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	<title>Bookkeeping | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>Small Business Accounting 101: Basics, Set Up, Software</title>
		<link>https://latishahardy.com/2022/07/05/small-business-accounting-101-basics-set-up/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Tue, 05 Jul 2022 16:29:27 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content Calculate the indirect cost of doing your bookkeeping Wisconsin&#8217;s best value in small business accounting How much time do small businesses spend on accounting? Does my business need an accountant? 📚 You have an accountant doing your bookkeeping Basic Bookkeeping vs. Full Service Accounting In general, bookkeeping refers to the function of maintaining basic financial [&#8230;]]]></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">Calculate the indirect cost of doing your bookkeeping</a></li>
<li><a href="#toc-1">Wisconsin&#8217;s best value in small business accounting</a></li>
<li><a href="#toc-2">How much time do small businesses spend on accounting?</a></li>
<li><a href="#toc-3">Does my business need an accountant?</a></li>
<li><a href="#toc-4">📚 You have an accountant doing your bookkeeping</a></li>
<li><a href="#toc-5">Basic Bookkeeping vs. Full Service Accounting</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/wboa-horizontal-logo-2.jpg" width="251px" alt="what is the average amount of hours to spend on bookkeeping for small business"/></p>
<p>In general, bookkeeping refers to the function of maintaining basic financial tasks, like invoicing clients, paying vendor bills, recording and posting transactions, and reconciling accounts. These are basic, albeit important, duties that any business needs to maintain regardless of who is doing it.</p>
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<h3>Is QuickBooks difficult to learn?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Learning to use QuickBooks is easy for someone familiar with accounting concepts and how the accounting software works, but it can be hard for someone tech-challenged or with no bookkeeping knowledge. While Intuit, the company behind QuickBooks, markets QuickBooks as ready to use &#x2013; it all depends on the end-user.</p>
</div></div>
</div>
<p>There’s crafting a business plan,entity types, loan applications–the list goes on. All of those items impact how your business files in January, and all of those items can be better managed using an accountant or accounting software. The small business mentoring organization SCORE has compiled some new statistics demonstrating how much time and money small businesses spend each year on accounting, taxes and payroll administration. Hourly rates for internal, part-time average around $20/hour depending on job description and location. They typically are performing basic bookkeeping duties and will need to be supervised and managed. The typical accounting fees for small business fall between $1,000 to $5,000, according to the poll.</p>
<h2 id="toc-0">Calculate the indirect cost of doing your bookkeeping</h2>
<p>Recent reports estimate that small- and mid-sized businesses spend roughly 5% of their time on administrative tasks like bookkeeping and accounting. That might not seem like much, but that’s over 100 working hours a year that could be better spent on your business. Outsourcing also offers many benefits that you can’t get with an in-house bookkeeper. If you&#8217;re growing, the outsourced bookkeeping service should be able to help you scale by adding full service accounting when you are ready for it. Many small business owners pay a part-time or freelance bookkeeper an hourly rate of around $25. Freelance bookkeepers are often former accounting firm employees with limited experience and resources.</p>
<p>Therefore, accounting service&#8217;s total cost depends on the workload, accountant fees, and how frequently you need their services. Depending on the job description and location, internal, part-time rates average around $20/hour. Typically, they perform basic bookkeeping duties and will need to be supervised and managed. The cost of our accounting and bookkeeping services varies based on your needs. The industry standard is to pay 1-2% of revenue for internal accounting functions and related support. Even the smallest businesses need to think about bookkeeping and accounting for their business. The first thing to understand when trying to determine how much an accountant will cost for your small business is what services an accountant will  provide.</p>
<h2 id="toc-1">Wisconsin&#8217;s best value in small business accounting</h2>
<p>For your business, that extra cash can help you cover unplanned large expenses that can’t wait. For example, if you own a copy shop, what would happen if your printer broke down and you had to wait until you saved enough for a new one? But if you had the cash on hand, you could replace the printer and be back to normal in no time. It can be difficult, if not impossible, to see where your business is going without accurate financial records. A bookkeeper is trained to catch minor mistakes that can cause big problems, such as running out of cash. In addition to being able to communicate with accountants and other bookkeepers, bookkeepers must have a human, everyday perspective. Jargon should never overwhelm conversations to the point that you are unable to comprehend what is being said.</p>
<p>With software to keep track of your sales and purchases, it&#8217;s much easier for them to keep an eye on your cash flow. It is a sign that you need to increase your profit margins if your revenue is rising but your bottom line is not. A bookkeeper can provide tax-ready financial statements which will help you identify where you need to cut costs so that your business can become more profitable. For small businesses, they are likely to spend a higher percentage of revenue on bookkeeping and financial consulting costs.</p>
<h2 id="toc-2">How much time do small businesses spend on accounting?</h2>
<p>As much as this software can help save unnecessary costs, you may miss out on crucial financial advice from an experienced accountant. Some perform payroll functions and other HR duties for small businesses. Assisting companies in processing paychecks and tax payments for their employees can be one of these services. We believe in providing excellent accounting services at a reasonable price. The cost of our bookkeepingandconsultinghelp ultimately depends on the depth and breadth of service. While bookkeeping and consulting is at the heart of our operating strategy, we also offerpayroll processing,tax compliance,accounting software training and virtual CFO services.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/testimonials-6.png" width="257px" alt="what is the average amount of hours to spend on bookkeeping for small business"/></p>
<p>If you have a client with one bank account and 400 transactions, that’s going to take significantly less time than if you have a client who has 4 bank accounts each with 100 transactions. An industry standard would be to charge about 1-3% of your client’s gross income, and that  is about what they should spend on a monthly bookkeeper . If they have an office worker designated to some of those other tasks, not all of the 1-3% would be distributed directly to you. You can categorize your clients into small, medium, and large based on the amount of time you spend on their bookkeeping each month. Take your hourly rate times the amount of time you believe it is taking you each month and add a little more on top of that for added expenses.</p>
<h2 id="toc-3">Does my business need an accountant?</h2>
<p>Not every business has the same bookkeeping needs as others, and their needs will likely change as the company experiences growth. Part-time bookkeepers and outsourced bookkeeping firms are a sound solution for new businesses, while full-time bookkeepers tend to benefit more established companies more. It’s up to the decision makers in the company to determine the best appropriate solution to maximize their profitability and ensure their growth. Firms offering outsourced bookkeeping services tend to also be flexible to make sure their solutions fit your specific needs. These firms specialize in bookkeeping and accounting, so their specialists will likely be more experienced and provide greater expertise than hiring an in-house bookkeeper. It’s probably a good idea to work with an accountant and tax preparer if you’re a small business owner. The relationship could be one that’s an everyday check-in, or it could be as passive as making sure the books look clean.</p>
<ul>
<li>In an ideal world, I’d have a handful of clients, I’d work two days a week, and I would have them pay me a set amount up front with automatic payments so we both know what to expect each month.</li>
<li>Perhaps the most cost-efficient option for bookkeeping for a small business is hiring a third-party firm that specializes in outsourced bookkeeping solutions.</li>
<li>As a contractor, you have flexibility, and you can terminate the contract at any time if either of you are dissatisfied with it.</li>
<li>This post is to be used for informational purposes only and does not constitute legal, business, or tax advice.</li>
<li>Save separate emergency funds for your business and personal life.</li>
<li>These will help you determine where to commit funds in the future and how to create your business plan.</li>
<li>We&#8217;ll discuss monthly and annual budget targets and you&#8217;ll have plenty of chances to revisit the budget throughout the process.</li>
</ul>
<p>For a nominal fee, we will include union reports, certified payroll, workers&#8217; compensation reports and much more. Our professional staff allow you to focus on the core competencies of your business. We are accounting professionals&mdahs;you get the experts working for you and with you.</p>
<h2 id="toc-4">📚 You have an accountant doing your bookkeeping</h2>
<p>This is closely tied to the company’s overall spending, and filing administrative expenses often takes up a lot of time. On top of the bookkeeping cycle, many small businesses need the help of an accountant or a CPA. It’s also necessary <a href="https://www.bookstime.com/">bookkeeping for small business</a> to seek help from an accountant when you are just starting out and choosing the correct legal type fitting your business. Everything you need to know about small business accounting starts and ends with your business bank account.</p>
<p>Small business accounting, let alone taxes, can become tricky almost immediately. When it comes to measuring business metrics, sales, salary ratios, and total revenue, accounting experts can break down managing payroll or produce graphs to show ratio changes. In sum, how much time you spend on bookkeeping depends on your unique situation. Depending on the number of transactions and complexity of services required, the average cost of outsourcing your bookkeeping needs ranges from $500 to $2,500 per month. When it comes to paying employees, laws and the IRS have made the payroll function a time consuming nightmare for the small business owner.</p>
<p>It’s not a rule, but it helps you measure and understand your company’s finances. But before you sign off on the debt, it’s important to make sure the numbers make sense. In other words, it’s a good idea to calculate the ROI of the loan. Add up all the expenses you need the loan to cover, the expected new revenue you’ll get from the loan, and the total cost of interest.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/f031b223-5408-411f-a7ca-a4bd33206d6f-300x212.jpg" width="255px" alt="what is the average amount of hours to spend on bookkeeping for small business"/></p>
<p>Moreover, your company is required by law to keep accurate records of its finances and submit company reports to the IRS. If your business is just starting out, or if you’re in a month-to-month cash crisis, it’s probably best to do your own bookkeeping for now. Automation not only dramatically increases the number of invoices one clerk can process, but also drops the cost at the same time. Combined those benefits with realizing more discounts, and AP has the opportunity to substantially cut its financial footprint. Do the numbers in AP&#8217;s books match the numbers in the general ledger? If not, there will need to be an extensive audit to determine the source of the mismatch.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>When To Issue Or Not Issue Irs Form 1099</title>
		<link>https://latishahardy.com/2022/05/05/when-to-issue-or-not-issue-irs-form-1099/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 05 May 2022 07:04:17 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2380</guid>

					<description><![CDATA[Content How Can I File State Copies Of Income Statements W Electronic Filing Of W Step 2: Find Out How Much You Paid Talk To A Tax Attorney Turbotax Online Please Complete The Security Check To Access Formswift Com Independent Contractor Definition Brentnie is a writer and contributor for Rentec Direct, providers of management software [&#8230;]]]></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 Can I File State Copies Of Income Statements W</a></li>
<li><a href="#toc-1">Electronic Filing Of W</a></li>
<li><a href="#toc-2">Step 2: Find Out How Much You Paid</a></li>
<li><a href="#toc-3">Talk To A Tax Attorney</a></li>
<li><a href="#toc-4">Turbotax Online</a></li>
<li><a href="#toc-5">Please Complete The Security Check To Access Formswift Com</a></li>
<li><a href="#toc-6">Independent Contractor Definition</a></li>
</ul>
</div>
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+QUD4DVro027RpGfpdQwTjLC2ZyGQiog2htWm5im23bIVkiMEixUqIrxleJRgBhl49sHIx214GytmrKk42lZRLGwdHFBFyVgoUEHj2IAA/qGNXWjRu0aCJ6ZUO+8V3mKJti7OKUkSbat8MdBI81NHDAsSRuyFGYKmBkqzDPyY/PUuDbe3aWsW401gtsNWkksyzx0sayB5M+IwYDOWyeR9Tk5zqy0anAl3aIVV1Cwypij8Txz73PfGe3P/wA72j/bMv8A4+s1cSW23SpVRy0FM61wxVK0SkTjjxw/bzeUBe+ewx6ap9z/APO9o/2zL/4+s1odIgAlT6/kItqFKTLklJbq/wDeqKN9ibIkmNRJs2xtKVVC7W6EtxUYUZ45wB2HyGph2/YWqKqsayUBnro/CqpTTJznTjx4ucZYY7YOe3bVho0wloGQEVKq6hXtLJ4Zn9cB3RSnZOzWKFtpWUmJBGmaCLyoDkKPL2APfGiLZm1oLvTX2msVJDXUcZigliTh4aleJAVcD7Pb09AB8Bq60aN2jQRPTaliN4q4IzORzHYeMGjRo08ZoNZDZFislx2PtiruFmoaqcWSijEs1OjuE8FDxyRnGe+Na/Wc2DLFB0725PPIsccdlo2d2OAoECZJJ9BqlaQpYCsmP5RukLWilWUEg4k5di4m0e0tqW+OSK37YtNMksTwusNFGgaNzl0IC91YgEj0Px12p9vbfpK5rnSWO3w1jFi1RHTIspJJJJYDPcsxPf8AlH567Ut0t1bIYaSthlkC8yquCePzx8u415pbxaq2UQUlxp5pCCwVJASwHqR8/wC7T9QkG0IqZVKxYirnn4xFG0tqiOWIbZtPCcIsq+xR4kCLxQMMdwF7DPoOw16qdrbYrKeCkrNuWueCmTwoY5KONkiTt5VBGFHYdh8tF23RtuwVlut98v1voKq7z+zW+GpqEjerm7eSJWILt3HYZPfUPc/UHYmypKeHeG87JZJKr+AS4V8VO0vfHlDsM9/lpFGSkHEzccotlJ2hPUgSgtRU5S2IktYkNmzMWyZo5brtNqt2zNwm322lpS1srGPgwqmS0TFicD4kAn541pdUG8KiCr2He6qlnjmhmtFTJHJGwZXUwsQwI7EEfHVrdaxrda6y4LGHNLTyTBScBiqk4/8A61LplkngB5wqxMmyUJVdRUoX7ERK0aRuz/pLSXKign3NsS8Qe20fvCknpqZoYZIQtKH7VhhftNVxxh1DRtgtyCgkXdJ9JHY1ZBcKqO3XdIrXK9NUtL7MnGpVyngqDNlzyH8IoMXxLgA4pFdTs5VHWn+iO2adRSqQS1rEG7s1jm9mze2cNfRpQ/8A1PbAaogpIrZfJJqiaKljURQD/iZHhQREtMApzUJ52IjIDcXbGNe9lfSCtm89vXCtgsNZTXO22JrzJHKU9mlxBHKUikDFpMeLGGIXCk9/Vchr6cFsWvhnCL9FNsS5RnLkEJDZsM7Djk9nht6NKLb3XxKigp2v21butZVQUdQiwURpUVaqcwQoRWPE/IyK/m4hCuCG76+0n0mNl19fT0VHt7cciVCJItR4NOI1Ux0chJBmD+VbhT5wpz5uPLHdulyQHKoD6K7XC1IEkkpzZuHxhuaNJa+fSHbbHUC7bcvVgYWe11UtK1XHFMrMVo4aheMjqIHdmmCeGJOSgc2woJHa6/SW21ElNT2eyXKasqpYY08cRCFSaqCCVGeN2IdROGAxhhgglWBKJr6dTsqHHojtlQllMkkTAFJLhmVccbWuXyF8ocejRo1sjzcYi0fx17r/AO1tv/5u762+sRaP4691/wDa23/83d9bfVMj2D2q/wBRjp7X/rCf+HK/6SINGjRq6OZBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QRjeosG4aiq2nFti6W631xvblZq+gesiC+76zIMaTREk/A8+3yOsyl/6uNW7hon3ftmP6uRxyTytsuo8OcOjMFiYXXuwC91biRyQ44srHb7n/AOd7R/tmX/x9ZqdT7X21SVVzraXbtshqL1j3lNHSRq9bhSo8ZgMyYUkebPYkayKkmYtRBPeRwDZR6GRtFFJTIRMQk9WzoQovvC91AlsIIGdzlxhWtv3fNOp9v6mbRpXQusinYtfKEZDhlMkVyeMnOBgMe5UepA16q9/bvorXUXqo6tbMFDSPMk8ybCubrGYlVnJ43AniA64b0JYAEk40yfqTsw08VIdo2XwIDI0UXsEXCMyDEhUccDkPXHr8deJ9ibJqlEdRtKzyRh5ZPCaijMZeRQruUxxLMqgFiM4GPTSdHm3v4q17dPGNg2zs4qBVLLPdpcjLk8stwzJbnC5m37vCngnqJ+rGzo46ZxHKzbBuY4MSAoP/AB/qxOF/nYbjnBxwTqVuyaqgpqbqvs6dZ4TOJ4tiXFolXkijLe8fVvEUgDOV832cEtGbZezqkzGo2nZpTUNI8vOgibxGkIMhbK9yxVSSfXAz6a8nY+yjN7Qdn2QyhDH4nu+HlxL8yueOccwGx8xn11HRpz+14q+qJRtnZoHWll/4JGn/AAtYo/dHWv8ApA2T+59X/uej3R1r/pA2T+59X/uetvo1o6OjU/iV5xxP2vUe7L//AClfRGI90da/6QNk/ufV/wC5657eggl6R7Wiu9dNGwtdrPOjQK0k4SLgER+Q7yccA5/ScZOt3rM7FpKer6e7XSoQsEtNE6kMVKt4CjII7j1OlMoJWwe4OZJ4jUxoTtCZNkFcwJGFaD1UIScl+6kP8XaMmrR1VJU1NHXim9mo6haeFqwSTTMtO6EDJ5MxwXdvQmOMryALm0cW32y3ileL2lK1/Kr54YrY1Xt8D4RkC/8AQXA8udbIWig8eGpaJ5JKdzJEZJXfgxUqSAxODxZhn5E68UtitNFJFLS0SRmnBWBckrCD2IjUnCdu3lA7dvTRuVO5MOva0pdwDbLxsTxHHVyY/HX0gNly7c+l10fv8m7L7dRuG/POtHX1XiU9vCSwDw6Zcfm1PLJHfuBqB1+t9BafpB77vm4bJtDdtNc9oiCnhu17gp5bFiIAyiGXLt3BYeEpYl/KQSQf2LfNibO3NerTuK/7coa+52GQy22qniDSUjkqS0Z+Byq/4DUPdvSvprv2tp7jvXYljvdVSLwhmrqKOZ0TJPHLDPHJJx6dzrkztjqUhaZZAdZUPinCXcHn+RBj3uy//UeRSmj6UhSt1IXJWQwJebvElOFSSGASDcE3fECQU19F0X8fQ2oRuH2jxPdN09m8fPP2XlN4Xr348ccfhx447Y1+jXRJUaORFdHBVlYZBB9QRqj3hBBS7EvdNTQpDDDaKlI441CqiiFgAAOwAHw1fa68iVuUiU7skB9WtHg9v7T/AGzVztpBGDezZq8I4Yikt8HhEN152lBRXKp3P08kW22u4Vm21NPQO6JTxzzROzSTxRU4pytJyfhK6r5Vb01Druu3T622etqqnpP/AMdSwXi1wU8cdE8bU1E1WBBI4blFFKKKbClCmVYDlgEtv8lnTH2uqr/yc7X9pragVdVN7op/EnnDlxK7cMs4clgxyckn112l6c9PZ7hJdp9ibekrpTKZKl7XAZXMoIly5XJ5gkN382TnOsop6sgYlh+NvHLt747Y2z6OpPVp5jO/tnTKysnNzmw5mMLtnfHTjf0V/odr7Htj3GzUIpainr6emSKSKKR42py0XiFUSSJ14soBwGUMpDap9t9ZNlUu0PrVcemCUE1VYrdW1MNqipZFkpqqNmgpVaQwtKyxrISnHiFRsZ7At+07U2tYDUmxbatVuNYsaVBpKOOHxlReCB+IHIKvlAPoOw7a4TbG2TU273RUbPsktBwgi9le3wtDwg/gV4FeOI/5Ax5fhjTqp55DhQxdluPx4xj/AGvsnGtBkzDLJQQ6y4AbGDcAuzjQgXAtCqvH0gulIttRLc9iXaqoZoVpzzt1I8dRSJNPGWblLhII3hkJ8XgFBBx3OJlJ1l6U3G/1NnodlTVFbTzmLxUpKLw5IB5GqEmMvBoh7KqkZ5/m0AQ8ezGqOn2wqumWjqtkWCanTHGKS2wsi4kMgwpXAxIS/wD7iT699C9PthJI8ybIsCySViXB3FthBaqRmZJyePeRWkch/tAuxB7nQZNSSOsG42hztTYIlkIkzQbt6y3Bny4C+uoDMprb9IHY14M8O4unFXT1LRPXzwGKkqCIeEkc07sXCsBEgUgEyMrcQrYI13purfR1q62BumVTSzVk9JQQTyWqiCQQOf8Ah5XkEhWOEMMKCQwYABMlctBenfT9SSuxdvAmrW4Ei2Qd6pWZln+z/CBndg/2gWY5yTrq+xtkyS0s77PsjS0Msc1K5t8JaCSMMI3Q8fKyhm4kYI5HHqdCZFQCCVDhw7P9/wBZOvbGwsR3UiYkHgJhYeJt2vF5o0aNb48XGItH8de6/wDtbb/+bu+tvpRX+5bjsvVzdN0td1t1PAu3ttQMk9reqdjNX3KJMEVMIGHckk/AjtlfNOi3jveY1CpuGzcqWeaCQHbcg80UcbsR/wCo9xiVcfHIPbWGXPEsFJBzVp7x5x6it2SuqWmchaQMErMKs0pGiSOI48YZ+jSwp94b6qK23UYvtoj95tKscz7ak8JDHL4ZDsLieJLYCj+V8MkECrTqjuv31BY573bIJqiR4Ukk2y3h+Ita1HxJFyJyZEcjtjivwYhTZ0pIDsfDzjOn0dqFuErSW5L5j3OR7ocejWX939Tfvdtj93Kj8do939Tfvdtj93Kj8dq3eK90+HnHN6JJ+/R3L+iNRo1l/d/U373bY/dyo/HaPd/U373bY/dyo/HaN4r3T4ecHRJP36O5f0RqNGsv7v6m/e7bH7uVH47R7v6m/e7bH7uVH47RvFe6fDzg6JJ+/R3L+iNRo0vK+p6qUu7rbZU3Xtt4qq1XCsZV29N5mhlpFUd63OcTtjzAeuQexXPy9U9zUogNduK0UoqDEFMu22AHMRtkkXI4CpJzP6EbGTgGs1IBIKT4ecdCTsCbUhKpM1KnD2C8nI9zUGHHo0mqLqvuavyKe+24MkqQOJNqypwkZEcIxNxABxIP6wGZeSjlqZU9Qd5UlGa+e+2kRCWohONtsSDDOIXOBcvTkQR+jv8Ao0oq0G4B8POLFejVUhQSpSQTYWX2+5pDZ0aVVRvrfFOa5HvNqaS3RTSzou22JAizzAPvLBOFPx/R69tcdwdQ957bsJ3FW3m2SUq0NTXMsO2mMirA6I6FWuQw/KRRx+HcHBBGpNWkByD4ecIj0dnrUlCZiXUWHt3OfuQ29GsNYK7f25LeLnbd37bMJkeLz7cnBDoxVgQK44IIII9QQQdWPu/qb97tsfu5UfjtWJmlQCkpLHs84wzKBElZlrnJBFiGX9EajRrL+7+pv3u2x+7lR+O0e7+pv3u2x+7lR+O1O8V7p8POE6JJ+/R3L+iO+5/+d7R/tmX/AMfWaj9P95zb1t9fWVNBDRSUdfNSiKOdpcxK35uQsUUZZe/l5L8mOqLclB1IF52qJN17aZjd5BGV2/OArewVfcj205GMjHbuQc9sGFSX3c9srNy2ymve2KEbfhFzrWj20VjmEvikupW4fbzC4bmFOcZ9c6zb1SJpJBAva2iefAA98doUEifSBCVpUsJBB69hvFA2wXcqA1eGno0lYOstdUQCpTelrMXg08xdNlV0gHiuyccpWNko6lGxkczxBZgVFtb+olxulZS0FF1J2289aFMCNtCvTmGJAOWqgBkgeuPtJ/OXLislksPmnzimb6M1skErsBn1JtuP3ekNTRpOr1ZrzQ1dc+/LLH7AWFRE2za7knEeYgis4Mo9CysVDELnkQNfZOrNYlQ0H5QbGyJJPC867LuBiWSFmWVc+1d+JRixAKgDJIGDoFbLIfs4p45cYn+jFbofwTe37vSHDo0pq3qXdaKyRbgO/bJNST+J4XhbMuBduD8GypqwV82ccscsErka73Pft8tO1k3lU79sDWyXkInj2hXM7sqsSvD2vkp8rDzAAMMEg9tT0pFy2V80+cVf0eqrB8zhHUm3UOH7vPlyOkNLWW2bXQWvpfY7nUhjDSWCmnk4jJ4pTqxx+nA1lrRv69Xy7UlltnUDb0lVXQGopw20K5FkQFgTyarAXBQ/axnIxnI1TUm9jZLYNmRdQLHXC003u5qdtlV8rSrFGylCfaQjEpE7H4FVZvs99VqqUuFjmM0525xrk7CnhCpCnd0qIwTXwjECf3dr2fV9IYx6i7QhpqeorbvDTe1OscaMwkLO2OKgxllY+ZPsk45rnGRqh6hdYqHYa2OrWw1d0t13Nf4lZBIqrTiloqipZeB87yN7OyhcADzEsCArZrcN2utHeYYLjBtq4VdVWyUsU0ezxMZJqeHxSQTcORKhQB2yGAUDI7dL5ueKhWaK6bk2pPJYnnnjh+olbI0cuJI5DDmqwXZTMuUPmXxTniHISbUrwG+E8Db8zpG6l2LRpmS5ikGYFBRwjG1wQCCmW4ZbZ5sxBuIpLj9K6GyXOex3vZcVNcKUvDJEt1LK8wilmDxEwgyUypGPFnwPDZwODeur2D6R9kvOzIb9tOgor1ejVNS1Nnprg0r04V5kab8zFJK8R9ncoywkspDEKvIrVCo2xRWFr9JU7BpbVS07RpN+T2o4imkWR3wi1JZYjxmzlQp7nuGBM66XK3rTnZF6uuy/Y6NY5Uts2waqWBFMYkVxEKkqmFZjhgrDhIcAKTrOJ1QAXmD+Xz/K8dmfs/YUzAmVRrBBGK85iB7QbATxTYKBTxVrv7zd6fcHS6vv1IUMFxsMtXHwkDrxkpywww7MMH1HY61WkrW74krtnyRQb7sKWWrWW1I1Js6sHhoFVHKp7X5FXxFUclGWwFDZAM1uqlWIJ54+o9glFMgeVU2XcSyg/ZyPau2cMRnAIVz6IxGzpaEqJVy4p58481O9H6haMMoEAKVbBNLPhAB9XmGY84bujSZn6xy0qRz1XUSyQ08lHJXCZ9k3EKIU4lmI9q5LgOp7qB3/AEjN5Yrx1Hv24a2mod57ckoo7XQ1kRfbNTGeUs1WjAo1WHVh4ABDH4YwpBy4qkqICQ/xHPnyMY53o7UU8szp6ghI4qTMAzAYPLzc5QytGsv7v6m/e7bH7uVH47R7v6m/e7bH7uVH47Vu8V7p8POOd0ST9+juX9EajRrL+7+pv3u2x+7lR+O0sz1c6h01wqXuNftqGzGvntNuqY7TI9XW10NUtK8QpDWqygzMArhmGByfwwQTVMqkyiAtJD9nnzEbqLYUzaDimmoUze+M8gHSHJY2DlgSzAw9NGkTP17lpTHJVb0tUNLLJDCtW+z6oQh5FpmKlvbvLwWrhZ8gBRy/mtjteusO6rRdthW47m2wI99gSwvU2OanlpYnVBEzRNXcmZ5Zok4DBHJj6KdJ0+UctQMxxsOPH/fKNo9ENoEpGWIEh0zA+FJUWdFyEgls+GdoeGjXwZwMnvo1tjy0Ya3Qw1HWjdUc8SSKNsbdcK6gjktZdip7/EEAj5EDWpfbu35ahqySxW952bm0rUqFy3zJxnPYf4awFe1zpOrG9LnQ3JoRSbRsc7RiNDzVam7HGWU49D/jqDfuqVZt0TpXXGueaCOskKRwQDkIFc9vEVSeTqqAgEZcd+zYwJnS5YZY4n/UY9ZO2ZV109PRFXKJVnIP7pHKGo1qtbzwVT22laalZmgkMKloi32ipxlSfjj114Nls5k8U2mjL5DcvATOfE8TOcevief/AN3f176WtJ1Jqrjd6K1W+81kprquWjRzTRZSSNWZuaqjMhwpHE4YHuVC4Y9Zd/XOE0IN0rCK/wBjCN7KiqjVLuic2aMAAGMljnODlQ2nTVylBxr4xlOwtoIISVMW/vZOeWr+MNLRpXNvq9GB6iGtrXRGhVmMEKqokCd8lPPguoxHzJ+XpqXWb/s9sgoZrr1AnpfeKxGAe7VkDmREZQGRCrdpY+4JHmHfTiqQU4uHw84oOwKtwlIcngAonJ8gknK8MbRrCWjddHfbvLYrXvitlrYCyyxtZygjIzkMzRhQfKexPfBxrRe6b996pv2SL/TViZuMOkP3ecY59AqmVgnqCTmxCwW1umLnRqm903771TfskX+mj3TfvvVN+yRf6abEfdPh5xTuJf3qf5vpivuP8Z+3/wCwbx/mLdq8kslmmXhLaKJ18N4sNToRwZQrL6ehUAEehAA1SzbSuk97pL++66n2qipaijjApYePhzPC75HH1zAmP7/nqd7pv33qm/ZIv9NVpcFRKczy0HONk1SCiUmXOAKUkH2veUfd0MShYLEJkqBZaDxYyCj+zJyUhVUYOMjyqo/qUD4DX1bHZUMrLaKIGZzJIRTp535cuTdu55ANk/EZ1E903771TfskX+mj3TfvvVN+yRf6af8Ay/Lzii/34/n+mJsdntMUAporXSJCqlBGsChQpBBGMYwQSP7zr49ks0lItvktFE1KsZhWA06GMRkglQuMYJA7enYah+6b996pv2SL/TR7pv33qm/ZIv8ATQ/935ecQxd98Nft/TFrDBBTqyU8McSs7SMEUKCzHLE4+JJJJ+JOumqb3TfvvVN+yRf6aPdN++9U37JF/pqcRFsJ8POKzJQS5mp/m+mLnRqm903771TfskX+mj3TfvvVN+yRf6aMR90+HnBuJf3qf5vpiPuf/ne0f7Zl/wDH1mrZLTao5qqojtlIstcytVOIVDTlRhS5xliAABnOMazF5oLrT7i2jJV32Srj97yjw2p40Gfd9Z3yozrZaSX1ipxx/IRoq3lS5IQp3Twf31agRVna22WqGq227azO0gmaU0cfMyD0cnGeXc9/XXqHbe3aeZKinsFuili7pIlLGrL3J7EDI7kn+86stGrMCdIympnEMVnvMVcO19uQU8VKljoTHDgoHgVzkAjkSwJLYZu57nJye518ptp7Wojmj21aqc4K5io40ODnI7D48m//AJH56tdGjAnSA1U8u6zfO5ijtuyNpWm109motv0fsdIZTDHNH4xQyMWkw0mW8zHJ799dotqbbio/YDZKSWDmZSs8Ym5Oc5cl8lmPJsknJyfnq20ajdo0EMqsqVklUxRJLm5ude25vziqh2ptemMTU23LXCYDmIx0kamPvny4HbuSe3z0Ham1yZWO27UTUSCaU+xx/nH/AJzdu57nue/fVro1OBOkL0qe74z3mIUFkstNUe1U1ooop/EebxEp0V/EbPJ8gZ5Hk2T6nJ+euM22NtVJqGqNvWyU1XLxy9JG3i5IY88jzZKgnPxA+WrPRoKUmxEQKiaDiCi/aYqV2ntlYpaf3DQtDNIJmheFXjDhcAqhyq9ifQDuzH1Yk+bztDbO4MG8WWmqGDq/Mrxc8SCAWXBK+UZUnBwMg6uNGo3aCGYNDJq6hKxMTMUCOLl+/wCEVSbV2vHTJRR7bta08btIkIo4wiswwxC4wCR2J+OvSbY23GCItv21OSsh40sY8rY5DsPQ8Rn+ofLVno0YE6RHSp5+2e8xSwbK2hT0dNb49r2s09HEIIEekR/DQfAEgn+v5nudQLVDFB1Iv0cESRoLHaSFRQBk1FwJ7D9JJ1qdZWlV36jbhSNuLNYLUFOcYPj3DVcwBJSQOP5GNkifNnyp+9UT1eJJzmIjVaNIf6q9ctqbXt1ZuTrRaqNLNDH49RW1MaUodad4lMsslOHlVpHRm8R8sVGGU99Taba/0kLhY7fV03WWyVFQYmc1FHR04pqtTBUmJ+9NIcGVqPkVIBRZSuCQDSisUoOZagdLP846q/RuUkY010nC5D+sYkP/AIZGTd4zF4deqCq6f7Fra2quVZs6yz1db2qZ5KGJpJfMreZiMnzRxn+tFPwGlfUbJ683qTeFNcepNpM1ZYrrQ2iKiq5IGt1TVeH7I7+FEp/N+G+JcGQcm45z243qxdYthqlVD1l23abEktQA1/mLtUTyRjwIzNOD4YEi44qTkcjgk4Cmoxh1yi3NrXbX4xdTbEEtQRT16BMVwBWxsCA4S5JsAMOfFg8WXWLpzt2ydON1XDauz6Ga6XRKel8MUaycoX9mpWgVQyFYjFEgKh0HlzyX1EdN2yV11Fj3H0korlf1WhoaiaSnjgBKtFKhZMziKFHnLRkSygtDNggrkz32v9Iypq6iUdT7HDQzUcAgSnoY/FhqBTjxGEjwsrI0xJwU+xxxxOQeNLZvpIXG42q40/UXaa2dZqeapEMHtPtkAllaQIwhTgHieJRhj3jyCMnlRgO9xoSpOQZk8CefPu7o7FOtIpBJqqmTMwuoKMyaFAlKGS4Q7DA2EFnu9gYcWjRo11o+cxiLSAetW6wRkHa238j/APLu+tm0ELZ5QoeQwcqO49caxlo/jr3X/wBrbf8A83d9bfVEj2D2q/1GOptYkVCW+7lf9JEcxBAH8UQoHH8riM/46BTwBeAgj4n4cRj/APe5100auYRzMR1jmYIGTw2hQqe3EqMf/vbQ9PTy48SCN+JyOSg4OumjUtBiI4x4WGFX8RYkDd/MFGde9GjRASTnBo0aNERBo0aNEEGjRo0QQaNGjRBBo0aNEEGjRo0QRntz/wDO9o/2zL/4+s1odZDf9vq7nW7TpKK+V1olN7cipo0gaQAW+s7ATRyJg/8Atz8sayaV18luO7bfF1K3iDtSCKVnkhtKCoLo7HGaHyqChHI5z3IGAM5TOEpSgQc+Wg5x3pWzFV8iWpExIwpuDiyMwpBski5UBm/wht6NI+Tekltfwb91S3nC71Bp4pKGmtVZDNiNGZldaAHiC4GSoyO/oG4923VULbprqOqO9Gp6WsNPUlae0MUiEUknjLiixIvGJvsEg4IUsQRpBXy1WAPhq2usaD6K1YAJWljkWWx7DgY6dts4dOjSYs+8KS+XCgtlD1Y6gCW5SSw07SWm2BC8aqzgn2I8cB0Pf1z2+y2K6274u1RaLNeLhv3etPFdqiaI+ClnmEUaPOgkx7CrNkwDyhcgOPUjGjp0vDiYtrZvnDf0TrLupIZswsG+LIFF/YVlxDZtD40aSdTvelpaKjuc/VffqUdbB48cz0NnTA5yIchqQH7UZ7gEHkuCc641+/IKX2kQdU99ztRgTTYobT/9uH4vIgWiZnwMkKByPYds6DXy05g+HnyMQn0TrVlgoaZTM3ZvY1tDy0aT1t3It2loYqTqrvzlcWjFMHobOrOHfgG4mk5BQwbLEY8v/UvLhU7xpKOeppqvqzv6KSlI5B7daAGBBIKn2PDEjBCg8znsvZsT01DO1u0ecIPRiqKigLDjg0x9Pc1tDo0aRzb/ALfBDHNVdXN+qJp0ijWO1W2RuLg8HYCgyoPCQD1yUIBORmxiv8jtbYX6rb1NRd55IKSKGns0vMrM8QPNaTjgmMkkEquQCQWXkJrUL9kP3ecSv0Wq5YdagO1MzQk/Y4AX0hwaNJGo3fV+/vq9b+pO+paiG6LbKg1FFa4FDEkeJGTQESpyV1yCBlCM9tdKzelDb6upoqzq1v8AjlpVld82y1cWWNmUlW9jwxPAlVHmb0UEggR06Xe2VuGj66RP9FaywxByHymO2rYHEOrRpI0++aWaXw36r7+UPLDHEVtVtbkJFBUn/gexyWGByyFBBPIAsH6lbk/pd3b+zWn8FqxFSJl0JJ7vOMlXsNdCQKmalL5OJl/+XzjW6WO8uodk6a7zut6v0c0kNXb7JQRLHLBFmV5rkVy88kcajyH1YZOAMkga+XG52Cz1sttu30mqqiq6duMtPUVdijkjOM4ZWpAQe/x1L25tuF+oNylu1/rtxPS220XCirKzwFaNi9xjHH2aOJGXi74ypPnPc9sVrmmapKUWL8i1joY20dBKoETJ9YccspFgFpKuujIqQA2TkHLKI1+3JsHqtYqracu4Ft8/jxTcJPDaTMPGoDLxYjGI2IZGD/m5ChBTkFZVbL6HUkkFwum/LluimiYz1KiU1ftRp4JKURzANghTIxU8QEIIZvMMvS09Ken1jvke5LVtqCC5RQtAs4lkYlCOOCCxDYGQCQSOT4xybONvPTvpfsvwrRR7DjitBpZKmqNNO8ZjVTTRDLGZOKkRQhjkjCHlgFyclTTTJgSuYlJVrfhfLvjt7H2zR0qzS0MyelCr4RuwSSDjuS/BOG7vpYxhLzZ+mu1rttaivPUS9S1F0payZbnPNSQCM00qtVVJMroY6hSzrmJGdUaYBR6i+B6QW7bNt2naeq1PbqixVVUYpkQT+E0qGKaIxTBwpHtSDie6u6DHmKG+u9dtC52KkuVs2TNVR3ZrhZEinikn8aKpjkqp1CQu+VklhUFzgDuQePc5jxOgVBa3rLrsWvpSONw8GSZnnl8ZaGSSYsKhjK3NKDmxPIuyZyXYlNymWlSurdi5xM1jn8H1y4R1pdSutQhM4TyoEuEiUXOJYBKSGslWEhm9rJ4rNxdKumG3b5LXXK+7ius0yNdV/NrKhR5jUeOGcrGWiigdQUAIhjRMMwUNG6f7e6KTbrtmw6C811VXrFTwi3zrGviU1LFE8LSRLIR4UixGRcJkPLNz4GQLpmUl86V77htcUtoqTBUUzR0shqgAlPTpzcOYZiyKFcK6vgkS8HBViNYyw3jpXUVMVy/JzXW2+i5wVLiSrlo3UVVSFjlPiyJI5WKQNxCFIxIyKQjnKmmQKhKpYTm/F2GXJ+3MP8LZG06+dSzJM8z8YDWKAAouEk3HVCgQwZjbFwj9D6NGjXdj5DCk3DNXWzqnvC8Ut8rqXwNs7dHhQvSxq/OtuiDk80T4AJJwMsckAMeK65UnUyzS2iku1XvneFOtWJOKLbKSYhkbDA+HSnHcr647MM4741No/jr3X/2tt/8Azd31t9YZcpakkpU1zr7x5iPV1e0KaQpMqfJCjglFxhBbdItdCuN3z4divO9bNHBZ5qnqRuWna/PMlBFNRUSPJ4ZYHkDTfm+yk+fGPQ4PbVbRdTrNVMBJvzdaAgAGKgo5vMMc1ISlJHEnGSO/qO2MuLRqwyFvZfz84yJ2rQgEKp3+KLXP+FowvoTxYKul3rQXa21FwsPULcNUaUp4iS09FDxUk8ic0pPlCPkYzlePr6RG6mWJks1TB1G3G1Nd6lYPFkpqGPwQ1O8yuymmyQQqj5Dn69iNNqopaerRY6mJZFSRJVB+DqwZT/WCAdddSJK+Kvn5xI2rQh//AG75tdFrNnu7sbiw0L8FDT9R7TLNdWk6g7kSktXEvMtLRuzKURixQUuQMyKuPtZ+A1Lr9+betgozV9Udwqa+naqhApaE8owzKTkU2PVWx88ds6Z9TTwVdPJS1MYkimQxuh9GUjBGuMdrt8MFPTR0kax0jc4Vx9hsHzD9Pc9/0nSCROAbH89f4tIn9qbPLEyCOQwaamXm9zbKwaMLUbgo6Skt9XV9RNyRrcqN62NfZaFikaCPlzxTkKfz0Yx/1fLJ1MslTJf6+pt9v6g392pqanqywhoCpjmaVV7+zeoaCQEfLB+OtxrmlPBHNJUpCgllCh3A8zBc4BPyGT/idXCUxufE+cZFbRkmWQmUArgWQRnpgHC2ed4pfq5ePv8AX79TQfhtH1cvH3+v36mg/DavtGm3aefefOMfTZmifwI+mKH6uXj7/X79TQfhtH1cvH3+v36mg/DavtGjdp59584OmzNE/gR9MUP1cvH3+v36mg/DaPq5ePv9fv1NB+G1faNG7Tz7z5wdNmaJ/Aj6Yofq5ePv9fv1NB+G0fVy8ff6/fqaD8Nq+0aN2nn3nzg6bM0T+BH0xQ/Vy8ff6/fqaD8No+rl4+/1+/U0H4bV9o0btPPvPnB02Zon8CPpjE3az3Gi3HtGep3XdLgnveUeDUR0qpn3fV98xwo2R/XjWnv1TcKOx3CrtMAnroKWWSmiMZfnKEJReIZS2WwMchn5j11S70gqai57SjpK1qWQ3qQiRUVyB7vrO2G7ag2W8XK9X6+WGLdEqy2R4lf/AIWMs6uD5scAoHJHUAMT5TkDtmjEEFSL358hqY6SpS6qXKqDhZCXIZg28UL4UtckDWK2pvHXCnZ39wWWWJ3iWLw6ctIoZ1Vi6+1AZAy2A3EBjlvzYEpUXbrfTyT10tmsbU8TeHDRQwO8k7M4CkyiY8UA7FvDz35EIARqFR9T6dxC903PXUa1VNTVNP4dClUz+OjOsZWFGKyBVJK/oOCR31YQ75pKxqlLdvKsqmp6SOsCrbVDSRswXKgoCSOSHHr5h21SlaFWCzpmOGfPhHYVT1Uosull9uBbMWGbEfHMPwMXFTV9TBfK+Glt9pNripJHpZWiJklqBGvBP4YeUuWJJVcBePx56rYLl1qasjaosdhSlWOMSxqCZGdwikq/j4VULNIwKklUKKScOY9P1CstU6pTb7ucnNgqlbBKVYnPofBwR5W7jt5T8tV9x6nLbKSSul3BXzwR7hG3S8FCjAT+MsTsQ0YOFLHOAclTxyMMXxJIxhRbtDRVJoa1xL6Mh2CboWH7wLnXPiGiZQ3TrytspfbNv2NqwQD2jKjHijjnGKjBHrg9s5JwnECS4N06oDeD0p29bhtxDIRVZBmZfCYpjEuc8wufzfcPjtx5GDLvahighrPrpcTSzVL0gm9z4USKB8DGCynkMMoK+vfscVtd1W29S225XCn37XVRtgcSRpaCpaRYxIEDNGFyQVGc4ywGc9tQpaU5rPeInotXUqOCkRdxaXMtiIGliDYPk8SbfdeudwNKtRZLNb4m8CWad6bk7JnMkYj9qPByDgElgvEk8icLa+J1VnuF0d47ZS0sKzpb0SIOZj4qeGzEyevhBv5g5OQVwoZ6v8o1iWiavl3/AF8cSRJMxaxuDwckKQDEC2SO2B8R8xqwqt0UlBca21V2/Zoamgpva5ka3DtF5BkHw8EguuVUkjkuR31GKWAXWeP2hz58Bl2PCTpVUV/1ZCTpu5mofNJ1A5PZniPYavrTDYmi3Bb7PUXOGjhCyxxACabkokYqJgM8S54DgpKjDgNxTxW3PriklQ1DYLA8ayMkSOh5FcMQ2faACBxUdwpPPOF44b5Lvu3U6QVFVvmqjp62SniopVtfP2gzrE0ZAWMkA+PGO/xJzjGo0fU/bryUsZ6hVytXSrDTI1kkV3ZkdwCphBXKxuQT2wv6RqVLQLFZDOMxz+X5RYmnrFqVOFIgg3tKmMMsmDDLLhfKOtNW9dilIsltsaSyJTR1LSxB0hbH51wEnBf1z/J7qFC4Jk1xS5dfDdfGax2daL2Vx4RRP4cSLw9Kjlgryyc9gc8WPk1JvPUKxWBqxLp1BrUNAC1R4dlaXw1EayFjwiPYI6kn0749e2vsvUCxw48XqDWK3IoVNnbkpCuxDL4eR5Y3bv8ABc+hGTqu2MueY4/q0MlFWRvBRyyFZeqmN8LaN+jeRV1HWtrdtk0FFtk3A3GRdwCcyRQewjxOLQBWkZZDiIgEsBk5/RvtU3um/feub9kh/wBNHum/feub9kh/01pS6SSxL9mnb+jHn6qZLqQA8tLP7IUHcve3B2GgtEO1V1dZ4aiin29c5W9urJleFY2RkkqJHUglx/JYfDVTsajqbfuSe31kXh1FNtOwwypkHi6yVwYZHY4IPprRe6b9965v2SH/AE1UWCnq6bqLuCOtuDVjmy2kh2jVCB49f2wox8/8dVlJC0O9uzQxpTNSunqcJS5AJbFnjTqG4mNhrG78vO/bTV276p0NqNBIWW4VdwGVp+WAjKPFjyAe7A+oIAIOcbLWZ3zcLNHSU1nud/e0z1cqVVPMkPNj7NLHK4XKleWAOxB7ZOCFOrJ4dHtNGLZZarR1AvkQVBmuWFzhF+OWUUFnunVO50NRWXKOgpjJT0RpvZhHHFzM+JmErPNyDR4YeXyhgo5sORg1m5eslmr/AHbLabRWRxwpJDO0ZBquCr4weTxUSLLHIfhgL/IzkClorBbKWSriPXikqqFHgqmindfChh8VsktHMqc2dWHLAUHIKHIxZz7RrbpbprnP1jopoaEtHLWx+II6WYArnIq+CEK47NluZzkA8NYPWTEgAkZOcSdbn9dkeuMuilTVGYJeEn7mYGcBgLA9vEuSHJBj3DdeuaVFJc7hsbbtVUeLLRZpgVkp4W8MibnJN/BsftRgch4Q+1kEdUv/AFtqbpTzCx2lbZHU0omESpzdHWoFQvIzty8FlgAwELsfVRldWFgpqNLoFi6qUlxrmkZaenWqLjIgK8TF47cz3WRv0gkBQRjF7b2xtPPu+zdbYK2jgrbfIlLVyAN7UsiVIIEcsSOZ2ZmJ4EliMNlDl04sQBJH+Ycu/no+htMs000LxypYwgX3M02US/GzZA2e/wBoAw9tGjRrpR4CElvWkvVP1U3de7b1Av8AY0ptt7d5pQrblh4yVtyj5SyVNJOUij80jMBkBpCcgKFi7cut7vtWluk609QknkkmSOSlprDUwSLFEJGkVxbQ3DBADMi8iRj1GmBaP4691/8Aa23/APN3fWzangadKpoYzNGrIkhUclViCwB9QCVXI+OB8tc5FMVkrCiA6rOfePOPZ1O2pVKkU8yQhSt3LZRSgkeqQzugvfU5W0hC0+6Kmrt8l1g62dSPZIbmbVJM8G2VQSikNSSH9j4FOHEFiwUE5zxBI6024qioldD1q6pQRxTwwzzVFs2/FFCsqsySs7UIBjwrElckY7jT515dEkRo5FDKwIZSMgj5HTmjV9lZ71fVFB9I6Uu1Igf5ZX/i8vyKGv25227uGs29X9d+oviUMIllmFLtwJ38PiF5UIJyJPkPsnGe2udt3W9wsb3w9b+psKQtSxzRNbbByV54zIqg+wcScAjGeTHiFDF05P4AAYGvuo6Gt/3hbtV9USPSOl3QSaROIM5wyrtnbc2e/Z8Loi4X2tta03tfWjqeJam2w3UQJQ7ceZIJC2CyLRFuwRiSAR6AEsQuoY3bWS3i32ql6z9TZ1rqWepeSOh2+xhEYib0FAVkUpKG5IzZHHiHDZH6AEUSyNMsaiRwFZwO5AzgE/HGT/ide9T0RTnrnvV9UCfSSlSOtSIJY/ZlC5Fv7Lgb534wkNv3V9xir9j6/wDUGNqSEzFXpNuuZQFZiI/DoWDnijHA+R/mtiv+t0IqZqR+vXUUSxU61CgU22nEueOEQrREMxDZXvxYK5UsFYh+lEYqzKCVOVJHocY7a9aDSKayz3q+qFHpFTBaiaVLHIYZVvjubvCEodyT1FbNR3Drj1HtaQTmmeorKfbSxLKORKMVoiQQkcsh7YCRM2cYz9u25jZ9y1G1puu3UiWspEkknaOj254cQQoPOzUQ45MigEgAdy3FRy086mhoqxo2rKOCdoSzRmSMMUJUqSM+mVZgcfAkfHXfR0NTAYz3q0/i18ucN/SOlx4uipZssMrPV90T8PK6AlvG62mpo6DrVuypE1pjuUsYnsXjwtJCZY4/DS1NyBVTllJwChweQ1bINyx3eh25XdY+o8d2rYIqg08dJt9hGryFMnnb0fiMFiSg7dvteXTp0aE0ahms9584rmekclQATSyxb3Jeev7vLl2XzJ/Pv1ruMAr0rusHU6Ka1sfbEjpdtuIU8TgrMTRDGSydiP5WRyUFtSbHf6y+XGltMPW7qOtRUJE7kUm3WSHxGCrzHsAkXLMoGUBOQwHHzafOuEFDRU001RTUcEUtQQZnSMK0hGcFiO59T6/PSCimAh5h53Vf+aLVeklIpCgKRAVw6stv+n2njwHOEE29YwKIJ1z6lSNXwiaER0m2nyCxAGRRkHuCCQSqnCkhiFPuzbta+WupvFJ136ginoVUVIaDbgaORnjUKSaHgBmX7TMPsn9Gn9FFFBEkEEaxxxqEREGFVR2AAHoNe9SmjmD2ph71fVEq9JKNmTSJd82lZPcNutLcs7x+d7lvdrfW+yHrd1JcRyOs7Gk26pQLkZVTQ5Y8sBh2KZw/Fiqsy06ebvkRXXr3vzDAEZorED/47W90atl0pT7aifiof90Y6zb6ZqUimkIQRm6JSn/5YZv1qVtNtDcNl3ZtCtuXVTdF/hF2mX2O409rSEk2+rw2aajikyPh58fMHW5vRqaaz3GptcX/ABoppXi4IGZpAh49sHkc4wO+q7c//O9o/wBsy/8Aj6zVxcaWSut9VRRVUlM9RC8SzRkhoyykBgQQcjOexGnRLwhaUvnq5yHExjrKpVQqnmTQkdW7JSkNjVmEgDweF/T3Xq69NSCq6f2lZnp/GqwJYuCy8Gbw1PjE5LYTOCBnlk5KjyLv1nWWCFtg2rg3mllhq4kGcK3E8nJCk5UkBj37DsGNkemlQ1shpn3fdpK2B55ErHqqgsviMh4r+d5hVWPgBzzgkkkli1Je+k+8fc1dT7f6k3iWuqII4YnrrhUoIm4qryB43LKcgyAJxyx4luGAuZaZwFgrvFrZZR3JNVs2cvCoyg5a6JjZs/t6F7tlcR4o7l10FquKy7ItJq0mlejeaSANKhlbwwyJLxXghU92PZMZYnkLW91vVEbiMVm2jTS2qmgaZXeanRaqoaLIDAuXHGTI7cc57sR311q+ltTUwWmNN8X6OW1U1RTif22cyzGTwmDO/i8mw8IOCSCGK+mvtt6c3ii3NQ7ird5VtxNNzDQzNII15IoZo1LsASUAx6cWP8rJZjKmnqkqAcXceXPwhFV2z1kzRunZfV3cwBzYN12yDi/VxHMgN7iqOolZtlUq9v0lvvrzwTcKbw5IEi8WLxU5uxBbgZByx34kgZwNVE936vxhmHTu1+zJUSEkTxpKYEjjZWKK8oy7GRCq8iAOxzglnRiQLiVlZsnuq4GM9u2T8NfIhKExM6s2T3VSoxnt2yfhj/8Az01oVJKg2I+EciXtZEsl6eWQSSxCrPoQoFg1gX8TC5otxdSZ9rVF1qdiwLXvWJHRUYplWQxmd0LyI02FPAK+S4A5+rY78Zbv1sqat5Y9h2ingESoUmeKV5WLnl5hOMKEAA7ZJYHsARpmRCURgTujv3yUUqD/AHEn/wCdEYkEaiZ1Z8dyq8Qf6hk4/wAdRuDZ1Hw8of8AbEtKlKTTS7kkOFFhaw6wtbje5PYsq+6da6ie40tJsW00sEcLLb6pZ4ZXEpEoV8NIAAvCDsR35fDBAk7ej3RW7hFTuzZCRS0XNaOrjWNkikZOxHGTuOLyrniSoJHM8m0xYxIEAlZWf4lV4g/3ZP8A86+RCURqJ3R5APMyKVBP6AScf46jo5xBWI+Hl8vKBe2QZapaJEtLhnTiByY3KjnxBtc2aFnE3Vi2xSLTbJtNwmkSOSqmqJYoWqqjCIXyjkAcF7niMZwFPEeJK2peuo1yqq2K8bLpaWKhLQI8yBGqX4SeYOGwVLJHkhAMynAwuWYUImWJBUOjyADmyIVUn5gEnH+J0RCURIJnV5Ao5sq8VJ+JAJOB+jJ/r1IkEN1z4eXCImbYTMlqSqRLc8QFOOzrNlbIN8lsm5OuOWln6e0ACU/JYoquF/ElLLgcmnXj5eWRggEgBmxnWh2hdd+1VdVUW8tuU9HFHDG1NV08qssz4HiBlDsU7kcfmAflk6mMSCNRMys4A5Mq8QT+gZOP8TrL2PpxYdv713Bv2iqbo9y3I0Rq45a6Q0qiOKONeEAIjBxEp5EFslu+DjUCUtKwoKJF3cjy/MQyq+lqZM1EySiWW6pSlRJU4s5XYM5chWjXBH2CXfF3NRWW2+WKjpVqqinjhntE08gEUrx5Z1qUBzwz2UYzjvjJhbQuMl33dW3aWNY3rdr2OoZF9FLy17ED9HfV79WYo3lNLd7nTJLLJMYopwEDuxdiMqT3Zif79VVgoqe2b9u1to0KQUm3bNBEpJJCLNXgDJ9ewGowqC0PrryMAnSplPPCG9kMyQGGNNiRmcs3yN7312sn1PgsMezbte7/ABURhtdFLUeJW1EkEEYQrJmRo/MF5RITgEkAj4kHWaUNbdfpHW2O8+6NsWa58Kqsa2rWPGrvH7b+ZDOs6gL7MTgFQwKryJOQWqT6spIdweD+EV7FpVTqhM1M1KClSfaXu3c8FHLmeDwvtp77t92t9Vc7fsm31cz1Fp5NQ3udmDOwjiZpFlYcmRIzHxbshAJYLkzLVvratu21tyCLbtuobHvaSrWtklFV7JXGOqhgRIwA8hmmjcyLyJHCGTkCuWVhU116+UczCo27aq+A3GSJPJHFIKdqmQrKW9pxxWHwxgKXyckE5Gqu77q652OL35crZZKaiEFGJxWGnpoaaVpZlnIJrSJCFMJUNIoY4GUJYDl4VITiW5td0Dln2gNp8I98qqk1M0pSJbFQYCpN2SUgB0m4UykkgMzXN4wls6n/AEedrV8m6bP00uEUlulUPcEhZ2ikkepZiwZ+eI2gqDIxBCEN64J13vPVLpHW/Vjl07rfeN5vIjtsNzkJMbeJFBNM6iU4CrEEwc4YJ2wxOtxYt0fSSe8W36x7D25DaJ6tfbpoJ0D09KZp0ypNU3NhGlPJnj3ErADkuDPtl162xXmew1FPY5lWZ5vaZY0Z4qaSsxG5jSpDEeD4oA4r3iB5MSUEy0TCEh8/8Nr2J42ceIvlEzqmllTjNUylJ49MKnSxDOE8FXI4gskXeGlo0aNduPk8KPcdVPZup+9L6l+udIKXau3+FPSLTZqJXrLokcQM0T4LPgA9u7nPYDEuDfFgqqanrKfqjuB4qsBom9moByBOB604x3+fp6nAIJurR/HXuv8A7W2//m7vrb6wy5SlAkKYOddTzEeora+RJUiXNlYlBEq/VFt0ixdCuN3flpCupd7We4V72229R9zVU8VXT0UoSjoQI5ZpCiBi1MMfZY49cD9Iz8r99WG2Uk1XWdTNyoKeVYnT2KiL90MnIL7N3HAciR6Aj4nGmlo1aJK+Kvn5xk/adHi/cWtxQ/O+67eFucKao6hWeirJqGt6gbrWWOYQqsVvpJi2Y0bLBKU8AC4HmwOxOcAkdLrvu0WO719lu3UHdcVTQOiMsdtpZi4aNXyojpSTjlgj9A/nLlq65xU8ELyyRRKjzuJJSBguwULk/M8VUf1AaXcTWbH8/qh07UoXGKn4cCjNxceqtZ3F8+DQtV3dQNSQ3H8oO6BST0xqlY2+lWQIJWjJMZpAQOS4HqTkEDHfUduoFghoHudV1K3LDSqI2EjUdCwbm3FAAtMSWJz5fXse2mto1O4mP7fz+qEG06N7yOOqMtP3WfPwhWjetuFyqLbL1C3GrwQiZcU9C5kXjyJHGmII9MYJPqcAYJsdu3dd010lHaOoG4nEcbOzPT0KEFSmQVNNnH5xcH0Pm+Xdg65+zwmoFUYl8YIYw+O4UnJH+IH+A0JkTAQ6nHx+HH9eBWZtOmUghEllNn1CH1bdj5xS/Vy8ff6/fqaD8No+rl4+/wBfv1NB+G1faNXbtPPvPnHP6bM0T+BH0xQ/Vy8ff6/fqaD8No+rl4+/1+/U0H4bV9o0btPPvPnB02Zon8CPpih+rl4+/wBfv1NB+G0fVy8ff6/fqaD8Nq+0aN2nn3nzg6bM0T+BH0xQ/Vy8ff6/fqaD8No+rl4+/wBfv1NB+G1faNG7Tz7z5wdNmaJ/Aj6Yofq5ePv9fv1NB+G0fVy8ff6/fqaD8Nq+0aN2nn3nzg6bM0T+BH0xgtybeu63nagO+r4xa7yAEw0OVPsFWcjFP69sd8jBPxwRVU+6K6prN40a7r3GrbRiErlo6IGccHPp7J5e8bY+0SpVviBrY7n/AOd7R/tmX/x9ZqP0/wB5yb1t9dVz0lPSy0dfNSeFDOZfIreRi3ELkjv5Sy/p9QMpT60oSpiX10Tz4P8AGO4ierognzJKVpSkB2SMJMxXDDdwCnQO+bRjY+othSmnev6l7ignpB+fgjoqWRgeBcBR7IGbKKzAcQcK3bKkas7ZuWluptjwb/3RHDeTKtDJNRUUfivFy8RSrUoK449s4z3x6Z0wp6OlqZaeaogWR6WQywlv5DlSvIfp4sw/vOurAMCrDIIwRpxJmtdXz8/1nyjNN2nRFPq5DE64CBY5er1Y3OTjPrQqF6h7fmraa20nUrctRWVdM9ZFDHSUGfBQgMxY0/EYyPU/Ht6HExt0RNuCosNPvzckz0VPPPVOKaiHhmOZIQoBpfMWdiPUdlz6MpLJhhip4kghQJHGoRFAwFUDAA17025X73z+HH9coFbUo36kizHPBnraWMhw1zJFoVFFv+zXS4U1ttvUTdEssxkLiS30kTJGkbOzhWpMsPKB29eXzBGuJ6m7ZWKsqJOpW6YobfF4tS01vo4ygJUDCtTBmyWwCoIODpu6NIJE1vbv2H6ob9qUOL+rlrcUa3/stLC1s75QqabfdsqbVJeBv3dccFP7OagyUVCgiE0bOp5Gn4tgKc8ScHHz1fbaq4t2xSz2LqTf50hWFnJpqFcCWNZE9ab+ay/35HqCBuNGrEyVA9ZT9/nFE/aVOtJEqThPB8BbLMbsPxa4zGbXofq5ePv9fv1NB+G0fVy8ff6/fqaD8Nq+0as3aefefOMPTZmifwI+mKH6uXj7/X79TQfhtH1cvH3+v36mg/DavtGjdp59584OmzNE/gR9MUP1cvH3+v36mg/DaPq5ePv9fv1NB+G1faNG7Tz7z5wdNmaJ/Aj6Yofq5ePv9fv1NB+G1V7coqmg6ibghqrvV3FzZbSwlqVhVlHj1/lHhIi47Z7jPc9/TGy1mLf/ABl37+wrR/mLhpFICVJI11OhjVIqVzZE9KgPZGSUj7aOIAMafRo0avjlRmL/ANTNibWqa6j3Huahts9vpva5I6mZY3eIKWJjUnMhAHcKCQSo+I1nN93/AGFuy32+kh6m7YtVypKoV1IK6enqE5rG0brLTtIvMBZz25DixQ/DBvtydK9hbvrqm5bisPtdTV0wo5n9qmj5Qh0fjhHAHmijOR38vrgnKivt46ZbN6h3uKq6ZV0xs7mAVdHW1k0szzLBX+FFCQIFLT8DwEoPIs5UK0h1yqudOkpVvSkJOXtczdhyj2mwqOhq1JVRCcZ6E4lACWU8E2xG4KixBBJByzjlWbH2NTrXXK6/SBpbnb7hDPBb6WSaKSGJpZEWNhFDKqSiNyUHFFAj8NPL4YbXuy7Lss979/VP0lKOrauqqOWnpI6qKNVceIY0VVqSC8gbvgeZlLYOe1F9bPo/LVUtyq+km6I7nFPSWi2QLV4nkjmeWGnKq1WojJ8Dzc+LLmPPfuL7Zk/0fpb3Zts0PT29WaWp8lI1dWfmKfw4xPEpIqnCmVZXdVUHk3iFwGznDLMqZNQXTcW6y8/z5PcR7SoVWyKdePfuAX9VTsEgOWYksAA5HtGxYi/6K0aNGvRx8XhZ76skFLvKTdEHUPde2J622UlBVG1UtDUQypFUS+ACs9JO/iGSsdfKQDkdu2qm1SLe62joLb9I/qDLLcC4pSbLakSXivI8Xa1Bfs9857gjGcjV51W6mfUGutlFLtKG8UdbSVdbcZHqxE1PSU7wBykZjYTN+fBCFkzxPfOBq82tvPaO7LrcrbZY/wDi7K58TnThMqZZoPEQ/FTJTTpnsfzZOMFSedhQqcZYVd7h1DO9rgfHV49mldVJ2YisnU+JJSQF4ZKgyeoMTy1KDKYMoh0gNa8ILqDvTqfsyo3PEnVfdmNvVUgj9oSyZrII7f7WUXjbfLNJ3RF74wSQccdZW09aOqdbeLfbavqLvaGOeWlapcW61koKiSjRaVR7r/hk9rYmT+DbwgF/hBxd0vXPao3/ALh2TuDaIhlskrVCVB4zNWiMU6RSRrwHnMs/hYLeXipzhxjSbJ3rs7e96noNv7a4wUVHTXmKtemjRDJUSTRsAPtLIGgcMcdyG79gTiTJM1bS55udVduo4fJuMesG00bOohMrdjoICEkrwymOIAA+wbqJfDmHytCwpr5v2s6t0mxoetG9YrTWJwinnt9njqWm8B5irRtbQ8RxGcLJGoZfOrnshaf5Od4f0977/Y7F/t2oF46mW6078utNUbRgei29SEXC9GqhWpif2V6sRRQsA8qeEhyVbIY/YKhnW02x1Us27t2TbYs9trisFHPVPWSKqx8oqt6Vo8Z5Z5xOQcYwNbJCJYJQpZJJLXV3Z8GN483tSbXTJcuop6REtCZaSo7uSp3c4icFioMcJY8QACI5fk53h/T3vv8AY7F/t2j8nO8P6e99/sdi/wBu163v1l2T0+rKqi3HUVaPSULV0pigLjiIp5Qgwe7tHS1DAemI+5BKg2m8N4TbZ2LWbzorBW3KWnpUqIreiMs0hcqApVVZxjl5gqswAOFY4BtIkJClFR6ufWVbx5Rygvax3TyEDekBBMmUAolmYlAHEXyvFT+TneH9Pe+/2Oxf7do/JzvD+nvff7HYv9u1SW76SXTiopaAV1wEdwq7LLepaWmJm8JIkneRBkK5Yey1AwUUgx4cIzKp7XH6RvTa1OkVfLc4pGo66s8M0Tch7J4/jx4z5nX2WcELkAqoJHNOSY6ViceX95XnG1VB6RJXuzRh7/2Evg7/AGORvyi1/JzvD+nvff7HYv8AbtH5Od4f0977/Y7F/t2q6q697Wiur7fpLPeZ7rDPbop6NqdYpIlq5UiVmDsMcWkUEfE9hkZI0GwOqOzepsdzm2fcvbEtNUaSobjgcsZDD5qR6fHt3A06OjrVhSsvf7SuGfHhGaol7apZBqZ1OkIDOdzKYOzP1LO4Z8+EZ+87U3TZUgaXrj1DqGqJDGqQUVgLAKjOzHlbwMBUJ9c/AAk6rnpqtrbc7rRfSG39XQ2hA9SKa3WN27kjiv8A6aAzZU9gf/ka+XHrHa2u24qXd+z6NrHty4NQwTrM1XU1FSsfMkU7QLGgEXjNyEzHCEY8w1yTq50VskbPadrsIKqpkoRJRWVFSdlkpl7HtyQyVdOAfTk3fHEkZwuUvrIXZveU/BrPl/tHWlUm08CUzKQKWWIwypJBBZTOEljhyGYLvk0SqKjluFFW3Gl+krvN6e3xyzVEi0tiZUjj7s+RbiCOOG7Z7Mp/lDUKargp6aaum+klv5aamVGml90WgrGW5YV8WvKsODZUgEfHGr7YO+Okm+LvVWzaFqoxVPbqe5SFrfHA09NUxK6vxIDlSkygllAJLAEkMBz3LvLpJtm9VNgue3KaSqooEDiG1RyKC4ysA7ZLFHLccYwx75ONMpISkKK7Ze0rMEvx5d8VgzhVKpVUqsYAVh3MkKCS2fqudjzFoo6erauu9ss1s+kPv6rmusAqqd1obDFGYjw4sGlt6888xgJyPZu3bWt/JzvD+nvff7HYv9u1Nsn1Yvm2afemztq2yWeekaooEmp0pXL8QBGzhGMfeNFJAbHEYBwNYezfSHnltlsrNz7K92S3iyteaVaa4GriAIlaOOR/BQoWWI9wrYJx39dBMmSQmcsucrrbveKiiursX7Op0+rOFYUiRixdY+zhBsAchwvGr/JzvD+nvff7HYv9u0fk53h/T3vv9jsX+3al7H6o7b35XXC0Wp5EuFpigkrIJMAp4qkjA+1jKkAsq8hhhkEHWUm6+Ci6kbo2XX7TcWza4bx7jTVbTzkiihqiz0wiASMibgG8QkuPQAki1Zp5YBUosSw6yuHx5RmkyNtz50ynRToxy041AypIIT1WN0h3xJYByXsItqzpTuitqKGpm6775Z6Cc1EJNHZPK5ikjJGLeB9mRh3yO/pnBFTXWaLbNyNjrvpJ7qt1bLC9eaY0lhR2j5YabAtvccs5b+snUum+kd0vqoDVR3Kp8FLVJeZHMIxHTp4vInBycGF15LlOWByywzpLRdun3ULblPv2Omtddb2hnArKuGJ/CjTxIplLnICj88rYJUgt3IPdcEmY+5Vf+JXnyiyYvalCAdp0+GX7I9TKHWLkC8sjUtnmYw1BV0V2FULN9KLdlfJRUq100cENgLLTscLJ3twHE47HOD/eNWEdtqJaYVifST3qYTMIORorIMSEZ4kG25Hbuc+nx1d2a/dD7/cEtO37vsi411SjRpTUc9JLLKmAzKEUkkYjUkY9EHy1meo24Nt2Hf8AYtr1HTy31lNULBcKq4pMkMtPzrIaSLjEIj4352aMkc1IUEjkQAVUAEhWLO1lKN/gY1SSuqquiy6cpUxUypUgFgL+0hILkFmvwDmPFe8tFRyVkP0id9VggqEppkhpLArQu4yvPxLeoQY75YgakJTSOeH/ANSe9vEyAyLRWNypPLA8ttIOeL4IJB4tgnB1oenu4Omu+Iqyr2hZqSP2CSGOTlb0hYoyieF17d0YOHX4gk5AORrBUPXTp3FvXcG1brsKG3VNsrKgNKkCSPXuK2Gjp5EAQBjNPUypkt5CjcjhuQqWUoIdftAt1lcM+PZ4xbJk1dUubTyaQlctiobqQFAFmcGXx4MCS4ibWXSgt8L1Vd9JnfUNOrognNrs5jbnGsiMGFsI4srAhvQ4OM410ttRJeb8m37T9IXqDVSmeSkedbdYlhjqEQyGEs1uBZ+ClsKGwME4yM6LYt86fdSBUmzbKpTbbfFRSUdVUUEKxzRzUsckfhqRyTjGY1IIGAAPhgU0nUnaFm3Vuatn2HQ0lt2vLNDU3qMwCresSGGWRUg4iRl8OpX84rEkhwVUYZnCQ4JX1ToV8Pj45d8SnGtcyml0vrkpcgop7FTYbbsEl1Dqg4nLNYxovyc7w/p733+x2L/btR7jsbdltoKm4zdd9/PHSwvMypRWHkwUEkDNuAz2+JGrDZvVC0b4u1woLTba+OmoKOCs9tnVVjlEks8fEDkWGGp39R37/ozFsPV7Y+9bnRbYoIa2plvFPPKsUtJmP2dYIJucnqFR4qunK59fECkBsqLgJCwMKjfLrK1bXWOP/wDLS5i0TKdPqwCsCTK6obFdkW6oJvlxjL01TDO5p5vpL70patJJYZqWalsPiwvE7JIHC24gBSpy2ePoc4Iz6Soppa1rfD9Jne8kyyJCeFtszL4jDIj5C2Y54x5c57j5jUjqHuDZG1997V21eun1vlobk7O10ng4U1NI2Y408sTIzsWOBI0Y7jgXY8dQtq9Xegu4fdVTtaw00sdyqiIpoLPGoglDUqK7kDKlmq6QDGWBcBgpVgucKl4ylUzIke0p/nzEdxMidOp01UqkUpCg4IlSCM1cRLPumxY27Hk0ng3GeWmtv0nd41ssNRHSyrTUljlKSu/BUbjbTgkg+v8ANY/yTjxcjPbErpZfpC9QJYrcsXtDw26xuFeSXwkTtbskl+2fTtkka+2rrH0XqSslo2+7PKK6rm9ns6MYjQJFJI0pTPFgKqLjk5DSFTxYMBCfrr0XS23S6Ve3YorHJTUNfNWNRQGOsmnqZ40QqDhnWWmkbkTjylgewJhakAD1gv8A3laEjj+vjEpoq8zLUSsLpDGVJcuoJYerzJCgkB9cgYnMlTJb66tt30h99XGS3U7VNTSU1Lt/x40X7WVe3rgj4gkEHt66+PJSxSvTVP0od2wVESh5YZILCHjB/nD3d2Hcd/TuvfzDOi3pubbOy+mVz6iWPbNtudLLRx1KwKq06Vsc7rjm4jY4bxORyrZye3fWbqepHS+lopaje+zrbDcaGiFdVx0tEK2NGVY3EcbvFHI7iOWF8GNezYHcEaeaEy14MbEXLleV2u/K/ZGelTPrJZmyqXEnEUhpcgqxAJcFO7dg4uwFwHeJJpuMlHEfpNby518Tz049jsfnjVuLN/y3sOXl7/HA9TrjVbWmtG4vbZ/pEb1FVdIvYDLHSWNwDSmSQxti3kKV8dz9kEDlyOAMcn6i9GYKqeA7OqKB7YJZfEis6RkikmmcopTvjxaCYhTgZgycZXLBt192bvHa9HvpUo6u2CmlqoamaOOXwo+LLKQw5D7IZTxJBGe5GpSmXNDpXlf2lZceOj/rOqqm1OzwFTKcpQp0l5UkOS5SA0vUORyfkMDTzUtXUGjp/pPbyepWJZ5IForIZIoyvIM6i25QY/nYxg/I6iXW5m10EVzH0hN/1lNLWNQrJT0m3sGVYXlYeegXJCxsOIyxbAAOrex9TukV4uFso7dtzhPeCKZGa0oojDInBZSPRXSSLA79nGcYOJm/Kmm6fxbbs21Ol+3bjSXy7G2tC86UMdM8kL+cIsEgflGsqn7PY47hjhQAZeMrtYOCs3JAAzOsXgrl1SaaZSspQJAWinSCADiOIoSBla9/iIz8t52/BQm6TfS23ElGCQZytg8MYXkct7uwBxOc/Lvqa1upZJYqeX6TG6fFrKgUscclLYQ0k58ojwbbnlnC4PfJx+jVLtzrH0w3Dt2C51nTulooRSSzXCmejjfwFjhSVAnkCyIVqW8xKBeTk4BJ1uau8bEoendf1d2/te1VkMNqlv0LRwRRvUGOJpV/OqrYYnI5DlgkkZ1EtUuYkrC3ADm68uPHTx7oeslT6FYlTKYpUVYQ8unYqJYBxLYZG7sQxFrxkCKGF8Xb6Qu87ZVLOYUp6ug2+JywCnsi25mHYg4OD2OQMalTUNFBzlrvpI7qplhqPZhLNSbfCeJ27Bvd2M4GcZBwM4x31F2x1d6fVFtstduzY1vsdZeLk1HReywrV08koEPB4pjFGz5MsaeVMhkf1VC2pNi6s9A7jHt2S3Wu2067gqForXzt8EfMr4Cpx+YDVMCALkqWIIXg/GEGWoDr5/3lcW5538YunU1dLJBo1WcHDKkKDh3YiWRbCrirKHGAQACScfE/HRr7o114+axU3rae19yT0lVuHbttuc1AxelerpUmaBiVYlCwPE5RD2+Kr8hrvbrDY7PPV1Vps9FRzV0ni1UkECxtO+Wbk5Ayxy7HJ+LE/E6NGlwJBxNeLjUzjL3JWcOjls3yyzv2xFqtmbQrp5qqt2vap5qhZUlkko42aRZOHiBiRkhvCiz8/DXPoNSLdtzb9nlWe02SgopEpko1enp0jIgQkpFlQPIpZiF9AWPz0aNAQkFwIlVVPUjdqWSnRy3dHCt2dtK5XN71cdsWqquEkDUr1U1HG8rQsrKYy5GSpVmGM4wxHxOvtp2jtWwSRzWPbdst8kUUkKPTUqRFY3k8R1BUDszksR8WOfXRo0BCQXAvEmrqFI3ZmKw5M5Zuz4nvj5dtnbSv9RJVXzbNruE0tO1I8lVSRys0DBgYyWBJUh3GPTDt8zqbc7Rar1QSWq8W2lrqKXiJKeoiWSNsEEZVgQcEAj5EDRo0YE3DZwvSZ3V656uVzbs0+EUdf0z2HX22otf1VtlNHU2+W1mSmpY4pI6aRXVkRlGVGJZPT4u3zOvTdM+nTuJH2JYGdYWpwxt0RPhMJAyfZ+yRPMCPj4r/AM45NGl3UvPCO6NH7TrWw75TfxHj8YkNsTZT1dTXttKzmprZFlqZjRR85nV1kVmbGWIdEYE/FQfUanWiwWKwRyxWOz0VvSeQyyrSwLEHc+rEKBk6NGmCEpuBFK6uomJwLWSNCS1su6OFdtPa9zo6i3XHbttqqWrnNVPDNSo6SzEYMjKRgtgDue+uUmyNmzcRLtS0PwlaZeVFGcSNJHIWHb1LwxNn5xofVRo0aMCdIlNZUIACZig3Mx0s+0Nq7elWew7btlukWBaVXpaVIiIVVVWMFQMKAiAD0wi/Ia+1u09r3K4Ndbht221Na0axNUTUqPIUBDBSxGcAgED9GjRowJIZog1dQV7wrOLJ3Lto8TqC30Fro4rfbKOCkpYRxjhhjCIg9cBR2Gq1tl7PeKCB9rWloqWAUsCGjjKxQgMBGox2UB2GB28x+ejRoKEnMQqaicglSVkE53N+3viRbNtbdstTNWWexUFDPUKqSyU9OkbSKuSASBkgEnt+k681G1ttVUVzgqdv26WO9sHuSPTIRWMEWMGUEfnCERFy2eyqPQDRo0YEszRPSZ+PeYzitdy9ma/Jg3YIzcPRrYNNfJb1TWdIUnQpLQxoi0simN4yrIFyUIkcmMnwyxLleXm1sKC30FqpI6C2UcFJTRAiOGGMIi5OTgDsO5J/v0aNQiUiW+ENFlTX1VaAKiYVMwDknLKJGqm47T2vd7tR3667dttZcrf/APaVc9Kkk1P5g3kcjK+YA9j6jOjRpikKzEUS5sySrFLUQcrFrHPvjrZtu2Dbsc8VgslDbUqZPGmWkp0iEkmAOTBQMnAAyfgBqJU7G2XWvLJWbTs87zCQSNJRRsXDyrM+SR3zKiyH5sob1GdGjSmWghiBFgq6hKzMCziPFy/fEy17esNjZms1loaAvFFA3s1OseY4l4xoeIHZV7AfAdhqHWbH2XcKyuuFftKz1NVc4TTVs0tFGz1MRCgpIxGXUhEGD8FX5DRo1JQkhiIE1dQlZmJWQo2dy/f8B3RItO19tWFg9jsFut7CBaYGmpkiPghmcR+UDyhndgPTLMfideLZtHatknjqrPtu2UM0SyJHJT0iRsivw5gFQMBvCiyPj4afzRg0aAhIyEBqp6iolZ62dzft1zj1cdqbXu9zp71ddu2ysuFIAsFVPSpJLEAeQCuRkAEkj9PfVTH0r6fQ3K23On2nbIWtEM0NHDFSxrDF4rQszCMDAYeBGA3qAMaNGlMmWrNI1yh5e0KuSMMuaoBmsTkQQ3cSPidYkQ9OOn1NTPR0+yLFHBJFJA0a2+IK0UgjV0I4/ZYQQgj0IiT+aMej082EYfZjsuyeEUWPh7BFjisjSqMcfQSO7j5M7H1J0aNTu0aCJO0aw5zVa+0c++LWss9puNtNnr7ZS1FAVVDSywq0RVSCo4EYwCAR8sDUSu2htW6VU9dctt2yqqaqH2eeWakR3liyDwYkZK5Vex/mj5aNGpKUm5EUoqJ0r2FkdhIzZ+9h3CPE2ytn1DO8+1rTI0vMuWo4yW5mVnz278jPOT8zK/8AOOZ9DarXbKBbVbrdTUtEgYLTwxKkYDElvKBjuSSfmSdGjQEJTkIF1M6aMK1kjmTFdQ7G2XbPA93bTs9L7KweDwaKNPCYEEFcDscgHt8hqzrLbb7g1O9fQwVLUcwqacyxhzFKAQHXP2WAZhkd8E/PRo0BCQGAtAupnTFY1rJOpJe+cVUGwdj00Jp6bZ9miiKeGUShjUceKrjAHpxRB/UoHwGrAWKyCzNt0Wij91PA1M1F4C+A0LAhoymOJUgkEYwcnRo1AloFgBDLq6iY2NZLF7k569sQL3sbaG4oYYrxt2gqTSwmCmkanXxKZMqR4TYzHgojArjBRSO4Gq7bHS3Zu1qWnpqW1x1Ro5fFpZKqKNmpjxjXEIVVWIYijOEAyy8jlsnRo1BlIKsTXi1O0qxEkyEzVBGjlv1e+vGNdo0aNWRij//Z" width="252px" alt="What Are 1099s"/></p>
<p>Brentnie is a writer and contributor for Rentec Direct, providers of management software and tenant screening services. Brentnie is always ready to share relevant industry news and tips for new and experienced landlords alike. To learn more about Brentnie and to discover more great tips for rental management visit Enter the result on Schedule 1, and then transfer the total of Schedule 1 to your Form 1040. Schedule 1 reports “Additional Income and Adjustments to Income,” and it’s the catch-all form for many 1099 forms.</p>
<ul>
<li>If you are registered with the Department as an Iowa withholding agent and issue 1099s that have Iowa withholding, you need to file the VSP.</li>
<li>That is unless the particular Form 1099 includes a report for federal income tax withheld by the payer on behalf of the payee from the related income payments.</li>
<li>Health savings account, Archer medical savings account or Medicare Advantage.</li>
<li>For other types of reported payments, the 1099 filing deadline is Feb. 28.</li>
<li>Note that the form&#8217;s instructions list six special circumstances where payments to corporations are reportable and a 1099-MISC is required.</li>
</ul>
<p>Update the vendor record within your accounting system to include information from their W-9, such as their Employer ID Number or Social Security Number . Now that we’ve gone over the purpose of W-9s and 1099s, let’s discuss how you can set up an IRS-compliant vendor payment process. There are several simple steps you can take throughout the year to ensure IRS compliance and make it easier to issue 1099 forms. If you use a lot of contractors, just keep your accounting up to date throughout the year, and let your software do the work in January. You should receive four versions of the above form to be printed out for each contractor.</p>
<h2 id="toc-0">How Can I File State Copies Of Income Statements W</h2>
<p>Reach out to it first to see whether you can get a replacement Form 1099. Ask the payer for an amended form if you receive one, but you think the information is wrong. Independent contractors, freelancers, and sole proprietors should receive their 1099-NEC forms from their payers by January 31 of the year following the tax year. Form 1099-Q reports payments you might have received from a qualified education program. Think contributions to Coverdell Education Savings Accounts or 529 plans that were made on your behalf. You’ll receive this 1099 if you’re the plan’s designated beneficiary. You might have been making contributions to one or more retirement funds throughout your working life.</p>
<p>Got money from a pension plan, profit-sharing plan or annuity? The type of 1099 form that you will use will depend on the type of income that you received. ScaleFactor is on a mission to remove the barriers to financial clarity that every business owner faces. If you are registered with the Department as an Iowa withholding agent but are not required to withhold Iowa tax, you will file the VSP showing zero due.</p>
<p>Investopedia does not include all offers available in the marketplace. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts.</p>
<h2 id="toc-1">Electronic Filing Of W</h2>
<p>The penalty starts at $50 if filed within 30 days past the due date. It increases to $110 if you file after 30 days, but before August 1. All 1099s filed after August 1 are subject to a penalty of $280. This is the same penalty levied if you do not to file a 1099 at all. Each year, U.S. employers pay more than $5.5 billion in IRS penalties for employment tax violations, according to a study by QuickBooks Payroll. Employers must mail W-2 forms to their employees by January 31 of the following calendar year. Business owners can also generate and file W-2s through Square Payroll.</p>
<p>Common payment purposes covered by Form 1099-MISC include the following. Fill out a new 1099-MISC form with the correct information and mark the &#8220;corrected&#8221; box on the form. File the corrected form electronically or by mail. Availability of Refund Transfer funds varies by state. Funds will be applied to your selected method of disbursement once they are received from the state taxing authority. When you use an ATM, in addition to the fee charged by the bank, you may be charged an additional fee by the ATM operator.</p>
<p>Using a service like Square Payroll, you can easily transition your contractor to an employee and start withholding taxes and paying employment taxes. It depends on what you are hiring the independent contractor to do. In some cases, independent contractors are paid more per hour because of their expertise (and that’s what you’re hiring them for). If you use Square Payroll, you can pay 1099 employees by logging into the Payroll section of your online Square Dashboard or Square Payroll app and clicking Pay Contractors. From there you can record a payment that’s already been made or pay by check. While commission-based pay isn’t exclusive to 1099 employees, you may want to track commissions.</p>
<p>Although self-employed taxpayers who earned less than $600 may not receive a 1099–NEC, they still must report all income when filing their taxes. A copy of the 1099-NEC form and the instructions are located on the IRS website. A 1099-Ris issued if a taxpayer received a distribution or payout from a pension, retirement plan, or individual retirement account . Also, certain annuities and life insurance contracts may issue a 1099-R.</p>
<h2 id="toc-2">Step 2: Find Out How Much You Paid</h2>
<p>Individual taxpayers do not have to issue and submit 1099-MISC forms when they make any of these types of payments, such as if they pay an attorney. That requirement is only for businesses and self-employed individuals. Anyone who receives income that doesn’t result from an employer/employee relationship might expect to receive a copy of a 1099 form, depending on the amount of that income. To ensure compliance with IRS information reporting regulations, organizations must have a strong year-round vendor payment process in place. Waiting until year-end to determine compliance is often difficult, and it can be nearly impossible to obtain missing W-9s from a vendor or get incorrect W-9 forms revised at the last minute.</p>
<ul>
<li>The 1099-NEC is among of the most common, generally sent to freelancers are not employees of your business.</li>
<li>Need additional guidance or want more time on your hands to focus on the parts of your business you love?</li>
<li>This form is issued if you received payments exceeding $600 for goods or services via third-party services, such as credit card processors, merchant card services, or even PayPal.</li>
<li>No, SSNs should be unobstructed and unaltered on income record forms.</li>
<li>H&#038;R Block does not provide audit, attest or public accounting services and therefore is not registered with the board of accountancy of the State in which the tax professional prepares returns.</li>
<li>For example, as of the 2020 tax year, independent contractors and freelancers who earned $600 or more in non-employment income should receive a 1099-NEC.</li>
</ul>
<p>Typically employer payroll taxes are made up of federal unemployment taxes, state unemployment taxes, Social Security taxes, and Medicare taxes. Business owners generally do not <a href="https://www.bookstime.com/articles/what-are-1099s">What Are 1099s</a> have to withhold or pay any taxes on payments to independent contractors. Payees use the information provided on the 1099 forms to help them complete their own tax returns.</p>
<p>The dreaded end-of-year tax hustle doesn’t have to be so dreaded! With the right processes in place throughout the year, preparing and issuing your organization’s annual 1099 forms can be a breeze. If you do not file on time, you will be fined per return and the penalty increases with each month that you do not file.</p>
<h2 id="toc-3">Talk To A Tax Attorney</h2>
<p>Yes, Michigan participates with the CF/SF Program. This means that the Internal Revenue Service shares certain income record form information, automatically satisfying a taxpayer&#8217;s filing requirement with Treasury. Treasury is unable to send copies of past filed income record forms. Accordingly, you should make this request to the IRS. According to accounting firm eFile, the due date for filing a 1099 statement depends on the type of 1099.</p>
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" width="251px" alt="What Are 1099s"/></p>
<p>This includes payments you make to independent contractors for personal or household services-for example, payments to babysitters, gardeners, and housekeepers. Running your home is not a profit-making activity. Determine whether you are responsible for backup withholdings.If the contractor did not provide a TIN—or provided the wrong TIN—you may be responsible for backup withholdings on their behalf. Typically, you won’t have to worry about withholding for 1099 workers because they are responsible for paying self-employment taxes on their income tax return.</p>
<h2 id="toc-4">Turbotax Online</h2>
<p>More and more small businesses are spending money on contractors. In 2018, 8.7% of U.S. sole proprietorship business expenses were spent on contractors, according to the IRS. The difference between an employee and an independent contractor is the degree of control you have over the worker or the amount of independence they have. We&#8217;re an online bookkeeping service powered by real humans.</p>
<p>The IRS relies on 1099’s to monitor income sources not recorded on a traditional W-2 form. W-2 forms, as you may know, report salaries and wages, and miscellaneous income is reported on a 1099 form. Income you receive from any sources other than an employer must be reported to the IRS after the end of the tax year, just like the income from your job. The payer reports the payments to the IRS, and the payee must then report the income on their tax return. Taxes typically aren’t withheld from this type of payment, whether it’s from self-employment or investments, so you&#8217;ll have to pay the tax on it at tax time. Businesses that issued W-2s or 1099s that contain Iowa withholding must electronically file those documents with the Iowa Department of Revenue using GovConnectIowa. In box 3, enter all money paid directly to independent contractors for their services.</p>
<p>The most common reason you might fill out a 1099 is if you work with an independent contractor. In that case, the type of form you’ll issue is a 1099-NEC, for non-employee compensation. The IRS says you must fill one out if you paid $600 or more to non-employees. A Form 1099 is what business owners send to non-employees annually to report how much the business paid them. The IRS calls them “information returns.” The purpose of 1099s is to help the IRS make sure people report their actual income and help non-employees accurately report their earnings. If you paid someone who wasn’t an employee $600 or more, you’ll likely have to issue them some type of 1099. There are several different kinds of 1099 forms — some of which are for very specific instances like interest payments on business debt and dividend payments to company shareholders.</p>
<p>If the payee doesn’t provide W-9 information, he or she is subject to a $50 per attempt penalty fee. Fines start at $50 for a business that doesn’t collect a W-9. If you want to transition your contractor to a full-time employee, you need to hire them for an open position.</p>
<p>The 1099-MISC form is often considered a catchall for income that doesn’t fit into other categories. However, the most popular use of 1099s is reporting independent contractor payments for services provided to a business. People who receive 1099-MISC or 1099-NEC forms are not considered employees. That means businesses are not liable for paying a share <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> ofstate or federal income taxesor for deducting any payments to the Social Security and Medicare Trust Funds. As a general rule, you must issue a Form 1099-MISC to each person to whom you have paid at least $600 in rents, services , prizes and awards or other income payments. You don&#8217;t need to issue 1099s for payments made for personal purposes.</p>
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" width="250px" alt="What Are 1099s"/></p>
<p>If you can show reasonable cause for your delay, it could save you major penalties that could arise from not filing the forms on time. Moving forward, make sure to get a Form W-9 from all your vendors before sending out payments. This will save you a lot of headaches next January so you don&#8217;t have to track down their mailing addresses or EINs. Remember, you as the receiver or payee do not send the 1099 to the IRS when e-filing. You may find that Treasury staff use the terms &#8220;wage statements&#8221; and &#8220;income record forms&#8221; interchangeably. However, wage statements are technically a subset of income record forms. Wage statements refer to Michigan copies of Forms W-2, W-2 C. Income record forms are Michigan copies of Forms W-2, W-2 C, W-2 G, 1099-R, 1099-MISC, and 1099-NEC.</p>
<p>Each of these federal publications are updated annually. Income record forms should be mailed separately by issuer&#8217;s employer identification number or Treasury account number. Boxes only apply to businesses that partake in the Combined Federal/State Filing Program. These businesses are not required to complete these boxes, but doing soaccording to IRS instructionsmay be helpful. The distinction between W-9 and 1099 tax forms lies in who provides them and what kinds of financial and tax information each form contains. Once you’ve decided whether to hire employees or contractors — or both — you need to get familiar with the forms that the IRS requires you to submit for each type of worker.</p>
<h2 id="toc-7">Am I Required To Send Income Statements To Michigan Electronically?</h2>
<p>Free In-person Audit Support is available only for clients who purchase and use H&#038;R Block desktop software solutions to prepare and successfully file their 2021 individual income tax return . It does not provide for reimbursement of any taxes, penalties, or interest imposed by taxing authorities and does not include legal representation.</p>
<p>You must send and file a 1099-MISC for certain types of payments of $600 or more you make during the year. Below that threshold, you typically do not need to report the payment.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Transitioning from Crisis Liquidity Management to a Digital Business as usual United Kingdom</title>
		<link>https://latishahardy.com/2022/02/17/transitioning-from-crisis-liquidity-management-to/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 17 Feb 2022 13:47:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=7144</guid>

					<description><![CDATA[Content Why Liquidity Matters for Businesses (and How to Manage Yours) Current Ratio Improve your capital liquidity How Does Liquidity Differ From Solvency? Four Basic Types of Financial Ratios Used to Measure a Company&#8217;s Performance Resources Low liquidity ratios indicate that a company has a higher likelihood of defaulting on debts, particularly if there&#8217;s a [&#8230;]]]></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">Why Liquidity Matters for Businesses (and How to Manage Yours)</a></li>
<li><a href="#toc-1">Current Ratio</a></li>
<li><a href="#toc-2">Improve your capital liquidity</a></li>
<li><a href="#toc-3">How Does Liquidity Differ From Solvency?</a></li>
<li><a href="#toc-5">Four Basic Types of Financial Ratios Used to Measure a Company&#8217;s Performance</a></li>
<li><a href="#toc-7">Resources</a></li>
</ul>
</div>
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" width="258px" alt="liquidity in business"/></p>
<p>Low liquidity ratios indicate that a company has a higher likelihood of defaulting on debts, particularly if there&#8217;s a downturn in its specific market or the overall economy. Liquidity is important because it shows how flexible a company is in meeting its financial obligations and unexpected costs. The greater their liquid assets compared to their debts, the better their financial situation. If liquidity risk gets too high, your business might succumb to insolvency—a complete inability to pay any of its debts.  Insolvency can lead to costly restructuring or a fire-sale on valuable assets.</p>
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" width="258px" alt="liquidity in business"/></p>
<p>Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison <a href="https://menafn.com/1106041793/How-to-effectively-manage-cash-flow-in-the-construction-business">construction bookkeeping</a> in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 &#038; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</p>
<h2 id="toc-0">Why Liquidity Matters for Businesses (and How to Manage Yours)</h2>
<p>Similarly, an acid test ratio greater than one doesn’t automatically mean you’re liquid, especially if you run into any unexpected problems collecting accounts receivable. If you have liquidity, that means you don’t have to do anything drastic to settle your debts, like sell your car or declare bankruptcy. Without enough, you could face challenges in meeting your financial obligations and ultimately, your company could go bankrupt.</p>
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<h3>Why is liquidity important in a business?</h3>
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<p>Why is liquidity important? Liquidity is the ability to pay debts when they are due. Liquidity is an indicator of the financial health of a business. Every organization or an entity that is profitable will find itself in a position of bankruptcy, and it fails to meet its financial obligations to short term creditors.</p>
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<p>Cash is the most liquid asset, followed by cash equivalents, which are things like money market accounts, certificates of deposit , or time deposits. Marketable securities, such as stocks and bonds listed on exchanges, are often very liquid and can be sold quickly via a broker. Gold coins and certain collectibles may also  be readily sold for cash.</p>
<h2 id="toc-1">Current Ratio</h2>
<p>Many small business owners consider a working capital loan from an online lender to offer a stopgap through the rough times. Loans and financing can enable small businesses to pay off creditors, buy inventory, and cover payroll during off-season periods. While some small business owners may worry about whether taking out a loan is too risky, there are plenty of ways to ensure that you’re able to keep up with your loan payments. Just make sure you do your research ahead of time and never take out a loan for more than what you really need.</p>
<p>Companies with a high cash ratio can rest assured their liquidity is sufficient, as only the most liquid of current assets are included in the calculation. A small business is considered to have a high level of liquidity when it has large amounts of cash and other current assets that can be converted into cash at short notice. Working capital management is a strategy that requires monitoring a company&#8217;s current assets and liabilities to ensure its efficient operation. Solvency, on the other hand, is a firm&#8217;s ability to pay long-term obligations.</p>
<h2 id="toc-2">Improve your capital liquidity</h2>
<p>JP Morgan &#038; Chase, the median U.S. small business holds an average cash balance of $12,100 . The issue of trust is an ongoing challenge that the industry is trying to solve <a href="https://azbigmedia.com/real-estate/how-do-real-estate-accounting-services-improve-clients-finances/">https://azbigmedia.com/real-estate/how-do-real-estate-accounting-services-improve-clients-finances/</a> for in new ways in the era of eCommerce. In the example above, your stamps are illiquid, and would most likely not be worth their full value if you wanted a quick sale.</p>
<p>Current, quick, and cash ratios are most commonly used to measure liquidity. Liquidity is measured using ratios such as cash ratio, current ratio, and more. These are most difficult to sell because of the high degree of complexity involved in the sale. In some industries like construction, customer accounts regularly take more than 90 days to collect, making accounts receivables unsuitable for the quick ratio. In addition, you may wish to exclude accounts receivable from the quick ratio as well, depending on your industry.</p>
<p>In the world of accounting, assessing liquidity means assessing financial obligations that come due within the next twelve months. A low liquidity ratio says your company may be suffering financially and that your business is on the road to economic stress. Low ratios help spot trouble ahead, so you can jump in and liquidate some assets before it’s too late. One missed payment can mean your company’s good credit history and short-sightedness can miss hurdles in the future. The current ratio is one of the most popular methods of figuring out how liquid a business is. It shows how many times a business can pay off its current liabilities using its current assets, as reported on the balance sheet.</p>
<p>He started his career with Deutsche Bank and worked at other large financial institutions, such as Citigroup, Bear Stearns, and Societe Generale. After a few years spent in risk management, Ali moved to the front office where he worked in Sales &#038; Trading, covering the sales aspect of the futures clearing business. For the cash ratio the values would relate to just cash as opposed to all current assets. A value above 1 indicates that a company has more current assets than current liabilities. A value of 1 indicates that a company has current assets equal to current liabilities.</p>
<h2 id="toc-4">What is Business Liquidity and Why Does It Matter?</h2>
<p>Cash can be paper money, coins, or checking or savings account balances. Cash is very useful for immediate needs and expenses, such as daily spending, rent and building an emergency fund. Again, the higher the ratio, the better a company is situated to meet its financial obligations. Cash ratio &#8211; Cash and cash equivalents divided by current liabilities. Current Assets is an account on a balance sheet that represents the value of all assets that could be converted into cash within one year.</p>
<ul>
<li>Liquidity ratios determine a company&#8217;s ability to cover short-term obligations and cash flows, while solvency ratios are concerned with a longer-term ability to pay ongoing debts.</li>
<li>The current ratio, also known as the working capital ratio, is calculated by dividing the current assets of a business by its current liabilities.</li>
<li>Consider a fast food restaurant that has virtually no receivables and a very low inventory (bread and milk don’t store well).</li>
<li>In addition, you may wish to exclude accounts receivable from the quick ratio as well, depending on your industry.</li>
<li>However, most businesses will want to avoid having a ratio that is permanently stuck at less than one.</li>
</ul>
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<h3>What does liquidity mean in business?</h3>
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<p>Business liquidity is your ability to cover any short-term liabilities such as loans, staff wages, bills and taxes. Strong liquidity means there&apos;s enough cash to pay off any debts that may arise.</p>
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		<title>Income Statement Definition: Uses &#038; Examples</title>
		<link>https://latishahardy.com/2021/12/06/income-statement-definition-uses-examples/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Mon, 06 Dec 2021 15:25:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=4180</guid>

					<description><![CDATA[Content Sample income statement Expenses and Losses Income Statement Template Company B Income Statement A Critical Skill for Business Leaders Income from Continuing Operations Reporting Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from [&#8230;]]]></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">Sample income statement</a></li>
<li><a href="#toc-1">Expenses and Losses</a></li>
<li><a href="#toc-2">Income Statement Template</a></li>
<li><a href="#toc-3">Company B Income Statement</a></li>
<li><a href="#toc-4">A Critical Skill for Business Leaders</a></li>
<li><a href="#toc-5">Income from Continuing Operations</a></li>
<li><a href="#toc-6">Reporting</a></li>
</ul>
</div>
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" width="255px" alt="The Notion of Income Statement and How to Compile It"/></p>
<p>Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. While these drivers are commonly used, they are just general guidelines.</p>
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<h3>IM Cannabis Reports Record Second Quarter 2022 Financial Results; Revenues Increase 114% YoY to $23.8 Million &#8211; PR Newswire</h3>
<p>IM Cannabis Reports Record Second Quarter 2022 Financial Results; Revenues Increase 114% YoY to $23.8 Million.</p>
<p>Posted: Mon, 15 Aug 2022 12:00:00 GMT [<a href='https://www.prnewswire.com/news-releases/im-cannabis-reports-record-second-quarter-2022-financial-results-revenues-increase-114-yoy-to-23-8-million-301605589.html' rel="nofollow">source</a>]</p>
</div>
<p>Xhibit 2 below is a high-detail version of the Exhibit 1  Income statement. This example might represent a manufacturing firm, but the general format and significant categories are typical for companies across a wide range of industries. Retained earnings, in other words, are the funds remaining from Net income after the firm pays dividends to shareholders.</p>
<h2 id="toc-0">Sample income statement</h2>
<p>This allows the company to determine how profitable it has been during any given period. Real-world income statement examples <a href="https://accounting-services.net/what-is-an-income-statement/">The Notion of Income Statement and How to Compile It</a> will help clarify how income statements are built, what they show, and how they are used by businesses and investors.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="The Notion of Income Statement and How to Compile It"/></p>
<p>It includes an understanding of generally used accounting frameworks, procedures, and principles in most industry entities that will help accountants compile industry  standards. If these items sound familiar, it’s because they’re often singled out to be added back to net revenue. The resulting figure is called Earnings Before Interest, Taxes, Depreciation and Amortization (“EBITDA”) and is often considered a more accurate representation of a company’s profitability than its net income. Comparisons to previous income statements to see how much the earnings per share has grown.</p>
<h2 id="toc-1">Expenses and Losses</h2>
<p>Your local tax agency could audit your business at any time, and financial statements will help you weather those storms more <a href="https://accounting-services.net/">https://accounting-services.net/</a> smoothly. Below, we’ll dive into why you need them and how to prepare financial statements for your ecommerce business.</p>
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<h3>What is the 5 major elements of accounting?</h3>
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<p>This Accounting Basics tutorial discusses the five account types in the Chart of Accounts.</p>
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<p>First, input historical data for any available time periods into the income statement template in Excel. Format historical data input using a specific format in order to be able to differentiate between hard-coded data and calculated data. As a reminder, a common method of formatting such data is to color any hard-coded input in blue while coloring calculated data or linking data in black.</p>
<h2 id="toc-2">Income Statement Template</h2>
<p>Work out your revenue – Now, it’s time to work out your business’s revenues. To do this, add up the revenues from your trial balance report and enter the final amount in the revenue line item. Produce a trial balance report – Next, you should prepare a trial balance report . Generally, you should be able to generate these reports using your accounting software.</p>
<p>Your bookkeeping team imports bank statements, categorizes transactions, and prepares financial statements every month. The balance sheet tells you what you own, what you owe, and what’s left over. In other words, your company’s balance sheet shows you your current assets, current liabilities, and owner’s equity (or shareholders equity if you’re a corporation). That information tells you what your company is worth at a specific point in time. While basic, it’s worth reminding ourselves that total assets must always be equal to total liabilities .</p>
<h2 id="toc-3">Company B Income Statement</h2>
<p>If the company goes to the bank, only the tax return will not be enough to get a loan. The bankers will require you to furnish, compiled, reviewed, or audited statements. In case compiled statements are required, the CPA involvement adds confidence to your financial status.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="The Notion of Income Statement and How to Compile It"/></p>
<p>It indicates that Walmart incurred much higher cost compared to Microsoft to generate equivalent sales. James Chen, CMT is an expert trader, investment adviser, and global market strategist. He has authored books on technical analysis and foreign exchange trading published by John Wiley and Sons and served as a guest expert on CNBC, BloombergTV, Forbes, and Reuters among other financial media.</p>
<h2 id="toc-4">A Critical Skill for Business Leaders</h2>
<p>You can also pull profit reports broken down by product, SKU, and POS location. Your business’s income statement—also referred to as an earnings statement or profit and loss statement—calculates revenue minus expenses to tell you how much money your business is earning. Income statements are also prepared on a regular basis, perhaps monthly, quarterly, or even annually.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bookkeeper Jobs in Charlotte, NC</title>
		<link>https://latishahardy.com/2021/05/20/bookkeeper-jobs-in-charlotte-nc/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 20 May 2021 08:17:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3579</guid>

					<description><![CDATA[Content Accountant / Bookkeeper Are you looking for RELIEF from the stress of bookkeeping and accounting duties? List of Jobs What We Offer Ladd, McCall &#038; Associates, CPA K Harrell&#8217;s Tax Services Our clients choose Acuity for its customer service-oriented culture, confident that their expectations will be exceeded by any and everyone within our company. [&#8230;]]]></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">Accountant / Bookkeeper</a></li>
<li><a href="#toc-1">Are you looking for RELIEF from the stress of bookkeeping and accounting duties?</a></li>
<li><a href="#toc-2">List of Jobs</a></li>
<li><a href="#toc-3">What We Offer</a></li>
<li><a href="#toc-5">Ladd, McCall &#038; Associates, CPA</a></li>
<li><a href="#toc-6">K Harrell&#8217;s Tax Services</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="Bookkeeper Charlotte"/></p>
<p>Our clients choose Acuity for its customer service-oriented culture, confident that their expectations will be exceeded by any and everyone within our company. So, no matter what life throws at us — whether someone <a href="https://accounting-services.net/">https://accounting-services.net/</a> moves onto new opportunities, goes on vacation, or gets sick — you’ve got an entire team of experts on your side, not just one. Our accounts receivable management offerings help you keep your payments in check.</p>
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" width="254px" alt="Bookkeeper Charlotte"/></p>
<p>Tax preparation, credit repair, business funding, and tax consulting are included in its other services. The company has been in the industry for over 28 years and is a member of the NC Banking Commission. <a href="https://accounting-services.net/bookkeeping-charlotte/">Bookkeeping Charlotte</a> Its co-owner, Michael Edwards, oversees the preparation of financial reports and advises the clients. McGrant Tax &#038; Bookkeeping serves clients in Charlotte and the nearby communities.</p>
<h2 id="toc-0">Accountant / Bookkeeper</h2>
<p>It has helped businesses from various industries, including restaurants, salons, lawn care companies, and contractors. It works with clients to discuss their nature of business and the type of accounting systems they use. It also offers ongoing support, including monthly billing statements and consultations. The company&#8217;s owner, Sandra, has been in the financial industry for 15 years.</p>
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<h3>Obituary for Hazel Roberts Peel, Batesville, AR &#8211; Arkansas Online</h3>
<p>Obituary for Hazel Roberts Peel, Batesville, AR.</p>
<p>Posted: Thu, 01 Sep 2022 05:00:49 GMT [<a href='https://www.arkansasonline.com/obituaries/2022/sep/01/hazel-peel-2022-09-01/' rel="nofollow">source</a>]</p>
</div>
<p>Let Vaco serve as your advocate in presenting you to our top clients who are looking for experienced Bookkeepers. Accounting Professionals-our clients have immediate opportunities for a Bookkeeper;&#8230; KAC Bookkeeping has been keeping our books for us since day one of our company. KAC has helped my company grow and double in size in the last 4 years. Without KAC keeping up with our invoicing, accounts, contracts, etc., we would be unable to reach our goals. Kim and her staff at K.A.C. Bookkeeping Services, Inc. help companies maintain financial balance, while delivering services and tools  specifically tailored to the needs of each client. The mission of K.A.C. Bookkeeping Services, Inc is to provide state-of-the-art Bookkeeping and Business Development Services to growing businesses in the Greater Charlotte / Lake Norman Region .</p>
<h2 id="toc-1">Are you looking for RELIEF from the stress of bookkeeping and accounting duties?</h2>
<p>The business solutions offered include bookkeeping, accounting, Xero accounting packages, business roadmap, and payroll services. Bordeaux &#038; Bordeaux, CPAs PA is partners with Xero, Gold Partner, PASBA, and Vend Advisor. QB Pro LLC is an accounting firm located in Charlotte, North Carolina that specializes in QuickBooks training and support, bookkeeping, and payroll. With QB PRo LLC as the outsourced bookkeeper, all the clients have to do is send the firm their documents and the firm will keep its customers’ books for them on QuickBooks. The firm&#8217;s services allow business owners and executives to concentrate on core business activities. Lucrum Consulting, Inc. is an accounting firm located in Charlotte, North Carolina that provides customized financial solutions for your small, growing, or established business.</p>
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" width="251px" alt="Bookkeeper Charlotte"/></p>
<p>It offers solutions for bookkeeping to help owners keep track of their business growth. It also performs accounting services, such as compiling liability, equity, income, and asset statements. The company&#8217;s other solutions include personal and business tax preparation.</p>
<h2 id="toc-2">List of Jobs</h2>
<p>Yet for most business owners, the ability to hire a full-time bookkeeper seems out of reach. By committing to offer a slew of services, we support your growth as your accounting needs change. It can be a balancing act of optimizing the service level that our clients need, so  we consistently check in on what our clients are doing and how we can better serve them.</p>
<p>AAIM Solutions, Inc. is a bookkeeping and budgeting firm that is located in Charlotte, North Carolina. The firm&#8217;s consultants have over 25 years of experience in small business financial operations, including 15+ years working with businesses in the startup phase. Services include bookkeeping, budgeting, forecasting, QuickBooks setup, QuickBooks training, and QuickBooks cleanup. If these tasks have become a burden that&#8217;s preventing you from effectively running your business, now is the time to reach out for support.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Food Fermentation: Benefits, Safety, Food List, and More</title>
		<link>https://latishahardy.com/2020/12/11/food-fermentation-benefits-safety-food-list-and/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 11 Dec 2020 09:51:47 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2327</guid>

					<description><![CDATA[Content Food spoilage Q: How much food can be frozen at one time? Advantages and Disadvantages of Processed Foods / Convenience Foods Shelf Life The evolving world and food safety You are asked by a school head teacher to explain to some students about food contamination by microorganisms. Write a plan of what you will [&#8230;]]]></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: bold; text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Food spoilage</a></li>
<li><a href="#toc-1">Q: How much food can be frozen at one time?</a></li>
<li><a href="#toc-2">Advantages and Disadvantages of Processed Foods / Convenience Foods</a></li>
<li><a href="#toc-3">Shelf Life</a></li>
<li><a href="#toc-4">The evolving world and food safety</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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" alt="Food Spoilage: Causes, Food Preservation, Dis/Advantages and Examples" width="253px" /></p>
<p>You are asked by a school head teacher to explain to some students about food contamination by microorganisms. Write a plan of what you will tell them, including explaining why microorganisms are dangerous and under what conditions they grow and multiply. Spoiled food is generally more a problem of appearance than a problem of disease causing.</p>
<p>Botulism can be lethal and occur when food is improperly canned, preserved, or fermented. Enzymes are a natural component of food, and if they are active, they work by changing color, texture, flavor, and nutritional content.</p>
<h2 id="toc-0">Food spoilage</h2>
<p>At pasteurization temperature, Vitamin C is reduced by 20 per cent, soluble calcium and phosphorus are reduced by 5 per cent, and thiamin and vitamin B12 are reduced by 10 per cent. In fruit juices, pasteurization causes reduction in vitamin C, ascorbic acid, and carotene. However, these losses can be considered minor from nutritional point of view . Non-enzymatic browning, which is also known also as Maillard reaction, is another primary cause of food spoilage. This reaction occurs in the amino group of proteins, or the amino acids present in foods. Color darkening, reducing proteins solubility, developing bitter flavors, and reducing nutritional availability of certain amino acids are the common outcomes of Maillard reaction. This reaction occurs during the storing of dry milk, dry whole eggs, and breakfast cereals .</p>
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<h3>Why it is important to know the causes of food spoilage?</h3>
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<p>Knowing the causes of food spoilage can help you avoid foodborne illness. There are many things that contribute to food spoilage however food deteriorating is a natural occurrence. We can&#8217;t always see or taste that food has been spolied.</p>
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<p>They can be used with or without outer cardboard cartons to protect against tearing. For developing countries, the application of freezing preservation is favorable with several main considerations. From a technical point of view, the freezing process is one of the most convenient and easiest of food preservation methods, compared with other commercial preservation techniques. The availability of different types of equipment for several different food products results in a flexible process in which degradation of initial food quality is minimal with proper application procedures.</p>
<h2 id="toc-1">Q: How much food can be frozen at one time?</h2>
<p>It is provided with a preventive coating of chromium, chromium oxide, and chromate–phosphate. TFS is manufactured by electroplating cold-rolled base plate with chromium in chromic acid. This process does not leave toxin substrate such as chromates or dichromates on the steel, and it can be formed or drawn in the same way as tinplate. Thermophilic spores are more heat resistant and therefore have higher D values than other mesophilic spores.</p>
<ul>
<li>Moist heat is more effective in killing micro-organisms than dry heat.</li>
<li>As mentioned earlier, the high capital investment of the freezing industry usually plays an important role in terms of economic feasibility of the process in developing countries.</li>
<li>When salt or sugar is added in food, it binds water in the form of shell of hydration and make it unavailable for micro-organisms.</li>
<li>Fresh produce contains chemical compounds called enzymes, which cause the loss of color, loss of nutrients, flavor changes, and color changes in frozen fruits and vegetables.</li>
</ul>
<p>The spread of often unnecessary and sometimes harmful chemical additives to food during the late 1800s led to governmental regulation in both England and the United States. Food preservation refers to any one of a number of techniques used to prevent food from spoiling. All foods begin to spoil as soon as they are harvested or slaughtered. Some spoiling is caused by such microorganisms as bacteria and mold. Other spoilage results from chemical changes within the food itself due to natural processes such as enzyme action or oxidation. Because of differences in cellular composition, foods actually begin to freeze at different temperatures ranging from about 31°F (-0.6°C) for some kinds of fish to 19°F (-7°C) for some kinds of fruits. Meats can be submerged in a salt solution known as brine, for example, or the salt can be rubbed on the meat by hand.</p>
<h2 id="toc-2">Advantages and Disadvantages of Processed Foods / Convenience Foods</h2>
<p>The aw of most fresh foods is 0.99 whereas the aw necessary to inhibit growth of most bacteria is roughly 0.91. Yeasts and molds, on the other hand, usually require even lower aw to prevent growth. Most of the research dealing with thermal processing devotes special attention to C.</p>
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<h3>What is the cause of food preservation?</h3>
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<div>
<p>Germs do not grow easily in cool places. We preserve food items, like milk fruit, vegetables and cooked food by keeping them in a refrigerator.</p>
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<p>Irradiation, high-pressure food preservation, and pulsed electric field effect are the latest innovations used to increase shelf life of foods. Different chemical reagents have also been introduced as food additives and preservatives. However, there are growing concerns of using chemical additives and preservatives in food items because of possible health hazards. A sizable dried-fruit industry flourished in the United States long before the arrival of mechanical refrigeration. In colonial times great quantities of apples were dried in the sun and by artificial means. Prior to 1795 drying and the use of salt and sugar were the principal methods of preserving foods.</p>
<h2 id="toc-3">Shelf Life</h2>
<p>Individual quick freezing Individual quick freezing generally relates to quick freezing of solid foods like green peas, cut beans, cauliflower pieces, shrimps, meat chunks, and fish. On the other hand, freezing related to liquid, pulpy or semiliquid products, like fruit juices, mango pulps, and papaya pulps is known as quick freezing. The <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> ice crystals formed by quick freezing are much smaller and therefore cause less damage to cell structure or texture of the food. Shorter freezing period impedes the diffusion of salts and prevents decomposition of foods during freezing. IQF also allows higher capacity for commercial freezing plants with the resultant cost reduction.</p>
<p>Heat transfer during freezing of a food item involves a complex situation of simultaneous phase transition and alteration of thermal properties . Nucleation and growth are two basic sequential processes of freezing. Nucleation means the formation of ice crystal, which is followed by ‘growth’ process that indicates the subsequent increase in crystal size . The effect of temperature is the most significant factor in the case of fruit and vegetable spoilage.</p>
<h2 id="toc-4">The evolving world and food safety</h2>
<p>The oxygen reduction potential is a relative measure of the oxidizing or reducing capacity of the growth medium. The nutritional requirements of most bacteria are chemical elements such as carbon, hydrogen, oxygen, nitrogen, phosphorus, sulfur, magnesium, potassium, sodium, calcium, and iron. The bacteria obtain these elements by utilizing gases in the atmosphere and by metabolizing certain food constituents such as carbohydrates and proteins.</p>
<p>The second stage is the freezing period; a phase change occurs, transforming water into ice. For pure water, temperature at this stage is constant; however, it decreases slightly in foods, due to the increasing concentration of solutes in the unfrozen water portion. The last stage starts when the product temperature reaches the point where most freezable water has been converted to ice, and ends when the temperature is reduced to storage temperature . Salt was used for flavoring before it was learned that meat soaked in salt brine or rubbed with salt would keep for weeks or months. Brining, later called &#8220;pickling,&#8221; became a favorite way to keep fruits and vegetables for winter use.</p>
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<h2 id="toc-5">Handbook of Food Processing</h2>
<p>A special class of additives that reduce oxidation is known as the sequestrants. Sequestrants are compounds that &#8220;capture&#8221; metallic ions, such as those of copper , iron , and nickel, <a href="https://personal-accounting.org/food-spoilage-causes-food-preservation-dis/">Food Spoilage: Causes, Food Preservation, Dis/Advantages and Examples</a> and remove them from contact with foods. The removal of these ions helps preserve foods because in their free state they increase the rate at which oxidation of foods takes place.</p>
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alt="Food Spoilage: Causes, Food Preservation, Dis/Advantages and Examples" width="257px" /></p>
<p>High level of ionizing radiation is used to kill microorganisms and insect on dry vegetable and fruits. It is used to kill micro-organisms present in air of food processing room.</p>
<h2 id="toc-6">Chemical Method</h2>
<p>Meat and its derivates are excellent examples of products that have experienced rapid changes in ways of being preserved and processed. Some of these nonthermal processing technologies have been used in the meat industry. A specific method that may be considered nonthermal, aimed at sanitizing carcasses prior to further processing, is steam vacuuming.</p>
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" alt="Food Spoilage: Causes, Food Preservation, Dis/Advantages and Examples" width="253px" /></p>
<p>Modern machines are capable of moving a minimum of 1,000 cans per minute through the sealing operation. The commercial packaging of foods frequently makes use of tin, aluminum , or other kinds of metallic cans. The technology for this kind of canning was first developed in the mid-1800s, when individual workers hand-sealed cans after foods had been cooked within them. At this stage, a single worker could seldom produce more than 100 &#8220;canisters&#8221; (from which the word &#8220;can&#8221; later came) of food a day. With the development of far more efficient canning machines in the late nineteenth century, the mass production of canned foods became a reality. One of the most common methods for preserving foods today is to enclose them in a sterile container.</p>
<p>Prevention of mechanical damage of food caused by insects, bird, food handling device etc. She holds a master of science degree in food policy and applied nutrition and a bachelor of arts degree in international relations, both from Tufts University. Hearst Newspapers participates in various affiliate marketing programs, which means we may get paid commissions on editorially chosen products purchased through our links to retailer sites. Preservatives in medicines and drugs are generally considered to be “inactive ingredients” by FDA.</p>
<ul>
<li>The data obtained are usually referred to as “heat penetration” data.</li>
<li>Exposure to sodium benzoate causes decrease in the release of leptin, which is an appetite suppressing hormone.</li>
<li>The amorphous matrix may exist either as a very viscous glass or as a more liquid-like rubber .</li>
<li>(Pieces of rock salt used for curing are sometimes called corns, hence the name &#8220;corned beef.&#8221;) Curing may utilize solid forms of salt and sugar or solutions in which salt or sugar is mixed with water.</li>
<li>Fermentation was particularly useful for people in southern climates, where cooling and freezing were not practical.</li>
</ul>
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		<title>Financial Ratios For Ratio Analysis Examples Formulas</title>
		<link>https://latishahardy.com/2020/08/06/financial-ratios-for-ratio-analysis-examples/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 06 Aug 2020 15:03:16 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3120</guid>

					<description><![CDATA[Content Operating Profitability Ratio Analysis Interest Cover Accounting Topics Return on Equity Liquidity ratios Analysts compare financial ratios to industry averages , industry standards or rules of thumbs and against internal trends . The most useful comparison when performingfinancial ratio analysisis trend analysis. Financial ratios are derived from the three financial statements;Balance Sheet,Income StatementandStatement of [&#8230;]]]></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">Operating Profitability Ratio Analysis</a></li>
<li><a href="#toc-1">Interest Cover</a></li>
<li><a href="#toc-2">Accounting Topics</a></li>
<li><a href="#toc-3">Return on Equity</a></li>
<li><a href="#toc-6">Liquidity ratios</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/2019/10/Working-Couch-1-300x200.png" width="254px" alt="Financial Ratios"/></p>
<p>Analysts compare financial ratios to industry averages , industry standards or rules of thumbs and against internal trends . The most useful comparison when performingfinancial ratio analysisis trend analysis. Financial ratios are derived from the three financial statements;Balance Sheet,Income StatementandStatement of Cash Flows. It’s calculated by dividing your earnings by your interest payments due within a given time period. This type of ratio is also referred to as the times interest earned ratio.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/f06b793eae.jpg" width="255px" alt="Financial Ratios"/></p>
<p>The cash ratio measures a business’s ability to use cash and cash equivalent to pay off short-term liabilities. This ratio shows how quickly a company can settle current obligations. Businesses use financial ratios to determine liquidity, debt concentration, growth, profitability, and market value.</p>
<h2 id="toc-0">Operating Profitability Ratio Analysis</h2>
<p>Simply stated, financial ratios are tools that can turn your raw numbers into information to help you manage your business better. Many small business owners look at gross sales or net income on a regular basis, but those figures can only tell you so much. Financial ratios help you read between the lines, providing insight from seemingly inconsequential numbers. In other words, it measures the amount an investor would pay for each dollar earned.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/12/shutterstock_1242116074-min-300x169.jpg" width="250px" alt="Financial Ratios"/></p>
<p>The book value per share measures the value per share  for common equity owners based on the balance sheet value of assets less liabilities and preference shares. The operating margin measures how much profit a company generates from net sales after accounting for the cost of goods sold and operating expenses. Companies use liquidity ratios to measure working capital performance – the money available to meet your current, short-term obligations .</p>
<h2 id="toc-1">Interest Cover</h2>
<p>In fact, this is one of the key ratios that help the investor identify investable attributes of the company. The average RoE of top Indian <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> companies varies between 14 – 16% to give you a perspective. I personally prefer to invest in companies that have an RoE of 18% upwards.</p>
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<h3>Why is debt ratio important?</h3>
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<p>Debt ratios measure the extent to which an organization uses debt to fund its operations. They can also be used to study an entity&apos;s ability to pay for that debt. These ratios are important to investors, whose equity investments in a business could be put at risk if the debt level is too high.</p>
</div></div>
</div>
<p>While there are a number of KPIs you can choose to track, financial ratios only use information that can be found on your financial statements. Some other KPIs may use data that you need from other sources, like website traffic and customer satisfaction scores. Receivables management is a vital component of ensuring strong cash flow.</p>
<h2 id="toc-2">Accounting Topics</h2>
<p>In contrast, companies, which are not profitable but are cash rich, do not survive in the long term either. Such companies are taken over for their cash flow or by others who believe that they can improve the profitability of the business. Thus, those companies that do succeed and survive over the long term have a well-rounded financial profile, and perform well in all aspects of financial analysis. The acid test or quick ratio is the current ratio <a href="https://www.bookstime.com/articles/financial-ratios">Financial Ratios</a> modified to provide a more prudent measure of short-term liquidity. The acid test ratio deducts stock and work-in-progress from current assets. This approach is more cautious as it recognizes that stock is not always readily converted into cash at full value. Short-term liquidity ratios &#8211; these include the current ratio and the acid test ratio and measure how easily the company can meet its short-term financial commitments like paying its bills.</p>
<p>Too high a ratio may suggest over-trading, that is too much sales revenue with too little investment. Too low a ratio may suggest under-trading and the inefficient management of resources. The fourth type of financial ratio analysis is the business risk ratio.</p>
<h2 id="toc-3">Return on Equity</h2>
<p>Profitability ratios are used to measure how much income a company is able to generate after accounting for factors such as operating costs, taxes and debt payments. These ratios are crucial for business owners as well as potential investors who may be researching your company. Liquidity ratios provide information about a firm&#8217;s ability to meet its short-term financial obligations.</p>
<ul>
<li>Descriptive statistics, factor analysis and analysis of variance were performed.</li>
<li>Liquidity refers to how easily a company can turn assets into cash to pay short-term obligations.</li>
<li>Businesses use financial ratios to determine liquidity, debt concentration, growth, profitability, and market value.</li>
<li>For example, if a small business depends on a large number of fixed assets, ratios that measure how efficiently these assets are being used may be the most significant.</li>
<li>A fundamental analyst should be cognizant of this fact and adjust the data accordingly before computing the financial ratio.</li>
<li>Financial Ratios Calculators help determine the overall financial condition of businesses and organizations.</li>
</ul>
<p>The current assets used in the quick ratio are cash, accounts receivable, and notes receivable. Short-term creditors prefer a high current ratio since it reduces their risk. Shareholders may prefer a lower current ratio so that more of the firm&#8217;s assets are working to grow the business.</p>
<p>Every quarter, get the information that you need from your accounting system and calculate the ratios. This may take a little time the first couple of times you do it, but over time it will become easier and faster. The higher your gross margin, the more money you have remaining to pay for your other necessary business expenses.</p>
<p>The ratios convey how well the company can perform in terms of generating profits. The profitability of a company also signals the competitiveness of the management. As the profits are needed for business expansion and to pay dividends to its shareholders, a company’s profitability is an important consideration. Small business owners would be well-served by familiarizing themselves with ratios and their uses as a tracking device for anticipating changes in operations. The use of financial ratios is also referred to as financial ratio analysis or ratio analysis. That along with vertical analysis and horizontal analysis are part of what is known as financial statement analysis.</p>
<p>Accounting policies may vary across companies and different financial years. A fundamental analyst should be cognizant of this fact and adjust the data accordingly before computing the financial ratio.</p>
<ul>
<li>Ultimately, you should focus on areas of your business that are currently of the highest priority to your treasury department and executive suite.</li>
<li>To to be meaningful, most ratios must be compared to historical values of the same firm, the firm&#8217;s forecasts, or ratios of similar firms.</li>
<li>If interest coverage is less than 1, then EBITDA is insufficient to pay off interest, implying finding other ways to arrange funds.</li>
<li>It involves the study of economic, industry, and company information.</li>
</ul>
<p>Clearly, it appears that both the EBITDA margin and EBITDA growth are quite impressive. To find out if it is the best one needs to compare these numbers with its competitors. I would encourage you to do the same for  Exide and compare the results. If your sales-per-employee ratio is high, that means your business is very efficient with how it uses its resources .</p>
]]></content:encoded>
					
		
		
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