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	<title>Bookkeeping &#8211; Glo-See Marketing &amp; PR</title>
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	<link>https://sophiadolphin.com</link>
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		<title>Salvage Value Definition, Importance, Depreciation</title>
		<link>https://sophiadolphin.com/salvage-value-definition-importance-depreciation/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Mon, 16 Oct 2023 10:22:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18731</guid>

					<description><![CDATA[Both salvage value and book value are different measures of value. Whereas salvage value is the estimated price the company will earn from the sale of an asset at the]]></description>
										<content:encoded><![CDATA[<p>Both salvage value and book value are different measures of value. Whereas salvage value is the estimated price the company will earn from the sale of an asset at the end of its useful life. Book value is the total estimated value that a shareholder in a company receives if it is sold or liquidated at any moment of time. It is a metric that helps investors and analysts to evaluate if the stock is overpriced or underpriced when compared to actual fair market value. Salvage value is used by management to calculate annual depreciation in the accounting records and to calculate depreciation expense on the tax return. You can change from the declining balance method to the straight line method at any time during the useful life of your property without IRS consent.</p>
<ul>
<li>Uplift does not furnish an automobile or explicitly require him to use his own automobile.</li>
<li>You chose the alternate ACRS method over a recovery period of 35 years.</li>
<li>A third consideration when valuing a firm&#8217;s assets is the liquidation value.</li>
</ul>
<p>If your property qualified for MACRS, you must depreciate it under MACRS. This alternate ACRS method uses a recovery percentage based on a modified straight line method. Low-income housing that was assigned a 15-year recovery <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> period under ACRS includes the following types of property. You do not treat a building, and its structural components, as 10-year property by reason of a change in use after you placed the property in service.</p>
<h2>Salvage Value and Depreciation: An Inextricable Link</h2>
<p>Salvage value can be described as the estimated value which a company will realise as a part of terminal cashflow after utilizing asset throughout its useful life. Different valuation techniques are prescribed for salvage value calculation in different <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> applicable accounting standards. Salvage value plays an important role in determining the yearly depreciation charge for an asset. Generally, salvage value is very minimal as compared to its original cost as assets gets fully utilized.</p>
<p>If the assets have a useful life of seven years, the company would depreciate the assets by $30,000 each year. Both declining balance and DDB require a company to set an initial salvage value to determine the depreciable amount. This method estimates depreciation based on the number of units an asset produces. Both declining balance and DDB methods need the company to set an initial salvage value. Wallmart Inc. purchased machinery costing $8,00,000 and decided to have a depreciation rate of 10% PA for the period of 5 years. By accurately calculating the salvage value, users can make strategic decisions about whether to keep, sell, or replace an asset, taking into account its remaining value and financial implications.</p>
<ul>
<li>By accurately determining the value, businesses can optimize their financial strategies, anticipate future costs, and allocate resources effectively.</li>
<li>The salvage value provides insights into the potential residual worth of an asset and also assists organizations in making sound financial decisions, managing depreciation, and optimizing resource allocation.</li>
<li>However, if you redetermine the useful life of property, as discussed earlier under Change in useful life, you can also redetermine the salvage value.</li>
</ul>
<p>Debitoor is an invoicing and accounting software that is usually used by small traders, freelancers, and other service providers. Whenever recording any transaction, debitoor gives the user an option to choose a transaction as either expense or an asset. When selected as an asset, it requires the user to enter basic inputs like purchase price and other acquisition expenses, class of asset, etc.</p>
<h2>Declining Balance</h2>
<p>Additional information about Synapse Brokerage can be found on FINRA’s BrokerCheck. Private placement investments are NOT bank deposits (and thus NOT insured by the FDIC or by any other federal governmental agency), are NOT guaranteed by Yieldstreet or any other party, <a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> and MAY lose value. Investors must be able to afford the loss of their entire investment. Any historical returns, expected returns, or probability projections may not reflect actual future performance. All securities involve risk and may result in significant losses.</p>
<h2>What happens when there is a change in a depreciable asset’s salvage value?</h2>
<p>There is no universal depreciation method for all businesses or assets. Have your business accountant or bookkeeper  select a depreciation method that makes the most sense for your allowable yearly deductions and most accurate salvage values. An asset&#8217;s salvage value subtracted from its basis (initial) cost determines the amount to be depreciated.</p>
<h2>How to Calculate Salvage Value?</h2>
<p>It equals total depreciation ($45,000) divided by useful life (15 years), or $3,000 per year. This is the most the company can claim as depreciation  for tax and sale purposes. When calculating depreciation, an asset&#8217;s salvage value is subtracted from its initial cost to determine total depreciation over the asset&#8217;s useful life. From there, accountants have several options to calculate each year&#8217;s depreciation.</p>
<p>Learn financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel shortcuts. Suppose a company spent $1 million purchasing machinery and tools, which are expected to be useful for five years and then be sold for $200k. Briefly, suppose we’re currently attempting to determine the salvage value of a car, which was purchased four years ago for $100,000. The salvage value is considered the resale price of an asset at the end of its useful life. Companies can also use comparable data with existing assets they owned, especially if these assets are normally used during the course of business. For example, consider a delivery company that frequently turns over its delivery trucks.</p>
<p>Even some intangible assets, such as patents, lose all worth once they expire. The Financial Accounting Standards Board (FASB) recommends using “level one” inputs to find the fair value of an asset. In other words, the best place to find an asset’s market value is where similar goods are sold, or where you can get the best price for it. When you’re using straight-line depreciation, you can set up a recurring journal entry in your accounting software so you don’t have to go in and manually prepare one every time. Say that a refrigerator’s useful life is seven years, and seven-year-old industrial refrigerators go for $1,000 on average.</p>
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		<title>Overhead Rate Meaning, Formula, Calculations, Uses, Examples</title>
		<link>https://sophiadolphin.com/overhead-rate-meaning-formula-calculations-uses/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Mon, 11 Sep 2023 13:03:00 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18917</guid>

					<description><![CDATA[The measures used to calculate overhead rate include machine hours or labor costs, with these costs used to determine how much indirect overhead is spent to produce products or services.]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/48de0515-142b-425d-b903-ed9b38b0d3b8-300x200.jpg" width="252px" alt="what is predetermined overhead rate"/></p>
<p>The measures used to calculate overhead rate include machine hours or labor costs, with these costs used to determine how much indirect overhead is spent to produce products or services. The overhead rate, sometimes called the standard overhead rate, is the cost a business allocates to production to get a more complete <a href="https://www.bookstime.com/articles/predetermined-overhead-rate">predetermined overhead rate formula</a> picture of product and service costs. The overhead rate is calculated by adding indirect costs and then dividing those costs by a specific  measurement. Take, for instance, a manufacturing company that produces gadgets; the production process of the gadgets would require raw material inputs and direct labor.</p>
<ul>
<li>The predetermined overhead rate is used to price new products and to calculate variances in overhead costs.</li>
<li>This is because using this rate allows them to avoid compiling actual overhead costs as part of their closing process.</li>
<li>When there is a big difference between the actual and estimated overheads, unexpected expenses will definitely be incurred.</li>
<li>Another way to view it is overhead costs are those production costs that are not categorized as direct materials or direct labor.</li>
<li>For example, overhead costs may be applied at a set rate based on the number of machine hours or labor hours required for the product.</li>
<li>Two companies, ABC company, and XYZ company are competing to get a massive order that will make them much recognized in the market.</li>
</ul>
<p>These include the estimated amount of overhead costs for the period, as well as an estimation of the amount of production during that same period. This information is then used to calculate an overhead rate per unit of production. Now management can estimate how much overhead will be required for upcoming work  or even competitive bids. For instance, assume the company is bidding on a job that will most likely take $5,000 of labor costs.</p>
<h2>What is the purpose of both actual and predetermined overhead rates?</h2>
<p>Unexpected expenses can be a result of a big difference between actual and estimated overheads. That&#8217;s because a certificate of deposit requires you to &#8220;lock in&#8221; your money for a predetermined amount of time ranging from three months to five years. To retrieve it before then, you&#8217;ll pay a penalty (unless you opt for one of the best no-penalty CDs). CD rates aren&#8217;t variable; the rate you get upon depositing your money is the rate you&#8217;ll get for the length of your term.</p>
<ul>
<li>The allocation base (also known as the activity base or activity driver) can differ depending on the nature of the costs involved.</li>
<li>These overhead costs involve the manufacturing of a product such as facility utilities, facility maintenance, equipment, supplies, and labor costs.</li>
<li>Cost accountants want to be able to estimate and allocate overhead costs like rent, utilities, and property taxes to the production processes that use these expenses indirectly.</li>
<li>To account for these changes in technology and production, many organizations today have adopted an overhead allocation method known as activity-based costing (ABC).</li>
<li>Our experts love this top pick, which features a 0% intro APR for 15 months, an insane cash back rate of up to 5%, and all somehow for no annual fee.</li>
<li>Also, profits will be affected when sales and production decisions are based on an inaccurate overhead rate.</li>
</ul>
<p>To conclude, the predetermined rate is helpful for making decisions, but other factors should be taken into consideration, too. You&#8217;ll generally see them offered by online banks, and, unlike a checking account, they usually offer unlimited transfers. A savings account often limits the number of monthly transfers, while a checking account doesn&#8217;t. Cash management accounts typically come with a debit card for easy access, but you may have to pay a fee if you want to deposit cash. If you&#8217;re using the&nbsp;wrong credit or debit card, it could be costing you serious money.</p>
<h2>Machine hours</h2>
<p>Savings accounts are held at a bank or credit union — not invested through a brokerage account — and are best for saving cash in pursuit of shorter-term goals, like a vacation or big purchase. Our experts answer readers&#8217; banking questions and write unbiased product reviews (here&#8217;s how we assess banking products). In some cases, we receive a commission from our partners; however, our opinions are our own. We&#8217;re firm believers in the Golden Rule, which is why editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers.</p>
<p>It helps companies predict production costs and allocate overhead expenses to individual products or projects more accurately. Figure 4.18 shows the monthly manufacturing actual overhead recorded by Dinosaur Vinyl. As explained previously, the overhead is allocated to the individual jobs at the predetermined overhead rate of $2.50 per direct labor dollar when the jobs are complete. So, if you wanted to determine the indirect costs for a week, you would total up your weekly indirect or overhead costs. You would then take the measurement of what goes into production for the same period.</p>
<h2>High-Yield Checking Accounts</h2>
<p>Also, profits will be affected when sales and production decisions are based on an inaccurate overhead rate. In production, the predetermined overhead rate is computed to facilitate the determination <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> of the standard cost for a product. That is, a certain amount of manufacturing overhead is applied to job orders or products which is used to estimate future manufacturing costs.</p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/_6xqiHAiEEA' frameborder='0' alt='what is predetermined overhead rate' allowfullscreen></iframe></div>
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		<title>How to Create a Profit &#038; Loss Statement for Small Businesses</title>
		<link>https://sophiadolphin.com/how-to-create-a-profit-loss-statement-for-small/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Fri, 24 Mar 2023 15:39:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18751</guid>

					<description><![CDATA[They include expenses, revenue, and net profit for a given accounting period (a week, month, quarter, or year). Gain instant insight into your home business’s actual profits and losses with]]></description>
										<content:encoded><![CDATA[<p>They include expenses, revenue, and net profit for a given accounting period (a week, month, quarter, or year). Gain instant insight into your home business’s actual profits and losses with this straightforward template. Enter your desired reporting period, and then add figures to determine your gross revenue, COGS, and gross profit. Then, itemize your home business’s expenses (e.g., rent/mortgage, <a href="https://accountingcoaching.online/">https://accountingcoaching.online/</a> utilities, office supplies, internet &amp; phone, etc.) to calculate your net income. This single-page template is the perfect fit for home businesses looking to gain quick insight into their financial position. A profit and loss statement (P&amp;L), also known as an income statement or statement of earnings, is a crucial financial document that provides insights into a company’s financial performance.</p>
<p>Find out further information and an example, use our net profit margin calculator. Trial Balance&nbsp;– A trial balance shows all the figures from both the p&amp;l and balance sheet. Operating Expenses&nbsp;– These are the general <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> running expenses of a business and include admin costs, stationery, insurance, rent, interest and rent. There are two accounting principles that small business uses to produce a P&amp;L; accruals and cash accounting.</p>
<h2>Accounting on the Go</h2>
<p>Even business owners themselves need a comprehensive understanding of all of a company&#8217;s financial events and results. The P&amp;L statement, along with other financial statements, can help them identify unnecessary expenditures, opportunities to increase revenue, and other ways to improve performance. P&amp;L statements are made available to the public for a variety of reasons.</p>
<ul>
<li>This template enables you to keep track of whether these deposits need to be returned or can be kept as compensation once renters vacate the space.</li>
<li>If the cash method is used, revenues will be recorded when payment is received.</li>
<li>Determine whether your rental revenue is exceeding the cost of maintenance and other rental property-related expenses with this P&#038;L template.</li>
<li>If you’ve chosen to run a quarterly statement, just add up the revenue received in that three-month time frame.</li>
<li>Sure, with all this information in mind, a P&#038;L statement may not infuse you with enthusiasm, but it’s critical that you still prepare it regularly.</li>
</ul>
<p>Food service businesses have to keep track of their food and beverage inventories. This self-employed profit and loss template takes these requirements into account by breaking out income by client and by using expense categories that apply to people who work for themselves. Read our article on free small business profit and loss templates to find additional resources and get the most out of your P&amp;L statements.</p>
<h2>Balance Sheet Template</h2>
<p>This blank profit and loss statement allows you to record quarterly financial data over one year. The template layout is simple and intuitive, including sections for <a href="https://accounting-services.net/">https://accounting-services.net/</a> tracking business revenue, expenses, and tax information. Enter your company name, income sources, discounts or other allowances, business expenses, and tax details.</p>
<h2>How to Create a Profit and Loss Statement in Excel</h2>
<p>The template also calculates total sales, gross profit, total  expenses, and net income. When the line representing earnings is above costs, that’s when the product or service earns enough revenue to cover operating expenses. Break-even analyses aren’t always required for startup financial statements, but they’re helpful for potential investors, lenders, and the startup’s leadership team alike. We’ve also created a customizable, plug-and-play version of this profit and loss statement template in Google Sheets.</p>
<h2>What is a Profit &#038; Loss Statement?</h2>
<p>Small business owners can use profit and loss statements to measure business performance on a monthly, quarterly, or annual basis. Use this template to create a pro forma income statement for annual financial projections or to complete a year-over-year profit and loss analysis. For increased efficiency, this template includes sample data for a small business, including gross sales, cost of sales, operating expenses, and net income before and after taxes.  You can use the income statement to&nbsp;calculate several metrics, including the gross profit margin, the operating profit margin, the net profit margin, and the operating ratio. Together with the balance sheet and the cash flow statement, the income statement provides an in-depth look at a company’s financial performance.</p>
<p>The cash flow statement starts with the figure for net profit, which it gets from the P&amp;L. A balance sheet gives a point in time view of a company&#8217;s assets and liabilities, while the P&amp;L statement details income and expenses over an extended period of time (usually one year). A balance sheet helps determine a company&#8217;s current financial situation and make important financial decisions. The profit loss statement can be run at any time of the fiscal year to determine profitability and compare one period of time to another to show growth. It shows all the company’s income and expenses incurred over a given period.</p>
<p>Indirect expenses—for instance, utilities, bank fees, and rent—aren’t included in COGS. Profit and loss statements should be read top to bottom—so we’ll go through this one line by line, starting at the first. This website is using a security service to protect itself from online attacks.</p>
<h2>Overview of all products</h2>
<p>If the P&amp;L statement reflects that a company does not generate enough&nbsp;revenue&nbsp;to adequately cover existing loan payments, banks are less likely to loan additional funds. Management will compare two periods to see how the business is doing over time. Cash Accounting is when the business enters the figures for revenue or expenditure on the transaction date. Keep in mind that these startups are already preparing to go public, so their reports may look different than a pre-seed or seed stage startup. Some startups have high upfront costs like research and development or production, meaning these startups may take longer to break even. On the other hand, companies with low startup costs or a large untapped market may find themselves in the green much faster.</p>
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		<title>Association of Nonprofit Accountants and Finance Professionals Fund Accounting</title>
		<link>https://sophiadolphin.com/association-of-nonprofit-accountants-and-finance/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Wed, 02 Feb 2022 08:22:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18697</guid>

					<description><![CDATA[Since the work of a fund accountant serves as a basis for other crucial outputs and decisions, timeliness and accuracy allow for the achievement of goals. This is especially important]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="fund accounting"/></p>
<p><p>Since the work of a fund accountant serves as a basis for other crucial outputs and decisions, timeliness and accuracy allow for the achievement of goals. This is especially important in the investment and funds markets, wherein key decisions in the management of portfolios are derived from data and information rendered from sources like fund accountants. Aside from establishing organised work processes in the accounting of funds and investment portfolios, a fund accountant also arranges for the timely and accurate achievement of a fund’s objectives.</p>
</p>
<ul>
<li>Each of these programs has its own unique reporting requirements, so the school system needs a method to separately identify the related revenues and expenditures.</li>
<li>Donations may be recorded under the 2000s, with individual contributions under 2100s, donations in kind under 2200s, and so on.</li>
<li>It is a method used by non-profit organizations and governments for the accountability of funds and grants received from donors.</li>
<li>In the next lesson, we will look at money that goes into and out of your organization, and how to set up your chart of accounts.</li>
<li>A fund accountant plays a part in the rigorous process of corporate governance by ensuring that a fund is compliant.</li>
</ul>
<p><p>This accounting system helps them demonstrate a more significant fiscal responsibility to their resource providers. Instead of preparing profit and loss accounts, organizations that use <a href="http://lady-live.ru/cookery/omelets/5156-yaichnica-s-chesnokom.html">http://lady-live.ru/cookery/omelets/5156-yaichnica-s-chesnokom.html</a>, typically nonprofits, have payment and receipt accounts, revenue and expenses accounts, and balance sheets. The payment and receipt accounts are used to record the cash receipts and payments extracted from the organization. Most churches and charities will have multiple funds, which can make creating accounts complex. The trustees of a charity have a legal responsibility to ensure that the different types of funds given for different purposes are managed in the correct way.</p>
</p>
<p><h2>Financial Management For Nonprofits</h2>
</p>
<p><p>Whether you&#8217;re new to the nonprofit world or are a seasoned fundraiser looking to change up your accounting style, proper <a href="http://miruslug.info/index.php?city=112&amp;last_razd=0&amp;razd=0&amp;rubr=5187&amp;podrubr=&amp;key1=&amp;let=">http://miruslug.info/index.php?city=112&amp;last_razd=0&amp;razd=0&amp;rubr=5187&amp;podrubr=&amp;key1=&amp;let=</a> can  feel like a daunting practice to take up. This style of accounting helps nonprofits manage contributed income and expenses through different &#8220;funds,&#8221; which is crucial to ensure designated funds are used appropriately. Read on to learn how to take on this accounting practice and review some examples. Fund accounting is a system of accounting used by non-profit entities to track the amount of cash assigned to different purposes and the usage of that cash. The intent of fund accounting is not to track whether an entity has generated a profit, since this is not the purpose of a non-profit. Thus, the focus of fund accounting is on accountability, rather than profitability.</p>
</p>
<div style='text-align:center'><iframe width='565' height='318' src='https://www.youtube.com/embed/FDdUIRhZrL8' frameborder='0' alt='fund accounting' allowfullscreen></iframe></div>
<p><p>They often use church accounting software to simplify their bookkeeping and eliminate errors. Their expertise provides for the administering of much-needed systematic structures, delivery of timely and accurate outputs and ensuring accountability and transparency in a competitive discipline. An encumbrance is referred to restricted funds inside an account reserved for specific debts or future liability.</p>
</p>
<p><h2>How Fund Accounting Works</h2>
</p>
<p><p>We’ll also give you some tips to help start ‘fund accounting’ in your nonprofit. Fund accounting allows organizations to ensure they remain accountable to their funders and to their missions. It’s a system of organization that makes it easy for organizations to track their funding, how it’s allocated, and how they can best keep the organization operating at the highest caliber. They need to keep a tight grip on their finances to determine how funds are leveraged for a variety of purposes and different projects.</p>
</p>
<p><p>With a nonprofit, you want to know these things, but you also want to make sure your income and expenses are allocated for the proper purposes. Fund accounting software makes sure transactions are properly recorded and allocated to the correct fund. It also helps to simplify budgeting, forecasting, and financial analysis to manage financial resources better and offer valuable insights into the organization’s financial performance. Nonprofits have a big responsibility when it comes to their accounting practices. Anytime you accept donations from the public, it’s your responsibility to keep track of that money responsibly and effectively. Our team works with nonprofits, churches, and other organizations that leverage fund accounting, helping them maintain an organized accounting system and answering any of their questions.</p>
</p>
<p><h2>Fund Accounting – What is fund accounting, key principles, &#038; responsibilities</h2>
</p>
<p><p>This report includes their financial statements (from page 44) such as a Statement of Financial Position, Statement of Cash Flows, and Statement of Changes in Equity. You can spend the unrestricted money in your general operating fund on things like salaries, administrative expenses, and supplies for operating your shelter. But the restricted donation has to go toward the designated fund, even if you don’t have an immediate need to buy dog food. Even though nonprofit <a href="https://02zakon.ru/kakih-drugih-bankomatah-mozhno-polozhit-dengi-bank-karte-houm-kredit/">https://02zakon.ru/kakih-drugih-bankomatah-mozhno-polozhit-dengi-bank-karte-houm-kredit/</a> is an advisable practice for nonprofits, there are a few pros and cons to consider when taking on this type of accounting. Where regular accounting tracks money in and money out and is meant for for-profit companies, fund accounting is more specific. It tracks the funds themselves – the money that comes into each fund and how  the organization is using it.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="fund accounting"/></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Rapid evaluation of the 2022 to 2023 discharge funds</title>
		<link>https://sophiadolphin.com/rapid-evaluation-of-the-2022-to-2023-discharge/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Tue, 09 Feb 2021 09:00:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18623</guid>

					<description><![CDATA[So over time we’ve become veryfamiliar with their particular requirements and somewhat expert in those markets. Thisis of benefit, in both offering advice for their sector, but also in assimilating]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="258px" alt="acuity accounting"/></p>
<p><p>So over time we’ve become veryfamiliar with their particular requirements and somewhat expert in those markets. Thisis of benefit, in both offering advice for their sector, but also in assimilating any relevant changes in tax and accounting legislationwhich are relevant. We realise that business owners have enough to worry about without <a href="http://wen.ru/html/?rules,,3,en">http://wen.ru/html/?rules,,3,en</a> learning a glossary of accounting terms to be able to fully understand and communicate with their accountant. Often businesses try to bring on CFOs too quickly, and they end up functioning like very expensive bookkeepers. CFOs should handle essential operational tasks that ensure your company can continue to move forward.</p>
</p>
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syNjnuNhc2a0EmwFz2AqSdyGxH8wrP8AppvsKxfI8pekxykB2NbI8jdoJHfBi+iHm7fVb4BTGDZeNLS58l8a5P1NOAZ6aeBrjZplikjDja9gXtAJtrYKIK7G/lFqoBmHQiwBfUPIHFrYgD4PPuXLfIHklNX1EdPC0ufI7KAPeSdzRvd9Km9r3LKNnYgKenc8hrGue4mwa0FxJOzQare8K5lMambmZhtQG8ZGthuOIErmkjtXevMnzL0eExNsxslSR15i0XudoZ6rd2m3ffarQa0DYLdysoy5jLHyx5Q80eMUrS+bDqprALue2MysaOLnRZmtHa4haOV9hnMB2hc1eV1zDQVVPLiFFE2OshaZJWxtsKqNou/M1osZw27mvAzPsWnMSwtGmtQscGrxeosgg2668JWOZBK5qR5uxaHke0nSY9S6eg2R/dZsjh72BfQ1cKeQdR58Xlf+TpnHuuLf9xd1rp0lZfvoj0cFaKXgVT5SvOZNg9LDUQMikc+dsZZKHEEOZI67S17LEFltbg33b3Xk9c7DMbpnyiPopYXNbKwXLetmylt9RqxwLSTa20301/yq+bmsxeKlgpQwBkpkkdI4taLNLR6LXEnrHYFNeThzU/gWlkjdIJJ53h8rmizRbMQ1t9SAXONzxGgVU5Z308tv1JTepaS4N8uJ7Bi5I2+bR57bbh0nvy5R4LtTl3yup8PgdPUPa0AHK24zSOHyWDae07ANSvnVyyxmTF8WDzqampY1reDG2yj3N96itJXS9/kxVWKm1F9fkdc+RdyAFHh4q5G/0is617atiGjWjsJBPcGq/LcU1wahbBFFCwWbFGyNo7GNDR7gojnLxbzehq5t8cErh3tYTb22smfhiObKo5d+VBh9FUOpwx82R+R8jHANab2N9CdvHTtCuzAMXjqYYp4iTHMxr2E6GzhexG4jYRxBXyix92YPcdS4OJPE3vfvuvpD5MzycEoM23o3+HSyW9yTQzL8TvfXlp7LLbXmLpVlVhmSsWNUMDmkHYQQe4r5vc4+FPlxJ1LGCXyVBjaBt1eRbvbq3vsvpA4aHuXHXNLgIqOV9a5wuyknqph2F0jiPB7oylVqCdeNRb2a81b4akzpqbV+Wp1Jzb8lI8Po4KSIACJgDiPlSW67vafdZPOWHKCKip5amY2ZE0uIFruO5ovpc9qllRvlk4mWYfHEP9tM0EcWgF3xaPFaqkskLorXqqlBzfJEXzceVDT1tcyjkpjAJXZYpOkzjMTlbcZBoSQCbi1wbELoZfL/AJPtLMSoy3Q9O23t/iAvqC5RTk3uFCr3tOM+qKj8qvk+J8Mkktd9O5srTvtfI8d2Rxcf1G8FzD5GdJ0mPh26OKQ//XIPiR7l2RzsyMkw2vDXNdlp6lrsrg7K9kTyWusdHNNrtOoXKvkDUmbFK2TcyAi/aTE34OKW1/Mdudvm/wBBcaSVdz/tS82dtqiPLfxQxYRlb6U08cTRxLszh/ct4K91V/PRyT/CNVhlO5pMLKh1TMbHLkgY4AE7LvMmUDtvuTat3HTw+ZocVLRjfyVOQgw7C4g4WmqQJ5TbXrC7Af2TmtuLyrLxzEmQRPmebNY0k9p3D2nRPWi2g0G4KjPKT5WejRxn9KS3HcPYD4k8FWrUVKnf93/e5nxuKjh6UqsuXz5I5r8ojlA+pE0zjcucbdw2W7F1r5KVF0eB0ItYua93jI4D3NC4s54T+KY31nAeOi725lKTo8KoG/8Axo3fPGf/ABJGDu4pvx87GDgU5Tw3eS3lJs29ccP5PHGeVckbhemonh0vD8WGgtPe4Blu0HcuxJz1T3H4KtOYXkh5uK2re0iavrKiU5hZwi6Z/RjXUX1d3ZOCfUjmlFe067im03y2+XyLOAVWc+vKPK0UzDqbOkt/Zb/i+arHxvEWwRPldsYL24nYGjvNguZ+UNe6aSSVxuSXG/v8OHZZY+JYjJTyLd/Ln+hw+P4/0ehkj+KWi9nN/QrDmGg6XlTF+gXO+axz/ixd5riLyPKfpOUNVJ+Tjl/xM/xBdurXh1aNvZ8kdfDRy0YR6RXyNT50+XcWF0/nMzJHsztYRHlzDNexsSLi+mnFVSPKvw383qvmt+tWpzocmHVsLYgGkB4cc2zQH6wq2/8ARct6xbC0DW+23bayRXr1YyajBtddDPiMTWpytCk5LrmS+Zz35T/KBtbiFHIxrmtlMbgx9s7dGvs4C9jtXeWEU+SKJnqRsb81oH0LgLlrT9LjtDD/AMWP3uLfivoOVbBvNBSfNX+Lb+pfATc6EZy3d38XcZY3XiGGWYguETHPLRYEhoJsCSBc9qok+Vfhv5Cq+az61eHKiidNBLE215GObrs6zSPjZUTJzAvP5H3/AFK1erUjJKMWycRXq02u7p5velb4lZ+VBzqwYpQRvgZKxrHvuJABewbYix7XD2b916+R5Q9HgVJp6Zkd/ayf4Fy35S2DeaNNNdpsWi7bgdZoNhfhe3sXZPk/0fRYPQM/4Ad89zn/AEqmFk5Xk9235WX0KYCrKrCU5qzzPTpbT6G9rmTld5TMtDiktHPTxyUzJhGJGBzJLG20mRzS4Xt6IBI+TfTpiZ1gTwB+C+fXO1yfmxDFpYqWJ8r3VTi7I0kMaJdC87G6C1zbdxTa1RxaS538jROo4zjFLe/usj6AYdWNljZKw3ZIxr2Hi17Q5p9oIULzlYY2ooaqFwuHwSN7iWENP7LrOHaAn3JPDfN6angJuYYIoieJjY1pPiEy5x8REFDVSuNgyCR3tDSQPbZNnbK79BkttTi/yHKLPjcj/wAlA/3scP8AGF3guMP5PukzV2IS+rFlB73xfZPvXZ6iltr++QJWSRzv5eFXbDYWetUsPsEc1/fbwVffye1FepxCXhE1gPeY/se5bF5f1X+Koo+LpnH9kRgf3yj+Tzo/6PiEvrTMaPYZSfo8EqP/ALj9v/EVTd6kvcdTqK5YYWKilqIHbJoZIj3SMLD7nHVSq8e24I4haGrqw44T8hjCz+GpMws6CneCDpY2c0gjiC9d2rmryc+TRp+UWPaWAcSzsZO6GZo9jTa/Z2rpVLo6xv8Avp9AtbQ4h/lC6vNX0UN/Rp3P7s7y2/s6I+CsPyE+QDYqZ+IyN/GTkxwXGrYm+kR2uOl+IfxVReW1L02OiMa5aeCL95JI8/2XOXbXN3gwpaGlpwLdFBG0j9LKC/xeSVEVd/H52X1BdSeXL3PP5Uxoq19LSQxSiE2kdJnc5xHpZQ1zGi2ulydPYulccqhHDK87GscT3AalfKaajq62omnignne6V0r+iikksXuJ1yNNgdRqrTetrhex9LubDnJpsQw+OvzMgYbtlzva1sb2gEjM6wsWkOF9bG20LVeX/lD4TSNc0SmodstGLMv2vfYEdrA9cIswXGGxiFlHXMjBJDRTTm19upZv7LKLl5D4kTd1BXE8TTTk+JYq53tdBcjOVNRC+pnfTtLIHzSOhY7ayNzyWMNtLtaQNOCjUpPE5pLXAtc0kOa4EOa4GxBB1BB0IOxJqUrEGzNevZHaHuTZr1m9+ixZThZNTp7+T2ov6TiEvCJrAe8x/Y9y7JXKH8n5Flgr5PWlYB7HTfw8F1J50Fvp7e9/M7w46Zt8uYZrXy3Ga3G22yb4xSOkjcxkr4XOGkkeTO39XpGPYD2lpXD/loco5Y8XY+CR0boqZhu02u5kkrut+zYA6EaLqjmH5Ty1eF0k85Jlcxwc47XZHuYHHiSALnebneojPM7e3y0BNPY5/8AKU5mMTAkrGVclfCwF0jJL9PGwal20iVjRcm2UtFyGWBcKY8m+i6XHMPadQJg8/syN+yvo5PMCCOIXCnN5Qx0nK8RMAbE2pcIwNjWvlJa0fqh4b7Ep01B6c7fNC1StUz+B30qx8qKs6PBa48Y2t/eSMjP99WF50qk8rWQuwaqA4RE+yeFNrfgfsYVfwP2M+f2Ljq24gD5zmj6V9MuYmk6PCaBn/x2u+eS/wDxL5sQUplmhjaLl8sYAG02OY/AD2r6g8m4RDTwQ/koY4/mMDfoVae/u+f+BWDVqKJmZ1gTwB+C5n8lYNkxnlDU3FvOZmhx3NM3HhaNXbzi8rYqOllmle1nVLWAmxe92gYwbXOO3TYASbAEr5+YdUPaJ43SvySy9PKzQNlc9xcwOFzfKHP1s4bLAlwtStUUZJ+01pXO7OdLncosPp5HsngnqAPxVPHK17i47C8RklkYHWJNrgWBu4LlXnf5z58UMT58kMUbTkih6wzE9Z7nSNLy+2mWwAAvbUlV550SD0YzOa13WNjYscM0Zs0gCzsxadOsOBAUbO3blsHDrZxc2cA5wa5ljbKTqbAi3ELPOpKe/wACckZKzVzJrGxTNnac8kcrHRFozPYRobgkh/WIAB12d62eg5xa+wY3Ea5rJHZJWOneX3eTlJdcystnscjm3sL3s0LV4ibMY0ZhlAzOOU6EyNzZwC6xBHo2GXQnNcM/wkGvd1ALuzEFpytIAHSOzN9HNvNr2ItbKUK5ayWiNp5Hcs6qjjq4YXsdDVxvimhkjcbDKG9IxzS17ZQxz26tLbG5vuf80HK6fBXSyUjaaZ1QDn6bO/8AF52ZSDHKwsd1HtsRY6FaoytYcxcWgtvpe5de1iLEuG292u61iTYXsjSxsgyvzyOuCQ6PK3UnYC4HPd2gcRoXCx0UK6/f76hlW52fzfeUFh1QyFlZK2iq3izmSNc2AuG0xz9aIMJ0HSPBvca2VrwYlE6QxNcDI2NkhAv/AFchcGuDrZXAlp9Em2l7XF/nU+azczRmHpF2gfbVwBdoDe4AtrbPodCLQ8mzlyKTEGNqJyIZo3U7DI67WEuZ0Y0uGtdK3IN15BcN1T6dduyZEodDtBcqc9+EmKvkvctkDXtJJO3R239MOXUHnKpvyjsOzNinA1aS13c7Z7AW/wBtVx8L079H9vqef7Q0HUwba/pal9H5M5I52xeSmj9aRn94FfRPkjTdHS00fqU8LfmxtC+eHLqPpMRo4/8AiN+BX0VjnAAHAAeGithFaC9i+bH8EjlwVP2N+YvXVLY2Oe82Yxpc42Js0C50AJOm4AlZUszXta5hBY5oc0jYWuF2kdhBBWo862MCHDq2T1KaZw/Zjc76FFeT/wAohU4TRPvq2IRH/lEsb4sDT7Vpzetl8LnWsT/Ohh/S0kgF7sBeO9oudN/VzAdpXPFcLRvPBrvgunq2UOa4bbjZxXNHOBD0MdSNzA6x7Nx9oXH4pS9eMuunw/yeO7TYZupSqLn6vndfUgPIHps1fic36BaD+s+M/wCErsdcl/yfMVosQkPypI2j50t/7oXVPnQXXp7e9/M9ha2g7UdyllywSng0+7VUf5QWKYr5zGMOqXwsDLSAHQu2g246nXu4LT+R2IY2ZCa2tdJCGuHRa9ckWF9bWFydh3LJXxtOKlHnr8Tn4riOHoqSlNXS253K85Mw9NyspBtySsJ/Ze1y71XCnMIOk5VOfuZnPhE/6Whdv+dBNwscsEvBfJGjCRy0IL+1fIdoJVV+UJi1WyjHmMrop+kaQ5pt1d4PEEHZ9SoCi5Scoi9okr3hlxmNyervtY7bIqYqFN5WVr46hRdqk0nvY1jyuJ89aG8aho+a4NXb3N7S9HQ0bPVpYB7eibf23XA3PVUOmxClBN3Okue0nrX4bQvoHQSBrGN9VjW/NaB9Cpg/w38L/FsXw2WbDqfVyfxbJIhIU1GxnotDd+g3nae8qK5S8oGU0EtQ8Oc2Fjnua3LmIaLnLmLW3sCdSFTEvlV4dbqQVTjwIjb7w93wWqU4rc3HQa5v8r7nEYKd9DC8Ocf64tNwD6lxvG/vtuK1nlj5QVbVtMdNH5nE64L7l0xHAPIGW49VoI4qkeV8p6NxJuTvKyVa6k8kee5yMZxGGZUabu20nbkv1L1/k76T8ViMvGSNo+dKT/dH3C6vXNHkCxZMLmfvkqNfYzN/3F0Z50Fqp7fH5nYZyL5e1XeppY/VhLvnvDf+2fBb/wCQPSZcIe+2slS72gMafi8+9Uz5bGIZ8QOv9XCG+DpHfSugPI7hEWCUw9Z0jvgz/Ak0tZP2vy0M9DVzf91vgkXW91gTw1UHyG5Q+dwukyhrmT1EDmtOYXgmfGCCQD1mta+1tM1k7r6wBjz+ifgqH8jblh5xHiMbjq2tklHdK97T/cb4pzlaSXW/7+Zo5Fvcn+TZixGuqrANqYaUAjaXx9M14I7IxBr7Ny2xNPOgsJq0AE8AT4KySWxBwjzvjznlYWbQaumj7OpTxNI8XFd+kL5yy4nm5UmUnQYpIL9jJI2j+y1fQ41SXS6/vqHI1nnvrTFhOIvBsRR1NjwPQvI99lzN/J70F6ivkIuGxNYL62uY/Z8gq/8AyipS7B8QA1JpZ/ARPJ9wXEHMjztVWFmRlJkJqJWZy9gJAJdlAzXGnWOm2yibs79PuSj6S+bt9VvgEnUwtDXHK0aHcOCY4JXPdDE6S3SGKMyWFhnLAX2G4Zr6KE51eUYpaCqnJt0cL3D9YNJA9tk1uyuQfMPlxWCWsq5RqJKmd4PY+RzvpUMsnuuSeJJWJS4rQrckWy2Thj727x8UnUQpCM2PcHHwaSlxSkc+mlJo7N8ip3R4a93rzfBgd8XlXr+EyqO8mcCLC4RszOcfANZ/hVmeejiPFOp/hR02V3y95mI8QrnVc8zsrso6NoAGVu7Nck31uLN22vvVuYEGU8UcEQyxxtDWjsH0k6k8SVDGuHEeIURjHLSlgBMk8YI+SHBz/Yxt3e5EYRjdohI3TFseEUb5HGwY0m57Bp4nRcC1HKwjGRXD87c4d2YOjH9mysTnr55TVNNPTXbF8p1xmd32JA7GgniTfQUPVsv2X38CNWu9h+lJcs8tP2/sZpYhKoo/E+mVDjgkYyRhux7WvaRva4Ag+BTLlNAyqhkglGaORpa5p3ggg6jUHXQjYbHcubfJy53mdE2iq3hj49I3uPVsfkk7mE6tdsFyDYAK/wBlaCAQQQdQQbgjiCnpqS195paNA5C8x1FR1Lam8krozmjbI5rg03uDoxuoIB9g2a3szlhy4hoYXT1Dw1ouGtuM0j8rnCOMEgF7sptcgcSBqonF8cjgjfNK8MjjF3vNyALgbACSSSAAASSQuR+X3KRlVXS1Ic6RrpHtjL9rY2l3RBoeLsaW2cGaak3FyUqclTVkTGK2Nk52OdCbE3se9hhp4iRHAC6T8Zr+MldlaA8tNgBbKAdHXN9GfpZ9wNC4sygWAaOqb9bQ3BJA0IPYGFVKGkuJLTvaQLuaBv29a9nbRuO03DSGrJcS7WxFhuNyLi9+qDsu3gRwtks5asvsSk1a3K0xtGcANLA27nOsDcXvmBIGwXAOzeRsTTbOMoc4Egt2gi4aGWAAaST1mtJ11IJtjTmWwEerRcCzr7dpAO92ovobHS1gFNYRyYc8h0rjl2luw8Rr2H76Jc6sae5ppYedR6IiZaGxsWOOZzAHAFpa0DZYENJzbQRvvcmydGgzkPa4x+s43Y87b6XIsASbEWANr7haGAYLBmBLWnS1nnSw00ubjv8Agt4wXAqSwBZB7jt0Ivwsb67rLPHF5tjRLBZdzn2l5M1DXWjaXg652sDgH5r5LaE9YakaWtcDYthoOQ1ZKQ5zC0yBpLXBwa5xcA5pLWmw36uYDlN73sukqGipo2hoAsNjY2gDuHtunzaqLcyW/cN3edSmd5JlO5icv1nIWqgcWvjJjscoY/U9cbYyA3U3uLcDqLgRU1MQcrw9h2kPI9HY7R2jr3Fy03tt4Ho/lE69yAdm9rtRt7Nncq7x7Do5SDIwX3OHVcOFiNQQeO3tvZUlXs/WLejXWhvnMVzomUCiqZCZmj8Q+Q9aRjQAY3OJJdKPSFyXObe+rTffeXjenp3s4g279rf7Qb71yrWYS6nc1zXbxkkGjmSNILHHSwsWjvNtuwdCcjuVQrKcPNmyt6kzNmSUAE2F/RNw4anQ22grdQqxrRcG+RzsVhrxcJbNNP3nMkMfSY9SM4SR3H/MaD7nLuH8Jlce4Zh2XlRYizQWyt/Vc3pR4ZfcunPPRxHin4ZWjZ+C8kZMHRdGhCm+SSIzn1xEnDapvrRSN8WOHvvb2quvIm5SE0EtOTrDID7HAsP/AOoH2rbec6XPTvZtux/0KiPJUxPzfEKmmJsHh4A7RZ4P/wBb/FDl/N9y87/YtGsnVlT6JP4t/odj/hIqlPKHdlpah43sc322u33ED2KxvPRxHiq18oxufDakt1LWB2nBrgD/AGXE9zVGKpZ4rwaf6+VxONwqrwUekote5/pca+RM7Jh0rvXm+Dc3/cV9fhMqivJhAiwuIbMznHwaxv8AhKs/z0cR4p1P8KNrHOKYe2RxcTt7L++6icXw1kbC7Q6Eejbcdbg7RZPfPRxHioXljXfina7GvPhG/wCmyz4ihSySk4q9m72RixGGouMpuEW7N3sr7dSivJXfmxutl9UTWPZfL8JF1r+EyuSfJCIM9bNxv/acz7BXSHno4jxT6Ssv3y0NcVlil4Ehj9O2cAOOz2/SFBT8l4QCSAbAnYd37Se+ejiPFN8Srh0b9fkkbeIsolQpyd5RTfsE1MNSqO84Rb6tJnLPLuJr8fpomizRIyw2gXdltr+tvXan4TK4uw/8bylb+hKD4OY74NK6r89HEeKXhV6i9i+V/qRhElRjbp8w5zcSvSStOxzXNI4gscCFzAcPjbsY3wV785VbencL7j9A+lUrOFixsv5lvBfNnle0dZqtGKf9PzbIydq1PnAkywn2+4LcJgtG50H2itxv79FTD6zRg4X62JgvE6j8kg9FhEQ9Z7nf2WN+LSrcOJlVLzHER4ZSt2dV58ZHH4Lcpq8AE3GgJ2rrU/wr2I+hPc5G8qCt6SunPENHixo+JXVXMPJ0WFUbNn4tx+dI930rjznolz1sg4zNb4PaPgF11yDlDKOlZcaQRX78gJ95SMPrr7X8X9jLhNYN9ZS+ZtfK/GSymmd6rCfBco+RxyhMOJzRX0qGOsO0jpL994iPar350sSy0NRr/spN/wCg76bLj7moxbzbEqWW9gJMru4ODj4sLgrzfrey3z18h+f1svgfQ78JlNsTxQiN/wCqfgoLz0cR4qL5V4mG08rr7GE7eGqc3ZXLHClfip8+knvb+lukv2Pc4E+wkFfRPkvynFRTwztOksbXdxI6w72uu32L5o1TusSdQS4O7QT8d/eF0H5NnO02Booqp9mXvFIdgvv/AFHbTb0XXJ0cSEw9VJvokUpyzI6zxSVssb43gOY9pa5p1DmuFiCN4IJBHAlUxyW8n3D6apbODK9rH52xveHNB3D0GkgbNSdL3ve6smDEGuAc1wc0i4c0ggjiCNCEp52muCe5c2MYkVz35aPLvJSCja7rzEZwDsaNfv2OW5c4XOTTUEbnPe10gGkYNzc7M9vRHYdTuBXE3OFyqlr6h88pJuTlHAd27uVKjv6q9/78SG7GtoXpXiCpsdTEo+aPsB0IIO8EWOzVTlRGmM0SxUapw6NVxYQcoZ2ANDiABYDM7QeKUZymqPXPi760wkjSLo1pSi+SOisTJ8yadjk52v8AG5+JSM1XI7Rz3EcL2HgNvtUdFJZOWuuquFuQipVqPRsyQvLoBVkjPYx6I3BG7ZqQR+q4ahbLgfLOugGWOeZo4CQgeDbD2la+wpxGhjViqkFZM2XFuWtXUNMc88jmGxLDI52axuLtuG2BAdsOoCYTPLW3yjWwBuNDlHaddhOzfs3R8kxFrD2+3im85ub29ulrbNn1JTV2dahJumm93qLwPJv0hOw2vbs2cNgA79nF9hlMHbb2PdsvsHs29qa0NNmILtnDu2eC2GmfbYPds+gBZ69a2iN+Go5ndkxh8DwLRtyNGwk2HiTprrYKUpKZx9OUN7GAnT9Y2HuKhqeZ7tBc92wd7tgTtuHSH0pGxjg3ruPwaD7SuVLXdnfo2tZI26looGAOc9zjfXPKRu4MIbqpWi5W0UJGezcvbc91ztHeRotXwXAKckF0U1Qd+d7rEdjWZW6W3qbq56aEB0dA6FwuS50RAI3ZZMu7jsPglx66/AvOKej+ZYeCc5lEWBsUE0m4lkZcNnEA7dd6kJ+WFY8DzbD5XMPrtbGfB9iPvw113kdzgySs6KGM5wBYhgdrwdoA0dvhay2OHEsVlbbowCdBdzcttPVcX7docG9gWqMm1v5GKVNRey97ImuqsQkJz0Qj26mSO3ebOcR4W+iAxCmm+WIm8QHkkf2be9bc/BKhhBqam73n+rhJ03AZnXNtDssNNUriOCwC17k23nYBsuLnYNNUShdakZ0npYrurguC1wBB3g/cjsWp4rhDpbMD3Rlp0LT8nW4J49+um5WJiVVStIZnbnN9AN3b7FEVNKB1hqAC4W37LfV4LPTm6bEY2lKpSko6Ozs/G2j9zNCqOQsjpel6d2bKGA3t1BsFgLbSTYDaSl2chZz/ALy7x/gt2hcncJW515ftI+Mvj2Ojpn8kRnIjk8acPzyOkdJYXdY5Wi+jTYO6xsSL26rVrlXzXF075mTFjneqbacLWVhQlPYUnvpxba5maHF8VGq6qn6z0b8EVwzmynP+9P8AH/8AlL/+lUpY9pqnkPaWEXHou0drlvqLgjeCVaNCy5AVg0HJcFmbKTYC9tgP1H61swlLEYm+S2nWyH/7ix18qk299Etluc20nNDK0Brap4AFgM2wcNWpwOaKb87f4j7KuXEKTo3ELBiw1MRVhJxluvBGinx/GSV8/kinv/SCb87f4j7K2Dkrzdup2T5p3SSSxmNpdlLWA+kQcocHO2XvsvxVhhBCXLFTat9EWqcYxVSOWU9CkKHmUfECI6l7QTcgO38fRt4JV3NRN+dv8R9lXLIU2lV/TKj1b8kD49jPz+SKdfzXTj/en+I+ynGA8gnxSskkne9rDmyGxDiNgcC3ZdWbOUwnVvSZv/CEz49jJJrP8iqsZ5unPqJKgTFr3k6gkad1k1l5ETj/AHh3j/BWfUKOqSmLET/aRWHHsZGKip6LwRqvJzCHwB+aR0hdYa2NgNbA2vqbX1toE6nCf1CYTIcm3dmStiqleeeo7sYThavyswXpwBewG7Ue8LaKgphOm05OLujRhq0qUlOO6NX/AAdO0ACZ1hp6RXkMczXAulJA3bb9ljcKbnKjalyfGTf+DuQ4piZaORCY/SulfnJubg3uQbg3vcLB1TUD/aHxP1qQmTKZPT0sa6GMqwiop6CTcRns4GQ2cLHXdvGvHsUPPCQ4OG0EOGpBBGl7ghSkgTKcpkfA1QxNSUs19TJ+OVHrnxd9awPKCosR0hFxbQm9jt27L7PFIOYm8gVsseiNixM2rXGrwkgSNmy97HceII1ae0FOHNWDmq9y8Z22J/AuXdXTi0c0zBwbIQPbaxPtupGu52K94sZpT3yvt7Q0i/tK0lwWBCjKjQqrHGKYlJMbyPLuA2NF+DRp7dqZLIryylJILmJXhCVEaxci5OY3SdqZStUhImsrVyYOx5/YYPjSL40+cxYli1RmMVQjXxLBpIUi6NISRJ8Z9R8anUwY+69SRZZZscmpFmugqwpzEmzE5iUMRMXcRv4fSsIWXIHtJ3/ftWcuot3rPD7Xtx8Oz6Vnlpc7uDV6cfYPRontCS7QAng0bT33TF7VKUdR0bbj0reJvoFimtDtUdyWpsKqHD0oo27rvJPG9mtI94TxvI+pIu2qiJ06vWbfXjfaoGn5RTD3bB99vHXRbVyfxOWT0mhuo2jcbk2sCe4W3rJKM1robVKFtLjjBpMRpyAYmvbtzMIde28AEaW7FuXJnnJljPRVEQLT6OYDftFxtvw7TxRhLthLjYG5b6PgNNu299qnse5KRVUV2nrekCNx2DQgG1xxSk03daMbflNXXsJ0crIHgGwjdpZ3A2G22htYDU6e2yhsRxaVsujyWnUOadgvrbxt/wCVqcDnNu19szRbf1huII9K23Xt7lIUMmZp6pFtgJza22A6DsGzSyVOq3uOjh4xV0bnQ4gLHVrtvWdcm+2w17f4biyxrEQQGki9utc9UG+mguddtjuG3hqVTW9GNtrDu2b/AGFanV8pW3JuX6m+WwBNthedB3NzHs3p9OrKeiRnqUIw1bJ7E8JY5xkbpe/W22IPEnYbXtbabrPCZjmMZ2a2IvbTv+5tfRa0eVT3aNETB2NdKfaXkMP7tK0VdI4aVEjT+iIme6ONvxROHVoootrRGyxi2nAkcdASB7rJ3CVpGNyysILqgvzaA9K9smy+rC8ktFwM7SQDty6XmOQ873NeHFzrP6rnEk6tF2gkknKRfszJ1rRWt+R8n4/2bqYfvMSmms17JapN/S5tkJT6AqPhT6BKkeMJbDXEEEbRwW+0uPEMsQ7UdYbj/wCNvfdVLhlKJ8Ww+FwDmM6WR7HAOaR0clszTcHrMaFfH83qb82p/wBzH9leX4p25lwOuqMI5rxu9V1a5p66HteGdjPTcPHEOq4uSeijy9uZbo0GrcXuJ7V6KV3BQvJehZUY04vY18cNG7qOa1zA57onNs0gtGj3bOAVsNwCmFj5vBps/Ex6d3VXK4x20jhK+SVNybSk9dm+Wx0MH2LUqSl3u6/L9zQY4iVlJTEblFYHhLZsbkEjWyMgpHNyvaHtzF8ZByuBF+s/VWJjOD07I3ObBC1wygObFG1wzODdCGgg2O0K+M7WQoYqGGjByzZdb2/E7Iin2S/9P3sqlnZu2X63NDmTSQp5XHUqOqJbAk7Br4L10ZaHhan4rI8fTuOwJlVUjhuWxeT3g0UlCZ5Yo5HzVE7y6RjXu0d0ZGZwJtdh043W/V+DUzGPeaaDqMc7+pj+SCfV7F4jG9uYYfEyoKk3lllve12vce8j2ETjd1tbfl//AEUPVKNmUligy2F7kAAnjYbfao+OkkmfHTxf1s7sjf0W/Led9mtudNdCRsXvZ140qTqTdkldniMJgp4jEKhT3bt9/cN30TjuUfW0jhtC6bwTkhSwRRxNgicI2BuZ0bHPcQNXOJbq5xuT2lavzx4bBHSXZDExz5WNzMjY11g17z1g24ByLxGC7ewxOKjQhSfrSsnfztb32PaYnsZGhRlU72+VN/h3sv8AuOe/NnO2BNqnDnjcrb8nPA2Sy108jGSNBiiYHsa8AtzueRmBtdpj2K5jgNN+bwfuY/sp3Fe3cMDipYdU3LLbW9t0n08TRhex+enGcqlm1e2XbzOJaqI3skH4U87lcY5KtlxsRBo6MVckrmgDKI43uky5dmQkNjy22Osr/GA0/wCbwfuo/srTxXt5TwLhFU3Jyipb2tf3D8H2Yc45pTtq1t0ftOC6ujcNCEm3C3nYF0T5SuGxNkpgyOOPqPJyMay93NFzlAvbLpftVm82nJyFtBRh8EReaeIvLomFxc5gc65Lbk3JTcV27jQwNLFd0/Xv6t9rN87eHmOo8AzVJRz6RaW2+l+pwzV0LhpZeMwV5F7LpnylMNi6WnjiijY4RSO6jGsJMjg1t8oF9Y7C/arqouTtO1jW9BAbNaL9FHc2AFz1VTF/xCjQwtGv3T/mZnbNtZ26czTS4FdyWfZ2230v1PnfU0LgbWWAwZ5F7LqfykuSkYmp5Io2ML4ZGWY0NBdG64NgAL3lAv2DgFdlHydpmsa3oIDZrRfoo9bAC56qMX/EOnQw1GuqTee+l9srs+Q2lwZtyWbZ9PufN+opC3SyWpsCkfsafBdL41zesxDGqhjWtjia/r5GgNYyFrI3WAGXMXDKBvcSTcBy6C5M8maakYGU8LIwBbMAM7u1zz1j42G6yZxX+IVLCU6eWDlOUVJxvbLdbN2+hehwqTbzPT5nzircAkbtBS3JvkfU1TskEMkrterGwvdYbTlaCbC4ubaXC+kOM4PDUNyTxRzMPyZGNePZcGx7RqFz/wCThhcYxGd8bQI2x1JYBc5WumiEYBNybMBFyb6JGE/iFLE4OtVVLLKmk9XdO97a6Pl0H/6aozSvoygavmdxJjS40VXYC5/o8ugG0nqrQqiDKV9Jucyt6KgrJL2tTSgHg5zC1vvcF84cdd1yuz2N7SYjjMKk6sUsrSVr66Xf0M+Nw0aLSiyOkckiEo5Y2XuEZkbsSsC1YxvSzVyUjjuI3dGknNT5wTWYK6FOI2ekXJV6SctMC0BF4SbmpVywK0xHxMoU8hamcafU6JCqplK3RZ0W0JaRl2nu+GqQpdqzzd0dfhVXNC3R/ckLrCWQnq8ViCs22vc7O36FmR3Vqx6197D29p2Xv99ylqWqLbZXEEbL6qFjNxmAsz1nX1I2hoGrrewA7SEk7EDezc5PZcX9jNfEuSZUXLc3KoorRFh4di85t1Hm28tIB/aO3XfdbdgePSN2xyW3kMzN9rgCAqAqKotNyzL2lv02+KXp6wXB3g3BGjgeIcLEH2pUsBHe7GRxctmkX9yn5R0gAdJNHGXA2DiMxtbUNsS623Ytfqucujb/AFfSzHeWxhjQe+Qtf4N3bQqlxpj5CHOe6QuGjnuLnafJLnG+m7jcWtsFmch+a5z6fzgFr3t63RFoc17NpAuCc1tnapeHpwSctWyYVnO/JGqYzygNU9zgXthba7To5xdewOVzgBodhOgO86ZYPF0hGZ7Yom7XvIDQDqABcaW39osCkMAw3pGVQa3SKUuc0bWxnRgb6wNiBa99LKNx7AZwGFwcHl1+iseq0gFhyjaDvOo2LQqcX6q0EyqS/Ha5ttdW0DLZakSHi2Nwb7HGJjT4JtBWh729G7Nc6ke662vkVFUsgkfVRwN6RrbGTIxuZpdeR0YsBdpYMjGNLsupBBJg6XDGxklg0uTmy5Lkm/Vb8luug4WSKtOMHa9xtOrOpG7SRO4bDA97ROA4BkrRf5JfG5l9d+u7gFrXNrLIapwcTboSLX0uHXNh+sCpuKLM4EjeO37hKc3VG2RjJh6TTU+1j3vcPCwI7CVmlPJTa8VYx8UpKeFrp/8ASn8v1N2hT6AJnAFIU7VScz895hfmlh6TGZHboaRw/ae6It9znq8MRkyxyO9Vjz4NJVP+T1FmqsSm3Zoogf1TLm92RWrymltBIf1R85zR9K+K9qH6RxlU/GEfjZ/8j7xw+Po/D4eFNP4IrrmZjz1uJS7mmKIfsmUOHg1itkqr/J5ZeCqmP+1q3kfqhkY/vZlYNViTWzRQn0pWSvb/AMoxA/8A7Aub2icq3EamXl/xir/JnQw0MlKMeiSNS5H0BbimJvOy1MGn9drpHeF2j2LY+Vsloh2vA8GucPe0H2J/BSNa+SQbZMmb9gED3KE5cS2awcc58Mo+Dj4pnDKnpfE6D6ZP/hBX84tmLi0+6wVV/wBrXx0+podY/UqMxKPM1zLkZmkXG0XFrjtTyocmMr19tg9D4U6jzXXUU8n5s0VTJSdM98FPC5wYbBofNI14Nv2pDt2uVtcs5ctLP2xln7y0f+JVr5PsWafEZuL4oh/y+kv7i3wW8c51RalI9eRg+aek/wC2vkfGIRrceVOK0zwTt42bfmz7nCrOPD+8qP1u7u345blJYpJ1iToBck8ANqsPmK5O9V1dILOmGSAH5EAPpdhkcL9wBBs5V9guGeeVcdIDZrryzkGxELCLgdrjZtxsu06i6v3H53Q07ugjLntaGRMY24bsa05R8hg61uDbbwvSdteKu0MBSesrZuWnJX8Xv4LxPO9kOFd1TeLqLWX4fCP3+XtM8JxcTS1DGatp3ticeMuQPeB+qHsb+tm4LRfKArMsULeJlf8AMDB/jKmuZ/DZIaZ3TNcySSeR7g8EPOxgcb6nMGg33rUPKLjkIa4Nd0bIvTscmZznXbfZfKwG3cvJ8Eo0qfGYxi1ljfXq1G3nI9RxGDqYdwXOy9zav5E55OuH9HhzXkWM8ssh7bO6Jp9rI2lb/T1Qc6Ro/wBm5rT3ljX/AAe1R3InDugpKaHfHDE09rg0Zj7TcqK5AVvSTYmeFeW/u6ami/wFcrHP0qviK/JO6980l5G1KySIrkLhd8SxGcj0H9Cw/pPyyyDw6H3rfKWpDi8DYx2W/aGgnwJt3gpClpmQiV2wOe+aQ9ttSe5rQO4BQfNbUF9GyV3pTSTzG+7pp5JAO5rXBo7AFXGTeJjKu9l3cF/4v/6v4hFW0Kt8pS7qmJg1Pm4sP0nSSgD3BXrQwhjGMGxrWtHcAAqY51oekxalZ+lStP6vSh7v7JKu266XG6lsFhKfSDfxt9zPho6zfWT8tCi+dQ9NjFPFtyvpIyOwyNkd/ZeSr1AVFUv47H77QyeS/dDE+Mf2mtV1YvXCKKWU7Io3yHuY0uPuCOPwajhaC3VKPxl90Ww+sXL+5+TNP53sO6TzEgXtWwsP6kjgX+6P4LewEyngbM2MnUBzJWntGo9xKMcq+jhmk/JxSP8AmMLvoXGqVXVp06HOLkv/ACY+1rsrPmOrmS1WIvBu97o3/sPfO64/aJv7FZfKGnkfBKyF2SV0bhG46WeQbG41GvyhqNu5cb8jeWU1DWNmZra7XMJsJYnEF0ZO51wHNducBuuD2DyV5QQ1kLJ4XZmPG/RzXb2OHyXNOhHxXpe1nCa2CxMcQleDUbc0nFJWfttfx1XIy4TERr07xOXKvnGxHDKh7JHSdUubJBOXyNdcaFpc4uY7UOa9ji12hs4ELePJGYXecSHdFAAf13zE+5rfELcPKI5ExVdHJPlAnpmF7X73RN1ex3EAXe3g4aWDnX1/yXKiKKmqM8jGHpmMs5zWkhkMbthN7Xk+K7WMx+HxnBKlWhTy1G4xmkuaa+Ks3v7OQqlCoq9pO6S09/8Ag2TymsQ6PCphvlfFGPndJ8IyuBa83cSuwvLD5RRmlpomSNfnkke7I4Ot0bWtF7HS/SG3cVx7KNV7H+G+EdHhudqzlKT+n0OfxSp/Nt0Q0IWNku5qwcF9ETMKkT8UydxSqBimTuGoWKdE5koNE0XJtMUkydYvkS1Fi5GD0k5ZOcknOWiKCKMXLBekoC0RHbHrAnlMm7AnlM1EnoJqS0H9MVhT0b3OyRsL3a7Bpb1idjRs1NhqlIWp5TY3LAHCMD8YWZy4E6MzWsLix6x1O5Yqkn/Tv4m3hMKyblGLcXpfxRhXYY5jCSRmABsNQNddd5t2JlhkOd2uwAk9w3dmY2bpxunstZI/VzvABotY8BvvvuvMPjAkbewZIDG47m5tGuPAB+Uk8AVSDez3PSwTS1FqmquACLC/DYLaAAbhs02L2DESxrjDEDlGr5Nm2ws3TfoscQoXAFurTexFyHAjd36Jxg8QawscXOY4EWuN+p3X267VS0La6+BppyqXstCb5EYo+qc2B9YIZZHZGxNoqd0QuCWl0ufpDcNILTGLXBzcdc5W4NLDK9j2sJbtfFZgd2luwHw2eM3hOLRUxuyKMyfJc4dJKDa3UsRluDYm43ekNCPonznPJtOoboA3vDQG332aAL32aqZVoRV9hkcPUnvqam934og7dHDss9rP+4V1fzTTDomAbABoL/C/suuXuUFGIwP0nNZbvcHnw6P3hW5zV8pSyRrSeq7Tx+9llxU9ISW2ppwtC+eL3Vjaedvm/bSzfhSkZZhv59A1tw5hOY1MTfXjdZ72C4cASLG+aIj5GtqLSxTEZhmFi17SD1gWZtC0jUWIV+0MrZ4NxsD9x71R+N4JPh0pkpGZ6R7iXU5zAQOcbuML2Nc6KNxuTGWuYDe2QOurSk0s0ehWHrJxZG0/I1zCf6UGHiKVjH24GQSE+5OaTkg0C7pOlN73J14+jYD3D6VMYNywhkBzRT32FoZHJr+tFI8eNjxAT6bEpHtIhhZCDcdLVSRnQjRzIIHyOf8AqyvhvrrsSVTlPWcrewcpRhpZs0bla0MYIorGeYmOIAegLdeZ3BkTSXk8co3rYuQmGRxxujt6HQRN4m/UHtLA4nuKdQ4RFBmfmM00o6877XI2hjGt6scLdzG7dri49Ys+Tjb1OXdbMO0tII8Ln3rNVsmqa+PtKOEZRd1o1a3gPI4rGx3EjwT6IaIq4/xju9IY08sgmcASWxPIA1JIaTYDeUhtyPzzPCZMVKj0m4/CVie8m7SlqJT/ALaqc4dwY0f3gVufOHXZaSR3639mN7viB7lTvNHziUdPRRwyvkbIHyvfljLh13ktF9AbN4X2qW5d84EFRQzebmR/RA5y6Mt/rHMAtuNgHE8AF8zqcIxNXjHeuErd5e9tLR2d/Gysfecb3UMHZSWqjG1/zNR+puvMi3o8Ohvte6Z/sdI4t/s2SPLvFOjxLDDewAkB7ROC3+9Gz3LTeRfOdQxUlNE6SUPihY19oiQX2u4gm2829ijed7lSyZlNWwh5jjmjylzS05WFpJsd2ZhF+JVMPwTEVeIVJTg0pd5q1ZetdLyY3FYilQjTvJayUd/Bv6HQRqfctX5bz6tH/DafnOf9QWn/APq7QOBPSyi+p/Enbvtcg7exL4jyljqmiaLN0brBhcC0kNAadDuzByX2d4LiKGNjUqQaST1atrt9WcPtnWhS4bJRkryaWj9/0I6pkUfUSrKpmUPjlVljkcNSGOItt0B2L6jBM+MUKeeaXVo3vyd9KSaT8tVPf4Na34tJ9qmOdur/ABMQ4vkf8xoZ/wBwqtuaznGooKKKGR8gka6Vz8sTnC8j8wF9AbDhdPOWHLWCsazoC8tia5pL2lpzPdc2B7Gt8V89w3CcRPjnfTg8ueTvbSyTS18bI+48fnTo8LnlavlStfrZELzVcqqanxCpkqJOjtCI2HK9185a5wGUHZkadbbQrei5z6A7Jye6KT7K58qmNJvlBPGwUTjVV0cbnNGo2WHb9wvT8X7HUMfVeInKSdtla2nuPN8H7VQUaWFVP8sb391zr/D8UZJGyRhzMkaHMNiLtOw2OoutC518UjnMFE115PPIelbYgBliTrscMjr6KCwTnUw9kULekmtFGxpAhdY5Rra9jr3LTXcu4PwsKmQu6APklYQxxJ2tiu0ai7HX10GXuXheG9nq9OvOq4SWRScdN2vwrbXTpzPd16lOMoQTTu9dVojpOOoAO3QXv3NH8FXPMfW5m1rjtfVZz3viYT71FVnOvRdHK1j5TI+GRkeaItGdzSGkm+4rS+afnAp6cVLJ3PaXytczKwvuGsAOzQagjaq4XgGJWCr3pyu3BJW1dnd/MJVaXpCp5lte9y6edHF+joZiDrJaIft6v/8ArDktzfHo6Gkadop4795br71SnPDzhw1FOxtOXuDOkLszcpdI70dDwGl/0ltuHc6uHtjjHSTWYxjdIXW6oANr2Ovcoq8AxMMBCKpyvKbk1bVW9VX9q1RNGrSnVmsytF238LjvGWZ8ej4Mc0nuFNf+8QrVgqLkD78Vz3HziUv4UkqXOeIXRvDCGOLszmxtb1RstZ21bXLztULWuyvlLzG8MBiIGctIbc3NtdPap4pwbF1e5iqctKUI7c+f3KYZ01Sk3Jbye66si+aSTpMTmm3dHO/9qR7CP8Ss7nArAKGr4GIs/ekR+/MqF5q+W1PTTVJnc9udkbGZGF+x7i46aAWyjUrZeX3ObSy0kkMLpHSPdGTmjLBlacx17wPFdDifBsRW4nDLB5U4K9tLJpvXwuzPSq06eB71tXy3tf3lpc3GKdJRUribnomtcf0mDK73hZc4dbaiqj/wwz964R/4lTnNVzlU0NN0M7pGubLI5uWMvBa85tuzabexPOcbnOpZaOSGF8hke9h68ZaA1tzt32cBp2rnS7O4lcQ0pu3eXvbS2a/yNdSpSVHO5Lbqh1Qc09LWUdLLmMNQ6FrnOtdkmYkgubcFrhszNtptBOq3zmy5J/g9kgMwkMhaSGghjcotcX2udvNhoALaXNe8h+dulMMUUzXwuiY2MFjemjcG7CMtnD9q3dvU7iPOrQxgkSSSEfJDDGD+04+4BaOI0eL1nLDTU3Fydla+l7pKVttuem3gFHD4WH8yMkr762Nw5zcUayhqbkfjI3QtHF0oyG36rSXHsBVe83nNVAYWzVL5C6VuZjGZW5WH0S4lpJJGttLdqqPnI5z5KyUAnJE24YxuxtwRm7TrtP0m9t8judilfTx9M58UrI2te0Rue12UWzMeOrY8No322LZPgnEeG4GMaSd5yvLKrtK2i/Voz4erhsTVk1LRae0qnylOQnmT4nxyOkgma8x57Z2uYWiRjsoDXWzNIcAL3tbq3NEParr8oHnDbXPjZGLRQhzWAm5JcQXOJ2XOUbOHsVMvC+p9mI4mOAprE/jtr8Xa/ja1/E8zxBw7+WR3Q2c1JuanDgsHBehM6kM2uS8cybgLIJzSZaUUyQhnS/SqKaUsyVKdIzzooeuesC9IdIjMpUCqp2FQ5ZtKQCUYr2BodRp9TBMYVIUqVMx1noSEcha1xbtLSL8O7hppde4dU5mHML67TckDhr8FnTBFLGIy6/o3zD2/xXPrHd7NYyLcsPLfdfX9RaaEWFtQUg5oIIPdZN6aqJkdr1SQbcDsHdpp7Ans8VlDVkehkrSJaii84aGEnpQNeMrGi3SN4vaNHtGumfUF2VaDkO51iX2Hb/Cyj6Bw02ggggi4II2OaRZzXDaHA3Gi3vBcTkI63RS9rs0Tzr8t7AWH9YxZjvJ2rFXrSj+F29pto4dPdXI7D+RWTZ7TZTVRQNhYXOIa0C7nOsA0cSeH/japGTEpMth5vFwJMk3gLQi/t04LSuUc5kN3vfKWnTPYRt3XZEwBgP6Tszu1YFmqSvOXwOhdxjaK+JqeNS+cyjIHZGXEYIs52a2Z5G0ZrAAHY0NvY3W+c3NO1pHSXBuN9rfUVEci6+OPOXDrlx1tcgaC3uvdKyYk4ElvrXv232hbMRJzWRLYTh6ai3Jvc6c5LFjYgA85SLEX1F9o463B1OviprFpYgxpbly2setc965qwXlm9rS1x7rfR7UV/Lx5YRmc47mg2udbC/Zx4cUQqytlURc8Kk8zlobvzmYVBPG6SIhlS09WRnVMgG1klvT0BsSCQQNbXBr/AJK1Za/8Y4nKd5Htve9jfTYPpW1c3AMjDJLo6xygE2A7Brc2GpOvim3KbD43ucfQlGxwuM47bbd2tiRuQ1f8VrhCXJbEniOKAtGoG2w7NN+/QW0v7k25PYhlqI5LXPXbl72utrwGi0qaRzDbW2y3DfbTQb+xTXJmoJmiHEn+45ZaqaeYy8TxHcYWdSG8Yyavtom9SxWPLjc7TqU7Y1M4E6Y5JvY/PlWvKpN1JvVtt+16sUkgbbYEyjfcW3J/n0UK2TVQ9RFSbk9ySaANwXskgO3VNHS6LEypeUUsz3Y8zgbgmtRUXKQklTeR+imMLDld7sxmkTKZyVkcm0pWqI5DaW3BM6h5TqZNJgtEGhmdvdjKZM5mp9KE1katUZF4ysMnG2xNZRdPpGLDoU5SSGd81zGQBXrIrKQECDCluaFyxT6jB7SdqxIsnr40k6NVuiFXfUZOaSvCSnLwm8im1xka0npcbPSErinEiazFMUTVCchu51tibTSFLyJtKnRgjbTkxsXkbCkpp3HelZAm8gTVBb2N0Kjta41lSfTuGgJslnhIPam5UzVTk1sN5iTtSD2py8JJwV7GqEhs4JNwThwSTgpNEWRwXtlmGr3Km3HNmICyAXoavQFNyrYALJqAFkApKNnrUqxYNSjQgXIcQKRpioyMp5TypU43MdWNyYpinNRFmaez7n79ij6eRSNO9Y6kDDGpKhUVSO6dzXwxzDdvWadtuH0ELcKKAPYL7h9z99VC1UGS9th1t9/vsUnyRqPkn2X4H6diz1W5K59HoVI1qaqQejVxZ1IRqN3BZR1rm/fYnr5C1xBG+3s7fuVjWUoIuND7vv7VknFS3OjRr2FqGoLvTN/4p3ijm5LAW23K11zywkfR9+CydUFzSB8EpUHm0Njrpog5ayRj3ZHWvtvYjv7E0lq5D6Uj/Y4geF7JSrGvas6XDC8jZY9um7f4rqxUUrs5MpylK0bmOHVcl7B513HreF7rcuRkQJvIMzvYLb7AezX2LDk1gEDDmkcTwA+Pb3KwMBxKmjP9HpXTyk9UZS/XsaLi+/db3rLUrwv6pojhqttTYcEe9kRc2PVhAcwDX0Q4WA12HS9tVCcrcSDZGl0ZFvlGwvucLHbfXd7tFsbqDE6oG5EIzWczY5o3k200FtATfbdVg/klXPMktZKBHDM+MMAPXLXObe5Js12Um+uhHFKpxz68vEJNQ53fgPMbc03I1BFxu022PceGnwWfITrVAO5ub+6Wj3lRLItvZoNpsB9C2Tm+prBzuwAe3V3was2IsonC7T4zuOG1pv8ALl98vV+pYEJWZemkMixq5Vz99D4PKrfYcy1CjTJr7UnJOkwU+FPKOpxa1Y9dJsWJkTYOXt1LjYclYVc9JyuXhcsHFVsXMHlIPSr0mQrJkZhtKE1lCfPYkJI02MgzDCRqQdGpB0KxMKdGoQ6tiNMS9bApAU6ycxWdQTKuMHRJB4T2ZNJFMdSsXcbPCQkS8pTWVyfGBoghKRNZClpE3kKdGBrghvIm0icSptIU6MDbTQhIm8iWkKQenKJsgISJu8Jw9IPTFE1wG7wkHhOXhIvCtY1wY2eEk8Jw4JJzVJpixu4JMhOHNSbmqB8ZEe0LIBAWYQNbPA1GRKALMBSmUchHIssiWAWQapUimcQDVm0JYMWQjVlIrnMGhKsCA1KsarXFSkKQuIUjSzphG1OYmqkkmZaiTJyml7iO3UKRgte9mjS2g2Dsvex7dqf823ICeuzPaehhboZXNJDnerG24zkb9QBxuQFZVBzSwb6iY222bGL+yxt71y67pRdnuNoYXHyp2oSko/8AdZfMrOeDO3MLZht08CmNceqePv8AZbgrK5a8kI6OLpY3ve3pGtfny6NeLAjKB8qwueI2W1r/ABWm2kbD9/pWSLPc4KdV0o97pK2vt++5FVkWZgcNbjXiDscPioyaocG5W6ai5G2w3J3T1BjcQfRcdew8bDdx7O5ZVcYP32J60Zqz3RE02JU7Cc4kc+50AHvLiB8Vu+E4KZGh7dGkgC1if4Hv71pM+FtcbnxG2y2Lk1g7CLGaUZurlbI9l2gWscrgDvGU32oxKjJaNrzHYPOpZdC1ML5BRRZJpnDos7WP6QgDNIckfW0+WWtt233FWHV8pcJw90LXOY2ZwNuhYZHhhy36QRBxaHG2UusXWda9iqcw/ktRyhrZ5apwadGundI1u4lrX5raaablvPJHkxg9OQ5kXSvHWtKS5um/K53R33jq32bFmpwprW9/adCeHlJfzG/YkTeLcpKzEZiykidS0GS01TI3JU1Nzq2ms78VEWnKZiM4ucuRzQQcrYgWCOwt6R8CBfxT3FuXsTWuvZmlraF5G4acOz+C0+LH+lzv9YWF9zdfimVay5GV4fIrWsaZiVIBmsNv30+pWryd5uXnD4qmJ+aQsMj4bXu25y5Dtz9EGnKQbnQELRKijD3taTYPewX4NLgCdm4XK6oqKURtbJCNGtaDGNjmNAAsPWDQLcdnBUp0lUTvsvrz9xweM4KljaLoVdn5NbP96HPED7heVouFe8nIuhm6/Qt6/Wuxz2XLtSeo4DW6i67mtpXei6aPsDmuH9tpPvSf9PqJ3VmfKqnYrG05Xi4S97T81bzKLaUqCrOpOaB3SHpKgdECbZGnpHDdfNdrT85SFZzQxFv4qeRp3dI1jx/ZDCPemei1HyJj2cx7i3k911f5lRtXqlOUWByUrzHKBmFiC03a5pvZw32NiLHW4KjLLHLTQ4tSMqcnCas07NPkeFDW3WQanMUdglTlYTOpZDN8axLE6LV4WJeYU6gzcxJmJPjGsC1WUyjqjIxLHok7eEjImxbZVybG0gTaROpE2lWmmgihnMmkqeyhM5FrhE0wGkgTSVO5k0lWqETVAayFNpCnMqaylaIwNdNCEhTaQpeQpvImqBtghF5SD0s9IvCYommIi9IvCXcEk4K1jTFiDgknBOHBJuCDRGQ2cEk4Jy4JJwUGiMhu4JMhOHNSbmqo+MiJCzCwCzCnKa2jMJQJMLIFRYU0KNKUakgs2oFMUas7rbeavm+qMTnEcTS2JpHT1BHUiadezNIQOrGNSbE2bdw7C5Ec39DQsayniY14FjM9rXTvO8ulIzanXK2zRuaBokVayhojTh8FKtrsupwq9ttDoeB009q2zAubnEZ7GOjnyu2Oe3omEcQ6XKCO0XXbcoeD12hwGoOjrdouN3ZqlJOsLh27TQEfX71n9MlyRsXCFf1peX+SluQ3M7BSxgzxsqZyOuZAHxMv8mON3VIGzO8Fx1Iyg5RM1fInDpCGyUUAtsMTOhPt6Esv7brfKsuHyRfjmNvhf2KGqY3E3Lrnttl7gLX99+9c6rOpmzXdzoxwtJRy5Vb2C1NTsjjbHG0MjY3KxrRZoA3ALXvOC17m9untSsuIFhsGyAXs64blGu0da9vZbuULi+IZZmm98wLT3gXHuus8pM0xjbQdctaXpqaWM/Kief2g3M0+xwBXP+C4ncZHH9W+8cO/4roiofeFxsdY3WGwnqnQdp47lypnsdNPiFpw8c1xsCdxWk+/Ds2JpCfknds9g2FO8PxLMA123ceP34rKrp+C0JtKzL25jSy9Y9zTdvtC8vv3b1gXqjizTTmuZIQ8pHR/e/336JaTlJUPBDXBoBsGtFnd5ABy77X4HgLxM0Fx/BSfJ/As+m4G4G7df4D3IUIJXsaJV6uykI0cz3uBeXOO8XufcdVY3J8nK242bj9/vomGGYExu0cQd4HZs7f4aqW84ygkD0Rrp4+7X2e0qn6zsQ5WVxzA38YDuF/GwH1rpzkRW9LSwP35AD3s6h97Vy9hc2bXifp09ltfar15jsWJilhcHARzHo3FpyubIxshAdsJD3O026hXwsrVLdTBio3gmbZh0/RyPhOy+dg/RduHc648FMRSA7FE8pMPLiyRhtIy9uDgdrT2G178QvcLqjntYi4vY7vp+hbIzcJZH7jE1dXRL2ue5eyu3LCF+/imuJT5cvenykkri0jTeczkXNVSMfE6MZWZSHlzdhJBBDXcSNbblW+J8jquL0oHketGOkB+Zcj2gLoFj77lmBdZKmDhN3VzzvEOzOHxU5VbyUnq7Wt8H+pQ/J3kTUzX6hia3a6YOYL8AC0uJ7hbtTzG+QtTE0usyRo1PREucBxyloJ/ZurqlF+r4r3zdo/8pT4ZBrd36/Yx/wCzcJ3eWUpZvzX+m373OabLFyt3lbzciZ7pYXiNztXMc3qF28gjVpO06HXVVpyh5P1FMfx0ZaNzx1oz3OGgvwdY9i5VXB1Kb1WnU8JxHgWLwTeeLcfzLVW6u23vsRDykiV64rEpcYHKjG4m9JOCcWSbwtUKQ5Uxq9qbSBPJE1lWqELF1EZThM5gn8oTOULXCIyKGEqaSp7MEzlC1QRpgM5U0kTyVNZAtEUa4DWRN3pzIEg8JiRrgN3pJwS7wknBWsaYsQcEm4JdyTIUj4sQcEk4JdwWDgoHRkN3BJuCcOCTc1VY+Mhu4JNwThwWDmqrHRka80rNpSAKUaUw67Qs0rMFItcs2lFhUkLBbVzZciZ8TqW08GmmaWVwJZDEDYvdbadzWAgudYaDM4a5hFBJPJHDCx0ksrgyONou57nGwA3DiSSABckgAld6cx/N0zC6NsPVdUSWfVSjXPLb0WmwPRR+gwWG91rvddFaeVabl8Phu8lrsS/N1yNgw6mZTU4OVty57rF8sjvSkeQAMzrAWFgAGgWAC2CSnB2hZjqnXel3NWHc7iSSsiMkiLe0JtPT726H3H+KlnNTOSO2m4qkolkyJqACL+PYVA4iLLZZG2JB3/H+P1rXsRj2g7WG37J1afiPYs8y6NdxxnVzex3ceK0TlHA7owY9X07gQPWZuvxsNp1Js7eVY0seZrm8QVojpMpDtgFw7uvr4HXuusk4jEiQ5KV5kju43dsOlgBbY0G9gL+1c4Y3AWSysOhZLI2x/RcQPcLq/KQdBLYeg/VvAHePbu/gqx57cN6OqbMB1KhgdcD/AGjOq8HttkPtKfhJes0SjS4XWUzRVwOjvHeohmqUyff77VqmkzTluTUtNvGoO8a/cqLeS3Wx4W2n7/WvYKl7DofZ9YOh9yyqp437eoduwlh7NOs0fO3IjHUo4tbDujkAIIPs3EbL9y2ehxRrWmzsu87PfcH6d23RaY1oGoykaaBwPjsPismygmxAsLbDff2brcFDhcsqlt9zfncpw0HrA37vG1uPYLcEzGJPmytbfKT1r6bxqNt3aknZpY66LWIBmI4WI1147B27eG1bZgLMo3bT2Wv2dpvpol1JRivEZGMpvwNrwtgaABoBYAd2n39q6J5n4QKQG3pSPJ7bWYPc1c4UMouLrpvm3oDFSQbeuwPcD8l0nX04DWxCpgnep7heNtlNjqx1Uyo6cBxcBqnda+wCTpthK6UknI5q2Fc1hs96aVjcxF+N1l5wCV6Bpfj8FV+sGwuzQIgOpSUrtgSsI09qYnqQZU8Vrk7Tr3dizcvC9eEqyIMwFhNEHAtcAQRYgi4I4EHQhZXQ0qzIauVby85thYy0gtbV0G49sV9h/QOnC2w1YR994PDvXUpCr7nG5AdO4zQZWy/LYdBJ2g7A/drodLkbVz62DjfNH4HieOdmoy/nYWOvOK5+MfHw58td6ZKTkS1VE5ri1wLXNJDmnQgjaCOKbvKUo2PCtW0YjIm0icPKbyKyRA2kTOYJ7ImswWiBaIwlCZzBP5QmUwWmA+LGMoTWUJ7IE1lC0I1QYzkCbvCdSBIPCYaoMbuCScE4eEk4KxpixBwWDgliEm4KByYi4JNwS7gk3BA1MRLVg5qWIWBCqx0ZCBCwc1LlqxLVRjoyNMBWYKSaVmCmnoGhZpSjSkAVYXMFyGjxXEG0sshjibFJNJksJHtjLB0cZdcBzi8Emxs1rzbeIk7K7KKDk7It7yPubWQk4rK3K3K6OjB2uucss9tobYGJh33lNrZSenBHI0XDibbimXJCCGmijpowI44WiOJlyQGM0aMziXEgDUuJJ2m91sYYDqFzJS7x3OvSp93HKNoJGyt+I3gpsXmM2dq3c7h3pWrw43zxnK/+y7scPpCKSuD7seMr9jmO+I4g8VR+P+RhmNdiQmakJbwOvqYTv3xHt/Q/S3b9NjyQX2KL30JIqqiv9HfuUNi8fWY7dICw99i9hPta5v7S2KVqjK+C7HcWkPFuLSHge21valVIl0zVzF1gtDxOns97dwc7wurQqKfrdl/itRxSgvI/T5RWepHoXRo2Fy5xJTO0kiGaM73RfIcOJYeoe4H5Si+UuHOrqd0BIbURHPHfe4DZfg8Xbm7QVL8sMNex7J49HxG9+LTo5p4tI3JLH4c7WVkNxb0xvA33A3t+Gu4JGsZXRYodrS0lrgWuaSHNIsQRoQRuIKWY5WVyz5LCrBqaf/8A0Bo6SIWtOGi2ZvCUDTg6wBsbFVjGb94JBGwgjQgg6gg6EFdKMlNXQ6E+Q6Y9ZPITUFKqB6swcFnAxYHROKTaok9CySuSmHs+/wB9VsFJJZQ1DEpJxDG6kFx3bbfxWKerHo2XkzB088FONs8zI+5rnDOe8MzH2LsiNlgANANAOwaBc0+TByZMtTJWPHVpm5Y76/jpQQXDtZFfT/iBdLMd7luwNPLFy6/Q5WOneSj0GmLv2d6zBswJpijtnelqsnIO4pubVsy20Q2pxqe9P5XAWCYYPqCd9yvcXfq32oi7RuS9xV8lrlPI3aDuuoWtk1a31tFI1UtgewAe7T4qYz3YNClLJcEp1G3xTWkboBwGqXD06O2pRnszlmxItNzfwSj5LC5UpkHtRMGi5Nh9/eoqRksp1PRR+r8t3aT8nuT6OO5zP3ei31e08XfBKOm4C6N9w2KT56cL6OobIB1JGBubjIzQ37SzL808FoDyuiuXuF+c00seW7rZo+Ikbq2x7T1T2ErnJ33usVWOWR8v7UYF4fF51tP1vf8A1L6+8xekHpZySeqo85cbSJvKE6kTaRNiWQymCZyhP5gmcoWqDHRGMwTWQJ7KE1kC0RZpgxlIE3eE8lCbSBNRqgxu8JJwS7wk3BWNEWIOCTISzgsHBA5MRIWJCVIWBCgbGQkQsCEsQsS1VY1MRIWJali1eFqoxikV6Cs2lJBZtKaepaFWlWP5OFBJJi1M6NxaYBJO5w25WMLLDQ+k6RrD+i5yrZv3ttK638nbms/BzjV1co6eWDo/N2MJ6Brnte4PkLg1z+owENbZpDgC7ac+KqKEHd7l8PTcpqxdkNWyawk6j/XbsP6zfpGqfw4ZNHrFJcHc7rNPt2j2KMixGiO0yA8cpHvCl8LxaFvVZKHt3C4uOyy40HFvVr2p6nXaZIUmLkaSsLP0trPEbP2rJ9UUzJQLi43OB1HaCNQsIpI37Dr70Moi3Vpt3Dqn9Zmy/a23tWpJ26oWNgXRnK85mHQP39zt3t2HsXjmBouz0d7RuH6I/wAI9nBPXvuLPG3ftB7j9BsmFVTuZq3Ue9RJW/eqJRhPqMw1H0cU1b6RHFoPxB+hZQzWN/kOOo9Vx3j9F3ud+tp5ktIB+i74tVL3RYjTH6PsHtabFRNbR9Zx4krYpW2Lf1/iMybzwanTeVXLcm5puLYUHAhangtJ0Mjo3C8b9CDs7D9B7O5WrLSXWu4vhOt7JNSk90SpFV4vg8tJKSwF0XpMI2gHa3tt8LbVCcq+R7K/8fTFsdXbrNPVZUWGgf6kulhJv2HYC26zQiSMscLubsvvH/hV1ypwZ8LulhGo9Jo0zDeeGYe9VipQ9eO3NFk7uxQrMwc5kjXMewlr2OFnNcDYgjcQnTGBWZyxwBuJR+cU4tWxACSPYaiNo2W/LM+SflDqn5Nqvjv23GhBFiCNotuItZarqSzI0UqrejHAhCcw2CbNuVIUFKTt0Wep4m2HgSWGu36gD7/fYn2F4eZHZiNBsHHtPYnOD4cX6C/edg7uPcrD5OcmTK+KnjBvIRncNcjL9eR3cOOlyBvCyttu0RztFXZcnMzgvm1BC02zy3nf/wA3VgPa2MMb7FuZOlkhTsDQANGtADRwaBYDwCVau3COWKiednLNJsjsbNh4JzObsH6qa48eoe5LwOvE3tCVzfsJ5CWAO6juIcQk8T9JnekOTj7PlYexw+BS2KnUdire8ET/AFCczfxsfZmKeTi7rcTc9wsouOo/HDZ6P0hSLzd7yNobp32v9SiLT+IMeWusZJE1hxAOaDbLoFlTvv1vAJveJ7EWHbHW1KTkmtq79lv0ntSU8x2AXO4cP4pSjpTtcdfgrJ3K2FIgXausBuCcD2LJsSyEQTkVG7gud+cnDehrJmj0XHpG90lyfB+YexdHSN0VO8/FBbzeW2pzxk8djm37uv4lJrx0ueZ7V4bvcE584NP3PR/O/uKucUk4rNyTcsx8xQjIm8icvTaRMiXQ1lTSUJ5Imkq0QY6IzlCayhPJgmsi0RHxGkgTd4TuQJu8JyZpgxs4JJwS7wknBXQ+LEXBJuCWIWBCB8WIkLEhKkLwhQMTEi1eEJQheZVDLpiWVeFqVLV5lVGXUisQsmlM+nPYvfOD2J1j2vdslsLq+jkjktm6ORkmW9s2Rwflvra9rXX0M5MU0NZFFUQyAxzRsla06OyvaHC99QbGx7br5vecnsVtYH5Q+IU8cUUcNGGwxsjZ+LnvljaGNvapGtgNyxYvDupayuPw7cL3O76XAw35DT22unRweJ22JntAXEkHlZ4uP9jQnviqfoqglW+Vxi23zfDv3VV/rEpYN9EaHVOzjgDW6sFuxr3s9wOU+0J1SyuZpnPdJYj2OaBbwK4uHlg4v+bYb+5qf9YsX+V9ix202Gnvhqf9YrLBtbaEd7fc7hbVX2t04izm+76QvAwfJOnA7PrC4Z/922LbqbDh3RVX+sSv/u9xf83w7v6Gpv7qtT6NMjOjsivhyOzW6h0cOF9Nf0TsuvGDrAeqDbta7UeBbZcbSeV1ixFjTYaQdCDDU7//AMtNIvKrxUZfxFActwLxVN7Hcf6VrZJeDnfQuqqsdp1PpN/XH91wWcsf0riyTysMVJB83w/Qg/1VTuv/APL7Vm7ys8V/N8O/dVP+rV1hJkd6jsl0SbT01wuPB5V+K/m+H/uqn/VoPlX4r+b4f+6qf9Wp9FmDqo6xbTWN+Cj+UWFg3NtCuWneVVih/wB3w/8AdVP+rSdT5UmJuFjT0HsiqP8AVKI4OSTQOqi18Qwt0MoezquBu0/4TxCQ5Z8iG1Y86pmgTkHpoRp0zhqXs1sJdtx/tND6XpUtX+UBXyelBReyOf8A1BRh3lA4hF6MVJ7Y5vHSoCzQwNaL0tb2jliIrU2Sjw26maKltt+/uWiVfP8AVUhLpKHDHvdq55gna9x4ucyqaXHtNysIOfiduzDsLP60VW/+/WkKs+HVpc0bocSppbMu/kpCZHtjiYXyHY1oufqA4k2A3q/eRWAiljy6GaSxlePdG0+q33kk93F1D5UmJRNDIqXDYmD5MUEzGnvy1I8U9i8rjFhsp8O/c1P+rTMPw2VN3erM2Jxyq6LRHdMfDht7+H37Eo964Vi8r3Fx/u+He2Kq/wBYsv8A3f4v+bYb+5qf9YtjoTsYs6O1sWN2lI4DLmg02s+hcVy+Vzix20+Hfuan/VpHD/KxxWPNlp8PObaDFU/RVhK9FqZrlu8jY7MkkyTMk3O6p9qdY5t+/vXEtV5VeKOFjT4ftvpFU/6tZ1HlX4q4AGnw/QWv0VRf2/0pL9DqWsW72J1xS1N5T2NHxK2maosA8er79n0rg6HymcSa4u6ChubbYp7acP6Sn0/lW4q5mToKADiIqi+0HfVW3cEQwdVX2JlVizs2OUyG59C+g9Y8BwaN59nFS0eZ2jbAb3cOxq4bj8qzFRsp8PtYADoqjQDcP6Vf6U8HleYuBYU+HDuhqf8AVqYYOotyJVYnctLAG9+9x2lZisbsbd54NF7d52D2rhB3lZ4sTd0GHuHqmKpy+AqwT3EkdijcS8pzFpTd7aXL8mJrJ2RNHAMZUAHvfmOu1M7mqlokVUoN6s73qsWy6HIzsfIM3zWB5S1JK+QZmyxluzRjjY8NXNPiAvn7S+UjiLDdsFEDaxIZUi44G1UE9o/KpxiM3jbRsb8pghkc154uL5nPB3dVzfgiNGrf1vn/AILylSto9fYd41YqG6tEcnZcxu9lw5p9pC1Dl6Y6mPzeoElPJmD43uaHNzC40LXZXAgkEBwOt1yr/wC8bGPzbDf3NV/rFH475V+KVEZjkpsOsdQRFUhzSNjmk1ZsQrTw02tGZq0KdaDp1FeLVmWlj2GPgkMby0kWIc03a5p2ObcA2OosQCCCNyjXFUxjHP1XzZM8VJdgIBEc1yCb63nN7G/iVHnnjrPydN8yX/OS1hJnzrFdlcQqslRs4X9W71t4+zYvF6QkVJnngq/ydN8yX/OWB53Kv8nT/Ml/zlZYWYldmMb0j8S5ZU2kVQO516r8nT/Mk/zUm7nSqvydP82T/NTVQkMXZrGdF8S2pE1kCqx3OdU+pB82T/NWDucmp9SD5sn+YmxpyQyPZzGLkviWc8JB4VannFqPUh+a/wDzFgecKo9SH5r/APMV1FjY9n8WuS+JYzwknBV4eX0/qQ/Nf/mLE8u5/Ui+a/8AzFew2PAsUuS+JYLgsCFX55cz+pF81/8AmLz+fE/qRfNf9tTYYuCYnovib+QsSFoP895vVi+a/wC2j+e03qxfNf8AbUWLrg2J6L4m+kLyy0L+es3qxfNf9tH89ZvVi+a/7aixb/RsT0XxN9IXhC0P+es3qxfNf9tH89ZvVi+a/wC2q5WSuD4noviayhCE09aCEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAH/2Q==" width="256px" alt="acuity accounting"/></p>
<p><p>The aim of this impact analysis was to better understand the impact of the discharge funding and whether it achieved its overall aims. There are interactions between these metrics and discharge metrics over time. For example, increased admissions are likely to lead to higher bed occupancy and higher <a href="https://www.equalpayday.cz/en/mentors/nicole-erdmann-2/">https://www.equalpayday.cz/en/mentors/nicole-erdmann-2/</a> discharges. Of the total 7,134 step down beds purchased nationally, the regions that purchased the most were the North West with 26%, and North East and Yorkshire with 23%. Almost 10,500 people were moved to step down beds using the fund, of which the Midlands moved 21%, and London moved 18%.</p>
</p>
<p><h2>Analysis of fortnightly returns from ICBs and local authorities, including monitoring data</h2>
</p>
<p><p>You must keep records for 6 years from the end of the last company financial year. We can help with the valuing of assets, preparing the business for sale, finding suitable purchasers and negotiating the sale. It is equally important to seek professional help and advice when selling a business. Regular management accounts are essential to your business in helping you to monitor performance. They are not a legal requirement and they are business specific so they should include the aspects that are of most interest to you as the owner.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="acuity accounting"/></p>
<p><p>Data has been provided beyond the end of the funding period (March 2023) to enable us to see whether trends continued. The acute settings are continuing to see an increase in complexity and acuity of patients, which is of more of an issue than the numbers. Local areas reported that, due to high workloads, they had limited capacity for staff to take on additional work. An ‘assistive technology first’ approach to hospital discharge ensures that more complex support arrangements are reserved for those who truly need it.</p>
</p>
<p><h2>Thematic analysis methodology</h2>
</p>
<p><p>Within this stock, patients are split into those discharged on the same day as being recorded as&nbsp;NCTR&nbsp;and those discharged at least a day later. Discharges that happen at least a day later than being first recorded as NCTR are delayed discharges. When patients recorded as NCTR (delayed and not delayed) are discharged, these discharges are categorised according to pathways 0, 1, 2, or 3. Figure 1 is a simplified view of the hospital process for discharge using a stock and flow diagram.</p>
</p>
<p><p>However, when an area submits data that is incorrect, they can only update the submission the week before the acute discharge monthly publication is made available. We are also aware that some trusts have reviewed their approach to measuring NCTR to be more in line with the guidance  over time, and this can impact comparisons. There are known issues in  reporting and the quality of data from some trusts given the frequency of the data collection and the number of organisations involved.</p>
</p>
<p><h2>Zoho Books: Most accounting features</h2>
</p>
<p><p>One approach uses past values and trends as the basis for constructing the counterfactual, and compares it to the observed outcomes after discharge funding. The other approach compares outcomes in different <a href="http://kap-yar.ru/index.php?pg=115">http://kap-yar.ru/index.php?pg=115</a> sub-units with varying levels of spend. The first approach corresponds to the interrupted time series (ITS) estimation, while the other corresponds to synthetic control and difference-in-differences.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="acuity accounting"/></p>
<p><p>The stock and flow diagram illustrates the ‘stock’ of patients with criteria to reside or NCTR as those patients in hospital at a given point during the day. The ‘flow’ of patients are those that enter hospitals, then leave either with a normal discharge or via one of the NCTR pathways. The government provided a further £200 million to the NHS in January 2023 to fund step down capacity, and £50 million in capital spending to expand hospital discharge lounges and ambulance hubs.</p></p>
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			</item>
	</channel>
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