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	<title>Bookkeeping archivos - Festiland</title>
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		<title>What is Burn Rate, And How Do You Calculate It? Bench Accounting</title>
		<link>https://regalos.paradigma-digital.com/2025/04/02/what-is-burn-rate-and-how-do-you-calculate-it/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 02 Apr 2025 11:06:50 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24217</guid>

					<description><![CDATA[<p>Now that you’ve learned how to calculate and manage your burn rate, it’s crucial to maintain a vigilant eye on your financial metrics. This section covers the what is the formula for determining burn rate importance of continuous monitoring, the tools and metrics to help you track burn rate, and how to create a forecast &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/04/02/what-is-burn-rate-and-how-do-you-calculate-it/"> <span class="screen-reader-text">What is Burn Rate, And How Do You Calculate It? Bench Accounting</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/02/what-is-burn-rate-and-how-do-you-calculate-it/">What is Burn Rate, And How Do You Calculate It? Bench Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/ad7788cb-c75f-4699-8cbe-80cb6283a913-300x200.jpg" width="256px" alt="what is the formula for determining burn rate"/></p>
<p>Now that you’ve learned how to calculate and manage your burn rate, it’s crucial to maintain a vigilant eye on your financial metrics. This section covers the <a href="https://www.bookstime.com/articles/how-to-calculate-burn-rate-for-your-business">what is the formula for determining burn rate</a> importance of continuous monitoring, the tools and metrics to help you track burn rate, and how to create a forecast for your business’s financial future. Now that you’ve gained a solid understanding of how to calculate burn rate and the factors influencing it, let’s delve into the practical aspects of managing your burn rate effectively. These strategies can be the difference between financial stability and potential distress for your business. By understanding these factors and their potential effects on your burn rate, you can proactively manage your business’s financial stability and make informed decisions to adapt to changing circumstances. Understanding the factors that influence your burn rate is vital for effective financial management and long-term business sustainability.</p>
<ul>
<li>This measurement is a concept called “runway,” which we’ll discuss in detail in the next section.</li>
<li>Generally speaking, a start-up of this size with $7.5mm in run-rate revenue (i.e., $625k × 12 months) is likely near the midpoint between an early-stage and growth-stage classification.</li>
<li>It accounts for how much money you have on hand and what you’re spending, and it’s a good way to spot potential cash flow issues before they become a serious problem.</li>
<li>If you sell high-value products or services, check your customer’s credit score before delivery to ensure they can pay their bills.</li>
<li>In turn, investors use this metric to assess the financial health and sustainability of a business, so they know whether it’s worth investing in.</li>
<li>In conclusion, employing financial tools like a burn rate calculator, financial modeling, and valuation enables businesses to manage their burn rate effectively.</li>
<li>On the other hand, the actual burn rate represents the current pace at which the project is utilizing its budget, based on real-time expenses incurred up to the present.</li>
</ul>
<h2>Avoid sneaky fees and increase your margins</h2>
<ul>
<li>If your burn rate is too high, it could put your business at risk of running out of cash.</li>
<li>Keeping track of your burn rate is important when managing projects as it is critical work performance information that should be communicated to key stakeholders.</li>
<li>Let’s explore these key factors in detail, starting with revenue generation.</li>
<li>In order to accurately calculate your burn rate, it’s essential to differentiate between fixed costs and variable costs.</li>
<li>Easy-to-use timesheets for employees that actually get filled out, with a simple review and approval process.</li>
</ul>
<p>This involves keeping a  close eye on your cash balance, cash reserves, operating expenses, overhead, and marketing costs. By analyzing these financial components, businesses can identify areas where expenses can be reduced without compromising growth or operations. Cash flow is a <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid02svA2dE9VPKiHFSxKLQ4RVVb2zcjLgMAKB7yyaUrECuzt17JUcue5sAEdL3T3eNWFl">Accounting Security</a> vital metric for businesses, reflecting the inflow and outflow of money during a specific period. It helps in determining a company&#8217;s financial health, ability to sustain operations, and potential for growth.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/UXJqqP2JitA' frameborder='0' alt='what is the formula for determining burn rate' allowfullscreen></iframe></div>
<h2>Raise Funds</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/record-disposal-assets-1.jpg" width="255px" alt="what is the formula for determining burn rate"/></p>
<p>Bringing on a new full-time employee doesn’t just cost the company the worker’s monthly wages. The company is also on the hook for any additional compensation, benefits, its portion of payroll taxes, and the supporting materials and resources the employee will need to complete work. As illustrated by the formulas above, the main factors that dictate burn rate are the company’s spending activities. For instance, if a company has a burn rate of $40,000 per month, and they have $120,000 cash available, then it could operate for three more months before becoming insolvent. A higher burn rate means a shorter runway, so companies need to manage their spending carefully. The calculation of burn rate involves analyzing expenditure categories to determine how much money is spent over a specific period.</p>
<ul>
<li>One of the key reasons companies should monitor burn rate is that it helps them determine their runway, thereby showing how much longer they can operate on current cash reserves.</li>
<li>An example of someone confused is the Corporate Finance Institute which shows an image of Net Burn, but then shows gross and net runway as burn rates.</li>
<li>Here are some general principles to help you better understand the concept &#8211; including what a good burn rate looks like.</li>
<li>A higher burn rate means that a business is using up its capital more quickly and is at risk of running out of money sooner.</li>
<li>If you’re under 6 months away from Zero Cash Day, you should be looking to cut costs dramatically or raise funding.</li>
</ul>
<h2>How to Calculate Burn Rate</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/f325d7b6-3524-4082-a3ef-4da16f89356f.jpg" width="253px" alt="what is the formula for determining burn rate"/></p>
<p>However, the main reason for calculating burn rate is to help entrepreneurs and investors <a href="https://en.wikipedia.org/wiki/Certified_Public_Accountant">Certified Public Accountant</a> understand how long in terms of months it will take for the company to run out of cash. If a company has any revenue, the operating expenses can be subtracted from revenue to find its operating profit. Net burn rate will be a smaller number than gross burn rate, since revenue is subtracted from the gross burn rate. This is the most important figure, especially in the case of a company with no revenue.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1qd62fp.jpg" width="257px" alt="what is the formula for determining burn rate"/></p>
<h2>Also Read: Related Metrics</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/b38f78bc-736a-44b6-98b2-54dee8cd22b8-300x176.jpg" width="255px" alt="what is the formula for determining burn rate"/></p>
<p>Thus, burn rate is a measure of negative cash flow, representing how much cash the company shells out during a given period. Learn how to calculate burn rate effectively by understanding key expenditure categories and choosing the right time frame for your business. The implied cash runway comes out to 7 months, which means that  assuming no cash sales going forward, the start-up could continue to operate for 7 months before needing to raise financing.</p>
<ul>
<li>Gross burn rates encapsulates all monthly cash operating expenses, including monthly costs like rent and salaries, and variable costs that fluctuate with business activities.</li>
<li>It also informs the financial decisions needed to sustain operations before cash reserves are depleted.</li>
<li>Burn rate is a useful metric for investors and business owners because it provides a snapshot of the company’s financial health and can help determine if a company is spending too much or too little.</li>
<li>Burn rate explains how quickly your business is using up its cash reserves.</li>
<li>Are you ready to navigate the financial landscape of your business and ensure it stays on a path of sustainable growth and success?</li>
<li>Fred Wilson shares some of his wisdom on how much a startup might be spending at different stages of building a startup.</li>
<li>For a revenue-generating company, it may not be as easy to determine how to reduce expenses and improve burn rate.</li>
</ul>
<h2>How to Increase Revenue?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_8-1-300x200.png" width="256px" alt="what is the formula for determining burn rate"/></p>
<p>«They shout about hiring, hiring again and then hiring some more,» says Morrish. Now we need to divide the difference by the number of months in the period to find out the burn rate. The first step is to calculate the difference between the beginning cash balance and the ending cash balance of the last quarter of the year. However, it is imperative to ensure that the project&#8217;s quality and scope remain intact, and that the pursuit of reducing the burn rate does not compromise the overall success of the project. Companies, regardless of size, can benefit from regularly monitoring their burn rate as it improves financial decision-making, leading to enhanced operational efficiency. Sugar &amp; Spice Bakery was generously funded by an angel investor and has $50,000 in total cash reserves.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/02/what-is-burn-rate-and-how-do-you-calculate-it/">What is Burn Rate, And How Do You Calculate It? Bench Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>A Businesss Guide to Standard Cost Accounting</title>
		<link>https://regalos.paradigma-digital.com/2024/03/22/a-businesss-guide-to-standard-cost-accounting/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 22 Mar 2024 11:55:13 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19707</guid>

					<description><![CDATA[<p>There is quick localisation of deviations from the pre-determined standards. Management concentrates on standard costing system matters which are not proceeding according to plan on the basis of the “principle of exception”. Standard costing is not a method of costing just as process or job or unit costing. Basic or Bogey Standards Standard cost usually &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2024/03/22/a-businesss-guide-to-standard-cost-accounting/"> <span class="screen-reader-text">A Businesss Guide to Standard Cost Accounting</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/03/22/a-businesss-guide-to-standard-cost-accounting/">A Businesss Guide to Standard Cost Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/The-Top-Five-Accounting-Mistakes-Analysts-Make-1-300x300.png" width="252px" alt="standard costing system"/></p>
<p>There is quick localisation of deviations from the pre-determined standards. Management concentrates on <a href="https://www.bookstime.com/articles/standard-costing">standard costing system</a> matters which are not proceeding according to plan on the basis of the “principle of exception”. Standard costing is not a method of costing just as process or job or unit costing.</p>
<h2>Basic or Bogey Standards</h2>
<ul>
<li>Standard cost usually refers to the price per unit of inputs into the production process, such as the price per pound of raw materials.</li>
<li>Variances can be computed at any stage with the information available from subsid­iary records.</li>
<li>Inventory valuation is easier to understand with a standard cost system than an actual cost system.</li>
<li>Logically,identical physical units produced in a given time period should berecorded at the same cost.</li>
</ul>
<p>The variance account is opened for transferring the deviations between standards and actual performance. 4) Yardstick for Comparison – Standard Costing gives a suitable base for comparison of actual performance with predetermined standards. Standards can be fixed for any element of cost e.g., material, labour, overheads etc. Helpful in production planning – Production policies may be determined in advance on the basis of standard cost of production. (6) Review of Cost Accounting System – Standard costing is a projection of the existing system of cost accounting. It is, therefore, necessary to review the existing cost accounting system with particular reference to forms and records so that standard costing can be built upon  the cost accounting system.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/deposit-slip-definition-300x200.jpg" width="250px" alt="standard costing system"/></p>
<h2>Income Statement Impact of Bad Standards</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/01/1704574555-300x271.jpg" width="254px" alt="standard costing system"/></p>
<p>The main goals of variance accounting are establishing control bases for stock valuation, work-in-progress valuation, and, occasionally, selling price fixing. Finally, assessing a candidate’s past successes in reducing costs and streamlining processes can provide insight into their suitability for the role. By following these guidelines, you can be sure to choose a decision-making and profitability analysis system that’s right for your business. While you don’t want to skimp on quality, you also don’t want to overspend on a system that’s more than you need.</p>
<h2>Performance evaluation and benchmarking</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/Alicia-Hammersmith.png" width="259px" alt="standard costing system"/></p>
<p>Companies will use standard costs as a benchmark when setting prices or making decisions. Standard costs are based on historical data and expected levels of efficiency. They can be considered the “ideal” cost of producing something and provide a target for managers to strive for. Standard costing is the practice of estimating the expense of a production process since manufacturers cannot predict actual costs in advance. Manufacturers use this methodology to plan upcoming costs to plan their costs for the coming year on various expenses such as direct material, direct labor,  or overhead.</p>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/GlYBq5QExyU' frameborder='0' alt='standard costing system' allowfullscreen></iframe></div>
<p>Because standard costing is so challenging, asking an expert to help fix the problems is valuable. In addition, I have witnessed a great deal of confusion over the components that make up the standard pricing of a product. One of the most typical errors is including the overall price of the product, the cost of the sales team, or <a href="https://x.com/BooksTimeInc/status/1903097782392762722">Restaurant Cash Flow Management</a> the cost of direct delivery to clients.</p>
<ul>
<li>A manufacturer must disclose in its financial statements the actual cost of materials on hand as well as its actual cost of work-in-process and finished goods.</li>
<li>I) Standard costs do little to help identify where costs could be reduced or eliminated without affecting profitability, i.e.).</li>
<li>On the other hand, standards do not tell what costs are expected but rather what they will be if certain performances are achieved.</li>
<li>Public utilities such as electricity and water providers use standard costing to control costs and increase their efficiency.</li>
<li>However, standard costs can also have unintended consequences, focusing on short-term results at the expense of more strategic considerations.</li>
<li>Think about the confidence this gives you when bidding on new jobs or planning a product launch.</li>
</ul>
<p>It also essentially enabled managers to ignore the fixed costs, and look at the results of each period in relation to the «standard cost» for any given product. Traditional approaches limit themselves by defining cost behavior only in terms of production or sales volume. Standard costing may struggle to adapt to these fluctuations, leading to discrepancies between projected and actual costs. This can result in inaccurate pricing decisions, inventory valuations, and profitability analyses, undermining the effectiveness of standard costing as a management tool. In manufacturing, standard costing plays a pivotal role in budgeting and cost management.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/c304e8b1-758f-419e-9241-9de766d21fd6-300x200.jpg" width="258px" alt="standard costing system"/></p>
<h2>Just Meeting Standards is not Sufficient.</h2>
<p>The key is consistency—use the same calculation methods period after period so trends emerge clearly. Setting up standard costing isn’t rocket science, but it does require methodical work and attention to <a href="https://www.google.com/search?q=bookkeeping">bookkeeping</a> detail. Here’s a streamlined approach based on what I’ve seen work in the real world.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/03/22/a-businesss-guide-to-standard-cost-accounting/">A Businesss Guide to Standard Cost Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>Post Dated Check Meaning, Rules, Sample, Example</title>
		<link>https://regalos.paradigma-digital.com/2024/02/15/post-dated-check-meaning-rules-sample-example/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Thu, 15 Feb 2024 07:26:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=20040</guid>

					<description><![CDATA[<p>The Uniform Commercial Code mandates comprehensive guidelines for financial transactions including the expiration of checks. A check that has not been cashed within that ​180-day​ timeframe is known as stale or stale-dated. Allowing the amount of time to elapse for a check to become stale can create multiple issues in claiming the payment. Can a &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2024/02/15/post-dated-check-meaning-rules-sample-example/"> <span class="screen-reader-text">Post Dated Check Meaning, Rules, Sample, Example</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/02/15/post-dated-check-meaning-rules-sample-example/">Post Dated Check Meaning, Rules, Sample, Example</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/dac14a1f9e.jpg" width="259px" alt="stale check meaning"/></p>
<p>The Uniform Commercial Code mandates comprehensive guidelines for financial transactions including the expiration of checks. A check that has not been cashed within that ​180-day​ timeframe is known as stale or stale-dated. Allowing the amount of time to elapse for a check to become stale can create multiple issues in claiming the payment.</p>
<h2>Can a Stale Check be cashed?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/total-manufacturing-cost-300x200.jpg" width="255px" alt="stale check meaning"/></p>
<p>Connect your Bank, Square and PayPal accounts to MoneyMinder PRO to directly download transactions, saving you time and effort. Stale cheques are those that have passed their life as a valid form of payment. This life only lasts up to 6-months from the date on the cheque in most instances.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/Wealth-Lending-Using-Financial-Leverage-Strategically-feature-min.png" width="250px" alt="stale check meaning"/></p>
<h2>Your Field Guide for Managing Quirky Work Personalities</h2>
<p>This stop order will prevent anyone from cashing the existing check. Moreover, cheques are convenient because they can be post-dated, which means you can write a cheque today for payment next week, next month, or even next year. This can be helpful if you need to make a large payment but don’t have the funds immediately available.  Finally, cheques offer a degree of safety that other methods of payment do not.</p>
<ul>
<li>Similarly, the check specifies the time when the account holder issues it or after which the bank must make the payment.</li>
<li>Some banks may also contact the payer to confirm the issuance of the check.</li>
<li>– If you’re the one who wrote the check and it has yet to be cashed, check with the recipient to see if they still plan to cash it.</li>
<li>Cheques are becoming less and less common to make or receive payments.</li>
<li>Making the call may be awkward, but accidentally slapping your grandma with a hefty overdraft fee is worse.</li>
<li>Plus, it will help make sure that if a cheque is stale-dated you will have enough funds to cover it.</li>
<li>Uncashed checks to vendors, contractors, payroll, and shareholder dividends are all potential unclaimed property.</li>
</ul>
<h2>Need a Financial Lawyer in your Area?</h2>
<p>The “expiration date” on personal checks is commonly accepted as ​six months​ after the date of issue, which is approximately ​180 days​ old. A stale check is a check that has been written more than six months ago and has not been cashed or deposited. A post-dated check is a check with a future date written on it, indicating that the funds should not be withdrawn until that date. If you have a stale check, it’s best to contact the person or business that issued it, if possible, to see if they can provide a replacement. Failing that, check with your bank and  the issuing bank to see what their policies are for stale checks. Otherwise, the check might be returned after you deposit it and a fee assessed.</p>
<h2>How to Organize Inventory for Small Businesses? 5 Importance Tips</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/a90cac04-2a12-477a-b305-74fbaa166c70-300x200.jpg" width="257px" alt="stale check meaning"/></p>
<p>Julia Kagan is a financial/consumer journalist and former senior editor, personal finance, of Investopedia. One exception is with money orders issued by the&nbsp;United States Postal Service (USPS)3. USPS money orders never expire and can always be used, regardless of the date on which they were issued.</p>
<h2>Potential for Overdrafts and Insufficient Funds</h2>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/Neh4pkJkAYo' frameborder='0' alt='stale check meaning' allowfullscreen></iframe></div>
<p>The date when the check is presented to be cashed or deposited in a bank account is known as the payment date. Checks dated six months after this payment date do not have to be honored by a bank pursuant to the Uniform Commercial Code in the United States. This code is a set of laws adopted at the state level that governs financial contracts. The bank receiving a stale check can return the check to the paying bank marked unpaid, request a new check be issued or consult with the person who wrote the check. A stale-dated check (also known as a stale check) is one that is not cashed within a certain time frame after the check was written, typically six months.</p>
<ul>
<li>A check bounces when there isn’t enough money in the check writer’s account, or when there’s another issue with the check or connected account.</li>
<li>If you have a history of bounced checks, unpaid fees and forced account closures, your ChexSystems report will reflect that.</li>
<li>Business owners or accountants may come across stale checks they misplaced or forgot to cash.</li>
<li>•   Your bank has the option to refuse a stale check, so it’s wise to check with your financial institution first to find out its policy before you try to, say, mobile-deposit the check.</li>
<li>A post-dated check is a check that has a future date written on it.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/what-is-depreciable-property-1.jpg" width="252px" alt="stale check meaning"/></p>
<p>Uncashed checks to vendors, contractors, payroll, and shareholder dividends are all potential unclaimed property. The receiver (drawee) cannot cash the check from the bank as the issuer already mention the effective date. The bank will not withdraw the cash even the account has enough balance. If they need the cash <a href="https://www.bookstime.com/articles/stale-dated-checks">stale check meaning</a> early, they should bring back the check and ask the issuer to renew with an early date. Unclear check should be recorded in a separate account (Uncleared Check) in the balance sheet so that it will alert staff every month end. It is also easy for the management to review the financial statement and pay attention to long outstanding uncleared checks.</p>
<h2>Unclaimed property and escheatment laws</h2>
<p>Letters are only required by state law for checks of $75.00 or more. This letter must be delivered between May and August, with a response deadline of September 30th or earlier, in order for us to meet the State’s October 31st reporting deadline. The letter should include multiple options for <a href="https://www.pinterest.com/pin/1129770256526294531/">Interior Design Bookkeeping</a> responding to the query, such as letter, email, or FAX. You can also call or write to remind the payee that the check is outstanding. If they haven&#8217;t received the payment, this may nudge them to notify you to reissue the check.</p>
<h2>Know more about&nbsp; Billing &amp; Accounting Software for Small Businesses</h2>
<p>A check is considered to be a stale check if it is not presented by the receiver of the check to the bank after a considerable amount of time. If you have a problem with <a href="https://www.google.com/search?q=payroll">payroll</a> a stale or expired check, it’s best to consult with a financial lawyer who can advise you on the best course of action. LegalMatch.com can connect you to a lawyer who can explain the legal remedies available to you and what your best option might be.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/02/15/post-dated-check-meaning-rules-sample-example/">Post Dated Check Meaning, Rules, Sample, Example</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>Oregon Tax Tables 2025 Tax Rates and Thresholds in Oregon</title>
		<link>https://regalos.paradigma-digital.com/2023/08/04/oregon-tax-tables-2025-tax-rates-and-thresholds-in/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 04 Aug 2023 16:17:03 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19523</guid>

					<description><![CDATA[<p>Most properties are taxed by a number of districts, such as a city, county, school district, community college, fire district or port. The total tax rate on any particular property is calculated by adding all the local taxing district rates in the area, then multiplied by the assessed value of the property. The county assessor &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2023/08/04/oregon-tax-tables-2025-tax-rates-and-thresholds-in/"> <span class="screen-reader-text">Oregon Tax Tables 2025 Tax Rates and Thresholds in Oregon</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2023/08/04/oregon-tax-tables-2025-tax-rates-and-thresholds-in/">Oregon Tax Tables 2025 Tax Rates and Thresholds in Oregon</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/Screenshot_14-1-300x203.png" width="259px" alt="oregon personal income tax rate"/></p>
<p>Most properties are taxed by a number of districts, such as a city, county, school district, community college, fire district or port. The total tax rate on any particular property is calculated by adding all the local taxing district rates in the area, then multiplied by the assessed value of the property. The county assessor verifies the tax rates and levies submitted by each local taxing district on an annual basis. The county tax collector collects the taxes and distributes the funds to the local districts.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/Jenn-Page.png" width="252px" alt="oregon personal income tax rate"/></p>
<h2>Oregon Tax Tables 2022 &#8211; Tax Rates and Thresholds in Oregon</h2>
<div style='text-align:center'><iframe width='565' height='310' src='https://www.youtube.com/embed/C74zkQ_3Y24' frameborder='0' alt='oregon personal income tax rate' allowfullscreen></iframe></div>
<p>Married couples filing jointly pay this tax on wages that exceed $250,000, while married couples filing separately pay it on wages above the $125,000 threshold. The personal income tax is the largest source of state tax revenue, expected to account for 82% of the state’s General Fund for the 2023–25 biennium. Oregon’s taxable income is closely connected to federal taxable income. The state personal income tax rates range from 4.75% to 9.9% of taxable income. Oregon has a graduated state individual income tax, with rates ranging from 4.75 percent to 9.9 percent. Oregon has a graduated corporate income tax, with rates ranging from 6.6 percent to 7.6 percent.</p>
<h2>Sales Taxes</h2>
<ul>
<li>Under current law, workers see their income taxed on a regular basis, while holders of capital assets don’t pay taxes on their gains until they sell.</li>
<li>While putting money in these accounts shrinks your paycheck, it also lowers your taxable income (and, in the case of retirement accounts, simultaneously helps secure your financial future).</li>
<li>In addition to federal taxes, Oregon taxpayers have to pay state taxes.</li>
<li>Profit and prosper with the best of expert advice on investing, taxes, retirement, personal finance and more &#8211; straight to your e-mail.</li>
<li>Though the Oregon legislature has disconnected from some of these, too often it has failed to act in the interest of the vast majority of Oregonians, letting tax breaks for the rich and corporations become part of Oregon law.</li>
<li>Oregon has a graduated state individual income tax ranging from 4.75% to 9.9%, according to the Tax Foundation.</li>
</ul>
<p>The seller may accept this certificate and exempt the transaction from their state&#8217;s sales/use/transaction tax, but they aren&#8217;t required to accept it. Part-year residents figure Oregon estimated tax the same way as a nonresident for the part of the year that they&#8217;re a nonresident, and the same way as a full-year resident for the part of the year that they&#8217;re a resident. The standard deduction for a Head of Household Filer in Oregon for 2020 is $ 2,350.00. If you did not satisfy either requirement, you will be charged an underpayment penalty of 5% of the unpaid tax, but not less than $5. Failure to pay any installment of the payment plan by the due date will result in the payment plan being considered in default and any outstanding balance will become immediately payable.</p>
<h2>How do I know how much I received in unemployment benefits?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/mark-market-accounting-300x200.jpg" width="255px" alt="oregon personal income tax rate"/></p>
<p>Tax deductions are a reduction in the amount of income that is subject to taxation. It allows taxpayers to lower the amount of taxable income they have, which in turn reduces the amount of tax they owe. Tax deductions are available for a wide range of expenses, such as charitable donations, mortgage interest, medical expenses, and business expenses. The Federal income tax also has a standard deduction, personal exemptions, and dependant deductions, though they are different amounts than Oregon&#8217;s and may have different rules. Keep in mind that this estimator <a href="https://www.linkedin.com/posts/bookstime_small-companies-often-struggle-with-bookkeeping-activity-7315739813725294594-cMmU/">Keep Records for Small Business</a> assumes all income is from wages, assumes the standard deduction, and does not account for tax credits. The amount of income tax a person or entity pays depends on their income level.</p>
<ul>
<li>While the state income taxes deal a heavy hit to some earners&#8217; paychecks, Oregon&#8217;s tax system isn&#8217;t all bad news for your wallet.</li>
<li>Oregon’s property tax system is moderately competitive, though the property tax burden relative to personal income is higher than in California and Washington.</li>
<li>This reduces the taxable income for the year, potentially leading to lower tax liabilities.</li>
<li>The State of Oregon collects $6,498 in state and local tax collections per capita.</li>
<li>While we strive to provide a wide range of offers, Bankrate does not include information about every financial or credit product or service.</li>
</ul>
<h2>Oregon Married (Joint) Filer Tax Tables</h2>
<ul>
<li>If your state tax witholdings are greater then the amount of income tax you owe the state of Oregon, you will receive an income tax refund check from the government to make up the difference.</li>
<li>For help filing your taxes and maximizing your deductions, consider working with a financial advisor who specializes in taxes.</li>
<li>While Oregon does not have a general sales tax, it does tax the sale of alcohol.</li>
<li>However, Oregon, like the federal government, uses a progressive tax system, which means that different portions of the individual’s income are taxed at different rates corresponding to the brackets they fall into.</li>
<li>Oregon offers a range of tax credits to help reduce what you owe and keep more money in your pocket.</li>
</ul>
<p>Income taxes are taxes  imposed on individuals or entities that earn income. For purposes of this article, we’ll be focusing on “ordinary income,” which is the income that you earn from work or from your small business, as well as rental <a href="https://www.bookstime.com/tax-rates/oregon">oregon state income tax</a> income, interest, royalties, and retirement income. Unlike other types of income such as long-term capital gains or qualified dividends, which can get preferential tax treatment, your ordinary income gets no special tax perks and typically is taxed at a relatively high tax rate. The 2023 tax rates and thresholds for both the Oregon State Tax Tables and Federal Tax Tables are comprehensively integrated into the Oregon Tax Calculator for 2023.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/accounting-in-chicago-bookkeeping-and-tax-services-1-300x199.jpg" width="257px" alt="oregon personal income tax rate"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/mean-paid-arrears-300x200.jpg" width="252px" alt="oregon personal income tax rate"/></p>
<p>The state and each county assessor determine the value of property in each county. Measure 5, which was passed in November 1990, restricted non-school taxes on any property to $10 per $1,000 of real market value. It <a href="https://en.wikipedia.org/wiki/Accounting_equation">assets = liabilities + equity</a> restricted school taxes on any property to  $5 per $1,000 of real market value.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2023/08/04/oregon-tax-tables-2025-tax-rates-and-thresholds-in/">Oregon Tax Tables 2025 Tax Rates and Thresholds in Oregon</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>Get ready for the worlds first trillionaires CNN Business</title>
		<link>https://regalos.paradigma-digital.com/2022/10/10/get-ready-for-the-worlds-first-trillionaires-cnn/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Mon, 10 Oct 2022 07:46:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24205</guid>

					<description><![CDATA[<p>Two years later, the company released Oracle, the first commercial relational database program to use Structured Query Language. The database program proved so popular that SDL changed its name to Oracle Systems Corporation in 1982. In December 2020, Tesla joined the S&#38;P 500, becoming the largest company added, and in January 2021, Musk became the &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2022/10/10/get-ready-for-the-worlds-first-trillionaires-cnn/"> <span class="screen-reader-text">Get ready for the worlds first trillionaires CNN Business</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/10/10/get-ready-for-the-worlds-first-trillionaires-cnn/">Get ready for the worlds first trillionaires CNN Business</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
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" width="250px" alt="five richest people in the world"/></p>
<p><p>Two years later, the company released Oracle, the first commercial relational database program to use Structured Query Language. The database program proved so popular that SDL changed its  name to Oracle Systems Corporation in 1982. In December 2020, Tesla joined the S&amp;P 500, becoming the largest company added, and in January 2021, Musk became the richest person in the world—a title that has fluctuated alongside the value of Tesla. Shares of Dell Technologies are up 87% since last year, largely thanks to an insatiable demand for servers from AI companies and possible inclusion in the S&amp;P 500.</p>
</p>
<p><h2>More from Forbes Australia</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="five richest people in the world"/></p>
<p><p>Largely due to the $59 billion he has donated to the Gates Foundation, including a $20 billion gift in July 2022, he was overtaken as the world’s richest person in 2018 by Jeff Bezos. He and Melinda French Gates divorced in 2021; she received an estimated $10 billion in stock and other assets as part of the divorce settlement. Elon Musk has begun 2025 at the pinnacle of wealth, ranking as the world’s richest person, with a net worth of $433.9 billion, according to Forbes’ latest rankings. The 39th annual Forbes list of the world&#8217;s billionaires found a record 3,028 billionaires with a total net wealth of $16.1 trillion.</p>
</p>
<p><h2>Net Worth: $10.5 Billion</h2>
</p>
<ul>
<li>Additionally, the total worth of the world’s top ten richest billionaires stood at $1.81 trillion as of December 1, 2024.</li>
<li>Musk is CEO of electric car company Tesla, rocket firm SpaceX and social media company X, formerly known as Twitter.</li>
<li>Supply chain difficulties and Covid restrictions in China nudged Nike’s shares down 3%.</li>
<li>A code request filed in January appears to be his first in years, and he has reportedly submitted code changes to Google’s AI chatbot.</li>
</ul>
<p><p>(They later divorced and she died in 2013.) He owns about 60% of Madrid-listed Inditex, which has eight brands including Massimo Dutti and Pull &amp; Bear, and 5,000 stores around the world. In 2022, after working at Inditex for 15 years, his daughter Marta Ortega Pérez became chairperson of the company. Ellison’s fortune rose by $1.9 billion in the past month as shares of software firm Oracle ticked up. Until Musk receives those options,&nbsp;Forbes&nbsp;will&nbsp;continue to discount the Tesla options from the pay package by 50%. The rise in fortunes of those at the <a href="https://www.bookstime.com/articles/5-richest-people-world">five richest people in the world</a> top of the billionaires ranking came as the Nasdaq climbed 0.7% in the past month while the S&amp;P 500 fell 1.1%. Stocks have been volatile in response to news about President Trump’s tariff plans, reports about adjustments to the tariffs and concerns about a possible recession.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="five richest people in the world"/></p>
<p><h2>Net Worth: $30.8 Billion Age: 70 Source of Wealth: Mining Citizenship: Australia</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" 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<p><p>The report, which draws on data compiled by Forbes, is timed to coincide with the kickoff of the annual World Economic Forum meeting in Davos, Switzerland, an elite gathering of some of the wealthiest people and world leaders. Known as the “Oracle of Omaha,” Buffett is one of the most successful investors of all time. It has grown to be the world’s largest social network, with several billion users globally. It also wouldn’t hurt to have been born into wealth; however, the greatest fortunes on this list started as good ideas that people with creativity, drive, and connections used to build some of the world&#8217;s largest companies. Like several of the tech billionaires on this list, Larry Page embarked on his path to fame and fortune in a college dorm room. While attending Stanford University in 1995, Page and his friend Sergey Brin came up with the idea of&nbsp;improving&nbsp;Internet data extraction.</p>
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<p><div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/w1rG6jgyiOI' frameborder='0' alt='five richest people in the world' allowfullscreen></iframe></div>
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<p><h2>Carlos Slim Helu and Family</h2>
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<ul>
<li>He is the co-founder of Inditex fashion group, known worldwide for being the parent company of brands Zara, Massimo Dutti and Bershka, among others.</li>
<li>The U.S. has a record 902 billionaires worth $6.8 trillion, followed by 516 in China worth $1.7 trillion and 205 in India worth $941 billion as of 2025.</li>
<li>Here&#8217;s Elon Musk&#8217;s net worth among the list of top ten billionaires, including President Donald Trump and the wealthiest countries in the world.</li>
<li>Page was among the early investors in Planetary Resources, a space exploration and asteroid-mining company.</li>
<li>Still, Forbes found more than 1,000 billionaires who are richer than they were a year ago.</li>
<li>Back in mid-June, Buffett gave away $4.6 billion worth of his Berkshire Hathaway shares.</li>
</ul>
<p><p>So who is the richest person in the world, and how much money do they have? To determine the top five wealthiest men, Oxfam used calculations from Forbes as of November 2023. That’s according to a new report released this week by the nongovernmental organisation Oxfam. The charity publishes an annual report on world poverty to coincide with the yearly World Economic Forum (WEF) in Davos, Switzerland. The forum is a gathering of the world’s business elite – from CEOs of big corporations to self-made billionaires – to discuss global trade issues. The U.S. has a record 902 billionaires worth $6.8 trillion, followed by 516 in China worth $1.7 trillion and 205 in India <a href="https://x.com/BooksTimeInc/status/1912889795610853858">Cash Flow Management for Small Businesses</a> worth $941 billion as of 2025.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="five richest people in the world"/></p>
<p><h2>Source:&nbsp;Berkshire Hathaway</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="five richest people in the world"/></p>
<p><p>As a group, the top ten kick off this month worth $1.77 trillion–up $40 billion compared to April 1. As of May 2, 2025, Elon Musk, the CEO of Tesla and SpaceX, is the world&#8217;s richest man. Sergey Brin was born in Moscow, Russia, and moved to the U.S. with his family when he was six in 1979. After co-founding Google with Larry Page  in 1998, Brin became Google&#8217;s president of technology when Eric Schmidt took over as CEO in 2001. He held the same post at the Alphabet holding company after it was established in 2015, stepping down in 2019 when Sundar Pichai took over as CEO. Arnault&nbsp;remained Férinel&#8217;s chair for another six years, until he acquired and reorganized luxury goods maker Financière Agache&nbsp;in 1984, eventually selling all its holdings other than Christian Dior and Le Bon&nbsp;Marché.</p>
</p>
<ul>
<li>Oracle is the world&#8217;s second-largest software company, providing a wide variety of cloud computing programs as well as Java and Linux code and the Oracle Exadata computing platform.</li>
<li>At the same time, nearly 5 billion people globally have become poorer, as they contend with inflation, war and the climate crisis.</li>
<li>According to a Financial Times report from 2022, he invested through his company, Pontegadea, and his property holdings were worth $17.2 billion.</li>
<li>He and Melinda French Gates divorced in 2021; she received an estimated $10 billion in stock and other assets as part of the divorce settlement.</li>
<li>As of January 1, 2024 Arnault is worth $9.4 billion more than a month ago, per Forbes’ estimates, following a rise in the the price of LVMH shares.</li>
<li>Since December 1, Musk has experienced an astounding increase of $91 billion in his net worth, positioning SpaceX as the most valuable private company worldwide.</li>
</ul>
<p><p>This article unveils the identities of the top 10 richest people globally, shedding light on their remarkable accomplishments, entrepreneurial aptitude, and profound influence on the global economy. In addition to SpaceX, Musk leads Tesla and holds stakes in the social media platform X, AI company xAI, and tunnelling firm Boring Co. Beyond their riches, these elites are also innovators in their own space &#8212; whether it be in finance, tech or even space. Often, these billionaires are founders of enterprise giants and multinational companies, with much of their wealth coming from the companies that they started. 9/10 of the richest people in the world are Americans, including Jeff Bezos, Larry Ellison and Bill Gates.</p>
</p>
<p><h2>Worth: $67.4 Billion Source Of Wealth: Walmart</h2>
</p>
<p><p>Larry Ellison, 79, enjoys most of his wealth from owning Oracle, a computer technology company <a href="https://www.bing.com/search?q=bookkeeping ">bookkeeping</a> whose sales increased by 18 per cent to $12.3bn (£9.7bn) by November 30, Bloomberg data showed. His real-time worth as of November 13 was listed as $319bn, making him the richest man on Earth. The Bloomberg Billionaires Index is a daily ranking of the world’s richest and figures are updated at the close of trading every day.</p></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/10/10/get-ready-for-the-worlds-first-trillionaires-cnn/">Get ready for the worlds first trillionaires CNN Business</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>3 Financial Ratios and Benchmarks Nonprofits Must Know</title>
		<link>https://regalos.paradigma-digital.com/2022/09/16/3-financial-ratios-and-benchmarks-nonprofits-must-2/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 16 Sep 2022 13:59:47 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24870</guid>

					<description><![CDATA[<p>Endowments are typical transactions involving a permanently restricted fund balance. Donations recognized in this fund are to be kept for perpetuity or for a very long time. Depending on terms of the endowment, interest and income generated by permanently restricted funds can be recognized in the unrestricted or temporarily restricted fund. In 2008, FAS Staff &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2022/09/16/3-financial-ratios-and-benchmarks-nonprofits-must-2/"> <span class="screen-reader-text">3 Financial Ratios and Benchmarks Nonprofits Must Know</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/09/16/3-financial-ratios-and-benchmarks-nonprofits-must-2/">3 Financial Ratios and Benchmarks Nonprofits Must Know</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
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" width="257px" alt="net assets nonprofit"/></p>
<p><p>Endowments are typical transactions involving a permanently restricted fund balance. Donations recognized in this fund are to be kept for perpetuity or for a very long time. Depending on terms of the endowment, interest and income generated by permanently restricted funds can be recognized in the unrestricted or temporarily restricted fund. In 2008, FAS Staff Position Endowments of Not-for-Profit Organizations was released to clarify how to handle permanently restricted funds that lost value during the latest economic downturn. Usually, the balance on this fund stays the same throughout the years, but not always.</p>
</p>
<p><div style='text-align:center'><iframe width='560' height='310' src='https://www.youtube.com/embed/BNUxGDqbnIw' frameborder='0' alt='net assets nonprofit' allowfullscreen></iframe></div>
</p>
<p><h2>Definition of Net Assets and Their Significance in Nonprofit Accounting</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="net assets nonprofit"/></p>
<p><p>Unlike for-profit organizations where equity denotes ownership, in nonprofits, it reflects the funds and resources held for mission fulfillment. Net assets are reported  in the Statement of Financial Position, Statement of Activities, and Statement of Cash Flows. They provide information about the organization’s financial health and resource allocation.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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KoR0bsuQ2LehCmdAGsAHLQLRERy3LHD2hU6yeOGN2Qh8hGgGqbrfJIq4RDaqmfze8j4f+lXK2nEdWyTZsgDHHp0P4j3pmGsMZibbW17laldEJacNIG1ipb3b1+nSq2AtG3tUkcIO4AVenq5YWiKVgky6Ak629vNW21IcNIbe03RJE5e0gMAFgqFSOFTZ7amTN8VMXknkB0AUVe7PA1hNi5wUiWaXOzkfExYTAaCI3/BdTK1rhZwBHmsns7C2OnfLsHd1t+gWm6Zg3ePiuuMunm4uW8mFj1KxsDnsaAOdgseGQPhDtARoQuorZaaSFzJJG2I6rjpWOgqHRxm7Tt5q2XTWOW5o+R4zqvUkZHG+wUUkzi+1rFVayRzYS2+p3WJGUWF03pNYAR3Wm5W9NSRSOLCLOI7pXK09ZLTy5YnZcxtddvhFK2r4RncXaX9q3Ut7sOujkbSsztOjrXtvuqIC7LtfGyPCIQxoAEw2/pcuNukmmaQhIAlJSArSHJkmyddMkPdQZsv7QqNPlPfKYihCEIFSJUiAUsSiUsO6C23ZObumt2Tm7hQW2bJSkZslVRUrh3FRbutGsHzRWa3dIJHN0VqjOirOPdVik2RV8IOyBsg7IivKqMwV+UKlMgZSus+y0D4VmQG0oWlfuIICmkpzt1GUQpKQHvJOaOYQSP8Kjunu8KiRS8QWV7DHjhOv6x/ALNcFew4fNHl3j+ARXY9kYwWzSB17utZbleSyK6wexpsZ2XvYrfxMf4VxUoy8NxDi14guSWi62p7Fl72I2K4zBZS3tAAT4rhdhM7ulSoris+eyTHXYHqszHnhha43sNdFLVHvtPQhV8bN2tPkpSVmVIbNReksveGQHXex0KqstnJV2BplpKqA6F7Db4LHoZ87Q1x7w0XPzt6se2mo2Njhdxuo6hjWtuxuyOIGMJJsAs2pxUNBbHr1KSWumWUnlYhr5GzjOzK0aA3VqetmLLQvaCeblzTqh7n5yTfkeiJZpZX65idwunI59SusiY9zM0ls/kpWSHa65eOtqYo9cwaNNeS0cMxAzEtfYELFx01jxPg2sxuqlVLxKqKMG4zhJPUhjCQQq1I4y10Qvc76Jhjus8TLUdhIzh0odny2HhWXNVuy7rQgiexh9IjLr7E6pZKeOGPMYg8E7dF7ZxZh28vBd5Xbn5alznWJ5qz2gDY6OCVg797aKPFWt9LZla1pPqlM7UOdHhUThoQ4LPFy5pK1w+1Y0cvEk13vqqWJSkSFoOilp/8QC+Lx27wVd9DPI4vdax81wk7u6rE28jb9QvQsHOVkNudlwghEc7G3vrqu1wqSRs9OxrbsuLnolZXu2A/yqL64flcuNyArs+2P8Ki+uH5XLjVQwxhNLCFKi6GkBChl2V2wPJMfC146ImmLJ4imrQloCdWm6qyU8jN2lUQpUuUpQEDUJ1kZT0RDCpoQmZT0UsLSEVYGyc3xBIErfEFBbbslSN2SlVENVrGVljdatQPmysoeJIJDqFYpHaKAeFSUu59qDSbslTWbJyKhlVKZXpVSmCIrM0lC0m+BZgNpAtGM3YFRE7dMKe/xKMogQUJzYnP2Cig+FIxjnbBW46cAd5SgNaLAIsiq2lvq4qzEwR2a3a6VPaH5QWsBF9yotdB2SaYa+aN30mhwXUV7c1M72LjMEqJvlmIlgGmUnyXb1IzU7vYiODp3cHtHByu+y7Cpfa4XH4j81jNNIOUgXU1btvMJUUKqS25UWKnNGz2KKoIsTcorngwRXOhClTFBTODarLmBu3kVz9XGaTFJWDRpOZvvWjS2irBbYpO0MJfGyoYNWaO9i471nr5vVjN4K7peLC4A/RusaCGRzuI1uZo01UvpWSNzRuRZaVAGmlY0AbLr+2J+6oYaV0mmlumVWvRJL8vI2smz1HoliI7qL5SlcQGxht+e6d61+meUxw50lw+RxB5bBUWRmirXtPhI0K3mgiIFx3CwMQmElSbfR0upju9kz1ExqAQb63K3+zWFuq6Korb95hyxjrbVcnGC9wDdSToF6J2fiazC205ldGYhclvO66TUrld5RiyYtVAZTK8AciVDU43USxcNz9FvVeE4aYJC10j5Dcgg81i4PhhZVOdiFKXst3Re+q7/pebVZ8NQ6SriBNyXBa/a5zThcQ55hotN8VC2zYcPa13J1gLLI7XMAoojzzBc+JZdabwZOB08b45HSC4WfJNNFUSGO4YDa3JPosQNJcFmZpCrySl5cdg43suXxdd9hCHSVIO7iV6Lg0IEEJubkXIXnlF+9M9q9DwypYDFGAdgApayTtif8ri+uH5XLjl13bRufCYhe3z4/K5cg0ZWgLSwJUiAihKhCIEEX3AKEIInU8bt2BRmkZyVpCCp6L7Ex0GX6Kuosgz7NCS7Rsr7o2O3aoJKNp1YbImlfOOqexwLgoJYXRHUJ0PjCDRbslKRuyUqoZOLsKyD4lsyeErIc05z7UEjBdqfTHLIQmR6BK0jiDqitNmyeoo9lIgjl2VKbmrsuypTIimfGtGE9wKgWklX6dpLRogjk8SRsbnnQK2IATcqQNA2CLpBHTAau1U4aANAnIUUlkWSpCgRTTxkYQyYE/ty0/ZCgK0nsz9kpX821X9moVBgbnDGoLk5Seq9HkF4D7F5zhpb6bRkaG+69HGsHuT4nwef4/3KyM9Hj8V0NW/5qJ3VqwO1LS12Ybg3WrLJxMMp39WhGVSd4dcBNqCH00N1Xke4usDoiRxNLGBuHKVMVeXMyWJxFhewKvBonIjcLh2llRjo66rqWtiY+RoO/Ie9dPRYQKciSZ+eQDRo2C45T9Ur1Yft089xmg9ArnxNOZnIplFVuhNr7Lf7SQfOulc242PxXPPpDbNEbjou0svli42Xs0H1DZgM4B8uitzGJsMJY0acgsAGRhs4H3qV1W9wtZNLzfNenrnFjmhxyrNe+7yUjWySO0BKv0dCMzXyanoruRNXKrGF0tiJX9NAus7OzZqyZvINaPxWELMbpotjszGWuMp3kN/dsuW9125dTToZaVjiC0lvlyKgfG2N3eFlf3CU2tqLrTjcdsppjzk2+5c92ylaaOMA/SXZPhieNW28wsPHezRxOMcCoDHDUB7dD702xyV5xunW0WxU9l8UpHkOpzI31o+8FXOE1Y3gePaFraWK2HfvjAu4w396iC5agw2eGrbJIwho3K6rDSPTI7LNE3bH+FxfXD8rlx4XX9sP4XF9cPyuXHrYEJUiKAlKRLyQCEiVUCEiLqByEiEQqEiVUI5ocLEXULqZubM3RToUDALBKUqQqoH7LKmNpCFrO2WVO350ogj1CC2zwUR7p7vEEF6EnKFKo4vCFIimSbKDgF510CskXSoImQMZy1UgACVIilSIQgEIQgEiEKKQrYiZm7G1Z6T3+5qyF0OGxiTshXNO3Ecf9rUoxqAD/DP2AkAJXpMGtO3novNaUXpHCPYG9ivRMNdmooyQRdoRlx/axoAcpKeTiYBTu6ALTxXBpsTnLWkMZfVxV3D8FgoqVkD3GYN9YKbWY2ucpMOqa13zTCG38btAt6jwGCBg43zzwb66Ae5a4AaLNAAHIJC/TzUtbxwkQtaGCwAA5AC1lHNJFHo97Wk7XNrp00jo2lwF/Jc1jEklfKAYsgaLb3usu+M2mxKlE7HscLhwsuRbG6KV8L/ABMNj5rtaEB9BEwm74xlcL6rD7RYeY5GVsQu092S3LoUWxkuhDhqoxTa7BWWHMEpaRyU2aNip7a2AVljQ3zKia4hPBNlLWpBM82DGi7nGwHmukjgkhw6RtMcsjI7NI5LHwij9JrBK/SGE5nOO1+QXQx1DJG2haQw6Zj9IKwZ8D6ikDeFI4OtYk63XQ0uZ7eI6Rzi4DQ7BZ0kYOtlp0otEFYmfhIDY2OyfsmuCAbjzCrkeHDmhzGPFnNBB6i6ZulY+5LTuETTPq8BpKlpy54XHnG633LMocFrcPxJr3v4sFzZwO3tC6QyBtgeZTrozcXO9sP4ZF9cPyuXHrsu2QthcR/1x+Vy41bjGtFSIQqBAKEigckQChUKkKEKABSpjtCnNNwgVJm1SpnNBIhNCVVAhCAgDssur0lK1DssyuFpAjKOE6qSTRzfaoI35SrMbOM4Dkir0XhCkTGtytsE5F0EIKAbhQCEIVAhIlRQkQhAIQi6gRdV2fbn7L1o6yP/ACtXKldf2VF8AqQeczvytSjmMPlc+nnAtmtoF6JQEtooswIOQXB5Lguy9AZsWMpBMcJNx1PJd/msFmtY4pQbppKhY60jh1Ceo6aOJTT4kXSGyCGoPdss6WIE7LVcAeSikia4bI3LphTQOBD4yWuGxCU1bzGWzxCUW1tof0K0zEL6qOSladQNUdNucfh8Mri+lfkB1DHjb3phgfGcr22P4rdNIAS9mhG4CjqeA6mf6Q9kRaL5nGwWdL2YuQdFLTUb6qUMYLDdzugRTyR1BAgc2Qk5QW8yuhjhbR0wjbrI7fzKkif9KfozS1lJFcRs1ef7K/FEG2sLAaBLBDkbbmdSVZYxb0lqLh3CtwjKyyAwJzdAjnbs9NIsbozWTc6MhxNsw5bpkhu0SN8TU/MAbqN4DdvC5FhZJA5rXeama7uqi4lsZHQgqwx1wEWxj9sDfC4x/rj8rlx663tab4cwf6w/K5cktTw45eQhCFpkIQhAiUISKAOiAUu6bsgU6hNBsU4FNcgfdM5pWlIfEgeEqaEqoVIEJAoHlZteO8CtIrPr9gqwo2udFqUrMsY6qjTMzv8AJabBYI1D0IQd1FIUMKEjdygchCFQIQi6AQhCASJUigF2fZEXwWcf6zvytXGrsuyBDcFnJ5TO/K1L4EmD0jKOKwGr3lx95WmHaBUWSgm5Ox+5XN3Pb71h3kKNJ/cnPdpooWv+fbf1U5zszrBGtFa7knl2UJAAxtyos2dyJ5SAlyVDRYIKoY5oJumEWKkKYUWK08XEY4NcWlwIJBsVjP7NUrrmR08h6ySly3zYJjxdu2iL5YlDg9LR1jKiHPdoysZm09q24ou8XvN3H7k2mYx0EcgAJ1195VjLbZRrtJ2OYAFI1RgEJc1lXOpb6IBUd0oKJo8hRvadwpAnCxUTak8u3T4ZgXZHbFTvjB3CozRmM3HtCNzukmbYOad7JIJQ7J5p7HioYBcZx94VCmcWTNjvqxuvx/8ACNTvFbtWb4cwf6w/K5coup7UkmgZ04o/KVyy1PDzZ+QhCFpkISIQKhIhAJSLhIgFAmyHJXDmmqKQbod4kJH8igeEvNNCW6odyTQlSc1ESFUa4XaryrVDc1h5qso6aPKzzKsjZMaLBPadCo0XkjmkQeRQKmjxFOKaPEgclQkVASkugoQKhIlQCEJLqBbrr+y5t2fqbbmYj/a1ceuq7OvLcAltv6QT9zUvhZN1bYefIGx9hVyOQ5ASbuj0PmFUADJiD4HaH2Hmpo7tdY7jQhYemJ3n53TponsGXfmqgfaoAB2BVgykjMeWyLTpH5jlGwT2NyjzUUIublT3Rm/IvJLYlNukLyiHWTHW5pDmKQMuqpCG8go5TeN3sUpZZRPFmlFhMOA9Ba31S4feVYdpZQYcbwyDpIQrNrjVFvlGHm6cNd0u3JKUYCEJEQ9pSnyTAbJ10AJsujgiVjJoyWpCARYqF4fCc7DpzChIpi7RcaOYfuVSGW+IT6bEC/3q9USNbeUCzXCzvJUKZhM0svJztD910doh7SkuoWm+nFbp/wDUrml0XaB4OHxsA0EouepsVzq1j4eXifuCRKhaYIkKVCBLpCUEJEBdKCkKRFSAocLJgNlINQohia7w+xOOhSHUFFAKVMadU6+qB6TmhJzREqikGoUqikOqrMJdKzdNGpKVn4KNHDdHIhB0KVAA3Cb9JKN7Jt++ipEiLpCqgSJUAIoSpU0lEBKRCVFAXW9loXTYVKA4BvGdy55Wrk12XY/+FS/Xn8rV5vVZ5YcPeK4+WgaBxa0GRtxptuE4UTsoBkFxsbK4qmKz+jYXVT8R0XDjc4OaASCByvovmz1PGt1K7c1RuoHumbJxGiwsRbdSGkcdM4t7Fg4HjdZDBiMeNOMlRRsbOQ1oBLC0G1hbbT4qYdrYhhstbJRyZGhhbkeHNcXcieRFtRyXa5epl1Lv/wAZ6jbZAWi2YJ/CPULFf2njjponupiJppjDE3iDI+1u+H7ZdRrZUndqamrq8KOH0jzHUGQPjLmgvcNMoJ2tvfncJMvU33EucdQIz1Rw/MLExerrIO0mFU0FU6OCpJ4jAxpvl13IvrsqsuOVWGS4rNUGWshp52xMZ3GZA4XvcC56c0nE49ksvn+dHNp0vDPUI4Z6rEb2pijZiBrKSWndRZbszB5fm220us2lxmSgxbGanEBOyOOONzacy8TKXWIA5Df3KzP1F33/ANe/ic8dbw/NRup830gsKTtfFFTTyPonl8EjWSNZK1zQHAkEO57FWqvEayXs9XVYgmw6ogz5Q8BxOXnqLWP/AL1UvE9RNbv+l540qalNO14zA5nZlJwz1C43/ibEB2dmjc4jFopSwnK24aAXF1rW2BC0mY/U0eFUb5aaWtlkpvSZZTaNobzFwLXHT2dVq31M+KdTbocnmjhnqsGftTkmhjgw6WYz03pLPnGtu2xJ+Fj8NAUsnai+HU1XT4fNKJ45JTd2VrAy+a7rHXQ293VZ5/U+9HNG2YnH6Q+CURH1gsOXtXCGRGnpJZXOpjVOBcG5GC9/adCoZO2MLImONIS/gieRvGaMrCbC193WINvNJn6q+4c8dFwj1CXhnqFz1T2t4U1SyHDZZW08TZi/itbdjrWPwcPPXkpIO1cLpJxU0ktOyOmFUxxe1xew2toNicwsL/BOf1Ot/wAHPG4Yz1TTCTzWB/xhF6LUSmicXwxslyNlaQWOsASeRuQCNd0k3amV9PXMjoJIaiKlFRHmka67TbvH2ZgbJzep96OeNeow+SVrwyVrczS0jLcapjMLeyJsYmFmi3hT8CqqitwimnqoyyR7Gm5IOfQd7Ta/RaC5Zep42N1b/puZVzHaelMGGxuLgbzAaDyK5Zdl2w/hUX14/K5cavo+mzyz4e8nLPvSoQhelgIshKgbZIQnpEDCE0qRI4IqNOY5IUmxQSuFwmJzXJHCxUETD3inA95N2kckB1KKnGyRA6JCeSImVeQ95WDsqzvEVWYAbEFOvZ1+RTOSUatUaSu6oabiyax2ZtjugGzkCnQpv0092yafECgddNQlCBQnBNSqoCUwlKSkRShKgBCBV2XY/wDhUv15/K1cauiwGpfDhFS2N5a9ri4aDoF5/UcO8TDljfDx5spI65ZuO4bNitD6LHOyFjnAyZoy7MAbgbjmFi/K1f8AzLvst/RHytX/AMy77Lf0Xz8fT543csfQvoOJfjE8nZaRmIyVOH1kdEySHhFrIiTYjU3Lt7/2TIOyUkLaktrYo3T5AY44LRODdw5pOt/K3P2KL5Wrv5k/Zb+iPlau/mnfZb+i68vH/wCU9/RPy7P5z7nN7GBlMwMq2sqI6gzsIivG29rtykm40G55K5U9n6mUUMsWIMiqqQvIkbTNDe90aNNFR+Vq7+ad9lv6I+Vq7+ZP2W/olw4982e/ofl2fzn3bGL4Q+vno6qnqeBVUjiWOczM1wO4I934qlV9m5qrDKmnkrWGernE00vC002a0X0tp1TKmtxCARvbWcWGQXZI1jQD1G2hHRV/lau/mnfZb+izOFxsdSWdknoMspuWff8AhYquyr6x9e6asb/i2R+GIjK9oGvi230899EyTsrPVurXVtcx7qqNjS5kJGVzLAHfoNfbySQYhiNRM2JlV3nmwzZRf4hPrK3EaSqkgfVEuYRrkAvcX6LUw48nme/p/hPwGXNy7m/qWp7NVVVhLqKWugBc9ri5lKGCzQehFyb7la+I0k9dhMtIZo2SzMyPkEZy672F/wC6wRi1dexqiOvdbp9yu1cuIU1KypbXiaJ78ocxrbbXHL26crLN4PFy77nYvocsbJbO/wD3/Am7NNkFTMJmNrKimFO9/D7g2BcG33IAG6qVHZCSojgbJWxOMVN6P3oCQByc0ZtCm/K1d/Mu+y39EnyvXfzJ+y39FqYcef8A1Pf0a/Ls/nPusxdmZ21FJK+ujIp6U0thCRdpDhfxb977lWd2Me6mponV0buBE+Kz4SWgOJOYDN4hm38h0R8rV38yfst/RHyvXfzR+y39FeXj/wDKe/ofl2fzn3Z+J4TUUs9HSSZnR01K5rJ2UzntmJcTkIbqP/dNVp0+AVdX6PiRMFDVPgEUsDqcSMAGjSGk6Gwbom/K9d/Mn7Lf0SfK9d/NH7Lf0Vs4tmu3v6J+W5/Ofdaq+zVRUVeITCtjaKyFsJBhPdAy9HDXupv/AAoZH/PVbXRuom0jw2Ig921nDXQ3a0/H3V/leu/mj9lv6KWnxOrmnbG+v4TXG2dzGkD26LMw4/iZT39C/wBPzk3bPv8AwkHZmpODzYe+ugLXsZG1zaUNIa031INydAnDsy908sklY0iWhFI4Ni2sAA4a/wDxCgmxHEqeZ8Ms7mvYbEZW/oo/lauP/wCy77Lf0U5ON857+iz+n5Wbln3b2DUU+H0DKaoqhUcOzWERhga0AADz2vfzV9cn8q1/8y77Lf0R8q1/8y77Lf0XLL02eV3bGvwHE+c9/Re7Y/wqL68flcuNXQ47PNNhEBlkz3e08t8pXPL6Pp+HeHhy187iY8uWglSIXocyoQhAqE1AKBUhTkII3BRuUxCjeEWEuQpGuvoVGNRZJsUBJo+/kmRHW6WY926bH4bqKnCPpJG7JLku0RE7tlWdurDzZpUB1aCqzCN3sgaGyQGxT3cio0B3XXTna6pqVu1kDgbtTeaBoUl++gfZLZARdUASEoCbuVAqUBINU5UCEqRAoWzhbHHDZnt2DiD8AsZbmEPf8lTsaLhzzpbyCzl4deB/ciJCk4Mn/Td8EcGX/pu+C8+n6Pmx+a/gkkjZpWxyPByFzYmvDOK4bC59pWz6a6OqjhfJLx2wNfkMrQ2V1tW7W873XLGGS2sbrexEj5JSOIS4taGi/IDYLcysjycXgYcTLmtjo21NbF6NHLUEvNNK59nA3cL21HMKpg1XIIKmSWcgMc13fkLW3cTfYEkkrLZNUANDHusxpY23IHcJ1NPPSl3CaC14s9j2ZmuHmCnN3Z6GPJZud/5/huGeuleYZKl0Mjq7hksdfK3JewNkQYhLIykMctQA6s4bxK4FxFhobBYbn1UxdYPsZOLZgsA7qFJfEC4OtMXCTi3y/S6q87P4fHXmLuG1Uz8QqzJO8AMc8kvyi7bAZiNbW6Kvjk08tWzjFuXhh0Ya4uGUje5AOtlBAK2nmMsUcgebg3ZcEHcEc0Tx1VRKZHUxabAWZHYADoFm3c07Y8PHHi8/bw0qMztwqRs0k1OGNbJFK+IcNgvu0jUuN1aq62dr64GqkiYypjYHAXyNI10WAaaqLMhimyA3DbGw9ykezEJhJnZM7iODn93cjYq83ZzvAxuXNbPt/j+F3E6qpZiFNCKiV7omtGdosXuN7ub7QbK/W1MzYwGVZgibOGvlzOc4Ag2uCBbzHJYBgrX5GmKd3DFmjKe6FYqHYlU08cE8MsgjJLXua4u9l+ac3kvBx/T3nZrVFXLEKpja6R00FJYsMZF3Ajvg+d/vUomqGQTmPi1DQIxE8VDQZSTqR6qwOHiLh+znI4fC8J8HT2JjaWtbHJGKeYMktnGQ962oV56x+Gw1rc96+Wvf/rTxKpmFFVRtqnyx+kiO5IN2lhJbf26e5Op6qubQVXEnqBOIc7Q9tmhtxqHdbcllCmreFwhBNwy7NlyG17WunGPETCIXNqTENmHNl+CnNd7dOjhyzHc8/wCGxLXTPgramGuDmcKMxsa7vMPdDrjlrf4qSSoqgyZ8VSXwR0hyS8RpMj9DmsNrbLAbBWRse1sMoa8WcMp1G6SOGrjz5IpW52ljrNOoPJXnrP4bD4We9NqXEZo85fWOYTQNcxp+k8jcef6rPxuaWWqiEjy4NiYQDyJaL/FVpIauQtMkcri1oaLtOgGwSOiq6iQZo5XvAA8Othss3K2adOHwsMMpluK6FZ+T6z+Vm+wVC+KSNxa9jmuHIhZ09PPjfiTFT/lkIsfGPwKxVq4k14omZicucae4rKXox8Pz3H/uUJUiFpwKlSIQCQpUIEulDkhCadEEu6Y8aJocQnghwQQ7G6Vw5pXixR9FFQzn5v3pI9rlE+rB7UrNVFSgpRuUy6e0W3RD5fCom6ghSv1UTdHIkNsns1aQUjhZ3tSbG4RSjoUuyU2IuEgPIoFd1TPpBPKjvZ1kVIlTU4bKoCdEiDugbqBwSpEqoEIQiBdH2cM3oTxGGlvEN7+wLnF1nZMD5Pl68U/gFmunDvdaEE2Yue1o8tymvD2+GPMVq5QVG+EuGhssvRMmNPLLlI4VvOyztBLdxsAt6emeBcXPvWVVRXYQRZyLe80SAtc12UgjyKW2pHRVMOc1nEbtd1yFYkd3rhGce0WqN3ecPetNhu1Y1I/572hagflaqVNdPAVXi+SlinbeztETR8hsw2UsBzN0UEp18inUhIcWlCpITepm8g3+6mPPRQQft5z5gKfXXVCgAjUbJxFxdR57aJWvBNkQC1k1xQ8OAJFrKEyEfRJRYUnVNPVNdJ5H4IAJd3gVFOGouVHQuBxFvndOmdkhc7yUGE9/EGDoCUS+K2qmTg08khF8rSbLlbSSkvksC7YbrpMWnFNh00p2DbfHRcUKud/eaS0eSlY4XZYxqB0eGxvcRrKBb3FYK0sQqJ5KRrJZC5ucEA9bFZq3j4Y4n7ghCFpzKhIlQCEIQCEJLoEcE29in3TSOiKHd5vmo76hOvZNkGZhI5KCObkBzKc0WCZGc5uVLsilAQXXSXQEEvevsmFjr6AqZC49Ssoi1xbqNUmR1tQVMhXqUQta4cjZOLCeRUiE6lEQa7omOY/MDlKsITqVdog09EtnX2KkSp1KiHK7oUoaeikQnUobY9EWKchOpQ2xRYpyE6lCWK6rstcYfJ9afwC5ZdJ2afaje3/UJ+4JM7ezeHl0bU5QtcALrNxvFPRYuDEfnXDfotOwxPGWU7jFCA943PILBnxCplu92Ww6BQRB08zY26uebK9ihpuMyGlaQyFuVxP0ncys7XeuzLZWGOoc98bmtfubaK/FPxX2br7NVC2MSEg20HNSsAZGBA6zjuQnM1jO26tU8rGyDXW61A+40XPPikec2cB+9+qsRVcrLNff2hWXY2SQApgGkajRZHpBLbrRhmEsYLTuFUTalwtqApIczZQSNCoo3ZSrTPBpuVQlKc0tQW7ZwPuT6biGMmXR2dw92Y2+6ybRDI+YH1h+CtG9j0RLTTGHeSjewsN1ONkObmGqrO0ehFwoZnNYPNNnnbD3Wuu7yVa5cczz7lFiQO5lIZQNtSo3PAChmnZDGXPPuG5RRXVIEBB3Kr4NWxQ4nmlkDGcM6k6LPmfJVPLj3W8gkbTAG+6zcoa3NNLGsV+UQ2CBrhADcuOmc+zostrcosptG6JjnLFuyYyKlf8AsW29b+xVCxV+tN4h/UqSszs7OPE/cbYosU9CvUrmZr0S69E5CdShuqLFOSJ1KG2PQot5FOQnUobbySWPJqehOpRE5rjyUbmSAEBpN1ZQp1KqrHE9o8JTyx/qlToV6lNoAx3qlLkd0KmQnUpsIQhc0CEIQCbK8sic5rS4jYDmnJJHiONzzs0XSDPOJvBIMIBHIlXoJBNC2QcwsgROlglnOpDh7+qt4XJdj4zy1C65YzXZJV9CzK2rl47o2OLGtNtOaC+ennY1srpmusRzBWeS6NtNCzK2rl47o2OLGt005oL56edgbK6ZrrEdCnTujbTQqFfWPZJwojlt4jzUMrqijkbeUuJFyCbj2JMLTa/V1Ho8QcACSbAFPgk40LZALXGyzK8ve5kjj3Hi7B0U+HxzWY8yfNa2bdW4SY7NrNVM6CPO1mfXXyC2+zFWZqN7iMpEhGh8gsWr/dZf6StXslHmwaZw8QnP5Wq4Sa21jdZOmNSGxjMbdfYuOrK01VY+S/dJ09i2q5ks8FonBpLS0k8lzklJPHK5jRntzCV6dug7NMjNRU1UouymhL/f/wC3WWyQuYHOOrtT71NhtS6lwPFo3MIkkYGjTlr+qo08gc1o6qWdmcfLTY0NjDJNnDO8gXs3omMJGu10rzmmOUutazhdRudpZYd+J21jFkOurDGEi9lWpWiSQZtgtZjW6KViKmVpNiU6JstObxnMzm1WXRNNwQNdio49yw7hJlYuk8dQ2W1jY9Fq0cjXRlp3Cwpo8ozN3CuYfOc99ehBXXG7ZsaTDllk9oUmckHTRV2PvM/Tp/dPc7unv+5aRIJMrLk7KlUVrnEiM2HVRVExLQ2+iqSyZWXSkiTOGnMTc9VG+ovtqo9xdyge8lxDeW653L5NaTmZ7trBRPY5xzOdf2pYWl4vySvGVZ3V0iyWTC+xNlI46KEjvXUQ0knUqNx01UrxYqtK6yoiqXXjA81WTsR49PQ+lGJ3Dc8Ma4jQkgn+xWNeofTuqDM4ZTa11qYbeXiX9TWQs+OonmpH5XgPj1J6hV6eSplkLI5TcjUuKdOsbbKFitmqIpi0SOzXy6m4Szuqaeaz5XF2+jtFen/k22EKpNVmOkjeAM7xoqhNQaf0kzO8VrXUmFptroWcKieajL2PDXMPePUKCmfUzPcyOU3IuS4pyG2wq1ZVejZLNDi7lfkqNLUSsqWse9xBdlIJumVwkFQeK4EkXFuQWph37m2wxwexrhs4XSqpQxzNaHySZmFoytvsra52aqwIQhQCEIQCEIQCEIQCp4nJlgDBu8/cFcVKfDzLK5/GNidARey1hrfcqCKOs9HyMjHDeL7jW6io5ODVNvoCcpWnFTmOmMXEcSdndPYqvyWf+t/t/wDK6TKXe2dGVTIp6otjJEmxvsSoI5ZqSW2otu07FXDh1rOZM4PG7uqVmHDiZ5pC/wAuqc2OtGkNU2KoqcsRIkOhuNCVBHJNSS2NwRu07FX56ESScSN5jcddE1mHAvzTSl/90mWOjSjWX9KkvzN1ZNHCYxIanu23Kt1VIyosb5XDmFXZhgDrvkuOgFk55ryaMxJoY2Brdg0gfcrFA9gpY2lwzEkAX8ypKmmZPGGnulvhI5KGnw8Qyh7n5iNgBZZ3LjqqsVILqaQDfKVtdihfBpvr3flasldH2WgZHh0wYLAzF1undamF7aEGJVDoWhkdw6+pChZG58PGlPcG56qPFZeJiDsp7o0V6ojmrKampqOIuaxt3EbX81Wts6Ko9IdPCWWjLbe1UIqcMOcODLO2PtWyzCTQh8lbVRMc7XI03Kz5om5BK+MuY51h5q1cb3OiktNI09dExhLpMp6oqWRktfHmYQAACimzNnDpW5bHVc7Hszm5M/m1IIsjddyFZZJbQ8k2PLJqNio6xroWiUAlg8VuSwi5mDhqopYX52zRbt8TeoUEdQDHmBuFPDUbIqxma9ug0KijlETyBopQGu7zBa+4VSqYWNzD6OquPalaUE+Z7zodv7p75RY6/os+ieLSHzCfJJm02HQLswjfIXm5OgTGkSO02GyhqnOaI2D6R+5TQsEbMx9yxlVhtZJwIbtF3nRo6lNpoXNYQ/c6lShpdJxX2uBZo6JS8DZYaPbZosBYJryLEFRuktryTm6gE80NKxvrdMzKaobbXqm0dJLW1QijHtdyCrF7CGCatm4VOzM7meQ9q3qDs7T05ElR8/KORHdHuWnR0cVHAI4m7bnmT1KsHUXW5i45Z78OS/8AyO0N7PU4AAHpTdv6HrgKWnZOw5pi0g+FekduI2y4LGx4u0zj3d1y89OF66S6ebVrmmtONndJHDFDSz8OTOS0gn3Krhn71/8AUq76GG0xhjeW3Ny7qo4cPMUoeJjpvYWupzTV7opy/vzvrP7qTFP3of0j+6mOGuLi4z6k3vl/8qSooeMWnim4blJIvda5puGlSsB9GpjyyW/BLS00c8VzMWkHVqutpG+jcGRxeNwTy9ir/Jeukun9KnPNa2aPEUcVDMI357g3Kgwr95d/T/cK26jHo3BjeWC9yevtTIKAwyh4mOm4AtdTmmr3VRZ+/N+s/upcU/eR/SP7qd2HXlLxKQCb7ahTVVI2oDTmLXNFr73V55uVNHU0jODEzMM2QaXUyq0tE2nfnLszthpaytLllrfZqBCEKAQhCAQo7kjcqsZH3Pfd8V06bWOPMuoVHiP9d3xRxH+u74qcjfTq8hUeI/13fFHFf67vinIdOryVUOI/13fFHEf67vinIdOryFR4j/Xd8UcR/ru+Kch06vIVHiP9d3xRxH+u74pyHTq8hUeI/wBd3xRxH+u74pyHTq+hUOI/13fFAkkOznfFOQ6dX10WByiDBJ5DvxSB8AuPL5AbFzgfNbOF1LjhToSSfni7X2BWY6ZuGpsko7xe7mVZhrHNjMQkfG3kWlVJ3AyCPmFM1jmgZhotMHOge43a9jr882q130vpNDTs4kMLIx3nOcNSsJz4xIARudlaxIwiqAgiDG5RoOqCSWmpuK1sU3GLT3nAWHuTJ2B1Q48w0JaRpDSSNSo6l2Wpv5BSzs9Mytk2fTy8J1jsVrRubNEWnUHRZJaHx3bupKecs57LlY3EdTRyUUjnRguhcdhySRSG4GvsK1hI2aKxAUBpGnRoFuQVlU6CWzQCVK8slbldzG6qPge3SO5PqnQqrLJPEdWPb7QmlanAEDfm3FwNrA7ojBvZwyk9VNHG0U7C1xfJa5QYC/IB3TfYlbm07KskTROXucHECwAGgSggqCulNNPw3Cx8lXFUSCSQAsWC1PJlFgVXMgALnGwCrOqzI7hwMdI7ryVqloXkh9W4G2oYNk8KfSwuqCJZAWxDwtPNWZC1p3TpZg1thoAqRkLyVPIJJC87WAXQ4WwQxQ2FidT53XPZRoOZXSwDKGDpZbxc82pfml29iQJfJbeZz3bT+ExfXj8rlxS7Dt45zcFhsSD6Q3b+ly4Hiv8AXd8Vm47bmFvdeQqPFf67vijiv9d3xU5F6dXkqocV/ru+KOK/13fFOQ6dX0KiHykXDnWCTiSeu74pyHTq+hUOI/13fFHEf67vinIdOr6FQ4j/AF3fFHEf67vinIdOryFR4j/Xd8UcR/ru+Kch06vIVHiP9d3xRxH+u74pyHTq8hUmyPzDvu+KmzO9Y/FXp1jLHRI3ciq7vEfahC6104ZEqEKOpEIQgVCEICx6IseiEIgseiLHohCAseiLIQgLJWlzHBzdCEIQWXgVMeZotI3cK5hAvG5p071/uCEJl4cb23GgA3iZrC/VOkc0N3QhYc1KoALb22UsWZ1nEX05oQirkGoNxsmVUOdoe0ajfzCEK/B2x8IWP4ZHqnknyMJu9o35BCFzdIWGZwsAVpQTNc2ztChClah8mVzdTf3qADKe7O+3quOYfehCm1aNK0l2rcpt0slrS6OK7GXf+CELt8Gfi5qqZLUy55Jbnb2KSDDQ7V7yR5oQuarojipo+4NeqgdUu2QhQNYXSG33qUtbG3TdCECUwMtXG3q4LpdreSELpi55NJpzRg+SU6i6EKvO5nt9rgkB/wD6G/lcvP7HohCsdsPAseiLHohCrYseiLHohCCanmMZyuBLDv5IqIeGbt1YdkIV+Dne2U18UNj0RY9EIUdBZIhCKEIQgEIQgczxj2qxohCsceJ5f//Z" width="256px" alt="net assets nonprofit"/></p>
<p><h2>ALTRUIC® and Helping Nonprofits Create Good® are registered trademarks of Altruic Advisors, PLLC.</h2>
</p>
<p><p>In other words, there is a predetermined period during which the funds must be used for the intended purpose. Another type of donor-imposed restriction is “permanently restricted.” Permanently restricted funds under the new accounting standard are now called endowment funds. (Actually we’ve always referred to such funds as endowment; now it’s just official.) Per the FASB Glossary, the purpose of endowment funds is to provide income for the maintenance of a not-for-profit organization.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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aCljJDp2XG8MvJb1AVa8raTrH+yk+ytcBF7/L+QqxmsAixYrnaSC1o2Yh7zzroW2DBAvc7s8FsY7W0nWv8AZyfYVOVtJ1j/AGcn2FrpFf8A8G2Fw43Wb/RV7xQNbto8FsQ7WUnWP9nJ9hOVlJ1j/ZyfZWu0U/4NsLhxus3+ibxQNbto8FsPlXSdY/2cn2VTlXSdY/2cn2Vr1E/wdYXDjdZv9FO8cDW7aPBbC5V0vWP9nJ9lU5VUvWP9m/7K18in/B1hcON12/0TeOBrdtHgtg8qqXrH+zf9lU5U0vWP9m/7K1+if4OsLhxuu3+ineSBrdtHgtgcqaXrH+zf9lU5UUvWP9m/7KgCJ/g+wuHG6zf6JvJA1ns8FP8AlRS9Y/2b/spyopesf7N/2VAET/B9hcON1m/0TeSBrPZ4Kf8AKil6x/s3/ZTlRS9Y/wBm/wCyoAif4PsLhxus3+ibyQNZ7PBT/lRS9Y/2b/spyopesf7N/wBlQBE/wfYXDjdZv9E3kgaz2eCn/Kil6x/s3/ZTlRS9Y/2b/sqAIn+D7C4cbrN/om8kDWezwU/5UUvWP9m/7K9xbS0pNuNI/SY9v1tWvUUO8h1hkXRIw/7N/ohsSDrPZ4LalLUskGaN7XDpaQ76l9StV0tQ+N2eJ5a7pbz9hG4jsKnezWOCoBY+wlaNQNzx84f5jmXkuG/krm7BhmbgO87BGc0o9nvAVBHtDpAWqnbMfAGML29oWrOGX8PP9DD/ANShimfDJ+MD/Qw/9ShixLN9Vh+6O5buS+4ZzItgdzr+P8O/Sqv3OqWv1sDudfx/h36VV+51S2kt963nHesW3P8Ab4/6b/hK7QRFq/hk4XafCWupqfJNXkEcWDdlNpcOlLefUWjBub62Gq7Cq+ahfcFPdosepqKJ09ZPHGxo3vIF+gDpN7Cw6QtJbX90PEC5lBC4tadJJPBMjfCzEA+Kb23h3P0Ln3bLa2qr5jUVtU+V/aTkj3nKxnitaCbaW86jM1WXee+g7O1QroZrW5sS4c6t5JijDQbEufLJIbjXpDbbtC02V5gfDxV3AmgieznN8thpuuANNdTr2rQ0soBsdT0G9h5ek9i8TVp3X1+rzKVOKF17s3w0U73Rte9zWEjO54DbncBcXHORm7BfetoYRtrQTWayspsx+Txrb/JtvPaF+fuH4y+Pcb+W+uqz1NjTnAviL+Max+gs692uF9RpYEnfzdqKksX6DxvDhdpBB5wvS4w4MOFeso3MtI50YID4nuJa6wzOFifBcA4G43XF11bsNtdT4lCJoHWcNHxu0cx1gSCPOioLaKRIiIoREREREREUG2houKmcAPBf4TewHePM4HzWWLmGimG2VPeJsg3xut/Zfp+0GqJFfPuFVnCRtGIxo9E+k3md4GoXf2TM+el2uOcXHo+SsiqL2QvJC0S34Xkqi9KllKqBXkhFVUUqoLyUXpeUUqioQvSoVUpUX4RawspxG3/jOsf0R4TvTYDyFalxLaKmgcY5ZCHC17C9idbX3Xsdy2TwoPGanb2Sk+cxgfUfQrHuesUZR7SRwyhhhxmnkis8BwE7AJoXa894XsHbOvrDAB0SycE4MzLtGNEe5zyRoxi0HY0BZ1o2jM2XZTZiWAqXelUVoDUVzjSAFrxm11ITYSO1/Nv9AN1la2ujiZxsjrM0sR4Wa+rbAb7jVdmcKGyMWIYXXUDIog+pppRE4MaMs7RxlO7Qc0zIz5lxbwN4acXxPBsNcxxjil42qa4boaW82V4dzObEyI9swC6eVwzjmFE86G4wFWUBF9QKG/lr0Fc/JeUGZMGMY4bjBoMOgIBNQKG++416Csdyxo+td6B/FZfDq+OZnGROu3W99MpAuQQewg+dd4d4Q9RD6jf4LhDhxoPgnF8ao2tyxVLhUU9t3F1QEsmUczWulnjA/wCR5Es/DOO6LSYxcWhzAi8Co0nPm6UsrygzLo1JsNxKONwINQCRpOcinSsVLtbSNJaZTp+ba/pINl9KbaileHESnwRfVp8LsFr3dqNF2nwPbHR4dhFBQyQxcbFTsM5cxpPfEt56nVwvpLI8C/MAuP8AunsYbXYxiUkOUQYW2Kjj4uwGeJzxUaN0zCodVNJ/Mb0LFhYY2g91AG6TmOYAnXoWHBw/tSI+gaw3E0ocwBJ/FoAWFO2NH1jvV/7rI4Ti8NQHGF98libjLob6+TRd0bO0MXetMTDF94g+Q3q2di4x4ZHsj2mx0EsY29MGglrBrRUZsBoN9/Ssuy8LZuPMthxcXFNa3UzAnPVZ1i4dT0xNshRsTFNa3EZmk566wotNtdSNJaZTp+ba/aLm9lcYZtHTTvEcUhLjuuLXNibXHPYHeune48pY3bOUznxxk98Yhq5rXH8JlG8hQLuy4WsxLAgxjW3jxG+UBt7Po7XsO0qzKYYTsWOxjg2hcBmOYmmtY8hh7aMaZhw3BmK5zQbjWjjTPVa1WKxPaGngfxcshzC17C9r6gX3Xsr+tqBGx0rtzGknt6B5SbDzrf3cf7FiHDZMWq4mmfGZOMbxjQ7JSxl7ae2a9g9zpZbje18fzQulwmt59nhjINMZ1999APE9xXX4YYTRLKbDZAoXuqb7wGjpGc5uYrmmLa2kcQ0SnX829vQbrPDs512NwkbF0+J4dV4c6OJpqonCOQMb9ymbZ9PJoL+BK1ju0AjnXEmzMsmR1PO1zZ6N74ZY3eNG6Mlhabc7S1zPKwrBwdwljTsZ0GPStKtoKZs4znRf0Fa7BTDCPaEw6XmcUGlW0FM2cZzov6CvhU7V0jHFjpTcE7hobaG1zqL31Xz5ZUfWn0f910R3GdVSNwepFTJSNf8ACdTYTuia7L3vRWIEhvluHfSt80bKWUF0IpXtBsTEI5ADYG1231sRp2rQPw0nsY0Ddh8VzETyhWmHGgZSvBP9l+f3LKj60+j/ALr70O09LK4RskN3EAXGlzoBcbrld8VopIgDMKSMOvYy8VHmI32z2uuee7MqaZ9PhPeslM4jEDm4h0biBxR38Wd11XBwynnRGghtKjQdfOq5fyg2k6K1rgyhIB9E5ifeWpl4qJmsa57zZrASSeYDyL6FYzaf8Gm/RH7TV6ZORjBgPiDO1pOwVXsE/MGBLRIrc7WucOcAlWLtsKMGxkdp2f8AdX+E43BUEiF5JAvYi1xexI6bEj0rsbgNoojgGCudFEScKwwkljSSTSw3JJGpXNXdPytg2kqJGtaAzDaYhrQGguNw3d0mwXndn4YTUSYY2Ni4pN9Aa02ryiy8PZ6LNMZHxMQn0qNNQNefQopiOJRQC80gbfcNST2ho1t27lYw7QteM0NNWSN+dHFnHpa5dCdzVwPUnekGO4tBHU1lexs8LKloljpIHgPpyI3+CZnNyyZ3DwMzWttlJduLH9tsJoHtpq7FcMppMoIhqamCncGG4a7i5HghhsbG1tCrE3hrNPefMANboqKnp0bAsef8oc6+IdzBrW6KjGJ59GwLhmDaamLsjnPY4c0rS23lte3nss9htZkcyeIg5SCC0ghw5xccxFwup+FmvwaXB6vFKuDDa6mp4XvjJ4mpbLKRkp2RzMJyvfI+NgcxwIzbwuOtjKZ0dMzOTd5L/IHWDfJcNzf2lt7DtqNaxfKzTGuaWnGNKXG6hF4vqujwTwpm7VjOl5hjSMUkuF3JQi8X10UXvhdlD60PbufT07gekODiFD1ItvnXmi7KaEegvA+gBR1eBRZMScR0sMzHOZ1SR/C7iWZiQw3VdsRbA7nX8f4d+lVfudUtfqVcEuNCixOmrXNzd7iqLWD/AIj3UtTHEy/MDI9gJ5hcquW+9bzjvWFbn+3x/wBN/wAJXSXD7wlfBkPedG4d/VDCcw170iOnGHokPyQd2ruYA8g4/XeG4l73PeSXvec7iXam5POTc+c7zqZHttjUs0s1XO/NPO9znuPSdNBzNaA0ADcGgLX+IvsTc+E7U/mjmHlK67OvnFoxQvnNMTpzHf22/wCy+Qmt4VxpuH+v9XXyJubf615vpv6Fb1UlzlG4afRr9aqUr6GQ795O7z7z/kqE28ut+znXya7nPm+rRfSGMnU6fTYD/JTmRULj6Sshh0vycxsejm7dyshHmPPr9Kmuxux8s9nBpsfp0tfyBW4kRrBUq5CguiGgUfrqtzHhrBYMu5rtRdxsTu/Nba532C2hwS7bS08raqI+EwAPYTYSN0J0B0JAtu577wFmDwYN4rwhqBppc9uigNTgr6Kq4vL4L/FO4O3eCe3XTyK3DjtfcrkaVdDFdC71wPEo6mCOphcHRzMa5jhrdrhcbuf/ADBV6tJ9y3tLxkNRhrz4VK/PGDoeLlJcW236PDj/AG1uxX1gEUKIiIoREREVnjUWaCVv5jiPK3wx9LQoCtkvbcEdII9Oi1ta2nQvJvKRAAjQYutrh1SCPiK6vBx/oPbyg7a+CtXKi9vGpXkhecLsgV4IVF7K8kKVK82VF6Xymma3x3tH6TgPrVyHDe80YCTyXqoL0VRW5xGDr4faM/ivJxGHr4fXZ9pZe9s3xT+q7wVwMdqOxXKo9wAJJAA3k6WCxlbtFSxi7qiMnojPGH0MuoTtRtS+oBiiBZCd9/Gk7DbQN7Bv5+hdlgt5ObWtuO1ohOhw6+lEe0tAGmlaYx1Aac5AWdKWdGjuuFBpJzfNWG1OJd8VDpG+I2zWdrW3185Lj5CFFdo5pIO96+D79h9RBPGeh0cjJG+bjGRHzFZZfKsgEjHxnc9rmnsuLX829fYwsODBsoWfBHotZiN/6i489bzyrp7TstkxZ75UaWkDnF4O1dzbO4pHV01PWwG8VXDDNGfzJWNkZ57OC1LwL8Gvwfj20GIujtFJM1lEf+XVBmJVgb+a2SSCMf0RXz7jbaE1GCmhkcTNhFRNAQ7fxT3Gopz+iOMkiH9At2krxggg0K+bXAtNCrJuKQmodRcYOPbCyYx8/FPkfC1/kzxuC09w58G3wjjmz1aI7xCd8VabXHFUwfiVMHfmuMNTF/5wWvMG4SM+3r58/wDs0734S0m4BbH4EYF9DmxFlweibTeusQoQiiwm3uPMw/D6zEZLWo6eaUA/LcxpMbPK5+Vo7XL89cRjf8HSzSuLpaqQyyPO97nvuXHym7v7S6o7tbHizDqXCIz90xaqZmH/ACKVzJnH+8OpPQehc2bbxhtE9jdzBGB2BtgPoC6WwpPHl5mYI+zDIHO4GvYO1ddg3IY8rOTLhc2E5o53A17B2r9AdnPwWm/oIP8ADYoPtXwH4DiFVNiFdh75KmqLDLIKyuhDyyNkLTxcFS1jbMjYPBaN195KnGzn4LTf0EH+Gxco8MPCRj0OPYrQ0GMyQ09G6nMcXE0rwxrqSllcA6Snc43fI86k71z8CC+M8MhipOYdq5aWl4kxEEOEKuOYcwr3LqLYjZSkwqlbQYdCYqeN0jmxuklqCHSPdJIeMqHvebucTq425lzx3aP4ywH+jxH9ujW1O5h2jq8RwOCtxGodNUST1rXSvbGwubHPIyMZYWNbo0AaDm1utVd2m4DEcCJNgIsSJJ5gHUZJV6zyBMwvfb8QWTZRAnIJPDZ8QWqafBn4nX0OBwkg1szeOcP+FTszSTP3aFsUcrxfeWNHOu4MUrKbC6CSd4bHSYZSOcWt0EUFNESGgdjGAAeRaB7jHZgyvrto52H7s51LR5gNImFj6mQeVzYYr8xil6V0BtDj1BT5YsQraGHjQS1lZNDDxoaRmIbO4ZgCW7r2uFl23P7tm3xdFaN5hcNufpWZhFahtGeiRvw1o33RcNufnKhvc5cIJxzCm1kxj75hmnhqmRkEMeHcbDa3MaeWA+W/QtEd01s0cNx1mIRttS44y7yL2ZWR5WTc1hmBgk7TJMebXp3BtqMIdI2CjxHCXSzGzYqaopXPlcATYMifmcQA46A86jXdIbFnFsGqYImXqaW1TSWFyZoA4ujb2ywumiHbIDzLCk5p0tGbGbnaa/LpWvkJx8pMMjsztIPiOkXLj+bZile4udFq462c4DXfpfTyBdEdwuwDCK4NAH/5afd+p4aP8gtAbO1/Hwxy3uSLOt84WBPn0d/aXQPcNfiiv/reo/c8OXWYWQpYQoEaA0APqbgBXMb6c67nDeBJiDLx5VjWiJjOq0AVqGm+nOsd3c0LXwYOx4BDq6UEdhiaD9BWiKPZyljcJGReE0gi5cQCNQbXtoelb77t77zgv6/J/htWmll4FyUCMyI6IwEgtoSAaXFZvk8s+WmIcV8WG1xa5tCQCRcc1UWN2n/Bpv0R+01ZJY3af8Gm/RH7TV3Fqepxfcd8JXpFs+oR/wBN/wAJXZ/AV+IME/qrDP3WFcv91hTmTaOqjaPCdhlLYdJa4uA8+Wy6g4Cv938E/qrDP3WFc0d07UCPaeeR/isw2mJ82bTyk6LxazGMfMsbENGk0PMc6+ebHhw4k5DZFNGk0cdQINSt8dzVt3S4lhNJTxysFXh1NBBU05Ia9hgY2FswYTcwyBgcHDS5Ld7SFfcInAxg2LzOrK2lkFU9rWuqKaaSBzw1oYzM0ExvLWtADnMJsAL2Flz5wX8AVTimGxY6zEpaSvqJppaazTkEHiMfnic2aOR7hKRI1xHFuZ4O8mdbObJ8IFHK1jcXw2ohaQD3/K6qY5t97nPpBU7r6B48qwnAAmmZa54AcQ3No5lH+ELuXpoIJX4DiE0odZ0lDWFsbqnJ4bAJoAyN8gI8FsjG6/LC1bgdeJo9WFj4iWSRkFpjc3Qtyu1G61jqLEcy79buF1wdjFVFPjGN1NKQaeavnMbm+LJ91mzPbzEOJzg9Dx0rqcD5p8OdEJuZ9a9AJB+ta7bAGeiQrREFv2Xg43/UEg/x0qO7effov1eL9qRR5SHbz79F+rxftSKPLy+2PXo/6kT4yvaIebb3orzBXWmYejPu/QeBbtVmrjDfvjO3N6Mrr/QsSW+9bzjvWvtr1CP+m/4Sq4/UAPMj9WRa5R8p1vBHkN/o6VCq0n5fjPJc479+tvRYBSjHHXNxYgkOI1NtxOh0tct058wUXkjdI8mxu5wAHntvPauwC+cVSHRpJAvzc3TmP0q0ibc3Pyr28gOv06LJ11ERkjB1fYa6AOdp5bajXoX2+C3GUU0YAc8/KN+KjsCHPIHi5Tm8rj2KVCxkMOY31s3o59Nw7P8ALyr7mMkiKMEkkXtrcnms1SGromMAZA1wBFmNPjHdeR/zS8+FbXKLc9lu/gF4HyQyvxBlrm8cZFi8bw519QOgduqsRowYFky8uYh5FEeCrgnlnDaiqY5sZ11FnP7AOYdq35gezMUADWRtFrAAC3R/BTAYe2MBrWgAaAD6PqXwlZ9H+itREiOcalbtjGtFGrEVFELHTXsWpeFfAszS8NN2+ELCxBFucf6C3TMNCFD9roBIxwtu3fwUQ3lpqj2hwIK01wFbS96Y7T5jZlWDDJcnR0hsw+1bFv5nLtFfnhtJmpcQL4zZzJGvZfTK4Frmnfuzhp8y772SxdtZR0tbH4tVTwSgfN4xjXlp7QSQe0LeNdUVXNR24rllERFUrKIiIiLXVY2z3joe8ehxC2KtfYsLTTD/AJsv7bivNfKQz/RgO9pw2geC6PBw/wCo8cgWPdvXmy9vXkrycLtwvC8TSBrS9xAa0ElztAANSSTzL6kKBcJ+KkFtGw6EB8tufU5GeTTMf7K6jBHBuLb9pw5GGaVvc7gsbe4/wNZICzZKWdMxRDbpz8gVntJtlJITHSEsj3cZaz39ov4o+nyblE5XlxzPJc4/KcS4nznVeVbVdfFHpJLG09DnAH1d6+27DwbsrB+XEOVY1gGdxpjOOtzjeT2DQAu7hwpaSZoaNZIG0lXKLHx41TONhUR+c5fpdZX7SCLggg7iNb+db6DNQY33bw7mIPcr0CcgR/untd7pB7lVFbz10TDlfNE09DntafQSqMxGEkNbPCSdwD2Ek9FgUM1BBxS9tdVRVDOy4dimI2uamMK7Kq5RfKoqWMsZJGNvuzuDb+sV8fhOD8og9oz7SPmYLTiueAeUhIk5AYcV72g6i4A96y/Btt1V7PV1XVU2HmrgxCKMPhEzqbLLG7MyTjGwy6tzVAylmvGjUZbHYNX3UNe5j2s2WLHua4Nea6STi3EENfk+DW5rGxy3F7bxvWsWuBAIIIO4jUEcxuOZUkeGgucQAN5cQAPKSuTmsDpWNEdG84RUl2igrfsXDz2AMlHivj+dc0OJdooK3m/Uo1Fhc8dNFLGXd+QzsqA4nM7jWuDmk66vBax2/eFvgd1JW8+yjvKMQkF/N8GG3kutR/CcH5RB7Rn8VcQTNeMzHscOlhDh6WlUx8F5Cac0Q4lKNDfRLTXF0nl1qmawMsydcwQ41C1obRpaa4uk8utXe3u2FTj2JxYnVUTqWOkphFFTmU1ADs0r3yB7oYiXO43XwNOLYLmywW1lG6amkjjF3HKQOc2Iva/PbmWVVqcSgGhqILjpkZ/FbWXsiVkpN0qX0D61JIBNRTsW7lbCk7PkHyLolA/GqXEAnGFOa4LauH905WRRRw8lXHio2Mzd/wAjc2Robe3wYbXtuuVqvGsVmxLEsRxeWk72+EOKtA6TjuLLIYae3GGNhcDxIdfI3xra2uvrTzseLxvY4DnY4OAP9krxPWxMOV80TT0Pe1p9BK1kjgvJykVsx50kCtKkUvBGdaazsDZCRismhHJArSpaAagjOpXwRcNVZgeHx4U3Z51RxMlQ/ju+3U+bjZXS2DG0MosM1r5ze19NyjfDht5V7RyUspwh1IaGKqbbvg1XGiYwuJu+nhsRxNsozXzc1tbaPEIXENbPCSdwD2Ek9AAO9XKx4eBkk81bGcRyEd6xYXk+s+KcZkdxHIWntAU52I7oGfDaKmw2m2TeYqOJjA4172GQjWSVwGGEB8jy9513vKgu3+0M+0GIuxLEKIwRR08UMFKZXTCMNLnuPGZIy4ue+RxORu9o1y3XzqalkYvI9jR+cQ2/kudVZjHKa9u+I/p+uymDgxZ0pGa6LGrT8Li0A84VUvgdZMjMNfGjg0/C8sAPOFayYcaSSCuw1mWpop4Zo7FxzGNweBYu1GYC4G8Zhzrdp7qSt/8ACbv/APRk/wD5a1VBM14zMe1w6WEOHpCpUTsYLyPY0E2u8hov0XcVlz+CsjMu8812IKfhxQ3nWbamBVnTj90Nf5ttPwYoZdp1BWGGyOkqq2qbRupYKud0sdM5/Hd7ukc572Nfxcd4wXEDwG2GUa5bqWcDXCxV7PU1RQMwJ1UJ6yWfjhVOpgM8VPAGBraOUOFqcOzZh49raXMb+E4PyiD2jP4p8JwflEHtGfaVEewZGNLQ5cx7mVocZtfS+rlbmcGbNjykKVMzdDxqHGbX0ryPBSHhe4T6raHvGGTBXUgoqgy8Yal1UHhwDXAh1JDlsBfQuvusFiVbRYhC4hrZ4STuDXsJPkAKuVtbCsqBIsc2C/GqbzUHNzLd4N2LK2bDe2XiY+MQSag5hcLkVljsDpIJY2C7nN0G65BDra85sr1W81fC0lr5ogRvDntaR5iVtJsQ3QnMiOoHAjPTOKaVuZ4QXQXQ4zg0OBbUkDOKXV0rYWxHdD1mH0FFho2ZdKKClpqcSmufFx3ERMh4zixhzsubJfLmda+8rXXCTjU+0GITYjNRGjElNDFxZlNT4UTrtOcwxEh1zcZRa28r3DXwuIayaIuO4Ne1xPmBVaisiYcsksTTa9nva028hK46XwTkIbhEMUuaM9SKc1R4rgZbAey4ThFdHLmi41c0A1GYkeNVO9iuHrGMNhio6vCqWrgpmRxxPpXGje2KNojYCIo5GHK0AACJm4X6VMm91PT21wHFc3QHREX/AEtD58q0lBWxPOVksTj0Ne1x036Ar3UVDGC8j2tF7Xe4NF/7RVuLgbJvq+HGIbpzEDpuVqNgBZ8SsSDMEN/6uA6bu1TLhA4cMZxaJ9HR0jcOppgWyyGR01RJGdC0SFkfFhzb3DG31tnHPB8LoWQRtijGjd553E7yfo8wCp8JwflEHtGfaV0x4IDmkEHcQQQR5Qt3YljSUkSYLsZ+k1BNOQDMF0WDuD9n2eS6A8PfS91QTTUAMw7eVRvbz79F+rxftSKPKQ7effov1eL9qRR5fO9sevR/1InxldFDzbe9F9aW2YBxsDm8/gmw85sPOvkrjDgDIy+4G5F7Xygvtfmvlt51iS33recd619teoR/03/CV9JaNxje4Ddo63yW3BB9ctPblPQvrhGANbI15vla6+t2kAtu0noGUucN58EdKsTi4a+oGdtnPporuJdbI3I/ssGuzXHZrvWOxva97oixriC2TUXzEtyADwuzPbz9i7FfN5WeqmwcfE8hloo5pZ7m7Y75mQsGtyLNcRbW3lTZqOEOkqZAXPq5JAyMWDnMucgNvFabi9rbyb2AUO2OwiqxAuipWSvdI4GUsFwGg2aL/nW3X5je1rnpTgx4EY4clRiU+eQhp4thIaw28W5N3dFxYb1YizDYdyyoEo+JfoTgj2DhlmGIYiY2tuDFE63hEXyl2bW1ySAuhKeaCwaySPQfJI5vPuUA2hwegjZZmZoHgjw72IaHW3dBB16VAvge7iIKx1zfKNWEW6CNTvF+bUeRawvDjetuIZa30cwW+agt1tbcNd6x9UOhat2UqK+nsySSeQF2gcc9t+m7m6RbmWyZJTka4gg2F/o/irLleaDReaiPTt/1/FRTaGLeqbX7Zx0jC95FhfS+88w+papxDhQrJnfcaZmQ7iA4ns39iqhwy5W3xQ24rWnDJGW1Zk6Awjts4A/5Lp/uQcd75wXvdxu7D6iaL/y32qIt/wDSvb/ZXLnCvVzPdE6ogDDLnAdYi5sTuO43H0rY/cQbQ8XX1dE53g1cTXNFz48LnFth+i+S/m7Vt4H2AtHOD0yuwURFeWEiIiIigWOj7vN+mfp1/wA1PVBdpB/tEvlb9LGlee+UZv8A8UI+33tcugwdP+u4ez/IWKdvXkr25eV48u6C8rTu2MhdWVBPWW8zAGD6GrcZWl9r35aqqd82SU28hJ/yXvXkDDd85l50QewvbXuXQ4OkNjPcdDf5CxuzuB1uMVzcIwoAOAzVVU6+SjiGjnEjW+rWhrfCc5wAygOc3pTYruecComDvik78nPjzYgeNDjvdlpxaJrb7rtc629zt6wvcU4K2PB5MRIBmxOrqHPeQLmOncaaNl/miRtQ/wAsrl77rLb+sw+OhwzDJXQ1GKunz1LNHwQQcS17WH5L3unHhjUNjdaxII720bQj2jMYxreaNGoE3DxXklr2rMWtNFzqmpoxugAmgAGvWpviHA3s9M0xuwHDWgjfTwNpHeaSlDHA9oK564dOCLk8wYrhdS51A6WNk1HVvaXwukOVnFPNjK2/NYyNAzEvbmLYtgG1eN4ZMyspMXr6gtI42mrppqqOpbpmBZNK6xPzm5XjmdvB+e2WPV2OVff+LnLHGXCloWk8XTMvusd7zpmeRmeQL5WhrBnyth2lCm2sY0tdnxtAHKRd0ac1Fs5LBu14E8yHDaWPz4wPogay4Xc4znNRS3uVNisNxmoxp2KUbJxA7DnQcY6RhjE7sS4z709u8Qw6G9suikXdT8GGD4Zg/feG4dHDP33TM4xj5nHI8SlzbSyOGuUc3Mvp3EX4XtF+nhf+JjC3XwwbBR45QjDpqiWFvHxS8ZE1r3XjDwG2k0sc/wBC0k1UR31z4x71zk7XdMTGz4zq89TeuSuDTAqav2kw2hr4RLTzw1XGROLmh+SmrpWaxuBFnxsOh+SF0JtzwJ7PQYfX1EOEQtlgo6ySN4kqCWPjgkex1jNa4c0HXoVtwbdz7BhWI02LNxWtnkpBOGxzsjyuEsE1OQXN1FhMXac4Wy+Er8VYn/V+Ifu0yu2jNCamHxgKYxqr9qzonZt8cCmMa06KLhjY03pIif8Amf4kiymBYC7FsVoMFZmyTSiSqc2/3OmivJMSR4pMbXtBPypI+kLEbIyBtFG5xsGiUk9AEkhJ9C393GGyx4us2hnZ4de90NLmHi00Lhxzgeh8zRH/AOlB5121t2j5myIEBpvextfdAFdpu2r0XCK1vMWFLS7T6URjK+6Giu00G1bC+IjZv+ZYfa1Pv1zfww7HMwPHHU1PHkoMTiZLSNu5wiewCOaIOe4klsgcdfkzxjmXUuMcIMEGOUWzzsvGV1JVTZs1jHIxze9YsvPxscOIOud3EtGubSJ91nsca/B31UIPfODuNVEWi7nRNaRVxiwJtxX3Sw1LoGBcRZ846UmGRm/hNecaR0hecWXPukZqHMN/CQecaR0hc0YmbQynoil/Yct39zxwS4JX4FQ1tdhkUtRMKrjJXSTtL8lXUxM0jlDRZjGjQcy0N32JqR8ot4cEtwOZwY4OHmcCusO5R/3aw3yVv77Vrq8NYrYr4D25i0kdJC7jyiR2RokvEYagsJHMSCtOd0LwRjBiMawSBwoLMbXUrXOk71GgbUNMhLuJJsHXJLHG/iOdksO5X2Nw3GavGnYlSMqGQDDnQcY6WPi+OdiAk+9PadRDELG9sgtbW/YFTAyRro5Gtcx7XNex4Dmva4Frmua7QtIJBB33WreBrgt+AsSxeSmINBiLMOdStJJfTuifiBnp3X1cxnHxFjzqWusdWku5EzcUwBAJ9EHGA1GlFwjp6M6WEsT6AdjAajShpyGubWtZ91RwZYRhmEMq8Nw+OGc1tMzjGPmecjmTuc20kjhqWNN7X0WpKh08s0GH0ERlra1wbDGLaXvdxzaAANeSXaANc46NXRfdtfiGP+sKT/DqlCu45wdk+J4viUgBfRx09PBfXIJ3SmYgbg7LSRi++z3j5RW0s203yUrG83c5xaAdQ9Kp59C3FkWxEs+Sj+ZNHPLGg6hR5JHLoHPVTHg77mzDqdrZ8ac+urHWMmd72U8bt+VkbCHSAbs0pINrhrNyn7+CPZ8ty8n8ItuuKSFrvXawO+lWfdDbby4Ng89bShvfL3ww05eMzY5JnWMhBFjkjbI8NOhc1oOhK5ArdosaikhqGY7jT62omYI2R1E72vle4ZYxCZCxwLnNaIwwtNwA22i1sKVjR2xIovDRVxJ18+clamDJx5lkSM28MFXknXmz5yVvXhZ7najjhlxHAZzRzU7HvdDUTE00rWAveDLUOLoTYHVzjHzFrb5hozg1jhxTFsFp6yEPhqJ5WTxOL2tktHnPikOAPgnfcWspRwo47tbi1NDBiWD4pHSUrA6pbT0tTTtrHxhzjPO4xkBoaAeLtxYcC61w3Jh+ByaN+PbPOhZlYZ5bN+aQyQHXn1B1596y5WI8ycZuPdRpxb7/AE23jQKadPQs6SixTITDPOejRpxL7/Tb6Q0CmY6TXMupviI2b/mWD2tT75PiI2b/AJlg9rU++WxaqMuY9gcWl7XAOHySQQDoRuvfeudo+53xoADl/iugGpjr9e38drUrRrCd1dwbYThWGUtVheHxwTPxGCN0jHzOJjNPWSFv3SQjxoozcC/grXLld8NOxFbhlZQ4diGP12IxVTXzgVDqljYnRFzBaKorJwXEFwzixAc4c6s16TgJCIhRX6CQOkCp7wvXfJpBcIMaJoLmjpaCT3hAtg9ynwd4VitLiM+KUEc8kOIvjY975WlsfEwSZfuUjR473G511Wvgt19w7+AYp/Wj/wB2plTh593B53dwVPlM+6gc7+4KLd1Zwd4VhNJh0+F0EcEs2Isje9j5XlzOJnky/dZHAeGxhuNdFiu5q2Kw/FsRxiPFKRk7adlG6IPdIziy907XkcU9t7iNg1vuU+7uP8Awv+tGfu1UsF3GX40x3+ioP26pcUw//C79RvwuXnTD/wDzX/qs+B6lXCv3PFBLRukwCmbS19MeMhyySFtVlGsD+Oe4NLh4rxazrX8EuC542Bp48QxrCqDEKc2NVNDWU0meOzmhwewhpDmnNHYi4ILSObXv49q1RtvwTRy43hu0dCGMngqWGvjAyiqiyOjZOObj47ta757AOdgDsaFNxIcJ8EH0XUqOY1B+tCxYM9GhQYkBp9F9MYe6ag8/8L7YpwGbONhle3BoQ5schB42p0Ia4g/f+kLkTYNxNIwnpf8AXf6yv0Cxr7xN/RTfsOX597AfgkflculwK9fPuHvC6/yef7mf03d7V8dvPv0X6vF+1Io8pDt59+i/V4v2pFHl5ZbHr0f9SJ8ZXssPNt70Tj+L+6EmzNdLc2o3817A9l0Vrip+5O035Rbpu4N/zWJLfet5x3rX216hH/Tf8JURxarcHEgkZ5JHaa6jNbXz/Svtspgc9a6OkponPqalzGxNFgCXPdnc48zWttr2BetpqHLxQuNGF1xY5wXC3N4wDm3G7TsW/u4y2WaGy4vM0Zy50cPQ1osZD5S7TzLqo8XzbKr54loPnX0W5+CLg0hwajZTxgGZzQZ5bXzyEAuFzzAiwXnhDqK2nj//ABlM2Sd5GsxLGMHyiQNTpzCy2PTuBAKrVQAi31f91qK1NSt3SlwXHXCDVY0HuFfWVMYlpuNi7yhBZJMXsi4kkOjcxgijuZCXG4Z4OoKkWFcHNYMPo8UpKyt78kic4wyyuLX+He7Q8kDjAAR+k3XcuiMWwaKdvFzMjc1puGyNDhcWsbHnHMVY1OFgkZnPdYWaLk2G6w7LaLI86NXYrQhUOnasdwcvfUQxzPZvY25LSwh2oc0tdqHAhwI5rKSbRUwbG5w+aVe4HRGNgFrfwGgC+mMx5oyD51juaFda69cfbT413xPI+eSTi2VJhihhaJZqiW5bkhi+XJe3Ta/PcBY3C9qnOZI6gpZ3Np7CV8gbePMHZXEXtluOwXa4aKbQ7D0/wjXwSGSOV8okp6iI5XxWkdOx0Z3tc2SR2oI5ucAi/wAB2PjwuGriY7M+saWukcPBDBmymxc4ufd5dcnmHRrksMMNoQrMRkQmoK0/wm4z35DHZrmuhfnLHg3aPLawGUg77brXXx7nPEHwYzAY3WvI0WGmbUhg3dpBGlwSOdWXCPTOghhMbWZXv4sue3wiRmsQRa1wvjwRxPGLYa1njTVlCzzSSMa/To8M+jmWdAxcT0VqprGx/SX6QB19RuNrKqoAqq8teiIiKUUK2rbaocfnNYf/AGhv+SmqiO2bLTNd86MfQ5/8QuIw/h41mV1Pae8fyt1YLqTNNYKwDl5K+hC8WXiS75puXkrS+1zb1VS07nSyg+Qkg/Wt0rT23EBZWzg/KcHjtD2h1/WLh5l7x5A4rBasxDcb3QbuWj21710WDmKYz2nS3+Qtr9xRj7XYbUYQ8gVGGVUxyX1dBUHjGyAHm4/vhptu8D5yzndO8GdTi8NJV4ZkNdhbpjHFI4Ripim4oyxhziGiQOgiLc5DSM4JGa45roaqroKuPFsJlDKuEEOa7VlTGbB0UjbgOa4AAtJHitILXNa5b72R7p7DHsDMYp6qinaBntFJVxOPOWGBpltz2dHpfe7evRLVsqPZ0cgg0rVrtHJfrC8qtuxJmyZkgg4tascMxvqL9Y1LVGB8Ee0dfKymnoO8ICRx9VPJG7KzTMGMikc97yL2aPBJ3vaFjuEjYmt2cqOKqy+fDp3kUtcATlvciKUDxZQAfB3OALmHRzG9CV3dJ7NsaXR19RK4DSOKirWOd0AOqoI2X8rgtH8LfCrW7RgUcNO+kwrMxz2yWdNWFjg+MyEHKGtc1rhG27Q4XLn2aBfkrRtKYm2xITnOfm5KcozAaz051lWfa1rzU82JCc58TNyU1ECgDdebXWqmncQuBqtoiNxfhRBHOC/GCFtnugdvJ8Dw34RpYYJJO+YIslRny5ZBIXH7m5puMg51zl3OPCNh+z9RjDcSM7G1jqAU4hidNdtOa8uvY6DLUxWPPc9CzfdHcM2FY1hYw/DnVTpzVU8gbJA6IFrBIHak77vGi1M0126Hgi/GN3LVaKdY/dT2uF+M6o5alSrgk4dsUxHGKPCa7D6CJlW2pcXwmUvAipqmdpBMzm6vgsbjdfsW6+Er8VYn/V+Ifu0y4y2G2kgwrH8PxSu4wU1PFVB7o2GU3fBWQtAa3ec08d+w3W7dsu6OwGooa2lhkreMqaSrijzUz2jPLDJGy5J0GZw1V61JQSsy+C2tAbq58yv2zItkpyJAbWjTQVz5qrmXAaSaqhocKpNajEpuKZzhodM4FzrfIFw4n5rXr9B9lcEioaSnoKYWho4Yoo+ktjaG5iedziC4nnJJXDnc6bUYZhWIHEcZfUB1NTllEyKEzWfOXcbNpq0tjL2jpFQ7oC3Fwsd0dh1ThlXSYNJWd+1UYiic6F8HFtlc1k72yB1xIITJltrmyqJ2afMuYD+FrWAe6KdpvUWhOxJt7AQfQYyGB7oA7TU9K3LinBphVRiDMZno3Or4nwPZUd8VTCx0AaIbRsnEeUBou3Lldd1wcxvLZGBwLXAEEEEEXBB0IIO8W5lwDDDXZW5saxcOsMwFXUWBt4QH3XcDdbW4CuHilwygfhuPzVrp6Won4mXLJVukgkIlGeR7i67ZXzAAk+BkA0Gl6eseakmNfGbQHNeD3K/adgTlnsa+YZQOzXg8tDTMVrDbzZ04PiGKYMQRC1s01EXG+amljc6IAk3OVv3MnndA8rqfuUf92sN8lb+/Va597pjhBwfG+86rCn1Pf1MZIXiSB0XHU0rXG2Y3u5kl7N6J5FMuArh1wbC8Go8NrZKsVFN3zxgjp3SNHGVNRMyzgdfAkb57qxMTb40GGx34MYA8hNQOjuoseanokeXgwn/8eM0HkJBA6L+iimvCjwtHBNo6Wlq3H4NrcPp+O0uaObvmsY2qb0syta2Ru/KGuGrLO3VBK17Q9jmua8Atc0hwc0i7XAjQggggjpXEXDntjQ7QYxT1NBxz6eOg4qTjYzCWvEtVJcA30+6x2d0+RSbgL4ZxgbH4RjZnfRxDNQVEbDK6Ft7GnLQbmLUlvOw5m+KWZRkIu5xMgejUt5jd31UGzI+5BNgehjFpOogA38hrn1ii2R3bX4ij/rCk/wAOqUC7kXHmUuMYjhkxscUihmpybASSU/GufGLnV5jqJHAdFO/sVv3SHDJheNYYzD8NdVOn78p5MssDogWMZOw2JO+8jdFrjEqN5dFUU8roqqle18EzCWuje0hzdRqNQDf6wSDs7LsqJPSsYQ/tNLSOX7QI/lbmxbEiWlJRxCHpNLHN5bnAjnoarsfhw2H+GsKnw5sjWSkxyU8j75WzwuD2B2UEhjxnjJAJAeSASLLl7A+C7aP4RwwVOCyBlDiFDJLUMmpjGYoqmB8subj7ECNhdYeEd2W+i2NsF3TLI2NptpKOaKZosaukj42Ka1hndE12djjz8VnaTcgN8UTZ/dH7MhtxicpPzRQ4iD5PCpA30lakRY8uHwb21ucDyGoqDqWiEaZlREgXtxrntIpWhqKg6itg7d/i6v8A1Kt/wJVw9wB/jnZ39YqP2ZVt7hF7pAVkE1DgWGzP74jkjfVVwETGMkaY3uZFG8knK82L3Msfku3HTew1bHhOJYNWVhfxFDLK6Z0TTIRma7QDQk3ePLYrLlpSNuaNFxTi4oFaXVx2+CzpORj7kjx8Q4mK0VpdXzjD05iu/atzgx5jF3hji0dLgDlHpsua4tuOESwzbPUINhccQNDbXdivSpd/Kd2e6yu/ur/tJ/Kd2e6yu/ur/tLVLSrRPDHNtLNJT4ztFhDIYqEcUHwBkTSJnGwI76lcXlx0IsPrWPabi451sHuieGrCcYwiTDsPdVOqJJ6VzRLA6IERyBzvCJ323Ba9iFgAd4A+pei4CRXlsWHoBB6TWvcF6x5NIzy2PDP2QWkc5qD2AL0FuvuHfwDFP60f+7Uy0oFL+5u4WMNwKnxClxR1S2WevfKwRQulGTiYYtSCLHNG7Tosq8OwfNwTyu7grnlLafNQDyu7gp53cf4Bhf8AWjP3aqWC7jL8aY7/AEVB+3VLA90jwsYbjtPQUmFuqXSwV7JXiWF0IycTNFoSTc5pG6dFzzLHcAnCJQ4FiGKy4mZ2trGUgi4mJ01+LdM5xIFrC0jdfL0LiWNO4HGn/I34XLzpjHb2vdS7zrPgeuh+6P2rqcJwtuJURHG09bRXa/xJo3PLJYX2+Q9hcL7wbEagKS8Gm2lLjNDFiNETlkFpInkZ6aZoHGwSBp8dpI1GjgWuFw4Fc6d0Tw04TjOEvw7Dn1RqH1FK9olgdECI35neETv7FBuDna+o2drW10DXPoakxtxClHzQdJWA6CVmZxad2rmGweC2zAkIsaC+MwVDKV5jW/opfzqxLWZHmIESPDFQymNro6t/RS/nrmXb2NfeJv6Kb9hy/PvYD8Ej8rl05iPdL7PvikjbLXZnxyNH+yvAu5pA3u6SFzNsNEW0kYcLG7vPra/k0K6PAoHdxPsHvC6zyeNO+ZPsO72q229H3aLtp4v2pFHlJOEL79B+qxftyqNryq1/Xo/6kT4yvYoJq3pPeUVHRh1mk6OcwHzuCqvdOAXNvewcCbb7Nu7/ACWLLfet5x3rBtr1CP8Apv8AhKj+3V3TRxtBPEsJFwL3fc2s3eBmPaure54pBFgtE0NyksJcPzi5xcfOVzSzizUCSU2yXe8nmYxrWW8xy6Dp7F17wb07W0cLY7ZQ0ZbdBNx9a3s6+oovB7PZi+lrU0oXkfQslDIsPG+29XkVSLLXNdQrZvbUK4qmAr4UuVpvorfEKsW3rEUErppCGg5W7/PzKrHvuUhl1SpnFK1wu0+j6VZ1zjZ1hdWGKYzBSQmSqkysY0k2DnF1r6Na0EuJPMBdYTB9vIp2vkZBVxRtGhrYJKfODcAt4wfQbHXcrpNVZbDIvUE23p+KrI5zoJXWBPzhzehSBtIJGeEAbjn8ig3Crj0E7JIop4++KTJOWAgujyEusQNWlzM416QpFsRjYmp2OJ1LRe6oc+lyvCHdULV/dJ4BG3D++WsH+zVFM8200fIIT9MgUF7mTDDV43SusSyke2U2tYGMXb5y9rfQtx8PeWTBcSJt4MMbr9rZ4XN+kBQruGYAa+R1hfvebXf4piAF76WzP5tb9gW1lDWH0rQ2gMWJ0Ls5ERZa1SIiIpRRvbeP70/o4wHz5XD6nKSLEbWw5oCercx305D9Dlz2FUv5+y4zdTcbqkO/hZ9lRMSaYeWm25QsqhXpUK+e16M03LwQodwlYGZWNqYm3khBD2gavj1Olt5abm3QSpmQvJW+wat+YsS0Ic9L/aYbxoc03OaeQi7kz6Flysy6XiCIzOPqi0GvMsbXCz2tI6HAOHoK2VtPsO2UmWkLWPNy6N18jzzkWF2H0jyb1C6zZ6rjJD6aXTnjbxoPnjuvtLBzyh2JbkEOZFa1/wCKHEIa4HpucOUV6My72WtOWmmUJAOkOp/OdYSKjiabtiiB6Wsa0+kBfdXfwZP+TVHspPsp8GT/AJNUeyk+yurZPSTLmxIY5nNH8rLhugQxRmKOagVm5oO8DzoGDoHoV58GT/k1R7KT7Kp8Gz/k1R7KT7KnfCT4xnWb4qrHg56t7FakX3rzkHQPQFefBs/5NUeyk+ynwbP+T1HspPsobQkzniM6zfFC+Cc5b2K0c0HeB50DRzAK7+DZ/wAnqPZSfZT4Nn/J5/ZSfZTfCT4xnWb4pjwc9W9itVRzQd4HnV38HT/k8/spPsp8HT/k8/s5PsqTaMmc8VnWb4qTFhHORtCtA0cwCFg6B6Fd/B0/5PP7OT7KfB0/5PP7N/2VG75LjGdZvioxoOtvYrRoA3D0IQDvCu/g6f8AJ5/Zv+ynwdP+Tz+zk+yp3wk6U86zrN8VPnIVKVHYrQNHMB6FVXPwfN+Tz+zf9lPg+b8nn9m/7KC0JMZorOs3xQRIQzEbQrVzQRYgEdB1+gr4NoYgbiGG/SGMB9Nlkfg+bqJ/Zv8AsoaCbqJvZv8Asql05IvNXRIZ/wCzT/KoeIDzV2KeehVsOhCOlD0HeN4OllaY1KWwSvabObG8gjmOU2PlWVFitZCc/OACegCqqmIrYUF0QioaCegCquuLHzR6FTix80ehbK4Lu54osSwyixOfFMXZJWwNkeyJ9Pka4lwIbxlO51tOckqE8K2wc+zVWxj5ZZsMrSBT1Mti6KUNzPhlytDRJYOcLABzASBdjwOMlMMpeLFEN8PFBurUEDnuC8+kPKBKR47YcWFiAmmMSCBqrcLuXQsYGDmA9C9WWe4CeCyDaF2Iy1dfXxd51EbIxRviDXNeJHa8bE/dkFsthv3r78PvBBT7PU1HW0WIYjK+eujhc2qfEWhhhqJiQIYWG94QNSRYnRQcNYTYphiEaVpXGGulaU/lUnyiQWRjCEA0xqVDhrpWlP56VGVQsHOB6FluB3g7i2gxHEKarra2FlFFTuj7zdG2+cljgRNG8W0voAblbZ/kq4d/PGN+vS//ABVM3hpDhRXQvMk4pIrjDQaaipnvKFCgx3wTAJxXFtcYX0NK0otIBgG4egKrm33j0rd38lXDv54xv16X/wCKtDd0Psa3Z6tbQ0VZWyxzULJnOqnsLszpaiMt+4sYMtoG819TrbRWG4cwsxgmnvDwCx2+UiBmMuae8PBXQYOYD0L1Zbppu5Yw5zWuOMY34TWnR9LzgH8l7V9P5KuHfzxjfr0v/wAVQMOoY/4P/wBD+qgeUmEM0uesP6rSHFj5o9Cqt2/yVcO/njG/Xpf/AIq0djmAjDcXxLCIp55IaJ0AY+oLXPdnhhmJORrW3vMRoBoAs6zMLYc3MNgCFi41b6g5hXUNS2Vj4cwp6bZLNgluNUVxgcwJ1DUsFwhj7tB+qw/tzKNKTcIv36D9Uh/bmUZXg1r+vR/1InxldlL/AGOk95Rfai8dgPO4A+Q6H6CvivcD7OaehzfoIJ+pYst963nHesK2vUI/6b/hKwWPS3kyfIs+wG4EuBN7anRwGumhXYvAvWiSgpxfVrGtP9kAf5Lkap71ZU8fUStLYZLuphHJI+dhexwAcBxWVzX5Tne3cBrmC3J3Mu1FRL326ZloHTNkjDcrW0vGXtTta1oGUNbfsBAsF0M4yrarwKQf6WL9XLpR0V1ZytLVd0NSHC99691DBvWnot0CsDi1Q1jC+V4a0WGmpc46NaABckkgLL7LMDY7hts2tjv/APtRra3Zs1xjgM80UYfme6ndkfo05Q1/ydba9GnOvg7Aq+lAZHiM7mDRr5ADz+CHOYA5p8oKvw26VU1mP6NQFP6wMfbPE12Q3GZodlPSLjeodtFStqOMbIHWa3TIXMt0atN9LqPYz8KRsDpGPlY+9nCd/hc5AElmc266hWJ47W2LYqeuZfxsttebmfb0H61ecFeZJGlQ7YsZtBsoxhlyXAefC3AvO+7iNXc29ZHZx/ezBHusNFE9pNpasNZSwUdUZpS0PmqQ6NsIcSPBDgTIdDqLAW3lTCKkdIGl9x4LRYaFxsB/H6FQ+GAVitc5tVA+6V2sEeHtw1p+64i5jnj5tPC9sl/7UzGAdOR/QpB3BtNeaeXnbTzA/wBqWl5w7d4J0tz71z/wzYz33i1S5p+50xFPFb5sF2OPkMvGu/tLpHuDmEd/XAtxUWXSxtxr736dR5rLbwWYrQFzc3Fx3OK6oREV5YKIiIpRfGtg4xj4z8trh6QQD6V9kVuLDERhY7MQQeY3KWuLSHDRfsWtrW0O8IQsjtHTcXO8W0f4Q/tau/8AdmWOXzRPSrpWO+C7O0kbD/K9NlYwiww8aQCvJXkhe1QrFWTVfNUK9kLypqqlS/aVQqpRVAqV5JXkr2QqFSqgvCoV6IVFKqXhCvRC8qpSqKhVSqIpCoqKqKpVLyhVSFRFIXkql16K8lSqlQ+dUXpUVSm5R3bPBmSxPla0CWJpcHDe8DVzT06Xt0Gy1VtB+Dz/ANFJ+yVuDauvbDTyEkZntc1g+c5wI3dm8+Raf2g/B5/6KT9kr6p8jszOxbAmRHJMNpcIRPuekBX8INKaKkroJRzzZ0cOzYrqdU1XX3c5/wC7uE/qjP2nqT7abM02J0k2H10WeCobZw0DmOGscjHW8GRjgHNdzEBRjuc/93cJ/VGftPXwrOFCGn2hOztYGsFTS0stHOTYPnkdOx9M++gc7immN3OS5p1LM2vXz+o13MewdTgk2M0FUC5vH0b6eoAs2rgMc4ZIB8lwLXNcze1zTvBa44vu4/xZh39bQ/ulct/haA7uP8WYd/W0P7pXKuH9sc471chfbHOFGe45/HGNfq9H/iPW/uFBmKGhkGAOgFfng4s1OXi8nGN74vnaRfis9tN9loHuOfxxjX6vR/4j1vrha2z+BsPlxM0r6jiX07eJjdxbncdKyG4dkd4ufMdNwKy7T9bi++7vKzbX9eje+/4itT97cInX4N6IPcrQHCg/FMTxCqixqanNbhsbaZ3EtaxhAfLIGgxNAOssnhWvqOhbu/lWt/8ADtZ/eB/8ZaQq9pG1uK19a6GSE4nNxkcUnhZbB1258oubc9lesWXgx5xkKN9k1BvpoNL+elFkYPSsCZn4cGY+w4kG+l5BpfrrSimOK8PW09NCZHS4XlY0AWp8xvazdM4vuXZlDIXRxuO9zGE+UtBP1r89uED8Dk8rfqcv0Hwv7zF/RR/shZWEdmwpGa81CrTFBvNbzVZ2FlkwLNnRAgVxcUG81NST4LmDhQ4ZsfpsaxLDcPloBBRSxCMTwZnBr4IJTd4fqc8juYaWWrpJ6qprKrE8QdCaitMZk4hpY27GMiBDTu8GNgtrzrN8Kf8AvPjn9LTfutKsauswUsWXdBhzhrjgu03ZyM3Mu4wIwelXS8K0DXzgLtN1xLc3NyqP8Iv36D9Uh/bmUZUm4Rfv0H6pD+3MoyvD7X9ej/qRPjK76X+x0nvKL1C+zmnoP8QvK9wNuQ089/TY2+lYst963nHesK2vUI/6b/hKje37cruMjPjWud2ZujT9MUblvDuVp2Gmkp3AeHK+4FtCbdHSLelae21pg6GCUW0bZ/PfTK3mOts3RYgeVTnuYay00kZ5jC7pvcEH6gfKF004P9NfPsif9RdKUdW+mfxchJYfEcfqPapNDVh4vfesbWUQlj1G8KOR1slM/I/xeZ3+RWlLa5lvWuWwaMa9qvZowQR0qP4NibXW132UigeCFdYVQ+5QParCS25ikc2/ybktufzb6E9i1zilPU7tCCTci9zfyhbxxmJu8j6N3pURxSFmpsLa7lJJCyGTUQNxarWHEvc9j5fkCzW9GqtuEnatmHUU1XmHGBuSnb8+oeCI9CdQ2xeexhV7tzjcFGx9TUSNZFHexO97vktaBq5x1sAuVeEjbOXFJ+McC2CK4ghvfI073O6ZHWFz2ADcsqBBL3VOZamYmRDaWjOsDRAucS43JI365iTfXnP/AHXafcR02SKsJPhFzw4dGWQZfS0jVcc4JBfLcgXezzWcCuzu4visyvkI1e9oBG4hjn81tD4QPbcLaLSuzLotERFYRERFKIiIiwW2FJmjEoGsR1/RdYfQbekqJrY8rA4FrhcOBBHSDoVAcRpDDI6M308Un5TT4p/1zgryDyhWQYcds4wXOud7wzbR3LrsHpyrDBOcXjmPgVbKi9EKi84BXTgryvJC9lUKlVArwvNl7IXlTVVAqi8r0UUgqpeCF8qqZsbTJI4Na0Xc5xsAPOvsVqfbXHjUyljHHiIyQwD/AIhGhkPl5uzyrusA8Co+E075hhxYbb4j6VoNAHtOvp0nQs+zpF83ExRcBnOr5rOYvt6AS2liBHz5bgHtDBrbykeRYSTbKsP/ABGD9Fjf87qPIvrOy/Jng7IwhDbKsedLogx3Hl9K7YAORdpBsiVhimIDz3rP8sKzrm+oz+Ccr6zrm+oz+CwCLaZEWB+Sg/tN8Fe3uluLbsCz/K+s65vqM/gqcr6zrW+oz+CwKKMh7A/JQf2m+Cne6W4tuxZ7lfWda31GfwTldWda31GfwWBRMh7A/JQf22+Cb3y3Ft2LPcrazrW+oz+CpytrOtb6jP4LBIpyIsH8lB/bb4JvfLcW3YFneVtZ1rfUZ/BUO1lZ1w9Rn2Vg0TIiwfyUH9tvgm98txbdgX3rauSV2eaRzndLubyAaAeQLFbQfg8/9FJ+yVfKjmggggEEEEHW4OhFit4ZKGyXMvBaGtxS0AAACopcBcAq5iXESA+C26rS0ahUUXRfARwh4PT4FhlPVY1hMU0NKxskU9ZTRPjddxLXMfIHNdqNCFonula2lxPaAyUFbTzRfB1MGz0crJ2NljkqHW4yFxGYZ23ANxmHYoycBpfydnpd9pXFFh0MRLoomtJFiRcm3Rck6LgpTAmM2M10VzS0G8CtSNWYd68rkfJ1MMmGujvYWA+kBWpGrMO+5b+4BOHKCamdQ7RVtPT11Dlaaisljp2V8e5kmeUtb3wLWc35WjxvcGx7uwNscNrsPoIcOxPD6mSPE4nvjo6mCpcxne1YzOWwvJDcz2C50u4dK1DW4bDKQ6WJriBYE3Bt0XaRovnBg1Oxwe2Bgc03B8I2PMbOJF1DsB44i1Y9uLW6ta02Ur0ql/k4mWx6w4jcSt1a41K81K9K2J3Lu0lFQYri8mI11HTMlgpWsdWTRUwkc1xc5rTM5ocQCDYLov40sA/8Q4J/f6T3y4zrMLgldnkia51gLm4JtuvYi6+PwDS9Q30v+0qpzAyaix3xGvbQuJFa1vNdSqtDyfTseZiRWRGUc5zhWtbzXUe9dpfGngP/AIhwT+/0nvVzr3U20lFX4phD8OrqOpbFDVtkdRzxVIjc5zC1rjC5waSATY9C1v8AANL1DfS/7S+1HhcETs8cLQ7XXUkX3+MTZJLAyagx2RHPbRrgTStbjXUEs7yfzsCZhxXxGUa5rjStfRIOpYzb8f7I+3OW/wDUu18O4UMCEUbTtBgoLY4wQa6kBBDRcW43euRKiFr2lj2hzXbw7UHn+tWHwDS9Q30v+0tnhBgzHn5kRobmgUAvrorqB1rc4U4HzNqTYjwntAxQ30q6CdQOtZrb3EIanaLGamlmilgmkpzHNA9sscgFPTsJbJGS1wzNcNDvBVureioo4gRFG1ubfbntu1OvT6VcLf2JZ75GUbAeQSK5s15JXT4O2W+zZFktEIJGNUjNeSf5Uf4Rfv0H6pD+3MoypNwi/foP1SH9uZRlfNNr+vR/1InxlZ8v9jpPeUXqI2N77rnm5hfn8m9eV8K9+WKRwAJEctr9OR2vm3+ZYst963nHesK2/UI/6b/hK+Na0yUbmC+ZrWOaLX1cMoBsPFBJJCy3ALVZKqQgWzNZ/ZObdv7VjKN/gzwg3sJWjo8F5aP/AG/wX34HXDvqYA6kMc3yXA5z0WuuomfuyvnqT+8C7bwSTPG09LQrPHsLDwQRobq22DqrxMaegfUpHUa9oWjIW7BvWvTQ1NMc0fhsHybkOHk6VfYdtuweBKS1w5naFSqaIW3KIbSbPxShxc0ZuY7lAcrwIKvMQ2ujd8sa9qhO2+3tLSxl9RUMY0A7zdzzYkhrRq53Y0LSvCfJPTyyRxTztDQ4jJI9vMbbnLRNRUPkcXyPe5x3ueS8nzuJKz5eW84MYlYE3N+ZOK0KUcKG20uK1JmdmbBHcU8JN+Lb85wGnGu3k+QXIAUWhZc2VOLPR/rnV/hkOmc7gR0a9i2rWgCgWjc4uNSs3s/TXc0W3PZpa97A3/yXYXcgT6V8WS2SRrhcG9nulBF9xA4sDzdgXI+BODXguOgdHe/PmeGn9o/Qup+4+q71eJx38YQSBt73a8yeEPIQB/aHQpKpdmXSiIiKyiIiKUREREWK2jwzjmZmffI/F/OHO3+Hb5VlUWHPyMKdgOgRRVrh/wCEco0K7AjugvD2ZwtcdnRvvzKiluP4Lxl5YrCTnG4Sfwd286ij2kEhwII0IOhB6LLwC3bBmLLjYkQVafsu0EfwdY/hd/IT8OaZVufSNI+S8KhVbItKCtivJXkheyF5RVArwqFeyFRSqgVg9uKwxUczmmznNDARpbjHBhI7QHE+ZafW0+Ewf7G7+ki+srVi+vPIPLMZYcSKB6Tozqnka1oA6Knau2wbYBLudrd3ALG7Q1zooxxTS6WVzWRMaM5c9x0AaPGPMBzkgc62lD3OePFrS7GMOa4gFzTHI7ISAS27YbGx0uOhYTuetmvhTaBsz23pcCaJnX8V9USW0rT2iRr5P/S9q7Cqq+KN8MUkjGvqnvZC1xsZnsjkne1o5yIopHHsaVtMIrdjxJxzYMRwa30RikitM5u5exeXYV4STMWfe2XiOaxnojFcQCRnNx19gXDW1OAVuEYicJxOWORz4WTQTRNLWStdmBtmaNzo5GkHUFnQ4Lyt9d2RsiajDocYp2/7Rgsmckb3Usro21A7Qx7YZNdzWyW8YrnSurM1K+eM+NC4t/NJbb0tN/QuiwWtp0SWiNjEucwF195LfkR2hdZgVhE+LKRWR3FzoYLrzUltK59ND3hX+zGEYji9Q+jwSmD+Ktx1VMckFPe9s0liNbGwAc51jZpAJWzabuZMTe0GfaSGN/O2GkkmaD0B5qYrj+yFtfuX8HhptnsOMDW3qozUTOG+SaYkvLjzlrQyIdAjaOZWfDRtztBh07G4Ps+Kul4prn1I4yodxpdIHxd7UpEjQ1rYzxhzA5yNMuvETtuzk08udEIGgAkAbF5zaOEs/OxC90VwGhrSQAOYd+damxzueMep2l9FidFWZdTFMx1G9+h0bnL233eNIwdq1ZS40OLlfUNDHU73RyNaQ8F7TYhpaSDrcaEjnuRqtuY13UEpo6yiqcJqKTE3U8jYHNcS2KSQZGyyRVDI5Y8oLngAPuWAaXuNS8H+ARS4hgWG1ABgqauJ07fky2MbuKPMWuaOK8jlsrItqdgsixMcua1uZxre4gNz38ufMFtrCwhtGXZGjGIXMY3M44wxnENbnvuJrdoFFMtgeCrHcZjbVx8RQ0UoBilqg50s7D4sjIQ3MWEahzjGCLFpcDdTE9zDiFrjadpd800LwPW79P7K6etZvggaDQDTcNB2LnHaDht2noZXGu2QLYWk+J3zKAB/+7TskhIt8rKPItPGteciuxnxXV5yBsFy0Exbk/HfjvjPryOIHQBQBaz4R+DzGsBi78rXUVTRB8bDNTv4t7S85WB0crWOuTp4IkA5yBqsdsNs3W43iEmHYfVQQGGkFRmqGFwc3NTsLfBa4h16hmm6zSsxwzcLse03wbR00E0MED5JqqOV0bxJMG5Igx8TvDjbGZhchpJl3eDdSDuTv95a3+qpP8fDVt22jP72uiOiupjtaDW/MSb89My3zbWtM2S6K6M6nnGtaa+l9lxd6WembSrn+Tjjv89Yb7KX3Kfyccd/nrDfZS+5XRvCJjdRQ0FRW0VDJV1EAjMdJFnzTl0kcbgOKje7Rr3O0afFWmPjy2i/8B4h6a3/APnLT77TvHP6x8VoN+7Q4+J13eK0jwu7MYjs9LBBWVlNOauGV7DCwgRhjmsN87GnNdwtvHSp7gvABjdRBBVMxjDw2phhla10cl2tlY2RoNobXAcAoJw6bY1uPVcbanCXUdRhsErH08kj3vtKY5WlzZoYnNdYts22ocDdbIwrumaijpIIH7NPLaSCCLjHVrow/imMiDiO8DlzFt7XNr7ysgTtpuhh4fExb7wXU5b1li0bYdCEQRIuLfeC6l2e8auxef5OOO/z1hvspfcp/Jxx3+esN9lL7ldO7NYj3zS01WWZe+qenlyXz5ONjZLlzWF7ZrXsL23BaZ4Uu6AlwrFKjCIsENSaZsDuNbVmEuEsMU33sUj7WMuXxjeysNtOecaNivJ5HO8VjMti0nuDWxohJ0B7ie9c97WUNRg+IVOGYlUxSmmhik4yFuUOMjYnta0Oa0k2ltrzjoUo2C4KsexmNtXHxNDRygGKWqDnSzsPivZC1uYsINw5xjBFi3MDdYapxEbQ7VUVTX0Jp4cQqqJklPK/jg9kEcbXR53RszNl4trSMo++W13ruh2g8EbhoN3kHYsyNbtoNhCA57hTPWoca6yb1nR8JLUbBEs6I9tK1JJDzW8VJvpq/wDFzC7uYMQtcbTtLvmmheB5M3fp/ZUD4RuDzGsCi77rXUVTRh7GGaB/FvY55ysDo5Gsdcn5okHOSAtl49w3bT0MjnV+yBbAwm/F98yNa0f/ALsDJITp8rKPIFrbht4Wm7Ttw+jo4ZYIoTNNUNndG8OqAwxwlj4nHMxkbpRchpJmPgjLrjydpTwitEKI7GJoBWtSeQmixpC17TEZrYEV5cSABjE1JzChND0rEbIYRiONTOpsDpg4R5eOq6j7nDT5gSA55B8LoaA9x1IbYErZ1P3MeJuF5tpYmPtq2KjklaDzgPNVHcduQeRYfgR4aG4FTx4VimF5aVr3kVuHjO5z5HXdJPHI77o7d4TXBwa1rRGbBTLBO6Pmr8ZgwzC8H46lnqWRCV0jmTOhzhs1ZxYZljijjzy5H6lrRcsccovWjatoPinzznNOoVaB0K/a9t2rEjkTD3sPBBLAOgU23rX23vA9juERPrGywV9JCC6YwNdFNEwC75DE4E5Gi5Ja6SwuSAASolh1W2aNssZ8F3padxB7QV3pO9oaXSFoa0EuLiAA0AlxJOmUC97r8+tlzGTVOpxamdV1BpwBYCEn7kADuAZkFuxdDglbEzEmdzxHFzSCb7yKcupdVgNb05Fm9yxnl7SCRjGpaRy56HNTmXw4Rfv0H6pD+3MoypNwi/foP1SH9uZRleO2v69H/UifGV6jL/Y6T3lFa4sfuT+0AeUEgEecXHnV0rLHD9wk8g+sLGlvvW8471hW16hH/Tf8JVrg9Q5+Z2l3NefK4ym51vfQ31Wa4LobSyzAeEyRrW208Ekhw3aixPqq/wCCbZXvpokeSGGSZg0v4tJU1BPRcGGPTpcvpwMMzOnheLSRzHN03zWOhHMbhdNNGkNfPskP9RdM7ESENHkFvPZTe129vYoTsy2waLf6CnMOrR5FpltnFeGC41+hYiuiBJWSL7G3SsdXa3A+hApBXM3DRRjvp9ujX6fpXO0NMWzGI/Jc4HMBuFxz9OnpXUe32HmSqm0+Vpz811oPa7BzDV3OnGka82huT6A3z3Wykn34q18/DqA5W7sNhY4uqXODLZRlBJDiLk2aL2tY3AO9XM2G8VBF84tBdzjNa7B0a6n0dCs5ah0nGPGrnvAYDrvLmtPRu+pZfH5GOfFHG/xcwzWIH3J2UC36MY0WxWrKxE0JynQ3Zv7MjWyXOnPlPp3ronuRcWazFGNN711E2PTUZ4hxhv0eJboWke/Y5Huhe4RyBts8hJiePFs/wbtBzjXUC97gDTNbEVs+Hywyslyy0zhxUsbg8OGrMwLSW2F4wddQO1QhvC/RFFqTg74b6KrY2PEHsp5wGh0hN4JHW1PGW+53PyX232utrUlSyVgkhkY9jtz43B7XeRzSQVAKskEZ19URFKhERERERERFY4phcc2rhZ43PbvHYekdh+hXyLGmpSDNQzCjNDmnQfrtVcOK+G7GYaFQfE8JlhuXC7Pns1HnG8efTtWPstkLE4jgMUlywZHHnYBY+Vu70WXmFseT1zavkXV9hxv6HeO1dRJYRD7McdI8PDYoavJWRxDCJYrlzbtHymXcPON486x687mpSNKv83GaWu1EUXSwY7IrcZhqOReV5IXsheVjK+Cotwm/gbv6SL6ytPY1XCCF8x3tHg353HRv06+QFbj4TWE0Tz818JPkLw363Bax2D2Z+GcbosLLb08Du+a7TMOIiLXOjd2SZo4v/Udi+q/JPaQk8E4sQH0vPPaPeLWU2C9bs2rvfY0WKPtVLW+84CmzP0LpLuW9jDhuCwumbapxI99VGbxm8aB3vGb6gsgEdxzPdJ0r5cK+wuMV+L4VidBVUEcGDObIyKofO18ssj7Vl+Khc0MfTNbEDe4zSdK2LtVjMVBR1NfObRUcEsr7aXbGxz8oHznEBoHSQuaqXuncUexr27PUxDhcEVUlj02vENL3UQoEWMaQ2lxz3AnuXjUCWjTDiITS45zQEnsXUOJ0Uc8UlPOwPinjkjlY7USRyNLJGEdBa4jzrgyswJ2HVtfgNTc95yyCMu/41PIA+J/ldFLE823GR3QusOADhQ+HoKp01OyCpoZxHLAyQygRvbeGS7mgjM5k7LW3xFax7tLZd8TqPaOlZ4UX+y1RAv4D87qOR35oe6WMnpkiHMs+yJ/cM02I4XXhw9k3EfWlbOwrS3unWxXD0b2vGtpuIpyZ6awoPwKcN0mAMfhlbBLVYbFM8RSw2bLSvkLpHxt4wiORrnZ35C5pBMhBcLAdCbNcPWz1WQxuKMhebeBXRy0didw42dghJvp4Lyo93KuBYYcBbTiWgq5K5zpsRhcYqnJLIGhlPNC/NYxwtiaWuFs2Zw8a5lNVwHbOPdndglID82MyxM9lFK2O3ZlstdEc0vJaKCtw1DUtTGc1z3OaKAk0GoauhSra3ZahxSA0+IUsM8Lx4OcAlhI0fHI3wmP6HsIPauEdtsDfhWIV2HMqXh+B1MMtHUGwe0OENTT3sLZ7SU7tBbODoBou6Nr9qcPwel4+tnhgghaGxx6Bz8jfAhhhb4T32bYMYNw5gCVwviFe3Gsb77xKWOkpcZrWPmkneI2wUcWWNrXSEgB3ERMjzmwzhrtAsiUiFhcaVGKQRovuFf8AtQ86ypGKYZc6lW4pDhovFBWmp1DzgLffB93UlK6NkGPUs8FQ1jM9RTRumhlDmtc2TiQeOjzghwa0SAg3DrELcmxXCPhOKHJhuJU00mXMYQXRTBg3uNPO1soaLi5LdF7xfY/CMThiFRQYfUwsY1sDzHFLxcdgGiKZmrW5QPEcNwVnslwV4Nh04rMPw2GKoDXNbLmllcxrxZ4bx0jg240u2xsSNxWIsFQnumeC+jq8Pq8VggZFiNBC+obUQtEbqhkAMssUuS2e8bX5XnwmuDdbZmnVHcbVRlx+plO9+EPzc3hCfDWu08oK2f3UnChTU1DUYLSSslxHEYzAYoXB5pYZRlnfKW+I8xlzWsJzXeHWytJWsu45peK2gqYvmYQ8G3O7j8NLvNclZbBF3O4j7GM2urGoadNKrPhtjbkeRXExm11Y1DTppVdU7YbRU+G0k2IVr3Mp6YMMr2sfKWhz2RNsyMFx8J7RoDvWtv5SWzf5dUf3Kt9wtpY7hMFXC+lrIIpYJgBJDM0SMkDXB7Q5rtCA5rT5QFFPih2f/mDCv7tF9lYiwFyPtttLS4htBiVfRyl0FWKfiXPa+Fz+Lp6WJ/gSgOBDon6Ec11h9svwSX+x/iMWz+6y2ToMOrMAbhlBS0wqHYmZu9YmQ8aYpMJEWbIBfKJpbX3Z3dK1htn+CS/2P22L0OwZjHsaPDp9kP7RVeq4MzRiYPzMIj7DYnTjNJXdXBx+K8N/UKD93iXJvDv/AL2Yn+r0P7rRLrLg4/FeG/qFB+7xLk3h3/3sxP8AV6H91olyuD3+4wfeXFYK/wC6wPe/gqFbSNLWMqopXRzUb2Swyt3skY5rmW7cwYR2gc11vbYDuo6UsZBj9LPT1DWsL56aN00UoLWubJxIPHR5wQ4Na2QWNw7ULRlVBBUVtBQVtTHT0dROw1VRM/iWRwNJ4wGQkBpLQ5ocSAHPYSQF23jOx+EYnFF3zQYfUxMYBA8xxS8XGBZoimZ4TW2t4jgs/C+LDfaBDBeAA46zn7BQLZ4eR4US1HBgoWgBx1nP2AgL57FcI2E4ocmG4lTTSZcxhBdFMG87jTztbKGi41LdFAO6b4MKOrw6rxeCBkWIYfDJUCeBojdUsga6WWKXIBnJY12Vx8Jrg2xsXNM22R4K8Fw6cVmH4bDFOA4NlzSyuYHjK8N46RwbcEglttDZa/7qThPpqahqMEpJWTYhiTHQOihcH96QyjJO+UtPgPdG5zWsPhEvDrZWkrmW1qMXPo51xzA4uGLn0Uz10LnSgqzJTNmc0EujcSLXDnNDgdOguadFs7uVNscDwyjlkn78fidS95qjS4dX1xp4GvcKaISUVK9rY3NaJSL6ufY+IA3U9dTOioXRNN3MisbeUGW3ZYvXYPc0CjGz+Gmh4mxpoe+uKtfv7I3v/jLa8Zx+fxtcuW2ll2GFz4n/AM7In2gyp5zcekU7V32HcSLSVhxftCHV3vGgPSKX860Zw78Mj8aecHwSdzMOdHesqDHLBLVG+V9Pkma17IWkgObYF5uCcoIfBKKmbExscYs1gsO3pJPSTcqZ906KPlLF3jxfHmkHwjxNrcb904rjMv8Ax+J4m99cvFdiiS3uBMtCEs6MG+lUtJ5BQ3fyuk8nUpB3I+YDfTxi0k6gAaDkvv5VH+EX79B+qQ/tzKMqUcJDLTU9+ejpz5nOlcPoIUXXhFquDp2ORxkT4yu4ljWHt7yisNoTankPQG+nM2yv1b4jHmYWnndH+236FYlvvW8471h216hH/Tf8JW8+C7CTFRYTSMa3PUwCW3O6WukYyM6a+BQxVlrj/iW59df7XUzsI2lr4QwtD5xIBcWyVLWzHS3M+R4v2KU7T8KsGz0lPJFTNqK2KhpW0kUpcIYSYoojUSGOznNLIWPaxpBPGnVo0WtH7XYjtXidPK+ClOIzPgpgykY6Bjosz3RzPD5Hn7nnkDnjcxjdDbXq5hmOygXzvLxcR4JXUGw0wexrgbghpHoA9Cn1ENLK/wBgNhKfDqeOE2mmaxvGTSDRz7eFkjNwxl723m28le63bjBIKk0E+K4RHVNexhppaimilbI/KWMMb3Bwc7M2wI1zDpWubJOIqSs1882twWDxRtvCHMrW4Iv0hbLdSx7jFH52N/gvIo4upi9Rv8FO4jrUbvGpc1bUYcBUE20eQf8AXoWpeFXZfjWSOYBnhJLbeR5I9FvSF2xglXhtdx5pO85u86mamqC2NjjBUwZRPC7My4e3M2/NqFfvwSlO+jpDffeGI35udiuMlXNNQVD55rhQtX5W0ZDZbFzbh4OU2Ny1xOXeD4QcfSsvUOa2rdG+Roa4l0TjoBmJJbqdN/Tpqv0wdslhxNzheGk9JpKcn/DVTsnhx34XhvnpKf3azgVrivzO2kpcobMbeD4Elz4Tc7XsGhHikOG/nYehffY/ErXhfIwxueM7HG4YBfO4E+JcE3LbE5bar9DNpqzZuhkbBiTtnqeSYXbHWChgc9pNg7LKAcua4zHS4Pas5HsphhAc3C8LIcAQW0tMQ4HUEER2II51OMqV+fWE4LPPVto6Grpo55iWtjrXRwxzOv8Ac2RySBzS94OjXBt7GxKzFbjGM7O1Ajq4ZqGYk2ME2SKpykB33p8lO8jwbtLCQCLgXXb01DgvfbcMfR4V34+mdUNp3UsBcaZsggdLrFbIJHZbXvv00K+1XSYSJ4cMlpcO46dtRPDTvponZ2xmNlTMBxWQEZ4gToTcb0qqlorgn7otlRLFRYzG2MzlrYqyPLkLzplnY3Rlz/xGDLqbtYBddCg84IsdxGt18m7PYdD92FBh0fFBzjIKeni4toBLnF4YMoDb3NxpdfDZHabC65rmYTXYdOylDGvbQSwzCnaQRGC2EkMbZpA3DwTbcoqrZZqV6itNntr8MrpJIMPxLDqiWAEyx0k8NQ+MA5CXNicSG5tL7r6JgW1+GVk0lLRYlh089Pm42GmnhnkiyuyOLmRuJADtCeY6KaqMRXaLI5B0D0BVyj5o9AUVTEWNRZLKPmj0BUyDoHoCVTEWORZEsHQPQFrjhK4UocPmFBSUhqq1wbeKO4bEXDMxrsjHOdKWkO4tovbUkXCuQ2OeaNCsTEaHAZjxDQKbLF4jgcUuoGRx+UzS57W7j9B7VrfDeGySKdtPjeEPpmutd7GzRviaTYPME7A9zOksN+gO3LbpykNfG4OZI1rmPaQQ5rgHNII0IIINx0rGtCy4UwzzcywOBzVv2HQeZJC0w4l0u+8Z9B6QdHYoLieDyw6kZmfPbqB5RvH1dqxq2WsPiuARyXdHZjz0DwXeVvN5R9K8wtryfubWJImvsON/Q7+DtXYSOEINGxx0j+R4KAYzRCeGWB26Rjhf5pt4LvMbHzLn3EsCLZ5HCaphl8SXiHmLMWaa2F7aDsOhXS1fRSROyytt0HeHeQ8/k3qFbc7Kd8/d4LCcDwgdBMBuBPM8cx8x6RtPJhhRLWPMxLMtdtIMRwPpA/6cQXVOkBwuJ0UBzVXc2bGk47fMzQD4biCNQcNN2w/+rS02CueCyWur3sNszHzOc11jexa643gLKwxhrWsaLNaAAOgAWH0L71VO+NxjlY5rxva8WP083aF8l9a2dIyUFvnJVraOAvaagjRQ1N3Mu3s6yJKTq6VYG1zkaRz3rGT4ODI+WKoqYnSWz97yGLORuJy6/wD2elfObBXPGSWur3sNrskmc9rrEEXDrjeAfMsuitRLAkIjy90IVJqc+fasaLgvZkR5iPgNJJqc+c9NFh37Owh4lhMsMjfFfTvLHN8h3j+yQslHV4q0ZGbSY4G9HflWbDoB7408y+yKmNg7Z8U1dCHRUdgICtx8E7KjOxnQG15Kt7GkBYo4I18nH1c9TUy6fdKuR0xPPqXkuI7HEjsV9WUccrcksbXN5gRbLzaEajzWX3RZkvZkrAYYcOGADnFM/PXP0rPlbGkpaEYUKE0NOcUrXnrWvSsVQ4TJTkmgxDEKUk3Pek8kOvlhc0+kq9qZ8TlGSfaHGnsO9jqups4dodOQfOCrhFgOwas5zsYwh2jsBWufghZLnYxgDoJA2A0WPwnB4YNY2eEb3e7wnG+/XcL9gCpWYSHycfHPURSFoa51PIYi4C1gSBfmbpfmHQsiizn2VKPgiAYYxBfSl1dfOthEsWSfAEsYTcQXhtKCuu7TyrF/Bkv85Yn/AHh/8U+DJf5yxP8AvD/4rKIsPJuzeJb2+KwMkrJ4hvb4rFx4P4bJZqmrlMRJYKiQyhhNrkZtR4rd3QOhX1dStlY6J4OV4sbaEaggg9IIC+yLNl7NloEMwobAGnONdblsZWyJOWhOgwoYDXfaGuooa15Llio8JkaA1uI4iA0AACoeA0DQAAaAAcwX2w/DBG98zpZpJJAAZJ3mR2UWsLnXmG++4K/RWJew5GA8RIcIAjMb/FY0rg3ZstEEWFBaHDMb7tpXwrKSOVuWVjXDt5u0Eag9oVlQYVJTEmgxDEKa5ue9Z5Ibnp+4uafSVlEV2csmUmzWNDBOvTtF6vT1hyM6azEIOOvMdooVb1M2JyjJPtDjT2Hex1XU2cOgh05B84K+GFYPDBrGzwje73eE43367hfsAV+isythyUs7HhQwDrvJ7SaKxJYN2dJv85BhAO0E1JHNUmnQhWMp8KfC57qGurqbjfvjaSeSAPtuuInNJGu4kgLJosmds6XmwBHYHUzf+hZloWVKz7Q2ZYHUzVzjmIoVY4XhccGYtzOfISXySHM55JubntOvad91mMJoH1EsdPGPClcAPzRvc49jWgnzLzh9FJM8RQRue8/Jb/mTo0dpIC3DsFsk2iaZJS11RILOc3URt35G37d50vYdAXBYc4bSGClnmHCLfPEEQoYz1P4nDQ0ZyT9rML1rp6clrKl/NQAAaUa0d55NPKtIcPlO2LEWxMFmxUlI1o6A1rmj6AtfrY3dE/jU/q9P/wBa1yvn6y4jokpDe41JaCTrJF5WTZJJlIZOoIrTGHlsT3DeLW8pcAPrV2sbtM8imkcN4yEeZ7FtZb71vOO9UW36hH/Tf8JWP4enNfi874yOLfFhvFAbmsOHUD2tFtAAJBoOlbL7heljG0kbpQ3N3jiBp9BpLaFjrX3HiDUbua/atQ4iwymOdxJbNkLSdchYxkEkV+xrILDob2KVbAYrNQVtPilJYS4c8SRg+LISx8ZidbXJJG+VrrfJJ3HVdhnXzev0uXIPCrXxcftlSy43hcAlrKd/wXU0raipxcxUNBIyGCcVLXxcc+MQ5mRPc0uLgQdR0FwX8LGGYzC19NUMiqGgCeiqXtjmgks0vaATaVgzC0kdwQRexuBOgG7/AAdefTXnGqpClc47d8IstM7aNlXW1VFUVWzOEz4XROmmbJT1L6TEe++9mtILZo5uLEkjACOJzOIDCW/LaPa6anxahknxeonY+LZhseGUeJVGH1UMk4jFRIcPdA6DFYagyte9xfmY0PALC3Muk3tbcEht9QCbGwO8AnpsqFrbh1m3bex0u0HeAeYKKpRc3QYxXVBhpxi2Ixcft/jlG+Snnc1/eUcVaW0oLiQIgGNyttZhyuaA5rSMdju02JUeH1tIzFK51LR7ZTUE1dWVs8c1LhhpoKiOGXFYoJp4ITVSiM1WVzmh4bmFxbqPT83p5t/T5UNrEeDY3uNNb77hKpQrlqr2irBhlPJLtPSmm+F8UENsYxGk7/pIqZhZRjaR2HxyPkp6l0jmvc0tmGVpe8sIVNseEBzfgrEDiOJ8UcKwiVuEfClRhWJSSS1L2moaIqXvfFpZmxtBgdl8EA5YxNddSFrLZCGZRazSBYW3eDu0XrKHWdZpy+KdDlO42PMfIpqlFzRjmMwUVbtXBWnCW4pW1sclOzG6OatbimEGijjp6Wnihc187szJI+LjcQHZgRfdcYJwjcRLhtRW1LaOlxDYtr6SkpTNDSnEBO0MhpKVrnA1LYnRMYxmaTKWtF9F0bK5gILyy4vlLi0EX0NiV4M0Wnhw+D4vhMOXSxI6NEqi5rwbazFRDRS01XWTVR4PKurYx8klSZ69tTSCOpdE8uEtTq4Bzg5x3a3IVnsbjETsUoKjBMZr8UqW7MY1L/t8z6/JiJjopBEJJW3ZI+RseakzWjszwW8Zd3UIqY+aSLzOaP8ANUZPENz4Rv3OYN+pOh596VRcw8De1UshM2I4l39TuwStlxvDDWV+0E0kg4gy5sOnw6Onw97XS1ETqRkmVzSQA8RZlb9/uranaMYPWU2JSVeyjxBV4PTOoGUDY5pRBhhhjfI11XLHM9wcXiT7jlDGgadTMniBJD4QXG5IcwFx5iTfUoyaJvivhF9TZzBc85Njv7UqlFzBsHjNRUNlwzA8Qo60T7J1ng0VBFQuwCtELYqOjbURDjQJJS4cTO50gfFnJV9sFiOH1UuxFLgwiNdhUMnwmyCPJJh8LMMdT4jFVlrAWOkrcrbSWzv1AN7rpOGSPXI6O7tTkLbuPSbbz2r21gBJAaC7xiLAuPaRvPlSqLRnCJt1R1tTg0px6rpNnq6HFy6voJpsLFTX00kcMNNJWBjZImgMq3tbdgkMfywAsBtLtVC6amjr9p8cpML5PMqMNrjJLhMuK1vHTxzSzSNhj46oZE2nLaV7bPEgeWuzZndJOjaRlIaR80gEaG40Om9VfGDbMGmxuMwBsRuIvzqKqFzYyuxTEJcPp8RxPF6SV+xVRXVTKCofhz31sVTEyGd7YgOLlIeHuDAw3GQ+BmYcxwP4hW9/7PzVGK4lUfD+ztRVVkVXOZIRURfBzonw07WiKAtbO9hMbQXb3ZnFzjvw9tlSw7NN3YpqiqFy3hjqh1btBDC8txaeSdtKS4RSPArXOrooZHEZZnwBuUNIJa05bLqRax4U+COHE5TWU8wgqiGiQlueOoygBrntBBbIAAM4vcAXBsCsmUitYSHaf4WoteViRmtdDvLSbq0qCKXHWNC1Lj+FYhHgshxaOpL46+mNKKgmWWkY+KobUueXOLoqeVzYmta4gOe24HOt28DRk+A8P46+bi35M2/iuNm4jzcVxduyyg+ynAdLE97sQxMGGUBs0NGZWGrY1zXiOSV5ByXaNA0noLd63EQ0NbHG1rY42hrGtGUNa0BrQANwAAACvTUZrm4rTW+tyw7KkokN5ivBHo4tCQSb61NF5REWEt6vnUwNe0se0Fp3g/X2HtCiWNYC6O8kV3R843uZ/EdqmKLRW1g9K2oykUUdocM48RyHsWdJWjFlXVYbtI0f+rVWIUEMwyzRRvHNnaHW8hI08ywk2xVCTfiHD9GSUD0Z1s7aHAgbywN8Le5g3O6S0czuzn8u+KleUTMzbeDsTc8KYiMbnGI9zWuGsAECusZwvQrMtcxYeNBeRrANKbFGOQ9D1UntZftqnIih6qT2sn21JiqWVnLm3/zsb913itrvhM8Y7rFRrkRQ9VJ7WT7apyIoeqf7WX7akqpZVDDm3/zsb913ip3fM8Y7rHxUaOxNF1T/AGsn21TkVRdU/wBrJ9tSVeSpy5t/87G/cd4qRPzHGO6x8VG+RVF1T/ayfbVORdF1T/ayfbUkVCFOXNvfnY37jvFTu+Y4x3WPio5yMouqf7WT7aodjKLqn+1k+0pEinLi3vzsb9x3iqt3zHGO6x8VHORtH1T/AGsn2lVmxdGSAIpLn/myfbUgV/hkHyz5v4qHYdW8BXdsb9x3iqYlozDW1847rFYQcH+H9TJ7aX7aHYHD+pk9tN9tSlUKw8usIPz0f913isHfGa413WPioryBoOpk9tL9tU5BUHUP9tN9tSkqhUjDrCD89H/df4qd8ZrjHdY+Ki3IKg6mT2sv21Q7BUHUye1l+2pSvJU5dW/+ej/uv8VItGa4x3WPiovyDoOpk9rL9tU5CUHUye1l+2pQqKRhzb/56P8Auu8VVvjNcY7rHxUXOwlB1MntZftr3BsVQNN+IJ/TklcPQXWUjK+0NMTqdAofhvbpFHTsan6r/FHWjMAXxHdYq2wfD44/BhiYxg5o2hoJ8w1KyiNYALBFykxMPjvL4hJJzkmpPOStXEiF5qVzZ3RP41P6vT/9a1ytjd0T+NT+r0//AFrXK9isb1KD7je5enWR6nD90IsbtP8Ag0unMzTp8NqyStMYpjLC+Ntruy2vu0c0n6luJcgRGk6wpteG6JJRmMFSWOAA0ktNyimBzNGank8SXVjjYcXKB9zdqbfmn/6WblxEU8IiDS6oeSGs5y9wAzXto0c3Z6Vi+T1RYA8Xp+dzdF8uvn3WWSw7CpGOa6QMc6Owa4m5DR4ouRuHN0buhdTuuDwxtXg2TtpcQ/qlSPD6EMhZE6xdbwybHO83Mjr/AKRPpW8O514Se93swPEH/wCzy2bSSPNhE4m7YC46NaXEmNx8VxyeK4AaViqhbwtD6QvE0jHC2vl15gbf67FUJyBwhtTJ20uIf1Sv0Eja1zTBUNzRvvY2tuOjhztcDa43tOo01UZxuhdTScW83Y+/FP8AngalptpnA5ucajnA1RwP8PFPFRilx2SbjYC1sc8bHTGojA8Avtq2ZlrZucW33IUtxTh0wCeIwS1FUWnc4U0gLCPFe3oIPNu82isTESBFH2xXRer0CxrThO+4iU90+CzELwH6aK6c65Wq4+FrDATmnmOUkBwgeM7QdHW5rjm5u1XzeGPCLffp7/0L1qfONGkLb7zT3Ev6p8FNq2lvrbm/1zKd8GjA2iymwDZZr81hcOJ7N91pEcMmEc80/sHqx244a6N2CV1Bhk84rKs5IyYnRhsUpiZUnOdzuKEoHPrcLIlY7GxKlwzLEnLDn3Q6CC/OPwnwWluHHa5uM4tUVzRmp4XOhoszR94ikkeJLEmxkkfLJfQ2e3oWtMWpooS6YRMIc12YBrdSdDbsOb6uxZ5kFgBpYf8A1v8ASvGK4eJYSA8cZc5WkXFraG5HObi3QtmZyDwhtWtyctLiH9UqF7PxNMha5kZBvYkA6GwI1G6zhpv0v2rJ1OHRseWcXHlksR4LXZXN1GoFrfWHr7U+BytDTaMOaPkuJBNzffzWP0K+q8PlcB4t22tc8wvYbugpuuDwhtUZO2lxD+qVF30zGvLMjLO1jLmjUHXLe28a+gq4hpI3WaI2XJFjlaOdZSuwOR7beDcXym/i65m6gdJcqUmETtsXCO4LTo64Nj5OgBTuyDwhtU5O2lxD+qVJuBLHW4Ri9JXtytiEjmSuAHhQSfc5mnyB1+wtB5l+hzSDqLEHcRzg7ivzbpsOdYtfaxe5wIN9CBpa3Tn9K6q4JuHGhhwykpsWlnFXSxiJ5ZG+cSsi8CGTO35RjDLg84Kp3XB4Q2qiJg7aVPuH9UrfaLVvx94H+UVX93kT4+8D/KKr+7yKd1weENqtZPWl+XidU+C2ki1b8feB/lFV/d5E+PvA/wAoqv7vIm64PCG1MnrS/LxOqfBbSRat+PvA/wAoqv7vInx94H+UVX93kTdcHhDamT1pfl4nVPgtpItW/H3gf5RVf3eRPj7wP8oqv7vIm64PCG1MnrS/LxOqfBbSRat+PvA/yiq/u8ifH3gf5RVf3eRN1weENqZPWl+XidQ+C2ki1b8feB/lFV/d5E+PvA/yiq/u8ibrg8IbUyetL8vE6h8FtJRnavCd9REP6Ro/bH+fp6VE/j7wP8oqv7vIh4esC6+p89NJqtVbMnJ2lLmBFcNYOkHQfHWLllyVk2rLRQ9svE5Rim8bF9iF5Kh2I8LGD53cTNUZDqAYHjL+brzBW54WML62f2Ll4dGsOchvLPNk0NKgVB5QdS72HJzLmg+bd0tNe5TiyooP8a+F9bP7F6oeFfC+tn9i9UbzzvFO2K7uGY4t2wqcFUKg/wAa+F9bP7F6p8a2F9bP7F6neic4p2xNwzHFu2FTcqihB4VcL62b2L1Q8KuGdbP7F6kWROcU7YqhJTHFu2FTchebKFs4U8L55px/5LyryHhYwdu6We/SYXlQbJnB/wATtipdKTAzQ3dUqaUtETq/d0dPlWQUA+ODCeun9i9UPDBhPXT+xerDrIn3G+E7YsR0hNuNTDd1Sp+qFQD438J66f2L1T438J66f2L1TvLPcU7YoFnTXFu6pU+XlQL43sJ66f2L1T43cK66f2L1O8s7xTtiq3umuLd1Sp8vJUD+N3Cutn9i9U+NzCuun9i9TvLO8U7YpFnzPFu6pU8svtFSk79B9Kg8PDBgzd01Rfp4h69/HLhHXVHsHqg2RP6ILtitOkpvRCd1Sp8yBo3Dzle3LXvxy4R11R7B6Hhkwjrqj2D1QbEnznhO2K3vbNnPCd1Sp+VRa/PDHhHXVHsHqnxxYT10/sHpvJPcS7Yp3tmuKd1T4LVvdE/jU/q9P/1rXKmPDBtBBX15qqRzjHxMLbvaWHMzNm0PlGqhy9YsuG6HKQmPFCGtBHQvRrLY5krDa4UIAuKIoFyzqOrp/Vf7xOWdR1dP6r/eLoN64/JtXN5eWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/eJyzqOrp/Vf7xN64/JtTLyy9buqp6igXLOo6un9V/vE5Z1HV0/qv8AeJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/AHics6jq6f1X+8TeuPybUy8svW7qqeooFyzqOrp/Vf7xOWdR1dP6r/eJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/eJyzqOrp/Vf7xN64/JtTLyy9buqp6igXLOo6un9V/vE5Z1HV0/qv8AeJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/AHics6jq6f1X+8TeuPybUy8svW7qqeooFyzqOrp/Vf7xOWdR1dP6r/eJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/eJyzqOrp/Vf7xN64/JtTLyy9buqp6igXLOo6un9V/vE5Z1HV0/qv8AeJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/AHics6jq6f1X+8TeuPybUy8svW7qqeooFyzqOrp/Vf7xOWdR1dP6r/eJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qnqKBcs6jq6f1X+8TlnUdXT+q/3ib1x+TamXll63dVT1FAuWdR1dP6r/eJyzqOrp/Vf7xN64/JtTLyy9buqp6igXLOo6un9V/vE5Z1HV0/qv8AeJvXH5NqZeWXrd1VPUUC5Z1HV0/qv94nLOo6un9V/vE3rj8m1MvLL1u6qjSIi6VeHoiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiL//2Q==" width="257px" alt="net assets nonprofit"/></p>
<p><h2>Opportunities for Strategic Growth and Impact Through Effective Asset Management</h2>
</p>
<p><p>In accounting <a href="https://greatercollinwood.org/main-benefits-of-accounting-services-for-nonprofit-organizations/">5 Main Benefits of Accounting Services for Nonprofit Organizations</a> terms, depreciation is a method used to reduce the value of an asset over a period of time. Exhibit 3&nbsp;presents  the current year financial ratios of the selected YMCA and average values for a sample of 10 peer YMCAs. Ratios were calculated for the peer institutions using information from their Form 990s.</p>
</p>
<p><h2>Endowment Funds and Permanently Restricted Net Assets</h2>
</p>
<p><p>Although negative savings (deficits) are not sustainable in the long run, not-for-profits may experience occasional deficits. In this case, the YMCA held expenses constant over a three-year period (Year 2 to Year 4), and the deficit reported in Year 3 was attributable to a 20% decline in contributions that year. Because the savings indicator returned to positive in the subsequent year, the one-year deficit should not be of particular concern to the governing board. In this section, the authors calculate the eight ratios for an example not-for-profit organization for purposes of illustrating how ratios may be used in both trend and benchmarking analyses. The organization chosen was a Young Men’s Christian Association (YMCA) from a moderatesized U.S. city.</p>
</p>
<ul>
<li>However, nonprofit ratios can be a useful tool to monitor an organization’s performance—especially in identifying trends that may be negatively impacting an organization.</li>
<li>Examples include bank balances, accounts receivable, pledged donations, investments, and prepaid expenses.</li>
<li>In addition, donations to museums of art, artifacts, and other valuables often come with restrictions, which can include a prohibition on the sale of the donated assets.</li>
<li>Furthermore, although they are commonly represented as a single class of organization, great variety exists in the mission and finances of not-for-profit organizations.</li>
<li>When temporarily restricted net assets are released, the accounting process typically involves two key entries.</li>
</ul>
<p><p>Thousands of CPAs work in the not-for-profit sector, and thousands more volunteer as members of the governing boards of not-for-profit organizations. There is little in the academic background or experience of many accountants, however, to prepare them to analyze and evaluate not-for-profits. University courses in not-for-profit accounting emphasize the recording of transactions and the preparation of financial statements, rather than the evaluation of financial and operational effectiveness. Board members without substantial accounting expertise are even less equipped to interpret not-for-profit financial reports. Nonprofits should include disclosures regarding the liquidity and availability of resources. The purpose of the disclosures is to communicate whether the organization’s liquid available resources are sufficient to meet the cash needs for general expenditures for one year beyond the balance sheet <a href="https://nerdbot.com/2025/06/10/the-key-benefits-of-accounting-services-for-nonprofit-organizations/">https://nerdbot.com/2025/06/10/the-key-benefits-of-accounting-services-for-nonprofit-organizations/</a> date.</p>
</p>
<ul>
<li>Net assets play a crucial role in the financial health and sustainability of nonprofit organizations.</li>
<li>Often, burn rate is used by for-profit organizations just getting their start, to measure how much they’re burning through capital before they start seeing positive returns on the business.</li>
<li>This section outlines how net assets are integral to key financial statements and underscores the importance of adhering to accounting standards.</li>
<li>Your nonprofit Income Statement shows the year-over-year income and spending trends.</li>
<li>Understanding these indicators can guide strategic decisions and bolster donor confidence.</li>
<li>Your nonprofit’s net assets figure into a wide range of financial management activities at your organization, so it’s important to understand the concept.</li>
<li>These can include loans, accounts payable, accrued expenses, and other liabilities.</li>
</ul>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/09/16/3-financial-ratios-and-benchmarks-nonprofits-must-2/">3 Financial Ratios and Benchmarks Nonprofits Must Know</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>INVENTORIES crossword clue All synonyms &#038; answers</title>
		<link>https://regalos.paradigma-digital.com/2022/09/14/inventories-crossword-clue-all-synonyms-answers/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 14 Sep 2022 15:18:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24058</guid>

					<description><![CDATA[<p>Know another solution for crossword clues containing Inventory? The top solutions are determined by popularity, ratings and frequency of searches. The most likely answer for the clue is GOODS. Inventory NYT Crossword Clue Answers are listed below. Did you came up with a word that did not solve the clue? In case you did, worry &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2022/09/14/inventories-crossword-clue-all-synonyms-answers/"> <span class="screen-reader-text">INVENTORIES crossword clue All synonyms &#038; answers</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/09/14/inventories-crossword-clue-all-synonyms-answers/">INVENTORIES crossword clue All synonyms &#038; answers</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Know another solution for crossword clues containing Inventory? The top solutions are determined by popularity, ratings and frequency of searches. The most likely answer for the clue is GOODS. Inventory NYT Crossword Clue Answers are listed below. Did you came up with a word that did not solve the clue? In case you did, worry not because we have the most recent and up-to-date answer for it.</p>
<h2>Crossword Clue: INVENTORY INVENTORY</h2>
<p>We have found 40 possible answers for this clue in our database. Among them, one solution stands out with a 98% match which has a length of 5 letters. We think the likely answer to this clue is					GOODS. With crossword-solver.io you will find 40 solutions. We use historic puzzles to find the best matches for your question. Here is the answer for the crossword clue Inventory featured in Newsday puzzle on					May 15, 2025.</p>
<h2>How many solutions are there for the crossword clue «INVENTORIES»?</h2>
<ul>
<li>We found more than 40 answers for Inventory.</li>
<li>Here is the answer for the crossword clue Inventory featured in Newsday puzzle on					May 15, 2025.</li>
<li>Here is the answer for the crossword clue Inventories last seen in Telegraph Cross Atlantic puzzle.</li>
<li>Know another solution for crossword clues containing Inventory?</li>
<li>We have 35 further solutions of the same word length.</li>
<li>In case you did, worry not because we have the most recent and up-to-date answer for it.</li>
</ul>
<p>Know another solution for crossword clues containing Inventory inventory? Add your answer to the crossword database now. You can click on thetiles to		reveal letter by letter before uncovering the full solution.</p>
<h2>Search Crossword Answers</h2>
<p>With our crossword solver search engine you have access to over 7 million clues. You can narrow down the possible answers by specifying the number of letters it contains. We found more than 40 answers for Inventory items. We found more than 40 answers for Inventory. Here is the answer for the crossword clue Inventory items last seen in USA Today puzzle.</p>
<h2>INVENTORIES Crossword clue</h2>
<p>We have found 40 possible answers for this					clue in our database. Among them, one solution stands out with a % match which has a length of 5 letters. We think					the likely answer to this clue is STOCK. Here is the answer for the crossword clue Inventories last seen in Telegraph Cross Atlantic puzzle. We think the likely answer to this clue <a href="https://accountingcoaching.online/inventory-and-cost-of-goods-sold/">inventories crossword clue</a> is					LISTS. You can click on thetiles to reveal letter by letter before uncovering the full solution.</p>
<ul>
<li>Solution ITEMIZE is our most searched for solution by our visitors.</li>
<li>Know another solution for crossword clues containing Inventory inventory?</li>
<li>Among them, one solution stands out with a 98% match which has a length of 5 letters.</li>
<li>We think the likely answer to this clue is					GOODS.</li>
<li>We have found 40 possible answers for this clue in our database.</li>
<li>We have found 40 possible answers for this					clue in our database.</li>
</ul>
<h2>INVENTORY Crossword Clue &amp; Answer</h2>
<div style='text-align:center'><iframe width='567' height='318' src='https://www.youtube.com/embed/HrKiYFJxgic' frameborder='0' alt='inventories crossword clue' allowfullscreen></iframe></div>
<p>If you have seen the clue before, we encourage you try to remember the solution one more time before viewing the answer. All the clues are regularly checked and updated. The most likely answer for the clue is STOCK. Solution ITEMIZE is our most searched for solution by our visitors. We have 35 further solutions of the same word length. The «Inventories» clue from the Telegraph Cross Atlantic puzzle,		April 21 edition, is one such example.</p>
<div style='text-align:center'><iframe width='565' height='316' src='https://www.youtube.com/embed/0estErUFIZM' frameborder='0' alt='inventories crossword clue' allowfullscreen></iframe></div>
<h2>Crossword Clue &amp; Synonyms: INVENTORY</h2>
<p>The «Inventory» clue from the Newsday puzzle,		May 15 edition, is one such example. The longest is STORES with 6 letters, and the shortest is LISTS with 5 letters. The longest is ACCOUNTS RECEIVABLE LEDGER with 24 letters, and the shortest is LOG with 3 letters.</p>
<div style='text-align:center'><iframe width='567' height='319' src='https://www.youtube.com/embed/vpf4KrmmYlY' frameborder='0' alt='inventories crossword clue' allowfullscreen></iframe></div>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/09/14/inventories-crossword-clue-all-synonyms-answers/">INVENTORIES crossword clue All synonyms &#038; answers</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>How to Create Budget Reports in 5 Steps</title>
		<link>https://regalos.paradigma-digital.com/2022/08/03/how-to-create-budget-reports-in-5-steps/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 03 Aug 2022 14:57:18 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19873</guid>

					<description><![CDATA[<p>This captures your planned effort so you’ll be able to compare it to your actual effort when you generate a status report. One benefit is that the budget report is able to show you possible threats that can negatively impact your company or project. Therefore, you have time to respond to them before they can &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2022/08/03/how-to-create-budget-reports-in-5-steps/"> <span class="screen-reader-text">How to Create Budget Reports in 5 Steps</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/08/03/how-to-create-budget-reports-in-5-steps/">How to Create Budget Reports in 5 Steps</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/iStock-bonus_obmquf.jpg" width="255px" alt="how to read a budget report"/></p>
<p>This captures your planned effort so you’ll be able to compare it to your actual effort when you generate a status report. One benefit is that the budget report is able to show you possible threats that can negatively impact your company or project. Therefore, you have time to respond to them before they can derail your work. If you see that there are issues, then you can change your schedule or scope of work to keep the budget and stay on track. The planned costs are those that you anticipate for the business over a specific time period or for a period of a longer project.</p>
<ul>
<li>Get to know your company by getting to know the budget reporting process.</li>
<li>Unlike the Balance Sheet, this report is as straightforward as they come – there either is a discrepancy in the Association’s books and bank account or not.</li>
<li>We provide outsourced CFO, fractional, and temporary CFO, Controller, and operational Accounting services that suit the needs of your business.</li>
<li>Once you have everything in an Excel spreadsheet, it’s much easier to move on to the next step.</li>
<li>This way turn around time once results are final will be much faster.</li>
</ul>
<h2>What every finance leader needs to know about research fund management</h2>
<p>By comparing what you planned with what actually happened, you can quickly see if your business is on the right track. Another reason why these reports matter is that they give <a href="https://www.youtube.com/results?search_query=Unearned+Revenue">unearned revenue</a> you a clear view of your business&#8217;s financial health. These reports isn’t just about spotting differences; it’s about using those differences to make smarter decisions. Now that we’ve covered the types of variances, let’s talk about why these reports are so important for your business. A positive profit variance is always good news—it means you made more money  than expected.</p>
<h2>Why do both your budget and actuals matter?</h2>
<ul>
<li>Expense variances are important because they show you where you might be overspending.</li>
<li>Once you’ve got your data ready, the next step is to identify the variances.</li>
<li>A positive balance indicates underspending in the personnel categories.</li>
<li>Positive variances in one budget item can buffer against less favorable performance in another.</li>
</ul>
<p>By analyzing the variance between budgeted and exact figures, companies can identify opportunities for efficiency improvements and mitigate potential financial risks. This component compares actual income and expenses with the projected budget. Analyzing these variances allows businesses to <a href="https://www.bookstime.com/articles/budgeting-report-definition-and-examples">how to read a budget report</a> identify overspending or underutilized resources and make necessary adjustments. This report allows organizations to compare actual financial performance with planned budgets.</p>
<h2>Company</h2>
<p>It offers real-time insights into cash flow and integrates with multiple third-party apps to help streamline the budgeting process. The actual costs in a budget report are the total expenditure that the company <a href="https://x.com/BooksTimeInc/status/1895134698088935930">Insurance Accounting</a> or project spent over the course of time reflected in the report. It’s important to understand that a forecast or a budget tries for accuracy but it’s never completely right. There are almost always unexpected expenses, costs, etc., which will impact your budget. The actual costs, therefore, give you hard data on how much you spent so you can compare it to what you thought you’d spend over this period.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/5d034d2a67.jpg" width="253px" alt="how to read a budget report"/></p>
<h2>Subscribe to our newsletter and stay informed on the latest SaaS insights</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/accounting-in-georgia-bookkeeping-and-tax-services-1-scaled-1-400x300.jpg" width="259px" alt="how to read a budget report"/></p>
<p>Variance analysis helps you identify the reason for the differences. Identifying and explaining variances is essential as they hold the keys to better future performance. Variances happen for various reasons (fluctuating costs, sales numbers, pricing,  and overhead).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/40e27688-446b-4373-bf12-c6b803f96035-300x161.jpg" width="252px" alt="how to read a budget report"/></p>
<p>Finally, write down a few notes about why each variance happened—this helps you understand what went right or wrong. You can also filter the data—maybe you want to look at just one department or one specific type of expense. Xero makes it easy to filter the report so you can see exactly what you need.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/DofWQDUeEpg' frameborder='0' alt='how to read a budget report' allowfullscreen></iframe></div>
<p>Some organizations (typically younger and smaller companies) conduct variance analysis quarterly. Capturing and understanding variances are crucial to controlling future costs and maximizing profit. The sooner you see and handle a variance, the less likely it is to affect the organization&#8217;s long-term profitability and financial health. Variance reporting is exactly what it sounds like—finding differences between what you planned and what actual data results from your business activities.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/87999f14-f23d-4a2a-991a-6b28a7f458f9.jpg" width="255px" alt="how to read a budget report"/></p>
<p>This serves as a project for the entire company, usually for an entire fiscal year. The master budget usually includes projections for revenue, expenses, operating costs and sales. Your company’s income statement displays the amount of revenue the business earned during a particular period, such as a year or a quarter. The income statement also shows expenses and costs connected to revenue. The bottom line on the statement reveals how much your company earned or lost during the period.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/08/03/how-to-create-budget-reports-in-5-steps/">How to Create Budget Reports in 5 Steps</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<item>
		<title>Gross vs Net Income: How They Differ and Why They Matter Bench Accounting</title>
		<link>https://regalos.paradigma-digital.com/2022/05/17/gross-vs-net-income-how-they-differ-and-why-they/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Tue, 17 May 2022 12:38:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19479</guid>

					<description><![CDATA[<p>Unless otherwise stated, each offer is not available in combination with any other TurboTax offers. Certain discount offers may not be valid for mobile in-app purchases and may be available only for a limited period of time. With TurboTax Live Full Service, a local expert matched to your unique situation will do your taxes for &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2022/05/17/gross-vs-net-income-how-they-differ-and-why-they/"> <span class="screen-reader-text">Gross vs Net Income: How They Differ and Why They Matter Bench Accounting</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/05/17/gross-vs-net-income-how-they-differ-and-why-they/">Gross vs Net Income: How They Differ and Why They Matter Bench Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
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" width="254px" alt="Gross vs Net Income"/></p>
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</p>
<p><div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/pzyrWtUliHY' frameborder='0' alt='Gross vs Net Income' allowfullscreen></iframe></div>
</p>
<p><h2>Income Statement Calculation</h2>
</p>
<ul>
<li>You can also correlate revenue with gross pay on a paycheck before any deductions are made.</li>
<li>Gross profit can sometimes be referred to as gross income, gross revenue, sales profit, or even gross margin.</li>
<li>Net income, or net profit, is what’s known as your “bottom line”—perhaps unsurprisingly, you can find it at the bottom of your income or profit and loss statement.</li>
<li>Net income also includes refundable tax credits such as the Earned Income Credit (EIC), the refundable portion of the Child Tax Credit, or the American Opportunity Tax Credit.</li>
<li>Net profit margin, or net margin, is the ratio of net profits to revenues.</li>
<li>Net income is the appropriate metric for businesses that want to calculate their profit margin.</li>
</ul>
<p><p>After gross profit, other categories of expenses are tallied up and some additional income may be added. These various figures eventually lead us to net income, which represents what is left from revenue after all of the above is subtracted and added. Revenue&nbsp;is all the money generated from a company’s primary business operations. For example, the revenues of a bookstore would be the money made from selling books and other items or services in the store.</p>
</p>
<p><div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/IvIfMEj0Y6c' frameborder='0' alt='Gross vs Net Income' allowfullscreen></iframe></div>
</p>
<p><h2>Where To Find Gross Profit and Net Income</h2>
</p>
<p><p>More importantly, calculating net income helps managers and small business owners determine how to make their businesses more profitable as well as improve cash flow. To do this, they may need to increase sales or cut business expenses. In practice, this <a href="http://ankerch.crimea.ua/page/9/">http://ankerch.crimea.ua/page/9/</a> looks like tallying up all your revenue, including any money you made from selling assets or investments.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="Gross vs Net Income"/></p>
<p><h2>What is net income?</h2>
</p>
<ul>
<li>Unlike gross income, which only deducts COGS from revenue, net income tells you how much money your business has earned after every business expense has been paid.</li>
<li>With no other sources of income, the total revenue remains $1,000,000.</li>
<li>Gross profit is a company’s revenue minus the costs specifically linked to achieving those sales.</li>
<li>After you determine your expenses, you can calculate your net income vs gross income.</li>
<li>Net income is critical because it allows the store’s owners and managers to calculate the business’s net profit margin.</li>
</ul>
<p><p>In the three months to Dec. 28, 2024, Apple Inc. (AAPL) reported total net sales of $124.3 billion and cost of sales of $66.03 billion. Subtract the latter from the former and you are left with a gross profit (labeled «gross margin» here) of $58.28 billion. Business News Daily provides resources, advice and product reviews to drive business growth. Our mission is to equip business owners with the knowledge and confidence to make informed decisions.</p>
</p>
<ul>
<li>Gross profit and net income reveal different levels of a company’s profit.</li>
<li>That leaves the company, as reflected in the third line of its income statement, with a gross profit of $9.6 billion.</li>
<li>Read about features, pricing, and more to make the best decision for your company.</li>
<li>It usually appears at the bottom of the income statement, earning it the name “the bottom line,” and essentially reflects a company’s profit, that is, the income it gets to keep.</li>
<li>You can use net margin to see how much of every dollar you collect in revenue becomes profit for your company.</li>
</ul>
<p><p>Additionally, some deductions and credits can reduce your tax bill even further. The net income from a small business is also used to calculate the owner’s self-employment tax (Social Security and Medicare taxes). Gross income is a helpful way to look at the revenue potential of your business and to assess how you are doing year over year. By looking at your various revenue streams, you can see which clients and which types of projects bring in the most income and the least income. This insight may influence where you choose to direct the majority of your time and effort, or determine the future goals you set for your business.</p>
</p>
<p><h2>Why is gross income important?</h2>
</p>
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" width="256px" alt="Gross vs Net Income"/></p>
<p><p>The tax that a small  business pays for income tax isn’t directly related to its net income. Small business taxes are passed through onto the owner’s personal tax return. The business owner pays income taxes based on their  total income from all sources, including net <a href="http://www.neogranka.com/forum/showthread.php?t=25221">http://www.neogranka.com/forum/showthread.php?t=25221</a> income from their business, income as an employee, and income on investments.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Gross vs Net Income"/></p>
<p><h2>What is taxable income?</h2>
</p>
<p><p>Understanding when to use net vs. gross income can help companies plan their business budgets and know when to cut costs or increase sales. Here’s a look at when to use net and gross income in essential <a href="http://tvturizm.ru/deli/15-asia">http://tvturizm.ru/deli/15-asia</a> accounting scenarios. Net income is the amount a company makes over a specific period after accounting for all expenses incurred over that same period. Without calculating net income, a business owner can’t know whether they made or lost money over a set period, regardless of how much they sold.</p></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2022/05/17/gross-vs-net-income-how-they-differ-and-why-they/">Gross vs Net Income: How They Differ and Why They Matter Bench Accounting</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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