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	<title>Bookkeeping Archivi - Arte Group arredamento</title>
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		<title>What Is Translation Exposure? Risk Defined, With Example</title>
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		<pubDate>Tue, 29 Nov 2022 11:51:47 +0000</pubDate>
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					<description><![CDATA[<p>Content Understanding Translation Exposure Translation Exposure Accounting Exposure Example AccountingTools What are the Gains and Losses of Currency Exchange? Measurement...</p>
<p>L'articolo <a href="https://www.artegroup.it/2022/11/29/what-is-translation-exposure-risk-defined-with/">What Is Translation Exposure? Risk Defined, With Example</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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										<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">Understanding Translation Exposure</a></li>
<li><a href="#toc-1">Translation Exposure</a></li>
<li><a href="#toc-2">Accounting Exposure Example</a></li>
<li><a href="#toc-3">AccountingTools</a></li>
<li><a href="#toc-5">What are the Gains and Losses of Currency Exchange?</a></li>
<li><a href="#toc-6">Measurement of Translation Exposure</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://intuit-payroll.org/wp-content/uploads/2021/09/image-hmFflByi2IeHgo3t.jpeg" width="257px" alt="translation"/></p>
<p>For example, the United States Federal Accounting Standards Board specifies when and where to use certain methods. Firms can manage translation exposure by performing a balance sheet hedge, since translation exposure arises from discrepancies between net assets and net liabilities solely from exchange rate differences. Following this logic, a firm could acquire an appropriate amount of exposed assets or liabilities to balance any outstanding discrepancy. Foreign exchange derivatives may also be used to hedge against translation exposure. An example of an economic risk would be a shift in exchange rates that influences the demand for a good sold in a foreign country. In companies that do hedge, it is very important to have a strong financial forecasting process and a solid understanding of the foreign exchange exposure.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://intuit-payroll.org/wp-content/uploads/2021/09/image-py5w8BcZn4br3dqu.jpeg" width="252px" alt="currency translation"/></p>
<p><a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> risk can occur at any time a business operates in regions that use different currencies. The exposure of the global factory to the effects of currency movements on its assets. If a firm looks to leading and lagging as a hedge, it must exercise extreme caution. Leading and lagging refer to the movement of cash inflows or outflows either forward or backward in time. For example, if a firm must pay a large sum in three months but is also set to receive a similar amount from another order, it might move the date of receipt of the sum to coincide with the payment. If the receipt date were moved sooner, this would be termed leading the payment.</p>
<h2 id="toc-0">Understanding Translation Exposure</h2>
<p>Any of the non-monetary accounts are then converted at a historical rate. They can choose to convert the foreign holdings back into their domestic currency. Or they can choose to convert the foreign holdings at the current exchange rate. They might also have the opportunity to convert at a historical rate that’s relatable to the time of occurrence.</p>
<div style='border: grey solid 1px;padding: 15px;'>
<h3>Exchange Rate Risk: Economic Exposure &#8211; Investopedia</h3>
<p>Exchange Rate Risk: Economic Exposure.</p>
<p>Posted: Sat, 25 Mar 2017 17:51:39 GMT [<a href='https://news.google.com/rss/articles/CBMiW2h0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vYXJ0aWNsZXMvZm9yZXgvMDIxMTE0L2V4Y2hhbmdlLXJhdGUtcmlzay1lY29ub21pYy1leHBvc3VyZS5hc3DSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In case of exchanges, if the company is going to receive a large sum of foreign currency from customers it bears the risk that the currency will depreciate and the company will go short in a currency forward contract. It has a transaction exposure that has not been hedged to cover against change in an exchange rate.</p>
<h2 id="toc-1">Translation Exposure</h2>
<p>As <a href="https://intuit-payroll.org/what-is-translation-exposure-definition-and/">What Is Translation Exposure? Definition And Meaning </a>s negotiate contracts with set prices and delivery dates in the face of a volatile foreign exchange market with exchange rates constantly fluctuating, the firms face a risk of changes in the exchange rate between the foreign and domestic currency. A firm&#8217;s translation risk is the extent to which its financial reporting is affected by exchange-rate movements. While translation risk may not affect a firm&#8217;s cash flows, it could have a significant impact on a firm&#8217;s reported earnings and therefore its stock price.</p>
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" width="256px" alt="reporting currency"/></p>
<p>Translation exposure is a kind of accounting risk that arises due to fluctuations in currency exchange rates. Should the foreign currency appreciate, it will cost more in the business’s home currency. Translation risk focuses on the change in a foreign-held asset’s value based on a change in  exchange rate between the home and foreign currencies. Translation exposure is most evident in multinational organizations since a portion of their operations and assets will be based in a foreign currency. It can also affect companies that produce goods or services that are sold in foreign markets even if they have no other business dealings within that country. Translation risk can lead to what appears to be a financial gain or loss that is not a result of a change in assets, but in the current value of the assets based on exchange rate fluctuations.</p>
<h2 id="toc-2">Accounting Exposure Example</h2>
<p>Any of the items that are still on the balance sheet after a year are then considered non-current assets. These can include things like investments, long-term loans, building, and machinery. Translation risk can often lead to what looks like financial gains or losses. This happens due to the current value of the assets based on fluctuations in the exchange rate. Translation exposure is the risk that the liabilities, assets, equities, or income of a company can change. This relates to a change in value if there are changes to the exchange rate.</p>
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<h3>What are the types of exposure?</h3>
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<p>Exposure Categories are: occupational, public, and medical. Exposure Situations are: planned, existing, and emergency.</p>
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<p>In the scenario that the USD weakens from €/$ 1.1 to 1.2, then the company would exercise the option and avoid the exchange loss of $10,000 (although would still suffer the option cost of $5,000). In practice, this may be difficult since there are certain costs that must be paid in local currency, such as taxes and salaries, but it may be possible for a company whose business is primarily done online. Companies in a strong competitive position selling a product or service with an exceptional brand may be able to transact in only one currency. For example, a US company may be able to insist on invoicing and payment in USD even when operating abroad. A hedging platform is a secure place to store your transactions so you can keep track of all transactions.</p>
<p>This is so they can create a better representation of the holdings a company has. Similar to the monetary and non-monetary method, the main difference is how the temporal method deals with inventory. The actual value of any inventory is often converted with a historical rate.</p>
<ul>
<li>If this is achieved for each foreign currency, the net translation exposure will be zero.</li>
<li>An example of a company, which didn’t historically actively manage translation exposure, is Coca Cola.</li>
<li>It is the price of a good or service that varies with changes in an exchange rate.</li>
<li>Assist a firm in determining which foreign exchange transactions is should hedge.</li>
<li>The lessons I learned have proved invaluable throughout my 30+ year career as a CFO of large, multinational companies.</li>
</ul>
<p>The party agreeing to buy the underlying asset in the future, the buyer of the contract, is said to be long, and the party agreeing to sell the asset in the future, the seller of the contract, is said to be short. Some investment management firms also have more speculative specialist currency overlay operations, which manage clients&#8217; currency exposures with the aim of generating profits as well as limiting risk. Investors and businesses exporting or importing goods and services, or making foreign investments, have an exchange-rate risk but can take steps to manage (i.e. reduce) the risk. The example below shows the financial performance of the subsidiary in its local currency of Euro. Between years one and two, it has grown revenue by 10% and achieved some productivity to keep cost increases to only 6%.</p>
<p>While the value of such items is fixed in the foreign subsidiary’s currency, the amount translated into the parent currency will alter as the exchange rate alters. Hence all foreign currency items, which are consolidated at the current rate, are exposed in the accounting sense. The translation exposure is also called the accounting exposure in foreign exchange risk. It simply measures the effect of the foreign exchange rate change, which is published on the company&#8217;s financial statement. It shows  the losses that will occur in the value of assets and liabilities due to the changes in the current exchange rate. The translation exposure of a corporate can be defined as the net foreign investment exposure held in foreign currencies that must be translated into group reporting currency at the end of each financial reporting period. A company with foreign operations can protect against translation exposure by hedging.</p>
<ul>
<li>Also known as transaction exposure, accounting exposure, or translation risk, translation exposure happens whenever conversions are made from one currency to another.</li>
<li>The information sources for the above are from Bloomberg and SEC10K Filings.</li>
<li>From publicly available information, Reckitt &#038; Benckiser, Kellogg’s, IBM, Johnson &#038; Johnson, Black &#038; Decker and Electrolux are companies who identify and selectively manage their translation exposure.</li>
<li>The company operating in its own currency does not face risk from currency fluctuation because for them the underlying deal doesn’t change.</li>
</ul>
<p>L'articolo <a href="https://www.artegroup.it/2022/11/29/what-is-translation-exposure-risk-defined-with/">What Is Translation Exposure? Risk Defined, With Example</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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		<item>
		<title>Nonprofit Bookkeeping and Consulting in Massachusetts Non Profit Capital Management</title>
		<link>https://www.artegroup.it/2022/01/27/nonprofit-bookkeeping-and-consulting-in/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Thu, 27 Jan 2022 22:20:27 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28632</guid>

					<description><![CDATA[<p>Content Recording &#038; Allocating Expenses Year-end financial planning part 2 – Retirement and Health Savings Account (HSA) plan considerations Nonprofit...</p>
<p>L'articolo <a href="https://www.artegroup.it/2022/01/27/nonprofit-bookkeeping-and-consulting-in/">Nonprofit Bookkeeping and Consulting in Massachusetts Non Profit Capital Management</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">Recording &#038; Allocating Expenses</a></li>
<li><a href="#toc-1">Year-end financial planning part 2 – Retirement and Health Savings Account (HSA) plan considerations</a></li>
<li><a href="#toc-2">Nonprofit Bookkeeping Services</a></li>
<li><a href="#toc-3">Want More Helpful Articles About Running a Business?</a></li>
<li><a href="#toc-4">Financial Systems for Nonprofits, LLC &#8211; Nonprofit Service Provider</a></li>
<li><a href="#toc-7">Run an Unpaid Bills Report</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/2021/03/b275d071-4fc2-4520-8df3-bb026ac1152d.jpg" width="254px" alt="nonprofit bookkeeping"/></p>
<p>I hired Nonprofit Bookkeeping to help me focus and organize my books and finances. I am ever appreciative of their quick response time, clean reporting, financial advice, and personal flair for making something as tedious as bookkeeping enjoyable. We understand that maintaining cash flow is vital to any nonprofit, and we’re here to help. Our goal is to remove the burden of bookkeeping for your nonprofit so that you can work towards building and supporting communities. Nonprofits use a variety of specialized reports such as annual board member reports, donor reports, and grant reports.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>What does a bookkeeper do for a nonprofit?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Some of the major responsibilities of a nonprofit bookkeeper include handling payments, planning and organizing the budget, processing payroll, keeping receipts and documentation, and categorizing expenses. Unlike an accountant, no degrees or other professional qualifications are needed to be a bookkeeper! Learn More</p>
</div></div>
</div>
<p>Your nonprofit’s statement of activities is also known as your income statement. This report shows the revenue and expenses over time at your organization. It’s used to categorize your different revenue sources and expenses. Plus, you can use this document to review your change in net assets from the beginning of the year to the end of the year.</p>
<h2 id="toc-0">Recording &#038; Allocating Expenses</h2>
<p>Because financial reporting of this sort may have very little to do with an organization&#8217;s primary mission, they may opt not to hire a full-time accountant or download accounting software. Instead, many organizations choose to save time and money by using outsourced accounting solutions and online <a href="https://www.bookstime.com/nonprofit-organizations">bookkeeping for nonprofits</a>. Many nonprofit organizations end up cobbling together accounting, donor management, and payroll services by using multiple programs, making things confusing during end-of-year reporting. Your nonprofit bookkeeping services utilize our nonprofit accounting software, which includes online giving &#038; donation tools. This means you can access your financial reports anytime, share reports with your leadership, manage donations, and accept giving online. The nonprofit’s revenue and expenses differ from those of a for-profit business. Nonprofit revenue sources include donations, program fees, sales income, membership dues, investment income and proceeds from fundraising events.</p>
<ul>
<li>Encourage your donors to judge your organization based on your impact in the community rather than how much you spend on fundraising and administrative expenses.</li>
<li>It has expanded budgeting capabilities, so you can forecast different scenarios and budget across fiscal years.</li>
<li>It highlights assets, money owed, and the remainder of the two.</li>
<li>These restrictions mean that you have to ensure their funds are spent in a way that the supporters approve of.</li>
<li>Nonprofit bookkeeping is the process of entering, classifying, and organizing financial data for the purpose of creating accurate financial records for your organization.</li>
<li>Net assets determine whether the nonprofit&#8217;s work is sustainable or if there is room for growth.</li>
</ul>
<p>A nonprofit has different goals as compared to other business types, but a need for an operating budget remains. An operating budget is an overview of operations, usually done quarterly or annually, that projects expenses and income.</p>
<h2 id="toc-1">Year-end financial planning part 2 – Retirement and Health Savings Account (HSA) plan considerations</h2>
<p>This ensures that everyone is on the same page with upcoming plans and activities. It’s more likely that the board will approve potential budget increases if they understand the big picture. For example, whoever is responsible for collecting donations shouldn’t be the same person updating your financial statements. Performing internal audits on a regular basis is an excellent  way to keep everything in-check as well.</p>
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" width="259px" alt="nonprofit bookkeeping"/></p>
<p>While for-profit organizations have shareholders to appease, nonprofits have donors to thank and cultivate. The receipt for these donations is usually based on their fair market value.</p>
<h2 id="toc-2">Nonprofit Bookkeeping Services</h2>
<p>&#8220;This is a wonderful book that every bookkeeper in a nonprofit organization should have.&#8221; Nonprofit organizations are critical to the long-term success of our communities. Nonprofits provide a safety net for those in need of care, in need of justice, who need a safe place to express themselves, and are working to give all of us a healthy planet. Yet these organizations are required <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> to meet increasingly complex administrative and regulatory  challenges with ever-tightening resources. Within Sumac, you can see each donor’s history with your organization, including past donations and communications. You can try ACCOUNTS for free for 60 days, and you can download the free version online. ACCOUNTS also has a 30-day guarantee if you purchase the program.</p>
<p>L'articolo <a href="https://www.artegroup.it/2022/01/27/nonprofit-bookkeeping-and-consulting-in/">Nonprofit Bookkeeping and Consulting in Massachusetts Non Profit Capital Management</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Income Statement Definition, Explanation and Examples</title>
		<link>https://www.artegroup.it/2021/11/27/income-statement-definition-explanation-and/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Sat, 27 Nov 2021 01:00:47 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28580</guid>

					<description><![CDATA[<p>Content Income From Continuing Operations Identify income. Expenses Grow your business with Funding Circle. Put together your report What do...</p>
<p>L'articolo <a href="https://www.artegroup.it/2021/11/27/income-statement-definition-explanation-and/">Income Statement Definition, Explanation and Examples</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">Income From Continuing Operations</a></li>
<li><a href="#toc-1">Identify income.</a></li>
<li><a href="#toc-2">Expenses</a></li>
<li><a href="#toc-3">Grow your business with Funding Circle.</a></li>
<li><a href="#toc-4">Put together your report</a></li>
<li><a href="#toc-6">What do you need to include in an income statement?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://online-accounting.net/wp-content/uploads/2020/10/image-hqrwLgVYSHn9C3eU.png" width="254px" alt="Everything You Need To Know About The Income Statement"/></p>
<p>Your pretax operating income is important for equity analysis processes as outlined by the CFA Institute, as equity markets give valuations based on high or low-earning companies at this phase of the income statement. As a rule, we require a minimum of two years’ worth of income statements as well as an up-to-date balance sheet to apply.</p>
<ul>
<li>If you ever hear anyone say “net income statement,” “statement of earnings,” or “profit and loss statement,” then they’re referring to the income statement.</li>
<li>It will not train you to be an accountant , but it should give you the confidence to be able to look at a set of financial statements and make sense of them.</li>
<li>Depreciation and amortization are non-cash expenses that are created by accountants to spread out the cost of capital assets such as Property, Plant, and Equipment (PP&#038;E).</li>
<li>The following are the steps to prepare an income statement for your business.</li>
</ul>
<p>It can be useful to distinguish operating costs from financing costs. Only operating costs are considered in calculating operating income. Income taxes – The footnotes provide detailed information about the company’s current and deferred income taxes. The information is broken down by level – federal, state, local and/or foreign, and the main items that affect the company’s effective tax rate are described. This brochure is designed to help you gain a basic understanding of how to read financial statements.</p>
<h2 id="toc-0">Income From Continuing Operations</h2>
<p>But once you learn how all the different line items interact, and what they mean for your company’s financial performance, you’ll be better able to troubleshoot, fine tune, and plan your day-to-day operations. Also known as profit and loss (P&#038;L) statements, income statements <a href="https://online-accounting.net/">https://online-accounting.net/</a> summarize all income and expenses over a given period, including the cumulative impact of revenue, gain, expense, and loss transactions. Income statements are often shared as quarterly and annual reports, showing financial trends and comparisons over time.</p>
<div style='border: grey dotted 1px;padding: 10px;'>
<h3>What you need to know about filing your taxes in Idaho &#8211; Boise State Public Radio</h3>
<p>What you need to know about filing your taxes in Idaho.</p>
<p>Posted: Wed, 25 Jan 2023 21:51:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMibGh0dHBzOi8vd3d3LmJvaXNlc3RhdGVwdWJsaWNyYWRpby5vcmcvbmV3cy8yMDIzLTAxLTI1L3doYXQteW91LW5lZWQtdG8ta25vdy1hYm91dC1maWxpbmcteW91ci10YXhlcy1pbi1pZGFob9IBdmh0dHBzOi8vd3d3LmJvaXNlc3RhdGVwdWJsaWNyYWRpby5vcmcvbmV3cy8yMDIzLTAxLTI1L3doYXQteW91LW5lZWQtdG8ta25vdy1hYm91dC1maWxpbmcteW91ci10YXhlcy1pbi1pZGFobz9fYW1wPXRydWU?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Whether you find an error or not, adding and subtracting the values will help you increase your understanding of how the entries fit together. In a nutshell, it’s what comes in, what goes out, and what’s left over at the end. It’s also usually the first document in an annual report or financial filing. This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post.</p>
<h2 id="toc-1">Identify income.</h2>
<p>The balance sheet tells you what your business’s assets and liabilities are, while the income statement tells you how your business used them. The SEC’s rules governing MD&#038;A require disclosure about trends, events or uncertainties known to management that would have a material impact on reported financial information. The purpose of MD&#038;A is to provide investors with information that the company’s management believes to be necessary to an understanding of its financial condition, changes in financial condition and results of operations. It is intended to help investors to see the company through the eyes of management. It is also intended to provide context for the financial statements and information about the company’s earnings and cash flows.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is an income statement?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>An income statement shows a company&#8217;s revenue, expenses, and profits or losses over a period of time.</p>
</div></div>
</div>
<p>Some businesses can afford to not generate a profit for a while, but regardless, it is important for all business owners to know exactly where they stand. Operating costs or “operating expenses” is money spent not linked to your product or service. Costs in this section usually include office rent, payroll expenses, supplies, and utilities. Other operating costs that can show up on an income statement include marketing expenses <a href="https://online-accounting.net/everything-you-need-to-know-about-the-income/">Everything You Need To Know About The Income Statement</a> and miscellaneous expenses. Income statements present a summary of all profits and losses incurred by a business in a selected timeframe. Preparing the document takes a lot of financial data to arrive at this holistic overview, including operating costs, net income, cost of goods sold, and more. In many cases, this financial data will be divided into individual line items to improve the granularity of your reports.</p>
<h2 id="toc-2">Expenses</h2>
<p>The next step is to estimate the income taxes to be paid by the business entity. The income tax amount is not the amount that is paid by your business. Rather, it is just an estimation of the amount of taxes that your company is expected to pay. Pre-tax income gives financial analysts an understanding of your business entity’s financial performance before taking into account the effect of the tax. Likewise, non-operating income is the income not earned from core business activity. For example, profit on the sale of investments, gain on the sale of fixed assets, etc. Therefore, you need to take a total of all the revenue items from the trial balance and enter the same sum in the revenue section of your income statement.</p>
<p>If you’re not clear about how much money your business is making or what you’re paying out in expenses, you may miss valuable deductions or risk underpaying your estimated taxes. Moving down  the stairs from the net revenue line, there are several lines that represent various kinds of operating expenses. Although these lines can be reported in various orders, the next line after net revenues typically shows the costs of the sales.</p>
<p>If a company has a debt-to-equity ratio of 2 to 1, it means that the company has two dollars of debt to every one dollar shareholders invest in the company. In other words, the company is taking on debt at twice the rate that its owners are investing in the company. Think logically about the numbers reported on the statement, and seek explanations for things that don’t make sense. If the document doesn’t reflect the percentage change in each category, calculate it by figuring out the difference between the two figures in question, and then dividing that number by the original number. In a company with very few employees, are the salary expenditures unexpectedly high?</p>
<ul>
<li>For example, if revenues and gains are worth $215,000, and Expenses and Losses are worth $77,000, the Net Income turns out to be $138,000.</li>
<li>However, the balance sheet and the income statement are often recognized as the most important, as will be discussed below.</li>
<li>The next format used for preparing an income statement is the multi-step income statement format.</li>
<li>With all of the data you’ve compiled, you’ve now created an accurate income statement.</li>
<li>Finally, the income tax line item reports your estimated income tax for the year.</li>
<li>This is calculated by deducting COGS worth $46.08 Billion from the Revenue of $143.02 billion.</li>
</ul>
<p>After all of this, Anna is left with £166,000, known as net profit, which all belongs to her. She could now either take some of the net profit home or invest it back into the business. I hope the guide helped you learn everything about the income statement.</p>
<p>Now, calculate income tax and include it in the income statement right below the pre-tax income. Gross profit is  the profit that your business earns after deducting the costs related to producing and selling goods and services from your business revenues. The following are the steps to prepare an income statement for your business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Everything You Need To Know About The Income Statement"/></p>
<p>L'articolo <a href="https://www.artegroup.it/2021/11/27/income-statement-definition-explanation-and/">Income Statement Definition, Explanation and Examples</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Three Types Of Cash Flow Activities</title>
		<link>https://www.artegroup.it/2021/08/13/three-types-of-cash-flow-activities/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Fri, 13 Aug 2021 04:29:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28546</guid>

					<description><![CDATA[<p>Content Cash Flow Statement: Acme Manufacturing Investing Cash Flows Indirect Method For Preparing The Cash Flow Statement Cash Flows From...</p>
<p>L'articolo <a href="https://www.artegroup.it/2021/08/13/three-types-of-cash-flow-activities/">Three Types Of Cash Flow Activities</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">Cash Flow Statement: Acme Manufacturing</a></li>
<li><a href="#toc-1">Investing Cash Flows</a></li>
<li><a href="#toc-2">Indirect Method For Preparing The Cash Flow Statement</a></li>
<li><a href="#toc-3">Cash Flows From Financing</a></li>
<li><a href="#toc-4">Report Categories For Cash Flow Statements</a></li>
<li><a href="#toc-6">How To Track Cash Flow Using The Indirect Method</a></li>
<li><a href="#toc-7">How The Cash Flow Statement Works With The Income Statement And The Balance Sheet</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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VWoQqL5SNhzti1M2DlH0ZtHRMqAxcwQTQMIyaEZG2h5i7TVI20PMXaVF/oObgf13EPsOj8k5uB/XcR2o3DMOsnuKjxVK8symmuO4sZjVmnfpNQxKrJ4PES1HKd4LkydOjg7KrGrUtfrNk62IjU8mnmj2E44mte0sPLhfcjWUw1ulgm7681vuuPuLEMFSq0lkrVct7ppkaeIk5KHisorm47kWlUkluSXsJkw0S2apNPXrLskJbOUpXVerHskWNWXUNWRMpcIUsLpRtqSl9J3J6T5jVl1DVfJDKYNJ8zVLBN11V1Hu+T0G3WfJDWfImTBpPmhpS6hrdRnW6hkwxpSGnIlreqNZchlKhHTmMk+RLWXIzrLkxkqEMs+sZZ9ZPWjyZnWj1i5KhqdN9MfuI6fqLuNus/RXeY1n6P3i5Wo9qtWFZTenSi1l3XS4m9OooroIVpZpyeZxvBq11u6+JajVhKO6SZLKaJXk99wl1vvZulViub7BrQ5PuFlfqtVm4Qv5T3rpZKhVlaW61pdPSbKlROHkXTuvkvhfeZw+Zxlnaflbt3QLWmHUk1a9uwxmn6cvuN0skVeVkiKlS9KHeLgqWqblKLi5tp9nuK0KlNzhCz6Wl2Mut0eiUe8rUXKU4qVFK6bbQuDK0ndJkZEuCIy4EVyNt/s7E/RPme2eNL2/kfTNt/s7E/RPmu2+NH2/kSXbR/MvaeBv7uYftn/kzuHD8Dv3cw/0p/5M7hhWqr53sIE6vnewgWEc7EefL+qhjXaEHymiUknVnfoqFfGTU3Kmugqq+LbdOXeUlvrzlzii5N54Nc0c7DTz1qi5NL7gSuQfkrqJuW81xeX8BLc7FEMRThKrByv5LurEk73cN6Mz3xT6eBW1J0pPdv6SIsOTtwKGKvGpFXflK7LOrm4FHGVHrLqiB3fB+f6OpHm7nYPP7EnpzhmfnJnd1IekiSsJmCOePpLvM54+ku8itiMkYyXNd5K65moZRkbKHmrtNTZuocI9pRd+ScvBzSxmI7UdP5Jx8N+u1+03pZh1lO5sjvK8CzTKw3QRtijXE2okqyZMGSAYsgERCy5IWXJGTADLG3BGMkeSJAIjkjyQyR5EgLKR048jGnHkTAsqENKI0o9ZMC5KhDSj1jRXNmwC5KhVdGvd2lT9qY0cRzp/eW7mLiyoUKmErTk5NQu45d03w7jdRwSpXcZNZvk9CLV95kXJUKtSFWLtCGdc72Nb1l/Al3r3lqvWjQp6k75bpbut2NaxmHcM+tC1r8Rcm2Feoqs4WVGondPo59pGnhqzqailKN3vjLkXI4mjJySmrx433G1SUldNNF3FK080I3kn7FchrxXHMvqsuAlptUXiKfTLvKsamIlKOnODklvtbfvOxuItK+5FtaQpOTpRc1aTW9CRK5CRkcjbf7OxH0T5rtvjR9v5H0rbf7PxHYfNtu8aPt/IS7aP5l7PwO/dzD/Sn/kzuHD8Dv3cw/0p/wCTO4YVpq+d7CBsq+d7DW9xqEUa/kVlf5UrlDEyti59e8u412qJtXVjn4i8v0l96I0x0t9Rz8LDTqzXN3ZanLyHK/aVMPfPJs1CLj6TPnR60YIRlllcIznsYrJSedb91pWMTisyd/JZrniY0nuA1u9Od2tz69xVxcJTxEF0S3FuriU4+VQbi+lMhKpSq04ypy3xdrPiiCzRUlaUd1i1nrf837ytTUopNtHWjRTSdgqi5V+b72Y1K66fvOhoIw6C5EFOGIrrir+02rEVWvMf2v8ARu0FyNkaK5GolJhVdap6L717jrbPlfDU21bj+JTdFF3CLLRiuXvLKQv6icXxOPhf1uu/WOkuDOF49Tw2NqxmpNuXQa090rDvQ4bjVSxWJS8qg2+pFeltKio+VGav1GzD1pTjloVpO3G8VuNsUuUsZUlJRdGcX03RJY6qvOoTv1I0uriYq+t7HBIxVxdWMr6yinwTpkwtLUcZVk91NpdZu15dRzqWNaspYiLX0GZWLko3Vak230p2t3BJiXRVaXUSVZ8kUqWM8palShl6bXLKxWFf8Wn3kSpbNZ8kZ1uo1qvhfnaf2kS1cO+FSn9pEwlSlrdRlVlyIp0XwlHvM5ab5d5MGWdZchrR5MxkgZ04jBlnVj1mdWJDSjzY0lzGDKepDmNWHMho9Y0esYXLYpx9IZ480atJ8w6T5oVBcpOVC7u43KNSrXVaWnldO+7y7dK6+0uKlLqGlLqFQWjhpZ6MXVklPpSm/eb1FdEpfaNDio+dl9rJKLsnFbuiwottlSU1aUm1e9nZlDGU6GHstBVFJXaSV93DdYsypt+dG5jTt0NCjcr4dUsc55qLjbpkuPR+RepUXRgoU3FRXRlfvNWVrpmvrMzGUo8JP2u4o3N/6TnF+whUqSpQcpKNlxtf3EHUm1bNbsITUpxtKTa5WQouGIY+jUkownByfBXfuN95N74vvKUcNThNTjCCkuDy/wCywqlS+/K12Ci4biLW4ze6IyZkcnbf7PxHYfN9uqzo+38j6Rtr9n1+z8z5vt7jR9v5CXbR/MvZeB37uYf6U/8AJncOH4Hfu5h/pT/yZ3DEq1VfONM3wRuq+cU8S5QlGa3rg0agVMZL9KuTRzcVKWTyHZl7ESVRdCt0s0YGnrYlbt0d9+RFU8XhK9HCwlVe+o7ZV0BwUZOx1NqblRhJuTcm11WRzpJ3sahmVfF4qWFoqUYxk27eUUHtebd9Gn3P3ljaPlUUus5mmSZFt7Xm420advb7zW9pXVtCl3P3lfIYcCWizHacoqyo07dj95r8djmcvF6ab5ZveacgyCxcW16qVlThbsfvN8PCHGykoxyXb9E5mQ24WH/1VLd8tfiB7yxho1qu/RXeNZ+h95GmyxJI1qo38j7ySqW4w+8sEptG6h8Wiq6y9FnExe2sVQxdSnSrQjCL3KUVuNI9Ze0WeT2lCUcdJ82a/wD1DjfnqL+p/sr19p1sTK9WVK/qxt+ZYmpHUUNOjHLdNsu4Cvpuduo85LHSjBvPuS5laO2pRfk1JR7Gb3QtPazxCkru7fK5itNuEbnkIbeqr+NI2/D1SW6VZu3Uhuimdj0yccrbbzJrKkrp8ySkeZjtt/OruJrbbX8SPcNy7XXxdedDEU5LzVvt0M2Yeu615NWvvsug4ctsaitN05LrROntfIrRVNIlrUU9Sp1qtCMKLd42NTlUV9S29bug4ENu1Ib4uK7G0Se3HLfKKbtbzieSsU79CrGNCSaW674XuSbajCUoQ38WvwOBS27Kk7wjZ81L/ROW3XVadRSlbrXuHlidEuupb3bcSVSfROX2mceO2KfTCX3E1tehymvYWzbLra9W3xtT7TM+NV1wrT+0ctbVw76ZL2GfhPDP5bXsYwbZdNY7ErhWl9xtjj8Tb459y9xyFj8O/wCKjZDHUPnY94wVLq/COJXy0+2KJR2piecPsnMWLov+LDvMqtTfCce8YSnT+Fq64xpv2P3ko7ZqX30ov2nMc4tbmiN0Kgp1amPVe2pR4cp/6NtLaUaUFHRlZetc5VOd1a5PMKR1Vtel005/cTW1sP0xmvYcSW5mLioWncqbRoThaM5Rd0/NfMxQxlCF1Ovfh51zjJ7t5Cq9wop6NY3Cv+NT7ySr4eXCpTf1kePbefjbtJwvOMnqKLXBN8SUuyHr1py4OPeaIubqJSgsr5JnmlqZHNPyU7GY1aqWZSklwuVNj1fBEZHnKeIrNfrEo7+YeLxUYNrE3t0MlGxc2zJeI149NvzPnW3+NH635HrsXj61XDThOd83E8j4QedQ+t+RJddMVpl7HwO/dzD/AEp/5M7ZxPA793MP9Kf+TLu2MTUwmzp1qNlNNce05SkReG7F1NKEppXaXA43jOIr1fjlJejTg2l7Tl1duYurHLUySv0WIx2tioxUYxiorgkiRrh14pWcaqkqmXfn6Eukt4arXo0Iwy2st/knInj60pqcorMt6duBl7QxT+VL7TG84v11q9erUptOKv0NrgcDGbWqUMROnpqSi7Nm947Et2zS7zS5TbcnCDb4tpDkOL9afHI4yErQcVFrj7TW0WW5vdlh3IxaXow7kTecX6qtBWUk2rlpxl6MO5GHF3tlj3Ibzi/VepJSXA1lqUZLoQySfSkNxxfqqbsLuxNJ8pJk3CV+JnTmldSG44o9u6sa/mpdxOOOXTSn3HBWs/4su9mLVfnH3jevH+vSrGx+aqfZM+ORf8Op9k8zkqfOS7zDpz+cZeROP9emeKpv5M/ss0VZ4abeZWfXE81LMpWzHd2ZhoVcDTnK7bv09ZY13NJq0VFsPC4KXGS+wReAwL+XH7Be8SpdfePEafrd5tzpysXs/CRwlaUZwuoSa8nqPKHusdgqccDiGnLdSk+PUeFCSAAIXfMzd8zAAzmfNmc8ubIgCWpLmzOrP0mQAGxVqi+UzPjFT0magC25Yqr6TJeN1fSK4C2srG1V0klj6q6SoBZcri2hURJbSmUQWy5dBbTlyJLaj5HNAs3S6q2r1E47Xa6ZL2nHAtd0u5HbUlwqTXtNsdvzX8WXeeeAs3PSrwgm+NV/cbI+EEl8tdx5Yu4KkpRzfKlLKny3pf8A7LuFpb0S2/JLysu/miXw/GXHKcXFYCaoxcZ+VuU7qyzNpfmVsNh1HascPV8uKk0+vcLkuPT0XwvSk99u8nHalHmeehg3rwnCcKtN1cjV3ufIj4nOU5SlVhSjKo4QTu7u/wCAtbh6iO1KWXLmaXI2LaVJpJ1dy6GeWlQlHBxjJqNbXyOTfUasVQrYWEZ6uaMm1ezW/wBosuHtIbQwsopNq66SbxGFnHir9p42jhcVUoxmqtpTV4xs967eg3YCFTWoOvVj+kTkqbbu1Ytlw9HUcXSlLNHvPMbdqxnVpRi75U/yCjiakqEVWS1726rHNquWo1J3adiTJOrFPceC+2Nn4TYdGjiMXTp1IuV4ye9eUzdtzbWza+zKlOjjKU5NryU+s+fAzMWkTU27HjVDMv0kTd43hvnonBBjZDrzS7zx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width="250px" alt="The Three Parts of a Cash Flow Statement"/></p>
<p>A classic example in this scenario is trade payables on CapEx (i.e., outstanding payments due to fixed asset providers). It is quite common that this account gets included in the trade payables and, as such, gets classified as net working capital. If this is the case, you will need to remove it from NWC and add it to the cash flows from the investing section. Below is a step-by-step method to ensure your cash flow always balances and tallies. To help your learning, I have also put together an example spreadsheet which demonstrates the required interconnectivity. One you have your starting balance, you need to calculate cash flow from operating activities.</p>
<ul>
<li>For small businesses, Cash Flow from Investing Activities usually won’t make up the majority of cash flow for your company.</li>
<li>Acquiring and Managing FinancesArticles in our Entrepreneur’s Resource Center appeared in print and online newsletters published previously by the foundation.</li>
<li>But you could use your cash flow statement to explain how investing in a canning line supported current and near-future operations.</li>
<li>The cash flow statement is a complex financial statement and by necessity, this Business Builder contains information on sophisticated accounting topics.</li>
</ul>
<p>The statement captures both the current operating results and the accompanying changes in the balance sheet. As an analytical tool, the statement of cash flows is useful in determining the short-term viability of a company, particularly its ability to pay bills. International Accounting Standard 7 , is the International Accounting Standard that deals with cash flow statements. You use information from your income statement and your balance sheet to create your cash flow statement. A cash flow <a href="https://accountingcoaching.online/the-three-parts-of-a-cash-flow-statement/">The Three Parts of a Cash Flow Statement</a> statement tells you how much cash is entering and leaving your business in a given period. Along with balance sheets and income statements, it’s one of the three most important financial statements for managing your small business accounting and making sure you have enough cash to keep operating. In financial accounting, a cash flow statement, also known as the statement of cash flows, is a financial statement that summarizes the amount of all cash inflows and outflows of the company.</p>
<h2 id="toc-0">Cash Flow Statement: Acme Manufacturing</h2>
<p>Cash flow from operating activities is any cash transaction related to the company&#8217;s ongoing business, that is the business activities that are responsible for most of the profits. Operating activities usually involve producing and delivering goods and providing services.</p>
<p>Using the direct method, you keep a record of cash as it enters and leaves your business, then use that information at the end of the month to prepare a statement of cash flow. Watch this short video to quickly understand the main concepts covered in this guide, including what the cash flow statement is, how it works, and most importantly, why it matters to finance professionals. The income statement can record sales and profits; however, it’s the income statement that may provide you with a warning if those sales aren’t generating enough money to cover expenses. The difference lies in how the cash inflows and outflows are determined. The purchasing of new equipment shows that the company has the cash to invest in itself. Finally, the amount of cash available to the company should ease investors’ minds regarding the notes payable, as cash is plentiful to cover that future loan expense. When capex increases, it generally means there is a reduction in cash flow.</p>
<h2 id="toc-1">Investing Cash Flows</h2>
<p>These three different sections of the cash flow statement can help investors determine the value of a company&#8217;s stock or the company as a whole. Since all transactions cannot be adequately communicated through the relatively few amounts reported on the financial statements, companies are required to have notes to the financial statements. If a current liability&#8217;s balance had decreased, the amount of the decrease is subtracted from the amount of net income.</p>
<ul>
<li>Cash flow from investing activities shows the investment a company makes.</li>
<li>Similarly, many items in the Income Statement directly reflect changes in Balance Sheet accounts over time, and must match the changes there.</li>
<li>Obviously, this can get quite cumbersome, as it requires a correct match of all NWC accounts linked to EBITDA items.</li>
<li>You can have positive cash flow, which indicates your business has more money coming in than your expenses.</li>
<li>If any deviation is marked, the management can take corrective measures.</li>
<li>Non-cash investing and financing activities are disclosed in footnotes to the financial statements.</li>
</ul>
<p>Hearst Newspapers participates in various affiliate marketing programs, which means we may get paid commissions on editorially chosen products purchased through our links to retailer sites.</p>
<h2 id="toc-2">Indirect Method For Preparing The Cash Flow Statement</h2>
<p>As you can see, the operations section shows where money is coming from and exactly where it’s going. They want to make sure you will have the money to pay them back, especially if you purchase large quantities from them. Interest paid can be included in operating activities or financing activities under the IAS 7. US GAAP requires that interest paid be included in operating activities. Cash flow statements are useful in determining liquidity and identifying the amount of capital that is free to capture existing market opportunities. The statement of cash flows is a useful tool in identifying organizational liquidity, but has limitations when it comes to non-cash reporting. The free cash flow can be calculated in a number of different ways depending on audience and what accounting information is available.</p>
<ul>
<li>When you tap your line of credit, get a loan, or bring on a new investor, you receive cash in your accounts.</li>
<li>It starts with net income or loss, followed by additions to or subtractions from that amount to adjust the net income to a total cash flow figure.</li>
<li>This information is critical for making medium- and long-term plans and investment decisions for your company.</li>
<li>You need to adjust your earnings so you only have actual cash in your operations section.</li>
<li>It excludes the amount of future incoming and outgoing cash that has been recorded on credit and focuses on the cash on hand.</li>
<li>Accrual accounting requires companies to record revenues and expenses when transactions occur, not when cash is exchanged.</li>
</ul>
<p>The last section on the statement of cash flows is a reconciliation of the total cash position, which connects to the balance sheet. This is the final piece of the puzzle when linking the three financial statements. The cash from financing is calculated by summing up all the cash inflows and outflows related to changes in long-term liabilities and shareholders’ equity accounts. From the above statement, for the financial year 11-12, it can be seen that the cash generated is USD 630 million.</p>
<h2 id="toc-3">Cash Flows From Financing</h2>
<p>These are long-term, or capital investments, and include property, assets in a plant or the purchase of stock or securities of another company. I hope that this provides you with the tools to effectively create a cash flow statement and that you now have a clearer understanding of the interconnections between P&#038;L and balance sheet accounts. Once you understand this methodology, it is up to you to rearrange the different accounts and present them in a way that makes the most sense for your particular needs and your particular business. One of the most important traits you should seek in a potential investment is the firm&#8217;s ability to generate cash. Many companies have shown profits on the income statement but stumbled later because of insufficient cash flows. A good look at the statement of cash flows for those companies may have warned investors that rocky times were ahead.</p>
<p>This section is also used to record any significant exchanges that did not involve a cash transaction, such as exchanging stock. Small businesses may not record stock, but if you use an interest-bearing business bank account, you should report that information here. A cash flow statement consists of three sections exploring operating activities, investing activities, financing activities and also features supplemental information in a special section.</p>
<h2 id="toc-4">Report Categories For Cash Flow Statements</h2>
<p>The operating activities on the CFS include any sources and uses of cash from business activities. In other words, it reflects how much cash is generated from a company’s products or services. Analysts use the cash flows from financing section to determine how much money the company has paid out via dividends or share buybacks. It is also useful to help determine how a company raises cash for operational growth. Any purchase or sale of property, equipment and plants also qualify under the investment section.</p>
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" width="257px" alt="The Three Parts of a Cash Flow Statement"/></p>
<p>A company’s creditors will want to know how liquid a business is—meaning, how much cash or assets that can quickly be converted to cash it has on hand. This measures the relationship between operating cash flows and profit. The bottom line on the statement is the Net Increase <a href="https://accountingcoaching.online/">https://accountingcoaching.online/</a> in Cash and Cash Equivalents. It’s determined by calculating the total cash inflows and outflows for each of the three sections in the Cash Flow Statement. When capital is raised, it is considered “cash in”; when dividends are paid or debt is reduced, “cash out”.</p>
<h2 id="toc-5">Limitations Of The Cash Flow Statement</h2>
<p>Also, when using the indirect method, you do not have to go back and reconcile your statements with the direct method. The direct method takes more legwork and organization than the indirect method—you need to produce and track cash receipts for every cash transaction. For that reason, smaller businesses typically prefer the indirect method. By studying the CFS, an investor can get a clear picture of how much cash a company generates and gain a solid understanding of the financial well-being of a company. The same logic holds true for taxes payable, salaries, and prepaid insurance. If something has been paid off, then the difference in the value owed from one year to the next has to be subtracted from net income.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="250px" alt="The Three Parts of a Cash Flow Statement"/></p>
<p>Treasury bills, money market funds, and commercial paper are usually classified as cash equivalents. In this discussion when cash is used, it refers to cash and cash equivalents. Investing activities cash flow contains the changes during a reporting period on investment losses or gains. Money from new investment, both from the company or from an investor to the company, and sales of fixed assets are comprised in the investing activities cash flow. In order to maintain and expand the business, the company receives money from outside investors or its owner. Another way to get money is to sell its PPE – property, plant, and equipment. Then, the company spends its money on buying new fixed assets or re-invest into other entities.</p>
<h2 id="toc-6">How To Track Cash Flow Using The Indirect Method</h2>
<p>All activities as above are considered as investing activities and recorded in Investing Activities Cash flow. This includes cash arising out of the core business the company is in. The difference between the revenue generated out of the sales of the products and the cost will be cash flow from operating activities. For example, purchases or sales of a product, increase or decrease in current assets and current liabilities, depreciation, expenses relating to trading, administrative, selling expenses, etc. The statement of cash flows is one of the financial statements issued by a business, and describes the cash flows into and out of the organization. Its particular focus is on the types of activities that create and use cash, which are operations, investments, and financing.</p>
<p>Learn the format and important elements to include in statements of changes in equity. Describe the three parts of a cash flow statement and indicate which transactions affect each part. The closing balance of cash is determined to add the opening cash balance to net cash flow. The net result of cash inflow and cash outflow for a particular period of a business can be known from the above-mentioned three steps. Cash inflow or cash outflow is determined to take into consideration the sale of new shares in the market, payment of dividends, taking a long-term loan, the redemption of bonds, etc. Closing cash balance is determined to add opening cash balance to net cash inflow.</p>
<h2 id="toc-8">Communicating With Investors: Best Practices For Startups</h2>
<p>For example, it could be negative if the company bought a lot of marketable securities to store its cash. When the company raises cash by issuing shares or by getting a loan from the bank, it is shown in the financing cash flow section. Conversely, when a company buys back shares or pays its debts, it is also shown in this section. Cash flow from operations is the amount of cash generated from the normal functions of the business. These constitute activities that will alter the equity or borrowings of a business. Examples are the sale of company shares, the repurchase of shares, and dividend payments. Income Taxes Payable If there is an increase in income taxes payable, the amount of the change is added to net income.</p>
<p>L'articolo <a href="https://www.artegroup.it/2021/08/13/three-types-of-cash-flow-activities/">Three Types Of Cash Flow Activities</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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		<item>
		<title>Quicken vs  QuickBooks</title>
		<link>https://www.artegroup.it/2020/09/16/quicken-vs-quickbooks/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Wed, 16 Sep 2020 11:48:07 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28811</guid>

					<description><![CDATA[<p>Content Difference Between Quicken and QuickBooks Quickbooks Online FAQs about Quicken vs. QuickBooks Grab Offer Today For example, if you...</p>
<p>L'articolo <a href="https://www.artegroup.it/2020/09/16/quicken-vs-quickbooks/">Quicken vs  QuickBooks</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">Difference Between Quicken and QuickBooks</a></li>
<li><a href="#toc-1">Quickbooks Online</a></li>
<li><a href="#toc-2">FAQs about Quicken vs. QuickBooks</a></li>
<li><a href="#toc-5">Grab Offer Today</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://business-accounting.net/wp-content/uploads/2021/07/image-f5UWiCqoKrRdpSxV.jpg" width="251px" alt="Quicken Or Quickbooks"/></p>
<p>For example, if you need a simple way to track income and expenses, Quicken may be the better choice. However, if you need a more robust system that can track inventory and customers, QuickBooks may be a better option. The software is designed specifically for tracking finances, so it offers features geared toward this purpose. QuickBooks can track inventory and customers in addition to income and expenses. Because of their wide adoption, users can compare notes on applications and features of either program with a variety of other users.</p>
<ul>
<li>QuickBooks Online provides more than 650 integrations, making this software highly flexible for small businesses that use various business tools, such as Paypal, Square and Shopify.</li>
<li>Quicken Home and Business includes basic accounting functions, such as accounts receivable and payable, profit and loss reports and cash flow projections.</li>
<li>Quicken has a tool specifically for rental property management.</li>
<li>Your financial situation is unique and the products and services we review may not be right for your circumstances.</li>
</ul>
<p>Meanwhile, users who left QuickBooks Online reviews said that the software is easy to set up and use, adding that it has a simple and clean user interface and intuitive features. You’ll need to switch to a full-fledged accounting software to gain deeper insights and access more sophisticated reporting as your books become more complex. If you just want to track your personal financial information, Quicken has all of the features you could want. You can track everything related <a href="https://business-accounting.net/">https://business-accounting.net/</a> to your family’s finances in one place without much extra hassle. QuickBooks is a full-featured business and management suite with all the tools that a small business would need, but it&#8217;s also costlier. QuickBooks and Quicken are financial management tools owned by Intuit and H.I.G. Capital, respectively. We’re here to help our members enjoy the best possible experience when using Quicken, Quickbooks, and other Intuit programs with UCCU’s online and mobile banking.</p>
<h2 id="toc-0">Difference Between Quicken and QuickBooks</h2>
<p>Both programs offer a variety of built in and on-line Help resources, plus have support through videos, forums, blogs, Facebook, Twitter, YouTube, and Linkedin. The best payroll services for small business track employee pay, calculate and file payroll taxes, offer direct deposit and provide access to digital pay stubs. While Quicken has useful features that go beyond basic personal finance budgeting, there are many free alternatives if you’re simply looking for a way to manage your finances. Alternatives to Quicken include PocketGuard, Mint and You Need a Budget . True alternatives will provide the ability to manage a business’s accounting books, send payments, create and send invoices, collect payments, and budget. Some of the most popular alternatives to QuickBooks include Xero, FreshBooks, Sage, Zoho, and Wave.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://business-accounting.net/wp-content/uploads/2021/07/image-nS0j9z87XmdQckyh.jpg" width="250px" alt="Quicken Or Quickbooks"/></p>
<p>Although they’re managed within the same interface, you can separate your home and business budgets. This improves overall budgeting strategy, makes it easier for you to pay yourself at the end of each month, and speeds quarterly or end of year tax filings. Both Quicken and QuickBooks have companion mobile apps available for iOS and Android devices.</p>
<h2 id="toc-1">Quickbooks Online</h2>
<p>Quickbooks is preferable if you run a small business with multiple accounts, need to handle sales or payrolls, or are based in countries where Quicken is unavailable, such as the UK. Quicken is preferable if you are looking for a cheaper option that will help you handle personal finance issues such as checkbook accounting and retirement planning. The main difference between QuickBooks and Quicken is that QuickBooks focuses on accounting for small businesses, while Quicken focuses on the finances of individuals. Although Quicken does have a version of its software for both rental property owners and small businesses, it is not double-entry accounting software and thus is not as advanced as QuickBooks. Meanwhile, QuickBooks is designed to track assets, liabilities, income, and expenses of a business accurately.</p>
<ul>
<li>Quicken is compatible with both Macs and Windows PCs, and also has an online version.</li>
<li>QuickBooks can track inventory and customers in addition to income and expenses.</li>
<li>LendingTree is compensated by companies on this site and this compensation may impact how and where offers appears on this site .</li>
<li>Choose from several templates to build professional-looking invoices and brand them with your logo or company color palette.</li>
<li>When evaluating offers, please review the financial institution’s Terms and Conditions.</li>
</ul>
<p>While some apps are free, others carry an additional monthly fee. Quicken Home and Business includes basic accounting functions, such as accounts receivable and payable, profit and  loss reports and cash flow projections. At $103.99 per year, Quicken Home and Business is less than half the cost of QuickBooks Online’s entry-level plan. The more affordable price tag is a draw for those with side gigs, freelancers and businesses just getting off the ground. You can still generate estimates, send invoices, accept payments, track profits and losses, and keep tabs on deductible business expenses. One notable difference between the two offerings is the number of users who can access the same account.</p>
<h2 id="toc-2">FAQs about Quicken vs. QuickBooks</h2>
<p>QuickBooks features enable income and expense tracking, report creation, and inventory and customer tracking. You can expect fewer business tools from QHB compared with QuickBooks.</p>
<ul>
<li>A true alternative to Quicken gives individuals the ability to manage finances in a single place by helping them manage their budget and control expenses.</li>
<li>You’ll need to tag business-related accounts and expenses to track profits and loss, tax deductions and cash flow projections.</li>
<li>It is best for simple households that do not need to track small business information, investments or other complicated financial arrangements.</li>
<li>QuickBooks Online gives them the ability to access QuickBooks through the web browser with mobile device devices such as smartphones.</li>
<li>Both include import and export features with different applications.</li>
</ul>
<p>Quicken has a rental property management tool that can help you track income and expenses and create reports. As a rental property owner or manager, you need to track income and expenses. Many software programs are available <a href="https://business-accounting.net/quicken-or-quickbooks/">Quicken Or Quickbooks</a> to help you with this, but Quicken and QuickBooks are 2 of the most popular. Agricultural producers continue to be challenged to become better managers of their resources and effective management information systems are key.</p>
<h2 id="toc-3">Quicken vs. QuickBooks: At a Glance</h2>
<p>Ace Cloud Hosting is solely responsible for the provision of all services on this website. There are multiple versions of Quicken – Starter, Deluxe, and Premier for both Windows and MAC and Home &#038; Business versions for Windows only. You may purchase a one time license of QBD 2021 Pro for 1 user worth $399 or Premier for 1 user worth $499 thru a partner. Organize and store all real estate documents safely and securely.</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>FTX CEO said company used QuickBooks, like scene in &#8216;Breaking Bad&#8217; &#8211; Business Insider</h3>
<p>FTX CEO said company used QuickBooks, like scene in &#8216;Breaking Bad&#8217;.</p>
<p>Posted: Tue, 13 Dec 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZGh0dHBzOi8vd3d3LmJ1c2luZXNzaW5zaWRlci5jb20vZnR4LWNlby1zYWlkLWNvbXBhbnktdXNlZC1xdWlja2Jvb2tzLWxpa2Utc2NlbmUtYnJlYWtpbmctYmFkLTIwMjItMTLSAWhodHRwczovL3d3dy5idXNpbmVzc2luc2lkZXIuY29tL2Z0eC1jZW8tc2FpZC1jb21wYW55LXVzZWQtcXVpY2tib29rcy1saWtlLXNjZW5lLWJyZWFraW5nLWJhZC0yMDIyLTEyP2FtcA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>During setup for this method, the user enters their UCCU Online credentials within Quicken or QuickBooks Online. In this case there is a one-way communication from UCCU Online to your Quicken or QuickBooks Online software. By clicking this link, you are leaving SouthPoint’s website and entering a website hosted by another party. We do not operate this site, nor are we responsible for its content. Please review the privacy and security policies of the site you are entering, as  they may differ from those practiced by the credit union. Quicken can be used for college planning and managing household inventory that are lacking in QuickBooks. Quicken offer checkbook accounting that is not available by QuickBooks.</p>
<p>L'articolo <a href="https://www.artegroup.it/2020/09/16/quicken-vs-quickbooks/">Quicken vs  QuickBooks</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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			</item>
		<item>
		<title>Cash Basis or Accrual Basis Accounting: What&#8217;s Better?</title>
		<link>https://www.artegroup.it/2019/12/30/cash-basis-or-accrual-basis-accounting-what-s/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Mon, 30 Dec 2019 17:49:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28946</guid>

					<description><![CDATA[<p>Content Example of cash basis accounting Cash Basis vs Accrual Basis: Pros And Cons Of Cash And Accrual Business What...</p>
<p>L'articolo <a href="https://www.artegroup.it/2019/12/30/cash-basis-or-accrual-basis-accounting-what-s/">Cash Basis or Accrual Basis Accounting: What&#8217;s Better?</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">Example of cash basis accounting</a></li>
<li><a href="#toc-1">Cash Basis vs Accrual Basis: Pros And Cons Of Cash And Accrual</a></li>
<li><a href="#toc-2">Business</a></li>
<li><a href="#toc-4">What Is the Difference Between Cash and Accrual Accounting?</a></li>
</ul>
</div>
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width="254px" alt="accounts receivable"/></p>
<p>If you were having a bad income year to begin with, you probably don’t mind. But if you were already having a bumper year then the last thing you want is more income! It means the tax is due today vs. a year from now and you’re quite possibly paying it at a higher rate. If your business currently uses accrual accounting, you&#8217;ll need to use IRS Form 3115to apply for a change in accounting method. Qualifying for these changes may be complicated so get help from your tax professional before you make the change.</p>
<p>Assume a company pays its employees on the fifth of the month for the prior month’s work. This illustrates why accrual accounting is more labor-intensive and more expensive. The cash basis is only available for use if a company has no more than $5 million of sales per year . It is easiest to account for transactions using the cash basis, since no complex accounting transactions such as accruals and deferrals are needed. Given its ease of use, the cash basis is widely used in small businesses. However, the relatively random timing of cash receipts and expenditures means that reported results can vary between unusually high and low profits. The cash basis is also commonly used by individuals when tracking their personal financial situations.</p>
<h2 id="toc-0">Example of cash basis accounting</h2>
<p>While simple and easy to maintain, the <a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> basis of accounting does not always show an accurate image of the true financial state of a business. With the accrual accounting method, income and expenses are recorded when they’re billed and earned, regardless of when the money is actually received. Accounting standards outlined by the generally accepted accounting principles stipulate the use of accrual accounting for financial reporting, as it provides a clearer picture of a company’s overall finances. The primary difference between cash basis accounting and accrual basis accounting is in the timing of the recognition of expenses and revenue. The cash  approach recognizes expenses and revenue much faster than the accrual method. The accrual approach is more focused on predicted expenses and revenue down the line. Cash basis accounting is centered on recording transactions when cash changes hands meaning it is that much easier to implement.</p>
<ul>
<li>For example, under the cash basis method, retailers would look extremely profitable in Q4 as consumers buy for the holiday season.</li>
<li>Those businesses are allowed to choose whether they want to use the cash or accrual method of accounting for their income and expenses.</li>
<li>When you start a small business, you’ll need to decide which method to use to best track your business finances.</li>
<li>Information provided on Forbes Advisor is for educational purposes only.</li>
<li>Accrual basis and cash basis are two methods of accounting used to record transactions.</li>
</ul>
<p>Whereas with the accrual basis accounting, the company recognizes the sale in August, when it is issued the invoice. Cash-basis accounting might be right for your business if you rely on cash payments for revenue and expenses. Conversely, businesses that extend credit to customers or use credit with their suppliers tend to find that accrual accounting gives a better picture of overall financial health. Businesses that hold large amounts of inventory also benefit from accrual accounting.</p>
<h2 id="toc-1">Cash Basis vs Accrual Basis: Pros And Cons Of Cash And Accrual</h2>
<p>Also, consider whether you have the staff available to wholly and accurately record your books on an accrual basis each month. Finally, you should also consider  the tax implications of a large account receivable balance. This is because you do not want to run into a situation where you pay taxes on unreceived revenue. The more complex your business is, the more likely you need to use the accrual method of accounting. Cash basis accounting makes it difficult to see how your business performs since your income and expenses are not necessarily aligned.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Why do small businesses prefer cash basis accounting?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Many small businesses opt to use the cash basis of accounting because it is simple to maintain. It&apos;s easy to determine when a transaction has occurred (the money is in the bank or out of the bank) and there is no need to track receivables or payables.</p>
</div></div>
</div>
<p>L'articolo <a href="https://www.artegroup.it/2019/12/30/cash-basis-or-accrual-basis-accounting-what-s/">Cash Basis or Accrual Basis Accounting: What&#8217;s Better?</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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		<item>
		<title>True Story: Drew Anderson</title>
		<link>https://www.artegroup.it/2019/09/13/true-story-drew-anderson/</link>
		
		<dc:creator><![CDATA[Zancoa]]></dc:creator>
		<pubDate>Fri, 13 Sep 2019 14:17:13 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.artegroup.it/?p=28964</guid>

					<description><![CDATA[<p>Content True Story: Drew Anderson Tell us about where you went to school and what for: We Understand Your Business...</p>
<p>L'articolo <a href="https://www.artegroup.it/2019/09/13/true-story-drew-anderson/">True Story: Drew Anderson</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</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">True Story: Drew Anderson</a></li>
<li><a href="#toc-1">Tell us about where you went to school and what for:</a></li>
<li><a href="#toc-2">We Understand Your Business</a></li>
<li><a href="#toc-3">Tressa, Certified Professional Coder</a></li>
<p> UW-Green Bay</a></li>
<li><a href="#toc-6">About Company</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://personal-accounting.org/wp-content/uploads/2020/10/image-BsYSHXlpWOdZ4Q3n.png" width="256px" alt="valley plastic surgery"/></p>
<p><a href="https://personal-accounting.org/bottom-line-accounting-of-the-fox-valley/">Bottom Line Accounting of the Fox Valley</a> accountants have good career opportunities and pay levels, with an average annual wage of $67,460 in 2013. The salaries have been constantly rising, although at a slower rate than the average salary across all professions. Furthermore, a good school will make a positive impact on the students’ careers through placement opportunities, on-campus experience, and a good placement office.</p>
<ul>
<li>Our systems have detected unusual traffic activity from your network.</li>
<li>For this indicator to be effective, it is important to have ‘clean’ accounts receivable records, meaning no large outstanding balances or credits.</li>
<li>Jack handles matters dealing with individual, corporate, and trust tax returns as well as general accounting and bookkeeping services.</li>
<li>Karen’s friendly, upbeat personality, excellent communication skills, and attention to detail make her a valued member of the RODAC, LLC team.</li>
<li>However, with Fox Valley CPAs on your side, you can be certain that the financial choices you make will position you well for future success.</li>
<li>In Zoology from California State University, Long Beach, an M.B.A. from Boise State University, and a Ph.D. in Business from The Pennsylvania State University.</li>
</ul>
<p>The <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> school you choose can be a springboard for your career, preparing you through both theory and practice for a demanding professional path. It is essential to shoot for the best and to inform yourself in depth before enrolling in an accounting program. Employment opportunities in the financial sector are expected to grow faster than average during the next five to 10 years –  especially careers in personal finance. A more complex financial environment, coupled with an increasing number of baby boomers who need to invest their retirement savings wisely, both contribute to this positive outlook. According to the Bureau of Labor Statistics, the U.S. can expect to see more than 700,000 new jobs in financial management between 2019 and 2019 – a 15 percent growth rate. I have been using The Pomykala Group since 2002, when I purchased my first dealership. Since then, we have added 5 more dealership locations and other businesses, including 3 car washes.</p>
<h2 id="toc-0">True Story: Drew Anderson</h2>
<p>If you do not report unauthorized transfers within 60 days of your statement being mailed to you, you run the risk of having unlimited loss on transfers made after the 60 days. However, for an ATM or debit card the loss is limited to $50 if you notify your institution within 2 business days after the card is lost or stolen. Some ATM cards and debit cards can be used in stores to charge merchandise. Money is electronically drawn from  your account and paid to the store. This is a federal law that requires depository institutions to inform you of the following &#8230; The Act also requires that interest and fee information be provided to you in periodic updates, and that if you have a rollover CD, you will be notified before the maturity date.</p>
<ul>
<li>Brett believes in a true partnership with clients, walking them through every step of the process and working hand in hand to deliver the final product.</li>
<li>We will guide you through the ever-changing business and legislative environment to help you achieve your maximum bottom-line, save taxes and preserve wealth.</li>
<li>I would rate the organization very highly on tax knowledge, response to my tax needs and questions, and my comfort level with sharing and dealing with such matters.</li>
<li>With these resources, the Neenah team will have the ability to customize solutions for you on a local level.</li>
<li>Whenever I have a question, I don’t hesitate to pick up the phone and give them a call.</li>
</ul>
<p>Nate is a Senior Manager at SVA Certified Public Accountants focusing on the healthcare, dental, and veterinary industries. He works with practices in the southern Wisconsin and Fox Valley areas to manage cash flow, assess financial performance and growth, and evaluate expenditures. He also has experience in designing compensation models, tax planning, and providing guidance on tax implications for clients. He works with corporations, partnerships, and individuals of all sizes and ownership structures. In Geology from Western Washington University, and a Ph.D. in Hydrogeology from the University of Nevada. He serves as an academic director for the UW Master of Science in Sustainable Management and was a founding academic director for the UW Bachelor of Science in Sustainable Management. Prior to joining UW-Parkside in 2001, Dr. Skalbeck spent over ten years as a groundwater consultant specializing in soil and groundwater contamination and remediation.</p>
<h2 id="toc-1">Tell us about where you went to school and what for:</h2>
<p>Gary and his staff are trusted advisors and I know they will always give me the information and advice I need. We, at the Desert Sun Group, have had the privilege of using The Pomykala Group for over 20 years. Their knowledge and expertise have helped us navigate all aspects of our business and we will continue to use them in the future. Taylor joined FVPS in November of 2022 and has been a fantastic addition to our team.</p>
<ul>
<li>We offer a wide range of consulting services designed to improve the information and processes dealerships rely on to make informed business decisions.</li>
<li>I can unreservedly recommend The Pomykala Group to anyone looking for a CPA firm with solid experience, quick response time, and a friendly, professional, and courteous staff that understands your core business.</li>
<li>Our finance professors mentor those who plan to pursue Chartered Financial Analyst designation, the most prestigious honor in the finance and investment industry.</li>
<li>Most ATMs provide you with a receipt for the transaction, as do point of sale purchases.</li>
</ul>
<p>Lukas is a graduate from Fox Valley Technical College with a Construction Management Degree. His ability to work as a team member and problem solve have proven him an asset to the RODAC team.</p>
<p>L'articolo <a href="https://www.artegroup.it/2019/09/13/true-story-drew-anderson/">True Story: Drew Anderson</a> proviene da <a href="https://www.artegroup.it">Arte Group arredamento</a>.</p>
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