know your receivables turnover, you won’t be able to determine whether your credit policies are good or bad or whether your cash flow supports your business’s advancement. The accounts receivable turnover ratio  is a way of determining how effective a business is at collecting what it is owed. The higher the accounts receivable turnover rate, the higher likelihood that account receivables are being paid quickly. The accounts receivable turnover ratio is comprised of net credit sales and accounts receivable. A company can improve its ratio calculation by being more conscious of who it offers credit sales to in addition to deploying internal resources towards the collection of outstanding debts. In financial modeling, the accounts receivable turnover ratio (or turnover days) is an important assumption for driving the balance sheet forecast.</p>
<h2 id="toc-4">Step 2: Calculate your average accounts receivable</h2>
<p>This can be a sign of financial distress and may lead to the company defaulting on its obligations. In other words, Company X collected its average accounts receivables five times during the one-year period. The asset turnover ratio is a metric used to determine a business’s efficiency in generating income from its assets.</p>
<ul>
<li>Ultimately, the ideal accounts receivable turnover ratio varies from industry to industry, so companies should strive to stay aware of their own ratio and take steps to improve it if necessary.</li>
<li>This is calculated by dividing the company&#8217;s total net credit sales by its average accounts receivable balance, and then multiplying this by 365.</li>
<li>According to research conducted by CSIMarket, some of the industries with the best AR turnover ratios in Q1 of 2022 were retail (109.34), consumer non cyclical (essential consumer goods) (12.63), and energy (9.55).</li>
<li>By contrast, a low receivables turnover ratio may indicate an inefficient collection process, bad credit policies, or an unreliable customer base.</li>
<li>AccountEdge Pro lets you track both cash and credit sales, a necessity for calculating accounts receivable turnover ratio properly.</li>
</ul>
]]></content:encoded>
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		</item>
		<item>
		<title>What Small Business Owners Should Know About Bookkeeping</title>
		<link>http://www.scarlett-rose.net/?p=756</link>
		<comments>http://www.scarlett-rose.net/?p=756#comments</comments>
		<pubDate>Tue, 20 Dec 2022 13:34:26 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=756</guid>
		<description><![CDATA[You communicate with a dedicated bookkeeper through one-way video chat (they can&#8217;t see you) or email. This individual and their team work with you on customizing your setup and monitoring your transactions so they&#8217;re accurately entered and categorized for tax...]]></description>
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" width="257px" alt="small business bookkeeping"/></p>
<p>
<p>You communicate with a dedicated bookkeeper through one-way video chat (they can&#8217;t see you) or email. This individual and their team work with you on customizing your setup and monitoring your transactions so they&#8217;re accurately entered and categorized for tax purposes. They reconcile your <a href="https://accounting-services.net/best-online-bookkeeping-services-2023/">https://accounting-services.net/best-online-bookkeeping-services-2023/</a> accounts and close your books at month&#8217;s end to prevent errors. Finally, they generate the reports you need so you&#8217;re ready to prepare your taxes or hand them off to your accountant. Wave offers fee-based bookkeeping services, but they lack Intuit QuickBooks Live&#8217;s interactive quality.</p>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='315' src='https://www.youtube.com/embed/cdZe9njRb6U' frameborder='0' alt='small business bookkeeping' allowfullscreen></iframe></div>
</p>
<p>
<p>Online bookkeeping uses software that takes care of most of the calculations and data entry for you. A program like QuickBooks cloud accounting software, for example, can help you&nbsp;track income and expenses&nbsp;much faster than you could with a traditional ledger. Zoho Books is the small business accounting element of Zoho&#8217;s ecosystem of productivity applications. Your accounting data can  be tightly integrated with numerous related apps and functions, like CRM, customer service, and email.</p>
</p>
<p>
<h2>Bookkeeping vs. Accounting</h2>
</p>
<p>
<p>The exact process will vary depending on how you plan on structuring your business and where you’re planning to do business. You’ll want to look up the exact rules for how to register your business with your secretary of state’s office. Before you choose your business name, make sure someone else isn’t already using it, lest clients get confused. Also, run the name by a few people to see the impression they get of it. Once you have your finalists, run the names through your secretary of state’s business name database to make sure it’s available. This content has been made available for informational purposes only.</p>
</p>
<p>
<ul>
<li>We recommend FreshBooks especially for sole proprietors and companies with perhaps an employee or two—though it&#8217;s capable of handling more.</li>
<li>Building a consistent bookkeeping practice can feel daunting, particularly if this is your first rodeo.</li>
<li>NetSuite’s pricing is custom, so you’ll need to speak with a sales team member for a quote.</li>
<li>It was refreshing to see a software developer take a step back and develop a very simple accounting application for the many millions of microbusinesses that process fewer than 500 transactions per year.</li>
<li>The exact requirements for starting a small business will depend on the state in which you live.</li>
<li>An easy practice is to set aside a block of time whenever your credit card statement is due and combing through that month’s transactions to ensure they are accurate.</li>
</ul>
<p>
<p>From payroll taxes to managing invoices, efficient bookkeeping smooths out the process of all your business’s financial tasks and keeps you from wasting time tracking down every dollar. Bookkeeping software helps you prepare these financial reports, many in real-time. This can be a lifeline for small-business owners who need to make quick financial decisions based on the immediate health of their business. Rather than being data entry operators, bookkeepers are increasingly becoming data architects with deep knowledge of various types of data and how that data interacts and flows through companies. This means recording transactions and saving bills, invoices and receipts so you have all the  data you need to run reports.</p>
</p>
<p>
<h2>Why Bookkeeping Is Important for Small Businesses</h2>
</p>
<p>
<p>A small business can likely do all its own bookkeeping using accounting software. Many of the operations are automated in the software, making it easy to get accurate debits and credits entered. Generally speaking, bookkeepers help collect and organize data and may have certain certifications to do so for your business. On the other hand, accountants are generally equipped with an accounting degree and may even be state-certified CPAs. You can expect most bookkeepers to maintain the general ledger and accounts while the accountant is there to create and interpret more complex financial statements.</p>
</p>
<p>
<p>No matter the payment method used, each transaction must be recorded with the date, amount, and purpose. The accrual-based accounting method records income <a href="https://accounting-services.net/a-2023-guide-to-tax-returns-for-seed-stage/">A 2023 Guide to Tax Returns for Seed Stage Startups</a> when it’s billed, not when it’s received. With everything else you’re juggling as a small-business owner, it’s tempting to keep postponing your books.</p>
</p>
<p>
<h2>What accounting software do bookkeepers use?</h2>
</p>
<p>
<p>There is a difference in bookkeeping and accounting in your business firm. Small businesses may have both bookkeeping&nbsp;and accounting functions,&nbsp;and they are synergistic. Figuring out what to charge is any small-business owner’s greatest challenge.</p></p>
</p>]]></content:encoded>
			<wfw:commentRss>http://www.scarlett-rose.net/?feed=rss2&#038;p=756</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Senior Manager, Accounting Advisory Commercial Real Estate Industry Clients at Hidden Company</title>
		<link>http://www.scarlett-rose.net/?p=37468</link>
		<comments>http://www.scarlett-rose.net/?p=37468#comments</comments>
		<pubDate>Thu, 17 Nov 2022 14:46:03 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=37468</guid>
		<description><![CDATA[You check Table B-1 and find land improvements under asset class 00.3. You then check Table B-2 and find your activity, paper manufacturing, under asset class 26.1, Manufacture of Pulp and Paper. You use the recovery period under this asset...]]></description>
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" width="250px" alt="real estate accounting programs"/></p>
<p>
<p>You check Table B-1 and find land improvements under asset class 00.3. You then check Table B-2 and find your activity, paper manufacturing, under asset class 26.1, Manufacture of Pulp and Paper. You use the recovery period under this asset class because it specifically includes land improvements. The land improvements have a 13-year class life and a 7-year recovery period <a href="https://www.austindailyherald.com/sponsored-content/why-real-estate-bookkeeping-is-critical-for-your-business-9247e950">real estate bookkeeping</a> for GDS. If you only looked at Table B-1, you would select asset class 00.3, Land Improvements, and incorrectly use a recovery period of 15 years for GDS or 20 years for ADS.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="real estate accounting programs"/></p>
<p>
<h2>Residential &amp; Multifamily Leasing</h2>
</p>
<p>
<p>Enterprise property management software with integrated accounting for revenue management, expense allocation, and compliance reporting. All-in-one property management software offering accounting tools for invoicing, expense tracking, general ledger, and tax-ready reports. Mid-to-large property management companies and real estate investors handling 50+ units who need <a href="https://www.blogstrove.com/categories/business/how-real-estate-bookkeeping-drives-success-in-your-business/ ">https://www.blogstrove.com/categories/business/how-real-estate-bookkeeping-drives-success-in-your-business/ </a> integrated accounting and operational efficiency.</p>
</p>
<p>
<h2>Business Aircraft</h2>
</p>
<p>
<p>Entrata’s all-in-one platform  brings modern property management technology to manufactured housing, tailored with industry-specific workflows. The right accounting software logs commissions, calculates deductions, and tracks pending payments, keeping every transaction transparent. This is especially useful for agents working on multiple deals at once. Say goodbye to mountains of transaction records and tedious manual tracking—we automate inputs directly from linked accounts for realtors. The goal of any chart of accounts is to allow you to prepare good reports to manage your business effectively.</p>
</p>
<p>
<h2>Collect Rent Online</h2>
</p>
<p>
<ul>
<li>To get several key features you’ll likely want and need (e.g., bill pay), you’ll need to upgrade to the Advanced plan at $200 per month, making QuickBooks Online pricey compared to many dedicated property accounting software options.</li>
<li>Entrata is an all-in-one property management platform with integrated accounting software designed primarily for multifamily real estate operators.</li>
<li>Foundation, from Foundation Software, is a robust accounting platform tailored for construction companies, specializing in job costing to track project expenses, labor, materials, and overhead in real-time.</li>
<li>You placed the computer in service in the fourth quarter of your tax year, so you multiply the $2,000 by 12.5% (the mid-quarter percentage for the fourth quarter).</li>
<li>Re-Leased is a cloud-based commercial real estate management platform that integrates lease administration, accounting, and asset management into a single system.</li>
</ul>
<p>
<p>Dean carries over $45,000 ($125,000 − $80,000) of the elected section 179 costs to 2025. Dean allocates the carryover amount to the cost of section 179 property placed in service in Dean’s sole proprietorship, and notes that allocation in the books and records. You use the  amount you carry over to determine your section 179 deduction in the next year.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="real estate accounting programs"/></p>
<p>
<p>This applies only to acquired property with the same or a shorter recovery period and the same or more accelerated depreciation method than the property exchanged or involuntarily converted. The excess basis (the part of the acquired property&#8217;s basis that exceeds its carryover basis), if any, of the acquired property is treated as newly placed in service property. The depreciation for the computer for a full year is $2,000 ($5,000 × 0.40). You placed the computer in service in the fourth quarter of your tax year, so you multiply the $2,000 by 12.5% (the mid-quarter percentage for the fourth quarter). The result, $250, is your deduction for depreciation on the computer for the first year.</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/GxUj86oVl3Y' frameborder='0' alt='real estate accounting programs' allowfullscreen></iframe></div></p>
</p>]]></content:encoded>
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		<title>Perks Of Outsourcing Bookkeeping For Medical Practitioners</title>
		<link>http://www.scarlett-rose.net/?p=392</link>
		<comments>http://www.scarlett-rose.net/?p=392#comments</comments>
		<pubDate>Fri, 08 Jul 2022 13:59:14 +0000</pubDate>
		<dc:creator><![CDATA[Paula]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.scarlett-rose.net/?p=392</guid>
		<description><![CDATA[Content Bookkeeping Tips for Doctors and Healthcare Practices What size medical or wellness practice should outsource a bookkeeper? Still have questions about our accounting services? Specialized Medical Billing and Practice Management Software Request a Free 15-minute Consultation with one of...]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Bookkeeping Tips for Doctors and Healthcare Practices</a></li>
<li><a href="#toc-1">What size medical or wellness practice should outsource a bookkeeper?</a></li>
<li><a href="#toc-2">Still have questions about our accounting services?</a></li>
<li><a href="#toc-3">Specialized Medical Billing and Practice Management Software</a></li>
<li><a href="#toc-7">Request a Free 15-minute Consultation with one of our financial advisors today!</a></li>
<li><a href="#toc-8">How It Works. It’s Easy!</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/image-qlw0dQSI67oCapHG-300x173.png" width="259px" alt="outsource bookkeeping for medical practices"/></p>
<p>The medical staff, who are focused on fulfilling their duties, show high work efficiency, and do not lose high motivation. Too often, doctors and dentists use their practice as a personal checkbook, running car leases, family vacations and other personal expenses through the practice. If you have multiple practice locations, you need to ensure that you are tracking the performance of each <a href="https://www.bookstime.com/online-bookkeeping">https://www.bookstime.com/online-bookkeeping</a> individual site instead of just following the consolidated performance of all your locations. Schedule a free, no-obligation consultation with the Giersch Group in Milwaukee, Madison or Brookfield. You can get a free balance sheet analysis, answers to your questions and customized pricing. Healthcare professionals  regularly find themselves struggling to find the best ways to help&#8230;</p>
<ul>
<li>Factors influencing the price include the size of the medical practice, the number of transactions, the complexity of the practice, and whether the bookkeeper uses advanced software tailored for medical billing.</li>
<li>Medbooks offers medical billing, appointment scheduling, and financial reporting features.</li>
<li>Bench provides clients with a modified form of cash basis accounting by recording transactions when they hit your bank or credit card account.</li>
<li>Golden Apple Agency stands apart with our offerings through the unfailing support of our Account Managers &#8211; who are not only Certified Tax Preparers, but also QuickBooks ProAdvisors!</li>
<li>And when you run into a hurdle, you have to dig in and research workarounds and solutions.</li>
<li>They will deal with logistics and schedules while you concentrate on providing medical service to your patients.</li>
</ul>
<p>It also gives you good visibility on your cash flow, allowing you to easily see the cash flow situation for your practice. A cloud-based accounting software program is the perfect way to keep all your data secure and easily accessible. When you use a cloud-based program, you can access your financial data from anywhere and on any device, giving you complete financial visibility at all times.</p>
<h2 id="toc-0">Bookkeeping Tips for Doctors and Healthcare Practices</h2>
<p>When your medical practice faces tax-related questions, bookkeeping hurdles, or pivotal financial business decisions, Account Managers stand ready to assist and guide. Specialized bookkeeping for doctors can ensure taxes are filed correctly and timely, without the professionals having to pay excessively for anything. This is a critically important service as the tax field can be incredibly confusing for medical workers as it involves several nuances that most folks might not understand. Therefore, it becomes even more crucial to maintain accurate spending records in case of sudden investigation by the authorities.</p>
<p>They will deal with logistics and schedules while you concentrate on providing medical service to your patients. Put a premium on hiring people who can not only do the job but also align their professional values with yours. Here are three reasons outsourcing your healthcare bookkeeping to Finlyte will improve your life. The medical office can receive multilingual back-office services additionally by requesting customized solutions.</p>
<h2 id="toc-1">What size medical or wellness practice should outsource a bookkeeper?</h2>
<p>Make your healthcare business more agile through our medical outsourcing solutions. When you’re ready to take some of those responsibilities off your plate, accounting and bookkeeping should be your top priority. Here are some common mistakes that arise when you don’t handle your medical accounting correctly. When you went to medical school, accounting probably wasn’t part of the curriculum. But now, as the owner of a medical practice, it’s one of many business functions you need to figure out. These software solutions are designed specifically for the medical industry and typically include features such as electronic claims submission, appointment scheduling, and patient billing.</p>
<ul>
<li>Our doctor accounting and bookkeeping solutions will help you to manage your accounting and bookkeeping processes efficiently.</li>
<li>This website is created by Supporting Strategies to provide general bookkeeping and accounting information only.</li>
<li>They have been an invaluable resource for our business, helping us to streamline our financial processes and identify areas where we can save money.</li>
<li>Using a billing system is a necessary step towards organizing the system in accounts receivable.</li>
</ul>
<p>Also online bookkeeping services can offer current financial information and insights, facilitating the decision-making process for medical practises. Finally, using online accounting services can be less expensive than engaging a bookkeeper or accountant to work on-site. Front Desk Helpers offer our clients quality professional accountant services and accounting advice. We launch comprehensive accounting with the services you need so you can provide patient care and business from day one. Front Desk Helpers will process data and prepare financial statements, plan tax payments, and perform financial analysis so that you can make informed management decisions based on facts.</p>
<h2 id="toc-2">Still have questions about our accounting services?</h2>
<p>Online bookkeeping services can be a cost-effective solution for medical practices that do not have the resources to hire a full-time bookkeeper. These services usually offer flexible pricing plans and can be customized specifically to meet the needs of the medical  practice. If proper accounting practices are not followed in the doctor’s office, it can lead to many negative consequences.</p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/jdU3lU5a2jw' frameborder='0' alt='outsource bookkeeping for medical practices' allowfullscreen></iframe></div>
<p>Bookkeeping services can benefit medical professionals by offering exact financial tracking, from patient billings to expense management, ensuring cash flow clarity. Bookkeeper also streamline tax preparations, ensuring timely submissions and deductions optimization. Moreover, by analyzing financial data, they can identifying revenue opportunities and cost-saving areas. With a dedicated bookkeeper, professionals can focus solely on patient care, confident that their finances are in expert hands.</p>
<h2 id="toc-3">Specialized Medical Billing and Practice Management Software</h2>
<p>By following these helpful tips, you will be able to keep your books accurate and up-to-date all year long. It will be easy to track your financial data, and you will be able to identify areas of your business that need to be changed and areas that are ready for growth. Going paperless is a great choice, not only for the environment but for your medical practice as well.</p>
<p>This will help you spot potential cash shortages before they happen so you can make a plan to trim expenses, ramp up collections, or tap a business line of credit. Reviewing your medical office financial statements more often—preferably every month—helps you stay on top of cash flow and profitability. It also gives you a chance to correct issues before they become problems and measure your progress toward financial goals.</p>
<h2 id="toc-4">Our Accounting And Bookkeeping Services For The Healthcare</h2>
<p>Taskforce’s flexible medical call center services fill gaps in your organization, from project-based engagements to full management of your inbound and outbound patient communications. Before we started working with them, our bookkeeping was a mess, and we were <a href="https://www.bookstime.com/articles/accounting-for-medical-practices">bookkeeping for medical practices</a> spending way too much time trying to keep up with it. The team at Outsource-Bookkeeper.com has been incredibly helpful in organizing our finances and keeping us on track. They are responsive, reliable, and always willing to go above and beyond to help us out.</p>
<ul>
<li>Some bookkeeping services charge an hourly rate, while others offer monthly bookkeeping prices.</li>
<li>Many medical practices use specialized software to track their financial information, and some may hire a bookkeeper or accountant to handle their bookkeeping needs.</li>
<li>Taskforce’s flexible medical call center services fill gaps in your organization, from project-based engagements to full management of your inbound and outbound patient communications.</li>
<li>Thankfully, bookkeeping experts can plan throughout the year, keeping a careful watch on the changing trends to ensure their clients do not pay anything extra.</li>
<li>Our Accounts Payable workflow has generated daily volumes of invoices to be processed, and Outsourced Bookkeeping handles the volume precisely.</li>
<li>Using an accounting software ensures efficient financial management for doctors and medical professionals.</li>
<li>And it comes backed with a 6-month guarantee, which means you’ve really got nothing to lose and everything to gain.</li>
</ul>
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