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	<title>Bookkeeping Archives - REAL ESTATE EXPERT</title>
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	<description>ARIZONA . LOCAL KNOWLEDGE</description>
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		<title>Rules for Claiming a Dependent on Your Tax Return</title>
		<link>https://www.barneymcshanerealestate.com/rules-for-claiming-a-dependent-on-your-tax-return/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Wed, 21 Sep 2022 08:08:32 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>Content Congregation Support Networks Claiming A Dependent On Your Tax Return Can You Claim Someone As A Dependent If They File Their Own Taxes? Qualifying relative Who Qualifies As A Dependent In The Eyes Of The Irs? Taxes African Americans and Black Caribbeans were largely similar in network configurations with no significant differences in friendship [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/rules-for-claiming-a-dependent-on-your-tax-return/">Rules for Claiming a Dependent on Your Tax Return</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Congregation Support Networks</a></li>
<li><a href="#toc-1">Claiming A Dependent On Your Tax Return</a></li>
<li><a href="#toc-2">Can You Claim Someone As A Dependent If They File Their Own Taxes?</a></li>
<li><a href="#toc-3">Qualifying relative</a></li>
<li><a href="#toc-4">Who Qualifies As A Dependent In The Eyes Of The Irs?</a></li>
<li><a href="#toc-5">Taxes</a></li>
</ul>
</div>
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" width="252px" alt="“relatives who do not live with you” in publication 501"/></p>
<p>African Americans and Black Caribbeans were largely similar in network configurations with no significant differences in friendship and fictive kin networks and only one significant difference in family networks. Both African Americans and Black Caribbeans had a support advantage relative to non-Hispanic Whites for the likelihood of having fictive kin and the size of fictive kin networks. In contrast, non-Hispanic Whites had a support advantage with regard to receiving assistance from fictive kin. African Americans were more involved in congregation support networks than both non-Hispanic Whites and Black Caribbeans, whereas non-Hispanic Whites were more involved with and received more support from friendship networks. For example, at Cooper, Travis &#038; Company, we often assist our clients with nonattest services, such as drafting their financial statements, preparing tax returns, depreciation schedules, job schedules, and assisting with year-end close. To claim the credit, you will need to complete Form 2441, Child and Dependent Care Expenses, and include the form when you file your Federal income tax return. In completing the form to claim the credit, you will need to provide a valid taxpayer identification number for each qualifying person.</p>
<ul>
<li>If you have a family, you need to know how the IRS defines “dependents” for income tax purposes.</li>
<li>The data collection was conducted from 2001 to 2003.</li>
<li>However, the TCJA changed this deduction, eliminating the deduction for entertainment expenses, such as tickets to a sporting event, concert, or golf game with a client or customer.</li>
<li>Odds ratio estimates and 95% confidence intervals are presented in addition to the regression coefficients for logistic and ordered logit analysis.</li>
<li>It can be difficult to tell if someone is a tax dependent &#8211; here&#8217;s a quick rundown.</li>
</ul>
<p>Instead, the investor holds the asset, hoping that it will rise in value. In the meantime, the investor is able to report an unrealized loss on his or her financial statement.</p>
<h2 id="toc-0">Congregation Support Networks</h2>
<p>Odds ratio estimates and 95% confidence intervals are presented in addition to the regression coefficients for logistic and ordered logit analysis. For the negative binomial analysis, incidence rate ratios and 95% confidence intervals are also presented in addition to the regression coefficients. Two sets of regressions are conducted in which race/ethnicity is represented by a set of dummy variables. In the first, African American is used as the excluded or comparison category, while in the second, Black Caribbean is the excluded or comparison category. All of  the analyses incorporate the sample’s race adjusted weights.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/cash-flow-tips-1024x559-1-300x155.jpg" width="256px" alt="“relatives who do not live with you” in publication 501"/></p>
<p>Taylor RJ. The extended family  as a source of support to elderly blacks. Benin M, Keith VM. The social support of employed African American and Anglo mothers.</p>
<h2 id="toc-1">Claiming A Dependent On Your Tax Return</h2>
<p>For 2022, the standard deduction amount for an individual who may be claimed as a dependent by another taxpayer cannot exceed the greater of $1,150 or the sum of $400 and the individual&#8217;s earned income . A limited focus on between group differences provides little information beyond the fact of dissimilarities in the basic features of support networks and relationships. Further, using a solely comparative framework overlooks the inherent heterogeneity that exists within these groups <a href="https://turbo-tax.org/a">https://turbo-tax.org/a</a> . For the negative binomial regressions, incidence rate ratios are reported instead of odds ratios. Where it gets complicate is if you operate a business, own real estate which you rent out, or derive a significant portion of your income from investments or as a contract worker. For the most part, the forms are still somewhat straightforward &#8212; the bulk of the work is in collecting all of the necessary documentation to be able to calculate your income and your deductions.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Can I claim my 25 year old brother as a dependent?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>To meet the qualifying child test, your child must be younger than you and either younger than 19 years old or be a &quot;student&quot; younger than 24 years old as of the end of the calendar year. There&apos;s no age limit if your child is &quot;permanently and totally disabled&quot; or meets the qualifying relative test.</p>
</div></div>
</div>
<p>But just because you mail your 78-year-old mother a check every once in a while doesn’t mean you can claim her as a dependent. Here is a checklist for <a href="https://turbo-tax.org/why-you-shouldn-t-claim-your-child-as-a-dependent/">“relatives who do not live with you” in publication 501</a> determining whether your mom qualifies. Your relative cannot have a gross income of more than $4,200 in 2019 and be claimed by you as a dependent.</p>
<h2 id="toc-2">Can You Claim Someone As A Dependent If They File Their Own Taxes?</h2>
<p>Family members rely on extended kin for help in saving money to launch migrations and to care for property and personal belongings while the migrant is away. Once in the United States, Black Caribbean immigrants co-reside with sponsors and are provided a variety of aid including housing and meals, clothing , public transportation passes, and assistance in securing employment .</p>
<ul>
<li>The amount of support provided as well as whether the dependents live with the taxpayer are the main criteria for both categories.</li>
<li>You must provide more than half of your relative&#8217;s total support each year.</li>
<li>Your child may have a job, but they cannot provide more than half of their own support.</li>
<li>Even though written by the auditor, the letter is styled as a letter from management to the auditor.</li>
<li>If you do it that way, it&#8217;ll work it&#8217;s way back into the calculation of your tax credit, I believe.</li>
<li>Discuss the current operating performance concept of income and the all-inclusive concept of income.</li>
</ul>
<p>The post <a href="https://www.barneymcshanerealestate.com/rules-for-claiming-a-dependent-on-your-tax-return/">Rules for Claiming a Dependent on Your Tax Return</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What Is Management Accounting?</title>
		<link>https://www.barneymcshanerealestate.com/what-is-management-accounting/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Fri, 02 Sep 2022 09:25:19 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1645</guid>

					<description><![CDATA[<p>Content Center For Governmental Accounting Education &#038; Research What Does Negative Shareholders&#8217; Equity Mean? Full Report Office of Tax and Revenue What Are The Benefits Of A Revenue Budget? What is contra entry? In this case, management accountants are those who should cut the knot and tell you what to do. A strong understanding of [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-is-management-accounting/">What Is Management Accounting?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Center For Governmental Accounting Education &#038; Research</a></li>
<li><a href="#toc-1">What Does Negative Shareholders&#8217; Equity Mean?</a></li>
<li><a href="#toc-2">Full Report</a></li>
<li><a href="#toc-3">Office of Tax and Revenue</a></li>
<li><a href="#toc-5">What Are The Benefits Of A Revenue Budget?</a></li>
<li><a href="#toc-6">What is contra entry?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/5f6cb9f6-5835-4b8f-8f81-b456a4d727d1.jpg" width="251px" alt="which of the following is a focus of managerial accounting? https://www.bookstime.com/articles/financial-accounting-vs-managerial-accounting financial and managerial accounting"/></p>
<p>In this case, management accountants are those who should cut the knot and tell you what to do. A strong understanding of accounting is a requirement, as well as a solid foundation in management theory principles. Individuals seeking leadership <a href="%TRAININGVARIABLE%">%KEYWORD_VAR%</a> roles in the field should consider pursuing an advanced degree in accounting. Since the building is now worth $250,000, you are contemplating whether you should increase its value on the books to reflect this estimated current market value.</p>
<ul>
<li>More recently, it has caught the attention of conventional financial markets as well.</li>
<li>You didn’t pay income tax on contributions you made to traditional plans, such as a 401, although you made many contributions to Roth plans with after-tax dollars.</li>
<li>For this example, we multiply the top and bottom of 3/5 by 7, and the top and bottom of 2/7 by 5.</li>
<li>Changing prices does not have an impact on the company at the time the price is changed.</li>
<li>As an independent contractor, tracking job costs from labor to materials is an essential part of maintaining accurate financials for your business.</li>
<li>Traditional accounting systems (particularly those using standard costing, activity-based costing, or other full absorption methods) are designed to support traditional management methods.</li>
</ul>
<p>Now that we have reviewed what are the basic bookkeeping services, you might be wondering how they differ from outsourced accounting services. Bookkeeping is an essential administrative function of small business success that many business owners and founders don’t know how to manage. 60% of business owners admitted they aren’t confident in finance and accounting, including bookkeeping. They are a great resource and I would recommend working with them to fulfill your accounting and bookkeeping needs. Run your business with confidence know you’ll have accurate, tax ready financials delivered every month. We’ll take care of everything from classifying transactions to preparing your financial statements.</p>
<h2 id="toc-0">Center For Governmental Accounting Education &#038; Research</h2>
<p>So if you paid a non-employee at least $10 in interest, you’ll have to issue them a 1099-INT. The IRS has notified lenders and servicers of such loans that they should not issue this form regardless of the amount discharged. The cloud-based software helps you to connect with a bookkeeper team who do books for you. There are jobs for all experience levels, so you may be able to find bookkeeping work whether or not you’ve been in the field before. To find work, you can simply type in the job title or keyword you’re looking for — in this case, bookkeeping. However, if you have this background, Accountingfly can be a good resource for finding remote work. It  offers custom job alerts so you can be the first to know about new opportunities.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_12-1.png" width="259px" alt="which of the following is a focus of managerial accounting? https://www.bookstime.com/articles/financial-accounting-vs-managerial-accounting financial and managerial accounting"/></p>
<p>Those who read these governmental funds statements may find a large, positive general fund balance while the government owes millions, if not billions, of dollars to their pension systems. Proprietary funds are used to account for a government’s ongoing organizations and activities that are similar to those often found in the private sector. This multi-day school is designed to familiarize participants with accounting and financial reporting requirements for local governments in New York. The course provides guidance on certain operational issues, such as cash management, purchasing, processing claims for payment, accounting for capital projects and utilizing reserve funds.</p>
<h2 id="toc-1">What Does Negative Shareholders&#8217; Equity Mean?</h2>
<p>Traditional approaches limit themselves by defining cost behavior only in terms of production or sales volume. Traditionally, the marketplace has seen accountants as the “bean counters” in the organization. However, since the 2008 global economic crisis, the role of management accounting in global business  has changed. Accountants have gone from strictly back-office technical work to C-suite strategic work. The increasingly critical role of accountants can be seen in such process analyses as fraud analysis, risk management, activity-based costing, life-cycle costing and opportunity cost analysis. Essentially, you’ll give a third-party bookkeeper access to important financial information like bank statements, payroll, tax documents, and your accounting software.</p>
<p>If youdidn’tget a 1099-NEC or 1099-K from a client you worked for, does that mean you don’t have to report that income? Even if you earned, say, $400 for some freelance work and didn’t receive a 1099 from the company you freelanced for, you’re still required to report that income when you file your taxes. These are both very necessary to the financial well-being and operations of your business. Valuable knowledge walks out the door when a key accounting personnel leaves your company. The risk of knowledge loss and enhance business continuity with outsourced accounting.</p>
<h2 id="toc-2">Full Report</h2>
<p>This post is to be used for informational purposes only and does not constitute legal, business, or tax advice. Each person <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> should consult his or her own attorney, business advisor, or tax advisor with respect to matters referenced in this post.</p>
<ul>
<li>Enhance the understandability and usefulness of the annual financial reports to users of these reports to enable them to make more informed economic, social, and political decisions.</li>
<li>If we cannot ascertain the true nature of a particular investment, then this account will be classified as a current account.</li>
<li>But it’s super important that you have a basic understanding of how to classify workers, even if you have a payroll service or accountant to do the heavy lifting when it comes to paying them.</li>
<li>You can also change the given number by updating it so that the system automatically renames the accounts and transactions stored in it.</li>
<li>This may mean setting an effective date for the new standard that matches the date when the cost increase is supposed to go into effect.</li>
<li>They are fixed because they are paid out regularly and are independent of revenue level or production volume.</li>
</ul>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-is-management-accounting/">What Is Management Accounting?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<title>BBB Accredited Business BBB Rating A plus</title>
		<link>https://www.barneymcshanerealestate.com/bbb-accredited-business-bbb-rating-a-plus/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Fri, 29 Jul 2022 14:34:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1798</guid>

					<description><![CDATA[<p>Content How to Do Taxes for a Sole Proprietorship What Is the Federal Insurance Contributions Act (FICA)? You’re our first priority.Every time. Federal Insurance Contributions Act (FICA) Because you’re self-employed, you’ll be expected to pay estimated taxes each quarter, as well as filing your annual return. Your quarterly estimated tax payments should include amounts to [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/bbb-accredited-business-bbb-rating-a-plus/">BBB Accredited Business BBB Rating A plus</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How to Do Taxes for a Sole Proprietorship</a></li>
<li><a href="#toc-1">What Is the Federal Insurance Contributions Act (FICA)?</a></li>
<li><a href="#toc-2">You’re our first priority.Every time.</a></li>
<li><a href="#toc-3">Federal Insurance Contributions Act (FICA)</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/unit-13-financial-reporting-assignment-solution-min-300x200.jpg" width="255px" alt="what is social security &#038; medicare combined called"/></p>
<p>Because you’re self-employed, you’ll be expected to pay estimated taxes each quarter, as well as filing your annual return. Your quarterly estimated tax payments should include amounts to cover both your Social Security and Medicare tax obligations, as well as your estimated income tax bill. You can estimate the taxes due using the previous year’s return; as long as you pay estimated taxes at least equal to your previous year’s tax obligation, you shouldn’t owe any penalties. Estimated taxes are filed using Form 1040ES—Estimated Tax for Individuals. This form includes vouchers that you can print off and use to mail in your estimated tax payments throughout the year. You can also pay your taxes online with the Electronic Federal Tax Payment System, provided by the IRS. The Social Security limit is $147,000 for 2022, meaning any income you make over $147,000 will not be subject to social security tax.</p>
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<h3>Do millionaires get Social Security benefits?</h3>
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<p>Although to some degree it might seem as if billionaires and millionaires in the U.S. shouldn&apos;t be collecting Social Security, the truth is there is no law against it, and mathematically it makes sense. Social Security isn&apos;t simply a welfare program, with money handed out to anyone who asks.</p>
</div></div>
</div>
<p>Employers must withhold both the employees&#8217; share of FICA taxes as well as the employer&#8217;s portion. These taxes first go through the IRS, followed by the Social Security Administration to fund retirement and disability payments. The remainder then goes to the federal government&#8217;s Medicare trust, which covers medical expenses for individuals aged 65 and older, or for those who qualify for disability benefits. Not all taxpayers are required <a href="https://intuit-payroll.org/what-is-fica-is-it-the-same-as-social-security/">what is social security &#038; medicare combined called</a> to pay federal income taxes on their Social Security benefits. Typically, only those individuals who have substantial income in addition to their Social Security benefits are required to pay federal income taxes on Social Security Benefits. If you do have to pay taxes on your Social Security benefits, you can either make quarterly estimated tax payments to the IRS or elect to have federal taxes withheld from your benefits.</p>
<h2 id="toc-0">How to Do Taxes for a Sole Proprietorship</h2>
<p>Can the employee ask you to stop withholding Social Security tax once he or she reaches the wage base threshold? Each employer must withhold Social Security taxes from the individual’s wages, even if the combined withholding exceeds the maximum amount that can be imposed for the year. Fortunately, the employee will get a credit on his or her tax return for any excess withheld. The effective payroll tax rate based on private simulations for different income groups. Effective tax rate equals the payroll taxes paid divided by total income. Total income includes traditional measures of income, imputed undistributed corporate profits, nontaxable employee benefits, income of retirees, and nontaxable income.</p>
<div style='border: black dotted 1px;padding: 13px;'>
<h3>Disability Benefits: How to Apply for Social Security, Who Qualifies and More &#8211; CNET</h3>
<p>Disability Benefits: How to Apply for Social Security, Who Qualifies and More.</p>
<p>Posted: Thu, 22 Sep 2022 08:00:08 GMT [<a href='https://www.cnet.com/health/how-to-apply-for-disability-social-security/' rel="nofollow">source</a>]</p>
</div>
<p>The existence of a fiduciary duty does not prevent the rise  of potential conflicts of interest. We do not manage client funds or hold custody of assets, we help users connect with relevant financial advisors. Amelia JosephsonAmelia Josephson is a writer passionate about covering financial literacy topics. Amelia&#8217;s work has appeared across the web, including on AOL, CBS News and The Simple Dollar. Because eHealth’s Medicare related content is compliant with CMS regulations, you can rest assured you’re getting accurate information so you can make the right decisions for your coverage. In August 2020, President Donald Trump signed an executive order to temporarily suspend collection of the tax from September to December 2020. Critics fear this move will lead to more underfunding of the Social Security Trust Fund and Medicare trust fund.</p>
<h2 id="toc-1">What Is the Federal Insurance Contributions Act (FICA)?</h2>
<p>Medicare taxes are used to help individuals with future Medicare costs and services once they become a Medicare beneficiary. In the 1930s, the New Deal introduced Social Security to rectify the first three problems (retirement, injury-induced disability, or congenital disability). It introduced the FICA tax as the means to pay for Social Security. The U.S. had no federally mandated retirement savings; consequently, for those people who had not voluntarily saved money throughout their working lives, the end of their work careers was the end of all income. When a person temporarily works outside their country of origin, the person may be covered under two different countries&#8217; social security programs for the same work.</p>
<ul>
<li>Introducing Paycor Stadium The Cincinnati Bengals and Paycor announce stadium naming rights partnership, further strengthening their shared vision and commitment to the Cincinnati community.</li>
<li>Medicare includes an additional tax rate of 0.9% on wages over $200,000.</li>
<li>So both the employer and employee pay 1.45% of the employee’s salary, no matter how much the employee makes.</li>
<li>There&#8217;s an additional Medicare tax on earned income of high earners.</li>
</ul>
<p>As an editor for The Balance, he has fact-checked, edited, and assigned hundreds of articles.</p>
<h2 id="toc-2">You’re our first priority.Every time.</h2>
<p>She has expertise in finance, investing, real estate, and world history. Throughout her career, she has written and edited content for numerous consumer magazines and websites, crafted resumes and social media content for business owners, and created collateral for academia and nonprofits. Kirsten is also the founder and director of Your Best <a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> Edit; find her on LinkedIn and Facebook. Andy Smith is a Certified Financial Planner (CFP®), licensed realtor and educator with over 35 years of diverse financial management experience. He is an expert on personal finance, corporate finance and real estate and has assisted thousands of clients in meeting their financial goals over his career.</p>
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<h3>Who is exempt from paying FICA?</h3>
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<p>International students, scholars, professors, teachers, trainees, researchers, physicians, au pairs, summer camp workers, and other aliens temporarily present in the United States in F-1,J-1,M-1, or Q-1/Q-2 nonimmigrant status are exempt from FICA taxes on wages as long as such services are allowed by USCIS and have &#8230;</p>
</div></div>
</div>
<p>Business can deduct employee salary and the employer portion of FICA on their annual federal tax return. FICA taxes help fund many different types of Social Security benefits, including retirement, disability, and survivor benefits, as well as provide a portion of Medicare’s budget. If you are self-employed, you must file a Schedule C each year along with your Form 1040.</p>
<h2 id="toc-3">Federal Insurance Contributions Act (FICA)</h2>
<p>More specifically, self-employed individuals pay the employee and employer share . One-half of self-employment tax is deductible by self-employed individuals from their gross income .</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/FinancialStatements-10Reasons-Header-scaled-min-300x200.jpg" width="253px" alt="what is social security &#038; medicare combined called"/></p>
<p>Her expertise covers a wide range of accounting, corporate finance, taxes, lending, and personal finance areas. Taxes are a mandatory contribution levied on corporations or individuals to finance government activities and public services. It was then raised to $3,600 with expanded benefits and coverage. Additional increases in the tax cap in 1955, 1959, and 1965 were designed to address the difference in benefits between low-wage and high-wage earners. Kirsten Rohrs Schmitt is an accomplished professional editor, writer, proofreader, and fact-checker.</p>
<p>Multiply the $1,000 by 6.2%  to determine how much to withhold from the employee’s wages. Because you contribute the same amount, use the calculated amount to determine how much you contribute. So, only a certain amount of employee wages are subject to Social Security tax. All types of wages currently subject to the Medicare tax may also be subject to the Additional Medicare Tax. An individual owes Additional Medicare Tax on all cumulative wages, compensation, and self-employment income once the total amount exceeds the threshold for their filing status. Medical residents working full-time are not considered students and are not exempt from FICA payroll taxes, according to a United States Supreme Court ruling in 2011. Sometimes referred to as the “hospital insurance tax,” this pays for health insurance for people who are 65 or older, younger people with disabilities and people with certain conditions.</p>
<ul>
<li>Social Security and Medicare benefits are funded by a payroll tax called the Federal Insurance Contribution Act , shared equally by employees and employers.</li>
<li>This form will show the amount of benefits you received in the previous year and you can use this information when you complete your tax return to determine if your benefits are subject to tax.</li>
<li>Since $147,000 divided by $6,885 is 21.3, this threshold is reached after the 22nd paycheck.</li>
<li>Payment amounts may not be combined or transferred from one spouse to the other.</li>
<li>You must make deposits of these amounts either semi-weekly or monthly, depending on the average size of deposits for the past year .</li>
</ul>
<p>The post <a href="https://www.barneymcshanerealestate.com/bbb-accredited-business-bbb-rating-a-plus/">BBB Accredited Business BBB Rating A plus</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<title>Accountants, Bookkeepers, Tax Preparers San Bernardino, CA</title>
		<link>https://www.barneymcshanerealestate.com/accountants-bookkeepers-tax-preparers-san/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Mon, 18 Jul 2022 07:44:53 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1611</guid>

					<description><![CDATA[<p>Content QuickBooks Training Bookkeeper Who is Kim Krick Enterprise? Equipment Rentals Bookkeeper (CPA) Gateway California Realty Corp. Learn More About Our Services QuickBooks ProAdvisor certification This is an elite credential in the world of bookkeeping much like the CPA designation in accounting. This course is non-credit, so it does not qualify for https://accounting-services.net/ federal aid, [&#8230;]</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">QuickBooks Training</a></li>
<li><a href="#toc-1">Bookkeeper</a></li>
<li><a href="#toc-2">Who is Kim Krick Enterprise?</a></li>
<li><a href="#toc-3">Equipment Rentals Bookkeeper (CPA)</a></li>
<li><a href="#toc-4">Gateway California Realty Corp.</a></li>
<li><a href="#toc-5">Learn More About Our Services</a></li>
<li><a href="#toc-6">QuickBooks ProAdvisor certification</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="Bookkeeping San Bernardino"/></p>
<p>This is  an elite credential in the world of bookkeeping much like the CPA designation in accounting. This course is non-credit, so it does not qualify for <a href="https://accounting-services.net/">https://accounting-services.net/</a> federal aid, FAFSA and Pell Grant. In some states, vocational rehab or workforce development boards will pay for qualified students to take our courses.</p>
<p>You will have one year from enrollment in the Certified Bookkeeper course to submit the Application for Certified Bookkeeper Designation form to The American Institute of Professional Bookkeepers. Please note that you will receive two exam vouchers, as two of the four exams are no-cost exams. Please refer to The Certified Bookkeeper™ Designation handbook for more information. The Certified Bookkeeper course includes prepaid vouchers with enrollment that provides access to sit for the AIPB certification exams. Once you have successfully completed the course, you will receive detailed instructions regarding the use of the exam vouchers at any Prometric Test Center.</p>
<h2 id="toc-0">QuickBooks Training</h2>
<p>We are looking for a Full Charge Bookkeeper to develop accounting policies and oversee all financial procedures of our company. Threebestrated.com needs to review the security of your connection before proceeding. It is famously said that nothing is certain in this world except death and taxes. This goes to show that no matter how uncertain life can get, one thing is sure – you have to send your tax returns to the IRS before tax season ends on April 15th. We hire mystery shoppers to call our providers anonymously and evaluate them. Providers who respond quickly, answer questions thoroughly, and communicate politely score higher.</p>
<ul>
<li>It&#8217;s never too late—or too early—to start planning for retirement.</li>
<li>Bookkeeping services are important for any business, large or small.</li>
<li>If you are interested in learning more about our bookkeeping services or would like to schedule a free consultation, please contact us today.</li>
<li>Hello Everyone, I just started a bookkeeping business for our nonprofit organization.</li>
<li>Apache Bookkeeping provides a holistic view of financial services for &#8230;</li>
<li>Check with your tax preparer to see how they handle payments.</li>
<li>It is even possible that you could work remotely from home for one or more organizations at a time.</li>
</ul>
<p>A certificate of completion signifies to a potential employer that you have completed the course work in the area of bookkeeping. Still, it can vary widely depending on where you get that education and training.</p>
<h2 id="toc-1">Bookkeeper</h2>
<p>It can be difficult to determine which tax should be paid and even more difficult to figure out if you are eligible for a refund or exemption. Our mission is to understand the business of our clients and the industry they operate in, to help them identify their financial needs, and to provide the services that will help t&#8230;</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Tonia Lewis Obituary (2022) San Bernardino County Sun &#8211; Legacy.com</h3>
<p>Tonia Lewis Obituary ( San Bernardino County Sun.</p>
<p>Posted: Wed, 10 Aug 2022 07:00:00 GMT [<a href='https://www.legacy.com/us/obituaries/sbsun/name/tonia-lewis-obituary?id=36186755' rel="nofollow">source</a>]</p>
</div>
<p>I am genuinely invested in my clients’ success and passionate about developing solutions to allow you to spend your  time in more meaningful and profitable ways. This course will provide you with the skills you need to obtain an entry-level position in most cases. Potential students should always do research on the job market in their area before registering. If you do not meet the experience requirement, we recommend our Professional Bookkeeping with QuickBooks course, which is designed for entry-level bookkeepers. How to value inventory, record costs, make entries, and report inventory on financial statements. Basic payroll, from paying wages to depositing and reporting taxes. Identification and correction of accounting errors and reconciliation of bank accounts.</p>
<h2 id="toc-2">Who is Kim Krick Enterprise?</h2>
<p>You will learn how to properly use QuickBooks software from beginning to end. This is a twelve hour class, click here for more information.Tax Preparation Ensure your taxes are prepared properly with our tax preparation services. For your convenience, we work with both personal and <a href="https://accounting-services.net/bookkeeping-san-bernardino/">Bookkeeping San Bernardino</a> business income taxes. Borderless Finance, Inc. offers tax preparation, bookkeeping services, and payroll for independent professionals and small business owners. As a business, it is extremely important to keep accurate and up-to-date records of your financial transactions.</p>
<p>Upon completion of this course, you will receive a certificate of completion. Certification, such as Certified Bookkeeper, demonstrates competency based on a national and industry-recognized standard. It also allows you to include the &#8220;C.B.&#8221; designation after your name, signifying you have met the demanding requirements to earn this credential. Most bookkeepers work 40 hours per week, though some do work part time. As a professional bookkeeper you may need to work overtime during certain periods of the year such as closing out the fiscal quarter and/or year as well as during tax season. According to the Bureau of Labor Statistics, there are a lot of jobs for bookkeepers, and the job outlook is expected to remain relatively constant through 2026. Understanding how to efficiently use bookkeeping software like QuickBooks will make you a more desirable candidate as more and more businesses turn to technology to perform basic accounting tasks.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/accountants-bookkeepers-tax-preparers-san/">Accountants, Bookkeepers, Tax Preparers San Bernardino, CA</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How Interest And Dividends Are Disclosed In Statement Of Cash Flows?</title>
		<link>https://www.barneymcshanerealestate.com/how-interest-and-dividends-are-disclosed-in/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Thu, 10 Mar 2022 16:43:30 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1898</guid>

					<description><![CDATA[<p>Content Insight Gained From The Cash Flow Statements What Is The Difference Between Direct And Indirect Cash Flow Statements? Indirect Cash Flow What Does Cash Flow From Financing Activities Mean? Reporting Interest Paid On The Statement Of Cash Flows Cash From Investing Activities Optimize These 4 Transactional Emails To Drive Sales And Improve The Purchase [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/how-interest-and-dividends-are-disclosed-in/">How Interest And Dividends Are Disclosed In Statement Of Cash Flows?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Insight Gained From The Cash Flow Statements</a></li>
<li><a href="#toc-1">What Is The Difference Between Direct And Indirect Cash Flow Statements?</a></li>
<li><a href="#toc-2">Indirect Cash Flow</a></li>
<li><a href="#toc-3">What Does Cash Flow From Financing Activities Mean?</a></li>
<li><a href="#toc-4">Reporting Interest Paid On The Statement Of Cash Flows</a></li>
<li><a href="#toc-5">Cash From Investing Activities</a></li>
<li><a href="#toc-7">Optimize These 4 Transactional Emails To Drive Sales And Improve The Purchase Experience</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="When is interest received considered a financing activity in a cash flow statement?"/></p>
<p>And total expenses, which includes SG&#038;A, Depreciation and Amortization, interest, etc. The International Accounting Standards Board favors the direct method of reporting because it provides more useful information than the indirect method. However, <a href="https://accountingcoaching.online/">https://accountingcoaching.online/</a> it is believed that greater than 90% of public companies use 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.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="252px" alt="When is interest received considered a financing activity in a cash flow statement?"/></p>
<p>This will show that company has new cash to spend, and the repayments of old debt are deducted because they absorb liquidity. Use the Sources and Uses of Funds Worksheet to complete the indirect method cash flow worksheet for your business. Group transactions according to operating, investing, and financing activities. On the worksheet you will use to construct cash flow from operating activities using the indirect method, cash activities are organized as to whether they represent additions or subtraction&#8217;s to cash. At this stage, it is more important that you understand the basic philosophy behind the changes rather than memorize how it works. Conversely, if accounts receivables increased during the period, net income will be reduced.</p>
<h2 id="toc-0">Insight Gained From The Cash Flow Statements</h2>
<p>Here&#8217;s how to calculate and understand one of your company&#8217;s most vital metrics. The statements and opinions are the expression of the author, not LegalZoom, and have not been evaluated by LegalZoom for accuracy, completeness, or changes in the law.</p>
<p>The cash flow statement is one of the most important reports a business can run. Like a balance sheet and profit and loss statement, the cash flow statement provides information on the health of your business and is frequently used by investors and financial institutions to assess profitability. When a company makes an interest payment, this transaction appears on the cash flow statement as a cash outflow in the operations activities section.</p>
<h2 id="toc-1">What Is The Difference Between Direct And Indirect Cash Flow Statements?</h2>
<p>Credit purchases are reflected by an increase in accounts payable on the balance sheet, and the amount of the increase from one year to the next is added to net earnings. Changes in cash from investing are usually considered cash-out items because cash is used to buy new equipment, buildings, or short-term assets such as marketable securities.</p>
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" width="253px" alt="When is interest received considered a financing activity in a cash flow statement?"/></p>
<p>But when a company divests an asset, the transaction is considered cash-in for calculating cash from investing. In the case of a trading portfolio or an investment company, receipts from the sale of loans, debt, or equity instruments are also included because it is a business activity. A cash flow statement summarizes the amount of cash and cash equivalents entering and leaving a company. Cash flow from investing activities reports the total change in a company&#8217;s cash position from investment gains/losses and fixed asset investments. While Kindred Healthcare paid a dividend, the equity offering and expansion of debt are larger components of financing activities.</p>
<h2 id="toc-2">Indirect Cash Flow</h2>
<p>This difference between inventory and the other items of working capital is rather subtle but takes on an importance later. No attempt is made at assessing profitability which was the purpose of the income statement. In addition to their historical use, Cash Flow Statements are prepared as part of the budgeting process in order to identify the effects upon the cash facilities of the proposed activities for the period under review. A typical, simplified, statement would give the following information. Analyses the sources and the disposition of cash during a given period. It is akin to the Sources and Application of Funds Statement found in the published accounts of companies.</p>
<p>The cash flow statement will reveal the liquidity position of the company. It will show you if the company will be able to fund its operations without resorting to outside funds.</p>
<h2 id="toc-3">What Does Cash Flow From Financing Activities Mean?</h2>
<p>Unlike debt, equity holders have some ownership stake in the business in exchange for money given to the company for use. Future earnings must be shared with these equity holders or investors. Issuance of equity is an additional source of cash, so it’s a cash inflow. This is buying back, through cash payment, the equity from its investors and thereby increasing the stake held by the company itself. As for the balance sheet, the net cash flow reported on the CFS should equal the net change in the various line items reported on the balance sheet. This excludes cash and cash equivalents and non-cash accounts, such as accumulated depreciation and accumulated amortization. For example, if you calculate cash flow for 2019, make sure you use 2018 and 2019 balance sheets.</p>
<ul>
<li>Explain the difference in the start of the operating activities section of the statement of cash flows when the indirect method is used rather than the direct method.</li>
<li>This represents the total flow of cash between the firm and its borrowers and lenders during the year excluding interest payments.</li>
<li>An increase in inventory signals that a company spent more money on raw materials.</li>
<li>Classification of cash flows for an operator in a service concession arrangement within the scope of IFRIC 12 Service Concession Arrangements.</li>
<li>What may not be apparent from a review of these documents is how they relate to each other.</li>
</ul>
<p>When analyzing cash flow, the first place to look is the cash flow from operating activities. It tells you whether the firm generated cash or whether it needs a cash infusion. 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>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. The second section is investing activities, which reflects how the company is using cash to grow/maintain its business. This section reports the activity in long‐term asset accounts, such as land, buildings, equipment, intangible assets, and investments .</p>
<h2 id="toc-4">Reporting Interest Paid On The Statement Of Cash Flows</h2>
<p>Loaded with features, Xero includes custom invoicing, inventory management, project management, and bill payment features, along with a multi-currency option. While the direct method provides a much clearer view of incoming and outgoing cash, the indirect method is easier to set up and use. This section documents a company&#8217;s gains and losses from investments, stocks and bonds. You can also use Shopify&#8217;s cash flow calculator to easily calculate your cash flow and give your business a financial health check in less than five minutes.</p>
<ul>
<li>In short, changes in equipment, assets, or investments relate to cash from investing.</li>
<li>The cash received was actually less than the figure reported for sales within net income.</li>
<li>Principle 2 &#8211; cash flows in IAS 7 should be classified consistently with the classification of the related or underlying item in the statement of financial position.</li>
<li>This includes any dividends, payments for stock repurchases, and repayment of debt principal that are made by the company.</li>
<li>Non-cash items show up in the changes to a company’s assets and liabilities on the balance sheet from one period to the next.</li>
</ul>
<p>Cash Flow From Operating Activities indicates the amount of cash a company generates from its ongoing, regular business activities. An investor wants to closely analyze how much and how often a company raises capital and the sources of the capital. For instance, a company relying heavily on outside investors for large, frequent cash infusions could have an issue if capital markets seize up, as they did during the credit crisis in 2007. The content provided on accountingsuperpowers.com and accompanying courses is intended for educational and informational purposes only to help business owners understand general accounting issues. The content is not intended as advice for a specific accounting situation or as a substitute for professional advice from a licensed CPA.</p>
<p>The cash flow statement analyses all transactions that go through the firm’s bank account and classifies them into three categories. Cash flow from investment is affected by sales or purchases of long-term assets. Income Taxes Payable If there is an increase in income taxes payable, the amount of the change is added to net income. If there is a decrease in income taxes payable, the amount of the change is subtracted from net income. Accounts Receivable If there is an increase in accounts receivable, the amount of the change should be deducted from net income. If there is a decrease in accounts receivable, the amount of the change is added to net income.</p>
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" width="250px" alt="When is interest received considered a financing activity in a cash flow statement?"/></p>
<p>These payments represent money going out of the business, which reduces a company&#8217;s overall cash flow. In 1863, the Dowlais Iron Company had recovered from a business slump, but had no cash to invest for a new blast furnace, despite having made a profit.</p>
<h2 id="toc-6">The Accrual Method For A Profit &#038; Loss Statement</h2>
<p>Each shall be classified in a consistent manner from period to period as either operating, investing or financing activities. This often confuse students who are studying Statement of Cash Flows that what is the correct way of disclosing or presenting interest <a href="https://accountingcoaching.online/when-is-interest-received-considered-a-financing/">When is interest received considered a financing activity in a cash flow statement?</a> paid or received and dividends paid or received during the period. Many students even after learning how to prepare a cash flow statement remain unclear that under what activity should we show interest paid/received and dividends paid/received.</p>
<h2 id="toc-7">Optimize These 4 Transactional Emails To Drive Sales And Improve The Purchase Experience</h2>
<p>David has helped thousands of clients improve their accounting and financial systems, create budgets, and minimize their taxes. While Accrual accounting is a good measure of the OVERALL HEALTH of a business, it&#8217;s shortcoming is that it makes it hard to figure out how much cash really came in and went out of a business. These categories can help you budget and analyze your performance as well as make tax time easier.</p>
<h2 id="toc-8">Where Do Notes Payable Go On A Cash Flow Statement?</h2>
<p>For example, the purchase of land will be considered as investing activity for a watch company while it will be considered as an operating activity for a real estate company. The cash flow statement directs you to where the biggest increases or decreases are centered, allowing you to take corrective measures if they’re necessary. In most cases, companies categorize short-term notes payable—loans that are paid off within a year—as current liabilities. If the loan is due after a year, businesses typically classify it as a long-term, or noncurrent, liability. Then continue by adding the cash from operations and additional cash received from activities such as sales of current assets, new investment received, etc. In this example, you can see that the indirect method uses net income as a base and adds non-cash expenses like depreciation and amortization. On the other hand, the direct method takes all cash collections from operating activities and subtracts the cash disbursements from operating activities, such as payments to suppliers and wages.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/how-interest-and-dividends-are-disclosed-in/">How Interest And Dividends Are Disclosed In Statement Of Cash Flows?</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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			</item>
		<item>
		<title>Online Accounting Bachelor of Science Degree</title>
		<link>https://www.barneymcshanerealestate.com/online-accounting-bachelor-of-science-degree/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Fri, 14 Jan 2022 08:45:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1617</guid>

					<description><![CDATA[<p>Content Gollon &#038; Charron, CPAs, PA Bookkeeper Salary by Global Country Accounts Receivable Specialist (ImagineSoftware Experience Required) – Remote Browse Listings By Region &#8211; Arkansas John Brown University Ken Lance and Company, PC We professionally handle payroll services for many Northwest Arkansas organizations. University of Arkansas Grantham () is accredited by the Distance Education Accrediting [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/online-accounting-bachelor-of-science-degree/">Online Accounting Bachelor of Science Degree</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Gollon &#038; Charron, CPAs, PA</a></li>
<li><a href="#toc-1">Bookkeeper Salary by Global Country</a></li>
<li><a href="#toc-2">Accounts Receivable Specialist (ImagineSoftware Experience Required) – Remote</a></li>
<li><a href="#toc-3">Browse Listings By Region &#8211; Arkansas</a></li>
<li><a href="#toc-5">John Brown University</a></li>
<li><a href="#toc-6">Ken Lance and Company, PC</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="255px" alt="Bookkeeping Arkansas"/></p>
<p>We professionally handle payroll services for many Northwest Arkansas organizations. University of Arkansas Grantham () is accredited by the Distance Education Accrediting <a href="https://accounting-services.net/bookkeeping-arkansas/">Bookkeeping Arkansas</a> Commission , which is listed by the U.S. Department of Education as a recognized accrediting agency and recognized by the Council for Higher Education Accreditation .</p>
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<h3>How much should you pay someone to do your bookkeeping?</h3>
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<p>The average hourly wage for a bookkeeper in the U.S. is $22 per hour. CPAs typically charge $200 &#x2013; $250 per hour. Top bookkeepers in major cities may charge $500 per hour (or more).</p>
</div></div>
</div>
<p>The analytical and problem-solving  skills learned prepare students for many jobs in a business. Students are expected to make continuous progress toward the degree by completing required accounting coursework each semester.</p>
<h2 id="toc-0">Gollon &#038; Charron, CPAs, PA</h2>
<p>Program from the University of Arkansas will qualify a student to take relevant professional examinations. All students must be enrolled for a minimum of 9 hours during consecutive fall/spring semesters during their graduate year. The student must be in residence a minimum of 24 weeks (see residency requirements of the Master of Arts/Master of Science). At times it was a challenge, but you set up an incredible learning experience.</p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>University of Arkansas Division of Agriculture, USDA partner on $10 million tax education effort for farmers, ranchers &#8211; High Plains Journal</h3>
<p>University of Arkansas Division of Agriculture, USDA partner on $10 million tax education effort for farmers, ranchers.</p>
<p>Posted: Tue, 09 Aug 2022 07:00:00 GMT [<a href='https://www.hpj.com/ag_news/university-of-arkansas-division-of-agriculture-usda-partner-on-10-million-tax-education-effort-for/article_049303d4-17e9-11ed-bdeb-afc9b44bd51b.html' rel="nofollow">source</a>]</p>
</div>
<p>You will learn the difference between a liability and an asset and find out how to determine an owner&#8217;s equity. TheArkansas State Board of Public Accountancy’s website includes information about the CPA exam, including Accountancy Rule 3 dealing with education requirements. Most states now require first time CPA exam candidates to have 150 hours of basic education. The A-State Bachelor of Science in Accounting is 120 hours. While a uniform CPA Exam is given, minimum qualifications to sit for the CPA Exam can vary from state to state. Many factors influence the beginning salary of the new graduate.</p>
<h2 id="toc-1">Bookkeeper Salary by Global Country</h2>
<p>This information is provided to investors and potential investors, to taxing authorities, and to other government agencies. Virtually all business decisions depend on accounting data. All business people need a thorough understanding of this important field. <a href="https://accounting-services.net/">https://accounting-services.net/</a> As the structures of business and economic systems become more technical and complex, the need for highly trained and competent accountants also increases. A requirement in Arkansas is that your education must include coverage of specific accounting topics.</p>
<ul>
<li>Gain the knowledge and skills necessary to secure your future with one or more concentrations in accounting.</li>
<li>In addition, the accounting department offers courses in Business Law.</li>
<li>The Exam is administered at Prometric testing sites across the country.</li>
<li>Compensation data tools, salary structures, surveys and benchmarks.</li>
<li>A-State accounting graduates work for manufacturing firms, in government agencies, in banking, in not-for-profit entities, and in public accounting.</li>
<li>Students should work closely with the Department CPA Examination Advisor to select the appropriate coursework for CPA Exam qualification purposes for the state where licensure is desired.</li>
</ul>
<p>First time candidates for the CPA Exam in Arkansas must have a Bachelor&#8217;s degree. The college coursework must include the equivalent of 30 semester hours of accounting at the graduate or undergraduate level and 30 hours of business coursework. A minimum grade of “C” is required in each accounting and business course. A minimum of 150 hours of college credit hours required for licensure.</p>
<h2 id="toc-2">Accounts Receivable Specialist (ImagineSoftware Experience Required) – Remote</h2>
<p>AACSB International, offers accounting concentrations that provide you with a curriculum in core, professional, and public accounting concepts. You’ll learn how to analyze and prepare financial statements, interpret data, solve ethical dilemmas, and much more. Accountants are still among the highest-paid graduates and demand is strong. Majoring in accounting does not limit you to just being an accountant.</p>
<p>I had no double-entry accounting experience and was very confused  about credits and debits and the types of accounts were a mystery to me. I feel so much better about my job and I am not stressed out to the max every day. I don&#8217;t feel so helpless or dependent on the CPA who is mostly not available. In this comprehensive course, you will learn the basics of double-entry bookkeeping, as well as how to analyze and record financial transactions. You will get hands-on experience with handling accounts receivable, accounts payable, payroll procedures, sales taxes, and various common banking activities.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/online-accounting-bachelor-of-science-degree/">Online Accounting Bachelor of Science Degree</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<item>
		<title>Recording Accounting Transactions: The Source Documents, General Journal, General Ledger, Trial Balance</title>
		<link>https://www.barneymcshanerealestate.com/recording-accounting-transactions-the-source/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Tue, 14 Dec 2021 13:11:29 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1706</guid>

					<description><![CDATA[<p>Content Need help with a Business Transaction? What Are Accounting Transactions? Why Is Accounting Important for Investors? Impact of the Accounting Equation on Accounting Transactions Features of Accounting Transaction Click alongside Document Categories, then select the required document category to be viewed (e.g. Accounting etc.) from the drop-down list. This means that if the Manual [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/recording-accounting-transactions-the-source/">Recording Accounting Transactions: The Source Documents, General Journal, General Ledger, Trial Balance</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Need help with a Business Transaction?</a></li>
<li><a href="#toc-1">What Are Accounting Transactions?</a></li>
<li><a href="#toc-2">Why Is Accounting Important for Investors?</a></li>
<li><a href="#toc-3">Impact of the Accounting Equation on Accounting Transactions</a></li>
<li><a href="#toc-5">Features of Accounting Transaction</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/cbc2dc0023.webp" width="254px" alt="types of accounting transactions"/></p>
<p>Click alongside Document Categories, then select the required document category to be viewed (e.g. Accounting etc.) from the drop-down list. This means that if the Manual Accounting Journal is cancelled, the Tax Invoice will effectively be cancelled and that Tax Invoice number  will not be re-used.</p>
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<h3>Is bank a current asset?</h3>
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<p>A current asset is any asset that is expected to provide an economic benefit for or within one year. Funds held in bank accounts for less than one year may be considered current assets.</p>
</div></div>
</div>
<p>Both transactions may be initiated electronically, manually, or automatically, but non-financial transactions do not have any financial impact on either party. The basic formula for determining a company’s profit or loss is to subtract expenses from income and whatever is left over determines <a href="https://www.bookstime.com/articles/accounting-transaction-analysis">transactional analysis examples</a> whether the company turned a profit or not. This calculation is a result of business activities involving income and expense accounting transactions. The double-entry system is a standardized process that improves the accuracy of financial statements and ensures that it is error-free.</p>
<h2 id="toc-0">Need help with a Business Transaction?</h2>
<p>These transactions could be in the  form of exchange between departments or between the company and its staff. For example, paying salary to the staff, calculating depreciation, and more. In it, my financial position changes – assets worth 50,000/- decreases, but the question of the settlement of this transaction for cash does not arise. In other words, all the transactions other than cash transactions and credit transactions are collectively called non-cash transactions. When there is no question of payment of price on the date of occurrence or in the future is called non-cash transactions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/ecommerce-bookkeeping-consulting-1.webp" width="250px" alt="types of accounting transactions"/></p>
<p>If the trial balance does not balance, this means there could be errors, ranging from a simple numeric miscalculation to an improperly entered journal entry or journal posting. The best remedy against a disastrously non-balanced trial balance report is to run the report frequently and balance it frequently. In other words, try to catch the errors as quickly as they appear, instead of trying to fix everything at the year-end. In any typical general journal, you will have a date, description, posting reference, debits, and credits.</p>
<h2 id="toc-1">What Are Accounting Transactions?</h2>
<p>After a few months in business, you decide to take out a business loan to expand. Then, each loan payment will be individual transactions until you pay off the loan. Remember that most loans have interest rates, so you will have to create an interest expense account in your books. With modified cash basis, you can have more types of transactions than you would with cash basis. When you record a financial transaction in your books, use debits and credits to show the equal and opposite effects on two or more accounts.</p>
<p>Changes in assets, liabilities .and owner’s equity lead to the change of financial position. The list of transactions in a particular account is called a ledger.</p>
<h2 id="toc-2">Why Is Accounting Important for Investors?</h2>
<p>For example, 30 credit days or 90 credit days scheme, depending on the conditions followed by the company. The transactions which are not settled for cash right after their occurrence are called credit transactions. The-transactions which are settled for cash right after their occurrence are called cash transactions. Transactions of goods or services in terms of money are called external transaction or business transaction. These are everyday transactions that keep the business running, such as sales and purchases, rent for office space, advertisements, and other expenses. They are unrelated to transactions that specify if cash’s been paid or if it will be paid in the future.</p>
<ul>
<li>As money is deposited in the account, cash is debited, and the balance is increased by $10,000.</li>
<li>Valid bank account types are Current, Savings, Transmission.</li>
<li>If a customer has received goods from your business but pays the invoice two months down the line, your cash accounting system records the transaction when payment is received.</li>
<li>The accounting transaction outcomes in the well-adjusted accounting equation.</li>
<li>Here is a quick summary of the ten common basic accounting transactions, together with a link to the full lesson on each one.</li>
<li>Financial accounting creates a standard set of rules for preparing financial statements.</li>
</ul>
<p>A corresponding entry will be made to decrease stockholders&#8217; equity by the same amount. Account numbers vary significantly from one company to the next, depending on the company&#8217;s size and complexity.</p>
<h2 id="toc-3">Impact of the Accounting Equation on Accounting Transactions</h2>
<p>There is no trace of these transactions anywhere except in the books of accounting. For this reason, it is called transactions in papers or transactions in books of accounts. An event to be financial transaction must be supported by documentary evidence. The event causing a financial change of a business concern is called transaction. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> Events other than transactions are not recorded in the books of accounts. Fixed AssetFixed assets are assets that are held for the long term and are not expected to be converted into cash in a short period of time. Plant and machinery, land and buildings, furniture, computers, copyright, and vehicles are all examples.</p>
<p>Once the changes have been made, the Accounting Activity Journal must be saved again and will appear on the Accounting Activity Journal list. The user must cancel the Accounting Activity Journal and start again.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/recording-accounting-transactions-the-source/">Recording Accounting Transactions: The Source Documents, General Journal, General Ledger, Trial Balance</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<item>
		<title>What Does Compensating Balance Mean? Definition, Meaning And Audio Pronunciation Free English Language Dictionary</title>
		<link>https://www.barneymcshanerealestate.com/what-does-compensating-balance-mean-definition/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Thu, 18 Nov 2021 07:06:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1695</guid>

					<description><![CDATA[<p>Content How A Compensating Balance Works Compensating Balance: Meaning And Definition Of How Compensating Balance Works? What Effect Does A Compensating Balance Requirement Have On The Effective Interest Rate On A Loan? The Law Dictionary Примеры Для Compensating Balance My Account As to what constitutes a material amount, the rules say the amount should be [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-does-compensating-balance-mean-definition/">What Does Compensating Balance Mean? Definition, Meaning And Audio Pronunciation Free English Language Dictionary</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">How A Compensating Balance Works</a></li>
<li><a href="#toc-1">Compensating Balance: Meaning And Definition Of</a></li>
<li><a href="#toc-2">How Compensating Balance Works?</a></li>
<li><a href="#toc-3">What Effect Does A Compensating Balance Requirement Have On The Effective Interest Rate On A Loan?</a></li>
<li><a href="#toc-4">The Law Dictionary</a></li>
<li><a href="#toc-5">Примеры Для Compensating Balance</a></li>
<li><a href="#toc-6">My Account</a></li>
</ul>
</div>
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width="255px" alt="compensating balance definition"/></p>
<p>As to what constitutes a material amount, the rules say the amount should be significant enough to influence a person’s opinion. Also, when you take out a loan with a compensating balance, you must report the balance as “restricted cash” in your financial statements. Restricted cash refers to money that is reserved for a specific purpose and not available for general or immediate business use.</p>
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" width="255px" alt="compensating balance definition"/></p>
<p>The compensating balance offsets the bank’s default risk and can be used to make new loans. The business borrower must report the compensating balance in its financial statements, typically as restricted cash.</p>
<h2 id="toc-0">How A Compensating Balance Works</h2>
<p>However, if it is anticipated that the cash will remain unavailable for use for more than a year, then it should be classified as a non-current asset. A compensating balance is a minimum balance that a company must maintain in an account as part of an agreement with a current or potential lender. Another difference between the two is that a company has control over the restricted cash, while it has no control over compensating balances. Instead, the bank or the lender has control over the compensating balances. Smith’s Bank offers to provide a $110K line of credit with a $10K compensating balance on the average balance arrangement.</p>
<p>Compensating balances is defined as the minimum amount which the borrower keeps with the bank. … The corporate borrower discloses the compensating balance amount as separate line item in the financial statements if the amount is material, else it is disclosed with cash balance . In practice, the safest option is to separate out any compensating balances and let the reader decide for themselves whether or not they are material. For <a href="https://personal-accounting.org/retained-earnings-definition/">compensating balance definition</a> this reason, it’s standard to list compensating balances under ‘restricted cash’. This shows readers that the cash is being set aside for a specific purpose rather than being available for general use. The average balance arrangement requires a borrower to ensure that they maintain a minimum average balance over an agreed period. The borrower, therefore, has the flexibility to use the whole line of credit for part of this period.</p>
<p>Though the interest rate is 5%, the effective interest rate will be higher as the borrower only gets to use $95,000. Thus, the effective interest rate is 5.3% ($5,000 / $95,000). It’s not uncommon for borrowers to commit to a compensating balance without knowing it. Before you take out a loan, be sure to read the fine print and find out whether you’ll be responsible for a compensating balance.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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VUltubt1QIaUpM9DfEqYnKy0lsqGTyTk+vbPHUZ788QlnXd4O6Rs8qRU3bxZvubcswvt82yw8Hu5e7c18nBnyjPc6jVprPC8nsJhMvNz1SCNLRMCwEi51k6XR1ZztV6DwvGvsj9bvajd1yXWGratfblu06s+uCeozMCZQKktpJK0AvN9x37nt21qK4t69oKJ4VtxvD3aty1SuTqvuAmu0ieulqitSoCUs+daVKJbVlCvKcnsNRV01NPk/haTmuaXdXLvHmuLgdOJPwQ1XFegezfiw8P1nbJ7W0NO5F52JVLKmiTc9Btujp5XUsPhYL0sKT/LIHmClZKVKTx7JOqIHir8PVyb1eJCdcN31ih2tvLQI1NplW+hXJDsVxEYNL6kdCuRwSojvg8e5Gdef+msjybwhe9+Z0uneLS4P4X6wGs2top550Qpm2/4ybJsDbTw10+3Ys+pV/aKs1SZW4zrHSaejSnXAUtOEnKiy6rBI7KI9cay+n+IDwgbL3Xufv1tFeF23BeO4NMqESnW7Ooxjs0l6a4HXVOvk8XEpcCSAnJCRjzE8tQD01o/k9hXknM4ZpzQR1gXF8G2kk6QYJEqBWcP58FJPeDfqwb22f8ADpZVDcnmpbZR5zVdDsbggF1+MtHSVnz9mV59Pd8dWLxsbxWbvx4hq9uXYS5iqNUY8Npky2Oi7lqOhCspyceZJ9+tE6a7cPsyhhqjalOZbnj/AObsx3cdOxVLy4QVOWDvV4O9yvC5tbsxvNdu4FGqlhJluOGg01paVuvOrOObmQQElPoB3zq6q8ZXhua3l2NpjVsV6q7abSQZsM1Ovsok1CQ8+yUNvKZGQUNLS2oDOe+UpHBOYC6a888nMK7NLnwS4xNgXzJEAXuYmYlX55387FPzfDxZbO3L4ftwdpYO9F9bg124K/Bq9PqVapJjRWmGpLTnsrDfL+ShCEH/AEpBUewA1aLu8X+z9a8ftpeI2E9WP4Po1PjxpSlwcSeaIrzR4tcu45LT7/TUGtNTS5OYOk1zZcZDhu88NB0A3NEcFBrOP84Kc1m+PSl7T7TXPS9tanU491VXdR26kNriJDEqjLdS4thxwk8C4EBKgBnBIz3Ou1S/E34XrN383c3Osh6vRqFudYNRp6YCqUELh1qUtsrRgL49JRQV8gexUoYwATA/TUnk5giXuEgumYIvMG9t2URwvxTnnKSm4u/dg3N4b9g9r6W5PNb26nVJ+tByNxaCH5XVb6as+c8fXsMHUn6H4ibD393837RSbSvWsbZ7j2hAhVSp0ikren0cxo3TEhcdHJRbyXfQKOUo7EE68zkgEY9+r5ZV+XrttXm7nsC66pb9WZQptEynSlsO8FfeSVJIyk4GQex1GK2BRq0iKZObrxJ3veHk2G4gRw4HRS2qQbqcPiNtjbmw/wDDytq2duqhcUymu7hrfam1+nGnyKisRneo81HV5ktDypGe/lJPrqAGsu3E3d3Q3bmxqhuZftcuZ+GgtxlVKat4MJOCoNpJwjOBniBnAzrEddmycFUwNFzazsznOLifeeMCe4e4Kj3BxkJpppr01RNNNNETVbY7E6o1Wj01BQqrTTTVVVUBORnI1ynkg5SvB/sde+P1J9sPk+yvy4x+mn1J9sPk+yvy4x+mvyjxpP8AYHfO38L1+jmetHcV4V0u9rpowCadWX2gPcFnXfm7oXxPb6Um4JKkn3dQ69xfqT7YfJ9lflxj9NPqT7YfJ9lflxj9Nc7v8SWudmOzjP8A5s/CDZ7NOdHcV4KSpUqY4XZMlbij6lSs6+HD+4175fUn2w+T7K/LjH6afUn2w+T7K/LjH6a3H+KLwIGAd87fwnRzPWjuK8DeH9xp0z8de+X1J9sPk+yvy4x+mg8E21x+9aNmf+rcj/pof8Un+wO+dqdHM9aO4rwNCPidVBIHvONe+P1JtrB6WjZv5cj/AKa5+pPtb8pWb+XI/wCmo8ab/YH/ADsUdHM9aO4rwNUkH/zqnh/ca98/qS7WfKNm/lyP+mn1JdrPlGzfy5H/AE08ab/YH/OxOjmetHcV4GcP7jTh/ca98/qS7WfKNm/lyP8App9Sbaw+to2b+XI/6aeNN/sD/nYp6OZ60dxXgZwPx06Z+OvfT6k21vylZv5cj/pp9Sfa35Ss38uR/wBNPGm/2B/zsTo5nrR3FeBgQR79clIPrr3y+pPtb8pWb+XI/wCmn1J9rflKzfy5H/TTxpv9gf8AOxR0az1o7ivAvh/fTpn4698/qTbWfKNm/lyP+mufqT7W/KVm/lyP+mnjTf7A/wCdino5nrR3FeBfTPx06Z+OvfT6k+1vylZv5cj/AKafUn2t+UrN/Lkf9NPGm/2B/wA7E6OZ60dxXgX0z8dOmfjr30+pPtb8pWb+XI/6a4+pNtZ8o2b+XI/6aeNN/sD/AJ2J0cz1o7ivAzpn46dM/HXvn9Sba0f/ABKzfy5H/TXP1J9rflKzfy5H/TU+NN/+nv8AnYnRzPWjuK8C+mfjp0z8de+n1J9rflKzfy5H/TT6k+1vylZv5cj/AKaeNN/+nv8AnYnRzPWjuK8C+B+I04Kzr3z+pNtb8o2b+XI/6a5+pNtb8pWb+XI/6ajxpv8AYH/OxOjmetHcV4F9M/HTpn4699PqT7W/KVm/lyP+mn1J9rflKzfy5H/TTxpv9gf87E6OZ60dxXgX0z8dchHfude+f1J9rflKzfy5H/TT6k21vylZv5cj/pp403+wP+dijo5nrR3FeBpz7iBqnh/ca98/qS7WfKNm/lyP+mn1JdrPlGzfy5H/AE08ab/YH/OxOjmetHcV4GdM/HTpn4699PqTbW/KVm/lyP8App9Sfa35Ss38uR/008ab/YH/ADsU9HM9aO4rwL6Z+OuQj4nXvn9Sfa35Ss38uR/00+pPtb8pWb+XI/6aeNN/sD/nYo6OZ60dxXgZwHxOueCfhr3y+pPtb8pWb+XI/wCmn1JtrflKzfy5H/TTxpv9gf8AOxOjWetHcV4GlCfdolOPL79e+J8Em1Z9bSs38tx/019EeDDbNsAN2vaCePpi3Y4x/wDrUH/FN/8Ap7/nYo6OZ60dxXgeI8gjIYcI/wDxOmvfb6nm3p7/AEBan5eY01TxqVv9Pd87VPRrPWjuKkJpppr8/W6ttduGiWzT3KvcFVi06EzjnIkupbbTk4Hc66Fq3/Zt7peXady0+qez4DyYz6Vqbz6cgO4/961nu7Ear+822trV48qFIFQlhlR/lvS2ktlAUPeQkqx/+atXe6KbtfZl40+4UTYlv3B9FTiwEJLUeTHaQFL9oCRgoQeJGSD64Ot+bblGskSvHOOrGq8y0U2ODTMyZDTIMwPKAAIvxEhbW1StXEeuNRTsvda+2LstcvXrVbgj3I65HmNT6Q3EgoUU5QqO5xS52+BGMeue2rnt3uBuHHvmkU+/b3nxKjVZbseXRanSENwHAclHsUpoEFQwCApXmGc9++tHYUtm4sJ+/wCPssKW36VbKBTcMxyz1YHkxeYM5xEEkwYmLyOpFYpldgN1Oj1BibFdzweYWFoVg4OCP7jX1nzolNhuz58pqNHYQXHXXVhCEJAySVHsAPjqJdg1HcCxLGta94N6OLpUy5G6UuhKitlhTDzykqVzxzCwe+c+v9u2tteJxTrtn2/SnllFLqlzQYdUV/p9nIcICv8A+pdS1nPY9h79Q7DZamSZF/opobZdWwbq5ZDwGmDEHMBBkE247wFnNt7obfXfPXS7ZvGk1KYhJWWI8lKl8R6qAz3H9x21lOtWXpaO09Deteo1VDdElxKszHpUuIjg6p9QIDZUkHKFJB5cu3buRrWEW/8AdJ+xn9/heRRATUUoRbS4jRjmIZCWumVgBwODlnlnJKfgcahtAVQHMtNr8eA7laptV2CJZiAHuALjktDAGy4gmRGbQEki4G4Si01GCr3dutV424V5UncJ6mQbKkuSIVPRBYWh9AbDnSdUU8inGR6576u0S6Nz91biuN+2r5atOJazEdLMf2ZpxqTIcYS8VSC4CemSojsRhIzgk508GIElwj+35CDbjHHK2k4ncOrcde460DyDrB04qROuNRWubdPc2q3TWIca4qnSFW9HZbaZodJbnxJMpUdDqlurUM9NRcwMEAJAPc5Or5DuvdTcy5aZQoN0P2cmVa8arTWmIba3G5PWkIUEFwEhCuCTj4BOCO+ZOGIGYuH17PyjNu06rzTp03EyQNIMTN50EHXdpviRC5Udt5Edb6Euu5KEFQCl49cD34yNfbUUrcq94X/d20t11S63mpjsWptOIajNdJS2FtBxeOOf5qSkKAOAUgpx3Gq6ZfG669omdwa1uomM5XJDECO2mktuONALPIsJQg8nVJC88kkdsjGBqXYQtMZuzfrJH9Cs6W3mvBcaZiCQZboGsdeXCCS8ADvhSlkyWYjKn5DyGm0/eWtQSkf+SddSPXaTLqT9HjVGO7OitodejpcBcbQv7iin1AODg6iNXryvK6bG3Hsyo3hWZcOiRYc+PLqFPYjy3m3FJC2XEgEcCSFA4Cuw747avldv68rBnVSDBqMWZUlUahQIlQfhtJWwZLgSXFcQOXFKs4Pl5JScYyDPghiJv/8An9yybyiY45jTIaB2TI5wERPGnY7+zVSt01Gi97v3M2iZq9vT77cr7062ZtWgTnorKH4EpjsR5U8VoPIY5Jz2OrzaNd3Jt+97Hbue+HK/CvunzJD8NyIy0iE40hpaC0pCQcYdwQfh7z31mcOQ3NI+u4Supu2muq8yaTgQQHeT1czsom95MaTYrf2mqUZ4jPrjvqrXOvbTTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRFqTe2kXDdSI9vxNuBXIrKkTY9RYrpp8mHKSVAFohpZBAwc575xjtrXVGsC+YMuoVGv7Rzrmm1KEunuyKxeCn1pjLSUqbSfZxxBCj6fHPrqT+AO+Bp2//AMNbsxDmNyjT3n8ry62yaNesa7j1vcw7o3tJ0JF9xUUoe1t+R5dIlytt63O+gHUKprUq8+o3HaSe7ISYuChQwD7yAO/bXYo23N80Sr0yoNbVVSTCokgyqXS5V5qdiQ3DnuhBjZ7ZOMk4zqUvbTA+GrHFPIj+p/KwbsHDMIcDcGfJZra/kdg7hwCjh/DN9i04Fmf5KH2Cm1JFVjn+KRzS8hwrT39m7jJIwfdrJrprG596UCZbNx7CwpdPnI4PNm5MH1yCCI+QQQCCO4IGt04Hw0wPhqnPXmPv+V0jZrQ0sDzBEEQyCBaPI0i0KLtF2/3Eplcg1yqbbVq4F0k/8uYq96qkNRe2MoSY3rgAZ+HY6pmbcXrMqrkv/KOoNU16eao5RW7yIgKlE8i4GvZsDv3x6Z7jGpSYHw0wPhq/hTpn+p/KwGxKDQGgmAZ8lmtv0dg7hwCjyaNfxpt00kbHpTFu8rNQQLoxjk3wPA+zeXt/51Yrg28vqvOqea2oqNLMuEzT6kmBeJZRUmG0hKRISI2FniOOe2R29O2pR4Hw0wPhqG4hzDLR9T+VapselWblqOJH/izt/R2nvPFRarW2961NxS6btHPoaZMNuBObpt4qZbnMIGEpeT7NhRxkZ7Eg4PbWSUKBuFbdZjVuk7HNNOxaSijIb/icFv2dC1LT29m9crV3/v8A2GpA4Hw0wPhqDXJGUi3vP5VqeyadJ5qscQ43mGa3/R2nvPFRmi2Xf1OYt9qk7RS4K7ZkSH4LrN2AL4vKCnG15ikKSeKfXv29dfSTZ99PWLBsFnZl6NDpUoTYElm7OMiM8CopUlfs3uC1DuO4OpK4Hw0ykanwgi8fU/ntUdD0oLcxgiPJZpYeh+kdw4KLEPbW92BXlTtqqpUXrmhCFU3pV5dRbwCgpLgJi5SpPEAY7Adsa7n8C3rIizotZ2Zeq30jTmabIcl3WCtTbKuTSwoRQUrSQMKH9I1JvA+Gnb4ak4p51+5/PYqN2Jh2DKDa48lmhmfM35nd54lRbi7c3106t9ObVVOuyavAVTHJdTvIvPNRiCODajG8uOR/+z8dZjT4d9zLgtCXVtoFRUWshyLFkNXElxSGnEIQoqQWEhfZtJ9R6f8ArW8+x0wPhqpxBdqPv7uK1pbKpUYDXGLbmbjm9GdZPvMonskD+2udNcE41gvUXOmmuCQPXRFzpppoiaaaaImmuNc6ImmmuMjRFzpppoiaaaaImmmuM40Rc6a4yNc6Siaa4zpnRFzpppoiaaaaImmmmiL5yGRIYcjlxaA4ko5IUUqTkeoI9D/fUc5G2T7e/EGwk7qblfREi0pdXW3/ABZL5+0tzI7STy5ZxwdV29M41JDWEP2PUnd54e5CZMcQI1syaGpg8uqXXJTDwWO2OIS0oHvnJHbXVhcQ6gXQYkHv3Krm5lqobm7g2Pfu6FIoloVi8aVaTVNlKcl1hDKY8cU1pa0Nqc5Fx5ZDjhGACe5UCoA5bL36qNZmxKZtXt7Ku2U5QYtxTErqDMFEWNJSVR2ipzPJ9wJUQjsABlSgCM3f/LSr/SO6UwzYvG+W2UQhlWWSinpjHqdv60k+XPb+/bWp6j4Y7ipEqk1ui2jt7eE42vS6BUo9ztudJiTCZ6aJMdwNLUUKBwpspSTwSQc5A72HBVj14BAaN8E5RM3GhneL8VTrBb7sa/KTf9jQL7ozTyIs+Ot3oPAJdZcQpSHWVgZAWhxC0KwSMpOCdaao3ituiuUmyrghbG1RVP3BUY1DV9MRuoqUG1OYeSf+m0UocUHMqPFBPDJAO37As52zNvKbZziqeX4kRTbyoMJESMXllSnC2y2AlCStSiABn45OSdcWhsXclu2ZszbcqqU9x/beWJFQcbLnGQn2OQxhrKc55PJPmx2B1hRODaamYSJ6sk6Q7hG/KrHNZfZrxHTRQXUSttp4vAXOu02LeZmtOdeYlrrFxMg4SGQx/NKyAQkHtnVf1jlUlqoxr1sSXQqnQaxTKdWGVTG3mY8WevgxPbeSAHGeZwrISpPFeR5e/SruyN8N1SoXnalXpKLgiXqu66O1LDnszrTlPTCdjPlI5IKmy7haQrBKTg98diBsvdF60zcGbu9IpSKlftNZoyYVJK3Y9NiMIc6PF1xKVOOh15bhVxAB4gemtiMB5VotvMgyJAHDLN+PwBiXK73dv/TbUrF0Ur+GJ0822KZEbUw6gGfVJyv5EFoKwAviW1qUSAlLiSe2rVVPEbULRpt1DcHbeVRa1bVFFwM09mpNSkVKFzDalMupAAUhwpSpKkggqSRkHOrIrw1XBV9j3bNu6uUusXnIrqbolTpMdTsCVPQ6C2042RyUx0UIYI9QkZA7Aat7fhzuusWje8KVau3VnT7ho4o9Pi29EJbQCsLcdfk9FDquRSgBtKeICATkntZjNngQ4ixAJveIEi+huTbutMHOslTv9uQ9dybDj7DTTWplITXoKV12Mlgw+RSoPOY/luhfBPBIWCV/ewCrXZh+I5y5KZZzVi2BNq9xXfSnq0KW9NbjIp8VlaW3VvvHIH81aW0hKVcjn0A1lbFh1RrdqHuAqRHMKNaxoSmfN1S8ZCXeY7Y44SR65z7tacmeF64adTbJqsWjWZdlWtmjy6JOpVfaWYMll6R10PMu9Nam3UKGO7Z5JWoZGBmrPAapAcA023nWHaydJy7xrrCk5gszV4l1PRLZi07bmqvXDcVZn26ujOSmm3INQiNqcdQ453QW+KeXUSfueYAnCTjF8+IjcVVAiC3rFXSbgpe4VKtatQnagy4hSXnWCENulOFIfbeSkLwlSM5I7av1qbD3HRahtrWJa7Yhu2rWavV6nDo0D2SKn2yE9HbZjpSgc+n1EArcwpQSSe+Brr3tsbfM7+J6rbkqjv1CoX9Rbzp0eU8600puCiKFMOrS2ooUox1YKQoYI1dhwAqAACOJJ1zRHuy349pQ5oW1Nxb+Y27s9255VIk1CSXY8OJTYqk9aXLfcS0ywgqITlS1gZJwBknsNasvLfa+IlrX1bs3b923L4o9rvV+nMfSrL7L8TCkLkNPJTjkwruptSQSeISSFZGxd2bIq9+2W3Ao02LBr1Nnw6xTHpCFOR0TIryXUJcCcKLauJQojvxWSO4GtevbRbn35Ouu7dxXbep1ZqVnzLRo8GlvvPxWESAVOSHnVtpUpSlhsBKU4SlJ+8T258J4MGB1WJBvJM6iIG8G8/0tMunRZ3t9WFWrs1T7kviTLhop1JVUalIqNRVOdQ0lBcW6t7GVeUFWMdh2Hpqy2dvTd9fl01+u7M12j0auwHqhS57chuYooQjqIbktt947jjfdAJIJ8ueXbWXVmxYly7XzNta48sRqnQ10WW6wcKCFsdJakEj1GSRka1vRLH8RMylx7PuK6bdotIpNHk0xqfRuq5Kqbyo5YjvOIcQBHDeQ6UoWolaUgK45zSnzFQPe+JJOpNhuIjW/GfuQuIC79u7+XHJu61rbvfamdazd6syXaQt+pMvSUFloulEmOkBTKige4qwfKcHVe2e/Fe3LmUqoQ9sJrFq1x2WzDrLVSYklhTPLHtbKO7HPgQO6iFFKVBJOtd2Z4edy6DdO31zqtPbykvWhIU1UXqdIkOzKq27FWw7KcfcZCisFQWGlcuRUcuDHe6WjsVuZH3FoN01+m2PRnKJLdk1GvW4HY824kFtaEtyY6W0NICioLXkrwpPkAznXbVpYDrBpGnE6y7Trb+rvPu1isvXW2K32v1G3O38u8rIqk2lV+e3Q1XHJqjbkhyU68tDbqmDlZaKwGwoq5dgePHB1mfimuS9aDZ1Bh2W1MS5W7lptLlPQ6iIT4ZdeALaHcEoLn3OacFIJOuLe2TuGkbS7fbfP1Onrm2lW6dU5b6OfSdbjyi8pKMpzkpOBkAZ1mG7ViVK/qbb8KmSozCqTclMrTpf5YU1GeC1pTxB8xAwM9s+pGsXVsMMW2q0CMzp1iJsdfsrAOywsIT4khAnXmioWFUWbf27cfi1qsrmtLBdRHbdaaZb++644pwIx2AJSSfN2udE3yuJFaiUPcLa+Xar1Ypcmp0dSqkzKTKMdsOOxl8P+k+lsheO6SArCiUka6T2wMqtWtu3adcrDLLO4dcdq0J+OlS1RAY0ZtsrSoAKUl2PyIBwRgZ79utD233hvW5KTXd1VWtDTatOnR6Y3Rn5DxmTZUcx1yXS4hPTQG1LAbHI5WST5RmQME5psNOJnyREXvLpB1gd6jrBW+l+KC8Kw3ZsmFsXU1Mbgx1uUBRrMYKUtDYcV7QCP5LfT5LCgVqIT9zkeOtn7WbhyNxqBOqFQtx6hVKk1WXR58FyQl8NSI6+KuLicBaCCkg4HY+msRtjZyv0OBs9EkVCCtW3URyPUCgrxIUqCY4LWU9xyOfNjtrLttbLqFmpugVCQw99O3LOrTPR5eRp8p4pVkDzDj3xkf31hin4QsIogA9hPpEbz6MH+QpGabrVNnby3BQo1w0wU6oXfcVW3FrVGodNVNS1wjsYWolxzs2w0gEnAP3kgAlQ1kCvEk3DpVRgVaxZsa94FcjW6i2EzGlrlS5LZdYU3I7N9FbSXHOorHENLyMgA2f8AyKv23pi7ztOoUN+5afeVZuCAxNW8mJIg1BCUOxnVpQVNuYSlQUlKgFIA7gnHUleH/cKrvTt0KjU6GxuO7cUC4IcZpTy6W0iHGcitQ1uFIcUFNPvcnAkEKWkhOE4PWfAXnM6PrMzpHoxcmJ7VUZxZfW/t5LrisW89dtv1KwHKTe1NjVZx2aFwpdPcZdcUtElISlxrCPOkgFJThQ9M9fcbfS46na1gX/ZFtVo02r33EhUuNHlJafuGCuJKKFFKilLTLqwhSeofupC1BPYau9W2l3T3Obp0jdeXbS48a6adV00GOFyIcaHGQ4FoDi2kqedcW4FHmAgBKQMd82qteH3cumRItB27uC341Gty8WLstmPUEvERG+hID0BYQn/ol57yEHKULUP9KRq1N2CGXNlzDW5ywRcTrMkcbTHFTdZBK8Swtli46duDYE+i3NQm4TkWjx5jUs1ZMx3oxvZnRxBKnv5auQTwPc9u+rpTd5rxVPrVq3BtPJp11waKqvUyltVVmQ3VoyFBC0tPpACXErUhBSoAZcQckHOsLruwO425Uiu31fVSoVIu9bdMbt5imqdkw4IgSvakF5a0oU51XuysJHFIGMnV/hWRvnVrhqm5VfNoU26ItvP0C3YcWTIkQ2S+6269JkOKbStR5MtcUJTgBBBV5iRk9mDy2yzvubG1he4mZN98EWJS5ZVtxvTRd1au9Hs6mSJNIhwGZEyqKWEtsTHO/sJT6l5Ce7g/0EpSe5wPle261w0i8f4DsHb1+7KtGpiatUcVFqEzEYWtaGUlbgPJxxTTnFIHonJIHfXR2i2dq2z9cmwqLXUz7Yq0VEuc3MUsyvprsH5SDgp4PgcloyAlacpGFHVF6WZulRtxZW4m0yLbmuVukx6XVINbfejoSuO46piQ240hZOA+tK0EDISnBBzrDLhTiCKcFsWkkX7dIOvATG5TJi6t6vEomrwrLNh7e1a4alesaousQfaGoyoL0F1lqU1JWs8UdNTqwVAnJbwkK5pOux4o7kvK39uoQsxqWmTVK/SqZIeiTxEfbZflttqS25glKl8unyHdPPl7tUbZ7F1KwKnZE1ytMTlUGnXCmqulCkKkzqpKiyVraTjCW0rZdABOQCj1OTrL93LHqV/27T6PS5Udh2HXqTVVqf5cS3FmNPrSOIPmKWyB7skZxqc+FpYmmaYBaCZmfSMT8I/qohxaZWGubuRLGiXKhVLrtYrKbqhW5T6Q7UEvLlVB2mQnUtMOLwlpoIcK1qUfvJeX3KgnWL7tbz3e7t3dVGm0OfZF3UCZQXiliopfS/Cl1FpsOsvt4JSrg82pJAIwQRgjV33I8PFSvWNcctK6JKnPXpFu+kRKkyp6E8GqbGhqjS08c8Vhl3ukHjlB74KdWU+Ha7KxY90Ut63dv7Sn1yXSVRIVAiEMR2IctD7hekBpDjrjnEgJ48E8U49VHXTR8BbkquImWzr+mfeImbfHiOYr77yb9Xl/A+5Tm31gVWVSrXizqXIuWNUmmHGJ6GiHFx2T51pYWoc1ZT3SriFFJGt4WJKkzrJt+dMfW9IkUqI664s5UtamklSifeSTnWkLu2c3pFHv/bmwp9qJta+5NRnpnVFyQmZTnZwKpLQbQgodSpxSilXJJSHDkK4gHe9qUp+hWxSKJJWhb1PgMRHFIzxUpttKSRnvjI1y4s4cUGtoxM7pmIGs6GZsI9ykTN1ddNNNearppppoiaaaaIuCcDOsB2q3ltjdG3qdVY8iHTqlUUyHEUhyc2uUltp9bRc4DCiklsnPHHfGs+V6agxtuxYr2z9qWlbdtez7o/xizKZV9FOJmsKTVS47KW4UAiP7KFpKieCgSjuTjXo4PCsxNN+aZBaJG6Q6SeywlVc6Cpoy7vtSBWWLcnXNSY1WlDLEB2a2iQ6Pilsnkr/0NcVC8bSpMhuJVLnpEN919MVDUic02tTxAIbAUoErIIIT64I1BvdSS3Wbf3EciUah0eqpud5wUNqgSqhcD62pLZ9vXLccyw1wb6gUhHTSgcUkHtrZdc27oVxPeJmrVq0mKhNXTwinvSYnVWONGCgWCQSFdTHdPfklPwGOl2ymMAc957t8tHu87dOmqrnKkDD3HgSdw7hsF6J7N/D1Kg1V6c4+kNrRJW+njgjy8fZySSf9Xuxq7Sb0s+E5Tmpl10dhdXx9HpcntJMvOMdIFX8zOR93PrqGtyWhf9duBVxQ48ip0eiWTZ9TuG33GXAu4WGTKU7H6gIJUhPNfSOQ4oISoYODct55VnVKv3Hd1vzqWoVq2oK2qJdVtOyIlbiBlXTaprzRS/HdHIoW0kcg5g8Unzasdl03Pa1rtRuveG666zPDt1hnKl5dNaft+26nXYdPTPfgRHZDcUyURw8pKSQjqr8iM4xyV2GcnXxmXratJabXXbjpNMWtTTZRKntNlLjicoR5iMqIzge/HbWvd1zPqvhXudS6G/AmS7KkE03KnHGHFQz/ACe/mUpJPH4kjWD0Lbm2ro3R3dmXZaEOphVv0SNGXOhh0BJp6+olsqHY5Azx75Az6DXHRwtN9IvqGIJ011aOMbypLoW5pO6VqRdy4u1TsxIrUulrqqQXWwgNhwICO6uRWrJUAB91JOr5Aue26rUpdGpdwU2ZUKecS4seW249HPwcQklSP/YGohR6VNaesCWmmqZueubIpp1InPRSHV1oMtFKOsU+R8JJ7qIIGdXa0Dt5U29lKPtdbhhXlRp0Vyt9OmuMSoENEVxM9E5wpBHNZA4rOVrKVDOMjpq7NYGy0nT3iRMk8AYgf2BgPJKkXf8Auna22822oFxPlty6aomlQz1G0JQvpqWXHCtQwgBGCRnupIx310bI3jte8H58CTLhUmoRq5PokaFJnN9eYqKvgpxtBwpQPrgA4+OsF8UUaisz9qrhuKmNv0uk3oyuc+5EL6I7C4r6SV4SSEFfTyfTITn0GtTXDt3SV7Fbv3MLSQ5cSr8mS4k0xOUtHTqLHTU0vHNIAyRxOO6j7zqMPgqFaiwkkOdAntLiPtEoXEFS9qNz23R50Ol1a4KbCmVFXCHHkS223ZCveG0qIKz/AOAdUXTc9Js+26jdNZktswaZGXJdUpxKQQkE8QSQMk4AHvJA1DrcekpF47txr/uOlU2VWHEGmtTrLdqs6oU8w2kMIpz4kN+dLodAbQOSHMrJwrIkbWKA+94cpVCuFuRVpTVpLbe+kYw67z6IpwpxvksBzkASOSsKHqT31jVwVOjzbs0hxE2I1ANiRB1hSHTZfLaneio7gUuJXa9a0C36bOpJrDUn6fjyghnkgJS4E4KFYUoqPokpKSc6zf8AjuyehIk/xfROjDU6mQ59IM8WS2AXAs8sJKeSeWfTIz66iRdttOwdvZEOl0BbCVbAuNlpiKUgyVraUpPFI/6hOSR6k51nkjaaymb/ANjKQ1YtO+jGaTWJUtn2FJZXJESGEOPjjhS8jOV5OU59Rroq4HDzmBgHNAH6QTvPwVQ52i3+1edoPyKfEYumjuP1ZovU9pM5ormNjuVtAKy4n+6cjVioO59Mlwriql0+xW5AoVck0dEyZUGgxJS0UgOhwkJTkqKSjOUqSpJ7ggR7jba27RtuK9WKTZcWNVYm7qFwpDUIB+PHRcLKUBlWOSGg1yACcJ4lXuJ1sPxM0+jrlWXPqFeFBehzJaolSqFFTU6M26pnHTmtKUnhzTyDbgI4kK7jODj4HRFQUgSZJExcQAdBOsxoVIeYlbwhzodRitToEpmTGfQHGnmXAtC0n0KVDsQfiNdJV0W2itptldwU0VhbfWTTzLb9pU3/AFhrPLj/AHxjWtvDHPlT9tXhItqm0hqPWJ7UdVLaeZgz2+sVe1xmnvO004pSyE+mQSnyka09t8nbWmW+LW3JsidVdzv46kyHmGIjiao7INTWuPNQ+OKvZkxy0ouBfT6aFI754nNuBBfUZJOUgWibzc3iBF/eNFOawKlUu6LbRW020uv01NXW31k08y2xJUj+oNZ5Y/vjGqJl3WrTpbECfctKjSZL5jMMvTW0OOvAAltKScqWApJ4jv5h8dQeVbtUfo1Ttm4LzhwL8du551UWHYq5FfVMM8rZlMTFSUBbPT4EO4DaGvIccca2Ld23VCqlg+I6v1C0Y0ytrqU4wpjsILkDpUyKposKIKk4c5KHA/ez79dL9mUqbgHVDwsO0Cbxa+6dO20ZzwUgom69mSr3rthfS0ZmoW9DjTZi3ZDSWwl7qdh5s5QGsqyAAFp799XR6+rKj0yTWn7vojdPhvqiyZa6g0lll5P3m1rKuKVjIyknI1FXden0diTvHFlUVKa7ce21PfpziYJL0tSWZQklDgT3Xkt8hnJ8v9tZLuZRLTsudtvbVKtizbagrgTpQrdbpLkmBFkdKMhTYjNrbbXKdSOy3SCEtrCSSpQ1Dtn0iWhpMke/RoJPHUxEHfwUZyt6Vrcek0yoWbEp6WqpGvKprp0aXFkJU03xhvyeoCMhaSI5T2P+oHPbWR1OrUyiwXqpWKjFgQ46eb0iS8lpptPxUpRAA/uTqHuxUeoLetZox5Jjw94626z/AMqcp7aYy6LJUhxEZXdhpalkpSe2V49dba8Q7FNZvXa+uXnTnJdk02rTVVjmwp6LHkLiLTEekoAI6aXCoclDilSkk41nXwDaeIbQB3EzvMZrRxMAe9SHkglbdcuy12aILmduOloo6kBxNQVMbEYoPorqk8cH450TdtrroZuhFyUpVGCOoaiJjZihGccurnhjPbOdRSumtbeGbQ27CsKDQ7cqN01KSLkuWJJdoLEpERtKpDMMOIbIeK1obUrg3yadUnKlZOL0qn0qZaVzIq9WnU6FD3QZqNPqzFolFKZUaY0lMmTTnFdoS19TzZxzKF8hnOtmbKa5uZziPeN0xFpv9f0pn3KWV47s0G14Fr1WGqPWIF0VyLRWZUWWgst9bn/O5jKVJTwOcH/3rKaLcFCuSEKlbtagVSIVFAkQpKH2yoeo5IJGR7xqG0SlovK3KTb9Qs+hSaUN3KSXp9BgPsUyttlkKdfSw4SEpB/lr4/y1FJwTkk7t2rt2JbO/wBurBolFbpdKkQ6DJbajsdGOp4svJcUlIATywlOcfAZ1nicDSo0jBOYX94loHuN/pfsB5JW1ald1rUZ9EWsXLSoLzjyI6G5M1tpSnVjKUAKIJUR3A9SNV1u6LbtphqTcdwU2lMvuBppybLbYS4s+iUlZAJPwGozXVVdnKdvTvKzuXRGZk6VSaWzCMinqk9dBhEKjxyEqw8pRSeCcKV5CM8O1p25iQ7Iq1BX4oIDbpVt5SYdMkViGqUww+2XTMjKUUqSJJ5Mch95YSAOXHGg2c3IHEmYBiLukA9XjE3U57qWNXuS37fp5q1frlPpsEFI9pmSkMtZPp51kDv7u+sfuLcqn0K5bLt9iIJ6L0lSI0eWy+kttBqMp/n2B5hQTgYPvzqLe2lPFq1Sw61vfSHmbFNIrjVvN1qIp5mluuVJTkZMhKkkMqVCLaW+pjCUlAwfLq67d0upC9LFqVOpUyLasrca4pttsLjLaTHpS6aUoIbUAWWlvh9SEkJ7LBAwQNanZlOkXZnSAHX3GM0AHiCASPf8YLzuUwdNcD01zrxFommmmiJpppoiaaaaImmmmiJpppoi4IyMHVPFIOePcaqPpqJ1P3o3egbMxdy65dTUqddleTblJjQqB1004e2PNqkqbby5Id6TS8IGElQQMfeJ6cPhH4kHIQLgX7Z/BUF2VSwKRknGulV6zRbdpz9Xr1TiU2BHAL8qW+lllsEgAqWshKe5A7n1Oo4Qd098xCvajWjTbhup6LRGalQqnWrWXSnkyOsG5MYtqQ03IWG1dZsJCclJQc+urTWt3rka2w3ElG+k3FIpNNgy2KZctriBUoTq5AQ6HoymkNPMntwWkHCgoEnAJ6W7Kql0ZhqBad8dltd8aFVziFKyVNhU+G9UJ0lqNFjtqdeeeWEIbQkZUpSj2AABJJ9NdKmXHblakKiUitU+a83HZlqbjykOKSw8CWnSEkkIWEkpV6KwcE41HW9Lh3U3LtDeKu2/e0ahUe1HqrQIlHcpjTyJgisYkuSHVfzAXCpYRwKQkcSefpqyK3RvCytva5KtVFMbm0KxrLfguOxEFS3JBLa0urxyWniAACfLkkYzq1PZbnss4ZpAjhMa27d0pnUuT37Y1xxT6Y1G69tzt0NmriuCnVa6mLqbFlOV2EmTT2o3s1QTKRHCAWQnMcqeScK5LASfMdXuPWd3rF3p28sS5tw41y0u7IVUenFVJYiuNyIrCV4aLY7NErBAVlQwQVKz2xOz6mXOHCCCRreBJ3bhxjsU5gt1v1OlRqlGo8ifGbnzG3Ho0ZbyQ68hsp6ikIJyoJ5o5EDA5pz6jXaAAPYa1hufdVTt+/rfiU9ETD1s3JO6jkdC3UOx0wy3xWRlKSXDyAOFYTn0GsE2/vTd1VN2ava5r5YqUfcN1uHU6Umlssssl2myJbbrLiR1AoezYUFKUlRWcBIGNUZgn1KYqAgDt3+V2fpOqZrwpFqCT6jOnBOPTWs99bvqVq02hMUy9o9tKqlTEd55FLcqU99pLa1qbhRkIc5unAJKkKSlIUSNWnw5biXTfDF6U66Jc2Yq2q+afDlVClinTHoyozLyC+wAAhf8w+iU5GDxGdV8EeaBxE2Hv4xwj6pmE5VuLinOca5JHv1oqRXN4r6qV91qyb7plAjWjV1UemU2ZAbXGmOsNNOPOTHlAuIQsuFKemUlISFHlnGrU/fO7t7Mbl3jad7QqBDsKfJptPpSqczJZnOxIzbz6pLqxzCHFLKUFso4pAUeR7a0bgHnzxunW0xANu3dbW9kzhSJ4pzkjTin4aj3Qr33Q3evyp0m172Fp0ZNoUOvxenTGJMhEmch1QSouggtjgOScBRwMKT3z1bD3F3V3nctukUm7I1qqFjU25arNi09qQ7JmzCtLbaEPBSEspLLilYHI5SAU+urHZ1RoJc4CACdbSJE2+0oHAqR+AB6a4IB92ox3BvBuYzdFG25rdxSqZUYNtt1as1K0bacrQlyXZDzLaW0ltxLLY9nWpXJOSpXFJHEnXat/cveq9ZG2ttSpRtSfX03AitSXqMW33WoLjAYksMSB/KU6lwKwsKCeorsriNSdmVQMxcI+OkEzpew3TulRnEwpJckJwCQM9h/fQpSDnAzqKNequ4d1ptWlVa/HkTrc3bdt4VCPT46Fym0RHnGnnGykoC0pUUkJAQck8c4xklC3A3Qm0zdO9qxuHQqVSbVrNYoVHYl04BhpTLiUtSJLqcuL45CQ2gAq75KioYl+zXtaDnH14wN2/X7oHypEqCR3IHx101VmjoqjNDXUoqahIYXJaiF5IecZQUpU4lGeRSCtIKgMAqGfUajPRtxr4r9yXFt0L6uKo06ZYs+tMVWr2mmlPNyWHmWlCOhxpvqNKS+c80EpIGFH3fCnbi3FtZYNn1WQ+xXFU/aObcCXJMNpLxWyiGWmeogBXTAcwRnKsAnJGdW6KqAxmudBfgTvA4RBunOBSs4p+Hr/fTik+7Wi2q7u9t3dVjxLyvuFc8W8kyoM5hNOZj+wzkRHJKFxlNgFTOGnEEOFR7pPLvjWKWzuTvIi1do9yK9ekSW3fNfh0aoUZFNZRHRHkId4OocCeqHgWgpXm4ZVgJAGTmNnVCMzXAjdrfyuz9J1hTnAUlJtUpVOkQ4tQqEaO9UHjHiNuupQqQ6EKWUNgnK1cELVgZOEqPoDruHBHcdtaa8REe5ZlY2rhWlV4tLqb95qbbmyGOslhBpNQ6iw2SApfDnxB7csZyMjWKVPdDcGy51/bdXJuLTBMorVGnUi5JlLCnRHnPKbWyqLHTh+QnoudJKEDmVJynAOa08C6sxrqbrndf0su4HfHbwCZoN1I7pj0wMa+FQn06kQJNVqkxiHChsrkSZD7gbaZaQkqUtalEBKUgEkk4AGoxN72bi0y193TCr1Vqblp0Km1ehzrht0UyQpclUpCwpng3zazHSUqLaT3UO+Addzdeo7j2/QbttS673buCDcG1ly1VbZprMYQ5cZplB6JbHItKTKV5XCtQ4DznJ1o3Zj+cFNzhc9t7Bx3cDvhRnCkpEkxJ8VmdBfakRpCEvMutLCkOIUMpUlQ7EEEEEeudfbA7kep1Hvw0bk3HuBITSZyXrfp1s2/SmYtDmRgmZPQ7HSU1FSz6Mq4lCEJ96VFZBwkSEGuTE4Z2FqGk/X83VgZErH6NZVKol13Dd8VyQqbcpiGYlawW0+ztFtHAYBHlPfJPf4av5SCe4GqtNZOcXmXH+CynRcFIIxj01wEJ941VpqETTTTRE0000RNNNNETTTTRE0000RNNNNEXChkY1gCdkLIRtuja5tFQRSmH1S4z6JRTLiyfaDIS+06BlK0Oq5JPuxg5GQdgaauyo+n5Ji4PxGn3KiAVqRnw12XJoldpl2V25LpnXAyxHk1irTkKnNNsOdWOllbSG0NBt0BwcUDKhlXLVDPhptSVSq7T7vuu7LrlV+E1TZFRq85tUluI271UMtdJpCEJ5+YnhyJ9Se2Nvaa28MxA0ef7Rpw0GnBMoWpbt8N1o3bWazUFXLdVJp9yg/TtGpdRSxAqiy2Gy46ngVpUUBIV01oCwkcgrvnvzPD7t/OpdQpD6al7PU6ZSqS+BJwehT1FUfBx2Vk+Y+/8AtrZemo8LrwBnNv8Aj8DuCZRwWvdydrKTdiKzcKKKzVqzJtqXb7MGZJU1EksuqDhbcKRyTyWlI5g5A9Nan2q2ivh7du2L7uaLeUWLalLnsBd1VuJPkLekpbbTHj+zeUsNpS4ouuYdWVJznHaTWuMDWlLHVaVM0hcERfcCIMbtFBYCZWOXHYVBumsQ65VBIMmDTp9Ma6bnFPRmBoPZGO5/kowfd3+OulA2qtWnUay6DGTL9lsJ5p+kBT2VBTcR2KnqHHn/AJT6/h3wfdrMdNc4q1AA0OMD/n8nvUwFhW5O1lL3I+h5b1erdBqtAkuSqbVKPIbakx1ONltxI6iFtqStCikhSD/bB119t9oKNtjU7iqlIr9fqK7nejy5yapLTIHtLbXTU+lXAKCnAElYKinKE8EoAxrPdNTz9Tm+anq8PjP3SBMrVN4eHS07xrlSqj1x3PTafX1oXX6JTp6WqfWFJQlGX0FBWkqbQhCi0tsqSgA518rl8N1n3DV6hOi3Bc9Cp1cCE1yi0eeiPAqwSgN/zkcCtPJtIQrpLb5JGDn11tvTWjcZiGxDza32/A7hwTKOCxii7eW5b11VK76Uw6zNqcCHTHUBY6KGIvU6KUIx5cdRQ9fh8NYXO8N1p/R9AjWvc902rNt2kooUepUaehuU9T04xHeLja0LGRyCuIUk5KSMnW29NUZiarDmDj/YQPpZMoWppnhus1mnUSHZdduWy5NBgmmR59CnJRJeiFZWpp4vIcS6C4VL5KTyClKIUMnN/tvZmybUetl+ixZTS7Ujz2IRVIKy4ZikLkuvE93HFrbCion1Uo+/Wdaal2KrvGVzzF/rOvHU95TKFrW4dh7XrdPlRIdbr1GkyLm/i1E+nyGhIYqHDplSOo2tHEoynipJ+8ffjHak7I2TLtC57KeRPMC7Km/WJqhJw63MdcS71WlgeQpcQhafXBSPX01sDTTwmsAAHG10gLUtI8O9Jp9zw7yqW4N7Vyrx6bLo8h+pT2FpmQpHEqZcQhlKEBKm0qBaCFFQ8xV6a7lvbAWfRqVTqRVqjWLjZplDlW20as80srpz6myplfSbQCEpZbQk4zgdySc62dpqTi6584/yfyoyhars/wAPNs2pXIddlXTdVxOUeM7DojNaqKX2qQw4kJWlgJQkklACebpWviMcvXN4Z2Ysxi1rRtBtM72CyahGqdLy/wCcPMBYb5qx5h/MVkds9tZ5pqHYms85i4z/AH/J71OULDtydrrf3RhUuJXpdUhuUWeKpT5VNlmO/GlpacbQ6lYB7pDqiAQUk45AjIOJDwz2Y5QKjTqhcNzT65U50WpvXRImtmrJlRs+zOIcDYaSGgpSUoDfDClZSeRJ29pozE1qTQ1jiAP7/e8JAK08jwz2w69WpFXvS8qsu5aO3R60Z1RaX7chtxS2nVYaAbWjqLSkNcEYWcoJOdZhd+1lr3stxytplEu0Co22rpPcf+DmhoPj0Pn/AJCMK93f46zHTUnF13ODi4yNPt9re5ICwVeztoiqUKuRDUIdRt+ju0GNLjSem45BW2lHSdIHn4lKVpPqlYyPUg5TbtGbt2hQKE1PnzUQI6I6ZM+QX5DoSMcnHD3Wo+8n1OrjprJ1V7xDjP8AD+SkAJpppqilNNNNETTTTRE0000RNNNNETTTTRE0000RNNNcE40Ralkbjbj3VcdZpu2Vv0l2n0F8wn5tSdWA/JT95CAkjCQe2e/cemr7Rt2aWxaBuTcJr+FpEaSuBKjyuR/4hBIIZwOToI8w4g9s/DOsLt25k7L1m6aDdlFqyodQqr9Wpc+HCXIakoe8xaJQCUuBWRhWB/fHc2eqVG8qzKtDci/bUfRR4FYnuKiNxVOPQ4jqQI7rrSQVKKcYJAz39NfLsxlak3PmcannAiWt6wEmIIDQZEHrNEk+cPHbiHtbmkl28EWbcCd1gNOIutwo3Q2+ct9q6U3ZTxSXnfZ0ylOYQHcE8FZGUq7HsQDq1DfraD2diUb7p6W5DpZTyDgUhQxnqJKctjuPMsAd/XWlqrRp11VGrXNSramR7eq930h2Mw5FUjqoabLbsgt4ylKlDPcD1Ge+r/clmuu1HeZTFuFS5NIaTA4Rf+ofZe4b7dzyHu940ftTaBYX02iBPmuvDXOBHWFjlED9QvuMnF4oiWgb9xvZxnXQwI9+u5bZr+7m21ry/YK7d8GLJBRlolS1ALSFJUQkHCSkg8j5e/rrsXHubYVpxIc6v3RDjMVBPOKpJLvWRjPNIQCSnuPN6dx31oS27ioVo33WnbqtybNLttUthsNQVyCp32RsFlQAPAqzgFWB65I1ZaVaV22R/ClWuifV6RGTbvsaZEelCf7I6H3VhhbZSooKkOJwrHqMHsNVO2sUZygES4EwepldlGaXAHN72xB1CqdoVr5QNSND1YdAm4mfeFJWq7m2BRKfDq1TuuAzEqDK34joc5iQhPHkW+OeZHNPYZPf018Ht2duY9tMXe7dkIUmS50WnxyUVud8oCAOfIYOU4yMdxrSm31lzW6ttwuo0WoKhCVXZakzo6R0eqllTZUlI4o5FKiB2wcgZxnXUrNvmnz61LnUit05mLeEqVFq1PidYU/k2nDio/FXVaX6HA7YHx1o7amPaznHMaBbc6xysJJMi3WIi2l3C6u7F4gDMQALbjwaZ1FrnWO0i63y9urt3Htpq8HLtg/RDy+m3ISoq5ud/IEAcisYOU4yMHI7axy69/LIolqx7sotSjVmPJnNQkoaeU2pKlKHLkCklJSk8uKgCQNacE+63rbgy5dCajU4XM8+q4G7fV1Sjp4TJMUA8So5BPHv2BGc66ESm1x+2b4kvU6tTOpcFKqbb79LUy5IjJcHJ5LSU4xhJ7JGQPUDXPW21i3DKwQcu9pscuafKNt2kcHGCsam0K7hDBFuG+J4/DSO06KQMLdahRp1YeuCu0SLSY0mKxClIlElRdjh0JdB+6cciD6EY9+dXWkbp7e12jz6/TLrhOQKZ/8AzHlktdD4FQWAQD7jjv7s60HdtDmXBXqxMg0SW/Tpl1UCWj/hVpSqMIfBS8EDCQrynt2Ou5u/Z1YfvOvv0KguKhogUqUphhsITKDUkc20+gUsDvx9TxwPhrpftLG0s5DAWguGjpNnEGZ0EARBmbHjs7FYinJDZAJ3HgTPusNy3jbG59gXlJTCtq6Ic2SpCnAwnkh3ik4JKFAKH/senf01it/bg31TNxIFh2VS6RIdmUxVQUuetaccXCkgFJA9O+sNteu0W4fETTplBocmnR2bcDKvaIaoy3FBTnfgoA4TnjyI7lJHoBqjfCl0N/d6i1K77crFRoYojjKlU9hxakvdUkDKCPcfj79VxOOxFbBc4xwkVMsiWgtBifPI+E9iiriar8Pmabh0SJAIn4x9Vnlk7ue1w7iRuEzBoku1n0sz3mZBciqSsAoUhXrnuAU9znA7k41zX97LXdsWtXZYtXh1eRSEtqXHXzbUOTiU+ZCglYGFHBxg60o1Tq/T7Yu5VlWXUmrRmTYK47FUhl2QwEkF6Qhs5UoBQBAycZ5Y9x6E2HW63LvFyGKzWUTaJGaiTHKOYiZAZe5OJbQlCcBII+8Ao4Jxga43bWxopc0Jktdci8w8tIMiR1RHUvI0Nlh4bXFPJvg3i+joIPwHm3ncbKRUjerbqk+wRLkuiFTqhMjMyFx1Fagz1EhQC1AFKPX/AFEdu+u9cO7G3NquBmvXZDjOFtt4IHJxSm154rAQCSk8T3HYe/Go2XixczzVx0dyDOpsqfS4sWDDhUIvKqqPZ0J5Kf4niQchWClQCQACdZttjbz828WJ9ToTymTaEZplcmMQOolx5Kk+YdlDIBHr313U9q4yviHUKbRrAJabAZ5mHX8kej5QtcT0Nxld9U0mga6kG3ldvYOGui2/W91NvLdpsCr1a7ILUSpp5w3G1F3ro/qSEAkpGRlWMDIydcVjdbbqg0yFWKndsBEOojMV1tRd6w7ZKQgEkDIycYGe+NR328p0+xXrTuu9LdqblIj0dyAvjCW8qHIQ88eK2wCU8uonBxjKf7DXzlUidHuWl7gM21VrMoUqG420YkEVH2V3mteVMqQSgLC04wAAoH4A6zG2cW6mHloBMSMplkxd0kAgza7feYMUGPruYHQATEiD1dLm4H1HxgqVdJrNKrsBmq0WoMTochPJp9hYWhY/sR213dan8O9MmQLTmSpMeew3UJzsttExlDKjzUVFQQjypBz6AADGBnGtsa+hwtV9egypUEEgEj3jtXq0XuqU2ucIJCaaaa6FommmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJrhSQoEHXOmiLVz+wFihS3nKlXG0qUT3qSgBk+nfVCNgLDdGW6tXVj4pqajqw+MiLHn7NJp8xoOR5dx0KO+2SQHG11FhKknHuIJB/86sl77X2dsZcdi3ptNT/4beqF1QKFVYUR5z2epw5RU2pDjRUUlaFFLiV4yOCvjqaWwsDWpteWNzOLgBkEWg3PbPArmOHoA+QO4fhZ59XuyP8AuNf/ANyV+mn1erI/7jX/APcVfprTtY8arUGZVK7HrdhJo9IrLlLVb0iorTXpTLUjoOSUebpoOQpaWSglSEjzgqA1k197/boUCDuTdVCt623aBtnUW2ZSJS3/AGqpMGPHeWhopISytIeOFKCwcpHEYJNv8rtDg11FgJ4tAvIEd5CjmMN6A7gs0b8NlgtTXpyJ1dDr6UpWROwTj4qCcn/2fdrsHw9WR76hX/8AcVfpqwQd2d06Tedasy7bdt2ZNRaDl20pFNkLjJyh3pmG+6+rhnkU/wA7yJxklI91j288SFZr18uWZULj2/udT1Bm1dMi033nG4L0Yt5jvLWtaXQoO9lpKT5T5RkazHJ2lBLaTLCbAacdE8Hww8wdwWd/V6sj/uNwf7kr9NcK8PtjJGVVOvAEgd6kr1/+tYhb29+5yGNursvWiW1EtvcBlOI0JT6ptPUYLktDi3FHg4kpaIKAkFPIeZeMnD7r3C3c3AsKw79n0O34lo3PeNsvxIrDjwqUKMuqMKZceWSWneYCQpCUp49Qd1YOtGcm6JeGupsAJiYbrJEe+x/kJzGH1yDuC3B9XuyP+41//cVfprj6vljcij6Tr3IDJH0krIGu/u/uHXLIi0CkWlSYtQuG7Ku3R6amYtSYzKi2464+9x8xQhtpauKcFXYAj11p2r7t3jtJeG5t47mUijvVCj2xbMaGqnyFsQp/XnVJLbx6vJUdIW4pKwSsgNFQJBAGVDk/QxDMzaTJOgyiTcD7lDh8O3zB3BbU+r1ZH/ca/wD7ir9NfGX4b7AmsliVLrjqCQriueVAEdwcEYyD31q5jxc1GJBuuP8ATm393T6Pas25oUm2pjqo6VRlISuNJbWpS0nLqClwKAWAvyp46zR7eDc+yKlRp+6tu0Jm37liTHo6qW477TS5DERyX7NILhKXipll7zoCAFNkccEHVn8mqbRBos3wIEmBJgRwTwfDHVg7grrF8M1hx5CprtUr8iSUhAeXNAWED0TySkHHc67x8PVke+o1/wD3FX6axej7x7rU5diXHf8Ablus23uHMYgRI9OW8ZtJdksLejCQtZ6b+QjgvglHFR7chrqbWb/3ff18R6LKlWQ0l2VLjz7aTKcYr9GQ2F8HXUOqAfBKEBQbbHHqpIKgCdR/l2k1peKTIF5AHb2dh+nEIMPhx5g7gsxT4frFWApNUrygfQipKI1V9XqyP+41/wD3FX6a0/tZdt41SsbKptJFLt+2qtCr6pNIbckrQpTMlQWTycPI4wpHLPFSl+4gDLNoN/7w3GvCHSpsmyG25KpKahbzMl1ivUItpUUe0NvKHX8yUoX020hJWkgqT31pV5N0aQcRTYQ3Xqi13C/b1Tv+Nwgw+H9AdwWafV6sj/uNf/3FX6afV6sj/uFf/wBxV+mvpu1uFeFqXPY1o2ZTaVImXlPlwi9US504oZire6nFBBVjh3TkZ9MpzkaxTv3vdCtqtXbVqBZpg2bdaLXrTTBk9WoFUxmOX4pKsMACQ2rg51CcK7jtnKjyeo1mhzaTL6WbxjhxEKTh8OPMHcFsr6vVken0jX/9xV+muB4fbGUSkVOvEp9R9JK7a15vP4lbq2tq9wqXUNvYca3wh2NQ6hUlO1mts9NK1uNIZc/4YeZSU9RtRJQVHCSDrvXbu5Msiobi3LbNnwZNViyLSj/zpDiDN9vcQykOHJCC2l04KR/5B1o3k3TLWu5lnW06reLR/wCw48OMQaGGB8gdwW4bLsSj2KzJj0iXPdblLS4sS5JdwQMZGfT3f/WslyPiNRr3W3G3motpbm2lVpVvRKxTrJeuSmVSjCSyWGsutuN+ZZUHk9PkhxJAyQSkY1crw3g3Bsan21Tarcm3NAVLojcx6sXDMX058oqx7NHipeS+VBPBSnTyTlYABPbXVT2W9jGtp5Y0AHuBt3rZuVgytEAKQJcQFBBWkKIyBnvjVWoz03e0XNJsvcg2dAbqtR23rlfQ4p91RjlhcYqjpwQFNrVgklPIcRjHfV/om9G5EGrWDOv6j25FoG4MKRIZagl8y6Wpqnrm5eWolDoLbS0kJSniojBWO+ru2dXYLi4nhumY7jwU5wt8ZHx1wpaEJKlrCQPUk4GoqWj4zmK3U7XqM24bCepd21SLTWqDBnLXW6YJK+DLj+VFtzCijqISlPAKOFK49+vuRubuvuPslU7/AIFDt9iyKnUo8aLHLjyaqiKipNtJlqX3aPJSMlriCEqzzJHE6DZNcVAypDQSBJ4nd79UzjcpZqcQgAqWkAkAZOO+ucj460l4tpdTg7aUeZR4olT2rwt5caOXOmHnRUWeLZVg8Qo4BOD2PodW25d494duhcdKu+27cq1SpttP3ZTHqR122ZMWK+0iZHWhxSlB1CHkKSsK4q5jsMEawo4J9em17CJJIiY0j89ykugwVIDXGRrXds7mSry3Jk27bkeLItynUGHU5VQ5EuGTMJVHZSPTHRQXFZ7jmj46xzendy5bCuONR4Fx2BbMF2AJSJ10TFKXOkFxSTGjxmnEO+UJSpThCh/MSAFEHGbMLVfUFKIMT/VSXACVufI9dUB9kq4B5BVnGOQzn4axHbi8p2421lAvqJEYgzK9SWZ6GXCpbTTrjYUEkjClJCj/AGJHw1G/Yl9+kna6XcNCo06r3bcNzzTVGlSEyEOoZe6jq+SyHFq6ZRlQICAnGCM61pYJzxUzGCwxHaA4nuyqC64UwdNRuh7+bxSdvrSv5607ZZTfNcpdEpMBTz3Nv2gvJckPODsElSG1ISkEhBPIlRwnr1XfDfujw9yy9R7Gee2pSiXU3kolpbqkdcRMoIYRzJYcDRIKlKcBVjygZ1cbMrkltpHb2gfcge9RnCkySAMk9tc61pvbXbgb8P8AdVzWnNFOqQt56cw8pSwpgdLmopUgghYTniQeysE9u2sWpl+by1iTS7DtJFqOVim21BrNbqlUTJXHUqSpxLDDTaFhfNQYWpbilEJ7eU8sDKng31KfOAgAEgzujf8AWFJdBhb001hWz+4v+aNhwbsepaqbLW7IhTYZc6gYlR3lsvJCsDknm2og4GQRkA9tZrrnqMdSeWP1FirAzdNNNNURNNNNETTTTRE0000RYPvFtmndmy12ka69R1idDqDUxplLqm3Yz6HkeRXYgqQAc+7VhhbL1qpXXRLr3L3LqF2rtp9UykwTAjwojEpSCj2hSGhlxxKVKCeSsJ5EgZ76yXdDcRvbmhRZzFCl1uqVWezSqVTIq0oXLluk8Uc1HihISla1LP3UoUcH01g8vxAV6g0iVGuzair067DVotFpVIRIS5Hq8mQhTjZjzClLZQENuqcJALYbORkpB76AxZpBtHyb+jN4BiesBoCRb6qhyzdVM7B3LTTKt+3d2J9Js6ZV3Kwulx4CRNaU5I9odYZmhYLbK3SokdMqwtQCwDq43HsJTLitTcq1HrglMt7kyzKkvJZSVQyYzDGEAnzdmAe/vUdWSp+JCfatt3ZLvbbqXTLhtBNOffo7E9uQJkaZIDDT0d4ABQ5cwUkAgowfUHXxVvzusbnqNisbAyV3FDprVbbY/iCMI64DinEJ5PcezxcaUgNhJGQTzCQCd8uPJzyLb5YPRM9vmmb7lHUCyPcLYal7h1iq1edX5kRVVtF60lIZbSQhtb4e62T6kFIBSexGQfXVribGXku7qJdtc3NhSVUelzqL7FCt1EOKqJJSjlwQHlFtwKbQeRUpJAwEpyTrop8SlYuCqW/Qdu9sJteqNxWnEu5hL1RaiNMRXlEcXVqBwoEJAwDyK/cATrtp8RrtWpVvwrVsCdPvCtvz4ztAkzGo/wBGuQXOnLMl/ulKUOFKQUglfNOBg9oa3aFNoYIjty2EGddBAN9E6husk/yYpiqDt5b79XedY2+LPS5NJ/41LcFyJhwf6QUuFXb3jGsNheGqvRaTbllq3ZmLs20axBq9IpYpjYkARJKXmY78krJeaTx4jCEK7JJKuPfsq8SjyKVTE/5b1X+I5lxu2rJoftTXUjT0xlvp/mjKFtLSG1BzthDnIjsRrryPE1JpFFuJi49v3IF02/X4FurpYqrJjPSJqEORliWoJQhsoXklSQRjGCSBqWM2i2zf/U79RPaTft1QhmpWwN0ttv8AMWn0r2Ouv0SsW/UmqvSaky0l32eShKk+dtWA42pC1JUjIyFHuPXWFSfDjKuJu7Zl+biT6vVrsi0xgy4sRENumuQHnXoy4rWV8AlbvIpUpeVciT5sC+M7p341ZtSq1U2ZrCLihVBunsUiJKbkNTOpw4SG5QAQGAFnmtQHDgoEZxnXu4HiD3DjbZ7kiBZjdBvOyWYjjqG6oxMZQzIHJD6F8MKICVAtqQD6H36rhqeNEUqRAggTLbSRF7mJjslScupXd3a2x3GG0+4dRuG/Jl3VOTakumU+mUyk+xxwVDkV+zoW4p19RCRyzgAYSlOTm/0nYmt1WZRJO4+4km5qXb9PkQ6XTVU5EXHXjmOt2U4FqL7oZUtAUEoA5rPEkk64nb5Xiar/AAja21bteuGkUiJVLhjisMR2YJkBRajtuqGHnlBtasAJSABlQzjWxbIvilX7Y9NvqiMyvY6nDEttl1vDyOx5NqSCfOlQKSM+oOlWti6VK4AEm4y+cBuHkyBraQSoAaStdUPw/wBdjybRh3XubIr9u2FIRKoVOVTUMPdVtpTLCpUgLPXLSFkJwhvJwVcjqmm7AXB9PW1NuzcxVwU+0J3t9K69JSipqUErS2iRP6ilOoSHDkBCCviORPfPNC37uhd4Wtb17bUzLYh3s/Ij0Z9+pMuykuNMreCZMZICmeTaD6FXFRCVYznXb32vS57MuDbly16VUaxIqdfkw1UqG+ln23NOlKQlxSyEpbQtKXFKOeIbJAJABtmx3Oc24gFwJ82POmCLAm4J14qerC+FveHxy0W9vm6BeSk/wMqpNrMiCHDOjzVlbqPK4npKHbiscsY+6dUULYS4Wbltir3huWbijWc+uRSlO0dDNScJaW0kSpvUUp4BLhyAhHMgFWe+frS99rgmU656XL2sqab3tZ+Iy9bsaW28JKJSgGH25OAjonzlS1AFAbXkdhnoueI+fQrfvqZeu3zlOrFhs0+VLp8OptzESGJi1IZU26lIwrLbmUKSD2H9Q1A6QcTEE6ebPWO7fBL9Ra+vB1FsK69vo11XfZ13P1J2O7Z8uVLZZSgFMgvxlsEKJ7jAXnt7xrGJ2wlNnWfd1oKuGUlu7bnFzOvBlPJhwSmJHSSM4KcxwnJ74UdYNuhvXfbVjbgUCrWVPsystWLU7koU5mqNyFltlKUK5FsDovoW8ycAqHm7KONbA2o3aj7jSVU+2oqqnSqNDZj1GviSksrqXBJXGbTgl1SQcrXkJBIA5HOM+axlCkKoNm8IIsZF9NT75ngktJWK3V4aatX2L/olN3ITS6LuG+9KqDQojb01DrjSUFKZJcGWfID0yjkAVALTnIvU/wAP7NYhVdqr3W65KrbluPy3mYgbT1aS424ChBUrilxTfcFR4g+p1ab7vK7qf4jbbo0hmUxaFNtiqV6Y81V/Z2ldF2MhT7zSRlxLQdKQ2ThRd5f6Ndu2vEFW6jUrYfuvbGbblt3u+mNQKq9UGXluOuILkdMhhI5MF5CSU91YOEqwTrbNjuba4OBtPm7vuYYCd9hKjqEwsjv/AGbg37LuaXKrb8Q3LaL1prDbSVdFtxTiusMnuoFw+U9u3rrHGNiLvhXVHvam7mxI9adoUag1KQq3kOhbTC3FNuRQt0+zLw4Qcl1KiEkp7Y1kG1O69Z3ReqE9uwptIoMN6RDYqcmU2r2ySxIWy4ltpPm4Dh99QGTkAEDkbNW99LjZvyvWpaO2Em4odqSYcasvx6my3LQX2m3eTEQ+d1KUOpJUSkKIUE5KTrGmcY0mi0jqi85YAsNTbhbjCnqm66Fr+GNqg0akUebez85NDtmr2rFcEJLajEmrbUFr86uTiA2BkYCsk4T6ay+Zs9TZy9vTJqbjjdgIdbbaU0kpmpcp7kJQc/p8rpV2z3GNY5dO/tZgV25INkbaTLpptlqS3X5jVQZjKae6SXVsx2l933ENKSpQykZUEgk6+cvxC1Wq3kbQ2423mXR/yKn3GJoqDUVkQ5aXSgnmCef8tICRknmT24nNyMfU67uBOrREi88JDtDGtlAyrs2jsddFrCg28N1Zj9n2w+l2nUpqnpYlLbbz0WJMtLhLzSMjyhtJVxTyKu+bJK8MdYdtqRtxA3WmQbEVUfpKNSG6W2ZLJ9pEkRzKK8qYDvcJ4BeMArIyDkUTfmjV6hWBKpVNfcl7hRX5TUVL4Q5BjsR1OSXVnic9NfTaxgZW4n076xm1t8qvLtiz7f25sqq3jXJ1sx7gmNVOstNOxYayUNKfkqRhx5xaFgAJGeCieIxm4O0AS+wM3kNFwTe9gQQb2PAocq2Pu/tizu1aLdqu1+XRi1UYVSbmREJU625GeS6njy7A5SO+Dj4HWOR7KqllVGsbs7nXVMvOdHoyqUzGplBLaGYSnErdQ3FbU4t1xxaWys57hCQEgDXXnb9V2c9Q6HZe1tVqFyVOkmszaXU5CKb9Fxwst8X1uA/zFOBSUJSkhXFSshOCeg94lnapEtaDZ1hPTbjuVypMKpVSqbEAQnqe4G5bK3VcgtxLh4pSgEqAKuwBxlSoYwM5oDq33t+N9QCGm+8BScsyV3fCjtlK212saRVo81ip12SupPsTVEvxWMBuJGWT3y1GbYQR7ilQ1c7i2erkvcuduRad9N0SVVqbHpc5L1IbmuobZU4UKiuLWAwr+arPJLiCQCU/HMrTuadcFoRbkqltT6DNcYWuRTJvHrR3EFSVJJT2UMpJSodlJKT79ahs/wATteuaj21fFR2jqFJsq5Zcent1lypMuLjvvOBltbjAAUGS8Q2HM57hRSAc6ZsXXrVKzIkmDpvvAnXS0TonVAAWztp7Fm7a2BSLEl14VhNFZ9kjyvZegpTCThsLTyUCsJwCoEBRGcD01jFvbCU23/4ELdwynjYsmqyWOTKR7SZyXEqCu/l49U4x641YWfE657HddwStuqizb9qVCVRVThLaU5PqbcsRmYsdrspRcUpB5nCUleCTgkVVLxE3VasKvNX1tJJpVbpNAeuWHAYqzUtFQhMKQJIQ6lICXWgtJUgp7ggpJHcTzWOzuI1cb3bckXt7nXjQG6S1ZGjYynJsawbI+npPSsOrQKqxI6SeUpUXnxQoeiQrn3I9Ma5q+x1Pq7G6jLlfkNjdKMiNKIaSfYgmCIgKP6vKnl3x37as+629lFh0mqUWlNVOU2ux512SJ1MmCM/DiJSAwW1lKgl10lfA48vTJIPYa4uXfO4EVuvW7t/trUrpj2pFaVXpzU9qOqO64yHQwwhfeQ8GlJWQCkeYJzk40a3GuhwOsm8DzgbzHnRb3KDlWwrosiNc23FS26dnuMMVGkOUhUlKAVISprp8+PoSM5xrB/8AJq+oEum3BbW6kel3A1Q2KBVJJoKXolQYYWtTDgjl4Fp1HVcAV1FAhRyk9gMWsPfG6V2Jt5bVs2tJva7Z1k024KuqTU0REssuspCXHXnArk664F4SAfuqKiBgm9HxHSq81bdL2+27n1q5a9Gmy5FKkzGoaaW3DkezSfaHjyAUmRltISFciCcgaczjaEsbESdcsb7mdAY32MW3JLStibZbfUnbCzIFm0iTIlNRC667JkqBekvuuKdddWR25KcWpWB2GcDsNZVrUXhxvKu3zRbvq9wx6lEks3hUYaYM9wLdgpbDY9nyCU8UK5AcTgg5HrrbuuLEteys4VDLpue1XaQRZNNNNYqU0000RNNNNETTTTRFgO79j3JeFKo06zKlBh1+2awzWqcZyFKjPOIQ42tl3j5glbTzieQyQSDg41gld2t3svaO1dlyXLb8W5KFXolctqkMBbtNh9Flxl1p5/ppedL6H3eSsAIIQUjsoHal+3/QNuqGmuV9UlaX5TMGJGiMKekS5TquLTLTY7qWo+noPUkgAnWEP+JWw6dS5s6u0y4aTNptTiUmZSZVNKpzUiUkqjANtKWHA4AeJbKsnsO+Rrvw7sVzY5pkgb4nU3HuP9Ym96ENm5WK3DsXuPuJTrxrd5T7fp9xXI1R6fCiwXXnYkGFBmpkkKdUhKnHHFFeTwAGED4nW0I1kVFnd6pbiLlxjDm21CoiGBy6odZlSXlLPbHEh9IHfOQdWWp790WnPMQGbKvCfU/o5urT6dDpgckUuMsqCFSRzCUqJQvDaVKWeCsJONJviDshbdCFqQK3d0i4ab9MxY1ChddxEDPH2h0LUgNp5eXBPIqBSEkgjVqhxlRuUtt2DSw/o0a8E6oWmLbs/dXb7eO2bWsl23KjVLa2nptKqDFQdeZjSunJWjqNuoQpSSlaAQCjukkHicHWQTPDPdDbFAu1+NZt1XVGmVabXKfWoqvoyaqovJedDBKVqZLSm20oUUElIOccjr77Tb2Vi66fSa9UrhqUtU+pXaYdMapTaVzosN8BhCiQhTS20FIA7FRUQo9tbJ8P+5lV3c2lt+/63RDTJ1UipdeZS2UNKVgeZrKlEtnPYk57HXZiq+Mw/wD1C0CLE8T1h2WsdO+VVoa6yxK2djbngtWdMqAtKmyqLdci4psKh08RIjbK4j0dDDXFALqkhxGXHACcH0AA1Vcmzd+Krm4lw27JtacLwq1InIpdZjF+LKixYbcd6NIyhXArKOSVoCiMJz7xq27U7wVWoW/a1eva7Jb0iTTLrnyojdOZ4SmafUUthwrSAUKab4pSlIwvqKKu6QdZhaviIs266pbsKNRbihQ7tYU9RKpNp/SiTilrqqQlXIqSoICiOaUhQSSkqHfWNXw2nUcYmJBtazpI72zbcpGUhaxPhs3E/haqMQl23SUTrkp9ZTZsSZJ+hDEjIKXIql8QpIeKgtYS308toHA5J19V+HfcSTSNyaS1TbGoUa+6DGjxIlIDjTFOlx1r4NKAaHVStLhUp4BBCuwbIGdbIpXiNsaqVKnNIptfj0esVA0qmXA/TyimzZfJSQ225y5AKUlSUrUhKFEeVR7a+9O39tWpXFHpEegXIKdMqrtEi15VP/5a/ObWtCmkuBXP77biAsoCCpJAVqxxW0BJc3t04R9Rl99jO9IatfXNsPe0275e4MOzNtq9ULko8GHUqfcbS5DVMmx0KQHoz3RKnG1JUApspQSW0kEZIG4bdsudQtsWLIbqcaPPbpSoZm0+E3EaRIUggutMNgIbHNRUEjWW5GM61XcXiLsm3arWYblJuGfTrafTGr1Zg0/rQaW6UpUUvL5BR4pWkrKErCAcqKe+uTnsTjAGNExGg4WHdoPrKtla261da3h03Jote23rSrb28gO2PUEuVGZDekLn1tKozrDshx9bXIK/mFfTUV8lE5WkAZ25vBZF93PNtC4dvapSIlUtOruVMN1RDhYlIVEeYUySjunkHj5v9Prg4wey3vVa8vcZ3bCk02s1KrRRGdluRIfONEYfbLjbzrpISlBHb4knsCASLZet+1S3N7rSt92rIi27Mtyu1SpoW2jiVRVRODhWRySEpdc7AgHPfOBrZ9fF1qzXPADg1xEjUEEnjrePeohoCwOv7C7pXexcF5V+p0AXNXanSnnaIy++KW9S4JXxgPPcQ4sOKdWta+GCQhPEpznojw7bhymr9hJpVhW9Bvel0mO1Eowdaapz0GU44EqAaHX5peWS7hGCEjiR5tbOtPxBWfdNZo1IVRbio6LmbW5QJtVp3s8erJSjqHoq5FQJbBWEuJQVJ7gHXypfiJtCqVimwhb9yxaZWqiqkU2uSaeG6fLlhS0htCufUHJSFBKlICVEdicjOvhGPYMuSIjdw07svabEcVGVvFdXebZuvbkvVVylVOBGFQsSt2oj2gr8sia5FU24eKT5EiOrPv7jAOvvZGzk3bi+4tbs+TToVv1KjMQa/SW2y22qZGbSiPLjpSOIUUcm3AeOUpbPcp1TJ8SdkxZEwmi3G5S6XW3LeqdXRTv+CgTUSPZylxZUFFPPj5kJUAFJKuOvvV/ELaFIr06lGiXFLg0mpM0epVqJT+pAhTHChKWnF8ueQp1sFSUKSkqAJGsAMdzXMhpywd3u+ukb9FMNmV3rv2uXd24CLinyWfod6zqta8uOCoPL9tfir5JOMABEdYPfOVJ7eusGou0e7lXXYlrbiVC2Dbe3s6PUY8umqfMyqvRG1Nwy42tIQxjIU5hS+RTgYB7b9HcA651zsxlVjMgjS1tNdO/+QrZQsN2nsuoWDZTNs1OVHkPtTahJLjHLgUyJbz6R3AOQlwA/3B1qfd/Y7cbcKv1lqLT7Gcj1FbRpNzvodjVugJCEBYbUwgF4pUlS0EuJ+8EqyBqRWmlLGVaVY12xmKZQRCjXdPhxudi7rtq1pW5t1XWbzkonmfdNP60ukSiyhp1TY6akvtkNhxKCUALUoHIPfZFkbVz7R3OrF4+2wVU2dbVGoUZhhkNLbVCVI5K6aUhtCCHk8Up7DBGAANbM01apjq9VmRxtEfC34Gn9SoDADIWldutg59m3zdtz1CrxZsKWmXGtaMkKBpUWY8qTLbVkY88hQIIzhKAPeRqw2vsnuptWLdrm38q2qpVo9pxLXrMWpvPsxnDGUtbEllxCFK7F1wKQpI5J44KSMmRGmp6QrknMQZiZGsfyffdMgCjrcuwl+zK1Q75nsWTf9wIof0PW49ywQ3HccDynW34ykNL6XAuLRw4edHHJ5DOuxU9lL+j2bbVAbt3bG52IglrrFEn0dEGAp95YWh2IWmllot+ZGSnKweRwrvqQWmp6Rr9UGLdn40ibRH0CjIFrnaOwq3tttSzaVw1hFQmx0zHlFtxxbMdLrrjiI7SnSVlttKwhJUc4SPQYA0TsJYu799bE7c2pV5lsosdK4NWelNqe+kX4zEgSG4nT49NJ6iEpLgX3R6JB1LzTRmPqMDzALnODp4EZtO+VJbK0a74f6zL2suuxnq7EYqVVuyXdVKmNoUtuO+Z6ZkYOJIBUApCUrA9xVg+h1dbXsDcS4Nwm9wt3GrcYNMosii0+m0d119tXtC21SH3VuoSe4ZQlKACACrJJxrbumszjazmkE6zfeJsY94CZQo9Wv4bbkom1W4Fl1K46fPrNzUty3qVNIWERaUywtmCy525ZQHFqUQDkqPc4GrnP2w3ftS67tn7W1O2VU2+gxImKq/WDtKmojojrfaS2kh9Cm20K4KKMKHrg63lprQ7RrucXOIM62tu+0BRkCjGfDFcNvJtKsUuhWNeNRpVn0+1KpCuVhRjlcRGG5UdzprUk5UsKQUjknj3BGr/B2a3NseXal42K/Zz9epdHl0as0wwzTabJakSRJ5R+ghXSLbowMoPNKiVEK7nfumpdtKu8Q+D8Nf5O6PopyBaOs+1t3NrqYyy7UaLW6pdV9KqlYMeE/wBNuHKCS+lrHZstcSQpw4KUAd1qCdbx001zVqxrnM4CVIEJppprFSmmmmiJpppoiaap5p/qGnNP9Q1EhFrvei17prkG267ZtPjVKqWnX49bRT33wyma2lt1l1pK1eVK+D6igq8vJKckDvrDavbu8W5Emn1a4LMp9vQoN2UWpQ6Y7JYdmtxYxWqQ7IdaWppRKlDghCiQB3OT23tyR8RpyR8RrqpYw0mgAAkaEzIGsaxr2T2qpbKjbujs7cLu6levmDYlfuyHccCE02ijXm9Q1wZMdK0EPIS+yl1pSVIIUCpaSleEnlquy9stxNjqlQ65a+3kO4mpFqRqDVKXSaoGfYJLMl+QHGVzneTjJMpxJ5L55SlQByQJH8kfEackfEa16TqmmKLoLYAIM3AsN+7si+qZBqo5bT7N7lUCo2nVLqptOjPQKjd02oIjSw4hv6SeQ4wEHAKh2OewxjuNZ54aLauyy9lLasm9LfXSarb0UU5xBksvpfCPR5CmlKHBWewVhXbuBraPJHxGnJHxGs8RjqmJBa+Lmbe9x4/qP0QNAuo0WtsbuHSrdt2my6fFS9TbbvWmPgSkEB+pzm3ooB94KEkk/wCn0OsogbTXc1aextEfjR0PWMxHarXF9JDRTR3Yqij+v+asenu763fyR8RpyR8Rq79pVahl0b/rmn/7FAwBRCsfw5XVSFWnZtU23nLFtVGK5KuCbfE2RSn40ZfJt2PATKCkvq4tkIW0lpCuWMgAavtL2w3UgbjRqrb1jTbTmquP2ytVenXIP4fqlPMgqdP0Yt5a0vus9j/LRxdKl8/eZQckfEaZR8RrZ22K7yS6DPad/wAfpppaygMAWOWXc9RucV1NRorVP+iKzJpbJamCQmS01x4vZCQEFXLBb7lCkqSSSNaUqtkbw23Sdyts7ZsOLW6ff9RqMuBXlVJhlintz2gh0SmlqDy1NErUOmlYWniMp1I4KQPQjTkj4jXJSxQoklrRBixndcHUfhWIlaq2q2zrdkbj3tWZqG1Uyq0634NOf6gU477FFcacKx6p7qT6+uTro7w7S3DuLfVPlwlNMUpdm3Jb0qUXAFsvT0R0NKCfUjDaySPTA+Otx8kfEackfEakY6o2rzwIzRH0y98fVIEQo/Q7V3evytba028bBj2zC2+noqs+oCpR5DdRfahuxm0RENKK0tqLpWeqlBCQBgnWvTtBvNMk2hcFf2/uOsXTbl0QKpV6nNvRDsWY026eqqnwy+GWUYPIJWhpSUjiOR9Zh8kfEackfEa3ZtR9PyGtj49s75uSZGmnBVLAVoqs7S3nN2VvCyo8ON9K1m7ajWIqC+kJVHerSpSFFXoD0SDg9we2sSvTa/diRf8AW63aNiSqNX5tVbfg3TQbkEKmPRApHE1KAt5RkPJQFJVxZIXhOCn3Si5I+I05I+I1WltOpSJMAySbzvjgdLCxspyBWijVC45VWq0Kr261BgQ3GkU6Ymal5U5BRlalNhILPFXlwSrPr29NXnVPJHxGnNP9Q1wlwJVlVpqnmn+oac0/1DUSEVWmqeaf6hpzT/UNJCKrTVPNP9Q05p/qGkhFVpqnmn+oac0/1DSQiq01TzT/AFDTmn+oaSEVWmqeaf6hpzT/AFDSQiq01TzT/UNOaf6hpIRVaap5p/qGnNP9Q0kIqtNU80/1DTmn+oaSEVWmqeaf6hpzT/UNJCKrTVPNP9Q05p/qGkhFVpqnmn+oaaSEXij9p7ul8j0b8bJ/dp9p7ul8j0b8bJ/dqGOmv2zxe8mfZB8z/wBy8/pHFen9lM77T3dL5Ho342T+7T7T3dL5Ho342T+7UMdNPF7yZ9kHzP8A3J0jivT+ymd9p7ul8j0b8bJ/dp9p7ul8j0b8bJ/dqGOmni95M+yD5n/uTpHFen9lM77T3dL5Ho342T+7T7T3dL5Ho342T+7UMdNPF7yZ9kHzP/cnSOK9P7KZ32nu6XyPRvxsn92n2nu6XyPRvxsn92oY6aeL3kz7IPmf+5OkcV6f2UzvtPd0vkejfjZP7tPtPd0vkejfjZP7tQx008XvJn2QfM/9ydI4r0/spnfae7pfI9G/Gyf3afae7pfI9G/Gyf3ahjpp4veTPsg+Z/7k6RxXp/ZTO+093S+R6N+Nk/u0+093S+R6N+Nk/u1DHTTxe8mfZB8z/wBydI4r0/spnfae7pfI9G/Gyf3afae7pfI9G/Gyf3ahjpp4veTPsg+Z/wC5OkcV6f2UzvtPd0vkejfjZP7tPtPd0vkejfjZP7tQx008XvJn2QfM/wDcnSOK9P7KZ32nu6XyPRvxsn92n2nu6XyPRvxsn92oY6aeL3kz7IPmf+5OkcV6f2UzvtPd0vkejfjZP7tPtPd0vkejfjZP7tQx008XvJn2QfM/9ydI4r0/spnfae7pfI9G/Gyf3afae7pfI9G/Gyf3ahjpp4veTPsg+Z/7k6RxXp/ZTO+093S+R6N+Nk/u0+093S+R6N+Nk/u1DHTTxe8mfZB8z/3J0jivT+ymd9p7ul8j0b8bJ/dp9p7ul8j0b8bJ/dqGOmni95M+yD5n/uTpHFen9lM77T3dL5Ho342T+7T7T3dL5Ho342T+7UMdNPF7yZ9kHzP/AHJ0jivT+ymd9p7ul8j0b8bJ/dp9p9ul8j0b8bJ/dqGOpqf4YvhtsHfbcavVzcWE3U6dasZl1qmO925DzilAKcHvSkJ9PTJ7683a/JDkrsfBvxlXBghsWDnSSSAB5XErSljsVVdlD/t+F8vtPN1D/wDB6N+Nk/u0+073U+RqN+Nk/u16TTbW8G8UP01myNv48ph5UNJcoTagl1IOe3Ackp4kqIOAB3IyDr5ydsPDmIpqTVr7atQ0RlT1qctVBIjJdW0pZPIYwvgD2/0K7YPl+AOK5Kj/ALYP9xy7c+J9Ye4Lzd+073U+RqN+Nk/u0+073U+RqN+Nk/u16GMUDwnSIC3EUXbJSmFpDshNrIDeCACME4zy75z7x/519Ztk+GaBOLUuibYsNpaakqQ5aSQek4ltSPMVYBKeZxjOFenkVmPC+SuvRg/3XIH4n1h7gvO77TvdT5Go342T+7T7TvdT5Go342T+7XorOsbwzRZcGnuUHbKPJmxmpLaF2kklaHGwpC8chxST5u/u7Zz318Y1C8I0uOosUPbVa+slpKhbKO/3lEBOMkhBRkjsk9z94ABi+Sp/7YP91yZ8T6w9wXnh9p3up8jUb8bJ/dp9p3up8jUb8bJ/dr0Fdt7wsKQ6iPT9rQ4ylTa1KtJKkpcQVNrJ8wwOoUds/wCkjJzkdiJbnhPkTIqRRts1tvOAFtNroCyCrKQSfueVLgyR7ie3EjUeF8lJjo0f7rkz4n1h7gvPL7TzdMetj0b8bJ/drj7T3dL5Ho342T+7XpZB2a8He89Im0WhbcWbOYcYCluQ6WhlaUrAwtCwlJz3B7HtkfEa8TfEZtnB2c3vvDbWlyzJh0OoFmM4TklpSUuIBPvISsA/3B19Jyd2XyT2/WdhxgcjgJHWcQQCAbyNCRuWNfEYqi3MKk/AKQ32nu6XyPRvxsn92moY6a+v8XvJn2QfM/8AcuTpHFen9k00019kuJNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNbb8NniUvzwx33/Gdl9KS1JbEeo0+QSGpbOc8SR91QOcK92T2PprUmmsMVhKOOouw+IbmY7UH+fEHUG4urMeWHM3VT1l/4ldkVBqS1L2Ad6cxK0vMt3G+hoIcUpbqEJAwlLilqK8AFWe5OBjhz/ErtB6O5Ed2OmrYdQlpbKrhcKFNpUVpQUlGOIUVK4+nJRPqdQL018v8A5B2D6k/M78ro8MrcfoFOqV/iKbby3EOPeHc8m0JQnFdWAMY82OGCrKUnJ9CO2NXCt/4mFhXFVmaxWvDm1KdYkNygyutuGOp5ASkLU1x4rPFCUnkCOOR6E6gLpqByA2CNKR+d35UeGVeP0Cn1Wv8AEwsSvVVVXqHh2aLyuj5G6wW2x0gkNgJSgYCeCcD07emrMr/EC2nX7ClfhsBRTWwzGb/iB7ghvOVIxjuFkZVnPL36g9pp/kDYHqT87/ynhdXj9FOVv/EN20YZWwx4eFNocWp1Y+nFEqcUcqWSUElRPfJ9/pjVTv8AiHbWvzI853w2pLkVpbTYFedCcqBBWRxwV98hR7g5Pr31BjTU/wCQNg68yfnf+U8Lq8fop8Q/8UePZ8CoK2y2OhUWqSovsjDz9UceYjpHcYawM98E9wTgd9Qduu6a3e1yVO7bkmrl1SryXJct9XqtxZyT/YfAfDVp0162yuT2ztilzsHTyk2JJJMcLkwPdqs6ld9UQ4ppppr2Vkv/2Q==" width="254px" alt="compensating balance definition"/></p>
<p>If your agreement has an average balance agreement, you must maintain a minimum average balance over an agreed-upon term, which is typically 30 days. With a minimum fixed balance, you’ll be required to always keep an agreed minimum balance with the lender. A compensating balance effectively changes the risk versus reward balance in favour of the lender.</p>
<h2 id="toc-1">Compensating Balance: Meaning And Definition Of</h2>
<p>It was evident to him that the first mover must be changed from a weight and pendulum to a spring wound up and a compensating balance. If we are not to take part in these industries we shall merely lose our exports without any compensating balance. He specializes in insurance, investment management and retirement planning for various websites. He graduated with a Bachelor of Science in economics from McGill University.</p>
<p>What’s more, it can be set back as a result of both misguided decisions and unforeseen circumstances. However, there’s an opposite trend to the story since individuals are likely to experience a reduced interest rate. The deposit must not go down below a specific level to control the interest rate from going beyond the boundaries. Except for the fact that he had tried to do right, he could see no compensating balance. To lessen this shock, a compensating balance was designed, but which is not now in use. Cryptocurrencies can fluctuate widely in prices and are, therefore, not appropriate for all investors. Trading cryptocurrencies is not supervised by any EU regulatory framework.</p>
<ul>
<li>Some borrowers may accidentally end up agreeing to a compensating balance because they did not read, or fully understand their loan agreement.</li>
<li>A deposit balance that is required to be left on deposit by a company to maintain or guarantee credit.</li>
<li>The prime interest rate, or prime lending rate, is largely determined by the federal funds rate, which is the overnight rate that banks use to lend to one another.</li>
<li>Sales returns and allowances must be properly tracked by accounting using journal entries.</li>
<li>Various adjustments are done in the financial statements due to regular operations and transactions that happen or on go in the business.</li>
<li>Be sure to check with your bank or lender to see what their compensating balance arrangements are.</li>
</ul>
<p>A compensating balance is an amount of money which a borrower keeps in the account as offsetting balance for the loan. A bank will usually ask for a minimum credit balance account as compensating balance. A compensating balance increases the effective interest rate to the bank as the net amount loaned is reduced and the interest paid remains unchanged. A bank account balance that a corporation agrees to maintain with a current or potential lender. For example, a corporation may agree to keep $1 million in its checking account at a bank in exchange for the bank agreeing to lend up to $10 million to the corporation at 1% below the prime lending rate. At a minimum, compensating balances must be disclosed in the notes to the corporation&#8217;s financial statements.</p>
<h2 id="toc-2">How Compensating Balance Works?</h2>
<p>Infoplease is a reference and learning site, combining the contents of an encyclopedia, a dictionary, an atlas and several almanacs loaded with facts. Our editors update and regularly refine this enormous body of information to bring you reliable information. He was to pay one third of the amount before the book went to press, the balance he was to pay within a reasonable time. This website is using a security service to protect itself from online attacks. The action you just performed triggered the security solution. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. It works the same way if you wanted to take out an instalment loan for the same amount.</p>
<ul>
<li>The primary objective of such a balance is to reduce the lending cost of a borrower.</li>
<li>Every business has its own process for classifying outstanding accounts as bad debts.</li>
<li>Therefore, banks are given the liberty to use the available funds in other business endeavors considering them as investment opportunities.</li>
<li>FF&#038;E Reserve Account shall have the meaning set forth in Section 7.3 hereof.</li>
<li>They must, however, ensure that the money is repaid within the agreed time frame.</li>
</ul>
<p>To keep things simple, a compensating balance acts as collateral for lenders and helps to compensate for any risks. This allows them to pay out a lower amount, but still receive the full amount of interest on the loan or line of credit. Be sure to check with your bank or lender to see what their compensating balance arrangements are. Your business is looking to take out a line of credit for the amount of $50,000. The bank instead offers you a line of credit for $60,000, which includes a $10,000 compensating balance. The balance you agree to maintain with a lender as a borrower is known as a compensating balance.</p>
<h2 id="toc-3">What Effect Does A Compensating Balance Requirement Have On The Effective Interest Rate On A Loan?</h2>
<p>Any trading history presented is less than 5 years old unless otherwise stated and may not suffice as a basis for investment decisions. CFDs and other derivatives are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how an investment works and whether you can afford to take the high risk of losing your money. Let’s take a closer look at everything that you need to know. Principal Account(s means deposit accounts of the Fund carried on the books of BBH&#038;Co. as principal in accordance with Section 7 hereof. Accumulation Account The account designated as such, established and maintained pursuant to Section 5.01 of the Trust Sale and Servicing Agreement. Employer Contribution Account means, for any Participant, the account established by the Administrator or Trustee to which Employer Contributions made under Section 3.5 for the Participant&#8217;s benefit are credited.</p>
<p>… The bank is free to loan the compensating balance to other borrowers and profit from differences between the interest rates. A company must reveal compensating balances in its financial statements. As per the accounting rules, if the amount of compensating balances is material, then a company must reveal compensating balances separate from the cash balances in the financial statements.</p>
<h2 id="toc-4">The Law Dictionary</h2>
<p>Hotshot Fashions, therefore, has to pay interest on $10K each month, regardless of whether or not it accesses the line of credit. If it does access the line of credit it pays interest on what it borrows plus the $10K compensating balance. Compensating Balance Plan — an insurance cash flow plan whereby the insurer, in an account specifically set up for the plan, collects premiums and deposits them in the insured&#8217;s bank. Although the account is in the insurer&#8217;s name, the insured&#8217;s bank recognizes the funds <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> as the insured&#8217;s compensating balance, freeing the insured&#8217;s funds. A compensating balance allows lenders to limit that risk and receive collateral in case something happens. The borrower ends up receiving a reduced amount from the lender, but the lender still receives interest on the full amount of the loan. The two types of users in accounting are external users like investors, creditors, and the government, and internal users, such as business owners, managers, and, of course, a company&#8217;s accountant.</p>
<p>The borrower may also benefit from being granted a somewhat lower interest rate. However, the borrower is also paying interest on a net loan balance that is smaller than the amount of the loan, so the effective interest rate for the entire arrangement is higher.</p>
<p>Browse US Legal Forms’ largest database of 85k state and industry-specific legal forms. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. He is the sole author of all the materials on AccountingCoach.com. Distribution Accounts Collectively, the Upper-Tier REMIC Distribution Account, the Lower-Tier REMIC Distribution Account and the Excess Interest Distribution Account , all of which may be subaccounts of a single Eligible Account. FF&#038;E Reserve Account shall have the meaning set forth in Section 7.3 hereof.</p>
<p>The former tends to be used for lines of credit and the latter for instalment loans. A compensating balance is a minimum balance that must be maintained in a bank account, and the compensating balance is used to offset the cost incurred by a bank to set up a business loan.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-does-compensating-balance-mean-definition/">What Does Compensating Balance Mean? Definition, Meaning And Audio Pronunciation Free English Language Dictionary</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<title>The 5 Best Accounting Software for Small Business of 2022</title>
		<link>https://www.barneymcshanerealestate.com/the-5-best-accounting-software-for-small-business/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Thu, 04 Jun 2020 17:47:15 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1591</guid>

					<description><![CDATA[<p>Content The Fed Just Hiked Interest Rates Again. Experts Say Now Is the Time to Make Sure Your Savings Are In the Right Place The best accounting software for small business in 2022 Pricing: Starts at a One-Time fee of $149 QuickBooks Online is our preferred accounting software partner Quickbooks Online Bank Reconciliation Oracle NetSuite [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/the-5-best-accounting-software-for-small-business/">The 5 Best Accounting Software for Small Business of 2022</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">The Fed Just Hiked Interest Rates Again. Experts Say Now Is the Time to Make Sure Your Savings Are In the Right Place</a></li>
<li><a href="#toc-1">The best accounting software for small business in 2022</a></li>
<li><a href="#toc-2">Pricing: Starts at a One-Time fee of $149</a></li>
<li><a href="#toc-3">QuickBooks Online is our preferred accounting software partner</a></li>
<li><a href="#toc-4">Quickbooks Online</a></li>
<li><a href="#toc-5">Bank Reconciliation</a></li>
<li><a href="#toc-6">Oracle NetSuite Accounting Software: Best ERP Tools</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-18.png" width="253px" alt="bookkeeping programs for small business"/></p>
<p>A dated user experience, lack of mobile access, and the requirement that you be on a desktop computer to use the program comprehensively keep it from scoring higher. QuickBooks Self-Employed is an Intuit product with a cloud-based online interface and a mobile app.</p>
<ul>
<li>That’s why our accounting software now includes double-entry accounting – an industry standard feature that helps you keep all of your debits and credits in check.</li>
<li>“For small business owners who want to complete 100% of their accounting with their mobile device, Zoho Books is the best choice,” says Yoder.</li>
<li>If you are operating as a freelancer or have just a few employees, Wave could be for you.</li>
<li>It provides its services in 190 countries and is a scalable solution.</li>
<li>Accounting, on the other hand, is the process of compiling all of that information prior to filing tax returns.</li>
<li>The company’s main strength is its innovative approach to accounting, making its software more customizable than other solutions on the market.</li>
</ul>
<p>Its functionality is straightforward but effective, and its pricing structure allows for unlimited users at a relatively low price point. The Starter package is aimed at sole traders, contractors and small businesses. You can send unlimited quotes and 10 invoices, along with reconciling 25 bank transactions. Although it’s only a single user account it works with bank feeds, has a mobile app along with a customizable dashboard. Sage delivers a slick but simple to use accountancy package that will appeal to small businesses.</p>
<h2 id="toc-0">The Fed Just Hiked Interest Rates Again. Experts Say Now Is the Time to Make Sure Your Savings Are In the Right Place</h2>
<p>Brands with big growth goals often need to secure funding to make investments in new product developments, inventory, retail stores, hiring, and more. This number represents the total sales revenue that’s kept after the business incurs all direct costs to produce the product or service. COGS. These are the direct costs incurred in producing products sold by a company.</p>
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<h3>How hard is the Certified bookkeeper exam?</h3>
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<p>The bookkeeping certification exam should be considered very difficult. While it&apos;s certainly not as difficult as the certified public accountant (CPA) exam, candidates should be sure to prepare as much as possible.</p>
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<p>Most small business accounting sites offer the option to import existing lists in formats such as CSV and XLS. They provide mapping tools to make sure everything comes in correctly. Depending on how long your business has been operating, getting started with a small business accounting website can take anywhere from five minutes to several hours after signing up for an account. Most of these sites charge monthly subscription fees and usually offer free trial periods. Early setup involves creating an account and answering questions like when your fiscal year starts and whether you use account numbers.</p>
<h2 id="toc-1">The best accounting software for small business in 2022</h2>
<p>Melio may not check off all the boxes for big businesses that need a lot of complex accounting features. But for small businesses that want to manage accounts payable for free, Melio should be a top consideration. NetSuite also has numerous ERP tools to manage finances, inventory, production and the supply chain, and the ERP functionality also helps you plan for the future. Because NetSuite comes with so many features and tools, it’s difficult to get an accurate price without reaching out to a NetSuite sales representative. There’s an online form you can fill out to set up a free demonstration. You’ll have access to balance sheets, cash flow statements, profit and loss statements, and other customizable financial reports.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/213d7ad8-ff67-4dc2-bcc0-4976e9d8d20b-300x200.jpg" width="254px" alt="bookkeeping programs for small business"/></p>
<p>Luckily, most accounting software tools include bookkeeping features. This helps businesses manage all business processes for finances on one platform. Sage is cloud-based accounting software, designed specifically for small businesses. Sage was founded in 1981 and has been one of the best accounting <a href="https://www.bookstime.com/">bookkeeping for small business</a> software tools around. Thanks to its user-friendly interface, businesses without accounting expertise have been able to manage their finances with ease. As businesses begin to move on from the COVID-19 pandemic, it’s clear some functions adopted during that time will continue to be used.</p>
<h2 id="toc-2">Pricing: Starts at a One-Time fee of $149</h2>
<p>Along with online invoicing, the program offers online billing and document management. Through SlickPie, users can produce financial reports to monitor business growth. QuickBooks Online features flexible plans for small businesses of all shapes and sizes, along with an option that caters explicitly to independent contractors. You can use the software to get a glimpse of your company’s overall financial health, pay your employees, invoice customers, receive payments, and monitor expenses.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/cash-2-300x200.jpg" width="250px" alt="bookkeeping programs for small business"/></p>
<p>If  you are running a small business, you know that even small accounting problems can lead to major headaches. With FreshBooks’ convenient customer support, help is only a phone call away. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site.</p>
<h2 id="toc-3">QuickBooks Online is our preferred accounting software partner</h2>
<p>Users are able to connect their QuickBooks data with Excel in order to build tailored reports and conduct bulk uploads and edits. Bank data connections are read-only and use 256-bit encryption. Wave is PCI Level-1 certified for handling credit card and bank account information. Do you need a platform that allows you to track inventory, or are receipt-tracking and sales tax more direct concerns?</p>
<ul>
<li>Kashoo also offers customer support across the gamut of email, phone, live chat and social media – this company will even respond to an old-fashioned letter!</li>
<li>It doesn&#8217;t do all the other things you&#8217;d expect of a full accounting solution, but if you only need to manage A/R and A/P, it&#8217;s an excellent tool.</li>
<li>FreshBooks’s built-in small-business expense tracking helps you maintain a balanced budget.</li>
<li>Although many businesses start small, they don’t always stay that way.</li>
<li>When making the decision on which software to try, price is unlikely to be the deciding factor — but it&#8217;s important to know what costs to expect and which services are included in the price.</li>
</ul>
<p>NetSuite offers a variety of features, including enterprise resource planning tools. Following Intuit’s acquisition of the Mailchimp marketing platform, you can now use your Quickbooks data to create segmented audiences in Mailchimp. Information including email address, name, purchase history, and more can be used to build targeted marketing campaigns . It&#8217;s great to have a list of software, but how do you identify which is the right one for your business? Here are a few things to keep in mind when you&#8217;re searching for accounting or bookkeeping software. ZarMoney&#8217;s pricing model operates on a sliding scale that incrementally adjusts with every individual user you need to add at a reasonable price.</p>
<h2 id="toc-4">Quickbooks Online</h2>
<p>A great deal of finding the right fit depends on the size of the company, the income flow, level of experience of the individual completing the accounting duties,  and company budget. If you have a new business, you might want to try a few programs before you find the right one for you. Below are 5 of the more popular easy-to-use programs in the small business realm, and each offer their own special features for various needs. FreshBooks is a Canadian-based company that was founded in Toronto in 2003 for small business accounting needs. It uses cloud-based accounting and invoice software that can be accessed via iPhone, Android, and iPad apps.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/9131115b-70d5-447f-b614-643d210f269f-300x200.jpg" width="258px" alt="bookkeeping programs for small business"/></p>
<p>The post <a href="https://www.barneymcshanerealestate.com/the-5-best-accounting-software-for-small-business/">The 5 Best Accounting Software for Small Business of 2022</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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		<title>What Is a Tax Gross up for Payroll? How to Calculate &#038; Examples</title>
		<link>https://www.barneymcshanerealestate.com/what-is-a-tax-gross-up-for-payroll-how-to/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Mon, 23 Dec 2019 09:05:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1714</guid>

					<description><![CDATA[<p>Content Calculating severance pay Salary Paycheck Calculator – Calculate Net Income &#124; ADP Bonus taxes FAQ Free Flat Bonus Pay Calculator (Plus Flat Tax Rates) How Much Will My Company Bonus Net After Taxes? You’ll be taking advantage of dollar-cost averaging, tax-deferred growth, and a possible company match. See what happens when you increase your [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/what-is-a-tax-gross-up-for-payroll-how-to/">What Is a Tax Gross up for Payroll? How to Calculate &#038; Examples</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</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">Calculating severance pay</a></li>
<li><a href="#toc-1">Salary Paycheck Calculator – Calculate Net Income | ADP</a></li>
<li><a href="#toc-2">Bonus taxes FAQ</a></li>
<li><a href="#toc-3">Free Flat Bonus Pay Calculator (Plus Flat Tax Rates)</a></li>
<li><a href="#toc-5">How Much Will My Company Bonus Net After Taxes?</a></li>
</ul>
</div>
<p>You’ll be taking advantage of dollar-cost averaging, tax-deferred growth, and a possible company match. See what happens when you increase your contributions. Today’s digital landscape means limitless possibilities, and also complex security risks and threats. At ADP, security is integral to our products, our business processes and our infrastructure.</p>
<ul>
<li>In the 2022 tax year, the federal flat tax rate for bonuses is 22%.</li>
<li>Rather than using a flat tax rate, the bonus is added to regular wages to determine the additional taxes due.</li>
<li>The grossed-up wages might push the wages into a higher tax bracket.</li>
<li>Today’s digital landscape means limitless possibilities, and also complex security risks and threats.</li>
<li>Use this calculator to help determine your net take-home pay from a company bonus.</li>
<li>Bonuses or other supplemental wages that total $1 million or more are subject to a higher flat tax rate of 37%.</li>
<li>Try our payroll software in a free, no-obligation 30-day trial.</li>
</ul>
<p>This tax rate applies whether the amount is given as a one-time bonus or accumulated during the year. <a href="https://adprun.net/">https://adprun.net/</a> Since the bonus is being paid separately, you simply withhold a flat 22% for Jill’s federal taxes.</p>
<h2 id="toc-0">Calculating severance pay</h2>
<p>Both methods require a little extra math, so we recommend using a payroll bonus calculator to make sure you’ve got your withholdings correctly calculated. If you choose to pay a bonus as part of a normal paycheck, you’ll treat the total of the regular wages and supplemental wages as a single payment for tax purposes.</p>
<p>By saving even a little bit on a consistent basis, your money can grow substantially over time. This calculator helps you estimate the earnings potential of your contributions, based on the amount you invest and the expected rate of annual return. Stay updated on the latest products and services anytime anywhere. The Best Payroll Companies for Small Businesses in 2022 We looked at 15 of the top payroll processing companies and evaluated their user friendliness,&#8230; The 10 Best Nanny Payroll Services of 2022 We evaluated the best nanny payroll based on tax features, accessibility, pricing, payroll options, and&#8230;</p>
<h2 id="toc-1">Salary Paycheck Calculator – Calculate Net Income | ADP</h2>
<p>You can affordably run your payroll with Patriot Software’s small business payroll software. If you haven’t done so  already, turn the total tax rate into a decimal.</p>
<p>This powerful tool does all the gross-to-net calculations to estimate take-home pay in any part of the United States. We provide payroll, global HCM and outsourcing services in more than 140 countries. Whether you operate in multiple countries or just one, we can provide local expertise to support your global workforce strategy. Explore our full range of payroll and HR services, products, integrations and apps for businesses of all sizes and industries. You must pay the employee $765.11 for them to receive a net bonus pay of $500.</p>
<h2 id="toc-2">Bonus taxes FAQ</h2>
<p>See how we help organizations like  yours with a wider range of payroll and HR options than any other provider. Payroll calculator tools to help with personal salary,&#8230;</p>
<ul>
<li>This powerful tool does all the gross-to-net calculations to estimate take-home pay in any part of the United States.</li>
<li>This will give you the gross amount that you need to give the employee for them to get their promised net wages.</li>
<li>Get inspired to begin transforming HR at your company.</li>
<li>For example, if the total percentage is 35%, the decimal is 0.35.</li>
</ul>
<p>So, you decide to award Jill a $5,000 bonus, separate from her regular wages. Manage labor costs and compliance with easy time &#038; attendance tools. For advanced capabilities, workforce management adds optimized scheduling, labor forecasting/budgeting, attendance policy, leave case management and more.</p>
<h2 id="toc-3">Free Flat Bonus Pay Calculator (Plus Flat Tax Rates)</h2>
<p>You also need to choose your state from the drop-down menu to generate the right amount of state income tax withholding for your area. Jill is new to the team, but she has had an outstanding year. Jill has increased productivity and cut costs in her department by 10% this year, and you want to say thank you for her hard work.</p>
<p>This will give you the gross amount that you need to give the employee for them to get their promised net wages. Then, take the total tax rate and subtract it from 1. Whether you are considering our services or are already a OnePoint client, contact us today.</p>
<p>At Business.org, our research is meant to offer general product and service recommendations. We don&#8217;t guarantee that our suggestions will work best for each individual or <a href="https://adprun.net/gross-pay-calculator/">adp bonus calculator</a> business, so consider your unique needs when choosing products and services. Discover a wealth of knowledge to help you tackle payroll, HR and benefits, and compliance.</p>
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<h3>What is a typical bonus amount?</h3>
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<p>A company sets aside a predetermined amount; a typical bonus percentage would be 2.5 and 7.5 percent of payroll but sometimes as high as 15 percent, as a bonus on top of base salary. Such bonuses depend on company profits, either the entire company&apos;s profitability or from a given line of business.</p>
</div></div>
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<p>The post <a href="https://www.barneymcshanerealestate.com/what-is-a-tax-gross-up-for-payroll-how-to/">What Is a Tax Gross up for Payroll? How to Calculate &#038; Examples</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
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