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	<title>HTDBouw &#187; Bookkeeping</title>
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		<title>Internal Control and Accounting System Design Financial Accounting</title>
		<link>http://htdbouw.nl/bookkeeping/internal-control-and-accounting-system-design/</link>
		<comments>http://htdbouw.nl/bookkeeping/internal-control-and-accounting-system-design/#comments</comments>
		<pubDate>Fri, 15 Jul 2022 18:18:53 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content Kansas State University Examine Departmental Reports Ways to Improve Internal Accounting Controls Types of internal controls Control Environment UC Employee Honorarium Payments Internal Control System &#038; the Detection &#038; Prevention of Fraud in an Organization As a small-business owner, Ingram regularly confronts modern issues in management, marketing, finance and business law. As invoices become due, the stack of checks&#160;<a href="http://htdbouw.nl/bookkeeping/internal-control-and-accounting-system-design/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/internal-control-and-accounting-system-design/">Internal Control and Accounting System Design Financial Accounting</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Kansas State University</a></li>
<li><a href="#toc-1">Examine Departmental Reports</a></li>
<li><a href="#toc-2">Ways to Improve Internal Accounting Controls</a></li>
<li><a href="#toc-3">Types of internal controls</a></li>
<li><a href="#toc-4">Control Environment</a></li>
<li><a href="#toc-6">UC Employee Honorarium Payments</a></li>
<li><a href="#toc-7">Internal Control System &#038; the Detection &#038; Prevention of Fraud in an Organization</a></li>
</ul>
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" width="251px" alt="The Three Main Internal Controls For Accounting And How They Protect Your Assets"/></p>
<p>As a small-business owner, Ingram regularly confronts modern issues in management, marketing, finance and business law. As invoices become due, the stack of checks along with the corresponding approved invoices are presented to the CFO for review and signature. The CFO reviews the approved invoices, signs the checks, and gives the stack back to the A/P clerk, who now has custody of the signed checks. The A/P clerk stuffs the envelopes with the checks and puts them into the mail to be delivered.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/2Q==" width="257px" alt="The Three Main Internal Controls For Accounting And How They Protect Your Assets"/></p>
<p>When a change is made, and is not appropriately monitored or approved, it can break parts of the security architecture. Any change that affects an element of the organization’s security architecture is a potential architectural control weakness. For example, an administrative control is regular backups of critical systems. If a breach occurs, you will only be able to retrieve the data from the time of the last backup. A data backup control is useless if the organization does not back data regularly, or does not verify that backups can be successfully recovered.</p>
<h2 id="toc-0">Kansas State University</h2>
<p>The responsibilities for reporting hours worked, authorizing payroll amounts and disbursing payroll funds belong to different employees. The principle of separation again helps prevent improper handling of company funds.</p>
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<h3>What are internal controls and their purpose?</h3>
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<p>The primary purpose of internal controls is to help safeguard an organization and further its objectives. Internal controls function to minimize risks and protect assets, ensure accuracy of records, promote operational efficiency, and encourage adherence to policies, rules, regulations, and laws.</p>
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<p>Lack of employee knowledge and training is one of the leading causes of internal control failure. By training employees, and involving them in the process, they can help you identify and rectify control weaknesses. Auditors within the organization evaluate the effectiveness of the internal control structure and determine whether company policies and procedures are being followed. All employees are part of a communications network that enables an internal control structure to work effectively. Management is accountable to the board of directors, which provides governance, guidance and oversight.</p>
<h2 id="toc-1">Examine Departmental Reports</h2>
<p>Performing a self-evaluation can help you to highlight any areas that come up short before problems arise and give you the opportunity to use more effective controls. The easiest process to perform a self-evaluation is by conducting a trace of a particular transaction throughout company records and procedures. The trace will give you a deeper understanding of your internal controls in action, particularly those controls which are in place to detect or prevent fraud. You will also be able to see if your internal controls have been designed effectively and are operating as intended.</p>
<ul>
<li>Emma Zhang is an experienced audit professional, with more than six years of internal audit &#038; Sarbanes Oxley compliance focusing on operations, accounting, internal controls and process improvement.</li>
<li>The AICPA, IIA, and ACFE also sponsored a guide published during 2008 that includes a framework for helping organizations manage their fraud risk.</li>
<li>Organizations adopt Community Brands solutions to manage memberships, career centers, learning, accounting, fundraising, donations, admissions, enrollment and events.</li>
<li>Employees who enter data into Seed to Sale and accounting software should never have access to money and inventory and should always be reviewed by someone else.</li>
</ul>
<p>We can say these are the rules which everyone within the organization has to abide by in their day-to-day job. In the same way, comparing actual physical stock in the warehouse and closing stock as per books will show if there is an issue in the Inventory processing, any pilferage, or normal loss. Also, checking that all the assets appearing in the books are physically present ensures the safety of assets. In larger organizations required approvals may follow a hierarchy, necessitating multiple layers of agreement before being finalized.</p>
<h2 id="toc-2">Ways to Improve Internal Accounting Controls</h2>
<p>Implementing the proper accounting controls is meaningless unless employees are equipped to act when they notice a problem or detect suspicious activity. Formal policies must be created to educate employees on how to respond when issues arise. All employees should know who they can tell when there is suspicion of error or malicious intent and what kind of response to expect. Standardizing documents used for financial transactions, such as invoices, internal materials requests, inventory receipts and travel expense reports, can help to maintain consistency in record keeping over time.</p>
<ul>
<li>Internal controls are needed to regulate and automate away common errors in financial processes as a result.</li>
<li>Access logs and usage history reports are automated features that can be used to regularly audit software systems to find discrepancies.</li>
<li>Detective internal controls are designed to find errors after they have occurred.</li>
<li>See the Institute of Internal Auditors website to learn more about many of the professional functions of the internal auditor.</li>
<li>Typically, organizations such as banks mirror their servers at several locations around the world as an internal control.</li>
</ul>
<p>Be sure that only a person with delegated authority approves or authorizes transactions. Require that petty cash vouchers be approved by the requesting employee’s supervisor or another appropriate individual familiar with activity that resulted in the original expenditure. If that individual is not available for an extended period, contact the Office of the Treasurer to transition responsibility to someone else. Validate the explanation with other departmental personnel, if possible (e.g. the explanation provided was that the item was purchased at the request of Dr. Smith). Validate the business appropriateness of items purchased.If questionable transactions are identified, contact the cardholder for an explanation of the transaction. Ensure that adequate receipts are present and match all purchases shown on the cardholders’ monthly statement.If supporting documentation is not provided, request the cardholder to provide it or obtain a copy from the vendor. Secondary controls are those that help the process run smoothly but are not essential.</p>
<h2 id="toc-3">Types of internal controls</h2>
<p>Due to rapid technological development, and the ever-growing number of internal controls, organizations must continuously monitor security controls to ensure they are adequately protected. Regular monitoring is essential for verifying the effectiveness of controls and exposing weaknesses that a malicious actor could exploit. Internal control is the general responsibility of all members of an organization. Unfortunately, even though a company implements all these features in its internal control structure, theft may still occur. If employees are dishonest, they can usually figure out a way to steal from a company, thus circumventing even the most effective internal control structure. It is important to remember the cost of an internal control should not outweigh the benefit to the company.</p>
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<h3>What is internal control and how can it protect a company&#8217;s assets?</h3>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Internal control is the process designed to ensure reliable financial reporting, effective and efficient operations, and compliance with applicable laws and regulations. Safeguarding assets against theft and unauthorized use, acquisition, or disposal is also part of internal control.</p>
</div></div>
</div>
<p>Furthermore, performing regular reconciliations informs strategic business decisions and day-to-day operations. Construction companies are often built from the ground up without much consideration for internal control. These companies are more likely to react to specific incidents, rather  than proactively identify risks and implement controls to mitigate them. And for <a href="https://quickbooks-payroll.org/the-three-main-internal-controls-for-accounting/">The Three Main Internal Controls For Accounting And How They Protect Your Assets</a> a management team without expertise in this area, internal control policies can seem inefficient or difficult to implement, which can lead to misstatements in finances due to fraud or error. In addition to planned audits, choosing a particular aspect of bookkeeping and accounting for an impromptu review and in-depth analysis can help discover additional discrepancies.</p>
<h2 id="toc-4">Control Environment</h2>
<p>A material weakness occurs when one or more internal controls is ineffective, in a way that can lead to a material misstatement of financial activity. This includes all rules, processes, and activities designed to improve operational efficiency and prevent financial statement irregularities.</p>
<p>Properly designed and executed internal controls increase efficiency by making transactions transparent to any business unit needing them. If a fire destroys the building housing the bank’s servers, how can the bank find the balances of each customer? Typically, organizations such as banks mirror their servers at several locations around the world as an internal control. The bank might have a main server in Tennessee but also mirror all data in real time to identical servers in Arizona, Montana, and even offshore in Iceland. If you have any comments about the importance of internal controls in accounting, please feel free to contact us. Also, we have provided some best practices about account reconciliations that can be downloaded by selecting the button below. In this article, we will discuss the importance of internal controls in accounting to help you to establish an effective internal control system in an organization.</p>
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" width="256px" alt="The Three Main Internal Controls For Accounting And How They Protect Your Assets"/></p>
<p>Properly maintaining company assets like equipment and buildings is also an internal control. This includes regularly scheduled inspections <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> and routine maintenance as well as repairs. Issue an internal control report following the evaluation of internal controls.</p>
<p>You can increase the safety of your assets by having a third party review your company’s accounts. Any employees who are involved with internal accounting and aware of your third-party review will be deterred from fraudulent practices.</p>
<p>Practice timely review of supplier’s invoice, packing slips, and purchase orders. Check accuracy of the information for prior payment, correct quantity ordered, and price charged. Monthly ledger reconciliation enables you to find improper charges and validate appropriate financial transactions. Establish detailed equipment records to maintain accounting control and physical accountability of assets. Campus funding is affected by reports of expenditures for equipment that are sent to federal, state, and private funding agencies. Keep your resources safe and reports reliable by focusing on the following key internal control practices. A key step your department can take when handling entertainment expenses is to have different people involved in the process.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="The Three Main Internal Controls For Accounting And How They Protect Your Assets"/></p>
<p>This is most readily achieved through a monthly supervisory review of cardholders’ Statement of Account and supporting documentation and evidenced by the reviewer’s signature. Implementingsegregation of dutieswhere duties are divided among different people, to reduce the risk of error or inappropriate actions. No one person has control over all aspects of any financial transaction. Entities not managed by the company manage external controls like audits and regulatory investigations.</p>
<p>There is no foolproof way to ensure that employees do not override those controls because human behavior is an unpredictable element in the internal control process. Established policies, procedures, and documentation that provide guidance and training to ensure consistent performance at a required level of quality. A sale is recorded in the company’s journal, which increases revenue on the income statement. If the transaction occurred by credit card, the bank typically transfers the funds into the store’s bank account in a timely manner. Documentation and recordkeeping, which requires all transactions to be documented and recorded to ensure they can be properly traced and reconciled with the accounting records. Companies are not immune to fraud, a multi-billion dollar industry, no matter how well their internal controls are implemented and followed.</p>
<ul>
<li>Cash BookThe Cash Book is the book that records all cash receipts and payments, including funds deposited in the bank and funds withdrawn from the bank according to the transaction date.</li>
<li>For this reason, the industry is highly liquid and subject to extensive review by the local and federal governments.</li>
<li>The aim with this approach is to weed out unnecessary expenses at every level to minimize waste and reduce incidence of fraud.</li>
<li>Detective internal controls are commonly used for things such as fraud prevention, quality control, and legal compliance.</li>
<li>Administrative units may update their running inventory of office supplies each week.</li>
</ul>
<p>He previously held senior editorial roles at Investopedia and Kapitall Wire and holds a MA in Economics from The New School for Social Research and Doctor of Philosophy in English literature from NYU. Completing the CAPTCHA proves you are a human and gives you temporary access to the web property.</p>
<h2 id="toc-7">Internal Control System &#038; the Detection &#038; Prevention of Fraud in an Organization</h2>
<p>Those are the only expenses that cannabis companies are allowed to deduct, so they’re critical to your bottom line. Inventory  control is so critical that every state has a seed to sale inventory tracking system. Cannabis businesses are highly cash-intensive and therefore require even tighter cash controls than other companies. Large amounts of cash on the spot is a temptation for staff and external criminal elements. Additionally, states maintain a public registry of all cannabis businesses, including physical address and contact details, making it easier for criminals to locate your businesses. Everyone wants in and many investors are jumping in feet first without any due diligence. As difficult as it is to believe investors are writing checks for millions of dollars without any control requirements.</p>
<p>This importance has grown as many company structures have grown in complexity. Despite their importance, not all companies have given maintenance of controls top priority. Additionally, many small businesses do not have adequate understanding of internal controls and therefore use inferior internal control systems. Many large companies have nonformalized processes, which can lead to systems that are not as efficient as they could be. The failure of the SCICAP Credit Union discussed earlier is a direct result of a small financial institution having a substandard internal control system leading to employee theft.</p>
<h2 id="toc-8">Essential Points to Note about Change in Accounting Control</h2>
<p>Under Section 404, management of a company must perform annual audits to assess and document the effectiveness of all internal controls that have an impact on the financial reporting of the organization. Also, selected executives of the firm under audit must sign the audit report and state that they attest that the audit fairly represents the financial records and conditions of the company. If you were to go to the concession stand and ask for a cup of water, typically, the employee would give you a clear, small plastic cup called a courtesy cup. This internal control, the small plastic cup for nonpaying customers, helps align the accounting system and the theater’s operations. A movie theater does not use a system to directly account for the sale of popcorn, soda, or ice used.</p>
<p>One of the largest corporate failures of all time was Enron, and the failure can be directly attributed to poor internal controls. The accounting system is the backbone of any business entity, whether it is profit based or not.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/internal-control-and-accounting-system-design/">Internal Control and Accounting System Design Financial Accounting</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<item>
		<title>Work-in-Progress WIP Definition With Examples</title>
		<link>http://htdbouw.nl/bookkeeping/work-in-progress-wip-definition-with-examples/</link>
		<comments>http://htdbouw.nl/bookkeeping/work-in-progress-wip-definition-with-examples/#comments</comments>
		<pubDate>Wed, 06 Jul 2022 12:14:38 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2752</guid>
		<description><![CDATA[<p>Content By team size Work-in-Progress: Accounting Examples Small business Production, capacity, and demand planning QuickBooks Products In most cases, accountants consider the percentage of total raw material, labor, and overhead costs that have been incurred to determine the number of partially completed units in WIP. The cost of raw materials is the first cost incurred in this process because materials&#160;<a href="http://htdbouw.nl/bookkeeping/work-in-progress-wip-definition-with-examples/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/work-in-progress-wip-definition-with-examples/">Work-in-Progress WIP Definition With Examples</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">By team size</a></li>
<li><a href="#toc-1">Work-in-Progress: Accounting Examples</a></li>
<li><a href="#toc-2">Small business</a></li>
<li><a href="#toc-3">Production, capacity, and demand planning</a></li>
<li><a href="#toc-5">QuickBooks Products</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/balance.webp" width="256px" alt="what is wip"/></p>
<p>In most cases, accountants consider the percentage of total raw material, labor, and overhead costs that have been incurred to determine the number of partially completed units in WIP. The cost of raw materials is the first cost incurred in this process because materials are required before any labor costs can be incurred. WIP is a concept used to describe the flow of manufacturing costs from one area of production to the next, and the balance in WIP represents all production costs incurred for partially completed goods. Production costs include raw materials, labor used in making goods, and allocated overhead. As a business owner, your production cycle is where you can make or lose money. That’s why it’s so important to track your production costs throughout the cycle and not just when you buy raw materials or sell finished products. An important term to understand if you want to ensure you’re making a profit is “work in progress,” also sometimes referred to as “work in process,” or WIP for short.</p>
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<h3>Which is better in progress or in process?</h3>
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<p>These terms mean the same thing, and there is no difference between them in terms of actual usage. In progress is the more popular version at this point in history, by a factor of several times.</p>
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<p>The WIP figure also excludes the value of finished products being held as inventory in anticipation of future sales. By identifying the difference between work in process inventory and work in progress inventory, you’ll help to improve your company’s production capabilities.</p>
<h2 id="toc-0">By team size</h2>
<p>Generally speaking, it’s considered best practice to carry as little WIP Inventory as possible. Having too much WIP inventory on-hand can be an indication of bottlenecks <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> in your manufacturing  or procurement process. In all three of these scenarios, you have unfinished goods at some stage of the process that are considered WIP inventory.</p>
<p>Work-in-process inventory pertains to the goods for which the manufacturing has begun, but not yet completed. More examples The three categories of stock are raw materials, work-in-progress and finished goods. In the case of manually operated production, outside automation components can be used to make processing proposals or decisions. Manufacturing outfits with predictable assembly line times present WIP items as a percentage in their accounting. They derive this percentage based on previous estimates of completion and product manufacturing times. As such, the difference between WIP and finished goods is based on an inventory&#8217;s stage of completion relative to its total inventory. For example, suppose XYZ Roofing Company provides its residential clients&#8217; bids for roof repair or replacement.</p>
<h2 id="toc-1">Work-in-Progress: Accounting Examples</h2>
<p>Our team has extensive knowledge of environmental, social and governance issues domestically and internationally. This allows us to provide you with an unparalleled level of insight into companies’ performance against these criteria. We believe in helping companies understand what investors are looking for in responsible businesses and help investors understand how companies are performing against ESG criteria. In addition to what goes into recording the accounting data, there are some other important things to keep in mind. Generally accepted accounting principles require the amount of each type of inventory to be disclosed in the financial statements. Also, some financial institutions will not accept work-in-process inventory as collateral for a working capital line of credit, reasoning that the inventory cannot be instantly liquidated if a default occurs. Surprisingly, the number one cause of production downtime is still human error.</p>
<ul>
<li>The person working on the WIP typically has the intention of finishing it.</li>
<li>Event-driven dispatching systems respond to planned and unanticipated events on the production floor by evaluating events and resources in real-time in order to optimize production flow.</li>
<li>Keeping too much work in progress can lead to a number of problems, including a loss of money and not having enough workers or machines.</li>
<li>The conversion of raw materials to work-in-progress materials requires the use of labor.</li>
<li>ShipBob’s technology fully integrates with your store to easily manage all inventory and orders from one central dashboard while they fulfill your orders on your behalf.</li>
<li>To keep things at optimal levels means that the company can efficiently minimize its WIP.</li>
</ul>
<p>To calculate ending WIP inventory, you need beginning WIP inventory, which is the previous reporting period’s ending WIP inventory. Total WIP Costs are calculated as a sum of WIP Inventory + Direct Labor Costs + Overhead costs. The restaurant may also have capital costs like monthly rent payments for its premises and maintenance on equipment used to make food.</p>
<h2 id="toc-2">Small business</h2>
<p>That’s because once you’ve finish mixing the clay, you report the clay as completed on its own production order. Most non-accountants think of work-in-process as a description of the physical state of inventory in a manufacturing operation. For example, you have something on the shop floor that you&#8217;ve done something to, but you still have more things to do to it before it is a finished item. If it weren’t for computerized MRP / ERP inventory systems and accountants, that simple description would probably hold true.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/Z4xYPxM51K1mjoCExgXHzwNNvVizCMXJDom7F6PgapLfloPQdIKfPks7un5dTMeKqgY1rPzKO7gzrnwy-oUkCuE7QFZTmHJCEEnvgvj6W82g.webp" width="251px" alt="what is wip"/></p>
<p>Finally, WIP limits point out areas of chronic idleness or overload. They help the team see inefficiencies in the entire process rather than just the particular area in which they work. Let’s see if you’ve fundamentally understood what work in process inventory is.</p>
<p>However, you won’t find the real value of any materials that haven’t been incorporated into the intermediate production  stage. You would think that the inventory we describe as WIP based on its physical state would be the same inventory represented <a href="https://www.bookstime.com/articles/work-in-process">work in process</a> by the WIP account. Okay, you say, but that still sounds like the value of the inventory we call work-in process based on the physical state. Imagine BlueCart Coffee Co. has a beginning work in process inventory for the quarter of $10,000.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/solvency-vs-liquidity-what-is-the-difference-scaled-1.webp" width="255px" alt="what is wip"/></p>
<p>And, finally, once the WIP inventory becomes finished goods, the $5,000 is debited to the finished good account and $5,000 is credited back to the WIP inventory account. Supply chain and managing all types of inventory are established fields of expertise now. And one thing that these professions agree on is that it’s usually best to minimize work in process inventory.</p>
<p>This refers to all the bags, labels, beans yet-to-be-ground, and other raw materials waiting to be turned into finished bags of coffee ready for sale. Company&#8217;s Balance SheetA balance sheet is one of the financial statements of a company that presents the shareholders&#8217; equity, liabilities, and assets of the company at a specific point in time. It is based on the accounting equation that states that the sum of the total liabilities and the owner&#8217;s capital equals the total assets of the company. Cost Of Goods ManufacturedCost of Goods Manufactured Formula is value of the total inventory produced during a period and is ready for the purpose of sale. It is calculated by adding manufacturing costs, value of work-in-process inventory at the beginning and then subtracting ending value of goods-in-process. These three journal entries are repeated every time raw material, labor, and overhead are introduced into the product. At each stop on the assembly line, raw materials, labor, and overhead are being added to the product.</p>
<p>Kirsten is also the founder and director of Your Best Edit; find her on LinkedIn and Facebook. Full BioMichael Boyle is an experienced financial professional with more than 10 years working with financial planning, derivatives, equities, fixed income, project management, and analytics. Post-Closing Adjustment Amount shall have the meaning set forth in Section 2.4. Estimated Adjustment Amount has the meaning set forth in Section 3.2. Final Adjustment Amount shall have the meaning set forth in Section 2.14. Final Adjustment has the meaning set forth in Section 10.3.B hereof. Each WIP Adjustment shall be determined on an aggregate basis netting out over and under accruals for such period.</p>
<h2 id="toc-5">QuickBooks Products</h2>
<p>One of the advantages of calculating it manually will be you can add expenses like the cost of scrap, spoilage of raw material, etc. as well in it since it is all visible during physical counting. This type of inventory management system can be costly since you’re making products as they run low instead of before, but it’s great for companies that have higher sales.</p>
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<h3>Is work in progress a depreciation?</h3>
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<p>As a result, the construction-work-in-progress account is an asset account that does not depreciate.</p>
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<p>The post <a href="http://htdbouw.nl/bookkeeping/work-in-progress-wip-definition-with-examples/">Work-in-Progress WIP Definition With Examples</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<title>Carol Klick Bookkeeping Services</title>
		<link>http://htdbouw.nl/bookkeeping/carol-klick-bookkeeping-services/</link>
		<comments>http://htdbouw.nl/bookkeeping/carol-klick-bookkeeping-services/#comments</comments>
		<pubDate>Wed, 22 Jun 2022 07:51:33 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content Services Strike Tax Advisory Bookkeeping and Payroll Services Benchmark Bookkeeping &#038; Quickbooks Minions Harris CPAs She is more than just capable; she has a great attitude and is a good teacher. He also has represented many clients successfully in front of the IRS. Has filed many successful offers in compromise and helped clients by settling IRS debt for less&#160;<a href="http://htdbouw.nl/bookkeeping/carol-klick-bookkeeping-services/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/carol-klick-bookkeeping-services/">Carol Klick Bookkeeping Services</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Services</a></li>
<li><a href="#toc-1">Strike Tax Advisory</a></li>
<li><a href="#toc-2">Bookkeeping and Payroll Services</a></li>
<li><a href="#toc-3">Benchmark Bookkeeping &#038; Quickbooks Minions</a></li>
<li><a href="#toc-4">Harris CPAs</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Bookkeeping services Idaho"/></p>
<p>She is more than just capable; she has a great attitude and is a good teacher.</p>
<p>He also has represented many clients successfully in front of the IRS. Has filed many successful offers in compromise and helped clients by settling IRS debt for less . He is a trusted Idaho CPA. We encourage you to call and talk to us and let’s see what Ilir can do for you. Here are a few typical services you can expect a dedicated accounting service in Idaho Falls to offer, although these are not all inclusive. Your chart of accounts is your foundation for good financial reports. Let us help you clean up your chart of accounts to provide accurate financial reports.</p>
<h2 id="toc-0">Services</h2>
<p>The opinions expressed and material provided are for general information, and should not be considered a solicitation for the purchase or sale of any security. Simple misunderstanding of how much more intensely difficult construction QuickBooks bookkeeping services is compared to any other QuickBooks bookkeeping services. The call is free and you can find out the good and bad about why outsourced QuickBooks bookkeeping services works great for some contractors and not at all for other contractors.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Bookkeeping services Idaho"/></p>
<p>Coles Reinstein provides a full range of accounting and bookkeeping services to assist business owners. In this role, we help business owners reduce time spent  on ancillary tasks and ensure that such tasks are performed competently and cost-effectively. Bozeman Accounting Firm offering tax preparation, payroll and business accounting services. Browse our comprehensive directory of the leading accounting firms in Idaho that specialize in various services like bookkeeping and tax planning.</p>
<h2 id="toc-1">Strike Tax Advisory</h2>
<p>Frequently clients leave a lot of money on the table simply because they forget who owes them and how much. If you are having trouble collecting money from your customers or clients, <a href="https://accounting-services.net/bookkeeping-idaho/">Bookkeeping Idaho</a> we can help alleviate this stress from your business. Mr Nina is and his staff are so helpful and and they know exactly what to do to help with taxes and explain all the laws.</p>
<p>You’ll get tax and bookkeeping advice you understand at an affordable price. Call us today to discuss your needs and discover a whole new way to do business. Specializing in small business accounting, bookkeeping and payroll services in the Sandpoint area. Over 15 years of accounting experience in a wide range of industries.</p>
<h2 id="toc-2">Bookkeeping and Payroll Services</h2>
<p>I recently had an initial discussion/mtg with Kelly as I needed some advice and prospective regarding Quickbooks and several accounting processes. She’s very responsive and carries through/follows up better than anyone I’ve worked with. Kelly’s technical, business process and accounting knowledge and experience is broad-based and deep…exceptional! Our experience has shown over and over watching other contractors mistakes that it never, ever works as well as you think it will. Build out your business while we take care of your bookkeeping services in Idaho. Ours is an essential partnership that saves you time, money, and stress. Green Cloud Bookkeeping in the Greater Boise Area, can help you.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Bookkeeping services Idaho"/></p>
<p>We provide all the necessary tax, accounting, payroll, and bookkeeping support that you or your business needs. Step into the future with OJO&#8217;s experienced bookkeepers specializing in Appfolio &#038; Buildium property management bookkeeping. A personal discussion of your financial statements or other business matters is available when you need it and is as close as your phone. We can help interpret financial records and reports and assist in efforts to improve profitability.</p>
<h2 id="toc-3">Benchmark Bookkeeping &#038; Quickbooks Minions</h2>
<p>We partner with small business owners to find the hidden profits in their business through accurate and timely bookkeeping. Small business owners who work with us find the cash they need to grow their businesses. With over 30 years of experience, Green Cloud Bookkeeping knows how to put the right number in the right box, just like a master car mechanic knows the correct thing to do to keep your car running smoothly. Kelly Richmond started working in accounting, reporting, operations and IT at a young age for her family’s business.</p>
<p>&#8220;Mazuma is a great company with a strong appreciation and dedication to there customers.&#8221; &#8220;Mazuma is a great company with a strong appreciation and dedication to their customers.&#8221; Here are businesses and groups responding to the category or keyword you searched on. To try a new search, click to return to the directory search page. We get you and we sincerely want to be of service to you and your company when you are ready and only if it makes sense to you and we are a good fit to work together. Kelly quickly got us up and running and was ready for more responsibilities….Kelly is everything, and more, you would expect to find in a person you would hire to trust your business with.</p>
<p>Kelly was always a hard worker and worked with me and my teams to help us make good financial decisions. She helped us to develop our budgets, she prepared monthly budget variance reports and worked with us closely to analyze budgetary concerns. She made recommendations to help us keep our spending within budget and helped us to develop a deferred maintenance spending plan. She helped to teach us how to use the budgeting software that she implemented and she helped us develop reports in Excel. Our goal is to provide our clients with the most accurate, honest &#038; confidential service possible. We will strive to alleviate their fears and difficulties that arise from dealing with the IRS.</p>
<ul>
<li>Wherever you live, whether in Idaho or anywhere else, you’ll benefit from our financial insights and experience.</li>
<li>We’re Eide Bailly (I’d bay-lee), a business advisory, accounting and technology firm built with our clients in mind.</li>
<li>Contact Appointment About Us We are a full service accounting, tax, payroll and bookkeeping practice.</li>
<li>Will take a look at your business needs and provide an affordable solution.</li>
<li>NOW CFO is a “roll-up our sleeves” full service consulting firm with a singular focus on outsourced CFO, Controller, accounting, and finance needs.</li>
<li>&#8220;Lisa and her staff always goes above and beyond. After hour messaging when I&#8217;m in a panic or just needing some advice.&#8221;</li>
</ul>
<p>I’ll provide the best solutions for your bookkeeping and payroll needs now and as you grow in the future. Idaho Accounting Services LLC, offers accounting systems and business support consulting to help you take your business to the next level. We handle all aspects of the accounting and payroll duties so you can manage your business effectively and timely. Trust Veritas Business Solutions to help you track key performance metrics and interpret your financial statements.</p>
<h2 id="toc-5">Tax, Accounting, and Bookkeeping Services in Boise, ID</h2>
<p>&#8220;Lisa is very easy and very reliable to work with. A great problem solver. She knows her stuff and makes sure the client&#8217;s needs come first.&#8221; &#8220;Lisa and her staff always goes above and beyond. After hour messaging when I&#8217;m in a panic or just needing some advice.&#8221; Let us help you plan for filing your taxes to avoid any unpleasant surprises. We are pleased <a href="https://accounting-services.net/">https://accounting-services.net/</a> to announce the growth of Jack Trent &#038; Company with the grand opening of our newest location in Chandler, Arizona. I&#8217;ve spent many tax seasons over my life completely stressed out. Now that I am working with Idaho Tax &#038; Bookeeping I feel completely confident I am in good hands. Cameron was able to clean up the mess our past accountant made of our &#8230;</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Wrangler Well Service is hiring a Business Operations Administrator- Department of Finance &#8211; County 10 News</h3>
<p>Wrangler Well Service is hiring a Business Operations Administrator- Department of Finance.</p>
<p>Posted: Mon, 17 Jan 2022 08:00:00 GMT [<a href='https://county10.com/wrangler-well-service-is-hiring-a-business-operations-administrator-department-of-finance/' rel="nofollow">source</a>]
</div>
<p>Use our handy filtering tool to select the most suitable partner based on your business needs and budget. As a small business owner, it is important to prioritize not only your business needs, but also your time. Our experts at Go Girl Finance believe that outsourcing your bookkeeping services in Idaho Falls is highly beneficial and can be cost-effective in the long run.  Companies who specialize in accounting services for small business in Idaho Falls are able to get the job done correctly so that you don’t have to.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/carol-klick-bookkeeping-services/">Carol Klick Bookkeeping Services</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<title>QuickBooks Online Pricing Guide 2024</title>
		<link>http://htdbouw.nl/bookkeeping/quickbooks-online-pricing-guide-2024/</link>
		<comments>http://htdbouw.nl/bookkeeping/quickbooks-online-pricing-guide-2024/#comments</comments>
		<pubDate>Tue, 15 Mar 2022 12:28:28 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=4416</guid>
		<description><![CDATA[<p>This option is present value of an ordinary annuity best for large businesses that could benefit from the extra support features, like a dedicated manager or virtual training classes. At the most basic level, QuickBooks Online is the cloud-based version of QuickBooks. All your data is stored in QuickBooks’ cloud and you’ll be able to access it anywhere on any&#160;<a href="http://htdbouw.nl/bookkeeping/quickbooks-online-pricing-guide-2024/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/quickbooks-online-pricing-guide-2024/">QuickBooks Online Pricing Guide 2024</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
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" width="601px" alt="qbo online pricing"/></p>
<p>
<p>This option is <a href="https://www.accountingcoaching.online/present-value-of-an-ordinary-annuity/">present value of an ordinary annuity</a> best for large businesses that could benefit from the extra support features, like a dedicated manager or virtual training classes. At the most basic level, QuickBooks Online is the cloud-based version of QuickBooks. All your data is stored in QuickBooks’ cloud and you’ll be able to access it anywhere on any device.</p>
</p>
<p>
<p>Hopefully, knowing the exact costs of QuickBooks Online will ease your mind and help you create a more realistic business budget. If you want to learn more about QuickBooks, read our complete QuickBooks Online review or get  started with a free trial. Depending on which product you choose, you will have to make weekly payments plus APR or other fees. There are other QuickBooks Online charges in addition to the monthly subscription fee. We’ve got you covered with a breakdown of the four QuickBooks Online (QBO) plans.</p>
</p>
<p>
<h2>Check For A QuickBooks Online + Payroll Bundle Discount</h2>
</p>
<p><img 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width="607px" alt="qbo online pricing"/></p>
<p>
<p>The QuickBooks Online Essentials plan costs $65/month and includes three users and more features. After you answer a few basic questions, you can then start adding your employees. Here, you’ll add their information and pay rate along with withholdings, deductions, and other information. After that, you can add your worker’s comp policy and set up your payroll taxes. Finally, you can connect to your bank account and sign your tax forms.</p>
</p>
<p>
<ol>
<li>Additionally, you can connect QuickBooks Online to over 300 apps you already use, and save even more time.</li>
<li>Refer to our Advertising Disclosure to learn more about how we earn compensation from affiliate partnerships and how we maintain our independent editorial integrity.</li>
<li>We deliver timely updates, interesting insights, and exclusive promos to your inbox.</li>
<li>However, many business owners find it easier and more convenient to have their accounting and payroll data all in one place.</li>
<li>QuickBooks Online Plus gives you the functionality of Simple Start and Essentials with the added ability to track inventory and track profitability by project.</li>
</ol>
<p>
<h2>How simple is it to change from one QuickBooks Online plan to another?</h2>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/Cr9weLqXyDo' frameborder='0' alt='qbo online pricing' allowfullscreen></iframe></div>
</p>
<p>
<p>All of these small costs can add up, making your end bill higher than the predictable $35-$235/month fee. Xero is most often used by small to medium-sized businesses (SMBs). Although it has the lowest starting price, at $12 per month, it can be a little more difficult to navigate than QuickBooks or FreshBooks.  Because there is an unlimited number of users that can use the program, you can maximize its use if you have a team of professionals who need access to your accounting software.</p>
</p>
<p>
<p>QBO Payroll&#8217;s features and ease of use make it an efficient and competitive product. QuickBooks Online comes with a wide breadth of features and has the complex accounting capabilities that small business owners need. If you want better customer support or potentially lower pricing, Xero or FreshBooks may be a better fit. Take a look at our comparisons to see how each program stacks up against the others. One major drawback of QuickBooks Online is that there is no email support.</p>
</p>
<p>
<h2>QuickBooks Online Fees &amp; Extra Costs</h2>
</p>
<p>
<p>The answers to these questions should help you determine which plan is best for your business. This service gives you access to a QuickBooks debit card, cash flow forecasting, and QuickBooks Envelopes, which is a <a href="https://www.personal-accounting.org/sales-mix-definition/">sales mix definition</a> place to set aside savings.</p>
</p>
<p>
<p>We weigh each section differently to calculate the total star rating. As far as the quality of customer support, QuickBooks Online users are split. Some users state that they received the help they needed quickly and without any issues. Many users, however, have voiced complaints of not receiving the answers they were seeking or getting cut off during phone calls or live chats. These complaints lowered our rating to 4.7/5 for customer service.</p>
</p>
<p>
<h2>QuickBooks Online Customer Service</h2>
</p>
<p>
<p>QuickBooks users can also easily apply for funding through the built-in lending platform QuickBooks Capital. Our team ranked all the best accounting solutions using a points system for each category. Once they were done, they compiled all category scores for each brand into a single 5-point score. This allows us to rank each software in comparison to the rest while <a href="https://www.business-accounting.net/accounting-advisory-accounting-and-advisory/">accounting advisory</a> tracking each and every feature. Once the dust had cleared, the winner was QuickBooks with a top score of 4.7 points overall.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/tFGpoSdqdYI' frameborder='0' alt='qbo online pricing' allowfullscreen></iframe></div></p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/quickbooks-online-pricing-guide-2024/">QuickBooks Online Pricing Guide 2024</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Millimeter Definition &amp; Meaning</title>
		<link>http://htdbouw.nl/bookkeeping/millimeter-definition-meaning/</link>
		<comments>http://htdbouw.nl/bookkeeping/millimeter-definition-meaning/#comments</comments>
		<pubDate>Fri, 25 Feb 2022 11:03:11 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2582</guid>
		<description><![CDATA[<p>Content What Does Mm Meaning Stand For Food? Alternative Mm Meanings How To Link Youtube Video On Instagram Story Business Account? What Does &#8216;mm&#8217; Mean In Accounting? Translate Myanmar Tld To Other Language What Does Mm Mean? What Is The Full Form Of Mm? Dictionary Entries Near Millimeter Origin Of Millimeter When a cosmic ray happened to hit, about 24&#160;<a href="http://htdbouw.nl/bookkeeping/millimeter-definition-meaning/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/millimeter-definition-meaning/">Millimeter Definition &#038; Meaning</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Does Mm Meaning Stand For Food?</a></li>
<li><a href="#toc-1">Alternative Mm Meanings</a></li>
<li><a href="#toc-2">How To Link Youtube Video On Instagram Story Business Account?</a></li>
<li><a href="#toc-3">What Does &#8216;mm&#8217; Mean In Accounting?</a></li>
<li><a href="#toc-4">Translate Myanmar Tld To Other Language</a></li>
<li><a href="#toc-5">What Does Mm Mean? What Is The Full Form Of Mm?</a></li>
<li><a href="#toc-7">Dictionary Entries Near Millimeter</a></li>
<li><a href="#toc-8">Origin Of Millimeter</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="What Does MM Mean"/></p>
<p>When a cosmic ray happened to hit, about 24 of the qubits ended up in the error state—despite the fact that each qubit was about a millimeter apart from its neighbors. To make room for a marinade to penetrate, theoretically adding flavor to each millimeter of the interior. The iPhone’s processor, screen, modem, charging port, battery, and even the physical buttons are all squeezed into a tiny space where every millimeter counts. The problem is that 5G millimeter wave technology travels short distances and has trouble penetrating walls and obstacles. Strikingly large nerves, up to half a millimeter in diameter, ended in a web of sensitive nerve endings just beneath the skin. Millimetre is a unit of length a unit of length equal to one thousandth of a meter . Some of the Official Reports made it compulsory to represent in millions.</p>
<p>For Representation of Thousand, K is used as an abbreviation, and for representing Million, Single M is denoted as an abbreviation. Share CapitalShare capital refers to the funds raised by an organization by issuing the company&#8217;s initial public offerings, common shares or preference stocks to the public. It appears as the owner&#8217;s or shareholders&#8217; equity on the corporate balance sheet&#8217;s liability side. The various definitions, examples, <a href="https://www.bookstime.com/articles/what-does-mm-mean">What Does MM Mean</a> and related terms listed above have been written and compiled by the Slangit team. When you&#8217;re reporting, be aware if you&#8217;re documenting internal or external expenses, so you can organize your workflow appropriately. The Latin numeral MM is frequently used to designate that the units used in presenting information (financial and non-financial) are in millions. The example below shows how figures can be portrayed in millions.</p>
<h2 id="toc-0">What Does Mm Meaning Stand For Food?</h2>
<p>M means a thousand, so MM is the sum if you multiply M by M, or 1,000 multiplied by itself equals 1,000,000. Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling! For more than one individual to masturbate whilst in the company of another/others doing the same. MM is an abbreviation of the words mutual masturbation. Your role as a moderator enables you immediately ban this user from messaging if you select a punishment. You might also like some similar terms related to MM to know more about it. There may be more than one meaning of MM , so check it out all meanings of MM one by one.</p>
<p>However, you should communicate any present findings to your manager that may reflect the financial performance during the current reporting period. A company should have a detailed record of how it spends its money daily, so it can go back and compare results to see if there has an impact on the current financial state of the company. This way, you&#8217;ll be consistently updated about the trajectory of your company and if—and where—you need to cut back on spending to increase profitability. The larger company, the larger demand there is to bring on accountants to keep track of spending trends and habits.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="What Does MM Mean"/></p>
<p>It’s tough to remember these when they’re are all so similar. Think of the suffixes for mm and ml — meter and liter. Mil spelled out is the only measurement that uses an inch. We compiled queries of the MM abbreviation in Measurement in search engines. The most frequently asked MM acronym questions for Measurement were selected and included on the site.</p>
<h2 id="toc-1">Alternative Mm Meanings</h2>
<p>Calculating assets is the addition of your liabilities and your equity. Liabilities can include debts owed, employee wages, benefits packages or rents paid on current properties.</p>
<ul>
<li>Below, this article will focus on the most popular representation, that phrase’s meaning, and other meanings that exist as well.</li>
<li>Unless there are 2 different meanings MM abbreviation at the bottom, please search again by typing question structures such as “what does MM mean in Food, the meaning of MM in Food”.</li>
<li>All meanings which belong to MM abbreviation are take part only within Food terminology and other meanings are not found.</li>
<li>Agents will also commonly see us communicate M as thousands when we quote surety rates or agent commissions.</li>
<li>Please use our site search to look for more acronyms.</li>
<li>Explore the necessity of taking measurements and learn how to measure weight, speed, and time using scales, meters, and gauges.</li>
</ul>
<p>These differences carry themselves into many parts of our culture, including financial analysis. If you’re confused about the letter designations that stand for thousands and millions, you’re not alone. In fact, it’s one of our most frequently asked questions. Notice that we have divided the positive and negative income by 12 to account for the monthly cost and made sure that the sum of ancillary income and expenses led to the total cash flow.</p>
<h2 id="toc-2">How To Link Youtube Video On Instagram Story Business Account?</h2>
<p>Study the bar graph definition, examine bar graph examples, and explore the steps for creating types of bar graphs. Examine how plate tectonics form fold mountains and then explore some of the best-known examples of fold mountains in the world. Mnemonic devices are used to organize large amounts of information in the brain to improve recall. Learn about the three types of mnemonic devices (chunking, keyword technique, &#038; method of loci) and how to use mnemonic devices to improve retrieval of information. Learning different styles of measurements can help to calculate and plan logistically and architecturally. Explore the necessity of taking measurements and learn how to measure weight, speed, and time using scales, meters, and gauges. By continuously altering the weight to suit each unique user, Tonal is able to provide optimal resistance through every millimeter of a lift.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="What Does MM Mean"/></p>
<p>The meaning of MM abbreviation is `Multi-Milk` in Food. What are convergent, divergent, and transform boundaries? Learn about tectonic plate boundaries and explore the differences between them and how they move. Learn about constants in science and their role in scientific experiments. Explore the relationship between independent variables, dependent variables, and constants. Finally, discover how constants in an experiment help with validity. Probably stuff less than a millimeter in size, as trying to grab anything bigger could pose a threat to the satellite.</p>
<h2 id="toc-3">What Does &#8216;mm&#8217; Mean In Accounting?</h2>
<p>Western civilization has had two powerful influences — the traditions of the Greeks and the Romans, and there is often conflict. The Greeks would refer to the god of the sea as Poseidon, where the Romans would call him Neptune. For the Romans, the god of wine would be Bacchus, and for the Greeks it would be Dionysus.</p>
<p>Please use our site search to look for more acronyms. The Report containing certain information of company C is given below, represent the same with the compact number representing mode. The doubling is used in a few different abbreviations in English. It definitely has a little bit of an old fashioned flavor to it, but in some contexts it is common. It&#8217;s also common to see K used for 1,000 and B for a billion.</p>
<ul>
<li>Doesn&#8217;t really apply to the context that was referred to in the question.</li>
<li>To avoid confusion, use any and all abbreviations consistently throughout all your financial records.</li>
<li>If you are a webmaster of non-commercial website, please feel free to publish the image of MM definitions on your website.</li>
<li>Besides, you can search by typing MM in the search box which is found our website.</li>
<li>When a cosmic ray happened to hit, about 24 of the qubits ended up in the error state—despite the fact that each qubit was about a millimeter apart from its neighbors.</li>
</ul>
<p>Also, know how to graph the standard form and the slope-intercept form of linear equations. For example, millions of people got affected due to a downfall in the economy. Millions are used by a large organization in representing their reports. The MM term or abbreviation is also used to refer to a girl. A ‘Married Man’ is a slang term for a guy who is having sex with a girl online or in sexting sites.</p>
<p>Think of your computer expressing bytes of memory as kilobyte, megabyte or gigabyte. However, when it comes to billion, we don’t really see G or MMM as the abbreviation for billion. We are more likely to see a headline that reads the government spent $60B on a new project. B for billion isn’t Greek or Roman; it is just the first letter of the word billion. As a young banker in the mid-80s, I learned what had been taught for many decades before, that we abbreviate thousands in our analysis with a letter M. If we wanted to denote millions, we would show that as MM.</p>
<h2 id="toc-4">Translate Myanmar Tld To Other Language</h2>
<p>Structured Query Language is a specialized programming language designed for interacting with a database&#8230;. An example of mm is how someone would shorten the phrase &#8220;100 millimeters;&#8221; 100 mm.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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s24lUhJ9pWWFJCjBiCNY30olxgdytVwplwJ7RSSNxoJkGOvdXL+qv0d7q1ss0PdWrbiRUV6io+n6kVlx9Yfb5ISVkkpQfdB9PBxqy/uijho3UxZ9cmtuphtUOA6XAnOQ3NkKWB8yAR4+0aOz+wLs1yoCk7bUJs2uoLo5bihHsag4HMo4488xyyc+8SfUnW/uDtJtturFjRNw7Op1cRDUpUdUls82SrHLitJCkg4GQDg4GfTVj/1Rw/7WtLzsHC202ttU5MxCohQy5UzoJEJAmBtQP0cfNs6znTKlBQ3jTlrJ++vO2e7u328dJmV7bm4PpinwZRhPSBHeZAe4JWUgOpSThK0+QMedBv8AdVMdnbL/AJ1Z/wD4ejVsXbqx9sqOqgWDa8GiQHHS+4zEb4hxwgArUTkqVhKRkknAGtPcDaLbXdUQRuJZ0Cuimd0xPakqPZ7nHnjBHrwRn/mjWF4bx7DuHOJ0YswhZt0FUA5SuFIKddkzJnwq4v7G4v8ADzarIzmJImNDPjQHb59Xm3ly9L1D2PsZU2pVmZSKRT6m8uKtpmL7MllS0pK8Fay4ylIwCnBUc+mvd1bCX7Z/3Pplh+JKYqK7jbuyr09aCl1mIpssJQpPrlI7Lqgfq+9n6ujZtTp32NsiqN1q1trbegz2DyZkiGlx1pXzQpeSg/aMHVhOtNvNrZebS424ClaFDIUD6gg+o1pnvSJY4alm3wK2UG0vduvtCCpaugiQB0PcNN5r04C/cFa71wFRRkGUaAde+uYU3fHaZ3oEi7PNzUG8ETA2YHsyuSXBPVIMjnjjxLR45znJ44xrzeG3V+R/ufNpVOVDk+yR7pdrTrBByzBeQ6208R8Elasj7HgfQ6OxHSt06orIrydnrcEsOd0f2r+BCs5/ac9v9HHGrPfhQ5cNynyojL0V1ssuMONhTakEYKSk+CMeMemp1z6TbC0U2cKt1kF8vr7Qp3UCClMTA10J26GgtcOvuhQuVj3MgyzsOZmuU9p0ix752bpdCvXrTkW/S46eTlqTKFIfRCcQpRAQlD2HB5KgpKfPLyAcjV/7qbddP0Dpw2r213T3Sm0/lFkTbZupNId4lK+LpQ6wCspSpD7Q4kjy2PeTjBIJfSP02Lnmoq2et/ulfMpDSg1nP/BBXDH2ccall5bO7Xbg0in0G8rFpFUgUlPbgMOxwkRE8Qni1xwWxhKRhOBhI+Q0mKekmxvLy3dYU+htDinCAllJSSlQGQhPtaq9rOTmG8mutuH32WlpWEElITusgiQdZOm2kbGue3TVu3uPtlv/AG/s9bO5qL+s+oz2oZQwXnYoZcT5cZDqQtlTYJUoJ933SDyHnXTrUCsHYbZ7a+oLq1hbeUikTnEFsymmit4IPqkOLJUkH4gEA41PdYrjviKx4nvkXVgyUQkBRISFLVPvKCdJq3wWwew5gtvLmTIAJIA6CdaWqF6wv/uNRv8AOo/1K9X1ppuS07bu+I3BuajR6iwy53W23k5CV4IyP0E6zuCXicMxBq7dSSEnlvsR+Na/AcRbwjEmb1wEpQZIG+3fQ67XdMlvXVblFu6u3DNcZmspfVCabSgY5H3OeScePgAfPw1tdWdlOR6Rblco0DhTqS2unuoaR7kdB49rwPRPgjP5B8dEXSqVTqHT2KTSYbcWHFRwZZbGEoT8hrPJjR5kdyLLjtvsupKHG3EhSVpPqCD4I1dDi29+003rhKkIKoSYEJVI5c451dJ40vvtdGJOqK0oUrKkwAEqkRppMc+ooeWepWyUbTppbntZryaV9H+yBg8S72u3z5/V4Z8+ufs1g6PLbqEePXbqkR1NxJgaiRlq8BwoKisj7ASkZ+eR8Dq2DsdtKZXtf3iU3nnljirh+pnjj7MamkSJGgx24kOO0wwykIbaaQEoQkegAHgDRL3HLBFi9aYY0pJeIKiojSDMCKffcQYa3h79jhTSk9uoFZWQYAMgJjlPX50FG5TEzajda540AHsVaLJS144jsy0HwP8AmqJH/U1d/Sfaoo23z1wupw/XZKlgkejLRKEj9buH9I1ZNzbcWReMxuoXNbUSoSWmwyh10HkEZJ45B9Mk/wDbp7ptOg0iBHpdMiojRIjaWWWkDCUIAwANPxbihOI4UiySghw5QtWkKCR4zvrrRcY4vRieEN2CUEOnIHFGIUEAxzneDqK2dLS0tYnKaw9c+vumhxf22ePXsSv9czqsOoOrVzp73o3itOlRFNU/cmmAsKQrglLUp5t5a0j4gYlM4/5R+WukV9bO7ZbmzINQv2zYFakUwKTEckpUSyFEEhOCPUpB/RrBe+x20u5NXjV++rDpdZqERlMdmRJQoqQ0lRUE+CPAUpR/Tr2nh30kWGE2NlYXTC1oaQtKx7MFRcStBEke6U6zG+k1kb/h9+6ddeaWApRBG+gCSkzpzmuZ+7tiK23u/Ya134aostNtUqbNaWMLTJkVKQ84lX2pLnH7OIHw1NvugtGrdH6maHdVQmTaVS58KCYdWaYU4IxZcIdU2ARyW2SHOAIPvJ9OQOj/ALw2X2tv+4IV13lZVPq1XpzaGosuQFFxpKFlaQMEei1KP5Tp3vGxLN3Co5oF72zTq3TyoLDExhLiUqHopOfKVevkYPnRWPSq03e2d64ypRQh1Lm2vaKSqUSTsRsYnamOcMrU060lYAUUlP8ACI18Z5Vz4pe3G3W4G7VlVyqda674uRNShNU1hduyXH3Ah7upaLinvwSclR97GMnwT41tb57/AG5dc6p6htdWt3antdZ9NnmCZkIKbW0ylrmHlKbw4rvEJIyriA4k+gJJn2h02bE2HWmLjtPbCiwanGVzYldtTrjKv4SC4VcD9owdbl8bBbNblVpu47527pFWqbSEtiU82Q4tCfqpWUkcwPhyzgeNNHpEwhWIpeuGnHWkNKQgqQyFIUogylKUhEQANZPwJBX7BugwUtqSlRUCYK4IHIkmfKudfTU/Akdd9FfpV21G6Ii6lU+zWqgFCRUE+wyB3l8vPvYz584xnUo21hRZ33TGoty2EOpbuWuPJChkBaI8hSFflCgCPtA0fMbZva2FdVPveDYlIi1ykx0xIU1iOG1sMpbLSUJCcAANqKR49PGsVP2S2ppV9ObmU6xqdHuh156QuqISrvKcdSpLiic4ypK1A+PidPvvSbYXbj7qGXEly17Ae7oqVe0YIEe0NgO4CkZ4ceaShJWk5XM/PbTTn+edAjU222funTaWW0oSa+wohIxkqgJKj+kkk/l1c3WhF2Erm5lgUjeXcKuU32cd5ukw4SnozjDj4CnH1ggthfbKMoyoBJOBoiHNk9qXr7G5ztj05V1B5MgVQpV3g4lAQFZzjPEAemlfGyW1O5Vbptx31Y9PrFSpICYkiQFZQkK5BJCSAtIVk8VAjyfHk6qV8c2L+JWN4oOoFux2RKcmbMEkSnNIgzuYPOpKcFeQw8zKTnXmAMxEjQxGvyqUUGg0O2aPFoVuUqJTabCbDUaLFaS200gegSkeBrmXvt9JVffG8Udt+VLcrkhhtKUlayEuFDSEgeT7qUAD8g107nyFQ4L8lCUlTTZUAo4TnHxPwHz+zOmWw7V+9CobrblWBFEy6KjRo01un1CByCJjCHwjCEKSR3sAdvmFBSFZUc51Z+iBbzF7dXyxmChlknXMSCZ57ak07iO3z2qQnZJmB5CuasLYzeepSqlCi7X3S7MpDbLsyL9GPe0NIeUQ0rtEc1BRSrBAPoT6A6JXpr+55Xjd1Ui3VvdAkW7bzDgcFHWrjPn4IPFYH7Q2fIUThzwQAnIWDf6eLk3Hu7b+HdG7lDhU+4iZTD3CP7O82hEhYSlbRJU2FIDSwCcnJyPQqa+onfStbLwrZr1Ih0eoU2tzBT3kzDIQWlOFHCQHW0qSG0J7iloI5qGOGcK17u5iFwtfYIiT0rClGkkEVzI6urAf206gLpoSYYiwn3kTYCEthKPZnEgoCAPHFJCkD5cMfDGi16OK3UKzsXS0VBxxw02VJgsrWokqaSvKfJ+AC+IHwCQPhqQ/dCbIZuHZO26/UaJHmXoa3DpcZ5qL2nSp8Oc46BzV7pUgYBWoeMhRznUg2osONtnt7RLKjrC1U+OPaHB6OPrJW6ofYVqVj7Ma8p9LeIsKwJiycH/dK9PBIIJ+YHf8K1PDbS13Snx7sa+JP9CaMn2WN+LtfqDS9ljfi7X6g1k0tew9g1+6PIVh8x61j9ljfi7X6g0IvVv1L7kbIXfT6DaVMoLkGfDW6X5kRa3EvBw5SOK0pwG1Mn09VHRfaCzr8tGLX6XRKp7THhuwq8iCqXI5BlhqU0AtxwpBUEhTLeSAcZ9NSLZpgOAKQNe4UigtSSQdqnXRvu/fu6LVzU7dNpH0rEEKpwQYSGEqgSWyWy2Egck5RnkST74GfGNEr7LG/F2v1BoLeki57nsC9Kns/uPAbdq1u01L9LnNAL79JWsAttuYHNtDhQUk+gWU+7wxox6ZXKdVgfY3srSMlChhQ/RoTqGFLjKPIUQtuITm1j7u6tv2WN+LtfqDS9ljfi7X6g1k0tN7Br90eQpmY9ax+yxvxdr9QaXssb8Xa/UGsmlruwa/dHkK7MetY/ZY34u1+oNQzdDdTbrZ2jxa7f8APFOhTJAiMuphuP5dKVK44bSSPdSo5Pjxqb6qTqW2IX1BWRBtFq5kUJcKpoqAkrhmSFBLbiOHELRjPcznPw9NCfZCWlFlAKuWg3q1wNFg/iLLeLOKRbk+2pO4HUaK+41njdRGzMu86Vt+1Wl/TtbYjSIMZVMfAdbfZDzR5lHFOUKB8kY9DgjGmu9+q7YLbu6qhZd13E5Eq1MWhEllNKfdCCpCVj3koKT7qgfB+Omh3pVZO+Fn7vx7tbaYtalxqeum/R5JkqZYcZS4He5hHhaDjifqYz58B9vxUrQpHWzW6nf0D263o1WhuVGP2u53WREZynjkZ/JnVZduuWreZSEiVQJGkRufjXpPCfCPDnE9+be2ceWlFsp1YSQFdqlQGRMoggpIjfU+9yo9ts9+9mN3pj1NsO6oc+bHb7q4jkZcd7h6FSUOJSVAfEpzjIz6jVjezRvxdr9Qa5kdPTVNu/rHgV3aS35lLtqPUJE1tlSCfZIXZWlXcIJCAonAGTgrSkH01Ydyb39QPULvtVNq9l7vZtmlUx2Shh1C+0HGo6uCn3XkoU576scUpAACkgg+VaS3vWlNBTjYKirKMo37xPKn476MOwxQ22HP5GUsJecLxALIUSMq8gMq00AH4EnmY0YefZ2/1BqitrOqa1t0d3KztLBsipQZNJ9qxMe4KQvsOBCuSAMt5PpnPy8HVW9KXUbufM3YqWwe8M9FWqEVcqPGn8U91uRGKu42tSQA4gpSohRHIFPnOfdaemTd/cm7Oqm6bUuC6n5lKaFV4xlMtJH4F8JaypKQo8UkgZOi+ssOlrsxGZRBGUcuR6VATwDc4Y1iSL9CXFMspdQtLignKomFpAT7cwRCstG97NG/F2v1BpezRfxdr9Qa51WTvb1W7kbkXPtNYd8srlTJUktTKghtP0dGYcWD21hB4hQUlJPFSvCcY8nUz6Rd+945W9VS2Y3MuF2thCZzHKVhx2NMjE8gHQAVIPBYIOf3pGPOeavrV1SUhvRRiYET0oeJei3FcNtX7hVw0pTKA6pAUrP2ZHvQUgddCZ08JMiZddjU+44toT7iokeuzkdyLTHZTSJT6Pe95DRPJQ9xXkD96fkdPXs0X8Xa/UGuV9Xi763X1aO0d27KbG3GNQXFaqMdam4kdaI6sJbPbKkoDQKR7hPnzkknXSva6lXnQ7AotJ3Cq7VVuONH4VCY0srQ87yPvAlKSfGP3o9NFsnm7tSx2UZSRsPzNV/GXBiOE7e0dF2lxTzaVlImRmk5hpBRpAMyTyAqS+zRvxdr9QaXs0X8Xa/UGgt6l+ondqpb2xenzZaqijyS9GgyJgQkOuynkpXgOKCu22hC0ZKRyyFeceCy2JvvvvsVv3B2Y3tudu5adUZMaMqQr8Kpv2jAaeadKUrKQpSQpKwfAVgA+S1V5aJcKMmgOWYETR2PRri9xh6b1LrYcW0XktFR7RTQ/aAjLryGaT46Vf8Av71Tbb7A1KDQK1R5lWrE9j2oQ4LbY7LBUUpW4tZAHIpUABk+6c4GMy7ZXdWh722Um96PbU6lRlSnYqWp7bYWtTeOSk8CQU5JGTg5SfHz5+dV1M3Le6n/AGG4qzT3KpNkxhQXY+Q3FiLkKERK/cB5JPlXhXknBOuhOyVu7kWxt7Co+7FxR63cjbr6pM1hwuIWhTii2AooQfCSB9Ufp0OzcNxdOIUgBKdPdH39an8W8L4Tw/wxYXTKwu5fAUVZ1e6QT7KMuXKNAVEgzyMyGSn9SOx9S3B/sXR7kSm5BOdppiO059se0tlQUjuKbCPVJA84PjGcjTtulvVtRsyacncOtN0xVW7piJTCdfLgb48zhtCsAc0+uPXQU9bFBm7T9SVB3bpMZPaqZiVZvHuhUyItCXEnHzSlkk/Hmda/VrW3t+epK1dvbclf2oYtOhRnAOQSuZxfW8QPgG3W8j/J6A7edkHUFtOdKgBpvO3yq6wz0bYZibuHXaHnBaPMOOuqkShTQhYByxAUQNQTE0SW6/WVt/tn96smLZ9VrsC64IqUWSyyI+Y5WUpKUOpClKOMhJ4+Ck594aIZhuI+w2+mKgBxIUApsAjIz5HwOgc64Nyb72euWy7V26uR6j02HQklpltlpYSptam0qHNJIISkDxj01IOs/qZv3b2sUPbPbyrtUmZPpzU+o1MpQXEBxZQhCVKBDf1FKUrGcFOCMHJvWWWVOl4A5cumUbnp1+O1U/6BO4zb4WMJbCFXIeUVKcUfZbUNVjKAnKDHszmJ2FGP7NG/F2v1BpezRvxdr9Qa52W51I7obNbn0Kl1neym7m21VVMfSCoz/tIYC18FhK1ALQ4j6wGeKhjIyfFizt4d1rD622dvbovWa5Z9Tn5iw3kt9ksyY6iyEkJCsIeUEjz6o0RN5aKAOT9oJOg0J2+FQrn0Y4tbrUlLqFDsVvJPtjOlsgKSApIUFiRoQBHOjN9mi/i7X6g0jGjfCO1+oNc3qL1Y7zTt3qbd67unpsKqXeqG3CdQ32kw+8gqaPu5yll5B9fXVs2DvBuruR1pVmzIF2zmrOoMuaZFOZDfa7UVHZGTx5YU/wACfP74jSN3to4QEo1KgNhz5+FLiHouxnDW1uvuoCUMqeUZVAykAt+7/iSYjbvq6WeqjYWRBuKpN3E4Y9qdsVZRpUgezlb4YSMdvKsuEDxn5+gzqebfXvZm6FrRrysyQmdSZa3G2X1RlNFRbWUK91aQoYUkj0+GqIh9FaI1J3WpKr7ZWnch5t1hQpZH0bwlqkJBHd/C+SkeOH1c/Zq4diNrP7C+11H25NZTVVUtUhS5iY/YDpdfcd+pyVjHPH1j6Z+zRrdt1SwHm0gQdgN50+WtVGPW3C7NoteD3Di3c6AArbsy0Cs+4nUOSka7awd6nXssb8Xa/UGl7LG/F2v1BrJpamdg1+6PIVjMx61j9ljfi7X6g0vZY34u1+oNZNLXdg1+6PIV2Y9a15FPgymHI0iGy406goWhSAQpJGCCPyagVCosS1K1WKItbhM2SmXDXI95b0fstp49wj8IpC0rBySvCkqUSVZNi6jG5gpH3jVhytplFhEZfAxHS1JS6RxbLDg8od5KSEKHoojQbm3ZLRmEgaz4Udl5aTkGoPKo9etz0W0Kc0/XZaKXTJzvsr1TU62y1EWpJ4F1SyEpSsjgFZ+upCce9kMdkVyzdzqa9Ho6Wq5QrdnmIxUXHm3m35TaBkslGUrQhLpbK8g8gtODgnUBom59yQplXsi7YKKlGYShyOHI65q1R3Qs9pxRKO8E5SgLKeSihXLJUCNeu7h3u/XYVqWhUaNYVtNCN7dOFJ9qfhh1xfLICu0wSEhQKm1pT3CpwpAHLJMY1hT4Qlt9OZfumYBHLQjnI36gb1frw68YRmUnv0g/dJqxtyKRHqbtt29DpAeTAmoqCOFNVKTF7aShsgJQrtLJWeC8oxwVhQxq0qLDdbosBupR0e2JitJkcglR7nAcskeD5z50qFQaZQo3ap6FKU6El6Q6suPSFAABbiz5UcD8g+GB405a1rFkhoe1qao37svIS2BoJ15metLS0vT11qmrUoeDU4gx/lk/16mhJVsKhlQG5ra1Ut8UW3bqnVGkXLQYtZpsh1KXYcjJQtSFpUk/oWgeP/8ANWf9L0r1+lImPzyf69VrT50OTXmHXZbOFygtRLgx9bOhOlxpSSkazUq17NYXmOkVpPWDBtx+HV0UOJGdREVAjONtjmxF5hSY3IDPEcU4T6ePy6dLdW4iuQy0ogl0A4+R8H/RnU+kzaFMYXGkVCG424MKBeT/AF6rn21ih1kqamMOGK7kHmnCk/8A1GhPNLSsLO1Sbe5Q60pvSYq1tLWhGr9GlMNyGqnF4uJ5AKdSCPyjOsv0tSv+M4n8sn+vUvIo8qq8wHOtrS1q/S1K/wCM4n8sn+vSTVaWtQQipRVKUcAB5JJP/bpezX0rs6etbWlpEgDJPjUQrd4uIf7FJWng2fedKc8j8hn4fbqRZ2L16vI0NufIVCv8RYw1vtHzvsOZqXnH2aAG99nrvuXrldrVW21qtStKXW4ZkSn6U47AdZEVpKipZSUFOQQcnGQdFvBv6fU4qJ1NqsWXGdz23mODiFYODhScg4II/RrP991cJwX0fyadSrnhO4uwkKUIBB36fCpvDHpUb4UeuHbZslTrSmjIgpCo9oQRqI0qS2zZFnWWw7FtC1aTRGnyFOop8NuOHCPQq4AZx59dAnVduN6+lnqEqm5NibczLtoFVcmezpgtOPJMd9XPsudtKltKQrhgkYVx8E5ODH+/Ct48yG8fm0606PuQ7cFMjVqg1yDUafMbDsaXEU26y8g+ikLTlKh9oOkuOEbh8JAUElJkEHb5Ubhz0tN4C5cFxovtPpyOpXMKHL2goEEcjPX4DV0k7IbpVbeqp9Qu5duvW8h56dKYiSGlMuvSZJUF4aWeaG0pWvBV5J44z5Om/pa27v63+rK57hrtk16nUqQKx2p0qnPNML5yUlHFxSQk5HkYPkaLH78K4fHtCP5NOl999c9PaEZ/Np0Bvgp9vJChKSVb7k9dKu7z08KvjedowAm4aSyAAQG0InKE+0Sdzv8A0oTOkTbu/wC2+qC5bguGyK9TKW/FqgamzKc8yw4VSmykJWpISSQCRg+QNedh9udwKR1s1+6qrY9eh0V6r3A63UX6c83GWhxb3bUHVJCSFZGDnzkY0VEjcd2HUoVFl1yAzUKkl1UOI4ptL0kNgFwtoPlYSFJKsA4yM+utz7762fSQ3/JJ0jfBL6AhIWPZVm3/AKU+99O4vHbt5VvHrDAYO+iRpmGu/wAqC/eSyN6NrerOXu9aW21UuOMud9JwHI0J2Sw8Fs9tbayyCUKBKxg4PgHBB0ce01w3fdW3lGuK/bfFDr05pbsunhpbfs57ighJSslQPAJJyc5Pw9NNn33Vs/8AtCM/m06aZW7sGDV0W/Mu2jsVNxbTSITj7SX1LdS4ppIbJ5ErSy8UjHkNLI+qcGt+Erm1WpSViFGYnST8KpuIPSza8S2NrbP2sOMISjtEg5ihAIAIzQN5JA36DShw6nNk91LL38h9RW11tSbjYVKizpEWM0p5xiS0lKClTSPfU2tCB7yc4KlZx4JYrU2x3n6luoyBuzftgTbRodLlRJDqJjK2cNRsKbYbDgSt0rUn3lAADkfTwCYZu+ufjCB/7sa1KVuM/XYLdTotahVCG6paESIpbdbUpCyhYCk5BIUlSSPgQR8NBVwS+pwqziCc2WdJ67VdW3p6VbYei3FuC8hosJeIOdLR/ZjNlJHIkSPORb6qNttwrj6rbauO37Hr1SpTApAdnRKe66w3wkEr5OJSUjiDk+fA0d+ANV/999b9faEY/Np0vvvrv4wj+STqSxwnc261rSoe2Z3/AKVmMb9KTGO2VlZONFItUZEkDUjTU676cqrPro2qqO5WzyJ1u0STU65bs5qXFYiMqdfcacPbeQhKQSfCkLIA/wDV6ovoh2U3C/sxyNwtx7SrFMboFM7cNdWhOx1uyFoDDfAOJHIIZS4CR6ZR89GB999c9TIR9n4JOl9+FcP/ALQgn82nQnODH3blNyVCRGk6GNjtyq5wz03Lwvht7httuUOZoWR7SUrjMkaxBj5mhQ+6EbeX9ed/21NtCya7W47FFW067Tqc9IQhZeWeJKEkA4IONOvW107X7d9eom69h28uuex01iFU6c033HgWlqUhYa9XEkLKVJT5HEeMEkEz991cx/dCPX/gxry9etXYZW+/MZbbbSVrWpCQlKR5JJ+AGmO8FPO9oVKHtwd9o2jSpOG+ndzC0Yei2a/VEuJEic6XCCoK9rTbSOetCJt3TVXneNuUBXQ3EoDLk9gVWqy4swNMMBQLq0dwISg4BI5KV8sKOpX167T3rV7rsvcvby3KtV6jEQqHITTobkhbJZcDrDhS2CQMrcGfsGiNYvyoyobVQjVKM7FdaDzb6AhTa2yMhQUPBBHnPpjWtRNzfvlp6KtbtwU6qQnDhEmGtt5pR9fCkZB9dd+hlwpksqWDMGdAdPACkR6b2rfGWcYtrYpDQUnIpTi0qCwQqStajrOwgaDSg+qvTferHRpQ5ES1qsbsi3K5W3aYmE4ZiGnf7X49oDnnDbLh8eADq0ugnbC86FKvfcfcK36hSqrW5SIzTVQiOR31DKnnnOKwDwUtaMH5oPy1ek3cSRT5EKLPrUKM/UXjHhtvFtC5DoQpZQ2D5WrghasDJwlR9AdbX331vP8AdDf8knXNcFPNOpdSoeyIie6J23p2J+nZ3FcKusLea0fcUsqjVKSoKKE6+7KR39asD8ulkfPVbVHcGZR6fJq1Wq0WFBhMrkSJL/BtplpAKlLWpXhKQASSfAA16gX9PqsKPUqbU48qJLaQ/HfZShaHW1gKStKh4KSCCCPUHVj+jt1MSnz/AKV5x+lllE5VR4D61Y+R89LI+eq1pe4kmt09irUatQp8GSnmxJilDrTqfmlacgj8h1r1zdRq2IyJly3NTKVHdWW23ZrrTCFLCFLKQVkAkIQtWPklR9Add+jt0BMp8/6V36V2UxlVPh/WrSyPnpZHz1X/AN99c9DIRn80nWrTtxJVYjrl0msw5rCHnY6nI5Q4lLrTim3UEpyApC0qSoeoUkg+Rrv0du+qfP8ApXfpZZb5VeX9asrI+eoFvPPgt2vHosmStqRWJ7DMXgnJ7jR9oz8hgME+fsHx14+/CufjCP5NOtSp1ubWIph1EMvNEhWFNDKVD0IPqD9o1X4twniN5YP29upIWtCkgkmJIIE6Ua14xw9p5Li0qIBB2H1oe2bpkE2+a9Wn4bcyCy7KMOW2JBUU8lr7Sm1hKR59fX0BHjMyqFr3bOqkMbf12g1uIr8JLV7ahLjzPkNlwBKhkpwkrAOfOEjiNTR2hUeQ2GX4DTjY9ErBUB+g615tp29PjqjSKagJKVJC21KbcRkYJStJCknwPIIPjXl2H+h/FENJYvrZhQk+0lxQVBn/APnrE6CQByitY56TcIWQUBxP8KSPLN+NP+x17RaxBmWi6pxqXRXFoRHdIK2Wkq4KaOP+DWCkYyOCmsE51aWqc27otB23ceFDgKDctfKSpx1brqyfU8lknPgePjgat6LKYmsIkRnAttYyCNeg2+C3uC2jbF4cxGgVMyAfZkwNYiepqrTjeH4vcLXYyE9CIPlJ0nvqguveq1Oj9Kt5yqTPfhvOGBHU4ysoUWnJrCHEZHnCkKUkj4gkfHXKOnWPDfhtPy5LvNxAWUt4AGRnHkHXVH7oT/gnXh+fpf8A5hH1zWhDjDYHyaR/3DXpvBDDb1svOJ1/AV5b6Rbt62uWw0qJH4mmIWJRh9Z2Uf8Arp//AK6yJseiD19oV+Vwf1af9LW59TYH7Arzb7Suz/5DW7M6ebrpdE++ao7cXNHpHaS+ZzsCQiP21Y4rLhSE8TkYOcHI1hGx1cFs/fn94Fc+gMcvpMxX/ZccuOe5jjjl4znGfGjk3I3ctTauh2+qtSq7UJta2zj0yNRGkJNOWXUjD7pUsYUCkpOEE8SfnqR01xX083bSXl/Qo2TbcEHmfZ+XMI5cPq54+M4zjxrMfaakoC1MJgk69QN47+/atyMFStxTabpUgCROxO067d29c+v7B1bEl2Gdvq132Kf9Kut+yP8AJEL8YIxkNf8AL+r9umAWnb4H7nJ/XV/Xo558hcTpmf3ciOgqn7eU+zUqJ97kiY5He/8A2Efq6C86ucOdReBZU2BlMbcxvWcxll3DS2EPKOdObfkdqaha9AHpTGv0kn+nXv73aGB4pjA+3j5046R9NWPYNAe6PKqVN3cEiVnzNdTOlqrVKt9LtkVKsTnZkpdBCFPOq5LUEFSE5J8khKUjJ8nHnWyR4IGmzpG/wULG/wAyL/1jmnTXl+CgdrcD/d9a9j4jMs2xP7n4ChW6Xtp7/wBvrpp025LfrEHu2F7Apb0sORWJiKvMc7JbCyEqLTzK04Tjy6cglWYVXKX1ct7VQ49Fhbmquoz1Lqbj9YiLCZqIK8rjJQ6lRhLkccIU5wBHhpSfcJdPbiWexdC7LVVXFVlpcVtyK3Dfc7ZkpfUyVLSgoSFJiyPeKsAowSCpIMiC0EAhafJwPPqdWYtUFOVKzpVWrEnQ52rjYJMbg9/1qhNpaNvbC3puapXnMuB2156a77I1NmByK0U1RswOy3yPbzGW7jA+qAD9VIA/WJYHVpa22EC1aRBvihUinMUaPPiiWy9NS6lmcJKoCUSm1JZDiqaVIDreeK/B/CpUfnNGMlacD7daNbr1Lt6CqpVV51DCXWWSWo7j6ubriW0Dg2lSsFSkjOMAeSQASOVaJI1UdJ+dI3iTiVGGwZjSOm2nxoed8IvUc1bVjs2J981RqjlvPQq0/T3I8RaakXactMh9tL3BPuNTh+DUsAuFKSQoHUOuai9U7jF7RKS/f3sa7qivNTBKZEpymqcml1uGwiUnilsqhDk28yHGkjLaVhwKMXmj15p8fbpnuS8rWs9luRc1di09LzUh5kOq991DDKn3uCRlSylptayEgnCTpV2qScxWR8fhSMYgtACEtg/DvmhrsayN73+o61bmv+JclRhUOFJaNVlusIgpaeo0BsBEdDq+0+qY3NLoSCnKkYWpISdROZYPU1aqqrSLAp14REv3Xc82E81VWTHVNk1Bh6nSpHcdJXC9nVI7iMHKyvkgrKTovoN6W3U0UN2nznH2rkiqm011EV4tushtLnJS+PFr3VpIDhSTnABIID1zR499Pn08+umi1QUwFd/3U77SdQoFSBsBEaaTy+J8qGzfGz9zmd16ze9iUW5pgn2PEpKJFKqHb7Tqau2uQhCS4ghfsy1rSElBVxWEuIWeQpGv7S9Wlw0akXFEpFSavdhqhKNRlvsh5DkWNX23FKXyUA4EyoqQs8vfeQolWFHXQIKSc4IODg4+evgW2QCFJwfTz66VdmhZkqNIxirjCAkIBjmR8qHLfk75yKJt85tFR7wjraYRJmJRNSt9h5LsMpZnBTyS6ez7WFLUp5BUkgoUpaHEVRalk9TdsUidR6dR78gW5GmMuVSDEqbCJclLlVnuvGlnvfgQWHYZXhTZOHPVXkmHbu4VoXZMehW9VHJjjBkhxQhvobSqPKcivJ7i0BBUl9l1HEHJ48gCkhRkQWkkAKGSMjz8PnpDbIdOcLNKnEHLdHZFsddR3zQWPWt1cV9CLPvKNc8hqq24PpGQxUmUQ++u25DC46ih0YWah21HingVEKzgjU5vahb007aTaCDYFOvJqpUmJBYq1MiTGWFlaWWUFMqQp3kgIIcI9x9o4IcR5SoX5ct+WfZ0qJDui4YlMdnsS5Mf2hRSlbUVouyFlXolKGwVEkjwNPMaXFmRWZsSQ27HkoS4y4hWUuJUMpIPxBByNKLVIkZjPjSLxBw5VlsActNDuPz4UIUe2+q+p3DUoVSm3lEp8i5IaKk8iqtoQuOa08S5Ty24VMxxTCylwe6eYHulQUSxJtbrEasQwJdbvoOvroj019mUiTUGlqpkpEnsD2hnKUTBDUtAdSDgkhaS4FG8VoGSVp93wfPpr7ySMZIGfA0nqSf3j504YssHRtPlQaXJQusRdXulqnTruU+qG6ETWpsdmI6guU32MQ2UuK7MhKU1EveMHkQVLBRp2plo9Sbl7WPS67WLx+9iNImxpqu6iWJLIrMscZylSW1FDlNMVKXFJeUnyUpCx5J+27st676e5VLbqSJkVqZKgKcCFoxIjPLZfRhYBPFxtac4wcZBIwderoumgWXblSu25qimFSKRHXKmyShbgZaQMqVxQCo4A9ACdd6qj3s5jx+NccSc/wAMNpnbbWYiqe2soG5dI3rval1qLcjliKhhukrnym0wmAlTaGo8ZlLrhUkNBRDo7SvJS4hSuK9V7ftKvi09+KHtdsciv0+nwaNR6mxCgTuNMihVXcE16a24v8IhUVLqAAlZ5dvABCSC0afZeabeacSpDoyg/wAL8ml2o/eL3bb7pSEc8Dlx9QM+uPXxohtkqSEg896Ci/WhwrUkbRHLTSSKCuiW11eSafFdrLV2e0RVFcj2+fHcfFV+hao3KfjKbWeEVUpyAGkggBWSlKRnUj26263tZ3C23uHcBm6am1QazUu9Jm1IPLjsy6DByXPf95r20TEAYPE+AOPHRZ80EAhYwrwDn100xrutyZdU2yI1TS5W6bCYqMqIG15bjvLcQ0vljieSmXRgEkcfIGRlgtEAiVHzoqsTccCobG3IbA6fjQl7s2B1J3y/ubbUiJc0ul1GNVgyhNSbRT5ccvRDSmYiEuBSHEtpkh7KUhWSFleUat/da0d33NytsmNtK5VI9ph32G6CKgoBmNHfjyW3SCeS1uIjvxyoZJD+FeDq6+aPB5p8nA8/HX0qSCElQyfIGnC1Rrrv/ehKxFZy+yNJ5dRE/DlQVWvYnVzLXTLeqNxXRQG3LZMaHIjFtceO+YstLqZKhJR23faFR1ocDLqxxbCVJT3BqabE7Z7xXxJqr3VTCkz40RmLLokN6YVMtvy0SXJQKUKwVsIkiKCfHFJx8DojKRdVAr06sU2kVFMiTQJwptRb7a09iSWG3w3lQAUe080rKcj3sZyCB8ti7rcvOkGvWzVEToAkSIpeCFoAdYeWy6nCwD7rja05xg4yMjB01Fs2CDmJ+P52or2IPLQR2YTtqBBHPQ9/zod+oy2eqSp7iEbLV2pxLemUyGuQpE3gGpi3nYTyWwVDgEMSUSzj99EBHvahrm3/AFMWq3dESzvvmYpdSlVCoOx2ZgUsc7qfdWYie82W3XKc4Vni42VBX1kr44K5W4tlIfumM5X2W12S2h2v821pTBQqOJCVKUU4UOyQvKScDwcHxpwty46TdVCg3JRnXlQKlHRKjKkRnI7imlDKVFt1KVpyPPvJBwRpFWra1EhRnxpUYi8y2lJaECNxvzE/fQy7cW11MQdzLWqN0V68J9EjPU6POM95php2KaPK763oyHnEBwSkxQSFKPPJB95R0VuvJWgDJWkD550029d1uXWKkq36oiWKPUH6VOw2tHZlMkB1s8wM8SfUZSfgTo7LaWRlmZqHdPruznKQIEaCKeNLTci4aE5XXbYRV4pqzENuoOQg6O8iMtakIdKfUIKm1gH0yk6cOScgchkjI8+ujgg7VFKSNxX3U9szxRgP8qr+jUC1PrN/cYfnFf0aouIv1P4itJwp/mH8J/CqO+6E/wCCdeH5+l/+YR9c2WBxZbT8kJH+jXSf7oQM9J94D/L0v/zCPrm0kYSB8hjVxwIP/iOH/d+Aqk9Jn64yP9v4190tErtt09WvuPsHBuCCwtu75tfbioe77hBhmWxHcPbzwwj2gKJxnxqevdOW0rO5l6Uek2HMr0CkWnErVJpbNVkNrlSHC57odCir3+CQM5Az6a0LuO2zSlIIMpJB25EDr3/I1mGOFb19tDoKQFgEb8wo8huAnXxFCfeG4F2X6qmLuuqCaaNAbpkIhhtvtRm88Ee4kcsZPk5P26kqOofd9uzBYTd2KTSUwfowARGe+IeMdjv8O5wx4xy9PHp41cOymxW3e4zl+y7otKVQSiomh0CmrqLzi4E9DDzjqFLykulPBJ94Ee6RjXrY3pptPcrbW1bzl051+Sm5XYtbbEp1HtEDPDCQk+6pCyg5Tj3eWT4GgvYhh7aShxGiCOQgEgnTWOo8ak22D4u6oOMO6uhWsqBISQkzpPMEA8vKh+c3Ovl2wWtr111ZthmT7YiB2W8B3JUTz488clE8eWMnONRbRX0vYTbCVGtF12hvFVW3GqFvSv7deHOC0uSENjCvBAaR7w9448nydONd6R7WpVYt+2JEeTGcrN9vwUzUyFqLlGERclCEgniF4QUc8Z5A+uNORjNkySkJImSdBrvJ37qGvhrE7lIWpQUAEganSYgajQa0H+kfTV7b72tsxS6A9IsO36nb1cpNxSaNIhuuyZUeXGaLiBJDzieCVlTY9xKvGVDBxnVEn46tba5TdNdokEeNUV5ZKsH+xUoK21G34H5V1C6Rv8FCxf8AMa/9Y5pzIyMD46bOkb/BQsX/ADGv/WOadNeZ4N/i3H/L616/xF/g2v8Aw/AUGdkdHG6NtPRn3p1rRnWplNflPRKpMLk9caJV2XZK19hKkOurqEdeATjis8shOXCy+k/ce241tRarT7NqkOhSZRiw3atMa+j1uPwHG6glyOw13paUxH2/cSwCHUFSiVOlREHerZ4R3pZ3UtLsMT00t1wVmOUpmEKKY5PP9sIQshHqeKsDwdZLx3XsazIVXVPuajKqVIZccXTF1WLHkLcTGXJDX4ZxCUKLLanMrKQEAqJCQTqwFtbpE5tu+q/7QvlqjLqe4+H40K7vRxvDKtVdv1Cdaz/sMGnU+D/6YfLcn2V+puB59tyGpHE+3M5ZIX9QlK0rShQkU/pX3Wm3DcdWTU7XbNfFIdffM+S44p2LMp7q0oKmS6hrtw3wEOuv4UpvgWwp3N4Td/dsoF8qsWRdVJTIh0ibV6rJNSj9qlIjuRUFuUef4JavbEFOfB4K+zT5G3X2umy6VAibjWy9Jrkcy6ayiqsKXMZHLLjSQrK0+4vyPHuK/gnCC2t9gr5/nrTlYhfJ9rJ37Hu+lCJcHSxeu31tzq3UmqRWYD0ymzKtSIf0lJ+l3GahU3Cl1EeK45gNTYWFdtQ5RuKgEgKM+qfTzdV/bJbKwn6HSE120rbMOdGri1suR3JFGVGJBS24e40+ppwoIGS39YEDV21ne/aujbfVTdL79qVULaoyuEudTpTcptLmUgNgoJBWe4jCc5IUkj1Gnqj7g2HcVakW3QL0odSq0RhMl+DEqDTr7bKgkpWpCVFQSQtBzjHvJ+YyqbVkGArf6z+FMXf3akhRRqCdYPSI8j86E2o9FO5DVDkUC2axbFPgqotQhsx0y5KG0TJVDp8Nx3AZOAqXEkOqI88VpVjkSkM19dO17WZc9sQYVIZrcVdwP/QcKAzUHUUSO9ckWb3UuJjmO0RES424l1xoBPLgpzBSSfufqL2ithdOW9fNBlQ5NcVQJ8xmqxyzSnxFlSMyVc8Nj+1HEYPnkQPgcSJ/dfa6LUJVJk7jWy1OhRm5kmMurMBxlhzhwdUnnlKFdxvCj4PcR/CGWG2t1SEqooxG9RlK0SPA/n899U3tz087iWfY27VqCu0ulSr2blfQ1RhzXpEmPIeRIBeed7TSjhTrZScLdACgXF8UYrmZ0W7j1KkyWm5Nq0ost1F2h02PU5bsaiynl0ktLZcLCSPMCY4ohCeK5AwFZUoFLUt29uKba1evFN4UudTLagOVKpOQJTchTLCe55IQT5KmXUpHxUhSR5B1GrK6ltpr1rFfo0e7KXAcoaW5AVNqDDXtUNUJiWZTYK89pCJCQpR8ApV8Bp6mLcwknwoTV5fpKnUJ6Tp3Afn+9VBM6R76qlcLtUqVvSKRIqBflxVyX/wsdV1SKq4gp7WCVRHw2RnBXyTnj75wbW9KW69h33Z16124aZWHbUtyLTo7bVZcZQ0+xFkslj34S3HI7inkK8ONYOVKQsoQNEFRt6tsLju6nWTb94U2p1KrUt6sQvZJCHmn47T3Zc4rSSCoLCgUjz7i/wCCcRig9VGzlx3jEtSn3ZT0InNzERp8iay0w9LjzkxDFRyVlbi1rC0AZ5oIUPChpAxbJIUFfOneuX60qSUaRrpyP9vlTVv/ALG3Rvezba3EUGMuDQ6/Dnx5Eh11pEydTuywWldrLiG38KKlJQeKQoJz7um++9hLrualbVxYdGth9myqaYcylTKpLjxY0koihuVHcjtha1Mdh0IH4IkOfWTk6uajX7Y1xO1ZigXlRKi5QVluqIiz2nTBUOWQ9xUe3jgse9jylXyOGtjefaCVEps+PulabsasylQae8isxyiXISUhTTR54WsFaBxGT76f4QyZTTJJUTv+EVFbubpAShKfdmNDzn6mKGP9hruhVqnczly1S1X4Fw3PHrT0ZuU8G3WmzVQoqQI6SFqROijC1uKJaXlzAQkS3efpy3ev7anbWyLcuCgM1S0KO1HnzJM15tX0i1HYQ3IYc9ndJSFtOkq4Nu++kpWjKwbcrfUNsvQmC+9uNQpYaq0SiSEwp7UhcaXIdU02h0IUS37zbmSrGA2sn6pw5S96dn4Eeoy5u6dpsMUmWIE9xysxwmNJIWQy4Sv3XCGnfdPn8Gvx7pwJLFuAQFb99SVXt8pSXFI229k9IqhWulncqLfFs3PEqtvtqpNYrcx2Sqa8tUePNqcuUksslgfhw2+17wdbHJKkrDqMazWX0vbhULYvczbSZNt2JOvKlR4EFiNPkPQ0ym4DcZ+a64tlK0rkuoLywlCiMjyo5Ordn9QG3jdE3CrFEqQrSttqZ9K1ZmGtCu40qGZTfaXnisLbScKzjORnwdb9G3y2jrNEpFca3HtltmtPCJFSurx8rlYQVRxheC6kuNgpHkFaf4QzyWLcHQ/nakXd3yh7SOY5fxD89KHCJ0c7nC4aFUXq7TKfRqbW5dSi0OlVlbbdCS5IiOoXEedhOFR/tZ0qCEMHLvEL4qXme7odP+4937yu3pQqjRUUKUuBJd79RkR5TbkanVSIW0obaUCFKqDS+YcSU9tWATg6t2fuvY7VuXVcNDuGm137zocmVVItNmtPOslltxZbUEq9xR7S0jljylQ+BxoUPfraGtWzR7p/sj2zFi1pxuKwHqxHBEtSErMUnnjupC05QPIyPmNL6uwBlzb679NKQ3t6o9pl2kbddfOhvp3Rruc3SbIpEysUdiBa1SmSREp1XMdxkOOw3GJXfMBSXH0+zOpV22Y5UFp98FTpXO9iOnTcHa6tXrWatKt5c24KGmnNTmJkh52oTkypz3tssFtBQpaZTIUlK1kds4V6auSbvHtJTXKmzUdz7UiuUWQmJUUPViOhUN5RUEtugr9xRKFgJODlKh6g63KruTt5Q6LTbkrV9W/BpNY7f0dOkVJluPM5p5I7TilBK8p94cSfHn01yLdhBzBW3f8ACkdxC8dR2ak6HuPWaE23ujjeCk2/b0OTUbVdm0W6PpxttVRcMRlC49PQ7hpEJsFRciSVpDfaWkuoPdUVOFVu3/sruLc/UdaW7FKqdGYolvGKleZCm5hZCJaZLWOwsrC/aGiAl5tBCF80LPBSbGkb0bQRH3o0rdK02XY840t1C6xHSpuYCQY6gV+HAQcoPkY8jWjcm/u0Frd1NRv+iuuRqvEoctqLNaeciTJDim20PJSrLfvIcyVYx215+qccGGEJgK6c+lKq7vXlglGsEbHnE1Re8/S3u/fNz1qr2lXrbiMVG6V3FEcemPMyYyxBpjDK+Xs7oSoKgyM8OK8LbIcALiDG5nRbuu6msop1YtumRp8xUmdFh1BxSbhSaw9NT7WHYi221NsuIaTybfSSMEcdE/Wd8NpaLRa1W3dxrZcaoDxiTUoq8fLUohfCOr38JdUW1gJPklCv4Jww1bqNsyj03bWfOSmMrctlqZFblzWI4gxDE9qdfeU4oJ4toKQQkklSgBpimLYkkq+dFavr/IEJRt3dBP3VA7Q6Y7qoe2+61kVSp06cu+LfhUulqlz3JZZeYo6IYMh3sN8kpeQClaW8lCUniD7uoVc/RtuVMk1KPbNXtyAxIoT1MiyxPktuNMqoJgCm9pLRSIvth9r5hWeRz2+fnRMxN4dppz0GND3NtV92qR3ZcJDdXjqMlhsrDjjeF++lJadBIyPwa/4Jx6trd/ai86mii2huXa1bqDiFuJi06rsSHVIQElSghCicAKSc/IjRDbsKATPzoKb29aKl5d99D0A/CqD6mNkarckHa3a/b+0or8RhitwE9919uDTXF0txLEl15Dbiklt4pcRkZU4hIBSTkNFR6PNxTPumrU+u0Bcm5ZFTcqBclyGjVmHanTZTDEkpaPEKZizW1kcuPtOAFhSsXMx1R7PyLpiW0LpgsNSZlWpqqhKltMRkTYD0RpbHJahyUszGyjHqEqPy1YFGvezbjq9Tt+37rpFSqdFc7VShxJrbz8NeSOLqEkqQcpUPeA8pI9QdM7C3dUTm/MU/129tW0pKYAk6g8yd/jQnOdG24iCuU0bTeclUaLBdjLqUlKG2WK+7UDTA77OVLirhuNReZAIDCQWykgCVbX9M+5Fk7kWReNVqdDmM0CA9Bl5qDz6osZS5y2osVK2AsJaEphoK7qELbaPNnklsgotLRRZNJIIoCsWuFJKDGs/MRS1PrN/cUfnVf0agOp9Zv7ij86r+jVbxF+p/EVZcJ/5h/CfvFUj90ETz6U7sT85NKH/xCPrm0fXXWTqP2nm727N3BtxS6oxT51REd6I++kloPMPtvIS5x8hCi2EkgEgKyAcYIPfsA+pf+HYn87yP930fhDF7LD7ZaLlYSSr8KDx3gV/it005aN5gEwdutOmxnUlaG1lu2rTJ8ae+7TEVsT0NsgpJkKZXH4kq8+8yAfTGc+db1N6hds566rHr0+twkVvbunWs/KjQg641NbS4l1aU805SOYIORn7NR39gH1LfwrF/niR/u+l+wD6lv4Vi/wA8SP8Ad9W7l5gDq1OF7VW/nPTrVKzZ8UstoaDEpTsD/wAcvXpT5tzv9tdtFQaDbtvCbXkt3a5WKnNqNN4Otx1NFnuMBLvh7h8yR7yh8cjfsrqhsLbyRSIdtirppTF2VeZMYEdKeVKlFRaTjl5WhXbVx8eUeuop+wD6lv4Vi/zxI/3fS/YB9S38Kxf54kf7vpF3eAOElb0zv3793KdKc3bcUtBIbYACdojTbv5wJmn2m9Rm3kWParboqnKj7gz7mk4jD+43lyCjj73leHUZT+XzrdqHV5RJK7UnvxZ8yTbF6TaiApoJLtIdD6EYOcd1Lb/EJ9PcGT8dRX9gH1L/AMKxP53kf7vqtdwdlLk2sqn0Hfm5e2FNqQxzhprEyQ+1kAguNsxVKQCCCCoAEaIh7A31QhzMddpO8zy7zQ1NcT2yJU2EjTpyyxuf9oq0t7N59uLo2vnWHaFYr1Sfk3c7cja58QMtsNPB5S2G/fUQELcB9BkqWcDQ5n46uizujrejcGiN3HZFzbaVymOqKBJhV951AWACUqxH91QBGUnBGfI0+fsAepdXuh2w058clVeSQPtOI+pdtjOEWCCyl7mTrvPkKrr3AMexR1Nw4xyAEREeZovukb/BQsX/ADGv/WOacyMjB+On7ajb1e1GzVC26cnpnO0KkiM7ISnil1zBUtSR6hPJSsZ84xnTF+XWPwNSXFvqGxV9a3XEqFNItkK3CY+OlDlY/SAbRrluVmXuF9JC1qjAcgNfRCWc0+G1UEMR3CHDze5VJ1SnsDPBICB5On/dfphpW6N5V+8n7jVBerVlS7UQz7H3Ux5LyXm01D66eS0MyH2uPjKXD7w05Unql2kra6WimSq68a3VUUmnH6DlpEpa21uJfRlsZj9tp1Xd+qEoUSQBpvb6w9jHrVl3mxWaw5SYMxqLIeTQ5ZLSHGi63IUnt5SwptJUlw4BwQMnxqzy2oTlkR41VFeJFztCDO23X4d1RGv9GL9fqdzPu7nLYgVn6RkQI7dK4vQZcuZT5inFvJeBdQHqcgBICFcFkBYIB1mp/Rs1FrVIqTt9MpiNGHKrENmlKUJ02LKmymXW3JD7q2kl6c4XELLvcCcchyOpG11c7bw/po3VBrVHFIuOo0AYp78kuNwktKfmqDbf4NhAfb5KPhPJPnzp1q/UjZtKFYrTkOqG27amy6LWKiae+CmromR4rMWOjjmRzW4+CtGUpLQBI5abktJmiF/E4yGY8B9N/wAaaLc6a51K2JuzZeq3+ub98YeTGmtQVNs01BYabaaaYW84rtpLIXw7gSOakoDaQkDa286dpVl7nP7h1G9/pRouVSbGgopwjlubU1x3Jzine4orbLkfLbfEFCV4Kl8QdSi6tw7og06g3NalmrqNvzY4n1aTNWqG/Tondj8lFhwBwuBhyS5wKQcscTgqGom31ibGroia4atWkJKsmIqhTPa0x/ZUyjLLHb5+zBhQcL2OPE+vw0Qi3QROkba0ELvnEqy65pmADrsZ6TFRcdHs5cSrwJG5o9jn1eXUokRmkFEeGl+nVKIpKGy+UpUo1MurLYQglnw2krUrWrI6JmpaKrAk7jqVTplEmwojIpIDsaoSqZDgOylO93LjYTBbWlnCcKUffOBqYtdWO2kGpO0u4qiUOO1ubS4j1OiSZTAZYkx4/efc7QS0O5KZBV5b98YWrOnW1Oo21K9tlK3Qq9GrNHhx67It9qEuG69LlSkSzGaQw0lHN1Ti+ICUpPFXJJPuKIYG7RR0++jKfxNICjPTYc+mlMe33Slb23+3O4O3EK5Zb8S/YbkBchTP4SG0uD7OoDKjzJcW+95wMvEY8ZMZf6OK1LS7Le3ecjVV5x+R7bBpBZU265QW6UFIHfJTjth71z54gg4XqdWF1C03c7dJVpWbTX5FutWqxcCqq9DkNKdeekONJZSFoCU8Oy4lXI8i4laAMtL02Hq92omP0yZSa6yaKtT6qpMlsSWlRkN0ldRw2kNKC3A0lJWglJGcDK8IPFNrlA5bU0OYilxRElR1Og6c9OcV92j6cKztfd8C8HdwWaq+GayxUmvotbaZKZ8tEsdtS5Di2y26j1UXCpJwcHKiy1LpGlVOqViZI3FSI8+XMfiNCke9HbkV9isqQpXe/CEONONhWE+HAce7hUii9Yew0j2RL10SoLsyQmGhmdT347iZBeDXZWlaQUrBWhRB9ELSr0Opm5fFxV6l2lcm3lsJq9FuNqLNfkSnvZXI0N5yPhztr94qDDrznHGctcfVQ0obtlJyp1A6H4U1T2INuZ16E8yANpPP41X+2XSrS9vaLe1tu3QuowLrpbtDjPdh1MyHAWqSoNrcW+4hwpMteChtpOQSUkqOmCo9H9arlGolOrO6MNT8RhymVV6JbLUdM6mqcp6w2hKXctvj6MYHtCy6rCiMAJQEkvpaN6o0RljSooxK5CivNqe4dI6UNLPRzJhLVMp+5KW5jcqLNjOLo/JDbrFwTKunknvAqB9sLOAR9TnnzxGOjdFsejtvRUX2l1puupqkJ1dPeU+3FH0iRFcK5Km1ALqa1BTaGx7qiUkuFQJrS0nqTPT76f8Aat2Z9vfuH0qh7e6YHqDYl+2GL6D8a97Sp9td403iqG7GpIpypGO7+EC0pbWG/d4kKHJWQRFLq6LavX2p0an7vvQItTqHtsuMaWtbTgEanNJHFEhHJaVU3kCvknD6xw5AL0UelpTaNEAEbU1OJXKFFQVqe4dI6d1UravTtPt2iblUB++zIhX5EkwocdqnlpilIeEnktLRdUkrUZOVhoMtqLYUEJUpSjAXOiKTLjRHapuazOnomvGYV0h5qJKgORIEXsFlmWhXMJpsdXMuKSVFWWyMAFRpa42jRABG1KjE7pCipKoJ7h0jp0obY/RyxHuiVcCb3bU2bmbr8MLp7y5DLXtz81yIpapJbKC7IVxKGm8eSoLUonT7P6Z5qrC23tSjX4xFqG31Ldowmy6I3Mjzoj8P2WQFRXF8ApSACnkVoHkKSsEjV6KUlOOSgMnAyfU6+64WjSZgUi8TunCCpUx3DpHTpQzXl0j0io06DGkbgMxlN12vznkPwnQxLiVd8OPRVtsyGlkpAQkL58CAeTZBwPrvSDcLlzVy6XN4HJMqdVIVSphlUlbxhiLVl1BppfKThxI7q2sIDQACDjPLlad3syKzdDkKKOa48cYH5ElZH5fONSSy62atTAw+rMmLhC/+Un96f6D+T7dDFqyVaj76OcQu0onP8h1npVAQ+it+k0yXBo+5DTMhFaRUaZNfpLsh1iL/AOkQqM6lcoocwmqPlKm0tAKHIpUVHU8r3TwK3ZthWj99pZFkW9MoPf8AYuXtffpC6d3ePcHDjz7nHKs445H1tXJpaILRpIIA3oC8SuXCFKVqO4dI+6h0q3SEio1OivMX+qNTqfS6VGmxRTApcmZToMqJGfbc7g7LfGWpS2uKuRSMKTknW3tv0pjb67baugXyZ33vPh7smm9rv4oUalY5d08f7m7vofrcfhyJAaWuFo0DmApFYlcqSUFWhEbChyurpFeud+4S5uEGWK1MrstlH0VyVH+k5VOkrSVd4c+C6eoA4GQ8PTh70x2l2BZ2svq6bvTcDdTRXX5S4aHI7yZERqRNdmOMqcU+ttaA68op4NN+pKuRUSbc0tKm1aSrOBrSLxC5W2WlK0PhS0tLS1IqHS1PrN/cUfnVf0agOp7Zv7jD84r+jVDxF+p/EVpeFP8AMP4T+FPulpaWsLXpdLS0tLXV1LS0tLXV1LXLvenpe31tbcW5quzY1Suim1mqy6nHrFMKHy4266pzD6SQttaQoA5HHx4JA11E1AN+9uaru1tDc23lEry6POrMQNMSgSE8krSvtr4+e2vj214yeK1eD6G4wXFXcKuM7cQrQyJ061RY/grONW3ZPT7Oogxr0oVfuea7btCoXMiubjWkxVbsXFbp9uRa5HkScsB0qcUltZQVqCx7qCpQCTyxo6dcrJvR1vBa73t+46rasK26VJZW/dL9aZLTKQ4nC4yEHul0nHBKkoJVgZGuje2u9e1W7KZLO3V906vPU9KTJbZWUvISfAWpCglWCR9bGM6l8QstuPm6Yc7QK94gQAahcMPuNWws7hrsinRIKpJHXrU0kM+0R3WOXHuIUjOM4yMarKo06RTZCospBSoeih6KHzB1aOo9cdZo8d1EWVCRMdQeRTnHD9P2/LUfBLt1h0ttozBW4G+nyovEdixcsh1xeQp2J215aa+VDbavTVYVpyqE/Dq9yzGbZmuS6REm1MvR4SFxXovs7bfEBLQbkO/8sq4lSlcQBGJ3RJszOtGLZS5Feap0F91yN2noyXGm3Izkcs8uz76Q26vitzk6Cc89E85cVuNJ5u28ygemVOgD/u16+nqB/FpH8oP6taUrJ09XPmn61lBKTm9bHkr+Xvoebh6Uts7leqDs6o3Eymq1KfUZbcaoJbS6mc2wiZGPuZ7D3szJUnPIFPuqSPGpLUNkrRn2ZW7G9tqseBXq1JrspbT6O57S/KMlxOFIU2torJBacQtBSeKgoauH6eoH8Wkfyg/q0vp6gfxaR/KD+rTg4sf+ude9P1phSFAA3Y01Giv5arFjb+BQtqztfbDriIkShKosFct5TikoDBaQXF+Sfhk4/IPhqpLa6MLEYs2l02661W5Nxt0xmn1KqRJyUqdZ+j24L0NvLYAjKZRxHuBz99zC/e0VP09QP4tI/lB/Vrw9cltR2lvyLfZaabSVrWt0JSlIGSSSMAAfHXKcWuCpg6d6frStoDUhF2kSZOiv5aHmT0k7SSXJax9Mspluy3S23MSEI9omRJa0pyg4AcgMAZzhPIec5EhTsRZzdmybIYqNZahLuFdzwn0yUe0U2eqX7WlUdRQRxS/yWEuBf11JVyT41crFy2zKZbkxqAw8y6gLbcbeCkrSRkEEDBBHx1jl3ZadPYVKn0aLGYSUpLr0hKEAqIAGSMeSQB9pGkDigP1c+afrXFGaAbsaHTRW/wD+aqrbzZiytr5KJdqpmoWmjRqIRIkd0LZZkSZAcVkZLinZj6lK9DkAAY1EB0gbJimv0YUqeIEmrVisPxxL4pceqURcR9GQAoNpZXxbCSCnik5OPJDtXLbL6QpigsOBQCgUPAgg+h8DX1FyW04AW6AwoKJAKXQc49fhri8ogDsD5p+tIGilRULsSd9Ffy+NDZX+jPZe6qBSqBckepzk0ZFRRFk9xhh4GY2224s9lpCCtKWkcDxGCMnJ86uKi0FihLmCJOluRpLjamYrriSzCQhlDQaYSAODeG+WCT7ylHPnAlTN52bJluU+PTILspkZcYRKQpxAwk+UgZHhaD/1h8xra+nqB/FpH8oP6tKh5aDKGD5p+tI6yHRkcugR0hX8tR7I+elkfPUh+nqB/FpH8oP6tL6eoH8Wkfyg/q0X1x//AEVeafrUf1C3/wDsJ8lfSo9kfPSyPnp3p152ZWGFSqRTYM5lDrjCnI0pDqUuIUUrQSnICkqBBHqCCDraNet8f/hpH8oP6tcLx4/+FXmn61xw9gaG4T5K/lqPZHz0sj56kP09QP4tI/lB/VrRnXpbEWnSqgzbrL4ihQUEPA+8P3pIHj4a71x//RV5p+td9n252uE+SvpTWpaEJK1rCUpGSScADUcn39RIb4Za7srBwpTQHEfkJPn9Gvsee/fKzJl01mNTwsjg2vx4+AT8T9qvnqUR6XY0amu09u1EqLzfBby3Apwn55x48+cDxpPXLg6hk+afrTxYWqdF3CfJX0qvL3aNQjRLggyHHYjiQkoycIPwOPh8QftH26+U43lBhNTqZJFQiODkE8u4QPkQfIP2A6f7ZrdDiSJtlVu3m1NvlQbPP0Vj4ePiMEfaPt1ms65aVQKxItmpUFCkrWSyorwOX2ePRQx+n8um+tPEz2KvNP1ovqbATHbp8lbeVMNlokTbiqNUmtFt5KTyQQRxUtXp58+ACNeKs2q0bmbq0dH9pyye4kfb9cf0j/6atsVu3geQtlvJ+PcH9Wscip2xLCUybUYdShQWkLUCAoeh9Pt0vrL0f4KvNP1pnqtvmk3CY8Ffy0wtOtvNoebWFIWkKSR8QfQ69ZHz0/8A3wW4n3RbrQIIGO4PU+nw16+nqB/FpH8oP6tO9ce/0VeafrQjYW//ANhPkr6VHsj56WR89SH6eoH8Wkfyg/q1rMXjZ0lTiI9LhOqZWW3AiSlRQoEgpOB4OQRj5g671x4bsq80/WlGHsHa4T5K/lpnyPnpZHz0/m47bC+2bfZCyOQT3RnHz9NYJd5WbT0Idn0yFGQ4cIU9JSgKPEq8Z9fdSo/kBPw0nrr3+ifNP1rhhzB/9hPkr+WmfI+elkfPT4m6LWXKchIocdUhpCXHGQ+krQhRISopxkAlKsH48T8tZfp6gfxaR/KD+rS+uPn/AMKvNP1pPULcb3CfJX0phbQp1aW20qUpZASE+pOrFt6nvU2mIjPkdwkrUB8M/DTHS6/QUzUEUhEQnwHuWeOfn48fl1LgUkZB8fZrO47evOBLKkFI31jXyrV8NYdbtFVwhwLVtpOnnBr7paWlrNVsaWlpaWurqWlpaWurqWlpaWurqrDqK2Np/UDt595Eyuv0d6POaqUKY00Hg3IbStKebZI7iCHFApyPgc+NVp0z9GitjL0lbh3DfQrtXcgOU2MzEg+yx2WVrQpSlZWtTiiWxjyAMnwTggmtLU1vEblq3VaIVCFbiq93C7R66TerQC4nQGsE5xTUN9xCsKQ0tST8iAdDjvRT96KvbDDWx9yW/R7h+kWHZEmuMLeZXEBJdQAlKjyUeIzj05YKThQI2o/ufK/Mr/7tVbrQcNoCm3R4fjWW4tcLbzKt4kwdRy5VQvVxZk+8LOt/2W0Khcj9KqbkxMWPTm6jFU57I8hKZUNa0KdZWV8OTa0raUtLgUOOdVFVHesaF9IxbaolzUcs0FbUWlMezyqdT4yaNH9nRGfWFOvTE1DuoUVrWSgKJ93idGXUaxSaQlK6tVIkJKwtSTIfS2FBCCtZHIjPFCVKPyAJPga1XLutRozUu3PSUGmtpdmhU1oGMhQylTmVe4DkYKsA6v3LdKllWaKzdvfKabDZbCgJ37zQkVOF1hUMXxFotwXrVmEomsUl2UxEU6lhqsQ0tOMlLKeTq4Lk1QyCTwHEApSNTS919REbp8sz6Gqt0TLvakOKqrsCA21LmMpbkdlt3khSo6lH2f8ACBlae4B3EpbUspumubr2VQa7a1uO1VuXOvCYIlNbhutukgx3nw8scgQ0Ux1gLAIKsD45D5Ium2IkibElXHS2X6ayJE1tyY2lUZo+i3ATlCTkeVYGmpYSJAWem/xoi71ZyEtDedt+VB3e159VVtVbce8npFwUehW/AXWILFYMX2V5UOdDWI7bzTaUn2iIZaAhPIlRSOSljxNd4LA3UrG2205nyLpq9dpkWWxcX0aG1LdlyaJJa5vI4/tZkrS0ojASh1focKBEVqpWXIojFQuKoUR2jvuMOsPzXWVRnHOQWypKlngVcglSSDnIBHnGt6ZWqNTpUODUavCiSKi52ojT8hDa5C/HutpUQVnyPAydcLYagr0P1mk+0DKSloAidhvpHj1oIKpD6wbF29gWlZDd8yFUtqG7T5IZiOlspo0FZhuIDPJbQlmUhPlKU9tSVlZKNXrsvta5ULKvqyN06TWpkaZflXqLTVUdUhL0dU72iK6w42UkoI7az5+vzGBjiLCszeLb297Jh3/Trihw6XLbbWr2+Syy5GLn1EPDmQ2sjBCScnI1u17c/b+2Z9PpdauynMTKnUo9IjRw8FuKlvpKmW1JTko5BJIKsD08+RpG2G0kKK5HftrSv3bzoLaWsqpmQDMihOkdLO4U7+y3dluMsUGp+3XVGt2NFhmPUKuzLhoZYQ9NLuFRh5LSCgcXPeKx51pSNqdw6bRLm3M2j2nqVuu0Cv0mpWtbL0REV19ZpRp9RUlhBKW0qU+Fk5HP2ZSvOQSVyt47JRuBW9vHpwYlW3TI9Tq0599hqJES+spaaWpbgX3FAcvCCgApyoFSQX6TetmQnFtTLuorC220urS5PaSUoUElKiCrwCFpIPxCh8xpvqjJ91X96IcSugfbRO3lp9/499QbbPYu1tnrQYRZtJb++ePQW6e7UHHVky5DcVhrmpBUUJ5GKyTgD6ufiSR2qtU6u2NsbVNARua9cpnh6suT4cL3ZCYsQvMpbbbKlxC8qV21K4fUUPfBbJMymXDQK0w9Ko9cp89mOQHnI0pDqGzxCveKSQPdIPn4EH01FqpvLY0C57RtKFUUVedej0lunKpz7LzSUR2yt11xfcA4Dwn3eSio4CThRBHGUZQEqgd1At7t3OorQFnfXlAJ/rVa7To38Z3IvRV6za/IoMyFVH6W3NaaDMV9FYmtxW2ChAVhUJMZeFFRPIHPoBXNJpXV+3XttIFQu+8RTp9EpcqvSXIcVwtz3nl/SUd7g0O122S2G1KwE4yCteQSVt7dq07gn1eAVSKWaPLchuO1MNx233ESH2FdolZ5jlHUfh7q0H44EnVWqMiQ7DXVoSX2ChLrRkIC2ysgICk5yORIAz658aZ2bZSB2m3fUjtLlKiv1ca/7dOmmnePjFBJaFpdVtgUnbm1bWduSmUiFasN2THEFl5BqC1yVTmJGEAoWlKmO2pRGMDHNXLVkXrR77jbS7MC4a9dNYuamXPQa9caSWfbEBSVKkocS2hKQ20tzhjGQlPkqwTokPvhoHNLYrcAqW2t5KfaUZLaCQtYGfKUkHJ9Bg6rSZeVkjcR+I9XKbPCQy46gvBSUBwEJwfqqxwV4GcAecZGmFDLQy9pvoNfA6eVSB67ckuC2Pse0SEnaY1MbSY151Te1M/qlr9j35IuhF1SZjdIS9TmpyYkZx2rBuQX2YSwgpLBUIwbLgUnJOeQyNa9Bn702f0rXjNvebc0Gvi7KZCgSnYraJ66bImU5tXbQ4jipR78lsFafsIGAAT1x7iUC2JVCiPsTJabgeaZhuwWkutAOSI7CVqVyGEcpTZyM+6FH4YL9U2aY/DWisMxnYoUhxSZCUqb5IUFJJCvGQpKVD5EAjyNFDAIhKzIEedQ1XpSoKW0ACQf/wA6EfWgktOodVVv3bZtNcVdbLUjsEtz2IqYzzCpk4OqqPu5Q97KIHEII98q8Z5YfttpfVA9VLNY3Dr960ui/Tcd+tyZzERuSpbdKLstjCGyPYlT0pbbITyKVLAVjioE3VY1PveOpdIkpEmEviFrBSFJI9PnjPoceoOscOyJc2QJtzVBUhQ9G0LJ8fIqPoPsH/bpotVA6KJ+NOViKVJMtpBI6eNCVuFdO/8Aeu+d8M7PPXHMTRFPsRI5ZjCnRh9ANPR/eUnkHzNWhSQpeCFemOWnm27b6lavCXUrirl7l6nWvXpNPcVTIyJTk8qZRBaeQ6Ed1bfdkOIGW+ZaT5IGFGDT6RSqT3voymxopkKDjxZaCS6oJCQpZHlRCUpGTk4AHw1uacLMklSlGhnFAEhCGxAAGok7UHNKqHVw5VbLQ6zejbCH4qFFaIrkeSn6XcTOXPUtlt5to08NKZSpKHASQSpwZM86cKjvrQlOxt427vrQq0Oglh2ZFYPsE12M+qaFFtKOLKFttJOeRClp9eROiK0tPRalBBzk0N7EA6hSOySJ6eM0Jd9bW7sVLeuuXNSmJZoD241oVIRPYUqTJYjxWEvSg9y5JQ0UqSoAfA60toY3VxU5lrsbhXDdUZDlyokVoOQmGgw01T5LjjBc7eFxXJTcZAKB4S4QleTkGDpaabMZswUacMUUEZChJ0A26CKHDpiuvd6kRUUPqBqVcfr1yzw1TY86npQY7zURbssJWhKUljLeUKAKQVpSFHI1odQnTgm9b0sWDZVqUlMOfUa/Lr0yqU9ypQ47kmG6UvuMl1B5l5xRb4qSEuFJx4xonSlJUFFIKhkA/LX3T/Vgpvs1mfvoYxBSHi+0MpPIbbRt3ffQYx9irrpO6FMt6VaFcrs+FddGeaviYltaXbYj0ZEWTGdk8uaVLcS8lTHEBS3efn6wk3T504yFO1sbzW+7LTawjWbbRkLW2ZFMgIlNtzhwUPD7c5aeJ8DhnGcEFRpaamybSqd6evFXloKBpIAnnp06TQv79wt9I963bVdtIlcjMPU23240yk09lb0ktrqKpDBe4qdSnKo45BDvBTiTw4KcUCKtNyqvWtR3a6xJYqS6fHVMalLbU8h8tp5hxTQDZUFZyUAJJzgAYGnbS0Vtns1FU71Geuu2bSgpAjnzOgH4UtT+z3XHaKjuLK+C1JGTnA+WoBqe2X+4o/Oq/o1T8RgGznvFXnCZIvyP9p+8U+LWltJWtQSlIySTgAaoOodd3StTJ8inSd1mFuxnVNLUxS5rzZUk4PFxDJSsZHhSSQfUEjVtbkkp27ulQOCKLNIP/uF64kWpQaZIpiZ0uMl5x1Ssc/QAHHp6fDVVw9giMZUsKUREfnY1fcUcRLwBCFpSDmnf+4rqr+z86T/8ag/mWof7DS/Z+dJ/+NQfzLUP9hrmOKHRkjApcb+TGnSg2HMueWqn2zZz1WlIQXFMQYCn3AgEAq4oSTjyPP261KuBrZAlTpA+H0rGJ9JFy4cqGQT4H610k/Z+dJ/+NQfzLUP9hpfs/Ok//GoP5lqH+w1zsh7R3bPelMU/bSryXYLvYkoZo7q1MuYB4LAR7qsEHBwcHXn+xhdCX40X+x7Uw7MddYjt/RLgU840SHEIHHKlI4q5AeRxOfTTf0Ks/wDW+Y+lPPpCvwJ9X+R+tdFf2fnSh/jT/wDgtQ/2Gvo6++lA/wD5pn+ZKh/sNc6422t2yKW5W4lh1ZymspcU5MbpjhYQlskOErCeICSlQPnxg59Ne6xt7eVuRPpGu2TWaZF5BPfl011lvJ9ByUkDJ+WnDgmynL2xn4U0+kTEAM3q4jwNdER19dKP+NI/zJUP9hr2OvbpUV9Xc5Z/JQ6h/sNc0AAPQY19ydF/QO0/1VfKo/8A1MvP9FPma7BWfuNZW6lkrvCwLgYrFJkIebS+0lSClaRhSFoWAtCh491QBwQfQjUS1Sv3OUf/AGN38M+BdUrA/wD0MXU43T3e282Vt1i69y7hFHpcmY1AbfMd17k+4FFKeLSVK9EqJOMAJOqjC7dFg9cMzolQEmrzGrlzE2LV/L7S0kwNem1QzqW2Nr+99BpdOtu5KfR5cAVNhbk6Kt9tbE6myILuAhaSFpTIKknOMjyD6ariudGdw1WXe70W8qHDZuZuEuO03TXsmRHmxJPJ5ZdLiUr9k4LSypCVFSXOIUgZtvqJ3mc2U21cu6k02NVqxLlMwqTAed7bct5WXFgqz4wy28sfMoA+Omad1cbS02rs02Uqr+yuQWKgqrNxUrgoaeprtRb98L5kqjR3lDCD5Tg4yMznkWylntDrUG1dxBDKewHs6xoORBPzqC2H0dVayNwrRuyLcdA+j7fXBkvxkQH1SEuR4cyN2Y77jqlJjn2sL4r5Hkj1HppXl0gXHdW4F43g5dVAXHuNuUmNHcgSGlNl1+nPI5lh5A5Nmn+66kBZUtKl8wgI1v3r1kR4dGdcs2wqsKh9F3A+4mtNoYNOlQKQmosh5lLhLiHG3WT7qwQlR8hQIDu91obUUemUl66I9ap06dUX6TIiuxWkLjPseyh1xQLvlvM1ggIK1lKiePur4iy2kZCdN+dSCrFAoOxqRGwmN60L66X7pu3Ya09ombvobcygIkIlyzSeyy/3osljk2llSFNKSZAUeJHc4qC8pWoF7v7p7rd3VzbCswq/R4zlhojNS3ZMBchyS229GcWhCVL7RSsxhjmgqQvgtCklOFSWJ1A2XK2/lbmOUyvRKDErwoCnpMNKFKd9sRDL6Rz8sB5ZSV5yOCzjx5iCutfZduVHhvfTjTsmiGvIS5GZSr2cw3pjaeHd5lS48da0kJKBybSpSVLCdEUm1G53jn02oCFYiT7CfdKuQ3O/31X7HQ5WaVa6aRSbnthyShul5anUdTsKQ7HhVGI8680FpKlqFR7iFZyFspznPiWUvpIcopgS4dwUqRUafddu10TZVO5PPxKZTWIRjrWFcuSi266k5KUqc9PU6ca/1dWg1Sq3HplFuGmVin2u/cqDVaSlTbDKWFutqdZQ+lxSVJTkYKUEkILiVnjpykdW+2UOZNp7kC4n3Yj5iMus09PaqL6J8envojZcyrtSpbKFcuI8qKSsA6YEWgOhoq3cUcEEfId1aO5fTVOvS8K/fFKrNFanT6lb1TiRqhTlPx1rpqZCVtSQlSSttzvpPg5CmkHzgaiNp9EUe3YKY06v0iqvipWvKVJfpY5rjUtptL0bySQ24tvKUZISAkHJGdWs71F2Snb2gbiRaRcMxm5p7lLp1Mjw0KnuS2y93GiguBAKBGeJPPGEeCcgGN2VvtdW6VxbhiwqfANDoFu0+Zbj81niJ8ybBEthby+8C22Q40nt8AQMkrSfdD1Itiqdyfx1obb2IIbOsJT1jkQPv/GmnbbpLdsTbO+tu13RESm9LWh2+qTBhlrsPNRH47kgpz75V3knGQSE4J+Os22/TRPsK7KLf9erNvGRSqlW6tLi0ikqjRWvbIkWOluOkrUUJQIpWcnyXFY+ZjFw9WW4tu7op23XbFvVGQl2ClUeGZBmSGpcyQ2HmEJ5pUllhpt1zkQPKvKfA00Ubqz3cRQ0XdWbNo8mkVS227yiNNvLU4xSE1BmNJD2AAXUNPh3KfdGFAjxyIwq2BEA6eNHLWIrCiSPb7xrIjT4VcG7VsVXdp+3mLVahrjtfSkSbInsd1uKh+IWkuFvklRPve4R6KAz6HWiz03SW5NWLlyRVNuszVU2SmIUy0yn3o77bkhzkQ4ll2MgpAAzk+mMajm2m4m5tQv92qxaBR4+3kuuVGmtS+a1PvxYz0tgPpJWB+3Ms/vSChaiPUETOrdU1gUeBcFXk0C6lU23pqqeqemnoTFlvolKiupZeW4lscHkKCu6pvx7wyCDqG5hljcuKuHwZV4jYRpHLn41pLLjXiLB7RnDMOWEoaBAhKSZUsqMkzrJiBpHnTNM6Y31zWXY1wRewmgt0s9xp4LbkIhvRy8ni4EkLLylqCgfVfxVkNu6HTpOl2pUqdaseGZE2DSIcFMOIlpyJLjOKSt8q5JSGltuulfjlnB8keZBSurnbGv3VT7QocKuSJdViMSoclcVCIq+7AanobUvmVJX2Hkkgo8FKhn0zDrc6y6HHjV1W6EGVSJVKq9XjwVRYqUxp8eLVUQG0oW49+2hb8cOFwtoHMqBCUq4icwnDEoIQImdRy0g79xqfb8fcWrebW+7mCAn2VAQoBQUAQI5pE8+u5qx7Mua4LZpj9uy2okliCWYlFbZYWhxmMhlCeL5KjzXzCscUpATxByRnUgYtqv3I6mZckpbLOcpZHhQH2D0T+nzqOL6iNqWrBoG7jEea9S7lXMaiusxEF9LkWNKkPpX72PCYL6cpUoFQTglJ5aanusDaeO1cEh+NX22Lap8SoTHVxGkpIkiKWW05dylSjNYAUsIbUe5xWQ2si5StlACc2g/P3V5841dXC1O5DmJMnvmD86uSm0mn0lnswIyWwQApXqpX5T6nW5odpHV3QbmrW31L2zp0mYzdFagRapKmRUlmHFkGe2GuaHvEguU93BAcb4oUcnkgnPUerKkWTed8W5uDQqiiFQas/EpUymQg4h9limRpr6XCp3PdQh15zPFKO236lQwX+tNDnpQvs66Jgp1iY57x+e6iC0tVlVOoGzKdZdPvqNS65U4FYrz1u0xuFGbW9NkodfaC2wpxKe0tUZzisqGQUnABzqFV3rEsaTa1Vn2RCqkmcLalVely5kAinrmoo6qo3EdUFhfc9nCXFJAAwccwrxpVXTSRqqmIsLlz3UHp4UQWlqibU6nqTMebpNXpdWq9Vk1WTCSxQqMtXsjDAhJdddSXlqW2hyc0CtAzhWe2AhStPdi9UW0+4UC8qrQ6hMRCsaOubVH32UlJjJU+O82G1KVgmK9hKgleAk8cKSTyblpXOuXYXCASUmPyKtvS0N9w9WMuo1q1aRt7ZdXU7NmzFVqLUYjKZTUaPTUT0ttpMlKEqeZfZUlzmoITyBQV+6MW3XVbOXasKo7i0ebUK3UqdRZcakW/RMSFu1CNMlhDYVKcS6kR4ilDyhWEeQVLDaW+uNZss0U4XchGaPhzoldLVE1TrN2cpVXuChupr70u22EvSmmoKS44ouRG1NIaKw6FpXOYBC0IBPcCSooUBMLF30ta/7rr9mUmjV6LU7aaC57c2K2321lKCWiEuKUlY7gwFhIVhRQVpBVoguGlGAqgqsbhCc6kED+31FWNpaGG5OuSxqrZE6r7TxpdTrcZEWQI06GODbC3qel0rCXUkHFRQ2nBx3ULHkIJMle60dmYtSo1HnqrUOdWOaTHkRmkORHRMfhhl1PdyVmRFeb/BdxIwFKKUqCiz1tmYzUQ4ZdpElBq+dLUA2j3ptTeanzZ9swatCMBMNx1ipMIadLUqMiTHdTwWtJStpxJ9cggggfGf6OhaXBmSZFRHWlsrKHBBFLU9sv9xR+dV/RqBantl/uKPzqv6NUfEX6l8RWi4T/AMw/hP3isO5P97q6f8yzv9QvXFq0fFvxvtK//mOu0u5P97q6cf8AEs7/AFC9cXLUGKBEH2L/APnOpPAXvu/Co/pMMMs+Jp20RfTpKfpmx29VWpslyLUI8OlhqSwsoebSXHs8VDyAcfD5aHXBPoNSWxdyL320qD9UsmvvUx+U12H+KEOIdRnOFIWClWD6ZHjzj11vb+3VdMFtETIOu2hBj4xXmOE3iLC6DzkxChpuJSRI22md6OKVVKhC6hNzokCpyWGv7HRqDjTT6kpEwNtJDxSDgOhASAr62Meda+x0ij1OzNh6lc1Uqztbdm196EsBLqZLylSS8qQ4tXIe6SQRklXroMYu725US4a3dbN0yTVrjiuQqnKcbbcVIYXxCkEKSQkYQkDiBgAAYGslG3n3Nt+NbsOj3O7HZtRchyjpEZlXsqnwoOkZQeXLmr62cZ8Y1QuYA6prIFCYGvghSem0nyrWtcXMJf7VSFESox4uJWOe4CT8av3cWswKV0r24y/XLgp8uZWq4xEbprgQxJJnPhbcr3gS3wKsABWSfIxq2OpSos0q1N16jGqcuqvOUuk0yVR3ziNT0PLIRLbGTlRJPwThSM+cDQZQ99t1oNpvWRFutSaJITJQuKqHHUCJClqewotlQ5FxZyD4z4x415qu+e6lcerr9Wutcpdyw2qfVOcVjElhvl20kBGElPNWFJwcnOdPGCPZ0qJGiidzrKknppsee9CPE9sGloAVKkJTsNCEKTPva6kctu+oHpa+4Py181qBWFo7Pucv952/v+lUn/wMXVt1mgUK44iYFw0WBVIqHUvJYmxkPthxJylYSsEcgfQ+o1Un3OX+87f3/SqT/wCBi6urXnFuJvroH94fdXrt4SnDbIj9z6VFr02ysfcSXRZV7W/HrCKA+7JhxpY7kbuuNKaK1sn3HCELUE8geJORg+dQyndKmyNMjsRGLWecjxw0lDL8991BQ3DkQ0IIUo5SI8p5HE+MKHyGMO/1+XPYdybXv0e4I9OpVVuZ2BV2nYhe9sQYElxpkEKBSVONBKQkFRWpvGcFCxHvzqgv/dax2rii1pNPdp8a42UOUB5yIiSBSoElsrQmQ8A42uQ4j9sJBSchCuSQ595htRCkyf7V1laXjzY7NyEHvOm/4j50XbfSlsw3RkUNVHqzrSVz1reerkx2Q97ZCEJ9LjqnCtaTGShsJJwkITjBGt+T03bVSKgxVWqfVoU2PUZFTTIgVqXFcU6+mOl5ClNOJKmliJHy2fdJbBx66oeJ1M7h1C4IlQap1DhXBKptPp0yC/7c61R5T9zIpzkZ+OJKULeZbXkuBLalqAIIbITrPt51jX9dt52DbdXhWlTzc7dHS/C9nf8AapYlNzzIlRVF/CWmlwmm+KkOHL/lQwAWB62JAy/KnqtMQAKs+08/OiRTtNYqduqjtSqjldtVRuc1JiLeWoqEt1x18hZPIEreWoEHKTjjjA1HZfTVtLLnOTk0ipRhIoSbckxotXlMRpMJMZcVCXmUOBtxSGXVpStSSpOQQcgEDx1NdUNzQ65eu1dHq9PpjVKVHxKaC406CpmXSl9xahI5rZcTLeT+0tJKUEJccHPDvQ+sbcCp162qWIFqSo9VqjdPjPRosgffK0qtSIC36b+GUEJZZZbkLBL3h0eUpwoqbi2KspG3dSJsL4Nh1Koza79QDJ8avC4+mnaW66kanXqTUpTn0M7QkNKq8rsNRXI/sznBrucELUz7hWkAn1PnzrGOmHZoV2dcX3vS/ap0huUpJqkksMupmMTVLZZK+20XJMZlxwoSOZT72QSDQdv9XV/3/ItGbEq9tUyEzXrZh11uFEW4p1+fTprkmEpa3iGuEhhLYTjmFlAJOClcf3f3f3fqe5twUemXpFhQ6LctKdptOWysNoZXQ57y0upbcQt9pbjJyCQOaQfhgNL9vGYInWnos74K7NTkQJ3Pdp91EXdG2+zjll07bVNNqK6fSak5U4Rp1VkR5ESS446pxxEltYcBPtDwwDjCyPA17kbZ2ft7VPaLVpTtMp9WjwGJLbTqygIhsJjsJShRITwYQhIHxwSfOdDHX+qK6W6Rc8D71qE00zasephCp7kaoJW9TYktDzampaJCmi5Ica/BNI4hKSXieSRedS3hvaqdPm4O6lSo1FkqoNVq0WixY7D6e1HhznIoflKLiishKC4vhwHFKvTPuqh5lRMDYdOlNctLppIzK0J68zH461ZMSk7dWHX6rddFjKerVchxIkxaX1Od1qOXSyDk8UeX3M4GTkZBwNV3bvTrbMZNemUC35UKBW6Y/SVxH6nJcYap7qlLXDituLIZZUpRPBsJRnHjwBqi6z1a3pYPsVSp1mUC7ac4amoViMw+I8qPCmPR1TI6e8oBtznAKRyXjm7hZBSRam3PULvDf+6Du3dThW6zG71Xg9ymxHmXkPQEwCtwuOPOJKF+2rwkJCk8E+8cnXB9hwhMfLrSrs7xhBWFadZ5J+lWtZFr0KNttBsK3oQit2xHRHgNZKiGkjABUSSonBBJ8k4J9dVwz0z2ldrFShil1ZmJU6gmpvr+mZjbbEpL6ni5HAcwwourWpXaCck+dVunqquuyrQr9zO1OzU1duomCunOxZCn6O+g1JXsk4uPtNdxxMFspUHULJcUAyo9vneGw2+9W3Ig1C4b3lW3RYEqtx6DQITKXEPvyVQGpikqdccKXVFLxCUoQnw0o+c4DkuMvENkU1xi8tAp1J5zvrOnnv8AfT1Y/TLtTYdXpVw0mkPrqdHDYivuynFJRwgpgp9wqKTiOhKfOTkcvXzrWkdJ+ycqpVyrSaFVHZVedkvvLVXJuIzz81ua67FT3cRlmQy05yaCTltPwzmpdzt/dztuN2Nx6TbMynS47DqpMZmssvymYrcO2UVBTTDbbzfb7riFBRyQCsqwT4Pjqw3XvymUyE1Rbt+gqdce2FwVURGElD7lQZRFcbLMgLCkrQh1ShxHhKHMg8gW0U4wEK9jb+1Ki3vVrQe1jON5+NXxdGwe3V5WJS9u7kZrUyk0d9UiM4uuTPbOam3W1lcrud5YW3IeQoKUQUrKcYwNNUzpa2cqD85+dRqo+Z1KaouF1qYUx4zamFoDA7mGVBcSOvkjB5NhXqTmi5vU1uDTrimzqg1bjdQoVNrUCRMcekxoChEuKNB7wjOzExwtTSypPddT+EwnvoQpQM/vrqUuSg7Wba3zT5tq0sXvHcfk1auw5aKcwtMJchpkNoX3UKfWgIQcuEDJSHTx5KHbdckp2jl8KYba/aIQF7k8+e5+6p6x017WM3Fb92Li1yTVLbDBiSJNemvF1xhb6mnZAW4RIcQZUgJW5yIS6pIIGBrBdHTdYNartwXvT4i27nrkaYhL0+VKlU9qRIhiGt8wu8loqLCQ2SniSnxnVL1rrMvGJdG4FBgtWoli0yFJflt9lURKKoIbyXkuS0Baij32+8qGFKUn1SpClO1hdXlzXHudTKBcEK2aVbL1Hj1WXLmPJgyDFXSUzlT2kPyQ6pgOFbRQGFJSEKUXiQU6QPWp9mN+74U42uIolwq2HXloY+e1WNXemmhVjabb/aFi4p8KmWNMpsgyYylsSZaYrK21BLjS0KZWsuFXNJODnwc6ztdKWyLDoXHtmY00mjKoYjIqsoRwwqD7AV9ruce97Iez3sc+Pxz51GOrO1bhpFlXbvFbu4dzUidRreDManwJy47AdR7Qnu+6oYWfax5+bLfy8VnuDUNyttKVSaVuxuPX7Rt2ozblnQnhczsiVFU1BjqpsN+pAJW8sv8AtriWyVBYCEEuBONK4W21QUTt9BSW6H32wpD0STprM7nxNX8rpp2l9vhVNik1KNKg1J6qIcjVeUwXHXvZy6hzg4O40ow4xLasoy2DjyculqbG7dWbS7hoNGps40i50utzqbKqciRES06XC42wy4soYQovOEpbCQeX2DA00ysb1XruHbeytz3dddFcvaiUi+J06K84w9AaRSnWJ0ROCO0lU9EVamhhI7qxgctWtvBeVd6Wtl4M+kXHHqq261J9on3K4X3Oy+ZUrggKfZ7i0q4NIR3QrtpPBK1hLalQtqC4UQBTXWbnMljtZUqIEmPGe4ipjbPThtTaaoTtKpNQckQHZbrcmZVZMp9SpERERYW46tSlJEdtttCScISkcQNa8/pi2hqFMapaqRU4yY8elxWH4dYlRpDLdPjvRowQ624FpIZkPIUQffCzyzofL16v9wNrod6S6lXaBUp8e5X/AKOgTKW4wGICaTFltMZVJbKS6p1SUFXJwqQ6UtuDKGnWZ1gblwqy/DnxbPg0uXMlsNVN+FIDNGjMXGmlKlSyZIDyO0sOHBZAV8cHwzt7X3Sn5UX1LEdFhe/efGrye6adpnpdbkml1VDVw9hU+GisyxEcdaXHWl4MdztpdzFYy4E8iEkE+8rMgoW0llW7uDVtz6dGnquCsx1RX35FRkPttsqcS4ptppayhpJWlKsIAGfTGToa+mzqFu9ydtftnXKvTaixc1MfkCQ93ZNRkrDs9anCpT3NtsCO2Eq7TrZHNKnUKCUlrujfjcHZ66dzrjFYo8hM+951Ljv1xuWuLFZgUNMyLAaQmSEockLUGUlATlZcWUuEoQhQ8wEhYT/T8zTVWd4pamS5JjTU6iY/CfhV/wAbpV2NhNy2YNmCMmbHER7synkcmhUTUQnwrx/bKuX/ADQlP1QBrYPTRtKmtM1+NTKtDmNmV3TErcyOiUl+W/LWh9CHAl5AflPrCVggcyPq4Gvmxe5F67lv3tOuiDS6fCodwuUOnwo8d1MlvtNoW4qQ4txSVqPeQnCUIAKFHzyATampKGmXE5gnTwqA8/dMrKFrM89e6ojYG1Vk7Yokt2bTHIaZkeBFe5yHHeTcOMmNHHvk44tISCfjjJyfOpdpaWjpSECE1EW4p1WZZk0tT2y/3FH51X9GoFqe2X+4o/Oq/o1R8RfqXxFaPhP/ADD+E/eKw7k/3urp/wAyzv8AUL1xgtpPChQ0/wCTz/2k67P7k/3urp/zLO/1C9cZKEONGhD/ACCD/o1L4C3e+FRPSafYtx3mjP202W25uXZvbm651uwzJi1R2pXJLUFfhKY0ZpV3fP1f7XSn/sHx05VHbCwbfpO61XpVg2dJk0G524sBuvSFMRWYyozK1NpV3Ee9laikcslRx59NUhQ+oubQtvDt9GoB7Dlrz7dde9twFqkyVOiRx7fjglbiOOfPInkPTT/Uep21rjgXjRrt2skz6ddtYYq62mK8Y6mFtMtNpTzDBKvLXLOB64x4zq6XZYiXVEyUzoJ5Zgeo5Tz2qkbxPB+wQkZQsJEkp59mU/unnE6b60+wtpbFV0kyLkdojK7zmw5FwMSgD3GIjM5tlSR5+qW8n/rH5amG4PT7YtF2rqW4tMt+CltdjQnOCSrlGqXJpRfAJ8FxDhHy9w/PVYw+rByJbbVjCyuVtIs1y13IJnI5OSFjCpod7PIHGfwfp5znOtWv9U0+t23WrVFsqZgVi2KfQC2Z/MNPxSf7aH4MfXSogo8eifeONcbTE1LnUDOVb8iRpvyApE4hgaG8pgnswn3f2gFe1trJMf2FXjc3TptnXb73DsyjW9BpS2bapT1HcQopEec66+EkEn/1ikNoI+IOB503XFtdt7Zd07n12kbY0isrosy26ZSaPKZU4wkzAyl7ijmkFai74JPhQHwyNVTevVlKuirXPWqZZ6qVLr8Kkxo7gqPdMNyDKMhLv7UnnyJAx7uMZyfTXqodVcC4LivSZdG3CZ9FvIUx12moqy2VR5MJKAhaXUt5KVKQCU4HgAZODkabHEx78kQNJ/4TzG8Hn161IXi2CH3AkKlWuXTXtMv7J2JTyO4000sSy7J2uN67g0Sj7SxF3LHkQ5lMtS6CkOmnFlC5LUbitSQ8cuFBKjxCms+ArQk3KiOi4qqiJSXqWwma+GoLyipyKjuHDKiQCVJGEkkeo1fLXVnS5V+1u9a/tVFnfSUynVOIhupKYfhTIbKG0qD6W+S21lsEtkY848+c0TddwyrtuisXVNZaakVmfInuttDCELdcUspT9gKsDVvhTFy06ovgwQnczqBqBqfzzNZ7HLqyuGEJtlAkKXsmNCZBOg18DERoI1Nf7nL/AHnb+/6VSf8AwMXV1apT7nL/AHnr+/6VSf8AwMXV16ydt+v3X/IfdW1vv8ssv+H0psq1et6kSIcOtVSFFemupREbkOJSp1wuttJCAfU9x5pIx8XEj463RDipHFMVoA58BA/TpsuOgUarMidUqczIkQG1ORXVjKmVJcbeBSfgQ4wyv8radDPQqZvrcVgUqtUmqXOmDPVDcOayHZiyqncVSkFcpv8ABmQpCw0p0YPktkZQQYhiSrFwIDZWSCdO6N/Or3hfhBviO2cuHLtFulCkpJc0BKsxATrvCTp91FaI0fkV9hvko5J4jJOc/wDfqM1La+yKxeNLv2pUdx+s0ZIEBxUx/ssEJcSFiOF9krAedAWUFQCzg6qm47U3gahyZ9NmXHMqLt0SVoZRXeywqDghjID6O0jKlK4pJwQnk2sAAfZNsbzyrkrDZk15qA7VmQ84mvcUPx1VZLgVGSl3lHSiDltaRwKjjAURkxV4wrY26j8Pj+f7TbM8C2pSHE4qykGQfaAO4SdM0ka6ddOWYpvGpyKTTY71SqZjtNMtqcddcSBxQkZJJPwAGdNtNq0C4kldBeivMxF9kuMlJDSihKuOR6EoWg4HwUPnqhfvX33mim02rxKm/HFtSIcpa6yhxDzyoUxCUuoL/Er7xje/wUTjJcABByfehuRQJFvU+JVplFNdutmHLjsTijvwxT4TjroLasBSfYH2/OFYcVjwrzFXjL61SGFBGx5GTHM6bmrhj0fYYy0UfaLS3oKgQQpICZmQCTOVJPxExrV/NxWadJDa2my04Qo+4Mcs55flB851C7ggybXrTr1OWGWpyfcXxBwM+U+njGTj7Dpqvu2ty6zuQlqlyqkzR5aIwamR6kGmIcdLb6ZSFMhYUt1alMFCwhWMJ95GDqvYG3u+twwyLrr1TeCZlOWhhirloJZdfHtSSpDgPuNsjBBz+HXxyc6OvE3GXSwlhREmD4d/fyqtt+DrTELJF+5iTKFFCCpJOvtmAIndJ0UDEQeUE3fBsqh09r6WuOQxJUUAEr/a8eoGT5V+T0+zWsNwYtYkyaNZEdmWuG8Y0jgAe0vAUUlI+r7qkn3vgoeND7T9r+pCqNwkVWu1dtaKItunqFQbeQ04lh9AbfzIA5KcLSu4GnVfU95PFQ1YljWNe9G2xv1ijUupUGsz6l9J0hEipoekuKbixeKVvpdX4W4ytB5L+qog+6dERizri8qWFAQTqN4EwO87a/2DccE2NsyXHMSaWoqQkZVCBmWElShMwkSTA5GYgTbFUtq11sqrVZhMxUR2C7JJXxbQhKcq5Y8AADyRj01vw59tsGnRYUqA2qotLegNtqSkyGwlKlKbH74YUkkj4EaoKpWPvg6qnwJ9YrU1l+2CiQETkONKmLjSvaGHg5IQCC460Er7bmAhGFISk5SLJ3wp9CapVCm1dj2VEtLKVVkKIbMGDxbSouEgl1MtKPQIUcgoTg6GcafBJFuqPDXl+FTEej/DFNpCsWaKjJ96EgQQJnWc0SI1BIkESSCEyiO1R6gh6IqehpEx6LlPcDalFKXVJ9cFSFAH5pPy1rVy5LVtNMI3BV6fS0zpKYsT2lxLYdfV4ShGfVR9AB51Q1asvdZyRLr9twK7DQ/Tae125VabfnmMipSnXI/fQ82okMuNn9uB4+53SrJ1ZluW999NLplubkWjKnv2wxTpUeq1RcdZlTO3yUtKWnVqS42pICirwScpKxk6mWWIO3ay2pop5gmYOvntWe4g4XssFtkXLN4h2TlUhJBUDlBJ0JESY3PidYsFTDK1Fa2UFR9SUjJ8Y/7vGkthh0JDjLa+IIHJIOAfXGsmlq5gViJNYlRYygoKjtkKBCgUA5B8nP5deltNLSlC20qSkggEZAI9Dr3pa6BSSawqiRVlZXGaV3fC8oB5fl+foNaVwW1QrppMuhV+mtTIE9gxpLKspDrJ+s2Skg8T8RnBGQfB056Wkyg0oUpJkGvK0JcSUuJCgfUEZB18caadTwdbStOQcKAIyPQ696WlgUkmvPBHMOcRyAwFY84+WdfHGmnk8HW0rTkHChkZHpr3pa6BXTWJcWM4VKcjtLKjklSAcnGMn9BI0jGjKBBjtkEEEcR5BOT/AKfOsulroFLJrGmOwhSVoZQlSQUpISAQD6gfZpKYZUCFstqBUFkFIOVD0P5dZNLXQKSTXlKEIzwSE8jk4GMnXrS0tdtXUtLS0tLXUtT2y/3FH51X9GoFqe2X+4o/Oq/o1Q8RfqXxFaXhP/MP4T94r//Z" width="255px" alt="What Does MM Mean"/></p>
<p>The meaning of MM abbreviation is `millimolar (millimoles/liter)` in Measurement. The meaning of MM is Mulberry Mead and other meanings are located at the bottom which take place within Food terminology and MM has 2 different meaning. Scientific inquiry is a process that uses observation and inquiry to explain something. Compare and contrast scientific inquiry and scientific method, then examine some of the most common elements of the scientific inquiry process. See scientific notation rules, how to do scientific notation, scientific notation examples and how it applies to engineering. Learn the probability definition in math, and how to solve probability examples in math, and the practical applications for probability in daily life. Learn the definition of a linear equation, along with the standard form and slope-intercept form of a linear equation.</p>
<p>A millimeter is defined as a small amount of material. Mm is the length of a phrase such as “100 millimeters;” 100 mm. Similarly in Biblical studies &#8220;vs&#8221; means &#8220;verse&#8221; &#8212; as in verse of the Bible &#8212; and &#8220;vss&#8221; means verses. Similarly when referring to manuscripts the abbreviation &#8220;MS&#8221; is common, meaning one manuscript, but &#8220;mss&#8221; is used to mean several manuscripts. Generally speaking you would say &#8220;million&#8221; rather than &#8220;millions&#8221;, and generally speaking you would just use one M, as in 25M+. However, in some dialects, especially some English dialects and especially in formal contexts, the plural is preferred and you would use MM, and sometimes even say &#8220;25 millions plus&#8221;.</p>
<h2 id="toc-5">What Does Mm Mean? What Is The Full Form Of Mm?</h2>
<p>One way is to make a clear distinction of the amount you earned—like MM—if your company had millions in earnings. In this article, we discuss what MM means and provide examples of when and how it is used when compiling financial statements. Earnings Per ShareEarnings Per Share is a key financial metric that investors use to assess a company&#8217;s performance and profitability before investing. It is calculated by dividing total earnings or total net income by the total number of outstanding shares. The higher the earnings per share , the more profitable the company is.</p>
<h2 id="toc-6">Documents For Your Business</h2>
<p>Keep in mind that the use of MM is becoming less common. Some companies use K to represent a thousand, M for a million and B for a billion. Whichever abbreviation is used, be sure that it’s used clearly and consistently. A unit of abbreviation, the Roman numeral, MM, is frequently used to represent a million.</p>
<h2 id="toc-7">Dictionary Entries Near Millimeter</h2>
<p>An individual who owns stock in a company is called a shareholder and is eligible to claim part of the company’s residual assets and earnings . The terms &#8220;stock&#8221;, &#8220;shares&#8221;, and &#8220;equity&#8221; are used interchangeably. This website is using a security service to protect itself from online attacks. The action you just performed triggered the security solution. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data.</p>
<p>For example, the standard Class B rate starts at $25/M for the first $100M; then $15/M for the next $400M; then $10/M for the next $2MM. Those rates are expressed per thousand and the MM denotes millions. Likewise, we may quote you a single and aggregate contractor line of authority. That line may be expressed, for instance, as $5MM single and $15MM aggregate. A cash flow statement highlights the amount of money you have coming in and going out of your business. Ideally, you want to see positive cash flow on your financial statements to detail that you&#8217;re turning a profit based on how you&#8217;re operating your business. A balance sheet is a sum of the assets your company possesses and its total net worth.</p>
<p>Equity is related to the total ownership of items such as intellectual property or stocks you&#8217;ve invested in. It&#8217;s ideal <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> to streamline your financial reporting methods by using software that can keep track of all transactions in real-time.</p>
<p>As we dig in, one consistent thing you’ll notice is the prefix “mil” which means thousand or thousandth. Click here to add the AudioEnglish.org dictionary to your browser&#8217;s search box. Full form of MM abbreviation is &#8220;millimolar (millimoles/liter)&#8221;.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/millimeter-definition-meaning/">Millimeter Definition &#038; Meaning</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<title>What Does Oem Mean? Get Oem Certified Auto Repair At Fix Auto Usa</title>
		<link>http://htdbouw.nl/bookkeeping/what-does-oem-mean-get-oem-certified-auto-repair/</link>
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		<pubDate>Wed, 29 Dec 2021 09:42:43 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2525</guid>
		<description><![CDATA[<p>Content What Does Oem Mean And How Does It Work? Oem Certified Oem Repair Shops Pros And Cons Of Oems More Definitions Of Oem Customer Any Products For example, a car company will have certain parts that they’ve specifically envisioned and designed for their cars. They know exactly what they want because it’s their area of expertise. But then there&#160;<a href="http://htdbouw.nl/bookkeeping/what-does-oem-mean-get-oem-certified-auto-repair/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/what-does-oem-mean-get-oem-certified-auto-repair/">What Does Oem Mean? Get Oem Certified Auto Repair At Fix Auto Usa</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Does Oem Mean And How Does It Work?</a></li>
<li><a href="#toc-1">Oem</a></li>
<li><a href="#toc-2">Certified Oem Repair Shops</a></li>
<li><a href="#toc-3">Pros And Cons Of Oems</a></li>
<li><a href="#toc-4">More Definitions Of Oem Customer</a></li>
<li><a href="#toc-6">Any Products</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px%" alt="what does oem stand for in business"/></p>
<p>For example, a car company will have certain parts that they’ve specifically envisioned and designed for their cars. They know exactly what they want because it’s their area of expertise. But then there are other parts, such as the car’s stereo, for which they may not have their own design.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px%" alt="what does oem stand for in business"/></p>
<p>Joe was born with a keyboard in his hands and immediately started writing about technology. He has a BA in Business and is now a full-time freelance writer who enjoys making tech simple for everyone. The Structured Query Language comprises several different data types that allow it to store different types of information&#8230; OEM software, like the hardware, usually doesn’t come with a lot of stuff, except for the basic software and its license key.</p>
<h2 id="toc-0">What Does Oem Mean And How Does It Work?</h2>
<p>While both products are manufactured according to the same general design, each is custom branded, colored and packaged according to each buyer’s specifications. Another benefit to using an ODM manufacturer is the availability of the economies of scale. This means that the product&#8217;s unit cost is lower since the manufacturer is building the same design at large volumes. If you are a manufacturer and have employees or teams who have the skills, experience, and capabilities to <a href="https://business-accounting.net/oem-definition-and-meaning/">what does oem stand for in business</a> design products, develop them, and carry out testing, you will be able to market yourself as an ODM. The sportswear company provides the designs, manufacturing requirements, branding, and logo designs, and if required, packaging requirements too. They have the designs, branding, market research, and product testing finalized, and they need each pair of sneakers to have a memory-foam sole. OEM usually refers to the company supplying a single product part to another company.</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Industry watch: Computer on wheels &#8211; Digitimes</h3>
<p>Industry watch: Computer on wheels.</p>
<p>Posted: Tue, 28 Dec 2021 03:13:47 GMT [<a href='https://www.digitimes.com/news/a20211228VL201.html' rel="nofollow">source</a>]
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<p>As well, the provider handles replacement logistics with suppliers, making sure components or parts are available when required. An original equipment manufacturer makes systems or components that are used in another company’s end product.</p>
<h2 id="toc-1">Oem</h2>
<p>They simply integrate the OEM parts into their system and sell under their own brand name. The OEM and VAR relationships can take a couple of different forms. First, an OEM might manufacture a product and sell it to many companies.</p>
<ul>
<li>From a manufacturer’s perspective, any component is considered a spare part if it has not been first installed in an original product.</li>
<li>For example, ACDelco and Motorcraft are OEMs for General Motors and Motorcraft, respectively.</li>
<li>For example, OEM anti-virus software is usually 25 percent to 50 percent cheaper.</li>
<li>Essentially, Value-Added Resellers or VARs sell products from an OEM but incorporate certain added features before doing so.</li>
<li>Manufacturing is changing, and keeping up requires constant innovation and shifting tactics.</li>
<li>Genuine replacement parts, in many ways, are like any other spare parts and come from the manufacturer of the original finished product.</li>
<li>An OEM would never try to put an outdated product to market and expect it to sell.</li>
</ul>
<p>Software companies also sell OEM versions of their products to large hardware OEMs or smaller systems builders, who incorporate the software in the products they sell. The operating systems and third-party applications that ship to end customers preinstalled on a multitude of products &#8212; smartphones, tablets, notebooks, PCs, etc. &#8212; can be considered OEM software. The name-brand OEMs may also source entire systems from original device manufacturers , which make various computing devices from notebook computers to servers. ODMs such as Foxconn Electronics Inc. and Quanta Computer Inc. historically have sold systems to OEMs, but in recent years, some ODMs have begun selling directly to large end customers.</p>
<h2 id="toc-2">Certified Oem Repair Shops</h2>
<p>However, the term is also used in several other ways, which causes ambiguity. They will not produce only one type of the product but several versions of it, which are then, in turn, sold to various computer manufacturers/retailers. Those companies are value-added resellers who market directly to the public.</p>
<p>Though usually cheaper, the products are not guaranteed to function as well as the OEM product. Original equipment manufacturers are certainly no strangers to digital disruption. Manufacturing is changing, and keeping up requires constant innovation and shifting tactics. The manufacturing industry is already embracing social media as a means of connecting with potential customers. Inbound marketing is all about maximizing the effectiveness of that tactic, going to where the consumer&#8217;s attention is in order to drive leads into the pipeline. In other words, inbound allows OEM’s not only to create quality content that provides solutions but to create content that solves the problems that will result in the most ROI for its marketing spend.</p>
<h2 id="toc-3">Pros And Cons Of Oems</h2>
<p>OEM hardware rarely comes with customer support, has very short warranty periods, and usually lacks some parts needed to combine it with other components of whatever system you’re building. For example, DVD drives might lack cables or ribbons for connecting to the motherboard.</p>
<p>Fix Auto includes repair shops that are considered OEM certified, which means that the original manufacturer parts are available for repair projects. Some of our customers demand only OEM parts, installed by OEM certified technicians. Collision restoration work and other auto repair projects demand parts and components that meet or exceed the original specs. If the replacement parts aren’t the same quality as the original ones, everything from safety to driving enjoyment can be compromised. UpCounsel is an interactive online service that makes it faster and easier for businesses to find and hire legal help solely based on their preferences.</p>
<h2 id="toc-4">More Definitions Of Oem Customer</h2>
<p>Duties include diagnosing problems with vehicles, replacing worn or damaged components, performing inspections for emissions and safety, and installing new equipment as requested by their customers. Automotive maintenance technicians may install OEM equipment or aftermarket equipment on vehicles. Under that arrangement, the reseller can elect to purchase specific components, or can have the OEM manufacturer complete products for it to resell. These products come in plain boxes and aren&#8217;t for sale, by and large, in retail outlets.</p>
<p>In general, there are more aftermarket service providers than OEM providers. The OEM develops a product, part or component, and sells the product to a principal partner, who resells the product, usually directly to the public, under its own brand. An OEM usually sells their products on a business to business model. Genuine replacement or genuine manufactured parts are a little different from genuine parts. Genuine replacement parts are usually parts made available after a product production run has ended but they are not leftover parts. Instead, they are usually identical or nearly identical to the original OEM parts and are frequently made by the same OEM parts supplier.</p>
<p>We are the leading sourcing service for high-growth companies from the U.S, Europe, and beyond. Economies of scale basically refers to the idea that the bigger a business is, the more they will see cost advantages due to their size, output, and scale of operation. Outsourcing your packaging to packaging experts such as FCA is going to save a huge amount of money.</p>
<ul>
<li>However, the industry often refers to these types of businesses as OEMs because their customers are largely unaware that OnLogic manufactured the hardware before it was rebranded and sold.</li>
<li>What additional measures will you be taking to ensure that your intellectual property is protected?</li>
<li>Substitute products offer consumers choices when making purchase decisions by providing equally good alternatives, thus increasing utility.</li>
<li>With these capabilities, an enterprise can identify upcoming hardware failures before they arise and prevent them from occurring again.</li>
<li>Automotive maintenance technicians are responsible for performing repairs and preventive maintenance on automotive equipment.</li>
<li>Since inception, we have established a large network of manufacturers that can fulfill virtually any product in any industry.</li>
</ul>
<p>That scenario is changing, though, as online retailers are beginning to market OEM products directly to end users for a discounted price. Auto enthusiasts rebuilding a new car or technology lovers who buy parts to build their own customized computer are good examples of end users who buy parts, often online, direct from retailers. As an example, if a company ABC provides microcomputer chips to a computer manufacturer company DEF, then ABC is an OEM company.</p>
<p>Original equipment manufacturers are common in the computer and automobile industries. There are individual companies who specialize in making the parts to sell, while other companies buy those parts and specialize in building the finished product and selling it to consumers. Other versions of the manufactured product are distributed through the manufacturer’s OEM and authorized reseller distribution channels.</p>
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<h3>Microphone Stand Market Size, Scope, Forecast to 2029  Key Players – AKG, Audio-Technica, Sennheiser, Shure, BEHRINGER, beyerdynamic, Blue Microphones, Pyle, RODE, Samson, TELEFUNKEN, CAD – Industrial IT &#8211; Industrial IT</h3>
<p>Microphone Stand Market Size, Scope, Forecast to 2029  Key Players – AKG, Audio-Technica, Sennheiser, Shure, BEHRINGER, beyerdynamic, Blue Microphones, Pyle, RODE, Samson, TELEFUNKEN, CAD – Industrial IT.</p>
<p>Posted: Sun, 02 Jan 2022 20:00:48 GMT [<a href='https://industrialit.com.au/microphone-stand-market-size-scope-forecast-to-2029/' rel="nofollow">source</a>]
</div>
<p>For example, OEM anti-virus software is usually 25 percent to 50 percent cheaper. Re-activating Windows just requires contacting Microsoft customer service. OEM software is usually licensed on a per-system basis, which means that you can&#8217;t install it on another computer.</p>
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<h3>Is OEM the same as stock?</h3>
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<p>&#8220;OEM&#8221; is the abbreviation for original equipment manufacturer. If parts are to be stock, stock OEM or OEM then they can not be GM Performance, Bow-Tie, Ford Motorsports, SVO, Direct Connection such as Performance Catalogues, Marine, Mail Order or any special Off-Road or Racing Performance part.</p>
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<p>In contrast, aftermarket parts are those made by companies other than the OEM, which might be installed as replacements after the car comes out of the factory. For example, if Ford used Autolite spark plugs, Exide batteries, Bosch fuel injectors, and Ford&#8217;s own engine blocks and heads when building a car, then car restorers and collectors consider those to be the OEM parts. Other-brand parts would be considered aftermarket, such as Champion spark plugs, DieHard batteries, Kinsler fuel injectors, and BMP engine blocks and heads. Any given brand of part can be OEM on some vehicle models and aftermarket on others.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px%" alt="what does oem stand for in business"/></p>
<p>Direct OEMs are officially held liable for things such as installation/recovery media, and as such were commonly provided until the late-2000s. These were then phased out in favor of recovery partitions located on the primary storage drive of the PC for the user to repair or restore their systems to the factory state.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/what-does-oem-mean-get-oem-certified-auto-repair/">What Does Oem Mean? Get Oem Certified Auto Repair At Fix Auto Usa</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Cash Flow Projection The Complete Guide Template + Examples</title>
		<link>http://htdbouw.nl/bookkeeping/cash-flow-projection-the-complete-guide-template/</link>
		<comments>http://htdbouw.nl/bookkeeping/cash-flow-projection-the-complete-guide-template/#comments</comments>
		<pubDate>Thu, 19 Aug 2021 11:56:27 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=4427</guid>
		<description><![CDATA[<p>Click here to learn more about the features of FreshBooks accounting software. Optimism is great, but the worst-case scenario must be considered and accounted for in your expense projection. From accidents in the workplace to natural disasters, rising trade prices, to unexpected supply disruptions, you need to consider these large expenses in your projection. It’s easy to assume that if&#160;<a href="http://htdbouw.nl/bookkeeping/cash-flow-projection-the-complete-guide-template/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/cash-flow-projection-the-complete-guide-template/">Cash Flow Projection The Complete Guide Template + Examples</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</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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" width="258px" alt="cash flow projection for startup business"/></p>
<p>
<p>Click here to learn more about the features of FreshBooks accounting software. Optimism is great, but the worst-case scenario must be considered and accounted for in your expense projection. From accidents in the workplace to natural disasters, rising trade prices, to unexpected supply disruptions, you need to consider these large expenses in your projection. It’s easy to assume that if your business is healthy today, it’ll be healthy tomorrow.</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/IGRl06tAA-g' frameborder='0' alt='cash flow projection for startup business' allowfullscreen></iframe></div>
</p>
<p>
<h2>Calculate Your Payables</h2>
</p>
<p>
<ul>
<li>If you find yourself feeling overwhelmed, it may help to use accounting software to automate the process of generating cash flow projections.</li>
<li>It’s always better to plan ahead so you can set up a line of credit or secure additional investment so your business can survive periods of negative cash flow.</li>
<li>Generally speaking, most financial forecasts include projections for income, balance sheet, and cash flow.</li>
<li>Stay proactive and keep your projections aligned with the realities of your industry and market conditions.</li>
<li>Pinpointing issues with your projection early on can prevent major inaccuracies in the future.</li>
</ul>
<p>
<p>In this case, many entrepreneurs make their predictions using industry trends, market analysis demonstrating the population of potential customers and consumer trends. A sales forecast shows investors and lenders that  you have a solid understanding of your target market and a clear vision of who will buy your product or service. Here’s how to begin creating a financial forecast for a new business. Monthly inflows from sales are projected at £5,000 per month, plus 20% of incoming VAT.</p>
</p>
<p>
<h2>Step 8. Determine the amount you need to raise</h2>
</p>
<p>
<p>On the payables side of the equation, try to anticipate annual and quarterly bills and plan for an increased tax rate if the business is likely to reach a new tax level. For example, being overly generous in your sales estimates can compromise the accuracy of the projection. Next, list all potential payable items—such as payroll, overhead, taxes, and inventory—with another space to add their total below. Your closing balance is the amount in your bank at the end of the period. Profitable companies can run out of cash if they don’t know their numbers and manage their cash as well as their profits. Designed for business owners, CO— is a site that connects like minds and delivers actionable insights for next-level <a href="https://news720.ru/zapadnye-analitiki-poschitali-rubl-silno-deshevym/">https://news720.ru/zapadnye-analitiki-poschitali-rubl-silno-deshevym/</a> growth.</p>
</p>
<p>
<h2>When should you update your cash flow forecast?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="cash flow projection for startup business"/></p>
<p>
<p>If you’re a new business without a sales history, develop a sales forecast based on industry research, projecting sales for each month, not just for the year. Projections may reveal potential problems—say, unexpected operating expenses that exceed cash inflows. A negative cash flow projection may suggest the business needs to secure funding through outside <a href="https://reporter.by/insurance/online-degree-programs-for-working-professionals-2">https://reporter.by/insurance/online-degree-programs-for-working-professionals-2</a> investments or bank loans, increase sales, improve margins, or cut costs. Cash flow is calculated by deducting cash outflows from cash inflows over a specific period. This calculation alongside forecasts of future cash flow helps determine if there is sufficient money available to sustain business.</p>
</p>
<p>
<h2>Cash Flow Statement</h2>
</p>
<p>
<p>Doing one cash flow  forecast isn’t going to give you the information you need long-term. To ensure you’re monitoring the health and sustainability of your startup, reviews and adjustments to your forecast are critical. First, you’ll need to determine if you are forecasting a short-term or long-term view of your startup’s cash flow estimation.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="cash flow projection for startup business"/></p>
<p>
<h2>Sample cash flow projections</h2>
</p>
<p>
<p>If you have any historical performance to date, start from this to build your startupcash flow forecast. Entrepreneurs and startup founders often create their first budget and cash flow forecast when pitching investors. Budgets later often end up somewhere idle in a folder, outdated, and are updated for the next funding round. To get a clear picture of your cumulative cash flow over the lifespan of your startup, combine each month’s (including this month) cash flow. If your total results in a negative number, it indicates potential cash shortages.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="cash flow projection for startup business"/></p>
<p>
<p>Your packaging, raw materials, commissions, and labor costs may also go up and down <a href="http://dance-fm.ru/social/5338-angelpromo/profile.html">http://dance-fm.ru/social/5338-angelpromo/profile.html</a> with your sales volume. How much does it cost to make your goods or services available to your customers? In considering this question, including all expenses, such as operational and administrative costs.</p></p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/cash-flow-projection-the-complete-guide-template/">Cash Flow Projection The Complete Guide Template + Examples</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Contra Account Financial Definition Of Contra Account</title>
		<link>http://htdbouw.nl/bookkeeping/contra-account-financial-definition-of-contra/</link>
		<comments>http://htdbouw.nl/bookkeeping/contra-account-financial-definition-of-contra/#comments</comments>
		<pubDate>Fri, 13 Aug 2021 10:14:45 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2426</guid>
		<description><![CDATA[<p>Content Accounting Topics What Account Is Contra Asset? Are Contra Asset Accounts Liabilities? Is Depreciation An Expense? Since we are discussing doubtful accounts, the offset will be against accounts receivables. It appears on the balance sheet as a reduction from the gross amount of fixed assets reported. However, the details for contra accounts usually exist on the notes to the&#160;<a href="http://htdbouw.nl/bookkeeping/contra-account-financial-definition-of-contra/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/contra-account-financial-definition-of-contra/">Contra Account Financial Definition Of Contra Account</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Accounting Topics</a></li>
<li><a href="#toc-1">What Account Is Contra Asset?</a></li>
<li><a href="#toc-2">Are Contra Asset Accounts Liabilities?</a></li>
<li><a href="#toc-3">Is Depreciation An Expense?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px%" alt="what is a contra asset"/></p>
<p>Since we are discussing doubtful accounts, the offset will be against accounts receivables. It appears on the balance sheet as a reduction from the gross amount of fixed assets reported.</p>
<p>However, the details for contra accounts usually exist on the notes to the financial <a href="https://www.updownsite.com/site/bookstime.org">what is a contra asset</a> statements. However, these can cause a reduction to other balances on the statement.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px%" alt="what is a contra asset"/></p>
<p>Accumulated Depreciation is associated with property, plant and equipment . Accumulated Depreciation will be credited when Depreciation Expense is recorded.</p>
<h2 id="toc-0">Accounting Topics</h2>
<p>You record depreciation expense on the income statement and record accumulated depreciation as a contra asset account on the balance sheet. Notes payable represents a liability created when a company signs a written agreement to borrow a specific amount of money. The discount on notes payable reduces the total amount of the note to reflect the discount given by the lender. Two common contra asset <a href="https://jimsmusikkblogg.blogspot.com/2021/07/the-cell-book-records-all-transactions.html">https://jimsmusikkblogg.blogspot.com/2021/07/the-cell-book-records-all-transactions.html</a> accounts include allowance for doubtful accounts and accumulated depreciation. Allowance for doubtful accounts represents the percentage of accounts receivable a company believes it cannot collect. Allowance for doubtful accounts offsets a company’s accounts receivable account. Accumulated depreciation offsets a company’s real property assets, such as buildings, equipment and machinery.</p>
<p>Contra asset accounts will always carry a credit balance since the accounts they are associated with have a debit balance. We’ll explain in this article what a contra asset account is and how to properly use them. Purchase returns, allowances and discounts are all examples of contra expense accounts.</p>
<p>A debit entry in an account represents a transfer of value to that account, and a credit entry represents a transfer from the account. Companies may use a financial statement disclosure to identify and describe the use of a contra asset account. For example, the allowance for doubtful accounts indicates money owed from customers a company does not expect to receive. There can be multiple reasons why the company does not expect to receive this owed money. Most financial disclosures dictate the amount expected to be lost, how the company came up with the figure, and any financial impact this lost capital will have on the business. A separate disclosure paragraph is often necessary for each contra account. A contra asset account is an account that opposes the balances of other asset accounts.</p>
<h2 id="toc-1">What Account Is Contra Asset?</h2>
<p>The summary account in the ledger to which revenue and expense accounts are closed at the end of the period. Cash and other assets that can be converted into cash or used up within a relatively short period of time without interfering with normal business <a href="https://en.wikipedia.org/wiki/QuickBooks">QuickBooks</a> operations. The widely used approach of recognizing an equal amount of depreciation expense in each period of a depreciable asset’s useful life. Contra accounts may have a zero balance in some cases, though the actual instances of this may be rare.</p>
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<h3>Is prepaid expense an asset?</h3>
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<p>A prepaid expense is a type of asset on the balance sheet that results from a business making advanced payments for goods or services to be received in the future. Prepaid expenses are initially recorded as assets, but their value is expensed over time onto the income statement.</p>
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<p>Unlike regular asset accounts, which always have a debit balance, contra asset accounts will have a credit balance. This is another reason allowance for doubtful accounts is referred to as a contra asset account. The contra account&#8217;s credit balance keeps it from violating the cost principle.</p>
<p>Balance of such accounts are under debit side, while revenue balances are under credit side. Contra revenue account is an opposite account to revenue, which decreased gross revenue balance and the <a href="https://www.google.com/search?biw=1280&#038;bih=708&#038;ei=XFnVXemeFfSHwPAPr8mn4AU&#038;q=bookkeeping&#038;oq=bookkeeping&#038;gs_l=psy-ab.3..0i67l4j0j0i67l4j0.303116.303116..303493...0.2..0.85.85.1......0....2j1..gws-wiz.......0i71.E3tLT6jz4Gw&#038;ved=0ahUKEwjpvKWWi_nlAhX0AxAIHa_kCVwQ4dUDCAo&#038;uact=5">bookkeeping</a> result is called net revenue. The sales allowance shows the discounts given to customers when returning the product. This is done to entice customers to keep products instead of returning them.</p>
<p>Revenue AccountRevenue accounts are those that report the business&#8217;s income and thus have credit balances. <a href="https://www.thebalance.com/retained-earnings-on-the-balance-sheet-357294">retained earnings balance sheet</a> Revenue from sales, revenue from rental income, revenue from interest income, are it&#8217;s common examples.</p>
<p>Each one is tied to their respective asset, liability, or equity account to reduce their carrying balance on the balance sheet. It is a contra-asset account – a negative asset account that offsets the balance in the asset account it is normally associated with. The amount represents the value of accounts receivable that a company does not expect to receive payment for. In bookkeeping, a contra asset account is an asset account in which the natural balance of the account will either be a zero or a credit balance.</p>
<h2 id="toc-2">Are Contra Asset Accounts Liabilities?</h2>
<p>Every contra asset account on a company’s accounting records will have a pairing account as well. For example, accumulated depreciation will go along with related assets. Similarly, allowance for receivables will pair with accounts receivable balances. These balances cannot offset asset accounts that do not relate to them. Even though they&#8217;re listed in the assets section of the balance sheet where accounts are normally positive, contra assets represent negative amounts.</p>
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" width="253px%" alt="what is a contra asset"/></p>
<p>Existing obligations that are expected to be satisfied with a company’s current assets within a relatively short period of time. A contra-asset account shown as a deduction from the related asset account in the balance sheet. Depreciation taken throughout the useful life of an asset is accumulated in this <a href="https://www.keywordsbasket.com/ZWFybmluZ3MgZXhhbXBsZSBiYWxhbmNlIHNoZWV0/">what is a contra asset</a> account. The allowance method of accounting enables a company to determine the amount reasonable to be recorded in the contra account. If the doubtful debt turns into a bad debt, record it as an expense on your income statement. Contra liabilities are not seen on a balance sheet as often as contra assets.</p>
<p>By reporting contra accounts on the balance sheet, users can learn even more information about the company than if the equipment was just reported at its net amount. Balance sheet readers cannot only see the actual cost of the item; they can also see how much of the asset was written off as well as estimate the remaining useful life and value of the asset. Balance Sheet AccountsA balance sheet <a href="https://www.login-faq.com/how-does-accrual-accounting-work/">https://www.login-faq.com/how-does-accrual-accounting-work/</a> is one of the financial statements of a company that presents the shareholders&#8217; equity, liabilities, and assets of the company at a specific point in time. It is based on the accounting equation that states that the sum of the total liabilities and the owner&#8217;s capital equals the total assets of the company. A less common example of a contra asset account is Discount on Notes Receivable.</p>
<p>This helps to keep financial books straight while also allowing the company to see the amount in doubtful accounts. The purpose of the control account is to keep the general ledger nice and clean without any details, yet contain the correct balances to be used in the financial statements. Many of the accounts seen in the financial statements, take cash for instance, is shown as the control account in the balance sheet. When you record a fixed asset, you debit the Fixed Assets account for the purchase price and credit the Cash or Loan account. Later you reduce the value in Fixed Assets to reflect the asset’s depreciation over time. The accounts that have a normal credit balance include contra-asset, liability, gain, revenue, owner’s equity and stockholders’ equity accounts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px%" alt="what is a contra asset"/></p>
<p>If the balance in this contra account is a debit of $3,000 and the Sales account has the expected credit balance of $400,000, the company&#8217;s net sales are $397,000. This use of Sales Returns and Allowances enables management to see that its customers had a problem with $3,000 of the company&#8217;s goods. A liability that is recorded as a debit balance is used to decrease the balance of a liability.</p>
<p>Contra account balances do decrease balances of the main accounts and then the net balance is reported in the financial statements. A company creates allowances for doubtful accounts to record the portion of accounts receivable which it believes it will no longer be able to collect. The amount in allowance for doubtful accounts is deducted from the accounts receivable account of a company. It has 3 major types, i.e., Transaction Entry, Adjusting Entry, &#038; Closing Entry. Sage 50cloud is a feature-rich accounting platform with tools for sales tracking, reporting, invoicing and payment processing and vendor, customer and employee management. These billings may usually be documented on invoices, which are then summarized in an aging report for all the business’s accounts receivable. ____ is the most common inventory valuation method in the US; _______ is prohibited under the IFRS.</p>
<h2 id="toc-4">Accountingtools</h2>
<p>Instead, the existence of contra asset accounts for companies will differ based on a company’s requirements. However, there are some prevalent contra asset accounts that may exist for all companies. Assets are debit balances that include resources with expected positive future economic benefits. In contrast, liabilities are credit balances that contain obligations that can result in negative cash flows. Lastly, equity is the residual amount after deducting a company’s assets from its liabilities. Because many examples of contra accounts are dealing with projected losses and not definite ones, it&#8217;s tempting to fudge and underestimate the contra amounts so as to make your company look healthier. This is a common issue when companies undergo audits, as auditors usually worry more about adequate contra reserves than how good the company&#8217;s bottom line looks.</p>
<ul>
<li>By recording reductions in a separate account, companies can get better insights into their actual accounts.</li>
<li>The asset account above has been added to by a debit value X, i.e. the balance has increased by £X or $X.</li>
<li>Both of these accounts offset each other to represent a net balance on a company’s balance sheet.</li>
<li>Contra account is important as it not only allows a company to report the original amount of a transaction but also report any reductions that may have happened so that the net amount will also be reported.</li>
<li>An expense of $7,000 (7 percent of $100,000) is anticipated because only $93,000 in cash is expected from these receivables rather than the full $100,000.</li>
</ul>
<p>Because the focus of the discussion here is on accounts receivable and their collectability, the recognition of cost of goods sold as well as the possible return of any merchandise will be omitted. Land does not have accumulated depreciation, because land account is not depreciated. Equipment is not considered a current asset even when its cost falls below the capitalization threshold of a business. An asset&#8217;s useful life is the period of time for which the asset will be economically feasible for use in a business. In other words, it is the period of time that the business asset will be in service and used to earn revenues. Define accrued expenses and revenues, explore the types of accrued expenses and revenues, and examine practical examples of these two concepts.</p>
<p>Financial transactions are when the value of an asset, liability, or owner&#8217;s equity changes. Understand the types of financial transactions, and explore examples of the four main types of financial transactions. Assets are the things a business has that it uses to generate income and are accounted for by dividing them up into short-term and long-term assets.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/contra-account-financial-definition-of-contra/">Contra Account Financial Definition Of Contra Account</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<title>What Is A T Account And Why Is It Used In Accounting?</title>
		<link>http://htdbouw.nl/bookkeeping/what-is-a-t-account-and-why-is-it-used-in/</link>
		<comments>http://htdbouw.nl/bookkeeping/what-is-a-t-account-and-why-is-it-used-in/#comments</comments>
		<pubDate>Thu, 22 Jul 2021 16:44:14 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2410</guid>
		<description><![CDATA[<p>Content When Teaching Accounting Or Bookkeeping What Are The Problems With T Accounts? Accounting Articles Trial Balance The account balance for each T-account is the difference between debits and credits. If debits exceed credits, the account has a debit balance; otherwise, it has a credit balance. This is also known as the Balance Sheet Equation &#038; it forms the basis&#160;<a href="http://htdbouw.nl/bookkeeping/what-is-a-t-account-and-why-is-it-used-in/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/what-is-a-t-account-and-why-is-it-used-in/">What Is A T Account And Why Is It Used In Accounting?</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">When Teaching Accounting Or Bookkeeping</a></li>
<li><a href="#toc-1">What Are The Problems With T Accounts?</a></li>
<li><a href="#toc-2">Accounting Articles</a></li>
<li><a href="#toc-4">Trial Balance</a></li>
</ul>
</div>
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" width="250px%" alt="t accounts"/></p>
<p>The account balance for each T-account is the difference between debits and credits. If debits exceed credits, the account has a debit balance; otherwise, it has a credit balance.</p>
<p>This is also known as the Balance Sheet Equation &#038; it forms the basis of the double-entry accounting system. They serve as a key tool for monitoring and tracking the company&#8217;s performance and ensuring the smooth operation of the firm. Here is an example of two T-accounts posting the purchase of a car. As you can see, the cash account is credited for the purchase of the car and the vehicles account is debited. Even small companies can have general ledgers that are more than 1,000 pages when printed out. Obviously, it would be pretty difficult to search through 1,000 pages in order to find information about one account.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="255px%" alt="t accounts"/></p>
<p>It depicts graphically credit balances on right side of the account and debit balances on the left side of the account. Since management uses these ledger accounts, journal entries are posted to the ledger accounts regularly. Most companies have computerized accounting systems that update ledger accounts as soon as the journal entries are input into the accounting software. Manual accounting systems are usually posted weekly or monthly. Just like journalizing, posting entries is done throughout each accounting period. Since most accounts will be affected by multiple journal entries and transactions, there are usually several numbers in both the debit and credit columns.</p>
<h2 id="toc-0">When Teaching Accounting Or Bookkeeping</h2>
<p>Thus, <a href="https://en.wikipedia.org/wiki/Petty_cash">petty cash</a> are only a teaching and account visualization aid. The T account is a fundamental training tool in double entry accounting, showing how one side of an accounting transaction is reflected in another account. This approach is not used in single entry accounting, where only one account is impacted by each transaction. T accounts are also used by even experienced accountants to clarify the more complex transactions. Debit entries are depicted to the left of the &#8220;T&#8221; and credits are shown to the right of the &#8220;T&#8221;. The grand total balance for each &#8220;T&#8221; account appears at the bottom of the account. A number of T accounts are typically clustered together to show all of the accounts affected by an accounting transaction.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px%" alt="t accounts"/></p>
<p>Double-entry accounting also gives you the ability to draw a trial balance to verify that transactions are accurately recorded. Debits and credits are traditionally distinguished by writing the transfer amounts in separate columns of an account book. Alternately, they can be listed in one column, indicating debits with the suffix &#8220;Dr&#8221; or writing them plain, and indicating credits with the suffix &#8220;Cr&#8221; or a minus sign.</p>
<p>For example, if your business receives a cash payment, it will list this as a debit to the asset account. A useful tool for demonstrating certain transactions and events is the &#8220;t-account.&#8221; Importantly, one would not use t-accounts for actually maintaining the accounts of a business. Instead, they are just a quick and simple way to figure out how a small number of transactions and <a href="https://en.wikipedia.org/wiki/Balance_sheet">balance sheet</a> events will impact a company. T-accounts would quickly become unwieldy in an enlarged business setting. In essence, t-accounts are just a &#8220;scratch pad&#8221; for account analysis. They are useful communication devices to discuss, illustrate, and think about the impact of transactions. The physical shape of a t-account is a &#8220;T,&#8221; and debits are on the left and credits on the right.</p>
<p>In double-entry bookkeeping, debit entries are recorded when the account increases. Credit entries are recorded on the T chart’s right hand side when the account decreases.</p>
<p>In the journal entry, Utility Expense has a debit balance of $300. This is posted to the Utility Expense T-account on the debit side. You will notice that the transactions from January 3 and January 9 are listed already in this T-account. The next transaction figure of $300 <a href="http://www.thehappycompany.com/how-to-create-a-balance-sheet/">http://www.thehappycompany.com/how-to-create-a-balance-sheet/</a> is added on the credit side. On January 3, there was a debit balance of $20,000 in the Cash account. Since both are on the debit side, they will be added together to get a balance on $24,000 . On January 12, there was a credit of $300 included in the Cash ledger account.</p>
<h2 id="toc-1">What Are The Problems With T Accounts?</h2>
<p>Accounts Receivable was originally used to recognize the future customer payment; now that the customer has paid in full, Accounts Receivable will decrease. Accounts Receivable is an asset, and assets decrease on the credit side. Printing Plus provided the services, which means the company can recognize revenue as earned in the Service Revenue account. Service Revenue increases equity; therefore, Service Revenue increases on the credit side. Double entry is an accounting term stating that every financial transaction has equal and opposite effects in at least two different accounts. Since each business event can be viewed in two parts, the double-entry system uses <a href="https://kolefamosaics.com/is-prepaid-rent-an-asset-or-liability/">https://kolefamosaics.com/is-prepaid-rent-an-asset-or-liability/</a> to record both parts.</p>
<p>For different accounts, debits and credits can mean either an increase or a decrease, but in a T Account, the debit is always on the left side and credit on the right side, by convention. You have received <a href="https://giasugioi24h.com/bookkeeping/what-is-gross-vs-net-income">https://giasugioi24h.com/bookkeeping/what-is-gross-vs-net-income</a> more cash from customers, so you want the total cash to increase. Cash is an asset, and assets increase with debit entries, so debit cash. In the journal entry, Accounts Receivable has a debit of $5,500.</p>
<ul>
<li>In other words, the company&#8217;s accounting equation balances.</li>
<li>Since this figure is on the credit side, this $300 is subtracted from the previous balance of $24,000 to get a new balance of $23,700.</li>
<li>Liability, revenue, and owner&#8217;s capital accounts normally have credit balances.</li>
<li>Current liability, when money only may be owed for the current accounting period or periodical.</li>
<li>In practice, T accounts are not typically used for day-to-day transactions as most accountants will createjournal entriesin theiraccounting software.</li>
</ul>
<p>No matter the size of a company and no matter the product a company sells, the fundamental accounting entries remain the same. This is a transaction that needs to be recorded, as Printing Plus has received money, and the stockholders have invested in the firm.</p>
<h2 id="toc-2">Accounting Articles</h2>
<p>George took a bank loan of $5,000 to support his catering business. George brought a fresh capital of $15,000 in his catering business. Let’s try another account from the sample business we&#8217;ve been using throughout our lessons,George&#8217;s Catering – the &#8220;loan&#8221; T-account. Put the same total on the other side below all the entries. Now add up the total of all the individual entries on this side and put it as a total below all the other amounts on this side.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px%" alt="t accounts"/></p>
<p>Since you can use the T-account method to track transactions in all business accounts, you can evaluate the overall financial status of your organization. For instance, a company can evaluate its profitability by analyzing its revenue, gain and losses for the year. Understanding how much of your organization&#8217;s funding comes from credits can help you adjust processes to reduce costs or allocate resources more efficiently. The figures on your company’s financial statements <a href="https://belatonia.com/what-is-a-straight-line-depreciation/">t accounts</a> tell only a small part of the story, even though they reflect the bigger picture. One common contra account isAccumulated Depreciationwhich is typically associated with property, plant and equipment and it is credited when Depreciation, which is an expense account, is recorded. Recording the credits in the Accumulated Depreciation means that the cost of the property, plant and equipment will continue to be reported and shows how much has been depreciated.</p>
<p>Appointment Scheduling Taking into consideration things such as user-friendliness and customizability, we&#8217;ve rounded up our 10 favorite appointment schedulers, fit for a variety of business needs. CMS A content management system software allows you to publish content, create a user-friendly web experience, and manage your audience lifecycle. For instance, a company hires some extra temporary labor for a busy period in their factory. The accounting department later catalogs those labor payments under “operating expenses” instead of under “inventory costs” .</p>
<p>Let’s take an example to understand how entries are recorded in . The company receives a $10,000 invoice from the landlord for the July rent payment which is due. Since we have incurred an expense of $10,000, we will create a rent expense account and debit it with an amount of $10,000. Correspondingly, since the rent is due, we will also create a liability account called accounts payable account. Since we have got an increase of $10,000 in our liabilities, we will credit this amount of $10,000 to the accounts payable account. For different accounts, the debit and credit can mean either an increase or a decrease in that account’s balance.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">THOSE WHO OPEN FAKE ACCOUNTS CAN YOU PLEASE TELL ME WHAT IS THE POINT CUZ I DON’T SAY ANY. STOP ITS NOT FUNNY <a href="https://twitter.com/hashtag/AskMantikIntikam?src=hash&amp;ref_src=twsrc%5Etfw">#AskMantikIntikam</a></p>
<p>&mdash; </p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/what-is-a-t-account-and-why-is-it-used-in/">What Is A T Account And Why Is It Used In Accounting?</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		</item>
		<item>
		<title>What Are Retained Earnings In Accounting?</title>
		<link>http://htdbouw.nl/bookkeeping/what-are-retained-earnings-in-accounting/</link>
		<comments>http://htdbouw.nl/bookkeeping/what-are-retained-earnings-in-accounting/#comments</comments>
		<pubDate>Wed, 14 Jul 2021 08:28:52 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2531</guid>
		<description><![CDATA[<p>Content What Do Retained Earnings Tell You? End Of Period Retained Earnings What Do Companies Do With Retained Earnings? What Should I Do With Retained Earnings? Are Retained Earnings An Asset? Selling A Business Thus, if you as a shareholder of the company owned 200 shares, you would own 20 additional shares, or a total of 220 (200 + (0.10&#160;<a href="http://htdbouw.nl/bookkeeping/what-are-retained-earnings-in-accounting/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bookkeeping/what-are-retained-earnings-in-accounting/">What Are Retained Earnings In Accounting?</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Do Retained Earnings Tell You?</a></li>
<li><a href="#toc-1">End Of Period Retained Earnings</a></li>
<li><a href="#toc-2">What Do Companies Do With Retained Earnings?</a></li>
<li><a href="#toc-3">What Should I Do With Retained Earnings?</a></li>
<li><a href="#toc-4">Are Retained Earnings An Asset?</a></li>
<li><a href="#toc-6">Selling A Business</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px%" alt="what affects retained earnings"/></p>
<p>Thus, if you as a shareholder of the company owned 200 shares, you would own 20 additional shares, or a total of 220 (200 + (0.10 x 200)) shares once the company declares the stock dividend. As mentioned earlier, management <a href="http://эх.net/publi-article.id-92-page-2.htm">http://эх.net/publi-article.id-92-page-2.htm</a> knows that shareholders prefer receiving dividends. This is because it is confident that if such surplus income is reinvested in the business, it can create more value for the stockholders by generating higher returns.</p>
<p>Revenue provides managers and stakeholders with a metric for evaluating the success of a company in terms of demand for its product. As a result, it is often referred to as the top-line number when describing a company&#8217;sfinancial performance. Since revenue is the income earned by a company, it is the income generatedbefore the cost of goods sold , operating expenses, capital costs, and taxes are deducted. By definition, retained earnings are the cumulative net earnings or profits of a company after accounting for dividend payments. It is also called earnings surplus and represents the reserve money, which is available to the company management for reinvesting back into the business.</p>
<ul>
<li>And if the entity has less loan, then the entity will not be spending much on interest expenses, and the remaining will forwarding to accumulated earnings.</li>
<li>It is important to understand that retained earnings do not represent surplus cash or cash left over after the payment of dividends.</li>
<li>Retained earnings are the net earnings after dividends that are available for reinvestment back into the company or to pay down debt.</li>
<li>Additional paid-in capital is included in shareholder equity and can arise from issuing either preferred stock orcommon stock.</li>
<li>The dividend payout ratio is the measure of dividends paid out to shareholders relative to the company&#8217;s net income.</li>
</ul>
<p>However, as time goes on, and you continue to grow and expand, negative retained earnings can be an indicator of your long-term health. Steady Income In a given period, a retained earnings increase results when the company earns net income and elects to hold onto it. The higher your retained earnings account, the more likely your company has consistently earned income over time. Generally, when a corporation earns revenue there is an increase in current assets and an increase in the retained earnings component of stockholders&#8217; equity . Retained earnings are the portion of a company&#8217;s cumulative profit that is held or retained and saved for future use. Retained earnings could be used for funding an expansion or paying dividends to shareholders at a later date.</p>
<h2 id="toc-0">What Do Retained Earnings Tell You?</h2>
<p>Examples of these items include sales revenue, cost of goods sold, depreciation, and other operating expenses. Non-cash items such as write-downs or impairments and stock-based compensation also affect the account. Likewise, the traders also are keen on receiving dividend payments as they look for short-term gains. In addition to this, many administering authorities treat dividend income as tax-free, hence many investors prefer dividends over capital/stock gains as such gains are taxable. If the entity makes a lot of profit and subsequently net income, the earnings will eventually increase. Other factors that affect retained earnings are sales, cost of goods sold, interest expenses, and some adjustments that could affect the opening balance of retained earnings.</p>
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width="255px%" alt="what affects retained earnings"/></p>
<p>In short, retained earnings are the cumulative total of earnings that have yet to be paid to shareholders. These funds are also held in reserve to reinvest back into the company through purchases of fixed assets or to pay down debt. As explained earlier, profitability generated by net income increases retained earnings, and the retained earnings balance is an <a href="https://www.google.com/search?biw=1280&#038;bih=708&#038;ei=XFnVXemeFfSHwPAPr8mn4AU&#038;q=bookkeeping&#038;oq=bookkeeping&#038;gs_l=psy-ab.3..0i67l4j0j0i67l4j0.303116.303116..303493...0.2..0.85.85.1......0....2j1..gws-wiz.......0i71.E3tLT6jz4Gw&#038;ved=0ahUKEwjpvKWWi_nlAhX0AxAIHa_kCVwQ4dUDCAo&#038;uact=5">bookkeeping</a> equity account in the balance sheet. Now that you’ve reviewed the income statement, let’s go over the balance sheet accounts in detail. To understand how the retained earnings account works, you need a basic understanding of the income statement and the balance sheet. The income statement is the financial statement that most business owners review first.</p>
<p>Retained earnings fluctuate with changes in your income, dividends or adjustments to the previous period&#8217;s accounts. You must update your retained earnings at the end of the accounting period to account for changes in income and dividends. Portion of a business’s profits that are not distributed as dividends to shareholders but instead are reserved for reinvestment back into the business. Normally, these funds are used for working capital and fixed asset purchases or allotted for paying off debt obligations. The retained earnings are recorded under the shareholder’s equity section on the balance as on a specific date. Thus, retained earnings appearing on the balance sheet are the profits of the business that remain after distributing dividends since its inception.</p>
<h2 id="toc-1">End Of Period Retained Earnings</h2>
<p>Since all profits and losses flow through retained earnings, any change in the income statement item would impact the net profit/net loss part of the retained earnings formula. The retained earnings balance is an equity account in the balance sheet, and equity is the difference between assets and liabilities. A retained earnings balance is increased by net income , and cash dividend payments to shareholders reduce the balance. The balance sheet and income statement are explained in detail below. The figure is calculated at the end of each accounting period (monthly/quarterly/annually). As the formula suggests, retained earnings are dependent on the corresponding figure of the previous term. The resultant number may either be positive or negative, depending upon the net income or loss generated by the company over time.</p>
<p>When you sell your company, what happens to retained earnings depends on who you sell it to. If you simply sell the company to a person who will maintain the business as a going concern, then nothing happens. Retained earnings is part of the owner&#8217;s equity section <a href="http://tccliniic.com/specialist-cosmetic-and-plastic-surgery/dr-ajaya-kashyap-specialist-plastic-plastic.html">http://tccliniic.com/specialist-cosmetic-and-plastic-surgery/dr-ajaya-kashyap-specialist-plastic-plastic.html</a> of the balance sheet. When you owned the company, that section represented your equity in the company. The company has a new owner, and that section now represents that person&#8217;s equity. Your retained earnings simply become the buyer&#8217;s retained earnings.</p>
<h2 id="toc-2">What Do Companies Do With Retained Earnings?</h2>
<p>Likewise, a portion of the money goes to the people who invested in the business, the shareholders, in the form of dividends. Net Income is the profit that a company earned over a set period of time, such as a month, quarter, or year. Retained Earnings is the accumulated profits of the company since its inception, minus any dividends distributed. Retained Earnings thus represents profits that have been reinvested in the business. Return on equity is a measure of financial performance calculated by dividing net income by shareholders&#8217; equity.</p>
<ul>
<li>Additional paid-in capital is the amount of money shareholders invest greater than the common stock balance.</li>
<li>Now that you’ve reviewed the income statement, let’s go over the balance sheet accounts in detail.</li>
<li>Thus, retained earnings balance as of December 31, 2018, would be the beginning period retained earnings for the year 2019.</li>
<li>Likewise, the traders also are keen on receiving dividend payments as they look for short-term gains.</li>
<li>This bookkeeping concept helps accountants post accurate journal entries.</li>
</ul>
<p>Despite a business’s initial favorable performance, the company might not have been able to keep up with expenses over time. Are the effort and resources poured into the business still worthwhile? Retained earnings are an equity account <a href="https://www.google.com/search?q=trial+balance">trial balance</a> and appear as a credit balance. Negative retained earnings, on the other hand, appear as a debit balance. Financial statement analysis is the process of analyzing a company&#8217;s financial statements for decision-making purposes.</p>
<h2 id="toc-3">What Should I Do With Retained Earnings?</h2>
<p>Then, the dividends actually paid to the shareholders are subtracted. They are also considered a measure of a company’s value and stability. The greater the amount of retained earnings, the more likely it is that the company has performed well over time and will pay dividends to its partners or shareholders in the near future. By not delivering all the profits to partners or shareholders, the company can increase <a href="https://en.wikipedia.org/wiki/Retained_earnings">retained earnings</a> its working capital to invest or pay financial obligations. In this way its financial statements are maintained and improved. The higher the retained earnings of a company, the stronger sign of its financial health. This indicates that a company does enough business to generate revenues that cover all expenses , pay out dividends if the company does so, and still has money left over to invest back into itself.</p>
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" width="253px%" alt="what affects retained earnings"/></p>
<p>Partner ownership works in a similar way to ownership of a sole proprietorship. The partners each contribute specific amounts to the business in the beginning or when they join. Each partner receives a share of the business profits or takes a business lossin proportion to that partner&#8217;s share as determined in their partnership agreement. Partners can take money out of the partnership from theirdistributive share account. Finally, add the current net income/earnings figure, listed on your Q3 income statement/profit and loss, to the retained earnings figure for Q3. Assuming your business isn’t new, deduct from the retained earnings figure any dividends that you want to pay from Q2 to yourself, other owners of the business, or shareholders.</p>
<h2 id="toc-4">Are Retained Earnings An Asset?</h2>
<p>Retained earnings, however, isn’t closed at the end of a period because it is a permanent account. Instead, it maintains a balance and carries it forward to the next period to keep track of the company’s previous income and losses from prior years. This could be due to several factors, including an increase in tax payments, unexpected costs arising throughout the period, or a general increase in spending. It may be time to examine your entire budget and identify areas to slow down or stop spending. This negative figure on your financial records guarantees that your shareholders will receive a smaller slice of the pie, as there is simply less pie to share. Your profits add up over time and contribute to your retained earnings.</p>
<ul>
<li>People don’t like losing money, so investors will ask why the company has been raking in negative retained earnings.</li>
<li>If a business does well in a term, earnings are directly affected, and vice versa.</li>
<li>Say your company has $100,000 in assets, $60,000 in liabilities and $40,000 worth of owners&#8217; equity.</li>
<li>If a share is issued with a par value of $1 but sells for $30, the additional paid-in capital for that share is $29.</li>
<li>Paid-in capital comprises amounts contributed by shareholders during an equity-raising event.</li>
<li>For example, Custom’s gross profit for the current year is $80,000, but net income for the current period is $22,500.</li>
</ul>
<p>This helps investors in particular get a snapshot view of the profitability of your business. If your business is small or young, it might seem that using retained earnings in this way makes complete sense – and you’d be right. Seen in this light, it’s been said that retained earnings are de facto the most widely used form of business financing. What you do with retained earnings can mean the difference between business success and failure – especially if your business is aiming to grow. A consistent bad performance will almost always lead to inevitable bankruptcy. While it is relatively easy to get over a small deficit of retained earnings, a pile-up of this level of performance points to bigger future problems. We are a value-driven company with a passion for helping small businesses succeed.</p>
<p>Since net income is added to retained earnings each period, retained earnings directly affect shareholders&#8217; equity. In turn, this affects metrics such as return on equity , or the amount of profits made per dollar of book value equity. Once companies are earning a steady profit, it typically behooves them to pay out dividends to their shareholders in order to keep shareholder equity at a targeted level and ROE high. Traders who look for short-term gains may also prefer dividend payments that offer instant gains. Profits give a lot of room to the business owner or the company management to use the surplus money earned. This profit is often paid out to shareholders, but it can also be reinvested back into the company for growth purposes.</p>
<h2 id="toc-5">What Are The Advantages And Disadvantages Of Retained Profit?</h2>
<p>Calculating net income is where we’ll start with the income statement, which requires several steps. They are classified as a type of equity reported on shareholders’ balance sheets. That said, retained earnings can be used to purchase assets such as equipment and inventory. Accordingly, companies with high retained earnings are in a strong position to offer increased dividend payments to shareholders and buy new assets. Dividends are not part of the company’s income statement records. It is logged into a separate account, usually for the sole purpose of reporting dividend payments.</p>
<p>If a share is issued with a par value of $1 but sells for $30, the additional paid-in capital for that share is $29. Retained earnings are calculated by taking the beginning balance of RE and adding net income and then subtracting out anydividendspaid. This content is for information purposes only and should not be considered legal, accounting or tax advice, or a substitute for obtaining such advice specific to your business. No assurance is given that the information is comprehensive in its coverage or that it is suitable in dealing with a customer’s particular situation. Intuit Inc. does not have any responsibility for updating or revising any information presented herein. Accordingly, the information provided should not be relied upon as a substitute for independent research.</p>
<p>Revenue is shown on the top portion of the income statement and reported as assets on the balance sheet. Any net income that is not paid out to shareholders at the end of a reporting period becomes retained earnings. Retained earnings are then carried over to the balance sheet where it is reported as such under shareholder’s equity. Net income is the first component of a retained <a href="http://www.semmms.info/category/news/page/13/">what are the basic principles of accounting</a> earnings calculation on a periodic reporting basis. Net income is often called the bottom line since it sits at the bottom of the income statement and provides detail on a company’s earnings after all expenses have been paid. Each period, net income from the income statement is added to the retained earnings and is then reported on the balance sheet within shareholders&#8217; equity.</p>
<p>Though the last option of debt repayment also leads to the money going out of the business, it still has an impact on the business&#8217;s accounts . As an investor, you would be keen to know more about the retained earnings figure. For instance, you would be interested to know the returns company has been able to generate from the retained earnings and if reinvesting profits are attractive over other investment opportunities. Stock dividends, on the other hand, are the dividends that are paid out as additional shares as fractions per existing shares to the stockholders. Likewise, both the management as well as the stockholders would want to utilize surplus net income towards the payment of high-interest debt over dividend payout. In fact, both management and the investors would want to retain earnings if they are aware that the company has profitable investment opportunities. And, retaining profits would result in higher returns as compared to dividend payouts.</p>
<p>The post <a href="http://htdbouw.nl/bookkeeping/what-are-retained-earnings-in-accounting/">What Are Retained Earnings In Accounting?</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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