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	<title>Corte Dei Fornai &#187; Bookkeeping</title>
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		<title>Expenses Definition, Varieties, And Practical Examples</title>
		<link>http://www.cortedeifornai.it/expenses-definition-varieties-and-practical/</link>
		<comments>http://www.cortedeifornai.it/expenses-definition-varieties-and-practical/#comments</comments>
		<pubDate>Fri, 03 Oct 2025 14:46:01 +0000</pubDate>
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		<description><![CDATA[<p>We’ll discover the varied components of operating bills, together with mounted, variable, and semi-variable prices. We’ll explore frequent examples, calculation strategies, and methods for managing these expenses successfully. As you progress ahead, decide to common expense audits and leverage technology types of operating expenses to track prices in real time. Unlike capital expenses, that are [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/expenses-definition-varieties-and-practical/">Expenses Definition, Varieties, And Practical Examples</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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				<content:encoded><![CDATA[<p>We’ll discover the varied components of operating bills, together with mounted, variable, and semi-variable prices. We’ll explore frequent examples, calculation strategies, and methods for managing these expenses successfully. As you progress ahead, decide to common expense audits and leverage technology <a href="https://www.kelleysbookkeeping.com/operating-expenses/">types of operating expenses</a> to track prices in real time.</p>
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<p>Unlike capital expenses, that are capitalized and depreciated over time, working expenses are absolutely deducted in the present period. Correct classification of working bills requires a scientific strategy that aligns with accounting requirements and business needs. Following these tips ensures consistency and accuracy in the company’s earnings assertion.</p>
<p>They are a elementary part of a company’s revenue statement, also called the statement of operations or revenue and loss statement. They are subtracted from the company’s whole revenue to calculate its working earnings or revenue. As a end result, larger operating bills can lead to lower income, which may impact critical monetary ratios and the business’s general monetary health. In distinction, working bills symbolize the prices incurred throughout regular enterprise operations geared toward generating income or offering goods and providers to prospects. Working bills often qualify for tax deductions if they&#8217;re strange, essential, directly related to business operations, and reasonable in amount. Common deductible working expenses embrace hire, utilities, employee salaries, office provides, advertising costs, insurance coverage premiums, and skilled charges.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="types of operating expenses" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\68d4f21c6e8d12b282bfc91a\cache\types of operating expenses\images\types_of_operating_expenses_(16).jpg"/></p>
<p>These expenses, unlike operating expenses which might be deducted from income in the 12 months they are incurred, can be deducted from taxes over a period of years. Salaries and different forms of compensation are classified as working expenses and can be fastened, variable, or semi-variable depending on their construction. Fastened salaries are thought of mounted working prices because they proceed to be constant no matter manufacturing or gross sales levels.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="types of operating expenses" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\68d4f21c6e8d12b282bfc91a\cache\types of operating expenses\images\types_of_operating_expenses_(15).jpeg"/></p>
<p>Among these costs, operating expenses stand out as important components for any enterprise looking to generate revenue. Working expenses, usually denoted as OpEx, are prices a company encounters whereas performing its day-to-day activities or core operational features. To higher grasp the idea of operating bills, it’s essential first to grasp operational activities and how these expenses differ from non-operating and capital bills. By clearly distinguishing operating bills from different enterprise costs, you’ll acquire a extra correct picture of your company’s financial efficiency. This data empowers you to make informed choices about cost administration, pricing methods, and total enterprise operations, ultimately leading your small business to larger profitability and success. By understanding and effectively managing these common working bills, you possibly can keep higher control over your business’s monetary health.</p>
<ul>
<li>In contrast, operating bills characterize the prices incurred throughout regular business operations geared toward generating revenue or offering goods and providers to prospects.</li>
<li>To minimize down on occupancy prices, companies can consider strategies like downsizing, utilizing less storage or warehouse space, implementing remote working, or utilizing shared office spaces.</li>
<li>It contains the worth of leasing office space, retail house, or any other premises needed for day-to-day operations.</li>
<li>Working bills positively or negatively have an effect on the money circulate depending on how much money you spend to run enterprise operations.</li>
</ul>
<p>First make a listing of all of the fastened and variable bills in the course of the daily operation similar to labor, supplies, or useful resource consumption like rents, and utilities. In other words, your company made $27 million earlier than accounting for taxes and curiosity and OpEx accounts for 22.4% of your complete prices. Let’s say your organization has net gross sales of $125 million, with COGS totaling $70 million, and working bills totaling $28 million. The formula for calculating working bills varies slightly relying on the specifics of your corporation and the nature of your expenses. It provides a lens by way of which business leaders can gauge their general operational efficiency and revenue-generating capacity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="types of operating expenses" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\68d4f21c6e8d12b282bfc91a\cache\types of operating expenses\images\types_of_operating_expenses_(18).jpeg"/></p>
<p>Lean practices not solely reduce prices but additionally improve overall operational efficiency and customer satisfaction. Working bills affect varied strategic choices, together with pricing strategies, investment choices, and useful resource allocation. Prices inform minimum value factors and revenue targets, whereas out there funds for development initiatives depend on expense ranges. Misclassification can result in inaccurate financial statements, poor business selections, and potential legal or tax issues. Schedule common expense review meetings where responsible events focus on <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> variances, explain tendencies, and current price optimization ideas.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/expenses-definition-varieties-and-practical/">Expenses Definition, Varieties, And Practical Examples</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>The Center Of The Internet</title>
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		<pubDate>Fri, 03 Oct 2025 14:46:00 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>From this text, the need for a good money move in running the business could be understood. Sundry collectors in Tally&#160;and sundry debtors are current in all companies steadiness sheets and are an accepted norm in business. Managing correct stability and paying the debt on time is important for a enterprise to run easily and [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/the-center-of-the-internet/">The Center Of The Internet</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>From this text, the need for a good money move in running the business could be understood. Sundry collectors in Tally&nbsp;and sundry debtors are current in all companies steadiness sheets and are an accepted norm in business. Managing correct stability and paying the debt on time is important for a enterprise to run easily and maintain a correct relationship with its collectors. You report and track the heads of sundry creditors and debtors out of your smartphone.</p>
<p>Because sundry objects are sometimes small and infrequent, they could be forgotten or lumped into different accounts without correct monitoring. This can lead to inaccuracies in monetary reviews and difficulties throughout audits. Sundry revenue should be recorded under a miscellaneous earnings account or related class within the profit and loss assertion. This ensures that the earnings is reported individually from the core enterprise revenue and can be analyzed independently.</p>
<p>As a result, such transactions normally lead to the addition of a debtor &amp; a creditor within the books of the vendor and buyer, respectively. Suppose a furniture-making company, Wood Ltd. sells furniture price 30,000 to QRT Ltd. on credit score. Therefore, QRT Ltd. will become a debtor for Wood Ltd., whereas Wooden Ltd. will become a creditor for QRT Ltd. Sundry expenses, if respectable and business-related, may be deductible from taxable earnings.</p>
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"/></p>
<p>These items don&#8217;t fit neatly into the first categories of a company’s accounts, actually because they are infrequent or relatively minor transactions. By itemizing small, irregular quantities under sundry bills, an organization&#8217;s accounting department saves itself the hassle of getting to exactly allocate every expense. As coated in the previous heading, sundry debtors are shown in the company’s balance sheet as “assets”; therefore, they are an asset for the enterprise. These quantities are recorded as belongings as a outcome of they symbolize a future financial benefit that&#8217;s expected to be acquired by the company.</p>
<ul>
<li>Service industries such as consulting or training might use sundry invoices to invoice for incidental bills like travel prices, coaching materials, or administrative charges.</li>
<li>Coaching supplies or academic assets bought sometimes for employees growth may be invoiced as sundry objects.</li>
<li>Whereas the exact nature of sundry invoices will vary depending on the industry and company, there are widespread examples that illustrate their use.</li>
<li>From an accounting perspective, sundry transactions require careful handling to ensure accurate reporting.</li>
<li>Defining the threshold for quantities and kinds of transactions to be recorded as sundry helps keep consistency.</li>
</ul>
<p>This could also be a one-time client or an ongoing relationship for a company with too many small shoppers to each have their very own ledger, similar to a subscription provider. Sundry income is generated from sources other than an organization&#8217;s regular income-generating enterprise operations. This includes any earnings not generated by the sale of the company <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a>&#8216;s services and products. Educational institutions might problem sundry invoices for course materials, guest speaker fees, or occasional facility leases. Hospitality and leisure sectors often have sundry invoices for miscellaneous charges like event fees, catering extras, or buyer penalties.</p>
<p>With this app, you can even handle your small business move, do information entry, consider sales, and even improve the sales team&#8217;s productiveness. In business,&nbsp;sundry collectors are liabilities as they owe a enterprise an outstanding amount as a result of a specific transaction. This is based on the credit timeline agreed to between the business providing the services or items and the enterprise availing of the credit facility on the provision of such providers or items.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="sundry receivables" 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"/></p>
<p>Creating a sundry invoice follows the same primary ideas as creating any other invoice, however with specific attention to the character of the sundry items concerned. Since sundry invoices usually cowl irregular or minor transactions, it is important to ensure readability and accuracy to keep away from confusion for each the enterprise and its prospects. Sundry earnings is revenue earned from actions outdoors the company’s regular business operations. Not Like income from primary actions such as product gross sales or service supply, sundry earnings arises from incidental or one-off sources. It may come from quite lots of sources corresponding to interest earnings, gains from promoting belongings, or fees charged for late payments.</p>
<p>Ledgers were physical books, and every buyer or transaction sort sometimes required a dedicated page. For prospects or transactions that had been rare or minor, making a separate page was inefficient and cluttered the books. It is considerably useful in managing ledgers and producing business stories.</p>
<p>Developments in accounting technology continue to affect how companies manage sundry invoices. Fashionable accounting software presents features that simplify the recording, monitoring, and reporting of sundry transactions. In the cash flow assertion, sundry invoices influence cash inflows and outflows related to working actions. Monitoring sundry transactions helps make certain that all cash movements, even minor ones, are accounted for in cash circulate forecasts and analysis. Late fees charged to customers for overdue funds are one other typical sundry bill item. Such fees aren&#8217;t part of the regular gross sales revenue however should be recorded to ensure correct income monitoring.</p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/LmwtsdaNAlA' frameborder='0' alt='sundry receivables' allowfullscreen></iframe></div>
<p>Monitoring these accounts helps detect errors, fraud, or misclassification of transactions. Sundry bills help companies track these small however needed outlays, making certain that each one financial transactions are captured. This could be significantly helpful for budgeting and value control, as it highlights areas the place minor bills may accumulate unexpectedly. Jason Ding is a seasoned accountant with over 15 years of progressive experience in senior finance and accounting throughout a number of industries. In his free time, you’ll discover Jason on the basketball court <a href="https://www.kelleysbookkeeping.com/what-do-sundry-creditors-and-sundry-debtors-mean/">sundry receivables</a>, travelling, and spending high quality time with household. Sundry invoices are despatched to a company’s prospects who rarely buy on credit and whose purchase quantities aren’t significant.</p>
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		<title>Salaries: Managing Worker Salaries As Overhead Costs</title>
		<link>http://www.cortedeifornai.it/salaries-managing-worker-salaries-as-overhead/</link>
		<comments>http://www.cortedeifornai.it/salaries-managing-worker-salaries-as-overhead/#comments</comments>
		<pubDate>Fri, 03 Oct 2025 11:00:36 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=69956</guid>
		<description><![CDATA[<p>They are typically recurring and constant no matter whether enterprise is booming or not. Using multiple software program tools can result in redundancies and elevated prices. Investing in energy-efficient gear, utilizing LED lighting, and adopting energy-saving practices may help cut back utility payments. Additionally, organising sensible thermostats or monitoring power utilization with software program can [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/salaries-managing-worker-salaries-as-overhead/">Salaries: Managing Worker Salaries As Overhead Costs</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>They are typically recurring and constant no matter whether enterprise is booming or not. Using multiple software program tools can result in redundancies and elevated prices. Investing in energy-efficient gear, utilizing LED lighting, and adopting energy-saving practices may help cut back utility payments. Additionally, organising sensible thermostats or monitoring power utilization with software program can further optimize prices. Retail companies incur overhead prices to keep up storefronts and handle stock.</p>
<p>Typically speaking, the lower the share, the more practical your corporation utilizes its assets. In other instances, legal costs can be variable—for example, if you should bring in a authorized professional to address a merger, lawsuit, or audit. Though these are rare, they are often expensive and make up a big a part of that quarter’s overhead. If your organization has an workplace, warehouse, or storefront, you’ll require utilities to maintain your area operational.</p>
<p>One major concern is that openly communicating salary data may result in unfavorable comparisons and discontent among employees. When individuals discover that their colleagues earn considerably more than them, it could possibly create emotions of resentment and demotivation. This may be notably challenging in cases the place staff have comparable roles and duties however obtain different compensation.</p>
<ul>
<li>Most companies outline an overhead as any important spending indirectly linked to delivering their core products or services.</li>
<li>Effective salary administration can lead to elevated worker engagement, reduced turnover charges, and ultimately contribute to the overall success and development of the organization.</li>
<li>By effectively managing employee salaries, businesses can optimize their overhead costs and make positive that they&#8217;re allocating assets in the most efficient method.</li>
<li>However that doesn’t take into account the price of electricity (to run your top-of-the-line juicer), or the month-to-month rate in your accountant (who specializes in the cold beverage industry).</li>
<li>Working bills is a broad class, encompassing everything you spend in the center of operating your small business.</li>
</ul>
<p>When these prices are precisely allotted, monetary statements provide a realistic view of the company’s financial well being, aiding stakeholders in investment selections. Correct allocation directly affects the value of items sold (COGS), impacting gross profit margins, a key indicator of operational efficiency. The classification of wage costs depends on the employee’s specific function and contribution to the business. Salaries may be categorized as direct labor, oblique labor (overhead), promoting expenses, or common and administrative bills. This differentiation is important for correct financial reporting and inner administration. Allocating direct overhead costs requires cautious consideration of each the nature of the prices and the specific actions they support.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="salary overhead" 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WlDDe8LWhV03BB3AC3Gwtjf+T7lZ/Us7+nue3g+T7lZ/Us7+nue3gQ8tslhuOpVY6BDimM2PDqQQfPF9STXNnFTT2lOHVCBl3NnKBVnxnNkEZdVIiS3H0NuqdCWUICkJa2biolFh4uI44jPWXM1R1M1IrOco1DnMRprqUx0LYVuDSEhCSrh0kJuf34dfyfcrP6lnf09z28HyfcrP6lnf09z28IgfEqLJvNcymTdLyhYcdDJY2wKvGa7UM5oO5Y9EMyx6Nl7OunmZWZNPi5vpvY8ecuMstsSUhWznLAkIO6xNuFsNJelz1OoFVq9brUJEmKEIgQobqZTsxwrAJ8C+xATuNzY9Ath4/J9ys/qWd/T3PbwfJ9ys/qWd/T3PbxWw4tDXNN2a5aiYhQ4z4sKPDFsgnzxooLrrqgUPChW3V6pH1K0Lyzk5NoGZMnSHEIYmAsolxV38JtxVkbh4N0kg8OGNbMVd+LOhEPSCm76lU59UVVao5FaU4xGSLBDIXay1eCkkpuB0XOPPyfcrP6lnf09z28HyfcrP6lnf09z28XOMN9k1pTNoWDcmaQ3HQ7IeXgWx0jU56ZqkkDXppcnNppnHN2QYFCpfxmp1byPOjoXWKXUWwpyFuJ59pDRHOE8SU7QUkn9+IURRXKlnBaqbT3KdT3Z63GDJQpCGWd5KQo2PQmwxIvyfcrP6lnf09z28HyfcrP6lnf09z28Ve17wGlrqDYtZeLLy8R8VsWHafn84Cue8gChN+deeVA/EzZqa5mXK8kVOBJhx2g4w2slK22wlQUkpBHHo8uFvSzNeedPKNQxQs0wJ2X55UquUWqoAEM84QsJQobyFNgKBRe5NiMI3yfcrP6lnf09z28HyfcrP6lnf09z28W/yCIYoa6p2LEiVdJsknRYZa0UvcDWgoNGcZ6il6jPPhpz2b6xOolMdg0qVOfdgtONFvayVkpAB6OBHDxYQMSxWNF+UfmFTSq9lPM1SUwCGjLeLpQD023KNr2H8sJ3c6a3/AHb1fzE+1jmdBiEkhp7l7UHCMmyG1rozKgU6YPFRxgxI/c6a3/dvV/MT7WDudNb/ALt6v5ifaxGIi9U9xWnjOR9MzeHNRxgxI/c6a3/dvV/MT7WDudNb/u3q/mJ9rDEReqe4p4zkfTM3hzTCpP8A3pD/AOIb/wAwxV34SD/XS1K/4uH/APSYxeyj8nzU2BUY9SzdQhlqiw3EvzqpVX22I8VlJupalKV4gDwxzl5ZWpmXtX+U5qBqDlN7n6NUanzcF/xPsstoZS6PwUG9w/AjHs4KhvYHFwpmX5z4eTkvMvgNgPDiLVaEGlaUzexT9yJ/g/IvKE07XqzV9Taplm092HBRTGkl0c3YKWVki3EkADyYsx3rSN1odRfzf14XPgtZPM8lOCm9v+2p5/8AWnE6al5n1Cp9XVHyy3NbgfF+fIjvw4QkqcqqCjsdlwFKtqCkrPiCjcbhbj0mKS4iq8aHJQxBY6yLwNFc4Crf3rSN1odRfzf14O9aRutDqL+b+vE/0rVfV1CadCzBpKUTHJLcSa7HlqVHbPMhxbqVBBujjtHi3hSb8ASiM61awQp8ypTtJ6nOhTI0ZyHAjBe+GssurWFLU0ndxQgKB4pUoBN7jC27XxU5NCH5fd+yhvvWkbrQ6i/m/rwd60jdaHUX839eJ0zBrTqW0mVSadpPVm5S4V2pzQcdZYkFtJ8bPhgFYAsCCQb2AVbUzZqRqo3l2nwaRDmx62csU+qOlEELefmOSmW5DQaKTt5tBcUoW4c4nothbdr4oZaEK+YO5Qt3rSN1odRfzf14O9aRutDqL+b+vE3Zo1k1ScotTiUDTKqxKgpmT2FMS2t5LamzJSjcgtcVL7HbKRYiz6LkePa+WPUqOpxiJpRVKglL6kB591TJ8OVIQg25gfsw20hRPFQDzdweKsLbtfFMmhdUbv2UD960jdaHUX839eDvWkbrQ6i/m/rxZjL+pGeK1XafEm5DXTKdKcmofdfW6XWOZO1vcObCBznFQIURttxvhu0bUbUymZciVWv5drFSzA8mSmfSW4PNxIikuOFBQ6lsqVdKEITYq3c4FGwucRjHa+KnJIfUHcoJ71pG60Oov5v68HetI3Wh1F/N/Xie1606mKbffa0aqTYjmUOZcdJcd2BrmggpSU3Vzi+k2/Znj48b8PVnNRpOaJycoS58mkS4bUOIhCg45z8Zh1TStqSbtLdUlRt0J42sThjHa+KZLC6o3fsq6960jdaHUX839eDvWkbrQ6i/m/rxYfLWsGf67XIEGXpLPpsCY4sLlyH1pLCEhv56C0LKJcJAvYhCuNxhNTqvqvQ2amzL06n1tUWdPLL6EqaKmA9K7HRtS2d10NMAKTfg6CbHpYx2vioyWFnsjd+ygrvWkbrQ6i/m/rwd60jdaHUX839eJ5XrRqG48lwaT1pktuuNhlRVsdSSyErUQ0oi29Zt4J8A3B6Rk+WvUVUWbJRozVSIbbNkF1QW+tSkhfNpKOKUgq4kg+D0cRhbdr4pksLqjd+ygLvWkbrQ6i/m/rwd60jdaHUX839eLKxNVM3yqHOqDmm9QizI9YFNZjvFe1bCiAJRKUFXNi/HakkfztonWHPwqDUM6SVMtuTURlvpcUUtNl11suG6BcWbQ5wv4Dqb2NxhjHa+KnJIXVG79lXjvWkbrQ6i/m/rwd60jdaHUX839eLHZe1Tz/VKTV3qnprKhT4FFRUIzZUvmpcotFRjJJSFBQVZHR+6+G6xrLqpRk1ZFT00qdYWHZL8Ax2HEDYko2MGzXj3K2qPTtN8LbtfFQZWEBWyN37KE+9aRutDqL+b+vB3rSN1odRfzf14sbJ1ZztDye5mFem0+TPNWlQ2aayl3nTFbU5zb6v2ZI3oQCBa11pF78MZsnapZ6zHX26dVtM5NHgLQ+4Zr0hfAJedbQNqm0+EoNJWQSLJdQQTxwxjtfFSJSFUCyO77KtnetI3Wh1F/N/Xg71pG60Oov5v68WEOr+oqlRltaUyOaea7IeC33g6wjnmmy2pPM7VOgOLWQlRBS2SCcYYGsWfqrCjy5OmFYpW2TGQ8yQ4XlBe0rUkFggtC6kk3Sq6egAg4W3a+KjJYXVG79lAPetI3Wh1F/N/Xg71pG60Oov5v68TqzqhqlU4ebKrGyhUIDsHLyn6VAkQ1qS5PS7IA2q2BS96EsK2cbX6OnG5QtV9RnKtS8uzNM6ktD8wRJFVkuFtttodkbnlhLVrkMIUkABP+kNgkG+Ft2viglYR/IO5V+71pG60Oov5v68HetI3Wh1F/N/Xid52qmqtMzXKdXkCZOpLCn4iIkVtW5zbJ2NPpcKLEqbO4p3bQnje4xmznqhqejTBisZeyFPjZiqjEkoYaSqQqAtDalt70FslSllKUhJSAFGxPRdjHa+KZLCv8wbqgLvWkbrQ6i/m/rwd60jdaHUX839eJ/j61Z7kZlaog0rnsxH564TEyQtxoO7UFYXZTYskpbe4k2Cg2L2WCNqVq1qJEq0uIrSWoKjtSW2mFJeClLbLTKlElAUjdvdWkWVt/Yq3KFxhjHa+KnJYXVG79lXbvWkbrQ6i/m/rwd60jdaHUX839eJ5zXqrqbBzRS0UzTysNU2Mt0z2eaEgyUqjOqbstlLiUgOpbHgr3XVYixwpZY1cztWmK05U9NpNNdpdLTUGo7jyy5JcW1dLKRzY8LnEPIPSRtQqxCxhjHa+KCVhVpZHd9lXTvWkbrQ6i/m/rwd60jdaHUX839eJ7j60amKntQJekEtrnVoQX0PPLZQFmJZRVzI4ASXr8AR2Kvy8PKtZ8/zUMoGltahB1cXw0Balp3KhlwKCmSAkCQ8Cen/R3Og2IW3a+KjJYXVG79lA3etI3Wh1F/N/Xg71pG60Oov5v68TSvlJ5hhVGhUauadmkza3JYaQidOLCUtrTGKiFONp3KQqQtJSOksqA4kDC/nHUbURNVfy7l3JsyO32wjRU1XYpwCOp6OHXQnYU/MedKT4VuYWVAcMTbdr4oJWEczR3fZVorvwU1Dn0uQ1VuUdnuoR0IU4WJO1xCikXFwpRGOT9dgN0qt1ClsrUtuHKdjpUrpIQspBP48MfR5UZhFLlJU5uIjrBJ6T4J44+czOP/i6t/xKT/8AKrGkB5c4iq48KSrYEFrg0A1/hdbfgyZXM8lyAi9v+2J5/wDWMWv7YD6WKIcgDVfTzJ/J2gUfMmeaHS5oqcxwx5c9ppwJKxY7VEGxxZDugdHfvSyv61Y9rHlxXkRHDaV9vg+WY+UhOqOi34BS/wBsB9LB2wH0sRB3QOjv3pZX9ase1g7oHR370sr+tWPaxTGFdeRs1hOfNus9FyRmlFDzG0tiE7T0zETW0qc/aF0thtSEp4XNrKvxJtwwiz+UhpiApyNUQ5PZbWthMiK6gW2IWbKCFEAoWk8AeHTbCNL1o0GnymZs7P2S5EiOClp12fGWtsHpCSTcXucJq9QuTI43zK8waeKRt2bS9Dtt4cP3cB/LFhFbpBXO6SfU2XNp/dqfjXKI02eksQm6tMMiTIMdlkU98rcIW4hSwnbfYFMuAq6BtON/LetuQs2T4tMota5yRMjOSmUuNKbuhDhbV863HcLW6cRvH1J5NUVaXI2ZtP2loUFpUiRESQoFRBBB6brWf/MrynGORqHyaJTCIzmachhtso2BEyMgp2uB1IBBBA3pCreXDGt1FBJxNLm/3tT9c13y1TswVfLtfS9Cfp9QTBYUhtbqZIUmL4VwmySFzGkkcbXve17bFG12yNXaNNr8CZLMGE/DilxUVQLr0pDSmUIT0qKuebHRwKsMaRq1yeZb0mTKznkZ52YEpkOOTIqlOgEEBRJuqxSk8fojyDA1qzyeWIj8BnOWRW40kIS8ymZFCHAgAJCkg2NgABfosMMaNSnIn16Taf2ieKuURpqllcjtvKLaEoKSIL37RSuY2oQNt1K/0pjgPp/gbLE3U/KNDcDDrj7ZciJqbnNQ3CGmnNxSt2w8AqKFgbrG4IOIuVqTyallRXmbT8lYsq8iJxFkC3T5G2x/5E+QY2Z2rnJ7qZSqo51yPKKGex0l6ZGXZr6Aufm/h0YY0aigkn6XN/vanjE1zy/mJLbGSGnqvNc5pxLLjbkdCmiGFukLUmxUhmQhe3x9Fwb233taMnRaJRK9MkyWGMwtB2ChcdXOLSQCLgfNJ3JAv4yMR3A1U5OlLlifTM35EiSQVEPMS4qFgqSEq4g34hKQfwSPJj05qxyeHm4rLuccirRBBEVKpcUhgFQVZAv4PFKTw8YHkwxo1IJJ9Ok2qcr3KSyT2M6phuppkJbLjaX4D3NkCO0+StbaV7EhD7VyR0q8eMcXlLZJjwHnczLfpsyO5MS7HQy48ObYVJu4lYSAoFEN5X70kdNrtV3UTkzPG72Y9PVnm+a8J+IfA2pTt6ejahIt5EgeLGVzVDk4OtuMu5qyCtt1znnEqkxCFrsU7iL8TZShfyE+XE41uoqmQxa9NqkXL2tOTsz1Zqh0qRMVMeD6koVEcACWnXWipSrbUgrZdCbkX2/uwht8o7JrMqSqsCTTqemO0/FlOsrJeKhIKkFIT4KgIyyBc7h5OjDejav8n6FLTPh53yQxJSFgPNzYyVgKO5XEG/Ekk+UnGo7qTyanll17M2n7i1XupUiISbhYPj8jjg/86vKcQIrdRVjJPoKObVPpXKF04Q+Yi6rLTKC47XYxgPc+VvIU4kBvbu+ahRPDhtOFOtaw5PoNQk0ydMkqfiONMPBmI44lLzoSptrckW3qSoKCfJxxG3ypcnK5PxtyHdRbUT2VF4lsWQenpT4vJjLN1b5PVSdefqGdMjSXZCEtvLemRVqcSk3SFEniAeIv0YY0aipEk+nSb/e32J1nlH6aKSl2NVpMlorKVOMxVkIAjLkbiLX2ltCiDbiRhUqGtOTKazS5L8yQtiswkzojrTBWlaFOtNITw/tKW+0kDynEdr1R5OLgWlzNmQlBat6gZUXwlbCi549O1RT+4kePGZ/V3k+SmGY0nOuR3WY7JjtNrmxlJbaNroSCeCfBTwHDgPJhjRqKCSfQ1c3+9qf0vWzI0JFKdeqb/NVmOiVGdTFcKA0p1DQUsgeD+0dbTY8QVC/DjhORyiNPpDjDMGTUpi33244DFPdUlClyOYTuVbam6/xuRxGGFK1D5Osyu0/MEnP+UlvUqEuBEZNSjFhlpSkKO1F7A3bTYjoAtjOzqXya4+7sfM+n7W5CG1bJERN0oUFJHA9AKQR5CBhjW6ioyOIT0mp6U/lCZHlUpmpPS3yFBlLy48V5xlp11tLiGysoTZRQtCrEA2UOHTjQgcprIamJMmsylw2kvvdiKaadf7IjIipkh0gIuklsq8CxIKbeMYbKNSuTU2wYreZtP0slCGy2JEQJKUG6Ba9rJPR5MYPj3yXSlxBrenO10EODnYdlAi3Hy8OH7sTjW6iqmSi3Uc1SFVdc8vUGsphVqPKiwX6XHqTElTDm8l0v2aW1tuhVmDa/STawPTgc5ROn7vOR6dVVOy0b9rTrDqAdjiUK4hJPAqB4A8OJsOOGs9rByf5DzMl/PGSXHYzXMMuLmxiptuxGxJJ4JsSLDhxONL5RuTOG+ZGY9PQjbt2h+Ja1wbdPlAP+GIEVuoqxkomhzU9ka96Wy6lE/wBLkLnqdMaNemPF4BRIUpI2bgi7ZBV0eDxwqZY1syJm+azT6HWFPPvw3J6EqZUi7LbhbWePjCkm46cRuxqTyaoy0OR8zaftLQoLSpEiIClQ3WIN+kb1+cfKcbELVrk801xLtPznkaMtLSmEqamRUENk3KLg/NJJJHlOGNbqKlsk8G9zf72p3nlEadLhzZkOfNmJpzDkiUiPCcWpltG4bl8LJCihW2542/HGmnXjJkMVIsRSzPD7inQIryUOBD6o/OOLDe64U1tUdpCTtF7EEtZrUzk2sJKWM0ZAbBaUyQiREALakhJRwPQQALeQY9DVHk4iIqAM2ZC7GWVFTPZUXYoqWHFXF7cVgKPlIB6cMa3UVXIoh/M3+9qkbLusmVMz1PtRT3JjcrYXdkiMWxze9aAu54FJU2pIPlsOk4eHbAfSxAzWp/J5aqLlTGfMmqccaSyEmfF2ISHed8EA+Nzwze/hAHC13QOjv3pZX9ase1iDE1Baw5Og88hSnMi0eoyWJlQpsSS/FJLDrrKVrauQTtJFxxA6PIMbnbAfSxEHdA6O/ellf1qx7WDugdHfvSyv61Y9rEY0q+Rw9YUr1GeDT5Q3f/wr/wApx89ecP8AxdW/4jJ/+VWO2Fa5RejEKkTZb+qWWihphxSgipNLURtPQAq5P4DHEjMcxioZhqk+MoqZkzH3myRa6VLJB/kcd0g4ucSvlvCqGyFChtBFST8F+UCgVnNFYiZfy/Tn59QnOpYjx2EFa3FqNgABjqrln4IvReTlylycy50zaxVnYbK5zTDrHNtvlALiU3bJsFXHTiNfgwdS9Esq5bnZbzXU6FCztPrKlU5UtlIkLZLSAEodKeF1BXg3x0h7cp+njSNMEPs5qLmwdghr4Ai3OtU0A02ae1U670Lyfft5nT82P7vB3oXk+/bzOn5sf3eLi9uU/TxEuYMpO1bWGBJcYrKsvP0eY5OeaqDqGuzzJjrZFkrBFkNuJFhYJJH9rjkJiuldj8FWRcwHsHJQp3oXk+/bzOn5sf3eDvQvJ9+3mdPzY/u8Oep5M1PRp9VqCwK7MqFAzPEh5dkrnrD0qiiay+468oOguHm1OtqKiFKQ2B0qN9yLkPUbLWc2Gp1arOZqRFy0pD8lSnRz8pU9bvMsJD4La0sKDaHFlVkpTc3GL471lh4vNfwuA5Jmd6F5Pv28zp+bH93g70Lyfft5nT82P7vExZDY1Zp83Oi5tRcU3VI8hyjP1DhIhyede5tpwJcU04gBSClxKUHYEpUCRhgZpy7rbNyGIlDTXmKm7kWRErSF1K65deKmeZcZVzngqCkvqK0lKdq0jxAAI19LXFS7B9G2sV7o5Jud6F5Pv28zp+bH93g70Lyfft5nT82P7vE15opWfoWl7VNylMWao9VoMue3FdcZccgh5rsllouuKKFllKhwWLndaxVhn1vKWrK65PzLl1+aYMDMsc0OkSqgsXpr8UMTS54Z8FLqy+2lVyOaIAG4DECNX83FS7B1n/VX/qOSYneheT79vM6fmx/d4O9C8n37eZ0/Nj+7xJ1Jy1mbL+o9XfZh1WXl5h2jtwUuSHnHHi20pLy0OF4BA5woW5uSd4Socb4jun5W12h5SzvTJjOYVv1eiSmqMlmoKu3KFTkLbLhU8SlzmFsbFoKU7AUq4pGJEWv5uKq6Qs/6tf5Ro7NK1e9C8n37eZ0/Nj+7wd6F5Pv28zp+bH93h4Z5y3qfNqOalUyNU3Vyhljta9EeeZYSGZZM0BsyCR+w2hfEbxw4nC3m53V6Hl6AMgRJqZ1AqxrMlreWm6uhLqEmK2lxayhCmlu+CpQAUhKsMb63FT4vpWsLN6o1+ztUad6F5Pv28zp+bH93g70Lyfft5nT82P7vD8ZpmqaczZhqlEYzBEkys8RZkF+TPJZTROxmRKb2LWpO0qS+Eo23C1JULDjh/aHIz5l+jVGDnqa5MWqQ27ElvhSJDiC0ncHmy4tKXEqBClNkIWbqCRc4gxqCteKszB1p1nF+6OSgXvQvJ9+3mdPzY/u8V95aXwd2XNBdM4uf9KJ2ZK8mNM5urol8252PHKTtdAbQDbdYE+K4x1H7cp+nhJzVnTLGXcvzqxnCpQodHjtFUt2YpIZDfj3X4Efh48VEyQa1WrsDNc0tLR3Dkvnasb2txxcPkH8iSDykJFbzBqYxWqZlSEwlqFKiKDKpMoqFwkrSQpITe9h0kYaetGe9Hqly0ImeMoPUo5FZq9MfdXFibY3NN83zx5sJFxcKvw44666Y6qab5/ywzV9Lq1TJ1GQebSIACENH6JQANh/AgY3jTBDRdSq8rB2CWRIr/ODrJIpdft0/+6VXnvSXJm+0mdPTmfdYO9Jcmb7SZ09OZ91i2nbn++MHbn++Mc+UbeK9jxQOoN0clUvvSXJm+0mdPTmfdYO9Jcmb7SZ09OZ91i2nbn++MHbn++MMo28U8UDqDdHJVL70lyZvtJnT05n3WDvSXJm+0mdPTmfdYkbVDL+aMzaiVV1qBWl0Go5O7UF+BLS2puWuahRW2C4kpcS1uIXbxWB8WGBX8pa9z6VmRNVjVCoViZk2DSor8SoJSyZ0aarw0AuJ2LcaCXFqsOKim52jFxFr+biuV8hYJGKr/wBRyWDvSXJm+0mdPTmfdYO9Jcmb7SZ09OZ91h7xMh58y5PUidVKrmqjTaLUwiOiQIxg1OVJLqdqC74LaW1BtBC1FvYbW3YZ8bIGuYzdlyRmaZU6rDgNUBiuvw54ZVOU3FktS3EK5wEpC3mi4kpBcCbg3SMSIvrcUMgRT/D7o5LX70lyZvtJnT05n3WP3vSXJm+0mdPTmfdYeqMo5ufOf6TFgVmkCv1kw6PUWZSbwqWuHGbcW2A4Sj9owsAW3Ar3WFzjGxTtYswRKTnDsSZRM70qgNRJsaVKSqmVhaVrDzDqULVtLiQhaHQnc2T0kbkmMb63FT4v/wDkN0ckzu9Jcmb7SZ09OZ91g70lyZvtJnT05n3WJIoVHzbAnzXs15cqVWjyYtEFJZi1JKBTeYaR2Q0o84mxDwWtSgFc4lQSb2tjLoNFztluLFh5wo05D6e2JD762/8AR0LmOONoUtLqy8VNqaA8EbA2RfjbAxqaeKs3B1XAYsX+qOSjLvSXJm+0mdPTmfdYO9Jcmb7SZ09OZ91i2nbn++MHbn++MUyjbxW/igdQbo5KpfekuTN9pM6enM+6wd6S5M32kzp6cz7rFtO3P98YO3P98YZRt4p4oHUG6OS5FcvHkSU7k3PULMGmTFcqeVpzK250qWoPKjSgrgFFCQEpUki1x0g4p1j6C9T9VNNsgZYeq2qVapcGjLPNqE9IWh1X0Qgg7z+ABxwh1dq1Er2qWbK1lpbSqTOrMuRBLTfNoLCnVFFk2G0bSOFsdUtGMTzV4OGcHMlKRAaE6P5H/mdINDp9bqVSYZy9ClypyVhbSIraluBQNwRt48D48dCqHy5OUPSqLApkrk21Sa9EjNsOSVqfCnlJSAVkc30m1/8AHEl/AyaW5MqeU816i1SixZlYjzm4jDr7QXzSbE3TfoPD/mcdPuw4n1VnzBiYkITF5Gb2/wAEKspPuwOLMMmrgCaWaXioztdoOe7UuQnd6coDqv1Hz5Hu8Hd6coDqv1Hz5Hu8de+w4n1VnzBg7DifVWfMGM8hZs4812+VExrd7n01yE7vTlAdV+o+fI93g7vTlAdV+o+fI93jr32HE+qs+YMHYcT6qz5gwyFmzjzTyomNbvc+muQnd6coDqv1Hz5Hu8Hd6coDqv1Hz5Hu8de+w4n1VnzBg7DifVWfMGGQs2ceaeVExrd7n01yE7vTlAdV+o+fI93g7vTlAdV+o+fI93jr32HE+qs+YMHYcT6qz5gwyFmzjzTyomNbvc+muQnd6coDqv1Hz5Hu8Hd6coDqv1Hz5Hu8de+w4n1VnzBg7DifVWfMGGQs2ceaeVExrd7n01yE7vTlAdV+o+fI93g7vTlAdV+o+fI93jr32HE+qs+YMHYcT6qz5gwyFmzjzTyomNbvc+muQnd6coDqv1Hz5Hu8Hd6coDqv1Hz5Hu8de+w4n1VnzBg7DifVWfMGGQs2ceaeVExrd7n01yE7vTlAdV+o+fI93iIuUprtygOUTk6Hkx/RCuUGIxMEt/mEPOCRZJCUqBQOAJvjux2HE+qs+YMHYcT6qz5gxLZNrCHCle3mso3hFFmIZhRC6huN7B8GL5bK3QK3lqeql5gpUqnTEpClMSWi2sA9BseOLD8k/VDWrQKXVK7ljS2tZipdbjobMfmnW2d6VXS6CEm5tcf44kXlf0Cm5i+Eck0Gpx0uQpVWjodatwUkFRtbycMdtsu5Vy7lmjRKJQqNEhworSW2mmmUpAAH7uJ/HGhrHbYPb/excsOzguJlLCa1IbSmoE1qCPzAZu5cle705QHVfqPnyPd4O705QHVfqPnyPd46hZjz0jLOeI+XJlAZkQJcWMtt2MjdID70nmQFIICQ2Okqvf8ADCixnPLLtWqFCtH7OgokO7ex1hGxqwUNxTxULgkJvYEHxjGOQs2cea7/AComNbvc+muVnd6coDqv1Hz5Hu8Hd6coDqv1Hz5Hu8dPGNYNPDFYkPqXtcjJkqdbgOFraUrNwSkEi7SwOF+A8uMjmr+mjTrzLz7iFx3FMPJVT3LtvDfdo+D8+zTh8lk3v0YZCzZx5p5UTGt3ufTXL/u9OUB1X6j58j3eDu9OUB1X6j58j3eOn7WrmQyEJlwpsR911bLcd6AecWoShGAATf5zhAH4G5tjKrU/KQoztfFGmqgtVGPTw4IifD55Da0ugXvsAcFyeIseGGQs2ceaeVExrd7n01y77vTlAdV+o+fI93g7vTlAdV+o+fI93jqerUPJKaOqtFp3mUSOxVNiEouhws8+BttexassHyEePhjTd1a04jrDch1xolZaVugL8Bz9pZBsngpQZdIHjCfxF2Qs2ceaeVExrd7n01y87vTlAdV+o+fI93g7vTlAdV+o+fI93jpw1rFkVyqLp6Izrw4gKZhKJbWFtN824CBZanXkpSE3HTcjChH1S06l5fquZ40jnKbRShMx4Q1eAtaErCQCLk7XEE24C+GQs2ceaeVExrd7n01y37vTlAdV+o+fI93g7vTlAdV+o+fI93jpnW9acjRKXPkUNlNQnRULU1HXGW0l0IU6lat2w2SCw6Cbf2fIQcL9Wz7k2jTJkGU06tyC6lh4tQytIdUzz2wEDiQ1+0P938eGGQs2ceaeVExrd7n01yt7vTlAdV+o+fI93g7vTlAdV+o+fI93jp3I1k07abZkssSpMR1T26S1BOxtttD6lum4BKLxnU3AJuBwsb42mNRsuVPMFKoVHgodVNmPRXy+yWi2G23iooumyylxgtqFxY8ePjZCzZx5p5UTGt3ufTXLru9OUB1X6j58j3eDu9OUB1X6j58j3eOoburWnTAKn1OthLpZO+CoEOWfISRa4J7GdsD/AHfKMb2VM30/MdYq1FfonYciBIKGQto/tWgyw4Sq6QErBfSCnjbhxPiZCzZx5p5UTGt3ufTXCnlPZ8155S1Uo0ypaPV6jRaOwttuI0y86hS1KuXOKRxsAP8ADFZJ8CbS5r1OqUV2NKjrLbrLqSlaFDpBB6Dj6mXIcTm1f6Kz0H+wMfM9ygOGtmdf4zJ/znHRCbiiIYzX/wBznWvKnYwnmum3VtVANSNIOoClLK6p/Asf1L5v/jDf+VWL8wqdVIeZ6rUQy2uHPEVKCZCtydiVhZ2kWHEoFgePE8LcaDfAsf1L5v8A4w3/AJVYvZBTVRnmfKXDrLcEsojpDjqVxnV/O55IK/At8ywSCbkm/C14WY+0/Fc07+IP0s/Y1ZdQMv1DM1AapdNLQdFSgSVlwgDmmZTbrg4ggkoQoAEWN7HhhpSsrauU+YprK1egR4LZdQhCkMoS7dhAbdWkMkhYcCyQCBYp+iQXhn6kVSsZYkt0J+S3U4ikTYaWZS2OeeaUFpZWpKh4DltigeFlG/RhpGoan5amsUml5UkVGmuIRIflvSBIebeeeSp1CSt4EpQlblhwACEgXxouRefiPqZOrE6dUs0MoW9l+dSIstpYSth13mC09zaW0jclSHCTuPi2gXIG3Hyxn6mxYEXLaaVRkstNIlBt4vCQ4nm0qWve3dQ2BwCxSoq2lRPEYS41b1pmKjSF5OMIQm2ubaU6lQfWtlYWl0c+TtSsN2VckXJ8K2M1Ad1mm5Sr9Kk09qmTmacpqiyZLgcfckFHBbi9yk/OuBw4WSTfBFt5by9rDCrbM+v5vjS4qnmeyYyUo5tTSWlJVtAbBQoq2rNlEX4dHHEk4jluZn6mBEXK+VpvYzllFVZmdkOBzgHCVc8SlAAukDduVceALHGTK1W1beqrfxmoMVqFJmeGlO28ZjsRogpUFnd+350G4vxFuGCKQsGDBgiMGDBgiMGDBgiMGDBgiMGDBgi4h8qL/aaq/jDP/ReO3Tf9Gn/dGOIvKi/2mqv4wz/0Xjt03/Rp/wB0Y5oPSPsHxK9nCX4Tf1u/bDTQmZs0uem9mVCbR1yQOa7IeYBO1CwR+0KfmBdrG+3d0G+PNFzXplWqy9TKQqnuVCSpSVgQigyOcZQ8ohRQAsFtxsqNz84A8cbo02ySl1t4UJG5paloHPObUlS99gndbaF+ElNtqVcUgHjj1TNOcl0aUxMplDQw7GcDzRDrhCXA0Gt+0qsVbABci/Dy46V4yQ3YekWam5uTaYKMiU8y+wtMGKyH2UoACym6CAU86LGxHhcL3wm03UHRipxJbk2NS40GGyzzcmoQUNpksuIQ4FJCkg2u6LpIBJJIFjfDvpGnmTaFUjWKVREMTC87ILvOuKPOupCVrspRFykAXt0YTvkc053BXxeV4JQpI7NkbUlCUpQUjnLDaEJAt0bRbBF+JqulFQgSa52PRXYkR0c9JXAG1K+cNiCUcTvCjcX48fxxmp+Y9LpU9GUqbNoSpTy1FEFttA3rjkoJCbWJQWlJ/DmyB8023XciZfnUaZQqvDRMiTpSpT6BdoLVuBTfYQeACR08bXPScY6DptkvLM01KiUYx5JLxLpkvLJ51xTi771m91rWr8CtVrXOCJLkZx0fagmG/PoJiMr5zmeYSpCFFKbK27bDcl1AB/tbwASTbGjWM26WU2k0urJodMkMVllMpoGG20URnEKVzzocSChBsQd3HieHA42ZGm2kGXlpeqVOgxlP2N509xQdDSUWBDiyFJQG0GxuAUpPSAcak+naD5igsUGZVKDKZjRU0xtpFWssMjbtaKkuBRtvTa5JG/h87iRbCcz6Hw3THD+WGHZCnCW0xmwXVpXsWAAnw1b0lNhclSSBcg41Ws/6SqrEnLIpUVDEgbnnFUuzL77J282U7LqWhKAQSLAJsDcWxkh5S0PjoVT4rtJPOFYKDVlrUVLeDtwS4TfnXErSelKl3TYq4qkLIOQ6lNj5roaGnVLdS6qQzLcebe2r32HhlIPOJSokC5IIPScEXpaNL4tTVRZFIy+zKceEdLPYjRUtSgCAQE+Dcv24+Nz+9x91DMWl/ZUluqSaKp9LgZf55hJUpSAsWJKfC2htdzxCdpva2NqVpzk+bWnMwyaa8ue683IU4Jr4BcQWylWwL2ixZa4Wt4A/HGknSnKUh9+XWYSqg+7OenBS3nUJSXN90bQvaU2dWCm1lbiSMEWo9XdFlpWmV8XAHd3OJeiNg3POEpWFJ4KV+2O08TddgbnHiTnrSKnPMy2XqQqXvUWlNRBuadQ08TvWE/sSENPAlZTbasHx4206RZL7ZvTH6Yl+O7HQz2M6txY5wF0l1SislayHSApV1JsLEY9O6O6cvtymnMvEpmgCRaZIBc8F1JJIXfcQ+8FK6Vc4q5N8EWNWZNIZy0tuv0B9fOFCQqOhdyoqSSPB4pJ3gqHg/O48DjYRmbTaiVyVAS5TqfUmHkxnz2JzR3rQ0bb9oBFlsAm9gSgE3sMeF6QadL2gZdCNlwnm5b6LJJJKRtWPBuVHb0AqUbXJupVDIWUarUVVWoUVt+UtxLq1KWuy1AIA3JvtUP2TdwRYltJIJSLES85/Rq/3Tj5meUB/XZnb+NSf85x9Mzn9Gr/dOPmZ5QH9dmdv41J/znGZ/EHsP8LrZ/xH/qb8Hrql8Cx/Uvm/+MN/5VYvbFqdYGepkZUaouUlUdtpK1x1Jbakgk+CSmykKR0qBsCkA8VC1EvgWP6l83/xhv8AyqxeuBmuqv5+qmW51IfiU6PEjqhSXGSEyHlKd32Xex4ITYdPAk9IGELMfafik7+IP0s/Y1ZNR38wRsqSXcsLeTUQpHNBphbpVx4pIQCpIPRvCVbb3IIBGGU1qTqqyyW5mmT7LolJjtp2PyVFsPNNlxam2wj5i1O3SbWSU8CDiQs3VlyiUR16K4hM2QpMWFuTuBkOHa3cXFwCbm5AsDxGIve12rCfi7JRlibzCwlusAx1Ac8ptSSG1WICUPJsVcQegXuCdFyJahZiz9mvJcuvRqBVqNV6XUWJCac60ppU5lDbSnmUh1KSEq3OoSfpJBva4wT8558y3OFB+KdSqbKUsp7ZJivv3cWCpz+jSeCbhI8lukngE5HKGguTIzJyzU0Lfjc6GTbb4XNbdyrXB8NQt/dV5MZoOuqqhGakwMqVFxp15ClOybNobaVIDagdoJBSFAjcADfp4GxFqnPeq02dClM5JqkSI02406wuK5d/ehvaSSm6VJIdsqwSL8R0E7eX8z6tVjIVUady3JhVaFToqIb8htSJUl0oTzzhbWhLYX84pAJG7goDHp/XQPwI82n5ZlpbdYZkPLcJHMocjrdsPAILiVBCCk8NyrX8qzC1RnSZ9LgnJNSCKlLXED/OthDW0g84rdtuFIUhaQm5IJFrpIwRakjN+cqcsR8t5Wq9VjLaW6h6qx3WnCsJXdJsgFKUlCOChuXzng9GN7K+a8+1DMDcGu5X7GgP88rnRGdbUxZDam0rKiUG+5YJBvcWtwJwjSM/Z5jTnXmqSuZKYqkyM9QURylYgNB0tSUvHhdYQ2oE+Cec2AAi+MsrWeQ1KkU5/JtTgW5ptma+pHMqU83vbUE/PKbdJ2gBQUm9xgilDBiIKNrxIdiRmZ2Sqq/IapzUmbLaCER+cUyhZCAo71G6wClKSU3F/LhRRqbmWrxK1U8v5ZknsSguTYUGQyoOuy08UpNh4wpNkjiekfgRSdgxGx1OdooTESxPzSt1POokRogjgqJCSym9kqKTdSiSNqTxJIONygaoP1msw6a9laZGZqCwll4quWgYzb37VJAIuVrQCLpug3IuMET9wYMGCIwYMGCLiHyov9pqr+MM/wDReO1tUrFNoFKXVqtJDEVkIC1lJVxUQlIAAJJKiAABckjHFLlRf7TVX8YZ/wCi8dqK9RI+Y6DIoctYSxMa5twKZbdSpJ6UqQ4lSVJI4EEHgcc0HpH2D4lezhL8Jv63fthrdiTY05lt+O4SlxtLoSpJSsJULi6TYp/cQDjVZr9LkVE0pp5wyktKeWgsrHNoCim6iRZNyDtvbcASLgXwy6bpzl/Tp+PXYWZJEJpnmYa1zFIUlbai03zalEBRKi22lNydm4hNr2xlg6PUyDBr0EV2a6K80pp1xbDG9pJfdeISQjiNz6gAq4AA8fHHSvGT4enwI7fOvzWG0WSdy3ABYmw4k+MkAfjjDMrlIgMTJMqosJRT0KclAL3KaSEbzdI4/N42te2GGzoTlptznXqnNfIdS8kONslKVJcStKQNn9GNibN/MuN1txvjxmPSfKOdsxVWQjMUmPPSsGazDDAU0tyKllJWSgq4tJuATbiTgikZudDdbDzcppSCneCFjo8uPa32G7c48hNwVDcoC4HScRTG5OWWI6Reu1N5wc0kOPJZX+zbWVBuxRbaeF7i5tcm5JKjXtKMryosGDV69LDhpkahNuuIZW64lomyklSCULUFKCimwIIuOAwROjMuTsr5wkxFV1kvuw0PNspRIUiwdSAu4SRfglJ49FgRhHk5X0xcr8akusRu2vOiY22hxW4OMtBvcbGwVzb6RY8VBQ4GwsiUXSjL0auSKpQs3vSa5S3HiHHEMr7EXISFXKEpAJ2m4v0g2J4CylW9HMv1rM8rMnbSVFly3RJdQ02zfftjoCwooKwbRUAG/C6rdOCLL8kGm5acbVEeKHWUML/7RdF2kFoBFwv5t2GgfLt49Ju6qVTKTl2KIEJzmWm0CzbjxO0Dx2J4XJ4nxnpxG07Q7Tqn0eJDm1mTHiNqZghSnkBL7hkgtoc4WUS4Qm3jKvLhy17Seg1+pzKrJlPpdmBm4U206EFtO0Ac4hXgEAEoN07gFW3ccETucqVOakJiOz46H1pUpLanUhSgm24gXuQNyb+S48uMq32GiQ482ggbjuUBYdF8Rq5yf8nqQtCZc4BTbjaVKLa1o3hi6kqUkqCrx0KuDxJN+nCrXNJKDXqnNq0qbK5+aGN29DToSWkhIA3oPgEAEoPg7hutu44InTMr1IgS4UGXObQ9UHVMx08TvWltbhFxwHgtrPG3zTjDT815fqrkJqDUUOLqDD0iMClSS420tKHCLgdClpFunjiP18njLHOQ+Yr9XaYhcENXZXzg2vD9opTZUvjIdJueO6x4cMbuYNJslt0GmprNYlQ4GX2nkpfCmmtjbj7bx8IIHN2W0gAo2nbceM4IpEMuKBcyWgLFV946BwJ/dj97IYC+bL7e8/2dwv8Ay/wOI2h6CZSgwmYcWVI2MsstoLjLDti24XAfDQeCio7kfNVwNr8cJjuguS3qgaUM0VBEsRUkNo5gSBH3bb85s32Ninde/hEePBFLqlJWyVoUFJUkkEG4Itj5muUB/XZnb+NSf85x9KWXcvwcq5ei5epoIjQmi23cAeUk2HDpJx81vKA/rszt/GpP+c4zP4g9h/hdbP8AiP8A1N+D11S+BY/qXzf/ABhv/KrF9o2Z2l5slZbfdZulpLjJQtJseF0LO64Wb3CSBdIJF7HFCfgWP6l83/xhv/KrHRMNNBRWG0hSjcmwuT0XwhZj7T8UnfxB+ln7Gpu6hZkqGVMrSa3TI7D8hlSAG3VoTuBPHbvWhKlWuQkrTe1r3tiO6hyhohWw9AbbhRGnlR5K6oxzC5CkPMtrLCVOAiwcc4LHiSejEzuNtupKHUJWk9IULjGJ2DBfO56Gw4Sb3U2Dx/xxouRRlG5QuU5KGExadPlPSHkMMtMqYK3iVuIUpKed4AKaPAm5uLePG5WtSK3TqvU4kWBFecp1Wh09mlbT2bOZeQ0VvtEqAASXVeIp/YruR/ZeFWyll6thpNQpqFBkqKNii384WUDtIuCD0HCrzTXOB0tp3pG0KtxA8l8EUYO6+0OKG11DLFZiodjMykuOcwEJS68GUblc5YHeSCPFtN/FjUpPKDpJhxmq1SZK5yy8XzC5tTCGm913CS54I8E8Cb8CegXxLDkWM6LOx2li1vCQDwvf/rjyIUMcBEZH7mx/++M/zwRR7StYWsw1mPGodKccimnSZLqHCjnlvoQ2tDTYCyehSgTtsSOB8EjGOnavsxaPS6lXH4k92qR2X1x6YgBUJSkgrbc3uXUobkgIA3navweHCSkMstm7bSEkC3BIGPIjRwbiO2Du3/MHzvL+/wDHBFH1K1pptUqceCMu1JhqTJZiJeWpq7bji3UeGgK3BILNtwuLqGJGxjEaOCFBhsFPQdo4f/tz/PGTBEYMGDBEYMGDBEYMGMbz7MZpciQ8hpptJUta1BKUgdJJPQMEzriPyov9pqr+MM/9F47dN/0af90Y4W675soedPhIDWsuzm5cM11tpLrZulRTuvY/4jHdJv8Ao0/7oxzQel2D4lezhMUhgHQ9/wC2GmZUdN11CPmCM5mSXtrsuPK8JAV2MWnErCUXPQdoH4eLxDDPzJo1mRqlcxQszzag85zTRS8vm+bQFvrUpJCxYlTwuQbjm0EXKQDMuDHSvGTDynpcctT26i5mSozFFqUHWZD7jqS6+pBLgKlcCkIKRYDgpXAE4RWtB0sLkLYzvVEKktJYWoIG4tAWCCb+FYW4queHG5w+s4Umu1ik9jZdrJpswLuHbkAgpUkg248NwUPxSMMnKmVNS5uV65CzTmmSmZKVIjRCpaklOyU6W3gpNigKaLabJPzUgnjfBEp5d0ybp+YIuaXc4VGpKjLkqQguqDSi6TfcErsrbxSLggADgCMZaFpXHotchVtdelzlwlOqSmSndcrb2Fd78FnpUr+15BhIy7pzqHRpkJv46oi0qNNXKdhQzwdC33nVJJcbJCSHG0lItexNwen9nZG1bm5iXMb1KMKkGap/saOAXFM844Ut7ltqCQErQDYcebAuL3wRaKuT5TWi5FgZwqFPbfCApqH+wLjSCglCilQJSdo3dHzj0XwvZj0hgV+ZGnIrs6G9HgM08rQoqW6htLoSVqJ3KsXt/E/PbQrjbjjn5O1DTS6BTqJmhhlVPYUxOedfdK5J5xshQUUqVcpQsG56V/hjBAyVqs3TIrFQ1Cbdntm0iSgKCXLgWUEWsCg7ht6FggqsRgiwQdC49McZ7CzbUAy1N7OU262lfOuGcJZKzcXUVpCb26B5cZ65o01UahMrbeZKkuW9Ue2SEuOKWkEA2YAKwkIsbcALWSb3SDjSVkPWZxkM/KShgqU3zrjS1KWUpQ1uCd7ZSkqWhw3sbBywwtZpyrqTUayxKy9nNuJAQy007HcKkqcUFJK17kpsCQlQ4D+2eiwGCJu0vReTKhxF1TO9Zh1btWlp6I1MUW4zq2ktrdSlK+JJQolRJBUSeBwos6INoWku53ri0CWmUptD60JUEl0ob4K3BKA4AAkgeAkkE40o+QNRqLEruZJ+au22YJNAFPYditlDnPIcW4gpvwABWU9HG1zxJwofEvVVS3wM+oSys7mQVLKm9wd4E7RcIK2iL8Vc1ZVgo4It4ZGXMynUtPWM5O9jobbaS+0sKmRypxS1BZvfikpA3XNgSSb4SpWhzk0PJmZ7qryJCXg42tO5C1LLxClAqNyjngE+Ic2nGFjTLUJqRKcbzcxGDkiVIZcjvOpc3umUQpV0kEjn2fBIUkc2bDoxJlGZqcemR49YkMyJbTaUOPNAhLigkAqseIubm3HBE0q/pciu1ObUvjPUovZwb3stquhCkNKbC0gnwVDcFJtYBSQqxN8J9G0aXSM0RczOZzqM1cWQ6+GZLaVpUHEoCkk38WwKB6QSo8bnElYMEXlz+jV/unHzM8oD+uzO38ak/wCc4+lyr1KBR6ZKqlTlNxosVpTrrriglKUgXJJOPma1vqMOravZwqMB5L0eRV5K21pPBQ3njjM/iD2H+F2MFJN59ZvwcrG8jbQblSauZCqlV0X1SgZXokGomM6zIfUhTr5QlSiAltRtYjpOJ/7iz4QLrH0X0t73OFf4KGqCBoZmJBVbdmNw/wDsNYu18Y0/TH88edFiMDyCBn1BfXyUlMPlobmOdQgfmdq2Giod3FnwgXWPovpb3ucHcWfCBdY+i+lve5xfH4xp+mP54PjGn6Y/nimNZqHcOS6sgmus7ef8yod3FnwgXWPovpb3ucHcWfCBdY+i+lve5xfH4xp+mP54PjGn6Y/nhjWah3DkmQTXWdvP+ZUO7iz4QLrH0X0t73ODuLPhAusfRfS3vc4vj8Y0/TH88HxjT9MfzwxrNQ7hyTIJrrO3n/MqHdxZ8IF1j6L6W97nB3FnwgXWPovpb3ucXx+Mafpj+eGrqVJzJX8tJg5UqfYstNQhSHgHy0X4rchC32AscU842laL/wB7xYCLD1DuHJVdIzTQTadvP+ZU47iz4QLrH0X0t73ODuLPhAusfRfS3vc4sUzk7PrlaZqbuY1twX63OS/AXUHVcxRnktqS2hQNudS8zdP0UPrSDYDCY5lfVFWTJVFZmLRU3qx2U1JVUT+yi9txI5skLusGNZG02ACdgNlHFrcPZ3BY5LOevvP5qCO4s+EC6x9F9Le9zg7iz4QLrH0X0t73OJphZO1jby9Np8ysPuTDlqm0xLhq6lc9MYluredSskFsLbU3ZVt1gEm9rl0U+m6hRU5iYDjqFVipT+xJHbC6oMN9SAlSfCuVJQFlKOASbWOFuGNXcEEtOHr7z+ard3FnwgXWPovpb3ucHcWfCBdY+i+lve5xOhoGs1QSw9UJymaq3l2LTEzmqupLaJ7Mu4llsHjuZAKhY7iSg3HHCvmikaoO60xs9UOouOZfi9hlcBNSLPPqRHmIcuknbt3vRyUkeFsBuCgArcPZ3BMmm6V8/efzVdO4s+EC6x9F9Le9zjXqPIc5e9VhO0+dyi6K4w+kocT2a+m48lw1fFi05c1JcoDdIqs5yfLhZmjS2J/bFSHHaWuQ3Iksr8LhZXOthNzdAQL2w4Mg03MuWM01l2YHHKS/VXXKaFzi52ND7EYbQOKiT4bbngEW/abr3wtwxq7gpEpNuIBt7z+aorSfgoeUrQ6yxmGl6lZPYqMZ3nm5AkPlYX9Li0bnienEj9xZ8IF1j6L6W97nFrFw9TfivmqnK1BD1SqcF1mkSClKewnilYSq6UA9JTx42tfCTT42rdMzBIqVCrMaBSpnYLS6ZMkmVzZQw4Hn0LN9pUvmhtHzglSjYnEmM197iD2DkqQsHR5cWYTXNB1Fw+DlWnuLPhAusfRfS3vc4O4s+EC6x9F9Le9zix9Tf18rcemx5tbp0YMrgS5JhhLSi+iUhbzYVvO5sNBQFx4V7KGN5OZeUKaJLcWrLwqpQymM0kDmQQyC4pSyb8Xdwtb5tiCOOItw9ncOSvk016+8/wCZVi7iz4QLrH0X0t73ODuLPhAusfRfS3vc4si9G1lq0TPS5NcYp1QrlJbi0hbEwhqK+hyRxQBct7m1sgr+dcE+IYVplU1SgPBvJUCm0+GpIUtufMVJUt3akKUbnwU2HghJ4qBKrXwtw9ncOSnJZvPV+8/5lVjuLPhAusfRfS3vc4O4s+EC6x9F9Le9zizlNrvKERKp79Sm0Fxtb8ETmUlOxDILgklCgkK3Ec2RcW8Qt04db02qVOq5hqTrslj/AEI0umIQ/wA2bFG9byTx2qUtSUhRHDmgbeWMZDGruHJS2UmnDO/ef8ypx3FnwgXWPovpb3ucHcWfCBdY+i+lve5xYB+HrrFyocpxatDmsvR5aHZi5HMSytaF8yrclRCVpWGrlBCSCohPGwd1JzDrSKzSV1aRRFU1UuSam2hIStti1mQ0q5K+gE3CTxPHhxm3D2dw5KolZsmht7z/AJlVHuLPhAusfRfS3vc4O4s+EC6x9F9Le9zi+PxjT9MfzwfGNP0x/PFcazUO4clvkE11nbz/AJlQ7uLPhAusfRfS3vc4O4s+EC6x9F9Le9zi+PxjT9MfzwfGNP0x/PDGs1DuHJMgmus7ef8AMqHdxZ8IF1j6L6W97nB3FnwgXWPovpb3ucXx+Mafpj+eD4xp+mP54Y1modw5JkE11nbz/mVDu4s+EC6x9F9Le9zg7iz4QLrH0X0t73OL4/GNP0x/PB8Y0/TH88MazUO4ckyCa6zt5/zKgFb5CPLuzFTnqTWeUNRJER9O1xszX0hQ8hIaBxzlzvlWdkbONbybUpDT8uiT34D7rRJQtxpZSopvxsSPHj6GfjGn6Y/njgXygl85rnn9z6WY6gf/AH146pWIHOIavCw7JvgwmxIpJNaXknQdZKRctam6iZNgrpmU871ujxHHC6tmFNcZQpZABUQkgE2A4/hhW+XvWz72M1+tXvaww8GOsw2E1IC+fbOTDAGtiOAG0p+fL3rZ97Ga/Wr3tYPl71s+9jNfrV72sMPBiMVD6o7lbLpr0jt480/Pl71s+9jNfrV72sHy962fexmv1q97WGHjbgtb0OKDaVLBG3ckkW8Y4ePox24PwaMITAl2AAmpzagT/FBtVX4QmmCuMdvHmnqxrnrlJc5pjVXNalkE27bPD/8Atj8c111waCSvVfNVlXsRV3T/ANFYaVJacjT0vvNLShIV/YJ6QRjXfYlOKSOxbbBtuhBAPHpx7bvB2EzBLZow3Y9z3ts0uAbiyCRZqK2ni80Nm7Ss/Gc1jLONNP1HbtTzVrzrak2Oq+a79P8A3s97WPz5e9bPvYzX61e9rDRdjOGYhSY5LfgX8A24AX//ADglR3VoSUMHcFq+ai3g8LeL9+MI3gzEY2M5ra2CQBZ6QqBUdhrdXMVIwnM3f5XX+sead3y962fexmv1q97WD5e9bPvYzX61e9rDSeiK7FSlDJLgIPBBBtbjx/fj2lhXY6WzH480oK/Z8d1+HG2NG+CkUxDDcAKNDq2biSQLPtvqdgrTQo8aTFK4x28U6vl71s+9jNfrV72sHy962fexmv1q97WGjGiupacuwQ7cFJWi4txuOj92PyLFcBc51g7tvgFSSU3v+H4XxhC8GY8TFCxS2Cb29GlbjtNLgaC8X33ScJzAr/ldd6x5p5M6664SHUstarZrUtRsB22eFz52PaNb9dVrdQnVLNm5kEuXqzw2geXwsMqPGfTLDhbU2AoqBCTYfu8eFPnw6XlKZW2p+OUunabKc6B0eLhf/HHvYE8EJKegl06Sx4cRSgAc2zcRUXG3TPcWk0vbfnEwrNtPmxHH/seaXPl71s+9jNfrV72sHy962fexmv1q97WGjCirS7ufZISCOlBNxfj/AMseWIjqHlFbBKQlViUEi9jb/njwYfg1HeyE8spbJB83o0NKnUDfqzLQ4TmASMa671jzTw+XvWz72M1+tXvawfL3rZ97Ga/Wr3tYaD8Z1bzagwbFKd9kEC/j4DBMiOKUgssqPg2VtQRxufw8lsIng1HY2K9rK2CKebe4HSB26K6b7kGE5g0/yu3jzTv+XvWz72M1+tXvawfL3rZ97Ga/Wr3tYakyE8lva3FB8K+5I4gW6PL5ceFxl9ioDcfwiLLBQdwVfpB6LWxtH8E5iBFiQnM6DbXRN99KNuv7NupQMKTBAONdvHmnd8vetn3sZr9ave1g+XvWz72M1+tXvaw1IzC0tIS5HF9y925u5tYW8XlxikRXlKbUGFE7Bv2otx//AMtikXwYiw5YR2tqTS6zrDTwtUzaHar5GFJkmmNdvFPD5e9bPvYzX61e9rB8vetn3sZr9ave1hozYzilWYj+BclO1BBt5DfHtyOosKQI4vzaNtmzff4+Nv34sfBWK2LFhkdAXGzc40Ju7qVvvI1qPGkzQHGOv9Y806/l71s+9jNfrV72sHy962fexmv1q97WGf2M+YYbDCt4cJPgcSLDx/zxiMKSEhQZWSb3G08McMbAMxDpZhE+aCfNzV0e0d+yiuMJTB/2u3jzT1+XvWz72M1+tXvawfL3rZ97Ga/Wr3tYaMqM4UpDDHgWSbbDuBtxubeXH6iNZtIVGX/RqCxs4lfGxv8Ayx2eS8bHugWbmjPZNDeBdsvrroM1blXxpMUrjHbx5p2/L3rZ97Ga/Wr3tYPl71s+9jNfrV72sNKJHdQg74/HnEHwm7+Dxv4v3Y/JUZxaE82wbhSh4KLeDfh/+cPJiLkeU2fOpWzZv6VKe3TmzJ40mbVnGu3ind8vetn3sZr9ave1g+XvWz72M1+tXvawwyCCQRYjBj58wWC4tHctcumvSu3jzT8+XvWz72M1+tXvawfL3rZ97Ga/Wr3tYYeDEYqH1R3Jl016R28eafny962fexmv1q97WGTNmy6jLenz5LsiTIcU6886oqW4tRuVKJ4kk+PGHBizWNb0RRZxJiNGFIjyfaSUYMGDFlijBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIv1Ti1/PUT+84/MGDFnvdENpxqUzIwYMGKojBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIv/Z"/></p>
<p>For instance, businesses can assess whether or not outsourcing sure features or adopting cost-saving instruments like Deskera ERP may help streamline operations and scale back oblique bills. By distinguishing between direct and overhead costs, companies can allocate assets effectively, set competitive pricing, and improve their overall monetary effectivity. These embrace, as famous, all your indirect bills such as lease, salaries, insurance, authorized prices, utilities, office gear and provides, etc.</p>
<p>Granted, overhead prices are defined as oblique bills to a company, but determining an “indirect” or “direct” value could differ extensively throughout companies, activities, and markets. Setting a sensible capability is crucial to calculating the direct costs of assigning an worker to a project and calculating the applicable overhead costs. When the worker gets a increase or strikes to part-time work whereas the project is operating, this shall be reflected in the project value estimations. Understanding how overhead costs and working bills work together—and independently—is important. Familiarity with these prices permits you to evaluate whether you’re overpaying in bills or drowning in bills versus income.</p>
<p>Nevertheless, you&#8217;ll have the ability to reduce these prices by changing suppliers, renegotiating rates, or investing in various technologies. Salary overhead is a key component for companies to know the true cost of using staff, especially when factoring in extra bills beyond the base wage. This calculator permits <a href="https://www.kelleysbookkeeping.com/what-is-overhead-cost-and-how-to-calculate-it/">salary overhead</a> employers to quickly decide the whole salary overhead by including the overhead price to the base wage. Routine tasks such as invoicing, fee monitoring, and payroll could be automated with Deskera ERP. By reducing handbook processes, companies can lower administrative overhead prices and improve efficiency.</p>
<p>There are numerous kinds of insurance coverage coverage, depending on the chance which will trigger loss to the business. For instance, a enterprise may buy property insurance to guard its property or enterprise premises from certain risks such as flood, injury, or theft. A business might have the ability to scale back utility bills by negotiating for decrease rates from suppliers.</p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/dyjtF6Pc1Mk' frameborder='0' alt='salary overhead' allowfullscreen></iframe></div>
<p>It&#8217;s essential to stay on prime of overhead prices <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> to maximise your profit margin. Your overheads remain constant – regardless of how a lot you promote, which might eat into your revenue when sales are down. Equally, if you start selling more, your overheads won&#8217;t go up, which is the place you&#8217;ll have the ability to add to your backside line.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="salary overhead" 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"/></p>
<p>Rewarding high-performing employees is important for motivating and retaining high expertise. Incorporating performance-based pay into the salary construction permits organizations to acknowledge and reward staff based on their individual contributions. This could be accomplished through merit-based wage increases, bonuses, or performance-related incentives. By linking compensation to performance, organizations can create a tradition of excellence and encourage staff to continually try for higher outcomes. Overhead accommodates the everyday prices that are not derived from a specific enterprise activity, product, or service.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/salaries-managing-worker-salaries-as-overhead/">Salaries: Managing Worker Salaries As Overhead Costs</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		<item>
		<title>What&#8217;s An Strange Annuity?</title>
		<link>http://www.cortedeifornai.it/what-s-an-strange-annuity/</link>
		<comments>http://www.cortedeifornai.it/what-s-an-strange-annuity/#comments</comments>
		<pubDate>Fri, 03 Oct 2025 06:46:27 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=69914</guid>
		<description><![CDATA[<p>Some odd annuities pay out for a set time frame, with funds ending at a predefined date. Ordinary annuities can also have indeterminate payout durations tied to an individual&#8217;s lifetime. This is a sort of annuity that can provide the holder with payments during the distribution period for as lengthy as they live. The insurance [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-s-an-strange-annuity/">What&#8217;s An Strange Annuity?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Some odd annuities pay out for a set time frame, with funds ending at a predefined date. Ordinary annuities can also have indeterminate payout durations tied to an individual&#8217;s lifetime. This is a sort of annuity that can provide the holder with payments during the distribution period for as lengthy as they live. The insurance firm retains any funds remaining after the&nbsp;annuitant&nbsp;dies.</p>
<div style='text-align:center'><iframe width='563' height='314' src='https://www.youtube.com/embed/OniYL5uXmMU' frameborder='0' alt='Ordinary Annuity Definition' allowfullscreen></iframe></div>
<p>Examples embrace curiosity funds from bonds and quarterly dividends from shares. This instance illustrates how the interest rate impacts the present worth of an strange annuity. It is crucial for investors to grasp this concept when comparing annuity offerings and determining their investment strategy. In the subsequent part, we’ll focus on the variations between ordinary annuities and annuity due and spotlight some advantages and downsides of every kind. Yet you can even build an odd annuity using different kinds of investments. For instance, one of many simplest examples of an strange annuity is a Treasury bond.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Ordinary Annuity Definition" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\68d4f21c6e8d12b282bfc91a\cache\Ordinary Annuity Definition\images\Ordinary_Annuity_Definition_(6).jpeg"/></p>
<p>The future value of an annuity refers to how a lot cash you’ll get sooner or later primarily based on the speed of return, or low cost price. Because <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> there are two kinds of annuities (ordinary annuity and annuity due), there are two ways to calculate present worth. The contract terminates and no future payments are made when an annuity expires. The contractual obligation is fulfilled with no further duties owed by either get together. You sometimes aren&#8217;t able to determine on whether or not payment might be firstly or the tip of the term, however.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="Ordinary Annuity Definition" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\68d4f21c6e8d12b282bfc91a\cache\Ordinary Annuity Definition\images\Ordinary_Annuity_Definition_(9).jpeg"/></p>
<p>A tax-deferred annuity permits contributions to develop tax-free until withdrawal. As Soon As the investor starts receiving funds from their annuity, the earnings is subjected to odd revenue taxes at that time. This can be advantageous for people in decrease tax brackets throughout their working years who anticipate being in a better tax bracket when they retire and start receiving payments. The current worth of an odd annuity is decrease than that of an annuity due, given the same cash circulate sequence and rate of interest.</p>
<p>This article explains how traders can defend their portfolios from financial downturns by incorporating recession-resistant belongings. Treasuries, certain annuities, and defensive sectors like healthcare and utilities as key instruments. Start constructing on your future with reduced danger and steady positive aspects — try Gainbridge. The PVord and PVdue formulation are comparable, however to calculate PVdue you multiply it by one period of curiosity (1 + r), which increases the present worth. An ordinary annuity could have a lower present value than an annuity due, all else being equal.</p>
<ul>
<li>Well, it’s fairly a beneficial monetary tool that helps you build your ideal retirement life – a financially safe one!</li>
<li>The beneficiary pays an annuity due payment earlier than receiving the profit when paying for an expense.</li>
<li>By recognizing the variations between odd annuities and annuity dues, buyers can higher assess which choice is most advantageous given their particular circumstances.</li>
<li>In a easy annuity, the frequency of the funds and the compounding frequency for the interest rate are equal.</li>
<li>A automotive cost is an example of an ordinary annuity with payments due at the finish of the coated interval.</li>
</ul>
<p>Strange annuities are a great way to save cash and construct wealth over time. They are additionally an effective way to pay off debt and create a gentle stream of income. When it involves investing, an odd annuity may be an effective way to save heaps of for retirement or different long-term objectives.</p>
<p>While both strange annuities and annuities due can present a stream of income in retirement, the principle distinction is the timing of payments. Ordinary annuities pay on the end of every interval, whereas annuity due payments occur initially. Going back to the previous section’s example of an strange annuity versus annuity due, the strange annuity’s present <a href="https://www.kelleysbookkeeping.com/ordinary-annuity-definition/">Ordinary Annuity Definition</a> worth is almost $400 lower than the annuity due’s current value. Assuming the insurance coverage company’s pricing reflects the difference, is it price saving a few hundred dollars at the time of investment if it means delaying funds for a year? The answer to that query depends on your retirement plan and whether or not you are feeling that you’ll have the power to afford to delay your annuity payments. The word annuity generally refers to an insurance product purchased by a person.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-s-an-strange-annuity/">What&#8217;s An Strange Annuity?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Verbs Beginning A Sentence With &#8220;following&#8221; English Language Learners Stack Exchange</title>
		<link>http://www.cortedeifornai.it/verbs-beginning-a-sentence-with-following-english/</link>
		<comments>http://www.cortedeifornai.it/verbs-beginning-a-sentence-with-following-english/#comments</comments>
		<pubDate>Fri, 19 Sep 2025 19:41:01 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=70750</guid>
		<description><![CDATA[<p>`Double Probability (Team or athlete 1)` or a draw is indicated by `1X`. To win a wager on such an consequence, the first staff or athlete shall not fail. `Double Chance` (victory of the first or second staff or athlete) is indicated by the mix `12`. Wagering on the entire number of target misses of [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/verbs-beginning-a-sentence-with-following-english/">Verbs Beginning A Sentence With &#8220;following&#8221; English Language Learners Stack Exchange</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>`Double Probability (Team or athlete 1)` or a draw is indicated by `1X`. To win a wager on such an consequence, the first staff or athlete shall not fail. `Double Chance` (victory of the first or second staff or athlete) is indicated by the mix `12`.</p>
<p>Wagering on the entire number of target misses of the race individuals. If the number of target misses is the identical as handicap, all bets shall be refunded. The bets that have truly finished by the time the participant falls out of the race (or disqualified) are thought-about legitimate.</p>
<h2>Aussie Rules</h2>
<div style='text-align:center'><iframe width='564' height='317' src='https://www.youtube.com/embed/jRGPnCQiCUo' frameborder='0' alt='which of the following is true about t accounts' allowfullscreen></iframe></div>
<p>Bets are accepted for regular time, decided by the match regulations, except otherwise stated. The positions of the drivers are determined by the official last protocol printed immediately after the race. Subsequent disqualifications of the drivers and the adjustments within the protocol after the race is not going to be thought of. If the variety of scored factors is the same as the total, the bets will be refunded. All the bets on matches are legitimate until the top of the tournament in which they&#8217;re held. If for any purpose the selected number of rounds adjustments, then all bets on the variety of rounds shall be refunded.</p>
<h2>Situations For Accepting Bets</h2>
<p>Bets on the number of points and rebounds scored by the players of both staff according to the road are also out there. Bets are accepted on `To Win To Nil (Team or athlete 1)` (indicated in the line by `1`), a draw (indicated by `X`), or `To Win To Nil (Team or athlete 2)` (indicated by `2`). If the outcome of the match was predicted accurately, the bet is taken into account gained. Connect and share information inside a single location that&#8217;s structured and easy to look.</p>
<p>The major activity of Dexsport is to simply accept bets on sports competitions and other occasions, such as public, political, leisure, or any other (hereinafter referred to as the &#8220;Events&#8221;). All Bids are accepted in strict accordance with these guidelines, which is a affirmation that the Player (bettor) is conversant in and totally agrees with the present rules. Dexsport has no right to amend the above provisions, rules, and procedures of the payments. In this case, all subsequent bets are accepted in accordance with the amendments to the foundations, and the terms of beforehand made bets remain unchanged.</p>
<p>If the referees can&#8217;t decide the winner of the struggle by setting a draw, bets on the fighters&#8217; victories are settled with odds equal to `1`. If the match laws have been modified, the bets placed on a winner of the match shall be settled on the accepted odds, whereas the bets positioned on handicaps or totals might be refunded. In the case of a draw at UFC tournaments, bets on profitable of the individuals are settled on the odds `1`. The remaining outcomes are settled based on the precise outcome. Bets on general `Performance` for basketball players keep in mind the total sum of points, assists and rebounds of a selected athlete. Blocked pictures and steals usually are not counted as Efficiency factors.</p>
<h2>Wager Quantity &#8211; Freebet</h2>
<p>The home/away market bets aren&#8217;t <a href="https://www.intuit-payroll.org/t-accounts-a-guide-to-understanding-t-accounts/">which of the following is true about t accounts</a> accepted in `Combo` bets together with another matches of the corresponding round. If one or more matches have been interrupted and not accomplished throughout the time limit set by the foundations &#8211; such bets of the `home/away` market might be calculated with odds equal to `1`. If no much less than one set has been played in full, then all bets on the match winner are thought of valid. All bets that have been really accomplished by the point of the sport interruption are additionally thought of valid, however bets on handicaps on units or factors in a match, whatever the score, will be refunded.</p>
<p>If the wager has already been registered on the blockchain, a connection failure and different technical errors in communication aren&#8217;t any causes to change or cancel a wager. The loss of pockets by a Participant also cannot be the rationale for canceling the winnings cost <a href="https://www.intuit-payroll.org/">https://www.intuit-payroll.org/</a> request or canceling bets. To contemplate a bet on totals and handicaps in a match as valid, at least nine innings need to be performed or, if the house staff leads in the rating, eight and a half.</p>
<ul>
<li>Additionally, the beginning date and time of the event indicated within the line are for info purposes only, and subsequently the wrong date and time are also not enough grounds for canceling the bet.</li>
<li>Dexsport can&#8217;t be held answerable for any loss or harm claimed as incurred because of the content of the website of Dexsport or its use.</li>
<li>Dexsport just isn&#8217;t responsible for attainable inaccuracies within the present rating or time of the match, calling to make use of alternative sources of data on an ongoing basis.</li>
<li>A negative expected value (-EV) will present a long-term loss.</li>
<li>A positive expected value (+EV) will present long-term earnings.</li>
</ul>
<p>To win, a Player must correctly predict whether over (Ov) or beneath (Un) of the required actions will be carried out in the match by the selected team or participant. Complete, the guess is refunded and `Combos` are calculated with winning odds of this occasion equal to `1`. If the primary set has not been performed in full, then all bets are calculated based mostly on the current outcome on the time of the sport interruption, and all different bets are calculated with odds equal to `1`.</p>
<p>In basketball matches, determining the winner of the confrontation supplied for two video games (home and away games), the match can finish in a draw with out overtime. If two or more gamers from totally different groups get yellow or purple cards based on a single sport episode &#8211; bets on the `Match First Yellow/Red Card` shall be calculated with odds equal to `1`. A bet on the Individual Whole of Teams (Participants) (indicated by `iT` or `iTotal`) provides a prediction for the number of actions carried out within the match for one of the groups or one of the participants of the competitors.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/verbs-beginning-a-sentence-with-following-english/">Verbs Beginning A Sentence With &#8220;following&#8221; English Language Learners Stack Exchange</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		<title>Adjusting Journal Entries in Accrual Accounting Types</title>
		<link>http://www.cortedeifornai.it/adjusting-journal-entries-in-accrual-accounting-2/</link>
		<comments>http://www.cortedeifornai.it/adjusting-journal-entries-in-accrual-accounting-2/#comments</comments>
		<pubDate>Tue, 01 Apr 2025 17:49:33 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=53117</guid>
		<description><![CDATA[<p>The final type is the estimate, which is used to estimate the amount of a reserve, such as the allowance for doubtful accounts or the inventory obsolescence reserve. In October, cash is recorded into accounts receivable as cash expected to be received. Then when the client sends payment in December, it’s time to make the [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/adjusting-journal-entries-in-accrual-accounting-2/">Adjusting Journal Entries in Accrual Accounting Types</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The final type is the estimate, which is used to estimate the amount of a reserve, such as the allowance for doubtful accounts or the inventory obsolescence reserve. In October, cash is recorded into accounts receivable as cash expected to be received. Then when the client sends payment in December, it’s time to make the adjusting entry. Since Unearned Revenues is a balance sheet account, its balance at the end of the accounting year will carry over to the next accounting year.</p>
<h2>What is a Settlement Entry?</h2>
<ul>
<li>Accumulated Depreciation is a long-term contra asset account (an asset account with a credit balance) that is reported on the balance sheet under the heading Property, Plant, and Equipment.</li>
<li>However, during the month the company provided the customer with $800 of services.</li>
<li>Choosing between an adjusting entry and a settlement entry depends on timing, transaction status, and purpose.</li>
</ul>
<p>Things that are resources owned by a company and which have future economic value that can be measured and can be expressed in dollars. Examples include cash, investments, accounts receivable, inventory, supplies, land, buildings, equipment, and vehicles. A visual aid used by accountants to illustrate a journal entry’s effect on the general ledger accounts. Debit amounts are entered on the left side of the “T” and credit amounts are entered on the right side.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="what are adjusting entries" 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"/></p>
<p>These entries align your books with accrual accounting principles, matching revenues with related expenses and ensuring assets and liabilities are properly valued. The purpose of adjusting entries is to assign an appropriate portion of revenue and expenses to the appropriate accounting period. By making adjusting entries, a portion of revenue is assigned to the accounting period in which it is earned, and a portion of expenses is assigned to the accounting period in which it is incurred. If you want to minimize the <a href="https://tax-tips.org/what-do-i-do-if-my-itin-number-is-expired/">what do i do if my itin number is expired</a> number of adjusting journal entries, you could arrange for each period’s expenses to be paid in the period in which they occur.</p>
<p>When you record an accrual, deferral, or estimate journal entry, it usually impacts an asset or liability account. For example, if you accrue an expense, this also increases a liability account. Or, if you defer revenue recognition to a later period, this also increases a liability account. Thus, adjusting entries impact the balance sheet, not just the income statement.</p>
<ul>
<li>Because this $3,000 was earned in December, it must be entered and reported on the financial statements for December.</li>
<li>The preparation of adjusting entries is an application of the accrual concept and the matching principle.</li>
<li>Adjusting entries are a fundamental component of the accounting cycle that helps ensure that financial statements accurately reflect the financial position and performance of a specific period.</li>
<li>The objective is to be certain that there is consistency between the amounts and that the company’s amounts are accurate and complete.</li>
<li>When cash is received it’s recorded as a liability since it hasn’t been earned yet by the business.</li>
</ul>
<p>Adjusting entries affect at least one nominal account and one real account. At Business.org, our research is meant to offer general product and service recommendations. We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. This is extremely helpful in keeping track of your receivables and payables, as well as identifying the exact profit and loss of the business at the end of the fiscal year. In the context of inventory, net realizable value or NRV is the expected selling price in the ordinary course of business minus the costs of completion, disposal, and transportation.</p>
<h2>Accrual of Expenses</h2>
<p>Before making any adjusting entries in your balance sheet, you need to determine certain criteria. Follow the steps below to ensure you make the right entry in your books. For example, if you take out a loan from the bank on July 1 for $10,000 with 4% interest, you will need to make an adjusting entry at the end of the year reflecting the accrued expense of your interest so far. Each year you will use your depreciation adjusting entries to update your balance sheet on the remaining value of the asset as well. For the most part, they look and function just like a regular journal entry.</p>
<h2>The difference between a settlement entry and an adjustment entry in accounting</h2>
<p>By following these steps consistently each accounting period, you’ll maintain accurate financial records that provide reliable information for decision-making and comply with accounting standards. After posting all adjusting entries, generate a new trial balance that incorporates these adjustments. Review this adjusted trial balance to ensure account balances appear reasonable. Record these adjusting entries in your general ledger, either manually or through your accounting software. Each of these adjusting entries ensures your financial statements present an accurate, up-to-date picture of your business activities, regardless of when cash changes hands.</p>
<p>Adjusting entries update previously recorded journal entries, so that revenue and expenses are recognized at the time they occur. That part of the accounting system which contains the balance sheet and income statement accounts used for recording transactions. This account is a non-operating or “other” expense for the cost of borrowed money or other credit. The $25,000 balance in Equipment is accurate, so no entry is needed in this account.</p>
<p>You should consider our materials to be an introduction to selected accounting and bookkeeping topics (with complexities likely omitted). We focus on financial statement reporting and do not discuss how that differs from income tax reporting. Therefore, you should always consult with accounting and tax professionals for assistance with your specific circumstances. The way you record depreciation on the books depends heavily on which depreciation method you use.</p>
<h2>Regulatory Reporting Data Sheet</h2>
<p>A crucial step of the accounting cycle is making adjusting entries at the end of each accounting period. A current asset representing the cost of supplies on hand at a point in time. The account is usually listed on the balance sheet after the Inventory account.</p>
<h2>Free Up Time and Reduce Errors</h2>
<p>When the goods or services are provided, this account balance is decreased and a revenue account is increased. A current liability account that reports the amounts owed to employees for hours worked but not yet paid as of the date of the balance sheet. A word used by accountants to communicate that an expense has occurred and needs to be recognized on the income statement even though no payment was made.</p>
<p>Insurance Expense, Wages Expense, Advertising Expense, Interest Expense are expenses matched with the period of time in the heading of the income statement. Under the accrual basis of accounting, the matching is NOT based on the date that the expenses are paid. Accountants also use the term “accrual” or state that they must “accrue” when discussing revenues that fit the first scenario.</p>
<p>Our team is ready to learn about your business and guide you to the right solution. Following our year-end example of Paul’s Guitar Shop, Inc., we can see that his&nbsp;unadjusted trial balance&nbsp;needs to be adjusted for the following events. These adjustments are then made in journals and carried over to the account ledgers and accounting worksheet in the next&nbsp;accounting cycle&nbsp;step. Fourth, they should implement a segregation of duties to separate the responsibilities of preparing, reviewing, and approving adjusting entries.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/adjusting-journal-entries-in-accrual-accounting-2/">Adjusting Journal Entries in Accrual Accounting Types</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>QuickBooks Solopreneur What Happened to Self-Employed?</title>
		<link>http://www.cortedeifornai.it/quickbooks-solopreneur-what-happened-to-self/</link>
		<comments>http://www.cortedeifornai.it/quickbooks-solopreneur-what-happened-to-self/#comments</comments>
		<pubDate>Thu, 20 Feb 2025 08:00:54 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=51503</guid>
		<description><![CDATA[<p>Now let’s discuss all the features QuickBooks Solopreneur includes and where we can expect future enhancements. According to Software Advice, Self-Employed is rated 3.9 out of 5 stars, while QuickBooks Online is rated 4.3 out of 5 stars. QuickBooks Online is a more comprehensive tool than Self-Employed. It comes with in-depth reports, including a company [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/quickbooks-solopreneur-what-happened-to-self/">QuickBooks Solopreneur What Happened to Self-Employed?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Now let’s discuss all the features QuickBooks Solopreneur includes and where we can expect future enhancements. According to Software Advice, Self-Employed is rated 3.9 out of 5 stars, while QuickBooks Online is rated 4.3 out of 5 stars. QuickBooks Online is a more comprehensive tool than Self-Employed. It comes with in-depth reports, including a company snapshot, sales reports and profit and loss reports. See articles customized for your product and join our large community of QuickBooks users. Always check the IRS website for the latest tax payment schedules.</p>
<h2>Find a plan that fits you</h2>
<p>QuickBooks Online also comes with e-commerce support and inventory tracking on higher plans, which works well if you sell physical items. Overall, we like QuickBooks Online for small businesses that are beginning to ramp up their sales and would like professional guidance along the way. Both QuickBooks Online and QuickBooks Self-Employed are monthly subscription packages from Intuit that let you track your expenses and send invoices to clients—but the similarities end there. Generally, QuickBooks Online is designed for small businesses with numerous employees, clients and vendors, while QuickBooks Self-Employed is tailored to freelancers and solopreneurs. The tax filing capabilities included in QuickBooks Solopreneur are designed for ‘Schedule C’ (form 1040) filers, most commonly applicable to sole proprietors or single-member LLCs.</p>
<ul>
<li>You can view these estimated tax payments monthly, quarterly, and annually, helping you plan your cash flow and set aside money accordingly to avoid tax surprises.</li>
<li>Overall, we like QuickBooks Online for small businesses that are beginning to ramp up their sales and would like professional guidance along the way.</li>
<li>All you have to do is categorize them so they show up in the correct Schedule C category and on your financial reports.</li>
<li>The plan comes with a subscription to TurboTax so you can file one state tax return and a federal tax return directly from your account.</li>
<li>QuickBooks Self-Employed is good for freelancers who don’t have a lot of volume—perhaps if freelancing is just your side gig.</li>
</ul>
<h2>Can I use QuickBooks Online if I&#8217;m self-employed?</h2>
<p>You’ll also be able to have your final tax return reviewed by a professional. This plan is best for business owners who want to be able to ask an accountant for support when questions come up. With QuickBooks Self Employed – you connect QBSE to your bank and credit card accounts and you categorize business income and expenses using “Schedule C” categories. That means that everything is categorized to make filing your taxes simpler. QBSE offers limited reporting capabilities – including a profit &amp; loss report, and a Schedule C report.</p>
<ul>
<li>To get paid faster, here are 20 tips designed to get clients to pay their bills by the due date or earlier.</li>
<li>With continued development, it has the potential to become an indispensable asset for solopreneurs everywhere.</li>
<li>The Self-Employed plan lets you keep your business and personal expenses separate.</li>
<li>Many, or all, of the products featured on this page are from our advertising partners who compensate us when you take certain actions on our website or click to take an action on their website.</li>
<li>Read our handy blog article to find out more about how to calculate and do your income tax.</li>
</ul>
<p>That means if you were thinking of joining QBSE, you’ll need to explore other options. However, you can’t add or invite new users to your company within the mobile app. View transactions, capture receipts, send estimates and invoices to your customers.</p>
<h2>QuickBooks Online vs. QuickBooks Self-Employed for personal bookkeeping (and other alternatives)</h2>
<p>Digital tools like QuickBooks exist to help small business owners like you save time — so you can turn more of your minutes into dollars. The allowable expenses you can claim under Self Assessment must be for business use only and they vary depending on the business you’re in. You can read more about this in our blog, check out the list of allowable expenses on HMRC’s website or speak to an accountant. You can also purchase a 3rd party service to convert data from GoDaddy to QB Online if required.</p>
<p>QuickBooks Bridging Software supports Standard and Cash schemes. Businesses whose home currency is not GBP are currently not supported. Not with QuickBooks Sole Trader, but you can track your VAT and then prepare and submit your return to HMRC using other QuickBooks Online products. And you can always manually add transactions that don&#8217;t go through your bank. The best QuickBooks Online version depends on the size of your business and your particular needs.</p>
<p>The revenue from each store is separate so you know where you’re profitable and where you’re not. One of the selling points of QuickBooks Self-Employed is its ability to calculate your quarterly estimated taxes for you. Not only that, but it also reminds you when payments are due. However, if you want to pay these taxes directly through QuickBooks, you’ll need to upgrade to a special tax prep plan.</p>
<h2>About QuickBooks Self-Employed</h2>
<p>For more information about services provided by Live Bookkeeping, refer to the QuickBooks Terms of Service. With <a href="https://www.intuit-payroll.org/a-freelancer-s-guide-to-quickbooks-self/">qbo self employed</a> QuickBooks Online, you’ll get everything you need to manage your business’s books. Income and expense tracking, invoicing and payments and automated tax deductions are all included in the base plan. An expert can guide you through QBO setup and answer questions based on the information you provide; some bookkeeping services may not be included and determined by the expert.</p>
<p>All you have to do is categorize them so they show up in the correct Schedule C category and on your financial reports. CoCountant is a premium accounting and bookkeeping service tailored for startups and small businesses. Unlike software solutions, CoCountant offers full-spectrum financial management, providing you with a dedicated team of QuickBooks-certified ProAdvisors to handle your financial management.</p>
<p>At CoCountant, we provide personalized bookkeeping services designed for small business owners like you. With real-time cash accounting and detailed monthly reports, we help you stay on top of your financial health and make smarter business decisions. QuickBooks Online offers a more scalable, albeit more expensive, option to QuickBooks Solopreneur. Its least expensive option (the Simple Start plan) starts at $35 per month for essentially the same features as the self-employed version.</p>
<p>It provides a clear picture of your business’s financial health, helping you make informed decisions. There is no need to download QuickBooks Online because it is connected to the cloud, which means you can access online accounting from any device with an internet connection. You can download the QuickBooks Online mobile app from the Google Play Store or Apple App Store. Other features I would like to see included are reports for personal transactions, receipt capture, and receipt attach.</p>
<p>Skip the self-employed version and go straight to QuickBooks Online if you think you’ll outgrow QuickBook Solopreneur’s basic reports and features. QuickBooks offers many different options for software, so it’s important to make sure you’re choosing the one most suitable for your business. QuickBooks Self-Employed does not offer double-entry accounting, which is more accurate and can help prevent accounting errors.</p>
<p>Intuit’s commitment to helping small businesses succeed is the driving force behind the change. QuickBooks Solopreneur was designed to deal with those growing needs. It was built on the same platform as other QuickBooks Online products so that upgrading can be done through a seamless conversion reducing the risk of data loss. When you track all of your expenses and income in QuickBooks, you can also use the quarterly estimated taxes feature so you know what you owe Uncle Sam four times a year. The Schedule C optimizer also helps you squeak out every possible business expense deduction. QuickBooks Self-Employed lets you import transactions from your credit card, bank, PayPal and more and automatically sort them into tax categories.</p>
<p>You can view these estimated tax payments monthly, quarterly, and annually, helping you plan your cash flow and set aside money accordingly to avoid tax surprises. No need to manually calculate mileage deductions for every work-related trip. QuickBooks Solopreneur will automatically do the math for you using the current IRS mileage rate. Just opt into mileage tracking via the app to automatically log all of your car travel. QuickBooks keeps a running tally of business miles and the corresponding deduction.</p>
<p>Since accountants and tax preparers charge an average fee of $192 to prepare a federal Schedule C tax return, these packages are in line with what you’d pay for outside support. QuickBooks Online surpasses QuickBooks Self-Employed in physical sales. It can help you track sales tax on every invoice, which is especially helpful if you sell in different locations. While you can only connect one online store in the base plan, the Plus plan lets you have unlimited storefronts.</p>
<p>QuickBooks Self-Employed is designed for freelancers, self-employed individuals, and&nbsp;independent contractors. With this, you can&nbsp;track your income, expenses, mileage, tax info, and prepare your Schedule C. In the event you purchased QuickBooks from a mobile app store, you&#8217;ll need to cancel your subscription there. You can cancel your existing QuickBooks Online (QBO) subscription and sign up for a new QuickBooks Self-Employed (QBSE) account. This is because both platforms are different and designed for specific types of businesses. Accurate bookkeeping supports cash flow management, enabling your business to plan for growth and sustainability.</p>
<p>Users can create estimates and invoices, customize them to fit their brand, manage customer lists, and even track mileage automatically. Moreover, QuickBooks Solopreneur handles sales tax calculations, estimates tax payments, and provides insightful profit and sales reports. It also seamlessly integrates with QuickBooks Payments and QuickBooks Checking, offering added convenience. QuickBooks Self-Employed is cloud-based accounting software designed specifically for self-employed individuals such as freelancers, real estate agents, Uber drivers, and independent consultants. With its QuickBooks Self-Employed Tax Bundle, you can track income and expenses, track mileage to and from clients, and file your taxes. QuickBooks Solopreneur is designed for freelancers and contractors, specifically those who don’t have separate business and personal accounts.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/quickbooks-solopreneur-what-happened-to-self/">QuickBooks Solopreneur What Happened to Self-Employed?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Asset Turnover Ratio: Definition, Formula &amp; Examples</title>
		<link>http://www.cortedeifornai.it/asset-turnover-ratio-definition-formula-examples/</link>
		<comments>http://www.cortedeifornai.it/asset-turnover-ratio-definition-formula-examples/#comments</comments>
		<pubDate>Fri, 07 Feb 2025 15:00:18 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=50322</guid>
		<description><![CDATA[<p>Therefore, there is minimal value in comparing the ratio of firms in sectors that are vastly distinct. The main limitation of asset turnover ratio is that it does not account for profitability. This ratio exclusively evaluates the efficiency with which assets are utilised to generate revenue, which does not account for retained earnings the profit [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/asset-turnover-ratio-definition-formula-examples/">Asset Turnover Ratio: Definition, Formula &#038; Examples</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/872f22cb-6f25-4b0d-8d25-bb8459f749d0-300x200.jpg" width="250px" alt="what is asset turnover ratio"/></p>
<p>Therefore, there is minimal value in comparing the ratio of firms in sectors that are vastly distinct. The main limitation of asset turnover ratio is that it does not account for profitability. This ratio exclusively evaluates the efficiency with which assets are utilised to generate revenue, which does not account for <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> the profit generated from those sales.</p>
<ul>
<li>Since your asset turnover ratio is typically only measured once per year, you’ll have to understand that large purchases, even if they were made months ago, can easily skew your current ratio.</li>
<li>It’s easy to misjudge a ratio if the company has just infused cash into new assets for growth or pruned its asset base for efficiency.</li>
<li>Conversely, the heavy equipment sector moves to a slower, steadier waltz, often reflecting a lower ratio due to its hefty fixed assets.</li>
<li>Efficiency ratios are vital accounting metrics that measure how effectively a company utilizes its resources.</li>
<li>Total assets are an important measure of a company&#8217;s financial position because they reflect the total value of the resources that the company has available to generate revenue and profits.</li>
</ul>
<h2>How Can a Company Improve Its Asset Turnover Ratio?</h2>
<p>You can also use the asset turnover ratio to calculate the return on assets, which measures how profitable a company is relative to its assets. By understanding these metrics, you can make more informed decisions about investing in or managing a business. Another important efficiency ratio is the asset turnover ratio, which evaluates how effectively a company uses its assets to generate revenue. A higher asset turnover ratio signifies better utilization of assets, leading to increased profitability and operational efficiency. In the galaxy of financial metrics, the significance of Asset Turnover shines bright. It’s an invaluable compass for gauging the efficiency of a company’s use of its assets to stir up sales.</p>
<h2>Asset Turnover: Formula, Calculation, and Interpretation</h2>
<p>We now have all the required inputs, so we’ll take the net sales for  the current period and divide it by the average asset balance of the prior and current periods. For the final step in listing out our assumptions, the company has a PP&amp;E balance of $85m in Year 0, which is expected to increase by $5m each period and reach $110m by the end of the forecast period. Suppose a company generated $250 million in net sales, which is anticipated to increase by $50m each year. To reiterate from earlier, the average turnover ratio varies significantly across different sectors, so it makes the most sense for only ratios of companies in the same or comparable sectors to be benchmarked. Watch this short video to quickly understand the definition, formula, and application of this financial metric. Just-in-time (JIT) inventory management, for instance, is a system whereby a firm receives inputs as close as possible to when they are needed.</p>
<h2>Asset Turnover Ratio vs Other Financial Ratios</h2>
<p>First of all, these ratios help determine the efficiency and effectiveness of a company. The Payables Turnover shows how quickly a company makes payments to its suppliers for credit purchases. Therefore, asset management ratios can help with all these aspects and much more. Yes, excessively high asset turnover may indicate that a company is too aggressive in managing its <a href="https://www.bookstime.com/articles/asset-turnover-ratio-fomula-and-example">asset turnover ratio</a> assets, potentially sacrificing long-term growth or quality for short-term gains. If a company’s industry has an asset turnover that is less than 0.5 like in most cases and the company’s ratio is 0.9; then the company is doing well, irrespective of its low asset turnover.</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/IQR2J1gUEqg' frameborder='0' alt='what is asset turnover ratio' allowfullscreen></iframe></div>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/751122e1a8.jpg" width="251px" alt="what is asset turnover ratio"/></p>
<p>Thus, when evaluating a company&#8217;s asset turnover ratio, it&#8217;s crucial to compare it with industry peers rather than across unrelated industries. To get the average total assets, take the total assets at the beginning of the period and the total assets at the end of the period. This ratio is expressed as a number, often to two decimal places, and varies across industries. A higher ratio indicates that the company is using its assets efficiently, while a lower ratio suggests underutilization of assets. Sally’s Tech Company is a tech start up company that manufactures a new tablet computer.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/shutterstock_672267400.jpg" width="254px" alt="what is asset turnover ratio"/></p>
<h2>#6 &#8211; Accounts Payable Turnover Ratio</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/image-XokK9IOAZBzUsyFp-300x200.png" width="258px" alt="what is asset turnover ratio"/></p>
<p>However, it could also mean that Target, Inc. may not be using its assets efficiently; probably the company’s fixed assets could be sitting idle or not being utilized to their full capacity. From the asset turnover ratio calculation done, Walmart, Target, AT &amp; T, and Verizon had an asset turnover ratio of 2.29, 1.99, 0.31, and 0.42 respectively. Recall that the asset turnover ratio is most useful when compared across similar companies. Therefore, it would not make sense to compare the asset turnover ratios for Walmart or Target with that of AT&amp;T or Verizon, because they operate in very different industries. In order to understand how to interpret asset turnover ratio, we will look  at an example. We will calculate the asset turnover ratio for four companies in the telecommunication-utilities and retail sectors for FY 2020 and compare them.</p>
<ul>
<li>For those looking to dive deeper into how these assets contribute to profitability, understanding Return on Assets (ROA) can provide valuable insights into the company’s overall financial performance.</li>
<li>As the asset turnover ratio varies across business sectors, some industries tend to have a higher ratio while some tend to have a lower ratio.</li>
<li>A business may have a high asset turnover ratio, but still have low profitability if its costs are high or its margins are low.</li>
<li>For those assessing a company’s financial performance during a fiscal year, understanding and tracking this ratio stands paramount.</li>
<li>Analysts and investors often compare a company’s most recent ratio to historical ratios, ratio values from peer companies, or average ratios for the company&#8217;s industry.</li>
</ul>
<p>The Asset Turnover Ratio is calculated by dividing a company’s Net Sales by its Average Total Assets. This ratio evaluates how effectively a company uses its assets to generate revenue. For example, retail companies have high sales and low assets, hence will have a high total asset turnover. On the other hand, Telecommunications, Media &amp; Technology (TMT) may have a low total asset turnover due to their high asset base.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-14.png" width="259px" alt="what is asset turnover ratio"/></p>
<p>Efficiency ratios are crucial accounting metrics that help businesses evaluate how well they utilize their resources. These ratios provide insights into various aspects such as inventory management, asset utilization, and accounts receivable turnover. By analyzing efficiency ratios, companies can identify areas where they can improve operational performance and reduce costs.</p>
<h2>Fixed Asset Turnover</h2>
<ul>
<li>Generally, a high total asset turnover is better as it means the company can generate more revenue per asset base.</li>
<li>Usually, the better these ratios are, the higher the chances of investors and shareholders investing in the company.</li>
<li>The receivables turnover ratio measures how efficiently a company collects its accounts receivable.</li>
<li>The purpose of why stakeholders calculate asset management ratios depends on the type of stakeholder.</li>
</ul>
<p>A high receivables turnover ratio indicates effective credit policies and prompt collection of <a href="https://www.linkedin.com/posts/bookstime_technology-companies-require-a-specific-approach-activity-7323714013693947905-BdOh/">Accounting for Technology Companies</a> debts, while a low ratio may signal issues with credit management or customer payment delays. Most companies calculate the asset turnover ratio on an annual basis, using balance sheets from the beginning and end of the fiscal year. The ratio can be calculated by dividing gross revenue by the average of total assets.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/asset-turnover-ratio-definition-formula-examples/">Asset Turnover Ratio: Definition, Formula &#038; Examples</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>When Did FICA Taxes Start?</title>
		<link>http://www.cortedeifornai.it/when-did-fica-taxes-start/</link>
		<comments>http://www.cortedeifornai.it/when-did-fica-taxes-start/#comments</comments>
		<pubDate>Mon, 06 Jan 2025 15:04:25 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=46170</guid>
		<description><![CDATA[<p>Everyone who works must pay this tax, even if you are self-employed. However, those who make over a certain threshold per year do not have to pay it. For 2024, those who earn $168,200 do not have to pay FICA tax above the tax that would be owed above that amount. For the first part [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/when-did-fica-taxes-start/">When Did FICA Taxes Start?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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dqY9wyqu4vsRhqfZ8dR+dODBvxSt5BALbvQnqeAfxZRvLKCPO/uSeBcOy5A9KeZg7raj07/AE3616bFhLHb2+kKPV4K5mrRmbxC0UirgYmHDyGi7bjg4HXsuOKXR4cdbHvb1ej0q7xCjI6TdGki7Oo7r2PwfoT+H0DnZXi4N7HiRws4cR3K+4rsKqTCnW1Cr6ij6/394XpjKDPGcwAcBYjrtxHWsfilHldbhrf+PBFIiUSgfmFr6jzuJ7+1cJ6t6mPj3dVt38d65zAV8lMDMQJ3j5rJfue2o4Hduv1gqXHSnSxXXR3J4abuBPD0qSMFzsnVAPDb+W3QdrNfoup+Kt6foWcwOM89BbeJCLdYcCFtZcHe833JkhGWmZdxT0MSuZNnH3Oo8ColXQOjIv4qyZt3mCHV0zRvAPeAVXMpm38hvyQrSdhco7aU3WiWEZueWD6Zvmt+SEuaEBhsANOAAT4piVOloPez+SspG0lwZrA9x71KO9R8HZbN3p4qY9DJo+fUIQuUAhCEAIQhACEIQAhCEAICEBAONCdaE2xPMQCmtXbJTVwqyKsbVhTtUGMaqyhUFhxsadbEuxp5ikgQIk9DElBOxpkHSzRU1Wekrt7tFSVXlKSCzwyjuASrZlKmcNHRCnsKiXIXA3HSBRqptlY5tFU1k+pSKwyWxhwuomXVS2OUSbet30M4vnBKalJEZSwszUscMKZv05D228AP2rtA6yapj85J8SknwVS5J0dxqtFhc2ipqMA6K6oKTTQrBm0Cwpo+IPzKRK0kjd36qIymcPhD50pkL+LgB16n5lBoTWuAtrqpNORv/jwVfBEL66/MPAK1pYwBusoLxLKim7FY89cbvUqylsApUM4ClE4FyYO2TfoDx01VnheEsjFhuv3pVNLopMdlbJGBnEmAN/i6xGOx6mwuTw71uq6O4WRqm9M3RFZrgyNTBu69/oJ3JyKm7O5Wk8IPoJHqTcEXkjv+ZbJnO0QqinsR1BJfECCePD59foU+qbY2O/8AjRNSQ2H8dSsirGcFjtJGT8ay/e1w1C9gDF47FNZwPmkHwXqDcaZxI3daSKloIuxUG0dLcjRWDMcZ1jxUOtxdhO8KIoZKZmG9hXW4d2Ka7GGDiEn7ts61d5JTQwKK3BP1cVo3afBKQcaZ1j50zXY0wtIB4darGOepeU+DGUHw+8rrilMIubcSmyroqeAIQhcpIIQhACEIQAhCEAIQhACAhCAcaU61yjhLagJGddzJkJQU5A6wqQydRmpYKjIJzKlOirCrgUoFTyCwNYuitVeEsICf7sKZLr6ppqXmTkngsaevsnxivZ9Cps6MyEcF0cV7FEdNc3UIFSI4yp5HBIZMjOmRGV21lPI4JjEsJEaW1WAsvsnqJhNk01l0oy5e9QwX1NQu0srjDZSNCNVlqHG3AjVaWgxEP3rIvFl5luEzUm1h1j09SRRz69iTiEvvjOrJ9BTBoTqdu7RWUNKXHU9HhqqKoxAtAy6nd+9KZiT7eVr/ABwTA3YNlSUDd6s6agbxtfhuWHpsZJ0vb0/xqrCGteONwp4JyazmdbZbfQnhCR3KNhWIZgL71Zc8CjLJhEAe9ZnaaCxDhw3eneFoQ9IraQSDdr1qMktZMQ5osbDXNv42dw/jrSaemAcL7/o3kqyrcNLb8f3a6KsiqdWj4QH0DW/irqRhKOBuqpwSTxuSf2KNOBopj3dFxO9ztB1W0UYQ7uOvoCumUaKlzel3/sUU1L/OPiVY1Ed5WN3Gx+fcotTTtYS03uO1aKLl0KdBlszz8L5yplPE4/C+dRwGfwVIjmYOPzlaqk0Vc0Tvub+N8/70g4Z+N9KafXi371GOJfxdHBhMlOw4+cq7EYnN4okxLtVjQVkZ8qx9Kr3TLb0ivwy9tU8rSpmjIs2yq3KMYJTyeAoQhchIIQhACEIQAhCEAIQhACEIQCglBJCWEApqUEkJYUgU0JTUlKYpAsBLaEloTjQgOgJYCGsSixAFkOSmhJepIHWN0SQ264wqdQAIySPzVk42ayk1hChlqhAdbOjnLpqyUwKwJ8ScCbjTgUgfp3WKTVNzFIXJX2Cq2B0UfUpNJIWFV0NaNxa78oO177FTecI39Jp3EizhfdmHV2rMskabD6nNlINiFZ1tMXZCDuWQwaos8C+hXoFLDcN+dQaIojE5t7/9kjOb71bYvFoVm3VFrqC5eU7gN49KucNma4aGx6v3LHUtcw+XKPybgfQrnDqdhN2SgHqzfSCpSZCZsqElpC0NLLdYFmIPYcrxbqd8E9oKucMxXtKhsujVMkF7cVLjfpoFS84DlN+G/qVlSi6glEqSnzDWywmMYXlmeett2jv3/sXoUIWe2ohs8P8AxSB1aq0SJrgzAhGncfUFd7NYcJZGi2ltSqCFrjbiSdB3n+PBei7MUBibcDpm2m654DuWm7BlGOWFDgVFSse+ZrC475X9JwvuDON9eC8Z5VaIR1XvbiYnxtezfuNxbt3DxXqu2mz75I5XyavaQ5vmtG6zV5vyoQHPSX/8qPpW9o26qQvoRjS3LzMOMx4n51Ko4Hk8belWGHRtB1CuI5WdS9aUH4I8ONWOctlPJT9pXJqQ20urCslbfcn4alltyy7mRv38PMyktM8X3phxPWfFayvmZbyQs5NGtdjxyU7xZ4eS02dO/XgrAqDgDdFNcV5s+Hg9CHQ8DQhC4iwIQhACEIQAhCEAIQhACEICAU1ONCQ1OBSBQCXZcal2UkZElOMam0+xEBbGpYYlRpwK2CMjkDE7LGuwpxwUEtkVsaQ6IqUwJzKoqS2omC3MhNjKcjNlMaxddCCslVyaOGApG5laQ0gIUKljyqR7qst4oxkRsRocuo3KC1WtTiAIVUrMqmTI0sJuLcnQoNRSS9t+5KUqmp8wCzk+SfunKWkjNjcjs08Fc4hle0NuARucAA7da3cq2LDHfxdTYqQjeVUsivw2C0rBe+u9eoYS3Ref4ZB74OxelYJD0CexQTAhVUWYFY7GMPIuAdS5b1seqp9o8OJ1Ck0ZhYsCeSOgT2ixBXpVJQRvjY17OmGAc4Bkde1gLiyyEDHt67K6w+RxsLHxKZI2llBhcjG2c8SR36I/2jOoF3H96dhobHQ27DfwVzhcBIBO7qVl7kB0AF/EH1KHyWQxg9KdxePTdX8NPb4XoA9arqOkLVZxIkXHDMBlBPlGw7bC/oVZtI27W99vFWkhTFS0O0KkPlFFsTh/OSg8G8P2960e2GJOp8vN+XmaQSLgC+pPXoCpWx1IGOdbdb6U/tfSCUmwvaPgLm4P0o+SsFhjUeIunieHDV0Zvbd6F5ByisLqhjb6Mha0fOT8/wBC9X2epSxrnOuBlIAOl7anQ9gXm+239YYCNeZaT13cXON+25Xbp0P1mWcesVNtJRXmZuloCdAFaRYE5aHZ9zRwCtmPaTpZenc3Lpo8S2tlU5bMszZcHyrqHW7LlmrTp1LeFqZlbovnY6rV75N9PI9edlB09qPLKmlN0xLhxsVqsWp7OKgyDQr7CMVKOfM+cdRwljyZUYRHYFPvRR/C71xxXh3McTwfR28t0E2eCoQhecaghCEAIQhACEIQAhCEAICEBALanAkMTjUQFNTgSEu6siokKQxR2b1IapQY+xONCbjT7WFSQPRFOOcm2MSHoiWPRKW1iiU4U1gWVXyL0+BJSoylZF3KsI8M2fKEyvTBCkiK6RNEupSMXEg2Q5WFJRg70xiEIBVkymDsKdCag3J0IXQrgrjBwqdXmB7gqS6lscfEuomXCZqxYab1Ia5VOKS9NgB37+z+NFQu1wScDZrft+heh4UOgFj8Dpty3WFx9AKUhDhCHwaKPLHdTcTcWtuB6PUqvDsWDyQRYg6jcR2KWsGq5Gn0QPeE5FDbgPBSaloa5pvv39l+CmRU4dbtVScDmHHRXVC3XXxUGGlLeGnX+1PRTqyWAWrwEjMU1HULolChsIlF9+9RydUw+ayXE5VyWReYK4693d4qw2cYWOcHuDnO1uNw7lW4TIARm3FwHjwVjV0pa9pG7grRHD4Im0zywdNwvI/K0bg1l8zz35R868i2xrBJVvIOgAHhf1re8rEpIgAd0gHXHYbAftXkcF+cdfffVetYLk8TVW2vcXtPUWKsaCtsblUWZPRyr1alGM1hnhwuJ0/svBuYqkEKLX1rWjfqqqhxEWt/HiomKyAm4Xkw0imquWelLU5d37PUZrKq9yq6Z2hXZnqM86Fe8oJLCPI5byyPRnyu9Jek0R396UV89d/bZ9RbLFNHg9kBejYTgkUFLI+ojDnObne1wF2cIomHex93DUa3dbguYHgUUNNJJPG1xczO9hGsbRrHE0nVkhvvGtzbgvnHqdNZwm8S2rH3n6e78vM+7p9hruTgpzhDdSdae7P6qK+zv4+94Y5WJZXsnnSFs+TaijkNRniY4DJlDmh4Zmz3Azdw8FqqmiomGz2UzHWvlfzDHWOgNnWNtDr2KtfU40qjp7ZSa8vdk10nsLWv7KN539OlCbaW/K6SceuMc4PIkL0baZlHzE3N+5ucy9DI6nMl7jycpve19yxmzeDuqJAxujQLvktcMb124uO4D1FdFC8jUpupJOCXXJ5Gqdm6tpd07SlONxOok4928rLbWPfxn0XUrEL16jwamp23yMAG+aTIXa9b36Nv1Cyc5ilnBAbDKBvy825zb8czOkzv03Lhesx6qEnHz/r8z6uP6Mq+FCdxSjVayqfL/Hr8os8dQtNtpszzBD2XMLjbXV0ROoa48Wngeyx7bjk3w6KSGQviY8iYgOcxriBlYbAnhcnxXbUv6caPfL2kfM2fZO7rak9NqYpVEm8vLi0lnKx1T8Px5OYbi9JNDHHUWY9oaCbObmLBlD2yRjS43g21KrttsbhkbHFC0ZGkEyZSy+UFjWNzAOIs4kk9irdsaYNqZmMaGtBYGsaLAXY02a0dZJ8VtNlNlWMjvNG18rrFwc1rxEODBfc7XU9enBcU3Qt1Gu3LnmMM8ZfL+R9RarU9XqVdKhCjF0/1dW4UGpSjTk1FN8/aa8Em1npyeatS2lXm39MyOctYxrG8205WgNbc3ubBbXGsHgEE7hBGHCB5DhGwOBDCQ4EDQghdVTUYwjCTT/WdPTp+Z8/Z9jq9zWuqUakU7T7Tefa+10/w+J5iEslNNcrLZ2MOmga4AtMjQWkXBB3gg7wvQnPbFy8ln5HyltQderCknhzko58tzSIUIUloW32zw2JkDnMhY12ZlnNY1rhdwB1A6lF2AoY5I5C+NjyJbAua1xAytNgSNBclefHU4Og62HhPGPHwPsKnYi4hqkdMdSG+UN+7nbj2uOmc+yZqmCnsCuNqsDEfvsbbR6c4wCwZwD2gbmnQHqOvFRNn6AzOtuY3y3d+5gPnHXuHoW8L2lOj32cJdfT0PIu+zN7b6gtPcd1ST9nHSSf3k/Lrl+GHnoR2hM1A1W2xWgjbHIRGwEMJBDRcWG+/WsfhVnTwtIBaX2LTqDodCOIVLXUI1qcqiTSj/JZOvWuydfTLujaVJxlKtjDWcLdLbzkIGWUpjgtc7DoRvijA/JaAutw+E7ooz2hrSvOlrdN87ZfgfVx/RZdr2e/pZ/4vyMm1wTjbKJVvtO5oHR5/Ll4Wz2tbqtwWox2kY2KRwjaCBcENAI1A9Gl12VryNOUItN7+npnH5ny+ndl615SuasZxStc7s59rapPj/D4lM0hKa0KnFV2qwwCTNLG0i4JNwdQbNcdx7Quyo+7g5PwTfyPn7K2d1cU6EWk6k4wTfROUlFP4ZF1T7blWVTiStLtXTtaxpa1oPOAXAANsrjbThoFmXKLO5jXp74rB26/otTSbt2tSSm0k8xzjlZ8RcKeTbEu66TxxSt8Jk0CqFMoZLKJIlGkdOAPQqxlj0r6k/NwCiYnVdGwUbDqojKCql5vg9AwbTKtrSSgNFupYDCqkWGquvusGjV1u26RZpFcGuc0OaVg9po+YlY8eS/ou7DvafTqPQpDNr4xpzno1Kqtpa8VDCGm5JBHZY3v2KzaZZLBoaWrzAa6q8w2ptbdZed7P15GhOo8SthST3AVOhLeTbNnDh2dSjVEQHrVNTVJFhdWrJLhWbyVG2PUprkwG6p9vVZZssIO9SInapmRtkw2XVVLi9ocQdGxlvjAe/KrOh2+YWWcwl1uq2vXfisltLVC1iRcC9r9fG3oWRfX23FdlKmmss4qteak4pGyxTEDK5z3dWg3gDqWIideV/etns1MwsF7dt7fSsjtGxomcY9BxA3Ltt5xhLnocFxTlUj6kueFdiYq0VTutcFQ5eiryHmebKwm/AuwR1rkzu1Uomd1rpnd1qfpdPzK/QKnkSZWJJj0OqiOe4pbXlTK9p4NIWFTPI3TMsD3oTxdooxK8WvPfJs9ujDbFI8cqsdmfGInyFzA4EX1f0dA0v3ubrexvuXajHZnxcy6QujuDrq7o7m5zqW3sbHqCrELzlRgvurh56ePmd8tSupZzVm8x2P2nzD9l88r06G65Jt9T3R/61rMSwqCR2aSNrnWsCSQbC5A0I0uSsnyTb6nuj/8AcVrtXsqaiQSc6GWjDcuQv3Fzr3zDzvmXzd3t+my3TdPhcrPkvI/bOznef5M0e6t43b3S/VycUv8AOT9r2k1wNY9sVE5pMLckgBLW5nOjfxykPJy34EG2qRyWQgRTG3SM2V2liAxoIB9L3LRUUTYIWtc+7ImayHTRuu7h1AdwWK2Ex5rZZWOOVkzy5hOga8k2aTwuDa/W0daQnWr29SGXNRaw/FrPP4ci5ttO0vWLK4cIW86sZqcFjbGTilF8cLluOUkn18yJylVjnTlhJyMa3K3hd4zOfbztbfoqjwSsdHLG9pIcHDTzgTZzCOII0XpW1ezLaizg7JKBbNbM14GoD29YubEdfHRV+z+xIieHySZy03awNytuNznE+VY6201C7LfUbeNsovqlhxx1f8OT5vVuxusV9alWprMZVN8au5YjHOV47k4LjCXhwXm1sQdT1AI0ETnDvYM7fTdoVJyV/eJPz5/UYl8ouMtZGYQbySeUBvYzeSe11gLdRJSOSv7xJ+fP6jFwRpyjYSb6OSa9x9bVvKNbtZShTabp0ZRm1+17Tx8E/hnHUnU2z4NVNUPFxmbzLe1rGtMhHYQQO0E9Suaesa50jWm5jID+oFwJy34kAC/eqfbTHxTss0+/PByDfkG4yHu4dZ7iqvkrddlQSbkyNJJ1JuCSSeJWU6M6lB1qnRJRivRYWf66s7LbUrWy1aOl2iTlVnUq15eO6SlNR9/T3RSXVlHyl/1k/mmftXpcjgGkutkDbuJtlDQOkXX0y2ve6805TP6yfzTP2r0atp+cjey9s8TmZrXy52lua2l7XvZb32O4oZ4WP+08vss5LVNVcFulvWE+jeauF8SJCylmBa0QSAeU1oicR1Ho6jvWWq8EEFXS5L80+QFoJJLC09JlzvGrSCddey6utmdlhTvMnOl7spaBl5sDNYknpG50TW0lY01NHGDdzZcz/wAXNYNae2wJt2hTQntqyhSk5wcXnPuf9ZGrWvfafSudQoU7a4jXpqChjLzUisZWc5WXjLxjJK2+H9Hf+Wz9YKHyaj3uX89/oapm3p/o7/y2frBQ+TU+9y/nv9DVSH9ny/f/ACNrn/XGj/u7/wCoXsVex0ksJHTaAcp1EjXtBJAO+xdYjtCYqZYqWLQWbfoMvd0jncLnU9p4Adllj9q53Mq3uabObkLT1dAeIIJBHUVDxrE3zva52gFg1guWs3ZiCd5JF79g6lvS0zftefYklKS9cfz/AA5PJv8At3G3dxTlBO5pVJ0qU8Lim5vlvw24WV957X549B2i+8T/AJp30LC7Jxl1RD2OLj2BrSbnsvbxW62h+8T/AJp30Ku2LwprGCW5L5GDgLMG8tb3kDXsCwtLhUrWpnxeF72j0+0WkVNR1+0Ufs04KpN/3Y1M/HLwvjnoG3jveWt4ulGnY0OJ/Z4qRsW20DB+M/8AXKXjeC885pMpaGggNDQR0vKJJO82A9Cl4TRc0wMDs1iTmIAPSJduHesZ16f0RUk8y3ZfX1PVtdMvH2iqX1SG2j3PdwlmOXhwfRNtZe7qvkYuuh/pDz/6j/Wt3UloBzWy8c1svpvpvWT2io+bljcHE85LmItYN6bTYHj5S1GJU3OMey9swte17a33aX3Lq1CpCoqLziOMN+WMJ/I8TshaXNnU1Km4J1FJSjBtNSco1JQTecYllZ58ecEdkMEoIDY3gb8obdvpZq0qjpsO5qqjaDdpzOYTvsWuGU9ZB+YhW2BYIIS52cuc4W3ZQBe+65udAodZVB1XA0G+QPDjwu5riW+gNHj2KKEmp1IUpOcNknz+7+fBtqltGdC0ur2jC3ufpVKKUMcp1UsZXX2faxl4x1WSRte28bPzg/VcsnI2y1W2JPNst8YP1XLLc2SvV0aDdusebPz/APSRJLWZ/uQ/5TsZToTbRZLC9Y+DFpUTrLjEoqrJCrNwkNanRqElsgG9VQkS6OqeNArJlC+W2ZxA80JeCiNw0OvVusrWlhe17bas49t+KsWjkfwvZqKwuL+kq5bhrIxZrQB3b0yyUhSBLw/g9ynBon5mbxmhLDnbu4hWeBYkCO1Sqgg3BHo61nKunMbrt3dX7FRlsm8ppgeKtKSossRhGKXsDofStNSTXUAuoJbnerGOxI7ln4JddFb08+ihlhWIS2VQZjdGJVmp1TOENL3jquiRLfgUPKRs/KzJWRkuaGhs8PUL6Pb3X17lSxUmaxa7Qi4B366+le2YjRh8MjSLgxkEeheH0buiBwsO/TRdVCLqJrODjrey8k9lE9vEjuJUMwklTKLEDbKTfhrv00P0KXSFm/Nr1H1q0qE0Zxqx8SgnuCpWzlMZp44uDjrbfYb07VRXdbrIA9K2WxuzBhmjmN91j1C9vUpowbXJFxUS4RsP5uoDH5FnZfKu691ip9k2tc4E6A6G69tFQMm/4P7l5rjdO59y06XN1rNccIrQeeGYCvwbK7Q6KLJhp61oK2Mg9L0FRZ141K4lKu4+CPWlRiqeSimpy0KISrXEjoqkr0Wzi8Tw1CELAoWOC41LBm5twGa2a7Wuvlvbyhp5RVl/LWq+Mb/dRepRNm8AfU58j2tyZb5s2ue9rZQfNKZ2hwh1O8Mc5riWB125stiS23SAN+iVySVvOq4yUXPxyuT6OjU1m1sY16U61O3y1Fxm1DOXlJJ+efDqcxbHJptJJSW38gWYzvLGWBPabquutPhexU0jGvzMYHC7Wuz5yDuJDWm11R4rR809zM7Xlps5zMxZfi0FwFyFejVotuFNrjql4fyOXU9P1GMI3V5GeKmNs6jy5cZXVuXT5Flhm1lREMofmaNzXjPl7A7R1uy9lIqttqlwIBYztYyzvQXl1vQuYJsdNKA42jYdQXXL3DgWsHDvIVpNyeusctQ0ngDG5jT3uDnEeC4qlSxU/a27vdn+WD6Wysu1VW1Xcd/3WOFv28eilJSx5YXuMTLIXEkklxNy4kucT1kneVaYPtBNA0tjcA0uzEFjH6kBu9w6mhR8YwqSB2WRtj8E72PHWx24hSNnMCfUl4Y5rcgBObNrmuBbKD1Fd1SVJ0908OHzR8xZUNQp3vc26qQuMtYTcZ5xlrqn06kLEa18ry97szzvOg3aAADQADgpWC47LAHCNwAcQXXax1yNB5Q03q9/m/m+Ni//AG/UVbjWyc8LS8hrmDynMLnBna4OAIHbayxjc2tT9WnFry8D0quh67ZSd5KnWhJZbqJvcs/ababfPi/mV+KYg+Z+eQgusBcANFm7tGjtVw3bGq+Mb/dxepVuz2EuqHljXNaQwuu7NazSG26IJv0h4KVtBgL6fm87muz5rZc2mTLe+YDzx4K0/o7kqUlFtdItdF6fI57d6vToVNQoyqxhKX6ypGTWZZwtzzlvMvxH5dq6lwtztu1rI2u9Dmi49Craapc14eD0w7MHHpG++5zeUe9WmBbMSzMzgtay9ml+YF9t5aGg9EHS/f1JjE8KMcjYjIxzyQDlzWYXGwDi4b9b2HC3WppTt1J04bc+KS/jwRfUNYnRp3ly6soNru5zk3y+m3Ms89eF69BeI7QTStLHvBaSCQGMaejqNWi+9N4XjcsILY3ABxuQWMdrYNvdw6gFZYjsnJEx8hkjIaLkDnLnW2l224rPWU0vo9Wm1TUXHPRLjJXUZavY3Ual3KrTrbfZlKT37OVw8t46+JNq6t0ji95u82ubBo6IyjQaDQBJjT2F0ZkeyMEBzrgE3yiwLtbdjSrHGMBfA0Oc5hBdlAbmvcguv0gNOifFZutThJU+E30RjDT726o1L1RlOEW99TOcS4bzl5b5T+J2q2gmc1zXPBa4WcMkYuDodQLhavZ2tjEMIMrAQwAtMjAR2EE6FZPCNn5J2Z2vYBmLbOz3u3eei0i2qg1tK6Nz2EglpsSL2PHS4vxXJUtaFfNKLUXF5aS+B9Tp2uatpDjqNxCVaFWGyEqkm1hvfw8t+BdybRTXPvgtc26Ee4HTgp+z+OudIRLI0MyE3PNxi9226Wmti7RU2D7PySsDw9gbcixL79E2O5pCQKAiTm7jNnyZtct72v12U1KFtNShHblLnCWV+Blb6rrtnOjeVXVlTqSTgpTlsqZ5UevR+4tttappMBY9ri0uPRc1+U3aW3yk8Rx6lDj2inP+0H93H6l3FsAfG0vLmkAgWGa/SIaN4A4qBHEu3Tra3qUEuKijlZa+LPP7S6xq1vqFSpPfaTqqMnCEmspLYnw+ej/EsZsbmcLGTwDWnxaLqup5XMcHtNnC9jYG1wWnQ6HQlTMPojI4NBANibm9tO66kYjhLo8ty03NhbNpbXW4Xavo1OXcpRTkvs46rn058Tx5LV7uj9YydWpClL/OuTeySccYbeU8tdPEblxOSQAPdcA3AysbrqPgjqJXOcU2iwRz2hwc0A8DmvobcB2KO2m6WS4vny31te+W/ddTQqW63U6bS29UuMGWpWeqSVO5u1OXfYUJzeXPhYw8t9GsENy6FY4lgzo2l5c0gW0Ga/SIaN47U1heHulzZSBlte99c17WsPxSuf6XRlB1FJbU+X8vzOmWgahTuY2k6UlVmsxhxlrnnrj7r8fAjtXXFSqmhMbg1xBNr6XtrccRv0UWtqGN43PZ61pCSnFSi8p9Dz7q3qW1WVGqts4vDT6pnYHJEzdVA92m46lYXuAVMlg51LJBzOY67SR3KxpdoZB8I6EWB1HalQAcQrinpmEeSPBFyawO0+15HlAO+Ynu7VYw7Th1rRPv2C4/cotNQs0OVvgFosMja03AB9FgrYNdpWCulcejC/0gD6SlPqiNHsLb9fH08FpGzjsCYxSlEjXDs07FSTG0qqWn3WV5h8hCosGqLdB3lN6956ldskCoC0hlU2Wqs1UMM2qnSAnREWIxcXuWs2apLW+lVWG0outdgtOjBYYg8NhlcdzYnk8NzSvn6E7l7Tyn1XNUcnXI5sY7nHM7/paV4jn0K9CyWE2clyzrRd3iU82bKLm5HiR6P2pqlGv6K7G64IXcjjaJ1FXtuDexBuLggXGo1Oi3mGbakNyvYDpo5tm+I3H0LyVspa6x3duo8CrNnWCR3EgKuEVcT1CLbN2QixudL3uLf9kwdoxbcd27f3hef0lY7gcw4gnX0H1qU3F2je1w7C2/ou26569Ks1mm17nktBpdSxr8XL3brDtCXJJ0bqAcQieOLT1ljgPG2ikN8g6gi28EEfMvGpUakajlUjh+a6M9SFwpQxkrauouoYTrxvTIC7s8GfieHIQhYmRuuSbfU90f+tXuIbPiWpbK/WNkTQ1nxjw57ukPMAc09pI7VRck2+p7o/8AWtXieNRRPije7pyGw6mA3DXPPwWlwy+PUV8reyqK7n3fVrw642rJ++dl6NlU7O2zvWlTjUcvaeIuXezUU/Pl9Pnxko9vtouaBhjNpXN6bxpzbXbg0+eRfXgO21s1yfYYJZruF2RtzFvBzr2Y0jq3n9Favb/A+dZzjB77GN1rmRg1czTe4bx6RxVJyYyZJZGOBaZI7suC3MYzcgX3nK4n9Erqt5xjYydLiWOfPPi/l0PC1i2r1e1NGN/7VFyXdfsbcPbH3uaSl5+7CNLthtB7ma2wDpX3yA3ygN3vfY3IuRpx9CyuH7dzBw5xrHR36Qa3I8DrYb6kdR39m9WnKZhT3iOVjS4MBa9oBLgCcwfYbxvv1aLC4fRPlcGMaXOJtYA2Ha4/BaOsrTT7W2nb7pJN87m/D8jl7Ya9rNvrDpUZzhFbe6jHpNNLnH38vK8fLwPW8coGVMJbvzNzRP4h1rxuHfexHUSslyT+VUfks+ly2lO0QQtBPRiiF3dYibYn02WL5KD0qj8ln0uXBQk/otaPWKax8/8A4fV6rSh9f6dVklGtOM+8S9KfHybkk/T0LTbbaOSnfG1gYQ5mY5muJvcjTK4aaK9wKrM0Mb3syl7TmZvadS29j8FwF7Hg5GJYrDEQJJGtJFwCCbjdcWB4gqjx3bWJrSInc5IfJNnCNn4zi4DNbqHzLGNKVanGFOm0/wBvnD/DH4npVr+jpt3XuLu9jOm1hW/s5g+Oi3OTfD42rryVGwkQbWTtHktbK1vHRsjWj5gFpto8D90SU+Y2iZnMmtnOzZMrB1XyuueACyPJk4moeSbkwvJJ1JJcy5J4lbrGsXjgDS8+U6zWjVx3Z3W81oNz6BvIXVfupG7Xd8y24XyaPB7J07Kv2fn9LxCj3zlLLwkozhKMX6ZSWPHp4kDavGRTsa1gAkc20bbdGNrdM9t2m4Dr7AvPqAkyMJNyZGkk6kkuBJJ4m5XpG0+FCoisLZwM0T+BuL5b+a4W+Y8F5zRROD47tcPfGjVrm2OYXBuN67tIdPuZY+1zuz19D5n9IlO8+sqTnzQwu52/ZS43L97Pj5bcHqeMUfOxyR5spc22a17ag3tx3LHzbDyDVsrXHzS1zL+m51Wtx6ocyKV7PLa27dM2twN3HeqjY3FppTIJWdEAESZDHre2TXQ6XPZbtXlWdS4pUZTptKKfKeMt8f11Pve0djpF/qVK1vKdSVacMQlHdtjHMnzh4zlPrFrz4M9s1C5tVE1wLXBzg5p3joO/i60XKEPeWfnh+q5KxaMCspD8IteHdoY12U9/ScP+yNvfvTPzo/Vcurve9uqM8Yyv5yR87T036u0PU7VPcqdVpPzThRaz64fPqL2DFoP+Y/8AYqrG8CmfLK5sd2uddpzxC4sBuc643K32I+8f8x37Eiu2nax72c04lptmzNAPHcR2qkZ1o3dR0YqTy858s+9HZXtdMr9nrKOpVZUoKMXFx6uWx8fYn4Z8CXstRujiDXizszja7XaONxq0kKje3+k//kD9YLTYVW86wPDcupFiQT0dN4Wee3+k/wDPH6wSzlJ1azmsPDyvXJh2qhQhp2nRtpOdJVaahJ9XHbw3wuq9F7jQYvR84wsva5Bva46JDt3oVLLs64DR4cfNsWk9xJIv3q5xuocyNzm+VcW0zbyAdO66j7P1kkmbONBazspZe97tsd9rDUdarZV7qhburTcdilynjLfH/rxPV7Raboup6tCzu6dV3E6fszi5KMYre1nDwmsS6xa6ZKvZ+O0oBFiA4EcR3qftVuj/ACj9CckYBUttvMRLu8Xbc9tgPBM7WDSP8o/Qu+Nbvr+jU6boZx8JHzM9O+r+y+oWud3d3Din5rdRw/fjr6k7AvvTPT+sVnS73/8A5/8ArWg2e+9M9P6xWYlD/dAtG8N90auyPsRzmrs1rBtuKmymo3Fzn1/izPtJRnU0nSdqbx3ecL+5A0e1J95f3t/Waq3YmUEzW4Bnz5/Up+1zCYJAASbs6IBcTZ7SdBv0VZsHC5pnzMc24jtma5t7Z72zDXePFcFBr6uqee7+cD6HVIT/AMsbWSTx3Ly8cfZr+JC26kPOgX05pun6T1nlfbdn34fmm/rPWfuvotO/0aH7qPyTtf8A2xc/7SQ4Cp9DNwPo9SgRhdL12NZR84mX7Y1Kp3PG5Q8CqgdDvWloHNWL4ZvAiUU8nmXV7RPed4A7kumYFOh7lDOhHYYipdlznAmp6hVJIWKUd+l8Icdx7tOCVDJoodXiwGl1GGJBQUyX1G7VXtO4LIUNar7DKi51Uk5Nlg0PFanDIlksKqNyv5MSbDE+V5s1rb9/UB2kp1LGK5dcUBfBADcMbnf+U/otB7Q0H5S81e6wTuNYm6eWSVx1e4nuB3N7gLBQybkBevRjtjg82rLdIsKVul01GeknpDYDuTK38DMgYn5Q71ZRO6Cq6x13BWTjZgUIEXDKiziOtT6h1ln3PyuB7VcVcl2g9iJkND+EvJzd6mNAvfcett2n/pULBdI3HtTsT1dIqTDrv17RYPHfwf8AMU2aQ6kdIDeRvH5Td4XI3KQx3EGx84aHxWM7aMunBeNWUT5+QhC8g6jV8n2MRQc/zr8uYMy9F775c2byAbeUFE27xGOaZr43ZmiJrScrm6hziRZwB3OHis+i65VaQVZ1udzWPTpg96faG5npkdMaj3UZbk8Pdnc5dc46t+B6fsJj/OsEbz78xu+x6bG2aHl3ni4B696hcp9Q5jqR7XFrmmQtcN4IyePcdFjMDxV8Dy9mUuLS3pAkWJBOgI16IT2P4/JUZOcDRkvlytLb57Xvcm/khcMdO2XXeRS285Xq0/DyPqa3bSNxoLsqzk7hOKjJL7sJRablnO7CfOPLx5Ntgm28TwBL73JxdZzondrS25b3Ecd6s5dp6VoJ59p7GhzifQ0fSvIUK09GoSllNpeS6fwKW36S9TpUlCcadSSWFOSe744kk/kvU1G1+1ZnHNsBbDfW9s8ttRmto1oOuXXgu8n+LRQOmMrsoc1ob0XuvlJv5INt4WWQux2VPuXRXEX5dT5uPaa9+sY6jOSnVj03L2UsNYwmsJJvCT68vLyaTb/FI55I3RuzAR2JyubY5ibWcBfQrNouha0aUaUFCPReZ5up6hUv7mdzVSUpvL25S6Y4y3/E0OwmIshmc+R2Vpic29nO1JaQLNBO5pU/bzF4p+Y5t2bLnzdF7bZ8mXywL+S7wWSBS2vCydpB1lW53JY9OjXl6+Z6FPtFcw0yWmJQ7qctzeHvzujLrnHWK+6bzk/x3QQPJvf3k2JuPKMZPC1iR2G3AK127ktHESdBUMJ3mwAcToO5edYZXGN7JGluZpuL6t1BbqARfQlWeM7SSTNDX5A3MHDKC03AIGpcdLOK4qmmt3Sqw4j1l7/HB9VY9tIrQ6ljcNyqpbaTxlbVhxUnnweV06JG2/lZTfGn+7l+qky7WwW6Jc88Ghjhf0vsAF5mZB1jxCkQTNt5Q8Qp+pLdeMn8V+RnL9J+ryTW2jH1UZZXzm180aKHGM1THNIbNBIsAXZG5XBrQBqdX7+1Ttq8Zilja1jiSJASMj26Wc3e4Di4LJiQHcb9xv8AQnWhdTsafeRqcpwWEl08fT1Pn4dqb2NpXtXtnG4k51JSTc8vanhqSS+yvums2XxmKOLK9xDs7jYMe7Q2tq0WVFi0wfLI5urXOuDYi+gG46jcq8zt3Zh8oKW3RXpWcKdWVVZzLr5efkY3/aO5vLGlY1FBU6ONrSe7iLjy9zT4fgkarZvE42RhrnEOzONsrjvNxqBZRH1Leez36POB17G9gQd2/wBCo4qxm7O2/Vmbc92qlOqGje4DvIH0rOFjCM5TWczzn4+XBrc9p7qva0LaahttnFwwnl7VhbvaefXCXwNadoIfPP8AdyfVTc20cQHRzOPAZXN8S+1gsQ6paSem35TfWlCcecCeoEEnuCiGgWy5bk/Rtfke1W/SlrEk4pUYt+KhLK9VmbXzTNBh+JDnuckNgQb2BIGlmtAGtkraXGY3BgYczgTfouAFxbW41WWkrgfhgD8oX+lNmob5zflNXXKzpd9GrHKcVhJYxjleXr5nzkO0179Aq2E9soV5upOTTc3JuLbzuS5cV93zNngWPxMiY17znGa4yPI1cSLFotuIU3+U1P55/u5fqrz4Tt84eI04LnPt89vymriq6LQqTc5OWW23yvH4H0Nl+kfU7S3hb040dtOKgsxnnEVhZ/WLn4I9CO01P55/u5fUufynp/jD/dy/VXnxnb5zflNRnFr5hbruLDvPpWf1Db+cvmvyOr/9S1f9ih/hn/5C42rrmSyhzDdvNtF7ObqC4nRwHAhVC42QHc4HuIJR67ek7h36HwK9ajSjSgoR6JYPg9Rvql7cTuauFKpJyeOFl+WW/wCJ0PXUqw/jt0HpSXLU4kLppi0ghabC8SB4rJErrHEbiqSjkvGWD0qlq7cVNOJAcdVjtjQ+eVsRcQ2znPk097awEkm+g1sPSvaMJoaaE3ZDDdrQC9z2vkcXWsbvvr12VNhp3phH4uOtQajEXO0Gg6zZe101c3XoM35X5TEQXHyWjUXGoUtoiOpjabG1+ba6197QQDe+m5No7w+f5WNA1Nz1pqKTVe/OwmkdvpoTlb8U0WDjrwuD22uoFVsJRvGkJjtez2OcCdNHEHNmG/fZNoUzyOkeVoMNmIUqv2ZMDg2+cHVrg1zdL2AcHAdLu0T0VEGjM42aNSTYDxVGjZNFzhsvEmwG8ncsht5tXzxETCeaad/nkfCt1C6rdp9ps45uI9Dc53n934qz0QXXQo45ZhVq+CJjXJ6g1KgSv0VlhQ0C7l1OQlTOTbiuSnVNyOV2yCG/Vysqk9EKupxdynVB0UIFPWBSKWe8djvH7NyZqAo9O+1xwVSTSYe/3n9JKheo1K73kflLsLlqmUJudSM+irmPu5O1klgVdEHiSEIXgHafXvtblBHI/HeciZJZtDlzxsky3NXfLnBtew3dQX0ltvtvgWHStgrZqOnndE2VsT6cFxje5zGyAsiIsXRSDf8ABXzr7Wd5ePfkUP01a+kOUOXZ8Tt+6hwgVfMty+7/ALmCqMOZ/N5fdnT5jPz1raXz8boDx72Q/Kls9UYPicNJWUb6uSANgjjgLJXO5xjrMdzQscodxG5ede1x0MclVi4kiZIBSwWD2MkDbyPuRnBsvbOVv2OOEYnSOkoKanpasw85RVlKI4qOoLm54mzR0/vU1PJ0ffWjMAQQSLtd4/7XBA5lbjbHtLXsp4WvYdHMcyWRr2kdYII9CAo/bFaOOPEsOEcbGA4bctYxsYJ5+UXIYBcr1X2F3IO2jgGJV9ODXVMf9HpZWB3uGnk1D3xv0bVzCxNxmYwhuhdIF6Nt5yPx4jjlBiFUGuo6GiaIqY2cKqp56WVnPN/8vE0xvsfLc5g1aHg69m31O7FPuSx2erZQPrKixBbSsbJDDDFJ/wDWkFTny7w1gJ8tqA+U/bI6CON+Bc3EyO7K7NkjZHmsaS2bIBe1zv6yovtcNDHJUYyJImSAU9NYPYyTLd8t7ZwbbgrP2zHy8B/IrvppEn2tGlPOY5JboiOjYDY2Jeal5APEgMFx+MEB9PbT43g1G9sdXPhtLK5mdkVQ+hppHsJLBI1k1i5mZjhccWlWFXhlHJTPligpnxSUzpIpmRU745GSRl8csb2iz2OaQ4OGhBC+J/bG6q+L0bNOhhMZPWDJUVJserotaf0l9jcnn4Ew7+xKb/KMQHxL7ACkZJjb2vja9v3NnOV7WvbcSQWNnAi+p8V9tbb47g+Hcz7ufRU3PZ+Z52OFnO8zk53J0dcvOx3/ACwviv2vX8OP/syo/wASBfafKnybYXinub7pUzZuY533Pepq6Tm/dHN8/b3LLHzl+Yh8q9sulrm4GdHKxsx/vHDfCH6i+avYSRQzbRYsckcsLqOsfFdjHxlrq2AxvY1wsAWO0I4Far2VnIxgeH4RPU0NG2KrbPTtZIK6vqSGyyhkg5qeoew3aTqW6cLLEe12fhmr/seX/M0qkH2ZtTieEURjFZLh9KZMxiFQ6ipud5u3OGPnrZ8udl7bsw60nZbF8HrXPbRzYdVOY0OkZTuoql0YcbNc9sNy1pItcr5o9sd++4F+arv1qRQfa6f65i//AAdP/iyKAVvtg1GyPEcMEcbGA4c8kMY2ME8+4XIYBcr5rkk0PcV9N+2Ju/8AEcM/s5/+O5fMZeLHuKnBZM/TnYvBoDg1E408JccGgJcYYi4k0jSSSW3JvxXzF7DXkPNYYMTrov6BFY0dI9umISx6e6JWu8qijcNAfvj2+awh/wBb8l8IfhWFtcLtdhVK1wuRcOpo2uFxqNCdyuK7DCKZ8FM8UxFO6KmkjjjLaMhnNQPihcMhbH0CGEW6ACgqfMnsvuVKCnbJhdBFD7re21fWMjhDqGOQf1WJ7W9GskY4kuBvGwi3Se0s2PsKMLifgcBfBG93uurGZ0cb3WE7gBmcL2AsPQvjHavCJ6apqqeqBFZFO9tTmc6Rz5HHnHT84/pStlziUPOrmyhx3r7d9hN+A4P+Lq/8dykGixjlE2egklhmrMPjmieY5ontha+J7DZzHjJo4FeL+y22+wWqwaphoayilq3T05ZFBzfPlrJWukLcrQbBoJPYvWtpeQrZ+pnnnqKMPqJpXSTv+6WKRZ5JDmkcYoqprGak6NaAOpfHXsr9kKLDsUFNQRCKlNDDLzYnqKoc5I+ZsjudqZJHi7Yo+jmsLbtSpXUhn2bg/KTs7NJDDFW4dJPK9kcULWwl8skpDI42DJq5znADvWs2pkw6ihfUVTKWCmYWh88kULY2GRwjYHHLpdzmj0r83uRD8MYJ/a1H/jsX217N7/4frvz9H/m4UawEyg295Stn31eAPirqB0UOJTPqnNEWSKJ2HVsDHzWb97M8sDRf4T2r03Y7a3BK+V0NHPQ1MzYzK6GJkL3tjY5sbpCMujQ+WMd7wvzGYdAvon2v38M1P9jVH+boVZxwgmfXG220GD4eYhWyUdMZQ8w87HCzneayiTJ0dcvOMv8AlBfNeOYxQVu2eBvopKeek9zNjeYWsdTmRkeIPexzQMpeGviO7i1Pe2MffcC/NV/61GvG/Yrfh/Bf+Il/ys6hR4yMn0d7P3Doo8Jo3RwxsccYiBcyNkZI9y1pyktAuLgG3YE37HXYyiwvZ2rrsVhidFWxipqop4mSj3MzoYZS81L5cshfzjG7y+sa0agKf7YT+CKL+2Yf8pWr42rdtK6SkZQyV076BkjZGUb5DJFG6MFsYY593tiaHEiIOyA2OW4BEpZRXPJ9gex22ToKLBsTxWvo4oaPEQ+qfQyh1XFTYdEXvw2kDaguNQ5zZXSN+E8zxC1w0D4p2iq45Z6iSGnFPTvme6CjDnyCmjc4mKHPIXOeWsygm9r3tYWAtKnbKudRigdWzOw4SMkbQufnhY6G4iawuu9kLSbiIOEeYNdluARniFKiSICW0JOVLYFYg3PJfTgc68sLy6zGxgkXsQXB1t9wRYdYXpUjy3fHE1o5w2dkLnWPNw3DiTo74PYSvP8AYglsTbPyg3JI3jXS4GpIIB7lp4mtOgDnaWudLXJ169Lx/LVWC7oZXG496Lgwjc05nN6T3A/Cda9ju32V5SusfvVunHlLC/fI25NhfNprrpos1TloIvERc3B6s7DFaxHCVpIU+grQC2zi0e9aO8no9F7nOHUb6dqEmnim0FntdcOF3Gz82f8AE4KTLUHUA5fKa94vIWmwDAbjM0amyo6GrvYkZQc7QMwhYACCC06uc43BuetTHyPLgG20Iu+4e2zXBzCHDsLr310UAr9uMREUEkhMrmtc3I11ix+Yghotc3AeDfTivF8Z2gmqDYnLH8WLgenrXrnKzI9tBle1uVzogHN0LXNN9Qd4LG206l4q0relFdSHJrgXG2ykJiEXTsr9F0ozG5X3IV5h+gVBT6lX1PuVodSrEzO1TNVJolyuUWZ19FZkD9ANE65ybi0CSXICNOVCkKlzqFOqkovKV3vP6Sbp5VzCnXiePSorHq+SGW9CbuScTk4JvCDquYkdbdqunwVweRIQheGdh9i+1neXj35FD9NWvYuXb2OdNjlXHWTVs8D2UrKcRRMhcwtiklmDyZATmJqHD9EL8/thdvq/DeeNDWy0xmyc8Yy0c7zObms2YHyedkt+WVp/5/8AH/8AfVT4xfUQH6IU3uLZ7CWNfOWUNDT5RLK9rp5iLuDBYASVEsjiGsaBcuAAAXzP7XviRqMS2hnc0NdOxkzmDUNM88spaCd4Bfb0L5Z2v20rq9wdWV9RUlpJYJp5ZWRE6HmonHJFf8QBObDbdV2HOldQ1klM+VobK6MtBkawlzGuzA6Ak+KA/SD2SnK7FgdC6W7X18wczD6V2okkAGaeVoIPuaLM1zrWuSxtwXgj5e9gFiktRtBiM88jpZ5sLqZJpnG75HyVdG573d5O4aDcF88babW1eISietqpKmcRiNssjszmsYXObG0AANYHSPNgN7yeKVsTtfV4fK6aiqpKed0RidLGWhzo3ubI6M5geiXxRn9AID7N9m/s+ytxPZCjkc5sVTVVEEkjMokY2eSijc5mcEZgHaXBC9u5EOSylwOlfTU75H55TNPVSlnOzPLQwXyANZG1jQA0btTqSSvzZx3lTxSpmo6ifEJpaijk5yjmeY3OpnlzHl8Yy2N3QxEggg5Ar7a72QGO1sDqeoxSQwPbllZHFS0jpmnymSy0sbHuY4aFt7OBIIIKA77KnbRmJY1X1ELw+mY5tPTSAgskjpGiIyxuGjo3yiaRp4iQL9D+Tz8CYd/YlN/lGL8n16HRct+NxxMgZi9Q2BkTYo4QY8rI42iJkY6PkhgA9CA9J9r0/Dj/AOzKj/EgX1xy+cidLj3uL3TUTw+5Of5vmDAM/uzmc/Oc8x+73Ky1reUexfmvsXtZV0EvP0dS+nnMbozNGWh5Y8tc9nSBGUljT+itp/P5j/8Avqq+VF9RAfUY9hRhn+8a/wAaH7Bef+wkwltLtNjVMxznMp6StgY91s720tfBAxz8oAzkMBNgBcrx5vL1j/8Avuq+VF9RZ3Zzbeupaierp62WKsn5z3RVMLedm90SComzlzSDmla1503hAfTntkDrS4F+arv1qRQva5nf0zF/+Dg/xZF86bbbbV2ImI11bLUmEPEJlLDzQmymXLkaPKMUd/yAubEbYVuHukfRVktM+RobK6IsBkawlzWuztOgJJ9KA9/9sX/COGf2c/8Ax3L5elGh7j9C0u2W1dZiD2SVtXJUyRsyRySFpcxhOcsbkaNMxJVC+JCT9TeTycswfDni2ZmD0zhfUXZSscLjiLhfLPsSOXOYVz6fEakyR4nMJG1Ujv6vWygNawDyYqacNZEGNAax7IgAA5xXiNLyyY0yJsLcXqWwMiETIQ6LIyNjeaZGOhfKGAD0LCsfa1iRbdqQRbdYjUFTgg+8PZqcl/umn+6lPHeqpI7VbGtBdU0jbvMthqZaYlz+2N0o1LWAaD2EDr4FAf8A1dX/AI7gvjJvLljtrfduqItaxdC643WdmjOb0qu2X5UcUooRBSYnPT04c5zaeMxNia6U55C1pYbXcSbDTVMA+xNt/Yl4fXVdZWSV1YyWpqJJpI2e4ubY6Z2dzWZ4C7KCeJK8v5efYzUWE4XV10FbVySwugDYZfcfMv8AdNTDSPLxDC11wyZxFjvaN40Xjw5c8e/33VfKh+oq/aPlUxasgkp6rFKiemkLecp3uj5uTmntmjzZWA9GSNjhrvaFZJkZHORD8MYJ/a1H/jsX2z7OD/4ervz1H/m4V+fuFV8kMkU0UhjmikbJDM2wfE+Ih8cjCbjM1wB9C0u1XKhitZC6nqsTqJ6d7mF9PIYzG8xOEsZIawHR7GnfwVmskIybV9Ee1/fhmq/sao/zdCvndXOyO09VQyumo6qSmndEYnTRloe6N7mSPiOcEZS+GJ274AVmsohH0z7Yv99wL81X/rUa8c9iwP8Ax/Bf+Il/ys6ye2G2ldXmI1tbLUmIPEJlLCYhNlMoZkaPK5qO/wCQFXYDi01NLHPTzOhqIiTFOywkiLmmNxbmBFyx7hqNzioUeMDxPtX2wf8ABFF/bMP+UrV8NZVq9reUPEq6NsVZiM9TC2QSNikMZY2RrXRtkGVgOYMlkb+mVmA1WisIhjbmpGRScq5lU4BHDE41idDV0NTBJsNjSObA6nG57z0de76VtaNjw0HMGsOlzYE5rMLrnU6Fp74lhNjpbNsdwcf0iQLDv0+db/3MAOk8u0+CMwAtewcewuNh1rN9Qga928S3cOkekN7csreieIc9477qQ0uAcHNuGtc0EDVuR7SXafCu61+1QZOb0u1wv8Ist5x0It5zU9Tt1LWvJBFrEuYSXtYSLnQgvB0/FQku2VGUg7iS68pc19sxGRucB1g1tgQBv0upFHVxSAmSa0YebxNBa5/El2QasuTbsJUF8DcuVoIcSRZ5ew2tnYSWdF1rXB3XfZP4VI2IutCZmi/T00A3uyNBtca69agFNyuyM5iERS54Xz3MZOYRmNhsGk6gdLUHrC8reFu+VKphdzHNRmN3TzMILcwOXK/q35gsMF00vsmcuo7FoEzM5LJTEi1IHqIaq8g3KmograMq8CGM1BTDDdOVZTUKllR/Mk5kkpF0ySJmKhzFSZVGlCgE7AJPLb1tPrTEpSMJks8d6dxFtnOHb/2VvAE/An3uuVp6fpUXZuXpEKViJs49yvHoQ0eToXLouvFOo6hcui6A6hcui6A6hcui6A6hcui6A6hcui6AWEsJnMlZ0A+1PsUISlKFQez50BYBAeoPus9nz+tJ90nqHzqUyCy55Jc8lQRVnqHz+tdFaeoeB9atwRyTAlgKD7tPUPA+tHu13UPA+tMock4sXFGbibh8Fvg71po1p6h4H1plEli1EXEKvFa7qHz+tArXb7DwPrU7kRgtWlddvH8blVDEHdQ8D6137ou6h4H1qd6GC2XQqn7pO6m+B9aBiTupvgfWp3oYLkLoVMMUd1N8Hetd+6rupvg71pvQwXKWFR/dV3U3wd6137rP6m+DvWp3ojaXrQukKiGMP6m+DvWunGX9TfB3rTvENrLoJaofuw/qb4O9aPuw/qb4O9ad4htN9sqQN+7Pu38BrbivR6drXeSy/Vmeb7t5aNBx0uvCcM2slitZkZsb2c2Qj/peNFdu5VazhzTRwa1j2tHg+6o5LJKR7FI+Vo1hbkvfcXAatfY2J0syyfwiEWvbLwJtzkenRs5p1ZufqvFm8qlYPivCY30y63k6ipQ5YKz4qmv5/N1AdvvraYXUbkTg9vNyQH3AG+zgI3i+7XWxc19urKFaMklAJja3IN0Yj8rsLnEfQvnmHlbqgQ7mKYuAsHGOckeE1lIHLRXeZBfry1I+ZswHzJuQwbXlgnmc6m52JrNH5HAg5tW3BsTa2nisICqjaHlBqqks53Icl8oAksM2/wAp56lV/wAopPNZ4P8ArLaFVJFXE1L3JolZo7Qyeazwf9ZJ+78nms8HfWV++iV2M2tIFYRlYGPaiUfBj+S/6ydG183mR/Jk+urK4iRsZtJ00xY521sp+BH8mT66T/KqXzY/kv8ArqXcQHds2l0khY3+VMvmx/Jf9ZH8qpfNj+S/6yfSIDYzXPUeVZc7Ty+bH8l/1kl20knms8H/AFlH0iA2M0zTYhWOJi+V3W35xv8A2LDHaGTzWeD/AKyeftVKWhuWOwO/K+/V56n6RAbGafBZLSEKxxp+qwEW0MgdmDWX6rPt+snqvaiV+9rB3B/7XKVcwGxlEhCF55sCEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEB//Z" width="257px" alt="when was fica established"/></p>
<p>
<p>Everyone who works must pay this tax, even if you are self-employed. However, those who make over a certain threshold per year do not have to pay it. For 2024, those who earn  $168,200 do not have to pay FICA tax above the tax that would be owed above that amount. For the first part of the year, the calculation looks like that for any other employee.</p>
</p>
<p>
<h2>Federal Insurance Contributions Act (FICA): What It Is, Who Pays</h2>
</p>
<p><a href="https://www.bookstime.com/articles/federal-insurance-contributions-act"><img 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' alt='when was fica established' width='408px'/></a></p>
<p>
<p>Your employer pays the same amounts, which brings the total FICA to 15.3%. In 1990, when this FICA rate was first established, it only applied to the first $51,300 of a person&#8217;s gross earnings. In 2024, it was the first $168,600, and in 2025, it will be the first $176,100.</p>
</p>
<p>
<ul>
<li>Medicare programs offer vital health coverage mainly for, but not limited to, Americans aged 65 and older.</li>
<li>Today, the FICA tax rate is noted on employee paychecks and is matched by the employer’s portion.</li>
<li>These deductions aren’t just a payroll requirement — they’re crucial to maintaining services that millions of Americans depend on.</li>
<li>Over the years, amendments have been made to the law to adjust for inflation, population changes, and shifting economic conditions.</li>
<li>President Trump has repeatedly called for eliminating payroll taxes as a means of stimulating the economy during the Coronavirus pandemic.</li>
<li>Understanding how to calculate the Federal Insurance Contributions Act (FICA) taxes can help you gain insight into your tax obligations as an employee or employer.</li>
<li>Employees do not pay additional Medicare tax beyond 1.45%, whereas self-employed individuals must pay an extra 0.9% on net earnings above specific thresholds.3.</li>
</ul>
<p>
<h2>How FICA Contributions Work: Examples</h2>
</p>
<p>
<ul>
<li>In addition to retirement and health care, Social Security benefits can provide some relief for long-term unemployed individuals, offering an extra layer of security when navigating life’s uncertainties.</li>
<li>In the years leading up to the Depression, many states had created pension plans in a variety of forms to ensure that their residents were cared for.</li>
<li>In addition to these rates, there is an additional Medicare tax of 0.9% for high-income earners, which applies to wages over $200,000 for single filers and $250,000 for married couples filing jointly.</li>
<li>Strategic bookkeepers provide real-time financial intelligence, track key performance indicators (KPIs), and ensure businesses remain audit-ready and investor-friendly.</li>
<li>It introduced the FICA tax as the means to pay for Social Security.</li>
<li>Any income above that threshold is not taxed for Social Security purposes.</li>
</ul>
<p>
<p>Employers are not required to match this extra Medicare tax, making it solely the responsibility of the employee to cover this additional cost. Enacted in 1935, FICA requires employees to pay taxes on their wages, and employers contribute matching amounts. Self-employed individuals, as per SECA, are responsible for both portions of these taxes. The collected taxes fund various benefits such as retirement, disability, and survivors’ insurance under Social Security and Medicare programs. Since its inception, Social Security taxes have been a crucial component of the U.S. social safety net.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="when was fica established"/></p>
<p>
<h2>Annual Limits and Taxation</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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s7AJWhDGuweIKHyPvTXEEnYdI5b3bwf8ljRbwteScpxrCGvigoTtwXtoJ8JpC+u0YoSHvFDqPiwq5FjYnWVvA0icpKS1xCJ1nXk9iVNiZYG87+x5inuoaObFwJKexX1wtJO8UNvyCSFkGaif0QJIfMn8+yUabUWZ59RcSPmWUiz0LOxUghjv1cVIaRK8jFSiDcJYucoGqL/sXeHLW7CcACHAyEEuwgWbvsIC95u3//rzVRHYct1cEMO6/MUWpG8/fVfpZi7Xf7AdVm/unlmGtrTWzn8xiA8pqH9tF2OL0NYDAd/nDSPaGg/7c7AszzIk/dpaD+XsPl26P2p+AcN7eU+h35I6NlpaBfbHPr607XQ89PQTl6/v70aQaegIdAQ9GkIjkBDoCHo0xAcgYZAQ9CnITgCDYGGoE9DcAQaAg3BZwoX4H8EAAAAAAAAAAAAAAAAAAAAAAAAAAAAgDNL63sZx7qYV3Wui7EMv9cAXSkMpYxLOdcpLnKMU3vdDpvpuvQ0lpJkBL2ASm353OrJsS/HaQtJRnCXUgil3qZPjg9tC1pIdfCrDraChrHOUy+fvm3lklEZkoxgCegac/yAqWUU4MRSCOM8xY+bpmsdgmHESaVU6lpQjh+TY85xmsdBRJxQCuWdq6B80znbdIfRXAf3FzidVK9tjnQ72Y5f8ssmLx701WaRiDiVVOrcHTS3j5bOl7+tLbWVf7bXzsyjiDiNFNbroLscb3V06umXFOMv9s5otXUdiKJlhPdQnMAM6B+Mn/X//3YbyY7kpJwr595ClbMXnFMoTZ6y2KOZsaJPIjmziPwlTB+X7w3SOHcS4/cWLR+E/AV8Lh5a9gR6jpsQrPBdQMXtdYfB63r9/CDkzbmu9meBopo5gCTphuSfIoC7mcZ4TKOHMLKFEpG3ZvpY7HG+E1otzJF9yQikgPwbESAleGj+fmtChIrzVETemOmyhopmYvXBkZJUex6AICMpwTTWku6hRe4LR67kbVnWo0GhqhAckgNI/o2sEapGMWaLOCwib8+hjiuf+t0g9T1/etgiKYnfX/9wLKJE5B2ZPluFmgyKAdWgXnAjJdd6LmolcrYWyNvRHoW0USgashJyku1F9w7DQ0FnPBSRN+Og0Bf7J78UcfIiyJ06uxd07biI81byXlyrQttAaMug2oN73SLoHkUNuvLxPPJGLN6G0GZQQJbgv1FizLVGUdgwSkTeh6sH3RS6/SwKIQGQ/wUg+eZlI1FYPwh5C6arH8ZCpYxL0lPF9WcRdG8tKMs58mYsvvedNWzNBPUeg/oBBPD4VM+tF3bnyPhcnxWyBAHk/wRfiO71XEFZzpE3YKoduf0RodgRQq8AEYtFolrPsZwjgzNdnhRSdIyEXj0Vedy3ucMGh61kaKbPg0LzFyHVEPqBJJL42J7jsJWMzLTYUaFokhX6QYn0oT1nlIgMzJNCLoD8KIA9lHPOG3/IqEzXqlAZC0F+GogkzxI1s1YeicigHPZM4zxHiEB+GABi5UzEIxEZnaxQnQtFP60Q6qPh3QAiXiQKPBKRkZmWUHfkXkohAOU1wDmJSjnHIxEZnKvXGHpNods/s2AGAV4o52qD21Y6REajToZUc0vOz6eQeEkSDefLuSzRTV9Wc2RQ7j05VX1NIRHEe44AOOlfCttdqBl17vyQwbgcKzlLwOn+WpxVQwE4ayCgt77CnZW3lJCxWEOhtOTC+dEqxJr+tAvkJDcHZw2s5siQ1OlqHq5GvGCAaNOe9tMSQgQ5iJSTVjIgbUMhnh8MIQtzdEgEN85IlKxIxEkrGY89hspkqF+hXZQEuLWPAZm5Q1L1qDfK5uY92FYgw3BZ20pOBTi5mLD5o/UB2C+CueOLM0LG5kylC4s5MgjTUhWK22GoXyHPCbQVgi1ZI/OsWe/b+TxHbiuQ4bh4O111EXQLlGBBwx/ZLEJXDiWbZ9VdxoVX2ZMhmJb2NBQSuhWSbNC/SaTb96z0V3P7Ozpbc2QEmi2fkCu5zg/7ZlAHumdRz7uWIOIl3GQkrtY0FOzMLYuqoRdDVxJha5ErW3NkIF6KIRGP2i2RloIOXXY2QRTYmiMD0CybzrP3HlvEyhUI3aj16YlkOYh48SkZhhpDOmsS9KdQ0GPUqIY/BZMJundX97c2BhH57UwXb5py3vsxR4wHX1Q1/9/49LJDEnJrjgs/ZBAWa2JIIF0gxjaFij8xRlW9G6WPHhlw+iEK9Q9CfjXTtO4K5BjqvhKuPQxtBuk83x0qX3J39MwE3bundVnh+kHIr+bitbEdpSspnio5zQOg5I1D5RrtQ02n1r3/UN6fX+xFhmCpQdLdlBPbDv0bWoY/m0MZN32yyLvX5lKYlSMiMgi1KzfHhD6HUswf8QputA4ZkBCyRfeNbgOkF59jCNzeJiNwaYZDlnpzYo6HGCr59eAQJPmWRVlR638IAoDOqsqLFcgALLrHUIzdpZbN8SGGHh0KmzCbRVHN8YX0kqtFPgFBRqAp5bR7X7t03TZUTb7LIRFg//7vaNik6g6iOfJyEjIA02Wtw6Hetlm7R9De4ZOOOVR0gyQ4JJ28NBVJZ1WOWcmvZ7p6XTcFXnNIN4cec6hwd+kUEK8XK6x8Eo/8XhbbBzyzpm6H5s4ceh0gxXsxx1UF8otZalfOpRP43JtDr4MUuKpABuBzrV05gfSR6r0hBZNv+3L/CcAjL5ojv5/PehzShDMXWOk/7J1Njus4DIQBEikicAcgAd3B6LXvf7cB8hJL+Zm0qcnrkYP6ll54VyiJIlmmKwYI3u1DQDFVtvuQwfnyVUMuKQ3dtvr8DR/CeiGyYE2BjMqsq4YCaQ1V4u0+JBBeiMj4NOmRBUi83dz5kFoI8NKH8iAmvrKS4akvrAbIVi57FG9E5IF3+xAm5oST4aklBRXIZlCT8GsKssebfUhYVCDDc8yWFOrsw7RqqFqZljf6kGCxoheYcEwG5aspKaQcImpOUEM7b/cODflamKOGyKCcqoaAdOqj6R3WxHpDAAikH0gUjhCRwTkly3IVrzei5wQgUlXURzFjSDgZmiZ2aIEkAOzpaa51JPcABAD6L0RXlVJDZFDWIVbTpIYE5exEaj9GDwkEvRqiD5HBqT7kWR/CNhGZRrcXYWH8Axmd2qYQkgNAlGn6eW29mXqnirA4NUQGp/pQSBL8uRNNNcj4BQ6BgBoiH0fTLgfJAmDxdYHcD2bk0SEiLEENkcGpPgRJA0CiWWb607UIeaujhsjgHLs0VIEILipStTMvrAgiSGtIzxg1RAZl1ivSKSLIAptaGekT1lXBSGpIlT5ERuYwt4kMXQAQgZfpuhTY9JWIsv+mhsjg9GuoAgACuF1kZBfFPIpIXQBqiHwUs91rqN+NFkST4fXkXGeqEGqIfBaz6rtGFYCa4dWESeaTwStAqLJfjgxNoyH5z0CizZKcyuPzq4Ug80NqiIzO6ZWG8jxmSVYRVSOihsgHcXrxPpSnPcs5wspFRS1Az/uQBmfwyJh8PRyy+nnMwQubzh9MKyFI9csp51jJ0By9aui9PqQAID7dj4x7VkPcp0CG5hCJB6KsDwkeRsbNUhoSN+7GImNz/G4u++/2IQFk8Rqzktcq9IJxRyMZlVVDCuDdPiRAXc2dLypAoNxzSkZnbuNPMkBw5pUPiQBi02S9GgpT7qwng1OL25HrIMD96qvnOXiAT1OvD9XrkLMsR0blEMnidjWhQAAieOVDAvF+H8JVfMaSAhmWtaigDiSGhhC+7kl45UMifhOZZ57SEFfWk/HpKcxB3Br7AvDvPgSfit7WtnkdIh/FrGdsewcBAKsbTq2u7HnmQxCd7C7+mNch8lHMnr0QYfHJ2qGggDxmGitQQ1Wtp9cHcF2vQ2xTIKNyOMV6ylq2+tA6rVoXXwkAPPgQROLWhrav9wGwmh01RAamFhUUgo1BkjfWYmrmgSd5rBBBeQgQzww+MI2VjM+hXXUKbNGQVh+qOvLAQ982BGZ6o7eEDdUlp3GiDZFxOZyy83GLPsZ3nZVyl8cqi+A6FJ7vKELTLPfNATwyNM1hDtjaFadPMFNb34I8wv0soEZCFiLYXtlmwynZBc2u0wCwLUeynE3lkfXz8wVZjkRFwVcN8ShHxubL1zsNsDlH0sxe5rHag8osU5QTwPRCsCpHhuaQqsytvdilimQjlnobgnN2iOyGWZsnImxaVO+lZqZsw0wjsbMecK5nJHvheIqkEYksKOf4LrPtXhQLko9DfGAlO6Ee5jbWzQDgYkX1+ecVZqaBhIQgbsYHVrIb5vR0D5oD3Y9mZJdyRcKFJEyVD6xkP0TP+jcsotMlkPVV7JCp6TohkShsc/yO7IhZV1IHrgVa1sCU53EpaqaRSzSGSBW1c3SI7IGvaOrPGRGJIOwso3KbO3QNaDUzRzr/Dr7qkcsZyS44tkYkqe1VkEXCynTRkVnbQVeKORYgmdwloSxsk31xqOVt85Rp4Brf5VZKmda5b7NSinnIks7UB+BGGyJ74zs/JVfBs32MAUCqgFI2tErIZ2qI7ISjtxsPIEnwB7vTECT/JwFUlXEPZG8c5r54kxZI1VDXX2qnHPf5kN1x+KrNCgoRvFND+YICb0NkfxxnTy89eL+GIIK6dovhd2RPNEakGvK/aQhuyoIC2SXNYgVViKBXQ3YNeEXnSY45xmSfHA71RmQOAJKkyUkxVaCzJmd6gTZE9kZ7mvMOG2mTIy36NORq3FNPdsthdm22b/c8tZZpKmtZIq8huNWa3BdtiOyP5jSnSIsIImcRlaKxiHRIMEy525TsmuP33TrFvIi0lOLoq8mFGjsUyL45nkIrQN6JULvkOiS0asgoIbJTDrPriucr3DjTZ0NQlrXJ/mmXzZk55PcIN76ukg+giqirutYP1HgZIp/BKbSSeWvtBwDqVYgvQ2TvzN4e535FQwJXvgyRz2HWiv2CE0FiPcgZF8qRT2B2vavOQf4W+Ie9s21OVYeiMNO8DVPQxKqAKL6N4/i5//+/XUjAYAGvB0VQ13Pu9FilvZ7Elb2zkk1SFCkhISHw+nhHYrE3WOwAnv3R60IFCpYceB2W3i33yhL6bvPdhCKeIQUR5CZXez2GXweGxDzY/jRHIlkSUVcLRfxym6m4LiF3QunEAWAw+BGl0eymdI4IqbrL4yzXE7kJTVk7AAyFmKYkTgNMp3PivIvbHMDFHyyhyzxOXLcTfgJKabh0AOgdO6pvPacJVmyds/kcf+CsSP8ydXmfe+VfP61rGVJKgx8HgCGwpinBwrE0ishOVvijDDrziyS54OSzW970Fr4CGALL8Ia8iHnqz0lc6vcRCR3P0zgThGy1A7sleMJXAEOALYLb5uf+iVwgpNIh5AFpnLXjbi9bZe4WvgIYBN72lvHcetwWQaS6J6PjhYKIEJeGnOucga8ABs+YpsTuLSO/48u/R0NK/qvTsZYS+jIl34JYxIk5JeArgKEzoilb33FuE9FJkmosauF0mwJXHYPIBfLkORb4CmDosJW15G6AMfcoSVVFWg83J3XmyjyJE6SMOB3dfzblEweA3piHNOXg3AyzN28snxMpFf81s5sbFfTLFRE2iyvVrDLnH3BjmrJ3AOgH9hPZj+A/hCJF/iJMNCokct1E4FxZH6HM6WgVdCN+YAYBAHrB3bZJhRirzIpyX0BqHaXwesxLSsrs6grqWC5Zha8AXoGkxZTcrhVVZUSEjkc6V/vVerHiSZ8o4o8gNcjTRQyCrwBegT1NidoM4cxhx5MkdRiJSClVBtd/MqSOPimkDnXynTLwFcArcKAp4bx9feuJNGHXfOxf9eoRJgbdU/LN4CuAfjBbfFbOHfinRgnd/iyRxoxrjx/BVwDPh/naTxg5lnYZnSL3IOTp6D/GoQ8WDgBPwi6sjO//Pb6eGLUkVZDnMOduNtpXwG25QYUequ7a4B9VKxllArpUEHwF8DLYqrv7YVmt+D8mdVKdjj67riDsVwADplJ1d7+OPP94ujGry/Tj1/gI8BXAy/ATdFS95mXxSDYqSco8/jD2V0DwFcArYavuHksmDJd5/jFVUopSSioplVQpp5T0ed/NrqpREHwF8ErYqruuyJTipnj5nwzmdMzIOI0AOE/5rEW+83aMzYoXAB1jqu7mzvvhwVcAz2Aevu8HDb4CeAJ+9M4LKfAVQNcwN37vBX34CsBxhlp19yLAVwCdwvb03QunzdrXxgGgEw70/W8Mqsuiwne0HUH/sKLq7q1heqCI4CuADvC3nzFXgK8ABl51N3zgK4DhV90NG/gKYPBVdwPHha8AOqu6e88tPlUO77qtFvQG+wk+6sw4sxAWv/FaMqjymlV3wyX5tH8wGHbV3WI02tn/9lmyNBrN7YrMaLyNk9HSucDdjfSlvcDgK4BBVd0daJnI/MZN8eKW5oyXlT3Uc6cG3/e7FxF8BfDos+7C+V1T9O3kzOhCQ/tMPPvVZhT/2QMxptuwPpt6yioVg68AHlx1t7rP5iqLwWpIR5sg/9XroLwXb0HpbkwDtw8NGeArgOFU3TVraFHWzZ7SuHzFYq2vatQQfAXwEtiqu0dqaJerY3KxqSamdOEYWERjxwvp+P819HNY71ezTo75+yhDHwy56q4xDrmBVo19Niq+W+kPb2JetrBlEASU0iDjoDPNhGpi/R0bB8E+v3SnH97DT/D+tR6gc2zVXRcaOmTZm2U18ax0Q18rafTn/cRxTGkQp4zd7EdCGkz2+0lI6apIDufF/zR5yH6FAL4C6LvqrllDu6bP+U9IE5PRRVdzuUVIt1rgsyD/rK/MxljmR3TrY78C6JuF3eLTiYYm9oXKfOmQX3do1JB5fX5+tCoeTLQ1Hs7hK4C+8WzV3b0aCoOCqKShpMnw29KtjgMzSpNrGppNYrskuzs7E6ssB93AVwB9444fVHV3oCXCkobGDR/PQ0kQoX/Vl2PmrS6tw/cT0WBVWp6FrwCu8CJVd9n0fnbmhjhk/bi9vaLJ2/ZWkzik4VlD7PDQScwyfPd7GYEXqLrT8yFWUNLQ6E+muDSC9TOzzZBQGl/V0CJJLx7v5ofSrxo99EO/f/d76oEXqLpr9BQ2f0LKOFqdP7WW+RUNbUIarDPlaQ1ZR4KusF8B3MRrnHXXuE/hh17uiMut7C2NRgXaumv2FAITKY2GrPpDGv1gvwLoE+baqrvO4lDFVJiZxG1ezvBYZGVW1dDufOn6/MiPaLxKr2HpY/gKoDcSMy/vWkMreztEo6i98TJm1UstdopUMiWsLzfOQtPEOHvwFUAzw666u01DRgRxIaK9Ua0XXNgIs4q9HtFA/4hnFlTNVdqXs2mit33oHVTW8BXAv2Gr7rqcD2V4MaXR2k8fLMfUTGLWOr+r281tw1Wy8JaTkX6jWirzbZJr6BDSxFQ9PbSAbvLeZ8aA3qvu2sch5k50yItoynhuNBN4f2LAqObtmWezn46TOByvzPc/USGd3UPLjNj2nc8uA4M/665JQ4b5JNJhLzainf292AuNW2dZxtn1+vYL7jrKJLhzjYbYmNJDaXb1aJ8SvgJoVXXXPf58OXMdA7vpPc4W5+v8pX1cAb4C6IFJL/Nnxrq5HL4CqAVn3d0OfAVQ4RWq7t4SN4avAP4XtvisG2u3MVs+5cb9oB3eh5x119r0/5gDZEBbxp9y1l1L1h9zkBloyQgfEfgKAGfddQqDrwCusAwxZYavAO466w5DLHwFcAfux51115INJo2gngS39LyREcxLUMduyEdWeZ5Txi1/6/vMeTIxFtFA81l3z2UVxxN7N/qC5FIwmziiNIrXrmOYxwHdrm1mFVc1BF8B1PBaVXe3sQ5LOdG4fGCrZbGlNIgzGW0XRjRhOBlFxcTNi+pqeuArgGdiB9ad81x2lIZWQwHdeDmOxd/SYO86Dkv1Frvmra7000bwo4YFT/gK4C/vVnXnOLNYn7g6trceWThV9uXDjw/6r1h/Z35wETZVacBXAJe8X9XdhNJw41gNrWlU7xbGjsE30/jEZHFLGpmXd04/jOErAEsvVXcjmsyckoYm9aO6u98Vj0I60p7YKD82PNX84bnKr+5w3zgA9FR1xxaH7KvVUEx3znwzWi+95re50lqzccjVs6J+cBehcTIB6KvqjpmMaHyOMruYZkT1Y/ssMpfa+ZD50gvWV4jgK4A+q+5sHGLLbEa2Oxz22+p+o5/daBLTcOI5l76cH4Qzx9mMg+3Ed+qArwBy3rjqzmjIzMkmrg5ISWX1ck5Tov3C0azCMDHrQxM6yr5EyZhG9TkVfAWQ8c5Vd8zmcocdO6+axs4F/mazH21puDM/Mx8H4XadSSvynRWNfkyCVwN8BVDwvlV3WkMV1ztocA/X+USKac3H2fdbXazhRv2YC4sAvsKn02fVnY1DVbEsSnOh0k7P7eWUPtZWxLzHdSJ2GPJOXfAEeq+6s3HIW+9LW4B+nJxDaB9PKPUcjd0oN6PUN68lTi/sUDHyybD+q+5sHErK53JFNlCWphvJWUN2o5yXx6zk6tQevgJ436q7s4ZW513ji7AcU6LzCowf2VzObpSLjMa212b28BVAN7B9j7l8dT40psGa6eogmqmDHZJkaWZs8VyLZnxWWXkCtNODwKG/tU4XvsLnYqvu+mGyTQlpkH6NiwPxxkn6TLQq23CbgIbbJIlDGtqJm90o58Y03o/CcOX0BnyFT8VW3fXEmJ4J83rV7C1FE//SyvZHkXnemnXljXLeJKB0u3T6g+3hK3wkfjTAuTBbzL2zZzif+2fJzGeuU8ZblkTDZn3HgAR3RPpA3Hjw97xlrPzN1SudnnG3OCzj85jgTLdHsghwaNOnscZZdx3sVwjgK3wOhxDD5oOBr/BR4Kw7+Arghavu3hb4Cp8EzrrrhB/4Ch8DzrrriCWMms+ArXDWXVfssWDwEeCsO/gKoB2J2cqJs+7gK4B2zCilCc66c57pK8wc8E5ks6AYZ911zjIsfIV9OOztiKCdhvaodOmatfEVzAoCWvqd0Bo6UFRcds4k3xAf6+os8D6Mso4NKPrVeY6vsIeG3g2WaSjEFp/uKazPJTT0boyoIXFm+z3S9Cf4Clto6L1guYaCcYi9cs/xFUJo6M0Y0TIO6IrVeLLxM18Bd517M1hCS8QO6IpQe9sRpZh8vhtxSUE7B3QGNUBDbwcz2UU43qG+pVtiaOhd8RPo5zlsJlto6C1hDngSjPmbSQBPAYD77i452yeYeAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXM9QoYdgY/Deb7xxzfQ7u/MP5JyRSSIaVUpyPOtOkc1z+eFDkjCUHDvyie7slMP4LkCCFI2p24l3OHuEclSQVJ5OnogJfCPRGNqOtOqKgj2PEkiSC1CKIQjF4I/yTPgUeIqUE/Nh2sTlBRJ81+jvem1b+/v9N2171gxjOo6EXwj7LoSd2NFt2hJAWx6PF4ZuAqtbqWkcYIKUUho3sB2FESYQSke08qxVOUUsQ8UfQmhsSHclSFgvRYJRX/4holxbTU7ifcBnjgMPdkbIRp1pXk3JFfX9kXrsT03JsSQ+IDOeUKStUiVNbWv18FWkho95fBU+euJF+ZdApsfwrdmyQFs6LH5XHFwDWVttUtZvjK2h159NDxjYRsV1bgKSRXkTghn3sIviyaXelmr0W3uzDtjlXXwXI0fZnGoPqutLEoExEmRY8N/t/fZuBqRul2RwYwYHyZj4amK5vR+bkQAiJ6UPC3Qeg6XE6/IaIBU0jIBqFm8lCEzrwfV9lmv6HdcxEhnRseti8V/7oBzqUWkYCI7uRkml3qZr9p8BIC7twgcU1fTrWEbiETkZ7gOqA97pGk3DByWYuOmEgEEQ0I25cNEuIZNc+q7ylGxDsxzf7d0Oyqtt2NiBSyuRb01peSEM5rIxF8hUck0E3NLoSsE9FXls5hSjQ02Mn2ZYUs2pCaV35zESGbu28yVD8X4mIqGsYuPtUJAHb9DIpjY19yzo2GUho6k6Az77FCp6Im1uTNLhTPqGt3LLW2oIe+1FsepV4bl1JWe/OXT5FV3Bv9p7VzTV1oor/IGhGpbyFgKwyKo+nLuq60dXhCSMV5TWciEN01CVW8MnBdVOIJYtq9mugprCsMBqbDkOQVBQnyl4bOdEDb2ZCoaXZBLql6Cxxj13BoDkNcClFUsxaIqogwI2qNJKTq4xQSEinkTGWAkxi7hgRTNqWo9KXIsEISlcsEprctOdZNQrmaiqKc9dz6Nb4onxKMXcPBkzVhiPNvU8Sv1NQsvxotqcqkCQNi+wyaTCvNmWtGmcFpOs2LhioaIlO4CoOBHW0YqmZy6fNT3YdSq0jyamfCImqFr8NNNb6IPNzn60NKq4jz6tiFpbnhoFO52vHQjH9GQ5zL2tI8rtCZ7YeuSnyRU2FSt1xDKUTUNXvWQULCmRsEfl2+rZVT1lDNvjmbmcNmbcHJDl0lyB8NNTe7QvwfAnaVQt6gIUs1YklsmmsT/glv0hAvNNQE59hnNQTseFibbqcIzq9pyF4KDf0jLiHCuJzVXE5nb1ZD9XBBYOb0j9VQXXQxnamshppAUtEuhRaikqT9qm8zdsn/1xARhGBC1DO2+E7WFjbkO3z+Nw4RaKjlwjav2yVv2p1YDTWgkEMPBKbsqk9lN4lRkTC+XKOGJBLzx2jIFmUZFRGimtudc2hoKEhCRHOFnd342NydkkBDLTSUUmtzTokgluZ254JgHjoImDR9WYWY+19ZVENnKmioXfG9rFPGl15UtYjGdifQ0DBgpEFDnMu/vSkVr0/McWuSVrmcqs/RlLm3dv1OXwuX0FDPNGvIDokyP7bDYMzYKhzzoXZxSDXdSFYW++RsKIKGhguTdkdjbUHldErq923bixCH2m31UY3Nbu7fZ5udQEMDxmqoFs5/zb5tIRo7UyEOPTIO2aKS83b5+i6S8OWGAVONuZzd9SMkKU5Mqfb7LzyFFlgNNWAqhMX3tElDHBpqQW8aIpLzaVNncoXbbv4zzLe7FK9oiPN8nU7w6rUE+xQGwukmDZmivAxo6GHb5RtuRlbWkMnpUqoa4rgtyVA41U5uecoXtxrKuqxJQxJVyf+xd3crbsNAFIBLDprBxC4zkJvuCwi9/ws2KHZsiGYXEifI7fluSgnshQZpxvrdbV1Oqm0f8nOQh5wHiHuRgwLNYC5hH9oC6/IneCu5iBlgIrLpQ0se4harbk0AtH3CGyabsw/h9xDP4D1bQ3vzKLjCRdZaTpXpv3ODPS77iFwUlS99SCyKpfOq06fzf/v4EBQuy5yCavOQpAgAY7N3YB0Qo13bNt9J0ohlJeCUwvP5Xx4up1Bgs1/eVNEu5bjDqiNTI73IdsOpAgoF0Kw+hFOsz/HWdX3rHh9V3Klz6Ora0AimnJZF1S1FI5ZcYd1vhUhEcL5AgS1Vb6QhnnzoSWkUC1Kfz4VipQp5jCXHw2elZiISX/abRm8FVMJDW10ZbS3StlxrNLUGMjjHIsan8HYcu9ZH17Fc0XxLQqygO1fac9ZXfrlS4H7FKdPQfkaLNsKLQy/afjelEuMD+32ZsAYzfAev/bPxed0XHwUPm/0SHx0W52sbPYmrimrpQ6cm5zPvz0ujxRtPax8KY4L6NcSxqyODAzBpR/Os8WgJlhQvSBlXLkEfUqgEp/T5pnF3ajA1CqZGPzGWL0oFiDoKzlBr/8Ts36NUwhFR7HxxOTGWb5Ami6toU4+6ELN/h9LogIbld9yFUDjB+oqMqN1FJKjkwMsZ+5StuQ8hJo4rZyX3mgIENVvAoVAW0L2JR8SYuHKZ7/OdSBwKGAvoPuXGpZoREQMYyz0M5bvBq/3wfubHUJfSkIHWFHc0u8opuV2ksQQ3MYfNzi7UqzRkA6D2UzRFHLcuxFW+3TIR1ETkp2ZnF+pdyrYMifJdKE05nbD/Wqt+/0KNiIHNfgCjYfkqkjCUquDG+31lR+Vhs7vh1uyc1O5dKvF7Q3LlhsoyZ+R2Nbe7mrTa3aEK1nFHMfkcTbiv8ZS5A6mCo+E7U5EC5i5ykqpmoDkFwQrruGNI2XBn5jdmWGiZmITeWNBBVWFm7mZW/7P0ICah48gFNwro/O/CSuZ03HsM2bGh2GIPOpZhGAuaLI8M5RtNpRgeWGGzH9GYczFsecnTwBz0Zinl4oY788J1uMNK6dc45VntPomx/Ig0jNNs5Kfn8aXhioH8rDpWccT6hzCWRERERERERERERERERERERERERP+74eur8z9I1K80/f7zl91y2XEWhqGwF6cLJCBSEMSB5orm/V/x5w+ZIkFbRu3Mpsq3IDYXW/LJQWGAJ0PneK097Rm17l8reN6r8EdIrbW5SWaWTNITJj0XSR4yKCgrbQBsRWc44DjEHuhfKPjjXkJ8UeGXsWDYQ/aQgLhKUjx0pNGQFS14BUln9M71dz30QsEf9+Ii3O9jIcB1TmqGOPdQlqSwx0DlyKWZvkD20PsFjxQP/RUWMtzm6hHkuYcKD2gRKKPUkNbGt1a6jr65zta266Pa+zoFXZRCxm7z0LOCo5M2fm2ec1JIk8LB5NvjGhg/krHWb70GYxitWbg0xjSUPyunu/c91ELkRKDNHjqIdY1Wuip5aJN/0zBRL0naITsJUxrTXvpoHHjI4TymxWtwYChPicYCWmM9oA1Aeqll6KCg3OahJwUVVGDYOmVV5CUFpo6IJKb8KjQtaLgIBbS3XgGZQJVCpESApMK7HhrAzSoxo5ew98SSAAeELiBmSfYa5k80IGkvIXUCCAr6s395PUO7ijYcMFdUOV43bB0wjURGQW5DbNNUqhZ8zR56UnBOdmwERBZPfRH1AdPlnodaPZADd9+9xnFkzMu1SW0vROnJQIV3PUQBLkseSMLeFYtdRZ0Qm4cOGhqw+78w4l7CWkMsi2e+0iczA1DW1zltFCJdiOgfe+e2G6uORdH1MHlAAlsyAtvcDeL/f7EbYzApsivpPjlJqL2GdFKBqmO052JwrbAG6MLronPaJrM9xExjoZUGKjj0dMB5fS0M1iAX+Bcq/evVIbcQJRpdWFY8H0qIaoNuO1xsiPnnDolgioTwDl2KVWGbTBtzOHSpYQOxH8Q/llDA+q2pgqSXZnEAYPqS6ORMkloIotSEhDJVHCGmY4hEoQkOPR0wDZXqvXYNeURF7znkX5qrQ57eD0EOMzH/3KHK7yyS3KDyDl2K1UNntNLhcOhSwyUUeoRJ35YwW837Sw4cWmUBmGkLr6ENvz+vgI4CMcTEb6tG4aJDTwaU54sNGoIi4uJQ72e39K5DSzjIM/zg+69wKGyMZjjyDl2K5dCTJzHRoVjDE/kyNUD2toQV0NJK9lfcV6qUAcZzbKRgiUagujpEtCgL28vo0JMBtfVoGKICmCnyzvkQea4OeRwEJQI9MV/gUNiENRDeoUuxyBzlsNGhvYaRUjho2QPZmxImI2A38NqXxov49YLGR6BoQ0ATzUB9dSjroUVFJKJDTwZs5p2USmB46tD01KEBNiGL177M4/kWhyqgoAKovEOXYmU4fHDRoVDDyGSMWlJagkOxhDMwzYEXLlkmLJ2doQbySNmF08eLQz1sTXR26PmAkdRgeurQ/NShTKNrYYn5EofIYaABjrxDl2KdNqj6cOhSwyEc7u8OxRIur38aFFfUkIX2WTraaNZUC2AIb4/Hx7N9H99Hhz4xYE3nY8VWZKcbsupTDvlSKwhivsYhAUkSYgv2Uqx48aDA4dBDDaN3w8WhuPLkL90wL25qlM+iA9p9FR7PMUoMcWe+5ZTa6NCzAbuwD+lzSvbrfjShJ5rDdaDUPXFIY6CdGsaC/67iqxyqoFONanPoUiyawo4kESeHHmtog1H9xaG48gjb0esyA5NfjRezxSe3u895+Pe3wHxcEos7c+mT0dGhZwO6clPKpUSZ3e6BF3p9d9lqQ+KZQw4yJeqKoPKr32vwfJND5DDD0eHQtVjNastibXTosYYSNl/1s1eH2nBCVerXvi6nANsL1eznj3UDKwbhQpg0G8h5FAZDDHEC5Dw1TkSHng6o1TA3sBURJYuFm8bJQgUl+nWk+YlDM2ClDcvo/orLpN/mkICFCA5di0WLhhODMoM7HLrUcDFw09zr+eoQzQbNNAr96t/NaqUGoGVLG+nkDOBEShuVf7/pzuv1bAHT59GhjwfUqiZPriwANyfbhFlHKp45lEzaL20zEpq74HydQyWAKjp0KVYpNWBHig5da9g5AE3VXRyKK89fsNnLq5zOZFVGZ4oyoweKNx9JPhgwrYr42bdvJ7Uf6TlFvS9Bvfom7XsJsV6KFUnKOPWnGmYP5X5cebh10W9qxZXpv+Jy6We5Q/G59eTvIpn566YM809ILH/dlGEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmEYhmGY25O2J+gTJEVb0yPlOM1LSmeyZRiqhALt3GXkSYaBXpW8jZT0Gd7NvKjKh2Cvn6hCnOUwFrTRzS/dpvP3kiOir+tESRcmiEeDesAAtjupOWsAsO02joQztqKV8YUfkz4iIumBqs3oggZdaDWaS7BnktwCW7ICVuuRVmrTE/MTpN0KzPpzoQcWyE84VFioMimEMRXtKLguLwZtum2qo8K51DefdK/bP6VYU5zQrC8VPdCg/ZRDnQGaa7BnpLHbYAMEpb3xW7recHPiHySFoQufdqiHoCR0Fg+00MX6WhlHRAWkr/foP7TQa9OFGP4/hwoFO6C5BhtJJkxhMKdTohrK12oi5ie4OlQMSs1+w1aGTWq7fmIUveiiQ2kVWxZq439NSlgKCCjyyK1dtfBeib/igOPs0DIpMaZ+bucwd12XE1E+KyXa6FBeVRTINZq6RXMOlnywkQVNujmUGv9B3RClzvLZ0I9wdWjUppHaiJRIWQ1jrZ2JWmua3qHJd4dyYK97qhryZNAU6DHvMgmizjtUQf0VBxzRoaKH6x1cRVRZa6CtdSnRYLTsLdTh0BiDo34gCg4l52AjtdY1bQ5l2BxyRDP39/5ZokMLbEmUS0znY7lc62qtKdTVodjJ1ZfekwiI7ZcePVGN3q8pw19xwBEdanwKnbH5+VhugcuJsgbj1aEY5DXYQNqgOwazNiEq0FOuJTE/SXTIoVtfCqOLk0Ot9UrUcLtDVBTp4yBNFGTEdmRRGl9+aSrKGp2nzqbUSde39LocDo1wtKIgzg7NZllfBqjdobQo6ETinYkke7BxtCQMNmFe5yykTEVl7+Tr3jf47RwO1dAJrUiMJ4cozdc3R+jdoSuFRBO1atCUlHRW+tWhdkZa3dGM9T85N6ajl+VwqA+rfgt3dojyNaZKQAaHLkSHrsGOkEkcLO3ROAh/nNxqN6+CMT9BdKiDi1u7k0OUDb3V/ROHBg2ZvSk8tEFfodn+dzXX/oCjNvLFT4APhxqMWxYw6dkhqieprbw4dN0PXYMttS0o7Ic8nRAtUaNzcjonUtwr/2eIDg2heomAOju0WCMqoj861DbQw8OsWU0tLejpQJmKBqyfE3jdo7nDIYsupIv87NBs7FzT8on90DXYBlKsWCgRyzBioBo9X+H+OaJDLWy8sBYdKrSvf/InhyYDldOZijYEpjgPap3ReVdf98D9cEhiiJemo0MdbO5fPt4PXYN1OEGBzDZJuPhZ4+XvHfxSDodyY4pQq2V3KJ4dV39waIJr6UyisOw1L2mn0fl+DXbC654QHQ4JqLhzjw6pbfb8fD8Ug/34hq1AG7ZQ1PIJ0U8QHYoFHtFs0riEKKcOOl3fjA4ldZ1SoDK2oIOizokGuJwe7rCPGNYi+wVIU9CrcjhUa1Ov4YZrnT0GoiQnBennRoeyur44dAk2Jn4+H4pflEu1e/GN0+8mOpQ7qKWdjK78fAs59Q3lFn27KO/Q9f7QBDkEiMhh8rpZMU4Stj4fcPhVyczl9Mpby8MhGowdqq6BopUZWgg3UmswVV3jVbreH6qFEGt4QhTnYGPi1/1Qr4twsbwcdUPMjxAdokxYQPcFeVoHGEFUNYBR6fsO9Tg4HEoGh9M4p8sIqTLQ0+t+7/TkUNI2BsaNtKEM4CqizgF26N53aMFOew52T/y6H4qXEQYN0+fE/ALy4jxRJ5tbZUonkrLM4kcOiKgu8yBmWacUKcvD2PqFDXogqdPzROZftlAjWcgmcgk2Jn6hqFIK1Ckx9yFJ/td3/h5xviTL64c4QIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIa5LVW7k9OHZG1FX0F81HCkrMLYRRV47LtC829/DEN78MkuNF9AOUxDRWeSdhBD+3f1rflRJHY6+pAWDf1z0h7XhbUGmjwKG/Z+fVcMdlL6kAniCwySWGlKOlgcYICmul9+N0Vi6jbyb3Iol7g6VFi7O+RM51nu13fFoAvQ9zhUW6glKxVsfShkzFwnZQ+b3S6/myIR6/0tDnUW6rLQRGLZHEqyYxn367tikFHgexxSEPHVk9iQbYPpdvndlDer8zIWhehFTVSJfsq9Nl2ejkoNeXTo3GGl6vwL1V3lJ2cllsMWoeYqnOsUFBAw81VcAbG3N1igKHC7visnh5J8XKhTakwpnZVatkQ6ymd17kITMht8PkuX05Z5HfPbqAclxoxiqxVPYWziF1bLPfUKDXlm9LfL76ZIdOeJ0TYNTNtp6WCL7f3G+hYg0aFTh5XuaDg1EKUCtm/QZ76+Eq53ZqLwpJLA0td0cahDkwaHkmkdaXsk/u36rkSHfFbCSo0+bZw0WwAalXXSQuaHQ6kwWjZGj6e9iUX5Nj8atJbSuHINH/rZrqzu1R6dvF1+N+XBIdcRTWiaatVC+VnN+iJg092hc4eVxGKVK9M6IxLoU6IJvooNZn/5YAwORS4O1doWlEHvHku9PQ/ndn1X3jpkZUaFRa+IKmMK71AzEmUS/SGAgMyISouWqPQhJy2ah/w6uIKoNe7BIYUlmxrbqIIiyeHX7fK7KRJq8qy12oqbARPtwkg4WnGY/ayHDivBmNE3GjI6J6LUmnqdI7fueI6I8iJ74lDaYKHDIQvTD6PQUHS7visG00a7ZoXaO2Kz41+sobbkUO0r+SYXjSHs0Zsx7PmRzy9x26mMFyotinOOTsveQXf0QKHR3i6/myIRkPEZ0RrVWgVYP2uilRnSO/TYYSU3OiPqsRAN6Pf5sReeRvHRhQyFiQ6HcmuWcMWpu13fFYOAWLNyR27eixDsisQcHBogaSXRKMLxV2J19ja/2kdz7OEjDk4WfiE2pzdUFoJul99NkRjTDT+xbLuC/OSQDz3p4LxDlw4rCgNlxhElAlau+PI1aOSKxvKBQyNkEhzyFMc58e36rhjkqSc5zh1nqLNDWUhOBYcE1K7D4n/W4aLKOb8OWq44SHpD493ZN36RTBgIotvld1Pi6vwHh44eiNavF7HDSqh/hYYGvyfpIYeNlshChIn6+UJzDSVWYIQY6KCFu13flXg+9AeHzJ5cHxzqIc7timYIUmjpbX4D3LAx0pmkDwYmb/dQo4Vbx7hdfjflY4fG2L6gRXPpsEINKmmKcKiRrIQtY5hIni+0xomGkm5bXlLB3q7vyocOoYh78Gn70ZPHovIbFJtp9yY/P5SLwZ5Ruzpnh7Ieekrpv9wuv5vysUMqlqtFc+mwQiOUkaGNXuKLOKfxIKXtni40kkG/ub8xQN6u78rJoeR9h8aQ3OgdigfGNUwaYt6eWB7z84nXtDLn9IYFLm7OYriyJs/t8rspHzuky7XGBpV36NJhhVILjOFR6gOFAxKqtamOIYs6f1xobAgSHYoXAIlyi/F2fVc+3g812dbzOfUO+czG8xcNKsAURA/5KfRh+/LQaqXZO7jrgiivi23bE0L96/rW/BQS/bRR/sEhYYdqtFDbenHpsBLuHa20GmKpJuPytZZGz1Xbo3+4PzQIIRx6IUbKgeriUGkh50FYqPv1XTEQ00byB4dE01WTMSN5h3xmZqoWBZcd9SBPzM8nLrtysLp9aMVfWchpVsZ0fhnSD6CGje52+d0UiZ3uDw4towXsTMGhS4eV07dzil4DWuWbUY0B7JQGhy4LlO87lNRKA8aNN+y7YrCT/sEhEhpwCwWH9sysSMkTzloe8qNUWACyogeHKO99KUo6HLLYaW6X34vitSqKZx1W+mjC+tF4FSHxh3Cho8qFJw1B8hftu6JBlNbZY0OMIqaTWpsSPeZHSczk0molz/foy3r9We8UL5ffTfEOPaU2zdNOIHHmxw1BXrzvigZ9wAhBJ5LPhHZMJ6+e30352CHFV0u/zKGkQUnMi9HNNT1nnPnO9ycZZnpO9uv/3J1hGIZhGIZhGIZhGIZhGIZhGIZhGIZhGIZhGOaufH/vlKyq6LOdU7JuXmgjn37/46LbA/qYr+idkrTzNNbvdk65Y3435dt7pxQNQJ/snFI54yDz49E0v53v7p3SOQAwffZO55Q75ndTvrt3SmkB0Oc6p6TO1tSafn80za/nm3undMZMVdY2kPRO55Qb5ndTvrd3SjoZMxrQnzqnUHZewhgeW1eER9P8er65d4oznc/MoXunc8oN87sp/0bvlNg6ZB0qPXWObGAXig5dOqckC9R5fufXte4uPdzODn1V75RQl1yo4aFzyog+/KLKdzqn3DC/m/Jv9U5pIQfdQBdvnjwyiYyiQ9fOKRQ7pxxdp2Z0d+nhdnIo+creKRKdcxZidUG/9yfGyTudU26Y3035t3qntPgPe/e2mzYQBGB4LnYuVvJBIgIfoKaA8v6vWLEh2bpsbNNkKw/9v0iRZcCOVpkowZH/el9K5arRDAWtk2XllKO7hO+srZWG27e0U+S+nVK74Shl0/rRDJ2c9pt9V5+LZDnF4PoZlaudcgg9j8N1/8uLT83QfDml6E6lbJv6reF22Z82K7+/4Pe2U2J7pnZ1+NyPyilN89p2w9C5U58qpxhcP6NytVMOri1EtvuDRHGGlpVT9LXp6ua0DQ23wW3OXbPullumdorUb4WNsxeJStc1lQ/3164lXU6xtn5GLWynyHw7RX5vp8Q72ydnaGk5pb9sjkVouP2w0BTN006JaZSRwrn6vZyxTZRTDK6fUX/fTtGJdkp46vQMLS+nhIbb4HoR2ber/tM4TzvlswsQjTt+/BxMlFMMrp9RWdopOjdDc+UUieWU8MbS9SwaTrnqX0ZS3Yevt1PSN/kL9Yg4Q/flFIPrZ1SedsrsDC0vp2jZXDcHV4avZtX3spvvPixsp4zaM+kZik/xndtOlFMMrZ9RedopcYZiIWU8QzECMlVOif/odb7uKJqTrFmudkr4dLdoZdOG3ZXbS6KcYnD9jMrUTokzNL4+dK6qqnVVVR3ipY7pcsrubdN33Y/dsPLLHJnaKXGGxov2s3XD5VK7rk+VU8brV1hYP6PytFM+naHW3ZzTMyR35ZT9Ldvb163rVt5wy9JO+XyGdFeH15bJcorB9XtSD7VTNLZTJgspMQIyW07RXS83hfkrhI+3U2YX7aWYLqf4Z1o/ox5tp4guL6f8d++zzncfYjslTfX5CzNPh3bKP+0P0U55QrRTaKcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALCUB/AVogC+gruDAstwh12AGQIexAwBFjBDADMEpDFDgAXMEMAMAWnMEGABMwQwQ0AaMwRYwAwBmWdI1Xuvqu9bou/7VQKvf+xR7z82b9sqE1R8OHo4RzhJPKIP+8M5VH14aHw6vX7EA8UXTwpHxtqp6Eh8IBJNSb8y7hUNR/nFvpmttpJDUfS8bMgOGkBCgq7SZFULDCFwyf9/XF+lPCXOQyD3QhqyAg463ufIhlrIA56QPEc+HvRlhwBJvS8QCBhT8oKdvRmQhW83g+/dQ/YKcte4bnL7/OTcAgkKAh0AEbCacFFQh1nxssyAijEuQu9l7/ZasEt0GgXuCchp+oWL35d79CI/fHsgbyEE78r4XCcouKlCMEsCH37j1TlwD758DgHa1Zh6B4R+bc0YEACkBuxUjVeYOiEC7cawkZiwueFpPc/aXBFc7V8jhcMCwsW24RpkAhrrgcWISxTGQ2ubQxp4hXUIAOUAAQER6nUmLnsRHyMAs5EfvjvQxzc8P+r9kmG81DzA4x1P8vxm/evJAwK5dgnU0/H4cOb4HACE4x3+D5xDtaXegwkUeitc/tHRuCqjmE2lbDozGZypEp3dFspUSeXBbEyCNtWzHnrTWVKTZXhjOtFGGRzORMqNQwUQ9EYqczrmVMmGV4dWUq06zLFmNKnVuKC3dRtIffMQaAuiAK+jfe0JrMZ4jOE23wR58cY0MjlTfxz6/sA/vOXl4QmAAL8ulUeAD+95eZZ/33f+0oAcTys/fXl5G3kiw/2krzsEFBal0nDEdEhXS6PoqLao2Iw6LEZJ0dwys9EUAVebSV2Usr7a4rw6BKWKuKLM2DxrlhJDUVZpq/DeoaIBEDLhqP6geT2Hcu4do4qbBkrtanH0RVE7FbtMh3LuRpaiVGGJ2unUubwmD74ICm1iyXr1dD8O/Q/wD3c8A0J1s/6UQ5MjgLNDgXLf9Ch/zyFySQWgX+vWFPRWi5YtkrUx0GhvpwEchhAIdHbWt43iGk0jeVjIsqwmrotqm2tSqHwsta6RHzqkBLNOOw8s3DpkGkblIVA7qQPaURVQFZOJ3SHTWUutVvVSNYyp1U7BA/tITq+1uu4LmY38/BD+u4MPHHrxFISXqxmfdGg6Qrk69HQ/+vi3HDLajdCnEvRWAMINGLU7lIV44xAgdSFcy9OhfHEIZnOtr6yGrYkTMBrtNUHBq0OYE0CYTLKQEGFcu+lObl/L6SKjShlMtw7BN7vJdGj6JHWOhkrGKpPnLtsQMhU3TyCv1XJyCD8OfXM+cugRkMebgudnHfoluDp0vKpzHfV3HGJcVUiqkHh1SABLvWqpZviaRaZPxYtJHGuKAKsR2qis0OrpELDmIWkd3nYxWeY5JKBaNUtYKgCsKQQ97BIC48FLM3QLBT2RtMv1HCLVqkaltq5eHFpTW4xEJ6C2AIpoK+JYPK2OTnTBNkRAa8nSpG5qjSyGJvx8vv29wcWh4P358n+6vh3a14SfHK9R79XFoUfvz+kj7hya7bzuomZvfDnF/YRfdWiS+m8CIFB5xpFMG4RuWcVFhInity0DzM0DYOtbAtK2RSAFAktLYFPSPBazjSBDAMS+DfgCQFptNSy1taYYu6maVQN7bASdZHgIfAOQ/RLRgo9G4gIOILYoeaszwTy7NNIcHbctgblvEfNxAjEBuvaqGXtNic3/OPTNuVzdCng+v/UHdgGuZggBOdc8COLiUAD8Jcl7hwKpLg4RAMPZIYCgyB9wiKCAglMaAmD/v9+K7BXcfClDyH4rstf3+Kn39Dfx9XV9Av+xc0atjsJAFJ6X83AkpqAoXK9WV7cgFOHi//9xS42j0uZKd9lSbptDqZOJGfowH2OdKABqeIFsemPbdirypDsWEIFzrT2yq9/jvqkRXHSBhLeC/QzBw9B4dlm+qCdEZMOQG3oZgo8hbBgSkS1D/2uvDybJYwT+fWiANAwIvIG+YejssvxL5/YZ4l4d2mfoZ+yXwz8tQkDoHYSVIa7Xcgsu0egO9zOEl2QoKOiOOpQudwbGhaE+GzXX9xhK0+jF61BQ0F39oVGPkXq/dDblDkPjuvR3qENBbydffyjj4KyzmT25lyFP04gSGAp6L8HDUE/2ik4/wyTYZUhlAkNBb6cbhsaeTGcz5VmT/a46lCFcywW9m3DFUD/kBDTHh+Fr9hP7DKkfT6lDAC/SxqhGdaYnGAXeZ1tXAYDPFt8C/2luiLDh7eW1MDQ9KEeQgAxak8ZxtiJ+z1CkoA14Uh1CXJZ5WZpMAEiuDX4gnwxoSruPxkNunEPnJ9MdYDIAi60zGg4s5uEU0EWJC8jmtIJwW/k0DAJNL6ltf4jgnBX97WbSnTqURYoE8Zw6xLg6fVZVnEykNNT05mIKFglwzAiB1CkdRLbk9VPu5eHGXiUoLAnHz6LK0o3cRGIcgM3sJSQw9JJaGcL+fQbs9IfWG3p+hvjw/0PgAUByspaoBae2zSBgBzRtF0NQtF3SkLW1pTSfbS0AuphdY61pDrYzqbWdoK6sJcrE1gdOHk42IFJZW4NNW8eOodja1vCUdFV+CXuaGBJpbFKBna0T05RkZzqwsUmJ9HJ+gOj1BA9D1LqyldlhaOEmgo+hwfVg3dKHMnQspK4kkfgohRWQR0lrKSsI81/GfKSng5iPQg5/2jmjlldxIAy/N+/FlMRARGFtTKwhUFgOlP3/P26rqdR+7X5X+x1ozzy9mU5GvelDrHHSQ7CUi+vhJ/gANB3ShNghj3BAiksmTzUmCQ9EjDPSJItDiAHzOPzVIo59RHsyi0NiGyAieeBoe4/gTUQbYRrEHnOB8nk8O0RcthXT85VNlO8c+ns74Ov/oRpeuV/lR+chcErwkOgnIUQijfOFhAQnchpyEolBXC9kdchIk+iL0OXsPdYzDG6px5qpMQkMc3boXBPAxSF7mnMzh5NIKuzmfLJ1Hurn5BgnoTf09KOJmBIpa33WN+g+D75y6Lx7oL3NSZdvHLo3vT7cyx1e3BISP+iQbA7RjrHOQ2Q7ufHuUBa6QNcLSLk5NNEHYTTWWnowpbXj1WHN1JhLdUcPadNxlOpQZ60ZTq3x43AabHWIxrWM8GlxCDlEsziURTp7rbFGn9J/IE8O3Ru/LyTlPi7/6dC9aN8LXsNHDvwt89DgpferQ+iTlImbQ/3JdCcrPo0gxVWHkjTNZOcso0cE1zs6aSLmtGTWmKQcpTsiZZnT6hCaSUpGcD6P/cmW6pC0TsIRxV2LrfTHLMbROrFO1nobrbbUfRiv5qHDfXMEkE9OPDtEbiMX7Pb1EXP+53Hjn57ADznEQjKAw4AAlNoxygKOeTIEbaGMhn1OA2lLIIBiWIT9ILYUY6Y8GQRgGNjm1BeumVtMMMwl4Job606MlOuwtb41Mcg4l1GGngDGOQSwzCUIZbSUAulz7tZ6YyZ9rPBpiDnfMMQK8eth37fLudLfB2wt3dUdbuGFctmyQpru13lbZjpfDi2rM9Ju5f+bQyB2Tasr+BJuzaSC3TrP7uAVcItvGexPBVaArV5SM89C7I8kdlX1U5PamPqZkN+MPQzzm9LnIhIEhWC7YmoCK0JU+OZ71hMC6LLPnw3xtGP2jofv+FrKF+Bpv21QrnDh+aJ4+/flKGqQ8g7oz1RR1CFFeY06pCjvgDqkKOqQorxGHVKUd0AdUhR1SFFeow4pyjugDimKOqQor1GHFOUdUIcURR1SlNeoQ4ryBvwLMjrWJTwtm0YAAAAASUVORK5CYII=" width="253px" alt="when was fica established"/></p>
<p>
<p>FICA stands for the Federal Insurance Contributions Act and is a tax that is deducted from every paycheck. This tax funds both Social Security and Medicare programs that provide for retired persons, those with disabilities, and children. This guide explains the FICA tax and what it means for those who are new to having employees.</p>
</p>
<p>
<h2>Find Social Security Taxes</h2>
</p>
<p>
<p>The Federal Insurance Contributions Act, commonly known as FICA, is a United States law passed in 1935, which mandates payroll taxes on employees’ wages. The primary objective of this act was to fund the Social Security <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> and Medicare programs. These contributions provide financial security for retirees, children, surviving spouses, and the disabled.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="when was fica established"/></p>
<p>
<h2>MANAGING YOUR MONEY</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="when was fica established"/></p>
<p>
<p>President Trump has repeatedly&nbsp;called&nbsp;for eliminating payroll taxes as a means of stimulating the economy during the Coronavirus pandemic. Recently, White House advisors considered a proposal to provide workers with loans against their future Social Security benefits. Diverting FICA payroll taxes for other uses threatens the future solvency of Social Security at a time when these programs need&nbsp;more,&nbsp;not less revenue. It also undercuts the “earned benefit” nature of Social Security, even if payroll tax contributions are backfilled with general federal revenues. Reducing or eliminating  <a href="https://www.linkedin.com/posts/bookstime_manually-processing-an-invoice-takes-almost-activity-7288557923440418816-G_EM/">Legal E-Billing</a> payroll taxes for unrelated purposes – even temporarily – paves the way for other proposals which&nbsp;could&nbsp;dismantle our successful&nbsp;social insurance programs.</p>
</p>
<p>
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<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/when-did-fica-taxes-start/">When Did FICA Taxes Start?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>What Is A Voided Check?</title>
		<link>http://www.cortedeifornai.it/what-is-a-voided-check/</link>
		<comments>http://www.cortedeifornai.it/what-is-a-voided-check/#comments</comments>
		<pubDate>Tue, 03 Dec 2024 00:54:19 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=70865</guid>
		<description><![CDATA[<p>Even in the age of online banking, there could be situations where you’re requested to write down a voided check. In this article, we at the https://www.intuit-payroll.org/ MarketWatch Guides staff explore why you would possibly want to write one and how to take action whereas preserving your info safe. Although that is fairly uncommon, there [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-is-a-voided-check/">What Is A Voided Check?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Even in the age of online banking, there could be situations where you’re requested to write down a voided check. In this article, we at the <a href="https://www.intuit-payroll.org/">https://www.intuit-payroll.org/</a> MarketWatch Guides staff explore why you would possibly want to write one and how to take action whereas preserving your info safe. Although that is fairly uncommon, there are some financial institutions that will want you to provide a voided examine. This enables them to arrange digital transfers of funds from one account to the opposite.</p>
<p>Before tossing the verify, void it to guard yourself from fraud. If you utilize checks regularly to make purchases or pay bills, observe the verify number in your check register, marking it as void, so you understand it won’t be cashed. First off, let’s speak about what it means to void a verify.</p>
<h2>Other Word Varieties</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="408px" alt="How to Void Check for Direct Deposit" 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"/></p>
<p>A good rule of thumb to keep in mind is to deal with checks like cash. A voided check is solely a verify that has the word “VOID” written on it. Subsequently, it can&#8217;t be used in any financial trade or transaction. However why would you want to <a href="https://www.intuit-payroll.org/how-to-void-check-for-direct-deposit/">How to Void Check for Direct Deposit</a> make a verify completely unusable? As it turns out, voided checks even have a big role in our monetary system. Some cell apps are set as much as really give you a voided check if you&#8217;d like one, based on Current.</p>
<p>Empty, vacant, blank, void, vacuous mean lacking contents which may or must be present.</p>
<ul>
<li>The examine can nonetheless be used to get the knowledge needed for electronic payments.</li>
<li>Employers might take a direct deposit type, while billers could insist on a voided examine.</li>
<li>Whether you’re starting a brand new job or paying bills electronically, understanding voided checks may help you manage your funds with confidence.</li>
</ul>
<p>Covering each step of filling out a check to somebody, from courting the examine to dollars and cents, and the important final signature. Associate with a global leader who places your financial needs first. Make Investments on your own or work with an advisor&nbsp;— we now have the merchandise, know-how and investment schooling, to help you develop your wealth. Morgan Wealth Administration Branch or check out our newest on-line investing features, provides, promotions, and coupons.</p>
<p>If an employer or service provider asked you to provide a voided examine and left you puzzled, you’re not alone. I Would be delighted to help you with canceling your direct deposit when you’re within the lead time process of your payroll service. If the paycheck has been processed past those lead time, we will now not cease the direct deposit process. They have the tools to securely access your account and additional help you with the cancellation of the direct deposit. The trustee could be the one to void checks for those coming from a trust account. The process is similar, nevertheless, for the sake of the trust, the data should be transparent.</p>
<h2>Verification Of Banking Info</h2>
<p>You might want to connect a voided verify to confirm your checking account info. As Soon As set up, you can make computerized funds for payments corresponding to lease, mortgage, bank card payments, loan funds, utilities and extra. You could also be required to offer a voided check or deposit slip along with your direct deposit authorization form. This is usually used to verify the routing and account information. If requested, simply attach a check, with the word “VOID” written throughout its front, to the rest of your form.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="409px" alt="How to Void Check for Direct Deposit" 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"/></p>
<h2>Synonyms Of Void</h2>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/dxUFn92Rc1I' frameborder='0' alt='How to Void Check for Direct Deposit' allowfullscreen></iframe></div>
<p>Government companies often have strict rules, so confirm the requirements on your own circumstances. Contact the organization’s HR or customer service to verify what they’ll settle for to keep away from delays.Follow every thing in this information and also you shouldn’t have any problems voiding checks. Bank-provided direct deposit formMany banks supply a pre-filled direct deposit type through their on-line banking portal that you can download. This official doc consists of all the required account particulars. Nevertheless, you needn&#8217;t to worry, the issue has been resolved. Your employees ought to count on to see the funds out there in their checking account by end of the day at present.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="402px" alt="How to Void Check for Direct Deposit" 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<p>This can embrace your account number and the bank’s mailing address and routing quantity (sometimes known as an ABA quantity, after the American Bankers Association). Employers often present a direct deposit authorization type upon request. Some employers might even provide one as part of your onboarding paperwork. You may have the ability to full the form immediately on the bank’s website, but you may also download and fill it out later. Nonetheless, most individuals do not likely perceive what this is or the place and the means to obtain it.</p>
<p>They’re a trusted way to affirm your particulars with out exposing lively checks. It is essential for enterprise accounts to keep data of all the voided cheques for accounting activities in enterprise. There are some firms that use a stamp to void checks for consistency. If you plan to make use of the voided check for record or direct deposit functions, ensure that it is nicely saved.</p>
<p>Labeling the examine like this renders it unusable in case it’s misplaced or stolen. The verify would bear all the account data that&#8217;s required to electronically ship cash to your account. You might also have to signal a type in your employer attesting to the knowledge, in accordance with Huntington. Check with the requesting get together about acceptable options when you don’t have a checkbook. An employer might require a voided examine to arrange automatic deposits. Landlords who wish to receive automated lease payments might want you to supply a voided verify to a payment firm to confirm their account data.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-is-a-voided-check/">What Is A Voided Check?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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