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	<title>Mit YouTube Geld verdienen &#187; Bookkeeping</title>
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		<title>General Instructions for Forms W-2 and W-3 2025 Internal Revenue Service</title>
		<link>https://mit-youtube-geld-verdienen.info/general-instructions-for-forms-w-2-and-w-3-2025/</link>
		<comments>https://mit-youtube-geld-verdienen.info/general-instructions-for-forms-w-2-and-w-3-2025/#comments</comments>
		<pubDate>Wed, 14 May 2025 12:04:15 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=5063</guid>
		<description><![CDATA[<p>Report in box 3 elective deferrals to certain qualified cash or deferred compensation arrangements and to retirement plans described in box 12 (codes D, E, F, G, and S) even though the deferrals are not &#8230; <a href="https://mit-youtube-geld-verdienen.info/general-instructions-for-forms-w-2-and-w-3-2025/">Weiterlesen</a></p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/general-instructions-for-forms-w-2-and-w-3-2025/">General Instructions for Forms W-2 and W-3 2025 Internal Revenue Service</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
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				<content:encoded><![CDATA[<p>Report in box 3 elective deferrals to certain qualified cash or deferred compensation arrangements and to retirement plans described in box 12 (codes D, E, F, G, and S) even though the deferrals are not includible in box 1. Also report in box 3 designated Roth contributions made under a section 401(k) plan, under a section 403(b) salary reduction agreement, or under a governmental section 457(b) plan described in box 12 (codes AA, BB, and EE). Show the total taxable wages, tips, and other compensation that you paid to your employee during the year. However, do not include elective deferrals (such as employee contributions to a section 401(k) or 403(b) plan) except section 501(c)(18) contributions.</p>
<p>If the name has changed, the employee must get a corrected social security card from any SSA office. Use the name on the original card until you see the corrected card. This entry should be the same as shown on your Forms 941, 943, 944, CT-1, or Schedule H (Form 1040). The U.S. Postal Service recommends that no commas or periods be used in return addresses. If you do not provide the correct employee name and SSN on Form W-2, you may owe a penalty unless you have reasonable cause. 1586, Reasonable Cause Regulations &amp; Requirements for Missing and Incorrect Name/TINs on Information Returns.</p>
<h2>Roth Contributions and Health Coverage</h2>
<p>This stands for “See instructions for box 12,” meaning that the person filling out the W-2 Box 12 should see the provided instructions if they have any questions or concerns about the process. You’ll need an additional Form W-2 if you need to report more than four. Enter the code on the left of the line and the dollar amount on the right.</p>
<p>The other Form W-2 incorrectly reported social security wages of $30,000. If you filed a Form W-2 with the SSA that reported an incorrect address for the employee, but all other information on the Form W-2 was correct, do not file Form W-2c with the SSA merely to correct the address. If you are making a correction for previously filed Forms 941, 941-SS, 943, 944, or CT-1, use the corresponding “X” forms, such as Forms 941-X, 943-X, 944-X, or CT-1X for the return period in which you found the error. 15 (Circular E) and the Instructions for Form CT-1X for more details.</p>
<h2>Payroll Forms</h2>
<p>Use this box only to make corrections because of an administrative error. Check this box if you file Forms 941 and no other category applies. A church or church organization should check this box even if it is not required to file Forms 941 or 944. If you are a railroad employer sending Forms W-2 for employees covered under the Railroad Retirement Tax Act (RRTA), check the “CT-1” box.</p>
<p>On all other copies of Form W-2 (Copies B, C, etc.), you may enter more than four items in box 12 when using an approved substitute Form W-2. If necessary, you can issue more than one Form W-2 to an employee. For example, you may need to report more than four coded items in box 12 or you may want to report other compensation on a second form. If you issue a second Form W-2, complete boxes a, b, c, d, e, and f with the same information as on the first Form W-2. Show any items that were not included on the first Form W-2 in the appropriate boxes.</p>
<h2>Can Employers Report Multiple Codes in Box 12 for a Single Employee?</h2>
<p>Section 6109 requires you to provide your employer identification number (EIN). If you fail to provide this information in a timely manner, or provide false or fraudulent information, you may be subject to penalties. Enter the total of amounts reported in boxes 1 through 8, 10, and 11 as “Previously reported” and “Correct information” from Forms W-2c.</p>
<p>Two Forms W-2 were filed under the same EIN, but wages on one were incorrect. Use the current version of Form W-2c to correct errors (such as incorrect name, SSN, or amount) on a previously filed Form W-2 or Form W-2c. To e-file your corrections, see Correcting wage reports . Include this information for use by the SSA if any questions arise during processing.</p>
<ul>
<li>BSO lets you print copies of these forms to file with state or local governments, distribute to your employees, and keep for your records.</li>
<li>The first option (which the SSA prefers) is to file a single set of Forms W-2 per employee for the entire year, even if only part of the year&#8217;s wages are subject to both social security and Medicare taxes.</li>
<li>Retain your reconciliation information for future reference.</li>
<li>For example, if you see Code D in Box 12a, it means your 401(k) contributions are being reported.</li>
<li>This is a number mainly used by payroll departments to track employees’ unique Form W-2s in their system.</li>
</ul>
<h2>Code N—Uncollected Medicare tax on taxable cost of group-term life insurance over $50,000 (for former employees).</h2>
<ul>
<li>Report on Form W-2 payments of $600 or more to election workers for services performed in state, county, and municipal elections.</li>
<li>The state and local information boxes can be used to report wages and taxes for two states and two localities.</li>
<li>It is important to note that the impact of Box 12a on taxable income may vary based on individual circumstances.</li>
<li>These codes cover everything from elective deferrals to a section 401(k) to income from qualified equity grants.</li>
<li>If you paid your employee&#8217;s share of taxes, see Employee&#8217;s social security and Medicare taxes (or railroad retirement taxes, if applicable) paid by employer .</li>
</ul>
<p>You may include a minister&#8217;s parsonage and/or utilities allowance in box 14. For information on the rules that apply to ministers and certain other religious workers, see Pub. 517, Social Security and Other Information for Members of the Clergy and Religious Workers and section 4 in Pub. You may request only one extension of time to file Form W-2 with the SSA by submitting a complete application on Form 8809, Application for Extension of Time To File Information Returns.</p>
<h2>Simplified and Flexible Filing Process</h2>
<p>It’s used to record various types of income, including taxable amounts that are declared as wages in other sections of the form and non-taxable amounts to report only. If you are a railroad employer sending Forms W-2c for employees covered under the RRTA, check the “CT-1” checkbox. When there are discrepancies between amounts reported on Forms W-2 and W-3 filed with the SSA and on Forms 941, 943, 944, CT-1, or Schedule H (Form 1040) filed with the IRS, you will be contacted to resolve the discrepancies.</p>
<h2>Understanding the Box 12 Codes on Form W-2: A Quick Guide</h2>
<p>Check “941” (or “944”) in box b of Form W-3 or Form W-3SS. In a few situations, reporting instructions vary depending on the filing method you choose. For example, you can include every type of box 12 amount in one employee wage record if you upload an electronic file. If you file on paper or create Forms W-2 online, you can include only four box 12 amounts per Form W-2.</p>
<p>Tax advisors or accountants can provide valuable guidance and expertise to help you correctly <a href="https://intuit-payroll.org/what-the-form-w2-box-12-codes-mean-2021/">what is box 12a</a> interpret the information in Box 12a and accurately report it on your tax forms. Another example would be an employee who received moving expense reimbursements from their employer. If the reimbursements are excludable from income, they would be reported in Box 12a using code P. In this article, we will explain what Box 12a is, how to decode it, and its significance in tax filing. By the end, you will be equipped with the knowledge to confidently navigate this section of the W2 form and accurately file your taxes. Box 12 is used to record the “other contributions” made employer for each employee.</p>
<p>Understanding the information in this box is essential as it can impact your tax calculations, deductions, and credits. These box 12 codes are used for specific types of deductions and contributions. Employers also use W-2 to report their Federal Insurance Contributions Act (FICA) taxes withheld from the salaries of their employees. Let us discuss what is box 12 in Form W-2 and the different codes used to represent different information for employees. By understanding and properly handling Box 12 codes, taxpayers can ensure accurate filings, minimize tax liability, and avoid potential issues with the IRS. AA &#8211; Designated Roth contributions under a 401(k) plan, a type of cash or deferred arrangement, is also included in Box 1, reflecting an integral part of your compensation.</p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/general-instructions-for-forms-w-2-and-w-3-2025/">General Instructions for Forms W-2 and W-3 2025 Internal Revenue Service</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
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		<title>3 Ways to Calculate Weighted Average</title>
		<link>https://mit-youtube-geld-verdienen.info/3-ways-to-calculate-weighted-average/</link>
		<comments>https://mit-youtube-geld-verdienen.info/3-ways-to-calculate-weighted-average/#comments</comments>
		<pubDate>Tue, 08 Apr 2025 09:31:57 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=5053</guid>
		<description><![CDATA[<p>A weighted average accounts for the relative contribution, or weight, of the things being averaged, while a simple average does not. Weighted averages are used in many areas of finance and business besides the purchase &#8230; <a href="https://mit-youtube-geld-verdienen.info/3-ways-to-calculate-weighted-average/">Weiterlesen</a></p>
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				<content:encoded><![CDATA[<p>A weighted average accounts for the relative contribution, or weight, of the things being averaged, while a simple average does not. Weighted averages are used in many areas of finance and business besides the purchase price of shares, including portfolio returns, inventory accounting, and valuation. When a mutual fund that holds multiple securities is up 10%&nbsp;on the year, that 10%&nbsp;represents a weighted average <a href="https://www.simple-accounting.org/preparing-a-budgeted-balance-sheet/">preparing a budgeted balance sheet</a> of returns for the fund with respect to the value of each position in the fund.</p>
<h2>Weighted Mean Formula</h2>
<p>This method gives exponentially higher weights to more recent values, making it ideal for capturing trends in fast-moving data. It is used in financial forecasting and market analysis to prioritize the latest information. Weighted Average is a method of finding the average of a <a href="https://www.quick-bookkeeping.net/current-ratio-formula/">current ratio formula</a> set of numbers where each number (or data point) is given a weight based on its importance or relevance. Weighted averages are commonly used in various fields such as finance, economics, education, and statistics, where different data points may have different levels of importance. A few real-life examples would help us better understand this concept of weighted average. Support value refers to the number of true instances (actual examples) of each class in the dataset.</p>
<ul>
<li>The procedure you use will be a little different depending on whether or not your total weights add up to 1 (or 100%).</li>
<li>Weighted averages allow for more nuanced insights by giving more significance to particular values.</li>
<li>To find the weighted average, multiply each number by its own weight average, and then divide the sum of the results by the sum of the weights.</li>
<li>These programs offer built-in functions and formulas that make simple process, minimizing the potential for human error.</li>
</ul>
<p>It also has the effect of smoothing out the data and enhancing its accuracy. However, values in a data set may be weighted for other reasons than the frequency of occurrence. For example, if students in a dance class are graded on skill, attendance, and manners, the grade for skill may be given greater weight than the other factors.</p>
<p>Whether a weighted average is better depends on the specific context and the objectives of your analysis. Weighted averages are better when different data points have varying degrees of importance, allowing you to have a more nuanced representation of the data. However, they may introduce subjectivity in determining weights and can be sensitive to changes in the weighting scheme.</p>
<h2>Time sensitivity</h2>
<p>A weighted average method helps prioritize the most significant factors, ensuring that decisions are based on more relevant information. Note that the cost of goods sold of $67,166 and the ending inventory balance of $48,834 equal $116,000, which matches the total of the costs in the original example. Thus, the totals are the same, but the moving weighted average calculation results in slight differences in the apportionment of costs between the cost of goods sold and ending inventory. Arithmetic means, or simple averages, are the simplest form of averaging and are widely used because of their ease of calculation and interpretation.</p>
<h2>Common Examples</h2>
<p>Also, if a value has the highest weight, then it will have more effect on the weighted average and vice-versa. A weighted mean formula is usually more accurate than a simple average because, in a simple average, all the numbers in a data set are assigned an identical weight. A weighted average is an average where we assign weights to each quantity or value according to the relative importance of each value or quantity.</p>
<p>Businesses can apply different types of weighted averages depending on the data and the purpose of the analysis. The weighted average method is allowed under both generally accepted accounting principles and international financial reporting standards. This article offers a full explanation of weighted average calculation, including relevant concepts and methods, as well as a few examples based on it.</p>
<h2>Weighted Average Method Definition Becker</h2>
<ul>
<li>To solve this problem, we need to calculate the arithmetic mean of the given dice rolls.</li>
<li>Even in sports, player statistics, like a quarterback’s rating, often calculate weighted averages to give a more accurate performance measure.</li>
<li>A mistake in giving weights can change the results, which could lead to wrong conclusions.</li>
<li>When evaluating companies to discern whether their shares are correctly priced, investors can use the weighted average cost of capital (WACC) to discount a company&#8217;s cash flows.</li>
<li>This means that both professionals and regular people can easily use weighted averages.</li>
</ul>
<p>Each of the factors is assigned some weights based on their level of importance, and then the weighted average is calculated using a mathematical formula. The weighted average assigns certain weights to each of the individual quantities. The weights do not have any physical units and are only numbers expressed in percentages, decimals, or integers. The weighted average formula is the summation of the product of weights and quantities, divided by the summation of weights. Educational institutions often use weighteds scores to assess students’ performance.</p>
<p>Weighted averages, however, are broader, used to represent averages that account for different factors. Investors calculate the weighteds average return to assess the overall performance of a portfolio, considering the different proportions of each investment. For instance, stocks may make up 60% of the portfolio, while bonds represent 40%. Here, we are multiplying the marks scored by the students with the number of students and adding it to the similar marks of the other students, which is multiplied by the number of students. To find the average, we are dividing it by the total number of students in the class i.e, 100. It requires careful consideration of the factors that truly influence the outcome, especially when comparing multiple datasets with different significance levels.</p>
<p>Next, the total amount paid for the shares, $3,000 in this case, is divided by the number of shares acquired over both years, 150, to get the weighted average price paid of $20. A weighted average is most often computed to equalize the frequency of the values in a data set. The survey team could weight the results of the 18-to-34 age group so that their views are represented proportionately. A weighted average is a calculation that assigns varying degrees of importance to the numbers in a particular data set. A weighted average can be more accurate than a simple average in which all numbers in a data set are assigned an identical weight.</p>
<p>Even in sports, player statistics, like a quarterback’s rating, often calculate weighted averages to give a more accurate performance measure. In calculating a simple average, or arithmetic mean, all numbers are treated equally and assigned equal weight. But a weighted average assigns weights that&nbsp;determine in advance the relative importance of each data point.</p>
<p>In such a situation, the weighted average takes the uneven population into consideration and turns them into a more balanced and equal representation of the data. This is basically done when the data deals with demographics and population size. Another advantage of the weighted average is that it considers equal values to be equivalent in proportion. A weighted average is a mean that depends on not only the terms in the data set but also the terms’ corresponding weights.</p>
<h2>COMPANY</h2>
<p>Google Sheets provides similar functionality, where the same SUMPRODUCT formula can be used. These tools allow for dynamic calculated actions; if any data points or weights change, the weighted average will automatically update, ensuring the results are always current and correct. Their accessibility and ease of use make them an excellent choice for anyone needing to perform weighted average calculation, from students to professionals.</p>
<p>Spreadsheet software like Microsoft Excel and Google Sheets <a href="https://www.online-accounting.net/what-is-prepaid-rent/">what is prepaid rent its importance in the accounting sphere</a> are powerful tools for calculating weighted averages efficiently. These programs offer built-in functions and formulas that make simple process, minimizing the potential for human error. These examples underscore the importance of weighted averages in providing a nuanced understanding of data, ensuring each piece of information contributes its due share to the final analysis.</p>
<p>What is a weighted average cost of things in inventory management, a student’s GPA, or a company’s WACC? In education, weighted averages are fundamental for calculating students’ GPA, considering the credit hours and difficulty level of courses. The health sector utilizes them to average patient data, taking into account the severity or frequency of conditions.</p>
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		<title>Starting a wholesale business from home</title>
		<link>https://mit-youtube-geld-verdienen.info/starting-a-wholesale-business-from-home/</link>
		<comments>https://mit-youtube-geld-verdienen.info/starting-a-wholesale-business-from-home/#comments</comments>
		<pubDate>Fri, 09 Aug 2024 16:40:28 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>For example, inventory tracking tools let businesses always know what they have, avoiding too much or too little stock. Also, having all sales order info in one place makes processing orders faster. It helps keep &#8230; <a href="https://mit-youtube-geld-verdienen.info/starting-a-wholesale-business-from-home/">Weiterlesen</a></p>
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]]></description>
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" width="600px" alt="wholesale accounting"/></p>
<p>
<p>For example, inventory tracking tools let businesses always know what they have, avoiding too much or too little stock. Also, having all sales order info in one place makes processing  orders faster. It helps keep the right stock levels, cuts costs, and makes warehouse work smoother.</p>
</p>
<p>
<ol>
<li>Whether you’re new to the industry or an experienced wholesaler looking to start selling online, here are a few essential tips that can help.</li>
<li>For efficient inventory management, it’s important to follow best practices in warehouse operations.</li>
<li>They also make managing your business easier by keeping track of inventory and cash flow.</li>
<li>To overcome these issues, it’s important to understand complex transactions, follow tax rules closely, and make sure financial statements are correct.</li>
<li>Analyze the profitability of your products to know what is and isn’t working.</li>
</ol>
<p>
<p>Also, keep an eye on your regular costs to make a better financial plan for the next months. Managing your inventory well is key to keeping products in stock and saving space. Tools like Fishbowl Inventory work well with QuickBooks, giving you up-to-date inventory info and automating orders. Good management of warehouses and stock affects financial reports.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/ZRwJ2OWgU0c' frameborder='0' alt='wholesale accounting' allowfullscreen></iframe></div>
</p>
<p>
<h2>What are the Best Practices for Managing Cash Flow in Wholesale Distribution?</h2>
</p>
<p>
<p>The right tools and techniques help keep your financial records accurate and  current. Let’s explore the best accounting software, inventory management tips, and how to keep your financial records precise. Zoho Books is a cloud-based accounting software that provides features such as invoicing, expense tracking, and inventory management. It is aimed at small businesses and includes integrations with various other business tools.</p>
</p>
<p><img 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" width="601px" alt="wholesale accounting"/></p>
<p>
<h2>Accounting Software For Distribution Companies Rating Comparison Table:</h2>
</p>
<p>
<p>Figuring out how your business will handle inventory management and order fulfillment should be a top priority <a href="https://www.simple-accounting.org/what-is-the-difference-between-the-accounts-rent/">rent receivable</a> because it directly influences customer satisfaction. For starters, make sure your products look their best in the photos on your site. That means good lighting and a uniform background (ideally white) to ensure your products are in the spotlight without any distractions for the viewer. Additionally, including multiple shots of your product from different angles—front, side, and back—is important.</p>
</p>
<p>
<h2>Explore what you can do with QuickBooks</h2>
</p>
<p>
<p>Because we develop a strong rapport with our clients we are <a href="https://www.intuit-payroll.org/quickbooks-payroll/">payroll expert support</a> able to anticipate their needs and are ahead in predicting the type of expertise they might require. When you buy wholesale, you usually must sign a wholesale agreement. It is important to understand the terms of your wholesale purchases. You may want a lawyer to look over the contract before you sign it. You should shop around and find the best source for your business.</p>
</p>
<p>
<p>Need help with one specific aspect of starting a wholesale business? Use the links below to navigate to the sections that are most relevant to you. Automating your <a href="https://www.wave-accounting.net/freelance-graphic-designer-invoice-template/">freelance graphic designer invoice template</a> accounts receivable makes sure payments are consistent and fast, which helps your cash flow.</p>
</p>
<p>
<p>Maya Robinson, Founder &amp; CEO of Future Proof Accounting, says keeping an eye on inventory in real time is key to balancing stock levels across different places. They offer features for tracking inventory, sending invoices, and detailed reports. These tools and support from professional bookkeeping services will help you make better business choices. Take control of your B2B wholesale business, from inventory management to order fulfillment. Sign up for QuickBooks Commerce today and see how it can help you run your wholesale business.</p>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='316' src='https://www.youtube.com/embed/CGa374aeDwY' frameborder='0' alt='wholesale accounting' allowfullscreen></iframe></div></p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/starting-a-wholesale-business-from-home/">Starting a wholesale business from home</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
]]></content:encoded>
			<wfw:commentRss>https://mit-youtube-geld-verdienen.info/starting-a-wholesale-business-from-home/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A Guide to Bookkeeping: Skills, Salaries, and Careers</title>
		<link>https://mit-youtube-geld-verdienen.info/a-guide-to-bookkeeping-skills-salaries-and-careers/</link>
		<comments>https://mit-youtube-geld-verdienen.info/a-guide-to-bookkeeping-skills-salaries-and-careers/#comments</comments>
		<pubDate>Thu, 06 Jun 2024 13:43:01 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=4388</guid>
		<description><![CDATA[<p>But if you have the time to dedicate to updating your books regularly, doing your own bookkeeping may be feasible. You may be hoping for the best and have a few college courses in your &#8230; <a href="https://mit-youtube-geld-verdienen.info/a-guide-to-bookkeeping-skills-salaries-and-careers/">Weiterlesen</a></p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/a-guide-to-bookkeeping-skills-salaries-and-careers/">A Guide to Bookkeeping: Skills, Salaries, and Careers</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</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="256px" alt="what is basic bookkeeping"/></p>
<p>
<p>But if you have the time to dedicate to updating your books regularly, doing your own bookkeeping may be feasible. You may be hoping for the best and have a few college courses in your back pocket. <a href="http://wlal.ru/allarticles/allarticles.html?curPos=430">http://wlal.ru/allarticles/allarticles.html?curPos=430</a> Even with these tools, you may not have the expertise you need to handle the responsibilities of a bookkeeper. Those baby steps can help you manage your organization on a  new and improved system.</p>
</p>
<p>
<ul>
<li>Same goes for expenses, which you record when you’re billed in the form of accounts payable.</li>
<li>And even if you’re not looking for funding, consider asking an accountant to review your financial statements at least once a year.</li>
<li>Still, you should see 197,600 job openings each year over the next decade [3].</li>
<li>The median salary for these roles is also higher than for bookkeepers at $77,250 per year [4].</li>
<li>It requires you to record each financial transaction just once in your overall bookkeeping record.</li>
</ul>
<p>
<h2>Are bookkeeping and accounting different?</h2>
</p>
<p>
<p>Most businesses use an electronic method for their bookkeeping, whether  it’s a simple spreadsheet or more advanced, specialized software. Centuries ago, businesses would record their financial transactions in <a href="http://gadaika.ru/node/1705/talk">http://gadaika.ru/node/1705/talk</a> a physical book called the general ledger (GL). Once you’ve figured out your ideal accounting method, start by creating a balance sheet, which you will use to record and track equity, liabilities, and assets.</p>
</p>
<p>
<h2>Small Business Bookkeeping (2024 Guide)</h2>
</p>
<p>
<p>The chart of accounts lists every account the business needs and should have. To better understand these concepts and how to apply them, take bookkeeping courses that will allow you to practice them. Making an effort to hone these skills gives you more confidence in your bookkeeping career. In the retained earnings account, bookkeepers monitor any profit the company makes that isn’t paid out to owners and investors.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="what is basic bookkeeping"/></p>
<p>
<h2>Bookkeeping basics: A guide for small businesses</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="what is basic bookkeeping"/></p>
<p>
<p>Both accountants and bookkeepers work to maintain accurate records of finances, and sometimes the terms are used interchangeably. Generally, bookkeepers focus on administrative tasks, such as completing payroll and recording incoming and outgoing finances. Typically, single entry bookkeeping is suitable for keeping track of cash, taxable income, and tax deductible expenses.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/kJNLBCnWfdg' frameborder='0' alt='what is basic bookkeeping' allowfullscreen></iframe></div>
</p>
<p>
<p>Companies often outsource the organization of their finances to independent professionals, then hire accountants for more complex issues and tax filing. At the end of every pay period, the bookkeeper will accumulate employee payroll details that <a href="http://astronomy.net.ua/data/library/eng/page/23/">http://astronomy.net.ua/data/library/eng/page/23/</a> include hours worked and rates. From there, the total pay is determined with the applicable taxes and withholdings. In the accounting software, the primary journal entry for total payroll is a debit to the compensation account and credits cash.</p>
</p>
<p>
<h2>Take courses or complete a professional certificate.</h2>
</p>
<p>
<p>The single-entry system tracks cash sales and expenditures over a period of time. Bookkeeping is just one facet of doing business and keeping accurate financial records. With well-managed bookkeeping, your business can closely monitor its financial capabilities and journey toward heightened profits, breakthrough growth, and deserved success. Bookkeeping is largely concerned with recordkeeping and data management. Bookkeepers make sure the information in the books is accurate and that the books are reconciled each month.</p>
</p>
<p>
<ul>
<li>According to 81 percent of CBs who interviewed for a new job after becoming certified, having a certification contributed to getting the interview [4].</li>
<li>Again, most accounting software tackles the bulk of this process for you automatically, including generating the financial reports we discuss below.</li>
<li>By staying up to date with your bookkeeping throughout the year, you can help alleviate some of the stress that comes with filing your taxes.</li>
<li>Find out what bookkeepers do, and get an intro to double-entry bookkeeping.</li>
<li>After you have a bookkeeping system in mind, the next step is to pick an accounting software.</li>
</ul>
<p>
<h2>Bookkeeping 101: Bookkeeping Basics for Small Businesses</h2>
</p>
<p>
<p>Bookkeeping accuracy and reliability are essential for businesses to succeed for staff, executives, customers, and partners. Online bookkeeping services might be the exact solution you need to save both time and money. The service you decide to use depends on the needs of your business and may include extra features such as payroll or tax documents. This method doesn&#8217;t record invoices or your company&#8217;s outstanding bills until they&#8217;ve been paid.</p>
</p>
<p>
<ul>
<li>This article will explore what bookkeepers do, why they’re important to a business, and how you can get started in this role.</li>
<li>Bank reconciliation is the process of finding congruence between the transactions in your bank account and the transactions in your bookkeeping records.</li>
<li>If you carry inventory or have accounts payable and accounts receivable, you’ll likely use accrual accounting.</li>
<li>If the total credits outweigh the total debits, there is a credit balance.</li>
<li>If you bill a customer today, those dollars don’t enter your ledger until the money hits your bank account.</li>
<li>However, the balance sheet is only a snapshot of a business’ financial position for a particular date.</li>
</ul>
<p>
<p>Not only can this help you set goals, but it can also help you identify problems in your business. With an accurate record of all transactions, you can easily discover any discrepancies between financial statements and what’s been recorded. This will allow you to quickly catch any errors that could become an issue down the road. Without bookkeeping, accountants would be unable to successfully provide business owners with the insight they need to make informed financial decisions. Bookkeepers manage a company’s financial accounts, ensuring they are accurate and easy to review.</p></p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/a-guide-to-bookkeeping-skills-salaries-and-careers/">A Guide to Bookkeeping: Skills, Salaries, and Careers</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Debit and Credit Explanation, Difference, Rules and Examples</title>
		<link>https://mit-youtube-geld-verdienen.info/debit-and-credit-explanation-difference-rules-and/</link>
		<comments>https://mit-youtube-geld-verdienen.info/debit-and-credit-explanation-difference-rules-and/#comments</comments>
		<pubDate>Fri, 15 Sep 2023 12:04:18 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=204</guid>
		<description><![CDATA[<p>For example, if a business takes out a loan to buy new equipment, the firm would enter a debit in its equipment account because it now owns a new asset. The debit entry typically goes &#8230; <a href="https://mit-youtube-geld-verdienen.info/debit-and-credit-explanation-difference-rules-and/">Weiterlesen</a></p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/debit-and-credit-explanation-difference-rules-and/">Debit and Credit Explanation, Difference, Rules and Examples</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>For example, if a business takes out a loan to buy new equipment, the firm would enter a debit in its equipment account because it now owns a new asset. The debit entry typically goes on the left side of a journal. Debit, as abbreviated <a href="https://adprun.net/what-is-a-purchase-allowance/">what is a purchase allowance</a> as “Dr,” was thus memorialized and, what is worse, became accepted as correct. As absurd and outlandish as this theory might seem, it would not be the first time one author’s mistake was perpetuated in another’s work.</p>
<ul>
<li>Remember, debits are used to record assets, expenses, and losses, while credits are used to record liabilities, equity, and gains.</li>
<li>Understanding Dr and Cr is crucial for any business owner or accountant, as it ensures that financial records are accurate and reliable.</li>
<li>A debit reflects money coming into a business&#8217;s account, which is why it is a positive.</li>
<li>It is used to record increases in assets or expenses and decreases in liabilities or equity.</li>
</ul>
<p>Accounting is the language of business, and every financial transaction must be recorded accurately to provide a clear record of the organization’s financial performance. Dr and Cr are abbreviations for the Latin words &#8220;debere&#8221; and &#8220;credere,&#8221; which means &#8220;to owe&#8221; and &#8220;to credit,&#8221; respectively. They are used in double-entry bookkeeping, which is the system used by accountants to record financial transactions. The main differences between debit and credit accounting are their purpose and placement.</p>
<h2>Cons of using debit cards</h2>
<p>To increase the account, we will record it on the credit side, and to decrease the account, we will record it on the debit side. It is quite amusing that debits and credits are equal yet opposite entries. Now to increase that particular account, we simply credit it. However, we use this opposite treatment to get the desired result.</p>
<ul>
<li>The verb ‘debit’ means to remove an amount of money, typically from a bank account.</li>
<li>Typically, the general ledger accounts for assets and expenses will have debit (dr.) balances and the balances in the asset accounts will be increased with debit amounts.</li>
<li>A journal entry is a record of the business transactions in the accounting books of a business.</li>
</ul>
<p>Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</p>
<h2>Limitations of DR in Accounting</h2>
<p>In double-entry bookkeeping, every transaction must be recorded in at least two accounts. The total amount of the debits must equal the total amount of the credits, ensuring that the accounting equation remains balanced. By recording transactions using DR, accountants can capture the flow of financial resources and track the company’s financial position accurately. This information is vital for analyzing business performance, making informed decisions, and presenting comprehensive financial statements. Typically, the general ledger accounts for assets and expenses will have debit (dr.) balances and the balances in the asset accounts will be increased with debit amounts.</p>
<h2>What does Dr stand for in finance?</h2>
<p>Accounts are increased or decreased with a credit or debit. The following questions will help you determine which accounts to debit and credit.1. If you purchase an item on credit, the affected accounts would be assets (the acquired item) and liabilities (the borrowed amount).2. If it increases the account balance, you debit the asset or expense accounts or credit the liability, equity, or revenue accounts. For instance, when you sell a product, your cash account increases (i.e., you debit the assets account), and so does your revenue (i.e., you credit the revenue account). But the transaction also decreases your inventory (assets) and increases the cost of goods sold (expense) accounts.</p>
<h2>What does Dr mean on a bank statement HSBC?</h2>
<p>Difference between single entry system of accounting and double entry system of accounting. A debit amount is an amount debited to your account such as a penalty, refund, or an overpayment waiting to be paid by your super fund. The closing balance may be a credit amount (CR), or a debit amount (DR).</p>
<p>Be it economic or noneconomic, we keep and make records of any transaction and this is the root meaning of journal entries which is represented above. This is the set of rule to denote the impact of any financial transaction on financial accounting. The abbreviation for debit is dr., while the abbreviation for credit is cr. Both of these terms have Latin origins, where dr. is derived from debitum (what is due), while cr.</p>
<p>For example, if someone withdraws Rs.100 from their checking account, the account would be debited for Rs.100. In the world of finance, there are many terms that may sound similar but have very different meanings. In this article, we will explore what DR means, DR full form, how it is used in accounting, and why it is important to understand. In addition to adding $1,000 to your cash bucket, we would also have to increase your “bank loan” bucket by $1,000.</p>
<p>The balance sheet shows  the assets, liabilities, and equity of a company at a specific point in time. The income statement shows the company’s revenues, expenses, and net income over a specific period. The cash flow statement shows the company’s cash inflows and outflows over a specific period.</p>
<p>For every debit that is recorded, there must be an equal amount (or sum of amounts) entered as a credit. Every transaction that occurs in a business can be recorded as a credit in one account and debit in another. Whether a debit reflects an increase or a decrease, and whether a credit reflects a decrease or an increase, depends on the type of account.</p>
<h2>What are debits and credits?</h2>
<p>In this case, we’re crediting a bucket, but the value of  the bucket is increasing. That’s because the bucket keeps track of a debt, and the debt is going up in this case. In this case, it increases by $600 (the value of the chair). Your “furniture” bucket, which represents the total value of all the furniture your company owns, also changes.</p>
<p>Der Beitrag <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info/debit-and-credit-explanation-difference-rules-and/">Debit and Credit Explanation, Difference, Rules and Examples</a> erschien zuerst auf <a rel="nofollow" href="https://mit-youtube-geld-verdienen.info">Mit YouTube Geld verdienen</a>.</p>
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		<title>How do I write off old outstanding checks?</title>
		<link>https://mit-youtube-geld-verdienen.info/how-do-i-write-off-old-outstanding-checks/</link>
		<comments>https://mit-youtube-geld-verdienen.info/how-do-i-write-off-old-outstanding-checks/#comments</comments>
		<pubDate>Tue, 30 May 2023 14:36:21 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=176</guid>
		<description><![CDATA[<p>There are expenses that are due but have not been paid as of the end of the current accounting period. The benefits of such expenses have been consumed although due to some reason they are &#8230; <a href="https://mit-youtube-geld-verdienen.info/how-do-i-write-off-old-outstanding-checks/">Weiterlesen</a></p>
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				<content:encoded><![CDATA[<p>There are expenses that are due but have not been paid as of the end of the current accounting period. The benefits of such expenses have been consumed although due to some reason they are not paid. We’ll explain how to pass a journal entry for outstanding expenses in this article. However, if a company voids one of its outstanding checks, the company will need to make an entry in its general ledger.</p>
<ul>
<li>The check may also be delayed if the issuing entity puts off mailing the check for any reason.</li>
<li>EduCo attempted to contact SupplyPro multiple times but received no response, and there are no outstanding invoices from SupplyPro that the check could be applied to.</li>
<li>Any credit cards, PayPal accounts, or other accounts with business transactions should be reconciled.</li>
<li>We’ll explain how to pass a journal entry for outstanding expenses in this article.</li>
<li>O/S expense account is credited to record its journal entry.</li>
<li>We may wonder that how do we debit the cash at the bank while we do not receive any actual cash.</li>
</ul>
<p>We update the subsidiary ledger to match the GL control account. The subsidiary ledger is a list of all customers, alphabetically (most likely) and the amount each one owes. The GL is organized not by customer, but by date (chronologically). Also, I recommend contacting your account to ask for assistance to do your Journal Entries correctly. You can run the uncleared checks report to review all the transactions.</p>
<p>Just click + bank deposit and create deposits using the same expense acct. Pass outstanding salary journal entry in the books of Unreal Corp. using the below trial balance and supplementary information provided along with it. Outstanding checks refer to checks that have been cashed or deposited. Those checks that have been written by the payer but have not yet been cashed or deposited by the payee. In some jurisdictions, the “unclaimed property laws” or “escheatment laws” require businesses to turn over stale checks to the state after a certain period.</p>
<h2>Journal Entry for Outstanding Interest</h2>
<p>Example salary not paid during the year 5000 that need to be added to salary 12000. Outstanding expense is an expense not paid for this year therefore it is added to debit side of the expense made. Therefore wages not paid in a particular financial year are outstanding. As always, when handling such matters, it’s important to consult with a qualified accountant or financial advisor.</p>
<p>If there’s a discrepancy between your accounts and the bank’s records that you can’t explain any other way, it may be time to speak to someone at the bank. So, assume the full lotus position or just find a comfy chair. We’re going to look at what bank statement reconciliation is, how it works, when you need to do it, and the best way to manage the task. Lastly, someone in My Company made an error posting a check #2005. The check was written for $5,843, but recorded in our books at $5,483.</p>
<p>Then, you make a record of those discrepancies, so you or your accountant can be certain there’s no money that has gone “missing” from your business. Checks that are outstanding for a long period of <a href="https://intuit-payroll.org/finding-opportunity-in-flexible-budget-variance/">finding opportunity in flexible budget variance</a> time are known as stale checks. In the U.S., outstanding checks are considered to  be unclaimed property and the amounts must be turned over to the company&#8217;s respective state after several years.</p>
<ul>
<li>In huge companies with full-time accountants, there’s always someone checking to make sure every number checks out, and that the books match reality.</li>
<li>This decision is a combination of (a) the system you are using, (b) your internal accounting process, and (c) internal control constraints.</li>
<li>Once you’ve figured out the reasons why your bank statement and your accounting records don’t match up, you need to record them.</li>
</ul>
<p>That said, I suggest consulting an accountant to ensure your records are accurate. They can provide suggestions on how to properly handle the&nbsp;voided check, particularly with the category/account to use when voiding an entry. After recording the journal entries for the company’s book adjustments, a bank reconciliation statement should be produced to reflect all the  changes to cash balances for each month. This statement is used by auditors to perform the company’s year-end auditing.</p>
<h2>Reconciliation of bank statements with outstanding deposits</h2>
<p>With that information, you can now adjust both the balance from your bank and the balance from your books so that each reflects how much money you actually have. An outstanding check is also known as an outstanding cheque. I’m here to lend a helping hand in reconciling an account that is not clearing the transactions. You’ll need to run&nbsp;a Reconciliation Discrepancy Report, this will show you if anything has been changed, deleted or added.</p>
<p>To prevent collusion among employees, the person who reconciles the bank account should not be involved in the cash disbursement cycle. Also, the bank should mail the statement directly to the person who reconciles the bank account each month. Sending the statement directly limits the number of employees who would have an opportunity to tamper with the statement. In any case, those items that reconcile the general ledger (book balance) to the adjusted bank balance (the target) have to be recorded. For purposes of this lesson, we’ll prepare journal entries.</p>
<h2>Journal Entry for Outstanding Rent</h2>
<p>Therefore Oustanding expense is liability because it has credit balance. Subtract the outstanding deposit from your small business ledger to adjust your records. Outstanding checks vs unreleased checks&nbsp; – Outstanding checks are that have been issued by the company but not yet presented for payment by the payee. EduCo attempted to contact SupplyPro multiple times but received no response, and there are no outstanding invoices from SupplyPro that the check could be applied to. After consulting with their accountant, EduCo decided to write off the check. I had already entered the deposit, so I voided the duplicate deposit in order to reconcile the account.</p>
<h2>Adjustments to bank account balance</h2>
<p>Wages are generally paid on a weekly, biweekly, or monthly basis. Generally, the difference between salary and wage is that salary is a fixed amount and wage is based on the number of hours that an employee works. Let’s assume that in the month of March there was 30,000 past due as a rent amount that wasn’t paid for some reason.</p>
<p>If you’ve fallen behind on your bookkeeping, use our catch up bookkeeping guide to get back on track (or hire us to do your catch up bookkeeping for you). Bank reconciliations are like a fail-safe for making sure your accounts receivable never get out of control. And if you’re consistently seeing a discrepancy in accounts receivable between your balance sheet and your bank, you know you have a deeper issue to fix. Hopefully you never lose any sleep worrying about fraud—but reconciling bank statements is one way you can make sure it isn’t happening. In huge companies with full-time accountants, there’s always someone checking to make sure every number checks out, and that the books match reality. In a small business, that responsibility usually falls to the owner (or a bookkeeper, if you hire one. If you don’t have a bookkeeper, check out Bench).</p>
<h2>Differentiate between outstanding expense and prepaid expense</h2>
<p>Then when you do your bank reconciliation a month later, you realize that cheque never came, and the money isn’t in your books (even though your bookkeeping shows you got paid). You only need to reconcile bank statements if you use the accrual method of accounting. This is to confirm that all uncleared bank transactions you recorded actually went through. When a company maintains more than one checking account, it must reconcile each account separately with the balance on the bank statement for that account.</p>
<p>In case you have more questions or concerns about the information shared abovw, tag my name in the comment section. I appreciate you for coming back to the thread to add further clarification about your concern. With this, I&#8217;ll be sharing details on how an entry works in QuickBooks. Bank reconciliations may be tedious, but the financial hygiene will pay off.</p>
<p>The outstanding expense has a credit balance means when we create a ledger of outstanding expenses its Credit side is more than the Debit balance. You had a list of outstanding checks that hadn’t been cashed yet, and as the 180-day mark approached for each check, you’d simply void it. This commonly occurs when checks are written in the last few days of the month.</p>
<p>Then, creating a bank deposit or journal entry affects the bank and Accounts payable accounts. That said, it might cause changes on the 1099 data since it was already issued last year. For this reason, I suggest consulting an accountant to ensure your records are in shipshape. They can provide suggestions on how to properly handle the voided payment check, particularly with the category/account to use when voiding an entry. However, all the items in the second half of the reconciliation (or on the right side, if you are preparing the bank reconciliation in two side-by-side columns) need to be recorded in our GL.</p>
<p>For the most part, how often you reconcile bank statements will depend on your volume of transactions. The ending cash balance on the GL is now reconciled to the adjusted bank statement balance. If you&#8217;re referring to write-off a check for vendors then, there are two ways to settle this out. The first is to create a&nbsp;journal entry&nbsp;with the appropriate vendor&#8217;s&nbsp;details and apply it to the existing credit/debit afterward.</p>
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		<title>Wave Security Check-in</title>
		<link>https://mit-youtube-geld-verdienen.info/wave-security-check-in/</link>
		<comments>https://mit-youtube-geld-verdienen.info/wave-security-check-in/#comments</comments>
		<pubDate>Thu, 25 May 2023 17:50:11 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=460</guid>
		<description><![CDATA[<p>Our double-entry accounting software is trusted by over 2 million small business owners. Allow your customers to pay your invoices immediately via credit card, secure bank payment (ACH/EFT), or Apple Pay. You’ll both appreciate the &#8230; <a href="https://mit-youtube-geld-verdienen.info/wave-security-check-in/">Weiterlesen</a></p>
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				<content:encoded><![CDATA[<p>Our double-entry accounting software is trusted by over 2 million small business owners. Allow your customers to pay your invoices immediately via credit card, secure bank payment (ACH/EFT), or Apple Pay. You’ll both appreciate the speed and convenience. You can connect nearly 10,000 different bank and credit card accounts with Wave, so your financial transactions import automatically to make your bookkeeping simple.</p>
<p>Give your customers the option of paying with one click using a credit card, bank transfer, or Apple Pay. Our bookkeeping and banking tools can be used separately or together for maximum control of your business finances. Wave uses real, double-entry accounting software. Accountants do, and they’ll thank you for it.</p>
<h2>About this app</h2>
<p>The Wave app lets you easily generate and send invoices to your clients wherever and whenever you need to. If you’re on-the-go, you can also send invoices from your phone or other mobile device using the Wave app. Accounting software helps business owners understand how money flows in and out of their businesses. It replaces the time-consuming method of collecting receipts in a drawer and manually tracking revenue and expenses in a spreadsheet or with pen and paper. When equipped with the right accounting software, you can do more than just basic bookkeeping. You can effectively analyze the financial health of your business, find ways to generate more profit, and move forward with your business plan.</p>
<ul>
<li>Your complete invoicing and billing process is now on your phone.</li>
<li>Send invoices whenever and wherever you want with Wave’s free app for iOS and Android.</li>
<li>Create, customize, and send invoices from anywhere.</li>
<li>Following the transaction, Firefly shareholders will own approximately 92% of the combined company and WaveDancer shareholders will own approximately 8%.</li>
<li>You can also manage late payments more efficiently through e-invoicing by setting up payment reminders to send to your customers before an invoice due date.</li>
</ul>
<p>Know when an invoice is viewed, becomes due, or gets paid, so you can stay on top of your cash flow better than ever. Send invoices whenever and wherever you want with Wave’s free app for iOS and Android. Our servers are protected physically and electronically.</p>
<p>These features help keep our invoicing, accounting, and business banking (currently only available to sole proprietors in the US) free. These features help keep our invoicing, and accounting, free. Our accounting and invoicing features are currently free. If you&#8217;re interested in using payroll software, you can start a free 30-day trial when you sign up for Wave. Your customers can pay the invoices you send them instantly by credit card, secure bank payment (ACH/EFT), or Apple Pay.</p>
<p>Any connections between you, your bank accounts, and Wave are protected by 256-bit SSL encryption. When I signed up with Wave it was a no brainer. It&#8217;s been one of the best decisions I&#8217;ve made when it comes to making sure my accounting is on point. Monitor your cash flow, stay organized, and stop sweating tax season. Say #sorrynotsorry to your spreadsheets and shoeboxes.</p>
<h2>App Privacy</h2>
<p>When everything is neatly where it belongs, tax time is simple. Wave’s smart dashboard organizes your income, expenses, payments, and invoices. Track your income and expenses, easily and for free, with Wave’s accounting software. Save time chasing customers by setting up automatic payment reminders.</p>
<h2>Banking</h2>
<p>Sign up for a free Wave account and send your first invoice right away—it only takes a few minutes! You can also set up recurring payments, auto-reminders, and deposit requests to make sure you always get paid on <a href="https://www.wave-accounting.net/contact-wave-broadband-for-new-internet-phone-and/">contact wave broadband for new internet, phone and tv service</a> time. Know when an invoice is viewed, becomes due, or gets paid, so you can take the right actions to manage your cash flow. Set up invoice reminders to automatically email your customers when payment is due.</p>
<p>You can mark invoices paid on the spot, so your records are instantly up to date. Accept payments through credit cards and bank payments to get paid even faster, for a low, pay-per-use fee. Add credit cards and bank payments to get paid even faster, for a low, pay-per-use fee.</p>
<h2>Data Not Linked to You</h2>
<p>And by enabling Wave’s payments feature, you can accept credit cards and bank payments for as little as 1%2 per transaction and get paid out in as fast as 1-2 business days1. Electronic invoices are created with online invoicing software or other cloud-based services, which makes it easy to automate the invoicing process. Electronic invoices also provide small business owners with professional-looking digital invoices that their customers can pay easily online through a system like Wave’s online payments.</p>
<p>Every invoice paid means more revenue coming into your small business. Create and send professional invoices to your customers in seconds. The right small business accounting software can take the stress out of balancing your business&#8217;s books, separating your business and personal expenses, and prepping your business for tax season. Save time when you send automatic payment reminders in your Wave account. Whenever a payment is due, your customers will get an email reminder. All your invoicing and payment information automatically syncs with the free Wave Accounting software included with your account.</p>
<h2>Similar apps</h2>
<p>For information on credit card rates, visit Pricing for details. All your invoicing and payment information automatically syncs with our free accounting software included with your account. Set up recurring invoices and automatic credit card payments for your repeat customers and stop chasing payments. Switch between automatic and manual billing whenever you want. There are no trials or hidden fees, and it includes all the key features you need to keep your books accurate and run your business smoothly.</p>
<p>Get paid in as fast as 1-2 business days1, enhance your brand, and look more professional when you enable payments. Customers can click a Pay Now button on invoices and pay instantly by credit card, secure bank payment (ACH/EFT), or Apple Pay. You can accept credit cards and bank payments for  as little as 1%2 per transaction.</p>
<p>Automate overdue reminders, set up recurring bills, and add notes or terms of service with ease. Wave is one-stop money management for small business owners. After creating your account, everything&#8217;s set up so you can get started right away. Your data is always available, and it’s backed up for extra peace  of mind. After creating your account, everything is set up so you can get started.</p>
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		<title>Oregon Tax Calculator 2023-2024: Estimate Your Taxes</title>
		<link>https://mit-youtube-geld-verdienen.info/oregon-tax-calculator-2023-2024-estimate-your/</link>
		<comments>https://mit-youtube-geld-verdienen.info/oregon-tax-calculator-2023-2024-estimate-your/#comments</comments>
		<pubDate>Thu, 11 May 2023 08:21:51 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=4590</guid>
		<description><![CDATA[<p>As a refundable credit, the EITC not only reduces the amount of tax owed but can also result QuickBooks in a refund if the credit exceeds the taxpayer&#8217;s total tax liability. This makes the EITC &#8230; <a href="https://mit-youtube-geld-verdienen.info/oregon-tax-calculator-2023-2024-estimate-your/">Weiterlesen</a></p>
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				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1932103244.jpg" width="252px" alt="oregon personal income tax rate"/></p>
<p>As a refundable credit, the EITC not only reduces the amount of tax owed but can also result <a href="https://twitter.com/QuickBooks">QuickBooks</a> in a refund if the credit exceeds the taxpayer&#8217;s total tax liability. This makes the EITC a powerful tool for reducing poverty, incentivizing work, and providing financial support to those who need it most. The credit amount varies based on the taxpayer&#8217;s income, marital status, and number of qualifying children, with the intention of providing greater assistance to families with children.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/2f8b1362-0aa5-4251-b88b-7187490a19fa-300x200.jpg" width="257px" alt="oregon personal income tax rate"/></p>
<h2>Oregon: Federal FICA Rates in 2019</h2>
<ul>
<li>In Oregon, registered domestic partners, or RDPs, are subject to the same tax statutes and regulations that apply to married filers.</li>
<li>When calculating personal income taxes, Oregon relies heavily on the federal income tax structure.</li>
<li>To file a tax return in Oregon, taxpayers must complete and submit a tax return form.</li>
<li>The credit amount varies based on the taxpayer&#8217;s income, marital status, and number of qualifying children, with the intention of providing greater assistance to families with children.</li>
<li>For the tax year 2024, these adjustments ensure that the credit remains aligned with the current economic conditions, providing targeted support to eligible taxpayers.</li>
<li>Oregon collects a state income tax at a maximum marginal tax rate of %, spread across tax brackets.</li>
</ul>
<p>The distinct components of FICA, namely Social Security and Medicare, each have specific rates and caps that determine the amount of tax levied. As such, FICA represents a critical element of the United States&#8217; approach to social welfare, providing foundational financial security and healthcare benefits that many Americans rely on. The Earned Income Tax Credit (EITC) is a significant tax credit <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> in the United States,  designed primarily to benefit working individuals and families with low to moderate income.</p>
<ul>
<li>To help offset high state income taxes, Oregon taxpayers can deduct up to $6,100 of Federal income tax from their Oregon taxable income.</li>
<li>Additionally, heirs could face big tax bills in Oregon since there is a state estate tax, but estates worth less than $1 million aren&#8217;t taxed.</li>
<li>Instead, the state generates revenue with a statewide income tax of 4.75% to 9.9%, ranking among the highest in the nation.</li>
<li>Contributions made to these plans are typically pre-tax, meaning they are deducted from the employee&#8217;s gross income before taxes are calculated.</li>
<li>The tax is applied to wages, salaries, and other compensation within certain thresholds, which are adjusted periodically.</li>
<li>Oregon assesses income tax at rates up to 9.9%, and doesn’t have a general sales tax.</li>
</ul>
<h2>Individual income tax</h2>
<p>You are required to file an estate tax return if the value of the estate is valued at $1,000,000 or more. Once you&#8217;ve  filed your tax return, all you have to do is wait for your refund to arrive. If you want to check the status of your Oregon tax refund, you can visit the Oregon Income Tax Refund page. If your state tax witholdings are greater then the amount of income tax you owe the state of Oregon, you will receive an income tax refund check from the government to make up the difference. The two most popular tax software packages are H&amp;R Block At Home, sold by the H&amp;R Block tax preparation company, and TurboTax Federal &amp; State, sold by the Intuit software company. Both companies produce multiple editions for simple to very complex tax returns, so be sure to carefully compare the features offered by each package.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/Screenshot_2-2-300x200.png" width="258px" alt="oregon personal income tax rate"/></p>
<h2>Oregon Income Tax Brackets and Rates: Single or Married/Registered Domestic Partner Filing Separately</h2>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/tMAFub2xRlI' frameborder='0' alt='oregon personal income tax rate' allowfullscreen></iframe></div>
<p>A tax credit allows taxpayers to reduce the <a href="https://www.bookstime.com/tax-rates/oregon">oregon income tax</a> amount of taxes they are required to pay. This is different from a tax deduction, which reduces the amount of income that is subject to taxation. Tax credits are applied directly to the tax liability, while deductions are applied to the taxable income.</p>
<ul>
<li>Individual incomes are taxed at progressively higher rates as the total taxable amount increases, while corporations are taxed at a flat rate.</li>
<li>Those with an Oregon 529 College Savings Plan had a carry forward option available until December 31, 2019, and can still carry forward any unused subtraction before that date until 2023.</li>
<li>The second is through quarterly estimated payments, which is required of all self-employed taxpayers.</li>
<li>Oregon has a progressive income tax that ranks among the highest in the nation.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/11/Screenshot_12.jpg" width="251px" alt="oregon personal income tax rate"/></p>
<p>Oregon taxpayers can subtract from their state taxable income some or all of the federal tax they paid. The Income tax rates and personal allowances in Oregon are updated annually with new tax tables published for Resident and Non-resident taxpayers. The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2019. The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2020. Taxpayers who are able to itemize their tax deductions can also reduce federal income tax by reporting charitable donations, mortgage interest payments, and state and local taxes. The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2021.</p>
<p>The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2022. The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2023. The Tax tables below include the tax rates, thresholds and allowances included in the Oregon Tax Calculator 2024.</p>
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		<title>Other Comprehensive Income Statement Example Explanation</title>
		<link>https://mit-youtube-geld-verdienen.info/other-comprehensive-income-statement-example/</link>
		<comments>https://mit-youtube-geld-verdienen.info/other-comprehensive-income-statement-example/#comments</comments>
		<pubDate>Tue, 07 Mar 2023 11:14:58 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://mit-youtube-geld-verdienen.info/?p=4616</guid>
		<description><![CDATA[<p>Examples of transitory gains and losses are those that arise on the remeasurement of defined benefit pension funds and revaluation surpluses on PPE. This article looks at what differentiates profit or loss from other comprehensive &#8230; <a href="https://mit-youtube-geld-verdienen.info/other-comprehensive-income-statement-example/">Weiterlesen</a></p>
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<p>Examples of transitory gains and losses are those that arise on the remeasurement of defined benefit pension funds and revaluation surpluses on PPE. This article looks at what differentiates profit or loss from other comprehensive income and where items should be presented. The most common example of other comprehensive income is a revaluation surplus which arises when an entity decides to account for an increase in the value of land and buildings.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/ae1fa0ad-8f42-45b1-89ea-2c3fdaeeeefa.jpg" width="254px" alt="other comprehensive income examples"/></p>
<h2>Advance Your Accounting and Bookkeeping Career</h2>
<p>With such an investment, the interest income which would be collected from holding the debt instruments is separable from other changes in value of the investment itself. In this case, interest <a href="https://www.bookstime.com/articles/statement-of-comprehensive-income">statement of comprehensive income</a> income is included in the statement of profit or loss even though the gains and losses related to changes in fair value are presented in OCI. ‘Recycling’ is the process whereby items previously recognised in other comprehensive income are subsequently reclassified to profit or loss.as  an accounting adjustment but referred to in IAS 1 as reclassification adjustments..</p>
<h2>Unrealized Gains and Losses on Hedging Activities</h2>
<p>In this presentation, each item of OCI is listed separately to show its individual impact on comprehensive income. The total OCI represents the sum of these individual items, reflecting all non-owner changes in equity other than net income. This figure is then added to net income to arrive at the total comprehensive income, providing a complete picture of how the company’s equity has changed during the period due to both its operations and other financial activities.</p>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/mlCJqvCM7UI' frameborder='0' alt='other comprehensive income examples' allowfullscreen></iframe></div>
<h2>Discussion on the transparency and usefulness of OCI in financial analysis</h2>
<ul>
<li>As such, by recognising the revaluation surplus in OCI, the OCI is acting as a bridge between the statement of financial position and the SOPL.</li>
<li>Since the company hasn’t sold these items and earned additional revenue from them, we can’t record additional income on the balance sheet and must keep the value listed at the purchase price.</li>
<li>Once we found AOCI in the Retained Earnings part of the Balance Sheet, we can also see how OCI’s annual figure plays into that.</li>
<li>Learn financial statement modeling, DCF, M&#038;A, LBO, Comps and Excel shortcuts.</li>
<li>Under the International Financial Reporting Standards (IFRS), companies can choose to revalue certain assets like property, plant, and equipment to their fair value.</li>
</ul>
<p>Net income is the core component of comprehensive income, derived from a company’s usual business operations like sales, services, and expenses. It provides a snapshot of <a href="https://www.google.com/search?q=income+summary">income summary</a> the profitability of a company’s core business activities. On the other hand, OCI includes items that are not realized and thus not included in net income, such as unrealized gains and losses from foreign currency translations, pension plan adjustments, and changes in the fair value of investments.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2016/06/1687192501-300x200.jpg" width="250px" alt="other comprehensive income examples"/></p>
<h2>The Items to be Presented in Other Comprehensive Income:</h2>
<ul>
<li>As per the accounting standards, this income is recorded under shareholder’s equity on the liability side of the balance sheet.</li>
<li>It explains why Shareholder’s Equity didn’t increase related to traditional Retained Earnings.</li>
<li>For businesses working in more than one country, OCI shows the effects of foreign currency changes.</li>
<li>Since the income statement only recognizes income and expenses when they are earned or incurred, many other sources of revenue and expenses are left off the statement because they haven’t been realized yet.</li>
<li>This gain is not reported in the income statement because the security has not been sold, and the gain is not realized.</li>
</ul>
<p>The key difference in tax treatment between OCI and net income lies in the timing of tax recognition. Net income, which includes realized gains and losses, is subject to tax in the period it is earned or incurred. This means that the company pays taxes on its operational earnings, investment income, and any realized gains or losses during the financial year. Under International Financial Reporting Standards (IFRS), revaluation surplus refers to an increase in the carrying value of an asset to its fair value during a revaluation process. This typically applies to long-lived assets like land, buildings, and machinery. When assets are revalued and their carrying amount is increased, the excess over the original cost or previous revalued amount is credited to equity under a heading of revaluation surplus within other comprehensive income.</p>
<ul>
<li>However, in order to understand an entity’s financial performance for the period, an analysis of all income and expenses is required including income and expenses in OCI.</li>
<li>If, in producing an IFRS Accounting Standard, the IASB feels that there is no clear basis for reclassification then income and expenses included in OCI are not reclassified.</li>
<li>The entity could present it in the form of a Single Statement of Comprehensive Income or Two Statements of Profit or Loss and Other Comprehensive Income.</li>
<li>The statement should be classified and aggregated in a manner that makes it understandable and comparable.</li>
<li>The statement of profit or loss and OCI is the primary source of information about an entity’s financial performance for the reporting period.</li>
<li>Instead, they are recorded in other comprehensive income (OCI) to prevent these fluctuations from distorting the operational performance of the company.</li>
</ul>
<h2>Revaluation Surplus (under IFRS)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/image-dOERY52m0BQAecPt.png" width="252px" alt="other comprehensive income examples"/></p>
<p>It includes items such as unrealized gains or losses on investments, foreign currency translation adjustments, and pension plan adjustments. OCI is reported separately from net income on the balance sheet <a href="https://x.com/BooksTimeInc/status/1859688922139460085">Bookkeeping for Chiropractors</a> and is not included in the calculation of earnings per share (EPS) . The statement of profit or loss and OCI is the primary source of information about an entity’s financial performance for the reporting period. Many users of financial statements incorporate profit for the year (net profit) in their analysis either as a starting point for that analysis or as the main indicator of the entity’s financial performance for the period. However, in order to understand an entity’s financial performance for the period, an analysis of all income and expenses is required including income and expenses in OCI. Hedging activities are financial strategies used to reduce or eliminate the risk of future changes in value, such as fluctuations in interest rates, currency exchange rates, or commodity prices.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_1165762402-300x200.jpg" width="254px" alt="other comprehensive income examples"/></p>
<p>OCI plays a vital role in financial reporting as it offers a more comprehensive view of a company’s financial health than net income alone. It is crucial for understanding the full scope of income and expenses that affect a company’s equity but are not realized in the current period. For example, OCI can provide insights into the effects of foreign exchange rate changes on a company’s foreign operations or the impact of market fluctuations on its investment portfolio.</p>
<h2>Impact on Financial Analysis</h2>
<p>If the assets required for the plan are not adequate, the pension plan liability of the firm will increase. As per the accounting standards, this income is recorded under shareholder’s equity on the liability side of the balance sheet. Unrealized gains on marketable securities occur when the value of a security has increased in the market, but the holder has not yet sold the security at the close of accounting. As you can see, the net income is carried down and adjusted for the events that haven’t occurred yet. This gives investors and creditors a good idea of what the company’s assets and net assets are truly worth. Keep in mind,  that we are not only adjusting the assets of the company,&nbsp;available for sale securities, we are also adjusting the net assets of the company, stockholder’s equity.</p>
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		<title>Quickbooks online login for Quickbooks Self Employed</title>
		<link>https://mit-youtube-geld-verdienen.info/quickbooks-online-login-for-quickbooks-self/</link>
		<comments>https://mit-youtube-geld-verdienen.info/quickbooks-online-login-for-quickbooks-self/#comments</comments>
		<pubDate>Fri, 17 Feb 2023 09:36:28 +0000</pubDate>
		<dc:creator><![CDATA[Paul Scheulen]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mit-youtube-geld-verdienen.info/?p=12103</guid>
		<description><![CDATA[<p>Money movement services are provided by Intuit Payments Inc., licensed as a Money Transmitter by the New York State Department of Financial Services. For details about our money transmission licenses, or for Texas quickbooks self &#8230; <a href="https://mit-youtube-geld-verdienen.info/quickbooks-online-login-for-quickbooks-self/">Weiterlesen</a></p>
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<p>Money movement services are provided by Intuit Payments Inc., licensed as a Money Transmitter by the New York State Department of Financial Services. For details about our money transmission licenses, or for Texas <a href="https://www.bookstime.com/articles/quickbooks-self-employed">quickbooks self employed</a> customers with complaints about our service, please click here. If you aren’t sure which plan is best for your business, take a quick quiz . Free accounting tools and templates to help speed up and simplify workflows.</p>
<ul>
<li>Answer a few questions about what&#8217;s important to your business and we&#8217;ll recommend the right fit.</li>
<li>Optimise your business to business inventory management with Erplain.</li>
<li>Both report business income on a Schedule C, but the type of business and deductions may differ.</li>
<li>Get strategic insights and advice for your businesses.</li>
<li>Automate how you track your self-employed income and expenses.</li>
</ul>
<h2>Choose a QuickBooks product to sign in</h2>
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<p>QuickBooks includes <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> a step-by-step guide for  your initial setup process. You’ll also have access to experts who can provide setup help and bookkeeping guidance, so you can stay organized and run your business with confidence. Optimise your business to business inventory management with Erplain. Learn how to track and view your cash flow to understand where your business stands. Automate how you track your self-employed income and expenses.</p>
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<h2>Visit our support hub</h2>
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<p>Self-employed is a broad term for running your own business, while freelancing typically <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid0ENs9aKfxgVB3cwjLr9JTJScSomQaz6zJSiibjY9CxdTZ6qT9o5wqKHajiXV4niVgl">Accounts Payable Management</a> means offering services on a project basis. Both report business income on a Schedule C, but the type of business and deductions may differ. It only takes about 5 minutes to get up and running once you sync your bank or credit card transactions to QuickBooks Online.</p>
<ul>
<li>Self-employed is a broad term for running your own business, while freelancing typically means offering services on a project basis.</li>
<li>It only takes about 5 minutes to get up and running once you sync your bank or credit card transactions to QuickBooks Online.</li>
<li>There’s a QuickBooks plan for every stage of your business.</li>
<li>Find help articles, video tutorials, and connect with other businesses in our online community.</li>
<li>Money movement services are provided by Intuit Payments Inc., licensed as a Money Transmitter by the New York State Department of Financial Services.</li>
</ul>
<h2>Quickbooks Payments</h2>
<ul>
<li>Get strategic insights and advice for your businesses.</li>
<li>Optimise your business to business inventory management with Erplain.</li>
<li>Since it doesn&#8217;t give you the option and there is an error message prompt, I recommend contacting our Customer Care Support.</li>
<li>Save time, maximize your deductions, and file your taxes with no surprises.</li>
</ul>
<p>You&#8217;re on the right track, a free account in QuickBooks Self-employed is created to view 1099s. Since it doesn&#8217;t give you the option and there is an error message prompt, I recommend contacting our Customer Care Support. There’s a QuickBooks plan for every stage of your business. When you’re ready to scale, you can seamlessly change plans to adopt new tools.  And if you decide it’s not for you, you can cancel your subscription at any time. Find help articles, video tutorials, and connect with other businesses in our online community.</p>
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