<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bookkeeping &#8211; 深圳市普洛西科技有限公司</title>
	<atom:link href="https://www.cheergogroup.com/category/bookkeeping/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.cheergogroup.com</link>
	<description></description>
	<lastBuildDate>Tue, 29 Aug 2023 09:15:35 +0000</lastBuildDate>
	<language>zh-CN</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=5.9.3</generator>
	<item>
		<title>Sales to Working Capital Ratio Formula, Example, Analysis, Calculator</title>
		<link>https://www.cheergogroup.com/sales-to-working-capital-ratio-formula-example/</link>
					<comments>https://www.cheergogroup.com/sales-to-working-capital-ratio-formula-example/#respond</comments>
		
		<dc:creator><![CDATA[Qacqoc]]></dc:creator>
		<pubDate>Fri, 07 Oct 2022 11:50:20 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cheergogroup.com/?p=2371</guid>

					<description><![CDATA[Content What is working capital ratio? Working Capital  [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is working capital ratio?</a></li>
<li><a href="#toc-1">Working Capital Turnover Ratio Calculation Example</a></li>
<li><a href="#toc-2">The role of industry benchmarks in interpreting your company&#8217;s Sales to Working Capital Ratio</a></li>
<li><a href="#toc-3">Company</a></li>
<li><a href="#toc-5">Real-life examples of companies with high and low Sales to Working Capital Ratios</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/shutterstock_566835985.webp" width="250px" alt="sales/working capital ratio"/></p>
<p>This reflects the fact that it factors in current assets and current liabilities, which are generally defined as being able to be converted into cash within a year. Industry benchmarks can be a valuable tool for interpreting your company&#8217;s Sales to Working Capital Ratio. By comparing your business&#8217;s ratio to industry averages, you can gain insights into how your business is performing compared <a href="https://www.bookstime.com/articles/working-capital-ratio">working capital ratio</a> to competitors and identify potential areas for improvement. Additionally, you can use industry benchmarks to set goals and ensure that your business is operating at a level of financial efficiency that is in line with industry standards. The Sales to Working Capital Ratio can be compared with other financial ratios to gain a more comprehensive understanding of a business&#8217;s financial health.</p>
<ul>
<li>Before you take on a new client or extend credit, do some research into the prospect’s creditworthiness.</li>
<li>To manage how efficiently they use their working capital, companies use inventory management and keep close tabs on accounts receivables and accounts payable.</li>
<li>A steadily increasing ratio value where there’s been no change in sales, for example, may simply mean that a company has reduced the cash it has invested in receivables and inventory.</li>
<li>How well are they utilizing current assets and liabilities to support growth in sales.</li>
<li>For example, this ratio only provides insight into the efficiency of a company&#8217;s working capital usage and does not take into account other important financial indicators such as profitability and liquidity.</li>
</ul>
<p>Additionally, you may use this ratio to project future revenue generation and adjust your business&#8217;s budget accordingly to ensure financial stability and efficiency. For instance, an NWC turnover ratio of 3.0x indicates that the company generates $3 of sales per dollar of working capital employed. However, unless the company’s NWC has changed drastically over time, the difference between  using the average NWC value compared to the ending balance value is rarely significant. In order to calculate the turnover ratio, a company’s net sales (i.e. “turnover”) must be divided by its net working capital (NWC).</p>
<h2 id="toc-0">What is working capital ratio?</h2>
<p>In other words, it displays the relationship between the funds used to finance the company’s operations and the revenues the company generates as a result. An increasing Sales to Working Capital ratio is usually a positive sign, indicating the company is more able to use its working capital to generate sales. Although measuring the performance of a company for just one period reveals how well it is using its cash for that single period, this ratio is much more effectively used over a number of periods. Slipping below 1.2 could mean the business will struggle to pay its bills, depending on its operating cycle and how quickly it can collect receivables. The ratio refers to the proportional relationship between assets and liabilities.</p>
<p>Cost of goods sold ₹20,00,000; Gross Profit is &nbsp;&nbsp;of revenue from operations; Current Assets ₹10,00,000; Current Liabilities ₹1,00,000. However, the specifics depend on a huge range of factors – including the sector a business operates in, how established it is, and whether it is in a growth period. Manufacturing companies might run a higher ratio, while service providers may not. Suppose a business had $200,000 in gross sales in the past year, with $10,000 in returns.</p>
<h2 id="toc-1">Working Capital Turnover Ratio Calculation Example</h2>
<p>In particular, comparisons among different companies  can be less meaningful if the effects of discretionary financing choices by management are included. The NWC turnover metric can be a useful tool for evaluating how efficiently a company is utilizing its working capital to produce more revenue. Carbon Collective is the first online investment advisor 100% focused on solving climate change. We believe that sustainable investing is not just an important climate solution, but a smart way to invest.</p>
<p>A spike in the ratio could be caused by a decision to grant more credit to customers in order to encourage more sales, while a dip could signal the reverse. A spike might also be triggered by a decision to keep more inventory on hand in order to more easily fulfill customer orders. Such a trend line is an excellent feedback mechanism for showing management the results of its decisions related to working capital. An increase in the sales to working capital ratio indicates an improvement in the use of assets to support growth in sales. A high turnover ratio indicates the assets are being utilized efficiently for generating sales.</p>
<h2 id="toc-2">The role of industry benchmarks in interpreting your company&#8217;s Sales to Working Capital Ratio</h2>
<p>A high working capital ratio shows that the business is efficiently using its short-term liabilities and assets for supporting sales. Both of these current accounts are stated separately from their respective long-term accounts on the&nbsp;balance sheet. This presentation gives investors and creditors more information to analyze about the company.</p>
<p>There must be an investment in accounts receivable and inventory, against which accounts payable are offset. Thus, there is typically a ratio of working capital to sales that remains relatively constant in a business, even as sales levels change. The sale to working capital ratio is a metric used to determine how well a company is utilizing its current assets and liabilities. This helps investors understand how well the company is using its assets to support the level of growth in sales. In day–to–day operations, there are short term debts and bills, such as salaries, that need to be met for the business to produce. Therefore investors typically track this ratio over time since it can provide insights into the company’s use of cash over some time and possibly need to raise additional funds to grow sales.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.cheergogroup.com/sales-to-working-capital-ratio-formula-example/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>IFRS 10 Consolidated Financial Statements</title>
		<link>https://www.cheergogroup.com/ifrs-10-consolidated-financial-statements/</link>
					<comments>https://www.cheergogroup.com/ifrs-10-consolidated-financial-statements/#respond</comments>
		
		<dc:creator><![CDATA[Qacqoc]]></dc:creator>
		<pubDate>Wed, 09 Feb 2022 14:35:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cheergogroup.com/?p=2393</guid>

					<description><![CDATA[Content What is the Consolidation Method? Step 1. Recor [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is the Consolidation Method?</a></li>
<li><a href="#toc-1">Step 1. Record Intercompany Loans</a></li>
<li><a href="#toc-2">NCI at the reporting date</a></li>
<li><a href="#toc-3">Posting Consolidated Data (Review Journal; Post)</a></li>
<li><a href="#toc-4">What is Financial Consolidation?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="250px" alt="consolidation meaning in accounting"/></p>
<p>Excel and  Sheets may be cheap, but you’re missing out on cost-savings in the long-run by relying on them for consolidations. The more copying and pasting and data manipulation you have to do in spreadsheets, the more likely you are to have errors in your consolidation process. And because consolidation requires you to pull financial data from multiple ERP instances (and potentially a host of other SaaS tools), the monthly process is highly prone to mistakes. Just because spreadsheets can get a job done doesn’t mean they’re the right tool for a job. And while finance will probably never fully replace spreadsheets, you should move away from them wherever and whenever it makes sense.</p>
<ul>
<li>You might hire the business to handle your shipping and pay for its services like any other customer.</li>
<li>It makes analytics much more uncomplicated, providing an understanding of what has been gained, lost or maintained throughout any period.</li>
<li>Companies need to ensure they correctly calculate taxes due on the combined revenue of all entities to avoid any potential issues.</li>
<li>It also helps give investors an accurate picture of the company&#8217;s overall performance and stability.</li>
<li>If a parent company has $2 million in asset totals and the subsidiary has $500,000, the combined assets are $2.5 million ($2 million + $500,000).</li>
<li>The equity investors at risk, as a group, lack the characteristics of a controlling financial interest.</li>
</ul>
<p>Simply put, the CFO and FP&amp;A departments will join the parent company’s numbers with the subsidiaries’ numbers to present accurate and complete pictures of an org’s financials. But in the accounting world, &nbsp;“financial consolidation” is a well-defined process that includes several complexities and accounting principles. Given the considerable number of steps, it is useful to convert them into a detailed procedure, which the accounting department should follow religiously as part of its closing process. Otherwise, a key step could be missed, which would throw off the financial statement results. Print and review the financial statements for each subsidiary, and investigate any items that appear to be unusual or incorrect.</p>
<h2 id="toc-0">What is the Consolidation Method?</h2>
<p>Combined financial statements are generally easier to prepare than consolidated financial statements. If you are an owner of a parent corporation, it&#8217;s important to understand your corporation&#8217;s options when it comes to financial statements and reporting. You need to know what the financial statements show about your corporation and the subsidiary companies that the parent corporation controls. The more you know about financial statements, the more likely you&#8217;ll be a savvy corporate owner. Once you purge your consolidation audit data, you can no longer run the consolidation audit reports. However, you can still review your consolidation journal batch in your parent ledger.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/fZfNkB-WuTE' frameborder='0' alt='consolidation meaning in accounting' allowfullscreen></iframe></div>
<p>Consolidation can be helpful for businesses with different subsidiaries or divisions as it allows them to understand their overall performance and financial position better. Depending upon the accounting software in use, it may be necessary to access the financial records of each subsidiary and flag them as closed. This prevents any additional transactions from being recorded in the accounting period being closed. Verify that the contents of all asset, <a href="https://dodbuzz.com/running-law-firm-bookkeeping/">law firm bookkeeping</a> liability, and equity accounts for both the subsidiaries and the corporate parent are correct, and adjust as necessary. If the parent company has been using a common paymaster system to pay all employees throughout the company, ensure  that the proper allocation of payroll expenses has been made to all subsidiaries. Selecting the State Controller button will open the General Ledger window related to the consolidation step you need to complete.</p>
<h2 id="toc-1">Step 1. Record Intercompany Loans</h2>
<p>In Disney&#8217;s case, the consolidated statements included information from both directly owned subsidiaries and those held through corporate partnerships with outside investors. It resulted in a comprehensive picture of Disney&#8217;s operations worldwide and allowed investors to evaluate them as a combined entity instead of separate entities. When it comes to consolidating in accounting, there is a lot of confusion surrounding the different types of consolidation, particularly between the financial statement and legal consolidation. It is vital for those unfamiliar with consolidating to understand that these two processes are quite different. Furthermore, some exceptions exclude consolidation even when ownership levels exceed these thresholds.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="254px" alt="consolidation meaning in accounting"/></p>
<p>Companies must understand accounting consolidation rules to avoid making assumptions or judgments about their financial statements. The purpose of consolidation is to present information about the performance and position of all companies within the parent company&#8217;s economic environment as one monetary unit. It allows investors to understand better how well the parent company manages all its subsidiaries together rather than viewing them separately. In addition, you can use the Global Consolidation System to create elimination sets, which are a variation of General Ledger&#8217;s recurring journals. With elimination sets, you define eliminating entries that repeat every accounting period. You can transfer the data from some or all of the subsidiaries whose consolidation definitions you&#8217;ve included in a consolidation set.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.cheergogroup.com/ifrs-10-consolidated-financial-statements/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>The Use of Artificial Intelligence to Determine Contingent Legal Liabilities Provisions  by Daniel Broby, Andrea Coulson, Viktor Dörfler :: SSRN</title>
		<link>https://www.cheergogroup.com/the-use-of-artificial-intelligence-to-determine/</link>
					<comments>https://www.cheergogroup.com/the-use-of-artificial-intelligence-to-determine/#respond</comments>
		
		<dc:creator><![CDATA[Qacqoc]]></dc:creator>
		<pubDate>Mon, 22 Nov 2021 09:12:40 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cheergogroup.com/?p=2419</guid>

					<description><![CDATA[Content IAS 37 Provisions, Contingent Liabilities, and  [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">IAS 37 Provisions, Contingent Liabilities, and Contingent Assets</a></li>
<li><a href="#toc-1">IAS 36 –Impairment of Assets</a></li>
<li><a href="#toc-2">Educational material on applying IFRSs to climate-related matters</a></li>
<li><a href="#toc-4">Smart decisions. Lasting value.</a></li>
<li><a href="#toc-5">Conceptual Framework > IAS 37 : Provisions, Contingent Liabilities and Contingent Assets > Flashcards</a></li>
<li><a href="#toc-7">Present value in IFRS</a></li>
</ul>
</div>
<p>The Committee noted that the issues that need to be addressed in developing and applying an accounting policy for the tax deposit may be similar or related to those that arise for the recognition, measurement, presentation and disclosure of monetary assets. If this is the case, the entity’s management would refer to requirements in IFRS Standards dealing with those issues for monetary assets. The Committee observed that if the tax deposit gives rise to an asset, that asset may not be clearly within the scope of any  IFRS Standard. Furthermore, the Committee concluded that no IFRS Standard deals with issues similar or related to the issue that arises in assessing whether the right arising from the tax deposit meets the definition of an asset. The Committee concluded that the right arising from the tax deposit meets either of those definitions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="257px" alt="IAS 37 – Provisions, contingent liabilities and contingent assets"/></p>
<p>The Committee also noted that this request for guidance would be best addressed as part of the Board’s project to replace IAS&nbsp;37 with a new liabilities standard, and that the Board is already considering the request for additional guidance to be incorporated into this new standard. For this reason, the Committee decided not to add this issue to its agenda. Therefore, the Committee concluded that, in the fact pattern described in the request, the activity that gives rise to a present obligation is <a href="https://accountingcoaching.online/ias-37-provisions-contingent-liabilities-and/">IAS 37 – Provisions, contingent liabilities and contingent assets</a> the production or import of vehicles whose fuel emissions, averaged for all the vehicles produced or imported in that calendar year, are higher than the government target. View all O’Reilly videos, Superstream events, and Meet the Expert sessions on your home TV. The above summary does not include details of consequential amendments made as the result of other projects. Read our latest news, features and press releases and see our calendar of events, meetings, conferences, webinars and workshops.</p>
<h2 id="toc-0">IAS 37 Provisions, Contingent Liabilities, and Contingent Assets</h2>
<p>Reductions over and above the remaining carrying value of the asset are recognised immediately in profit or loss. The adjusted depreciable amount of the asset is then depreciated prospectively over its remaining useful life. Where the change gives rise to an addition to cost, the entity should consider the need to test the newcarrying value for impairment. Reductions over andabove the remaining carrying value of the asset are recognised immediately in profit or loss.</p>
<div style='text-align:center'><iframe width='563' height='314' src='https://www.youtube.com/embed/Cwqk7tbhPhw' frameborder='0' alt='IAS 37 – Provisions, contingent liabilities and contingent assets' allowfullscreen></iframe></div>
<p>This is sometimes described as the ‘full goodwill’ method. In this case, when the entity performs its impairment review, there is no ‘mismatch’. This is because VIU and FVLCOD are estimated based on 100% of the asset or CGU under review and its related cash flows.</p>
<h2 id="toc-1">IAS 36 –Impairment of Assets</h2>
<p>An example is litigation against the entity when it is uncertain whether the entity has committed an act of wrongdoing and when it is not probable that settlement will be needed. A provision is measured at the amount that the entity would rationally pay to settle the obligation at the end of the reporting period or to transfer it to a third party at that time. Risks and uncertainties are taken into account in measuring a provision. A provision is discounted to its present value.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="259px" alt="IAS 37 – Provisions, contingent liabilities and contingent assets"/></p>
<p>The Committee observed that paragraph&nbsp;47 of IAS&nbsp;37 states that ‘risks specific to the liability’ should be taken into account in measuring the liability. The Committee noted that IAS&nbsp;37 does not explicitly state whether or not own credit risk should be included. The Committee understood that the predominant practice today is to exclude own credit risk, which is generally viewed in practice as a risk of the entity rather than a risk specific to the liability. An entity would have a legal obligation that is enforceable by law if accepting the possible sanctions for non-settlement is not a realistic alternative for that entity. The Committee observed that a present obligation could arise at any date within a calendar year (on the basis of the entity’s production or import activities to that date), not only at the end of the calendar year. Discuss how the directors of Venom Limited should recognize and disclose the above situation in the financial statements for the year ended 31 December 2021 in accordance with IAS37 Provisions, Contingent Liabilities and Contingent Assets.</p>
<h2 id="toc-2">Educational material on applying IFRSs to climate-related matters</h2>
<p>Whether the entity has no realistic alternative to settling the obligation. © 2023 Crowe<br />
Crowe Vietnam Co., Ltd is a member of Crowe Global, a Swiss verein. Each member firm of Crowe Global is a separate and independent legal entity.</p>
<p>Consequently, the Interpretations Committee noted that to provide an interpretation of IFRS on the measurement of a liability arising from the obligation to deliver allowances related to an emission trading scheme would be too broad an issue for it to deal with. An entity has no realistic alternative to settling an obligation only where settlement can be enforced by law or, in the case of a constructive obligation, where the entity’s actions have created valid expectations in other parties that the entity will discharge the obligation (paragraph 17 of IAS 37). Defines an obligating event  as ‘an event that creates a legal or constructive obligation that results in an entity having no realistic alternative to settling that obligation’. In our view, this deferred tax-related goodwill is an accounting phenomenon that does not represent real benefits that the acquirer has paid for and that may increase future cash flows.</p>
<p>The Interpretations Committee noted that when the IASB withdrew IFRIC&nbsp;3, it affirmed that IFRIC&nbsp;3 was an appropriate interpretation of existing IFRS for accounting for the emission trading schemes that were within the scope of IFRIC&nbsp;3. However, the IASB acknowledged that, as a consequence of following existing IFRS, IFRIC&nbsp;3 had created unsatisfactory measurement and reporting mismatches between assets and liabilities arising from emission trading schemes. The request asked whether the measurement of the liability for the obligation to deliver allowances should reflect current values of allowances at the end of each reporting period if IAS&nbsp;37 was applied to the liability. The request noted that this was the basis required by&nbsp;&nbsp;IFRIC&nbsp;3&nbsp;Emission Rights, which was withdrawn in June 2005. The request asked only whether the government measures give rise to obligations that meet the definition of a liability in IAS 37. The Committee observed that, having identified such an obligation, an entity would apply other requirements in IAS 37 to determine how to measure the liability.</p>
<ul>
<li>© 2023 Copyright owned by one or more of the KPMG International entities.</li>
<li>[IAS 37.78].Thus a provision cannot be made for a loss on sale unless there is a binding sale agreement by the end of the reporting period.</li>
<li>The standard states that ‘future events that may affect the amount required to settle an obligation shall be reflected in the amount of a provision where there is sufficient objective evidence that they will occur’.</li>
<li>Where the change gives rise to an addition to cost, the entity should consider the need to test the newcarrying value for impairment.</li>
<li>The main area of concern with these requirements is whether the ‘virtually certain’ criterion that needs to be applied to the corresponding asset might mean that some reimbursements will not be capable of recognition at all.</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://www.cheergogroup.com/the-use-of-artificial-intelligence-to-determine/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>8 Best Online Bookkeeping Services for Small Businesses of July 2023</title>
		<link>https://www.cheergogroup.com/8-best-online-bookkeeping-services-for-small/</link>
					<comments>https://www.cheergogroup.com/8-best-online-bookkeeping-services-for-small/#respond</comments>
		
		<dc:creator><![CDATA[Qacqoc]]></dc:creator>
		<pubDate>Tue, 15 Jun 2021 03:08:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cheergogroup.com/?p=1865</guid>

					<description><![CDATA[Content Essential reports How to Choose Your Online Boo [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Essential reports</a></li>
<li><a href="#toc-1">How to Choose Your Online Bookkeeping Services</a></li>
<li><a href="#toc-2">We take care of accounts receivable.</a></li>
<li><a href="#toc-3">Save time with efficient communication</a></li>
<li><a href="#toc-4">More time each day</a></li>
<li><a href="#toc-5">How to Set up Classes in QuickBooks?</a></li>
<li><a href="#toc-6">Prioritize your business. We’ll prioritize your books.</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP/AABEIARABawMBIgACEQEDEQH/xAAdAAABBAMBAQAAAAAAAAAAAAAABQYHCAIDBAkB/8QAXxAAAQIFAwEEBAYLCgkJCAMAAQIDAAQFBhEHEiExCBNBURQiYXEVGDKBkaEjQleSlbHB0dLT8BYXM1JTVHKClLIJJTd0lqKz1OEmQ2Jjc3WTo8IkNDU2ZYOkw0RktP/EABwBAQABBQEBAAAAAAAAAAAAAAABAgMEBQYHCP/EAEARAAIBAgMDBwgIBgIDAAAAAAABAgMRBAUhBhIxFhdBUVSS0QcTIjJhcZGiFBU1UlNygeJCVbHBwvBzoSMzQ//aAAwDAQACEQMRAD8A8qoIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIy/brB+3WJswYwRl+3WD9usLMGMEZft1g/brCzBjBGX7dYP26wswYwRl+3WD9usLMGMEZft1g/brCzBjBGX7dYP26wswYwRl+3WD9usLMGMEZft1g/brCzBjBGX7dYIWYMYIyOeRGJBB5hYBBBiPuPZ9cQD5BBg+UGDmACCDnGc/XAQQcGACCDBj6EknAEAfIIMHygxABBBjMGD7PpgAggxBg4zABBH3ao+EfMGACCDB8oIAIINp8vbH0pIGfywB8ggwQM4gwfIwAQQYMZBtZGQkkQB6W/FF7PP3PEfhSd/XQfFF7PP3PEfhSd/XRMMEfHvKzPe2VO/LxPpL6iyzs8O6iHvii9nn7niPwpO/roPii9nn7niPwpO/romGCHKzPe2VO/LxH1FlnZ4d1EPfFF7PP3PEfhSd/XQfFF7PP3PEfhSd/XRMMEOVme9sqd+XiPqLLOzw7qIe+KL2efueI/Ck7+ug+KL2efueI/Ck7+uiYYIcrM97ZU78vEfUWWdnh3UQ98UXs8/c8R+FJ39dB8UXs8/c8R+FJ39dEwwQ5WZ72yp35eI+oss7PDuoh74ovZ5+54j8KTv66D4ovZ5+54j8KTv66Jhghysz3tlTvy8R9RZZ2eHdRD3xRezz9zxH4Unf10HxRezz9zxH4Unf10TDBDlZnvbKnfl4j6iyzs8O6iHvii9nn7niPwpO/roPii9nn7niPwpO/romGCHKzPe2VO/LxH1FlnZ4d1EPfFF7PP3PEfhSd/XQfFF7PP3PEfhSd/XRMMEOVme9sqd+XiPqLLOzw7qIe+KL2efueI/Ck7+ug+KL2ePHTtH4Unf10TDAATwPHiJjtVn0morF1O/LxIeR5Wld0IW/KiKpXscdnSZQVvacjg8EVaeH4nozd7GnZuSMjTfn/vif8A18ToxLd0whvGMAZ98a5hs4j6YyKlisLl9KniqjlUsm2227vV6vq4HgWb16OKx1SpQiowu7JaKy0K11jsmdn2VCizYBSR4/Cs7+uiObi7Pej8gQJOzADu6fCE30+d2LTXIghK4iC6UlRLYSolRIBHhG2dSd+JrhgyOgmhknRHrlqunT87KtTCWO7Zqs0nGQOSe88zDqY7PPZguSw61W7Y0+U1UqfKqdDLtVnitB8FY77BEOrSun1auVCp2u/TW5m25hgFxxz1SFEfKSfE9Ieto6IVS1bsFQlKrLT1KdQph9gnClNKHQjPPhGfDWN2WZb17Ir5aHZs0pldObr1BuHTZ6sppEshUpKon5xveoqAUslt0HakHJ9gMRs9J6DsSnpCdHKQ8scqbTWqoCPpfi3WomplYtOttWlp+hEm3JYS8G2greojlvacg8dcw+LJpjs1bzdTu6iUYTrxLyiZBpIQjwyNvzxU+GhEXZ6lZLV7OugmpOm67mRYSLPnWJnuu8NVnHWnQU5HDrp+qNT3ZU0npen1ZqjtuyVSqEmrfLzUvVZpQ7vI6pDuPPwiX9Q7VevWoNU6mXxRmpJtwrZkEbWkoUR1wDhRj5SrUszR+nvvXbWPSZmoNKZLCQSlSCMEBPj16xCulqHJ3Io0a0I7Ot/1un23WNNu7nlF8ulFVn9rraGlL3D7NxyPCHK32Uez+tltX73yc7AT/jWe5OM/y0PDs4yFsHWZmctufeVLCRqTqWXmtqm8SbxxnxHEO5Mu43Lsq8CgZ+gRbm5J6ExbZFsr2SuzvMMKWrTsBSRnb8LT3P8A50YN9k3s8uLCRpvwf/q89x/50S5T0r9IyBlJGFeyOp0JktyUkFauQfZBSZLZEL/ZH7Okvszpzu3DP/xee/XRupfZC7Ok5NONq05GxIHHwvP+J/7aJdn0gtMOeCkcR0W2kelPqPglBJ8uYlSYuR9QOxN2ZJ6kKm5vTXLnfPIz8M1AYSlRA/5/yEJz/ZC7K8tuDem65pXPWsz6QP8Az4sLbjP/ACRW+P8AnFPuIPmlS1EH6MQ1pSjzFTe2BO1I+UonhIhvMhMh09j3s1qoj1R/ezCFpXsQRWKh+vhCPZJ7PK0hQ0/6jwqs9+uiy+aM43+58EhOMBzwKobFTpT1NfMu80QB8lQ6KEQ20TciWh9j7s3TqnGH9Odz2zc1/jifGf8AzoRnOyLoQp8ssacArCtpQKtPHB8v4aJ7otGn3Zlqba+wtNKB3r448YUa+uXpEuqdp0slbsys4eBylPtiq7Fyvs52Qez7TKa5MzenSFOJG7Aq09x7D9nhi1Ds66HNKUWtPkIHOB8KTpI+l6LHS7i55mpy7zhdKm93J8eR+URHFSTlaj5kxbnKS4MlMh+odnrR9mTdmGbP2bUKI/xhNHGAf+sh2WJ2XdEqza8pUahZXePurfClCozYyEvLSOA75AQvVhsmkPpH2zah9Kf+MP3TDeLJkQMYDs1//ociuN29SLj2gggj4jsfVQQQQQsAggghYBBBBCwCCCCFgEEEELAIIIIWAQQQQsAggghYBHxYUQdgyRzH3jHJhNRc9DTPuU9U+33yFFsjPQx12xOX0swzikq7SjH0nfptwX6uxzO1mPngcsn5v1peiv14/Bf2HvSXjOSKHFD1k+qfmjZMMnB4jC2G/wDFgWoY7xZUPHiFB9tJHzR9QR1Vz5/I8udvCVxDd15SopBVuUo7cef7Zib7pbGxwjwiGLrCUkOFJOCVAAeUOkHHS6zdblNNDtWUnG0L+U6yDu2jHGfCH7RmLi0rtCZvWtLefqUwpDMuw+6pSQknncM9esMq3b6r9rvtz1CwiRdBDrbiAUqUMcZ8DiJ0mZZjWnTfEiUszLpykKOQh5B6GNjSXoq5Yl6xzUxukXPaMzfFm0SQ+HnwXD36N32YDlJP4jEXSGvVxSlQVTbzp0s7KLPczDfd7FoHQ4HjGNaVdWmlpSdGUX5KYm59cwvbwcNYx8x4iaqbbVoXrRadcVct6SU9NS6HFrcSASsjBH0xW1YhNvgQ5Wuz89U5piu2NVGlU+dAeaQ5lK2weRhQhSvFm3KHaMlRtTnU1WrNghhUsSHyjjGVeyMb+qWrFo1MU+hSXotJaOJRMmzvQU+0+B9kLNrtq1Ao7k5qjaLbC5JolE+R3ZUkdcjORgCFtArLQR+zX+5p2/Jpy35Kal3GaLVnFLmFpVkehuADj3w95Vlt6UblXVBSh4j3CNGkE/YD14VWUsmnFoSlv1fvH8cOf+zKGMnr1jZKEsvNlfTcM/ii1LWVyqOiPjmxsGXZQQgHr7Y7FSYmJZLpG1xPHMZvSzbb7j6xkZykRucUpVP7zopS8D5oWJNb8kpdPZbSkqWjORjkcRuoMu4lc0EDClNoASR16xzoem0esl5XHjC1b6n3n3FzCBnCMHGM9YW6gOKyZXfZMhKuq4S2prPsCiIJlqky8quSTNpYJ4O08mOu1SJezpeYUPVbQ4vHn6yjCW9R6dXtz1Pd7p8Dcps9TFXQQJipS2pZXrzb7xzk4EKUvN0ytpVLtyylmWRvSlzqYQJ2kzki8W3mVJHgT0Mb7aWWKy0k8B3Lavn5H4opJEyq1WennDLnDbQJIbRwIU6dR35qhPylQQEIeOWj4p8zChN06nUR52dmyHnFHDLJ5Az5xqlqpNT1LqM5MkBKRhsAYA4ha4uNRu30UybW61NIcaWgpIByT0iNq7SZiXdWC0rCVEA46iHTUVPo3qDhQOvCiDDanJyqE4adW4PAHn6YpkOI2K4CzSXtwwdv5IfWl6H1WTIqS2SC7NY/tDkMu5kr+CZjvhhZ4I+YCJE0nYcXYNOUlBIK5kj+0OQSbdkB625QJ26K5J2/TVtomp5zumy4SE5wTyQD5RJ47LmoygCJikD3zCv0YaOjX+VG2/8APR/dMXjR+QR4F5Ptjsr2jwFTEY1S3ozsrO2lk/7nsm2O0uOyXGQo4VqzjfVX1u0VK+K3qP8Azmj/ANoV+jB8VvUf+c0f+0K/Riyszfdryt7y+nTtT23BNyBqjUp3Lh3SwWUFe8DYPWSRgnPHSNadQbTN7uadCqf8oGpMT65XuHMBjON+/bs6+Gc+yO+5rdn/ALsu8cny+zjrj3St3xW9R/5zR/7Qr9GD4reo/wDOaP8A2hX6MS/V+1BolRKlM0ubu9Tzkk53c29KSEzMMS6s4wt1tsoHPHWHI9q7p7L/ALmVquaXdZvB4y9GfZQt1qad4wjelJSgkqAG4jnI6iHNbs/92XeHL7OOuPdK+fFb1H/nNH/tCv0YPit6j/zmj/2hX6MWIf1SsWX1AZ0verqRcswx6Q3Jdy4co2lWSsJ2A7Uk43Z9nSOugX/at0V+t2xQqoZmo264hqpNBhwJYWrO1O8pCVH1T8knpDmt2f8Auy7w5fZx1x7pWz4reo/85o/9oV+jB8VvUf8AnNH/ALQr9GJluXtK6O2dVZui3Jc0zJzci8Zd8GkzikBweAWlopV8xMKdJ1y0vrVvVS6mLlDFJoxQmdmZyVflUtlXyQA6hJUT4BIPPHWHNbs/92XeHL7OOuPdIH+K3qP/ADmj/wBoV+jB8VvUf+c0f+0K/RiY7d7TOjNz1eVotNuxTczUCBJemyT8qiaJ4AaW6hKVEkgDB5zEiVeqyNDpM7XKo/3MjT5ZyamHdpV3bbaSpZwMk4CTwOYc1uz/AN2XeHL7OOuPdKsfFb1H/nNH/tCv0YPit6j/AM5o/wDaFfoxLEt2r9B5otbL3Uy3MKCEPP02baZyTj+EW0Ej5zC1eGvulliVaXoVy3K4zOzUsicYbYkJiZ3sKztWC0hQwcHxhzW7P/dl3hy+zjrj3SDfit6j/wA5o/8AaFfowfFb1H/nNH/tCv0Ynm09cdL74aqb1s3S3NKpDCpqdYXLvMvMspGSotrSFkceAPlGX79emSbAl9UH7sYZtqZUpDM660433qkqUgpS2UhajlChgJzxmHNbs/8Adl3hy+zjrj3SBPit6j/zmj/2hX6MHxW9R/5zR/7Qr9GJus/tCaT3zW2LcoVyrTU5hO+XlJySflFzCcE5b75Kd/AJ4yeI4Z/tP6LU2pz9Gm7mm/S6bNOyU0hujzrobebUUrTuQ0QcEeBhzW7P/dl3hy+zjrj3SHXey5qVsUGZuihzadhVMLwD4Z9XpEUVfsZ6hWnONVq5Ljozss9MFKu4UveVElWTkAY6xfKz7xt++6EzctszbszT5lS0NuOy7jClFCylXqOJSocg9RzEY9qqYnJeyKaqSWUqNSSF4OMp2K4jY5fsFkuVPzlGDb46yvwNXmW1GY5okq8lZdSsQtK267IsIkpaYl1pZSE+ord+KNnwHMupKfSZcr8EhwZhiM1etyrneSj7zAPBShXX6o2mu15DnfMPKbWg53AJJV9UdR/4lokc7vTfEVK3YdYngppqZkt6vDvscRGdwaN3sHAuXakFFKshLkyE5+mHlO3LdDrgfRNBCwc7y2gqP+rCJWLhu2fVufmW3FD5PeMJIHzACFqfUTeXWNan2bc9tSNQoztNoVQYnlJU629Mpy2r2c8Q6aFLTttWDWaZR5Ryl1Vz7My16QlxJORygwgTlQu+aR3Trsk4BxhcuPoz4xoXUbwRKmU9HpwbxjHdH1f6JzkRkRqxSsW3Bt3FiYotd1UocrTLyaTJVKmvBbM4CkomWjjcDjocQhXgLzqFyyNEpLb0rbVMfbaQtDgCXEoI3LVz04jgFVuqgy78z3MjLsBBLnrKxjz5PWK6X5qzWqvUXaVSppyVC9wfcYcUfVJ56ng+6Eq8VwK6dCVR6FidUu15IWzV3KHbFPl55yWHdrccWNufPI6D64gy+u2Bft2UeYor7dIp8s7hJEs04tagP+kVAY+aIkkZI1EOz0486GW8kNpG5S1fk95hEm2W3FuOS7SUNDO5xfrK48ueT8+Itb8nqZvmIxViRtPu07femdSmanSEys76ZJTEg61OS3qd08naop2qBCumOfmMTjbna8smfpTE3VZFbM6E7nmAohIUM/JJHrDjrxFLXh3jiiw0raOpdOc8eyNbBdVkBKumDiK0y15vW1j0bs7WyytRXzL0meLMweUy72Ar24PQ/NEmGUMxKsISvZt9ZRPnHlpZdcmKNVm1Ss2uXebVubcGSAR4EeIi/wBolqmNRLZaanHwmpySO6mUbuVYHCwTycgxUnZ6lupRaV4kpBhqnyomUN9+D49RHbba3JiZmlrHySgJB8Bg/njTSR6RLvSi/kKSSj2GO62WVNuzqVAhSVJBz54MVFi9tBfpQUnTxg+JlFKPvJMINsuFustI8HAWz7TiHNIoxpxJqIwDJpOfYYb1IkJmam2n5RnAbcCis+HPWHAXOubrSm6g/TanJ982HClO0ZIEdctb8nJOKqsqFOHuyW2lDBCo2VmoUemTS5hLIfnF+R9URx027dz3o9RQEJUcJcT0HsPsiUkOI1aiJ16bcVNJWl1fJBH1CFmVpEw9bJk0J2OurKyVcAAY/NDirKmJaW+EUyaJhYHqnw98Mip3DVJ0KBmC0kcbEDjEGrFInTNvU1t4tPTjcw8MnuhEfXJU+5mHpeVlAwlJKMgfNDjm5p2UmETKCd6Vbs+cIF6y4dDdVlQUtzAGU+RimSKloM65/Wpa1OEnetOfnIiaNDqaqZ0uoj+wHf6Sen/9hyIauY7aajjOXEf3kxYfs7Sgc0Ztpz+M0+f/AMhyJpq82VHbo1/lRtv/AD0f3TF40fkijmjX+VG2/wDPR/dMXjR+SPKPJB9k1v8Ak/xieieUf7Rp/k/yZWLVmVv6c7W9CZ02q1Jp9Z/cQopeqbKnWe6E29vG1POTkYMNaTkdVpftBXVK3ZVqbP3YvT+dEk/SmlNNbynDICVc7grHPui1T9jWtM3mxqE9SgbglpE0xqd71YKZYrKy3szsI3KJyRn2xrTp/aKL0XqImkgXC5KCQVO984T3GQdmzds6jrtz7Y9aPPSIeyvUtPWeztTGDMUxhppmYRXWplSAQ/vUHe/CvNIGN32m0dMCILplInfivzN9Uhp5MlamoSq5QC4Dubp4dabSRnnAcUpRz5KzFpq/2a9ELmri7hq9hSi515fePlh96XafVnOXGmlpQsk9cpOfHMPWcs+2J62H7LfokqmhzEqqRckGkd013Ck7SgBGNox5YI8IAp6qptVa43u1GVJEtL6kS9PTMFWEoo4ZEoVe7PdqPhyqJo7JlOVN2XXdRphKvSb5uCdq6S4MKTLbyhlB9gCVn+vD9Y0a0zl7AVpazazItdalLVT+/dIKlOFwneVb87znO72dOIcduW5RbSoknblvSKZOm09oMSzCVKUG0DoMqJJ95JMAQb22kY0jksIJ/wCUEjwk4z8uOftjIaTJ6dzFdZC7YYuuXXVt4y0hO0hJX4bdvejnjmJtvWwbS1FpKKHeVJFRkW5hE0lkvONgOoztVlCknjJ4ziFGs0Kj3FTH6LXabLz8hNILb8tMNhbbiT4KB6/n5gCAe2ZUbWn9FksS01JzVUmahKfAiWVpccU+VjlsDJPqbunmIk6/UVBvQq4WqnlU6m05sTBPUu+hr3fPnMc1qdnTRiya03cNu2NKsz7JKmHX33pkMHzbS6tSWz7UgGH3VqRT67Sp2iVWX7+SqMu5KzLW4p7xpaSlScpIIyCRwc8wBUKxKJrbqN2a6bptb9l20xQarK+jitTtVK3Az6QVFYlg3wsEHHrHBAPlHdW6Ve1m9pK0be06YplUq9FsNmQBqry2mnGWxsWslPO47UkfPFpbVtOgWVQJS2LYkPQqZIpKJdjvVubAVFRG5ZKjySeSY5XbAtJ6829QnKSDcLMmZBE73q8pYJyUbN2zqeu3MAVm07VXr5v7VW/b9dp1LuqhUCZt5yiSLSkAMbCoTBWokuBRRgHyxnA2gse0fRWLU7N8/dCWzajVXqyJtUwB6O3NmZPo5dzwBuCiCeAAsnjMXIntLrEqN0TN6TVBT8NTlPXS5mabfdbL8qoEFtxKFBK+DwpQKhgYPAxpltJNN5Wx0abItOTdtpsLCKfMFb6ElSlLJCnCVA7lKIOcjPBEAJV81vR5NzWixenwbN1uYnimgZZU+6h8jO5OwHYOB6ysJzjnMQJpArWhNwanjTe5bLptPF+VTv2q6y8t5T+5OSgoUBs27BzzkGJ/snQPSPTupmtWlZrErP7ShMy8+9MutpPUNqeWooHJHq44hLqfZd0Jq9Unq1ULGDk7UplycmnU1KcR3jziipasJdAGSScAAeUAPezl3Eu25P8AdVP0udrAQUzr1MSpMspe4/ICiSBjHU9YYfaPlUzdoyCFJzifB/1FQ+rKsO1NPKKLes6lfB9P71b/AHXfuO+urGTucUpXgOM4iHu2Zfo0/wBP6TVDT1zYfqyWNiVBJGW1nOT7oiS3lYPQh34FZGMoAgNHlz9oIiJHaWbUObUmT7nkxub7SUirhdsTgPscR+eLKoNdBTvXJTNDl1HlAxGly25dYOGwYjX4yVOz/wDLE6f66PzxkjtHUtYO626gn3KQfyxUqLG8P9Vpy56tCOdy0JVOSRtwDyYYj3aPpieEW5UVH2lAH44XUaiy906aVa5qa76LNy2WFyyz66FHx+jmKXScVewV2QP2nL3krfkTQpCZAU4gnak8knxV7MZIipBcn2t5BKUzCEre9yjlKQfDjGffDm1mq03Va9MvreddJcUtRUonwxg5/bpCHJKE7ISxbClvuulDbfUrUAAB7+kYvD0jaUoWtFDhmJCfaokvJstBKcd4+o+0cAe3p7o66Jbz1xMS8gilKCl/J2IycZ6Dy8Pd1jvLV0VqVplssUpx2bfcU13ScBa8J6EHxyIkSyNOdTqkDadEtp2kVB9IRMzk6+EpQ2PtRtztzzjz9kWpVJJcDPhSg3qRBdNoS8m83R5NKd6VZfWOiR5Z8fLMOjTjR5VYLzTkukuTrjcowSfNSVLV7koBJ98WTtnsRakVGpNv1mtUqTk9qd7qXe8WoHxxjHHlmJ5trTvRzRqXTIszrU9V9u1x1eZiaPuQAdoz5D6YsTq1NzdjqzJjSpRlvSPMrWHSefsG9HpKWYcTL/wzKv8Aodd30w5tIa7VbKuORn0uqaL5w4FE7FpJ/bj3GLHdsWhSlRt5q76Yy62iUWZd9T8uplxCSMgEKAOPV6jiKg02sOOOSzhmS4yhG1PPCecxfo1ZzpqUuJiVqMFPTgz0qtSsyE3QjVGXApazt29SIdlLCVuzDyUjCwFHHntMVf0Bvtt2Tkw6hbgSpMvMAnlaCQAcezOQfLMWgoD7UyzNvMNqSlOEjd/RjYU5b8bmgr0/NT3RzW3LsvWRS2ZgjYZBnIP9EGEu45mcpzCWKawGpYjPeIHWFBtPcaf0/YT/AO5MD/VT+eEKl1xbKVSVRSXpZXGVdUxd6C0Nl098orJJUeTmPkvKuzU01LNgZcWlA+cw4KxbxbQZ+lkPS6/WOOcQWhJKcn1Tricolkk/1iOPn4MQgZ1ivmlVBNPZQlyVl20trQrz65+iE6o0GUq0sqeoK0lRG5xnOCI+t0WqVqcemjLFlLrhUVOcD3R1INDtZSlrn1TE4UlGxrkDMVW6wR8qjTU3NBp2XWhCVEOFQxjEIFbqErNzL1OSgFtCtqDjglPWJQuasMyVNbmZhpzdMjPdAAEA8/liIapNUEPB9qXdQvORnpn2xC0YtcaN2gIp4wejySPdvEWb7OsulGitqJ2//wARR+l1ZisF6r208K8A8Cfdui0ug8wJXR+1WeOJBJ5Hmon8sUp2baLnQjg0a/yo23/no/umLxo/JFHNGv8AKjbf+ej+6YvGj8keUeSD7Jrf8n+MT0Pyj/aNP8n+TKkatXNT2O0lWqHed3X1T6C3QZR+WYtyYmSUzBIBUpDQVgEZycdcRt0r1UrtsULVuvylzVWuW/bcomaoMncUyF1JDgQrd3qOHENFRQMrAyAMc7ofd4aVa1S+ttT1X0yqVnIbqVIYpamq05MlYCCCSEtNkDlIx6x8eI22noBclWuW6L11mrdIqNRuejroL0lRmFtyrcqoAE71gKUvgYyBjzPGPWjz0bVlaL3bfmm0lf1Z1nvVu7a3Jipy7srUy1JSylje233AG0pAKQrnzxiGkxrtqPf+kGmtCp9ccplwXrXlUKerDKQlxDTS0pU4ngALUlaCduOQcYzD6pek3aXtG3Vaa2rqNazttIQqUk6nOy7wqUpKq+1CUpKCpIJCfW8BymFar9lqkq0styyLVuJ2m1i0ZwVWlVcs5zPBW9S1oB4SpQHAJxhPysEEBoavWvcfZxt2R1WszUi7Kqilzsu3VqbW6mqbZnmFq2nGR6isnw45yMbeUO8+0HUNK9ddSXH36nVWhTJH4IphW4qWZdVLsqU4sZw22M5UQMnOPHIflR0d1u1XmaZR9b7pthFsU2abnX6fQm3iupuN52pdU4lO1HPOOvkOCHPQ9F6lL61X3f1dVSZyg3ZTZeQalMrU9hDTaHA4koCQk7DjCj4dPABpVajXXa3Z0vO+6nqJO1u5q1SHKj8Iyk4tMtLZSFIRKJB2oQBjCgAT9AhmWPqdcWuSrT0iol3z9vSkjSZedrdUcdW1P1goADjMqpXJSFhQW4Dn1TjIHL4ltAdRKDY196SUKuUabtCtSbwt306ZeTM051w5LLgS0pJZyVesDuGM7TuOFK4+zvUatpjaNNpVWk6VfdkyrHwVVWFK7lL6AAttZ2blNKIP2uehweQQI81+rVPt/Xm2LXr973jRLWTa4W6ihzcyp5TqXnwhRDaVqUTtAKiCcAZMKlMqlmM6YajV3TfUTUKqTUlQ1hSq8/Mo9HUQopWz3raCFZSclJ44hdvLSTXir6jWzqpbs7YstWqVb/wVOszT80uXU+XHStTYSznYQ4CM4IORzgErD9mdou7bZue1dQKlYHolXosxJyaqX6UlaJtZSEFwrb/g9veZIyc7eIAg/T+4dLKxbFEeurV7WFqvTTDYnG5V2fUwl49QlQZUnb7dxHthyah1Sku9pmqWjfmrddtS2Ja12JiXcl64ZIKmwppKQSfVKlIU6ojGTtz4Q8LOsLta2Ta9MtKl1bS9cnSZZMswp5U6pwpT03HuRmHJTNFa49r5O6rXUm356lz1sNUpUrtW64mdStlSnAhbe0I+xuAHdu9YcdYAgCe1AvdrRnWRFt6gV2s25Qp6mNW9X35hQmDvnWkupQ+kJKht4OOMHoArBXtT741Nt7WGlVy1avPzUpbVnydfqVJ9IWWp2XS4ETOUZxu2LKt2DjbnwxE+67aX1DUjR2t6cWiKXT5qomU7gzGWpdAammnVZ7tCiPVbIGEnnHTrCdRdIq/IaxyuoE3NUx2ktWg3bzkuHHC8p5K0EnaUbS2Qk8lWfZADNntWnRq/U7uodUmJ2go0pVX5OTL57hx70zhZQDgKwNpPUDIhq2tbKLk0ilNZtXtfrqolRr4W8xNS9VMnJSalKUGkBkDafknIOARwMYzDv037MdVsrUq55+oVOnT1k1OhzdEpkj3rnpMsxMPoeU0U7AlKAovYKVk+sDgZONdC0j7RenNJNg2HdtlVW15dajT3q/LPelyraiSUlLaCheMnHOD5JHAAlDReuordgU9ar/k7zfkyqUfq8o33aH1pOQCMn1ghSQT4nnAzEI/4Q9JXpNQkg4/x63/sXImrRLSlOkFli2VVlVTmZiceqE3M9yGkKedxuCEAnakbRjJJ6+eBC/8AhC/8lNB/79R/sXImPEhnn41LDfyeIk3S+lUQUer12Z02ql/T0q8zLt0aQmC0pDagSp87QVEAgDgHqPDMRe044CQTnk4hUpNerNDm0ztCqc5T5lII7+WfWyvHluQQceyLsk2rIpduklGeuW1pWb9GnOwpqOokAAys1NLTk+WEQy9SLPYs+7JmjyrT7DammplMrMKCn5TvEBXcuEcbk5+giOmV1c1Tl8KRqZdKMdAmsTH5Vw15ydnahMPTs9MPTM0+suOvurK1uKPVSlHkn2mIjCSd2ylnKZcHhavmJjqu7UNi2NGpqkMSrMnOVSacaZdSr7LMBOM5HgkZ5Psx4xyejOLCnF7sjr7YgfWGs12duVFPXlLMujbKpA4CD1UT7x0/Y28TK0bF/DxvO43JqptTrhlnWVPTC87ldecZJMbNM6eur15inh1SXZeY+xkclB8CPbkRstqlsvImWw+l2eLZK3OgSkdQI36ayTtLv+mMqd9Zx8Kc2nPB4jXy0i2ug2dPSavwZcug6eq09ap9y0ahfC1ZrToTMTruT6Kkk5AGFEJGMcDqeesSvZbVXvKhLrV02cunT0k6ptsjCXEj1suIcAThIwk8kZ3HA4h2aY0RCKcGWZ1T6Hkhwd8nOxWPAiFy96bWZW2plNYrEuiWdAZalZNlTbswT1QVqUeCOuAOM88xqoVU05dJuKkZNqK0SEqwbjrNW09nZ9M44BKvKZJUMqLSVessK9xyPdCHdMxcFn1Bv4Dsx2qInHHA84grUUK42rWeRtPPrYONvMPvSuQS3ZR2SwQw8SpbYAwkHjafxQ5KXTnZZv0KnpbmmUI2pZW5teZSOickELSOg6HjnMTTld3ZTVUmrIgycFVvK3ao3W6c/T0sOvN/ZCQhxCQclJGNyTnIOB0HEec12VhdVvSvTZl5OVYTNCXZalJVDKAGwGwdiAE7lbcqOOSSfGPXG7KQ8uRdnKt3bDUoytaWGznJAyCpXHAx0A+ePH+fbmp6sTU6jCUTb65jgcAFwnH5z5RkYaVt9FjErecZE2aDTT6aqwlAUppwoDgSM9Dnj5iYvbZqB8FzjvrBC1Ep3DHGwRQPQK9KPZN3oNwB0yB5W6hrvC3xjcpPuHJEX+tKp0+tUSbqtLWlco82pTKknIIDYwfo/HGywyVjSZhdTuh7sok0WjIIqAKWUyjIIHGDtGIb7luSdQSXqVUmycfIVgwuV0BFpMo8mmR+L80MhC1sEFClJx4g8xl6IwLjhodNqlNfK5xaWpQg7kqOUq9ojuQqSlZOYfo0u28okqKEq4KvbCXXnnZi3qZMd4oZG1WD14xz9EN+nzc3T5ptyRUd61bSgnIXnwIgQ2fKlcdTm3FMuOKQ2kY7tvjHv8446DSU1SpF54Yl2h3jhI8fDMOyuy9tLnRLT6ky82pAKlJ6ZIjB+lrYtt6ToTiX3Hye8WCMkHrj5oBMZN6Srdel/hGlvpc9HBbWgDGB5iIaqLZL6Wwk53AbSOevlEmTMpW6XP4YYdCzwoEeqr2H2Q3blcpkpPl15lImnSE4SM4MUySJTI4vtW2mIycDfz9Biz2k8wZXTW22A3kJp7Xh5jMVc1FVspQB/jE/6ijFlrDccl7KoTI6Jp7H9wRRHVsmXBHVo1/lRtv/AD0f3TF40fkijmjX+VG2/wDPR/dMXjR+SPKPJB9k1v8Ak/xiej+Uf7Rp/k/yZlBBBHrR56aJ2aZkpR2bmFYaZQpxw4zhKQSePmiv9E7Q+rN32yvUWzNGGKnaweWhtsVZPwk62lW1SgwlJGR/F3E9eowTPtTefl5CYflpJc4600taJdCkpU8oJOEAqIAJ6cnHMUgqdZ0Sp1Hq1Y09c1A0yv8AUHO6oNPYm0Bc2CQ2040EFooUcDbkYBwBxggT3fuvF40O87YsmydNjWapclJ+E0Ss5PJknWcBRU2vf6oUkJOQSOQRCnI6m6vU637luLUDSOXoEtRKU9PyxRWWZr0lxtJV3ZDZJSMDriK+6nVF1OoulVb1kn67Q3RaO6rzdHLzU2zMqDnALI3JJUQFADHJHSHtSLo0qqNgah0awb4va4Z562J15xuvPzj6UIQ2oZbL6QEklYyByePKAFdrtI6yJshvU2Y0FbXaxlRPrm2a+wVplsZLnd/LwPLbnxxD0pWv0pVL/s62fgRTNIvqhqqlJn3HML9ISCpUstHQEISTkKOTgRX2oaa3jLdmS2rzk70u2r0ZEtLTNdtZU4G5ddO3fZG2diAtG3AJ3FQABPhEp6v0uj1DR2y9VdN2NjNivyVYp7LTZLhkAUpeYA6ghOFHry2R4wA7bl11m6Tf102dSrbbnZe0bYer8/NqmNu11LaloY24PysJ5z/G44hJn+0yqWsGy63T7Oeqd0X0jNMocs+BggncpbisAIHAzjknyBIbVhUl2saJ6tatVCRUipX/AC9YnUBaT3iJJtl1uVZ/qp3e/dDGptPrVnWroXrUaHP1Kj2zTXJSrtSjCnHpZt3eA9sHOBvOT4YGeogCcrT1b1PTedPs7VDSJ6gisJWZKpU+bE/KhaU7ih0tg92fDKsDOOo5DVtLtDaz6gt1CesbQ+UqchIT7sgt9VfZYyts8+q5g9CPDHMOi1+0dQdQr0pdr6bW5V65JvpcdqtVcl3JOXpqAn1SrvUAuKURjaMewnnFYdKqxpbRJW4JbUG/dQLfqDlbmnW5ehzc6wwtoqGFkMpKSonOSecAQBZu89cLusukWhTKjp42L0vCZclJekqqTYl5daT9vMDKSCCnp5nyhYsLUPUqpXdM2fqJpe5RVNy3pDFVkJkzUg7zjuyvaClXXAI8D04zF+ody6MV/TezTc1qXRdNmTDr7LdxrS+uapq21FG94n7OSpScZIwcZ5wBCfofcL7us8vQ9JbxvC5dPE0tbk+quJfWzJTAJCENOPoSoZyjCfLd1A4AtbHwjIxH2CACKqf4RBezSegK4/8AjqP9i5Fq4qj/AIRMZ0loH/fqP9g5EriQ+B5+MvYURgdY6gtRH2JIJPnHD6qD4dTHQiZSy0SFDJ9sZCLbdzqQ16n2VW0gxtVNy6AED1j7ISVzbjvG5WPPMdDCU5BQkH2gRUDKfcqDku4JFKEq25T3hOM/NEC3Kh2rVWamHitS2SUlZ4CyDjjy/wCEWBcXllRJ6fVEO3ggU7vZeUVLramJgqCkfxCoHA9uc590a/G9BsMAk20yISuqyEw4WnFALVk48Uw5NNJ112/6S3OuqU+5M43K4yCOPo4hSaobc66hvO0qbO4nzBA/NDVXNm361J1xBK1UyabcXt67Ur5Gfdn6YsRtODRkzvSmpdB636PvzMvKIln2yVNNIKs+RGfyQ4tQpVF1yko23U1Sr0o53zSk44V08fZCFopV5CvUWm3PIvocl6jItBQ4Vzjrx7DCRqhbM1MXHT67TJuqrp6MpmJBh9QacHPO1PrA5weCc+UaCEHfdeh0Kkqs7oeenlrXbQqA7Tp+7Zd5h1S170pCXQFHIB428Q7ESrkhLNzKai89MMKyXlbcrHiDtAAhmWzKWYimGYco0864WiFoVV1JTncDjaVBQ6EYI8TCjaNtPioTlb3zkpJTLaG2aat4rabwTlw7/W3HgeAwOnjGTUoqEbplMluvVf08TRq7cSmNPa7VHQoJYpk08T04S0ok5+b648i0VFDbUm02oqZAHeLHVWMZH1iPTTtqXhKWboPXZdT6G360gUaWTvCSvvQd4H/20r5HSPMWSpryJSZCloUSlLqUZzsKhnGPPGD9EXsHTsnJmBiam81FdA5rflRM3a5JvuOo71SkNrZJBGDn8WPrj0R0FbYl9OnWpUOpQlpe5DqtxSvuxu59pGfnihWky5Vi/qHUKluS2ia3OLChgp24yR1SBnk9Me6PSGym5VNqzZk9ncqQ6pCkEFKgUAggjrG2oJcUaLGzfBj3uZARbTSB0w0n5gIYi84PA4iS6zTfhKmiVDndpG1ZVjOABDWXIWzIgh+ecmDj7WMq3A17d2crpMxZiQANzD2D7OfzGOO1JITNUDzgPdSqO9Kj0BHTP4/mhcQ5IVChz8rS5ctJbwr1upPXJ+iNdEkUytAeD8yhhc+FJQpRxx0H5Yq3RcZ9VmTPz8zOkBQUvg48ITROzMo+l1l9aMKGcKOMZ5hyu2VWGiW21IcbJzu3YBjmmLInEtKdfnGGwByNwOIi1hcTb5uNdJmksllC23GwtKj1zmIrrszR6nO+kKDjTylgjB4JB4iR9S5B92UlJiXPfIaQUOLAJ8BzEPzJJnGsHP2RPQ+2KJLUrjYampSz8HtJGPWUr6mlxZ61G+7tmktjPqyTI/1BFXNTztalUZwCpfH/ANpUW3tmWAoMmjuwdiCjp/FJH5IogtWTLgji0b41QtwnwnR/dMXiStH8cfTHnUUhXCgCPIxiWWSACyj70R8x7IbeLZXCTwvmPOb0t6+9boStwfUe87SbJcoMRHEee3LK1t2/TfjddZ6M94j+MPpEHeI/jD6RHnL3DH8ij70Qdwx/Io+9Edbzyrsfz/sOd5tH2n5P3HoyVpP24Hzxr7tjcHMNlY43nGce+POruGP5FH3og7hj+RR96Ic8q7H8/wCwc2j7T8n7j0X9TIJUn6RArulD7T6RHnR3DH8ij70Qdwx/Io+9EOeVdj+f9g5tH2n5P3Hov6mACU48s8QAoA2hSce+POjuGP5FH3og7hj+RR96Ic8q7H8/7BzaPtPyfuPRfKdu3KB84g+x4A3Jx5ZzHnR3DH8ij70Qdwx/Io+9EOeVdj+f9g5tH2n5P3HoqhDDSdjIbQDyQnAj7hoeKeOnMedPcMfyKPvRB3DP8ij70Q55V2P5/wBg5tH2n5P3HosA3tKCUlJGMcYj433TX2NlCUgHoBgfVHnWJdg/80j70QmT9LserzDM9WaexUJqjuK2S7042wlOcEqAVwrGAPZHS7LeUGptPj1g4YbcSTblv3sl7N1cX7TSbQbHRyHCfSZYjebaSW7a/wD2+g9LN4yBzz7I+7hmPOeT040suuvy8xXrSlpOanGg6y9PTDZQsDgJQlPJPU4hyXFpJRrhLdh/CiqHLvM99LejYQiZT4o6dRjJGQcHxj0X6RSva5yCweIcVLc0ZfPekgkc4iqX+EUCV6R0JJXtxXUf7FyKynSe39GazMTNcok0uZWktSvdqQ4XGyOXE9MDnoeffEcSeittSAcekZqcYkFLU6lTMzL94dxzs2cHdzF+LT1T0MaSabi1qNRxnKjtf2j2kRqceba9VToURxwYkljRW2ptpM6zMVl9k/wodnWGnWvennPzZzCnKaIWLPfYqdJXQ5MpHLcxNSzW7zKSfy4MXlNFuzIpbU3sA3Dn547Jd1CfVCxwOSTiJf8A3hLNU2hkSN2h88f+8yhbJ8grPXPsx7YclE7Kln1FwJdn65LvIIU4hc0wtAT1KSpCepHl0id9WI6St1RqbDDbjaVpcUBleTgJB6RCVduATQeS8ptOxR2hCiQnCuhz4nGYvbrBoqiVt2actelolJSUb75tCE9dqTkkjknk8nmPOOqT0wmozLk6od6HFgtrBwtIUePfGBiG6jszPwslDVDuoVSQHZJK07BMsqZxnhKjwD9IhGn7edebnmtgXv3Y9pxkfTHyQnpeblf/AGRJL0md4aOBuQeFAe4nMKaJt6daSGGHVOLCUlY/jJPCSPA4P1RixbjobKcfORLCdjLX2dtq3kWNcTxUyysiQeV4AH5B93Pze6Lr2DdFPuinKebeSVy75CkjlYz04+mKCaUaZKrVHeXLtrStlCJklIwQonkj3dYn2w5K9bXfZnZYPodKMLWhJKVAfxgeCOeDGuqxU6jkjZYeO7TSuXQk6FL9ymeTIA8Z37Mxx1arSdHa9JnHG2Us5JKlYASBzmI7trUS6ahLpaKWX1BI4AWCPmzGvUmUqEpY1ZuS4HAtSZB5bDJ4CdqCdxH4oT1E73syg3av1uRr/qUmRt5bxtq3C5Kym8qQJl8kd69g+BKQlJ64BP22IiFiVfW+9LtcFanHHlHrnafoA2gD3COemTjbB7wKAcVMd4sePU8fVGFZm35ecEygbe9UpPj78mM6Kt6CMCSSV+kVben3mXmZmTnlNzTCkOMqbUQoL8MeWfzR6CdmmfrdQtGr/CSwlEutbC2QfVDgbSStA+1SpKgSBxnJAGTFB9OLNrVx1+n0ulOtIffU0llTqSU785TkDnHHhHor2dbfuWiaePs3XISstMvzEwtHcOb97edoUTgeIOPZiMzDRabNZjpKy6ycLhqSaVIpeU13iVkNlPsxDWdpVKraS/SpkNv+LKziHPdFLmKvJCVlU+uhQWcnjGDDTbsqtsu942psKHI9eM+xq/addsSUxKT03JzbCkhTYJBHBwYS72nUOTrUgzw3LIwUpOAFH/hDtordcbT3NUaQQjo4lWSfYYblw2jNPzTk7JrLnerKlJPUe6JKTRRJp6oW7UJIqUXZcb2zu5I4P5MQ0Hmp+fWW2S87nwBJEPW1qNVafU1l+TUGXUKbVk8eYj7W3axJhcrRqSG0D/nUpzn3QsEMyXpk5TZCc+FDhsoyEKOQPMxGlVdoaJ5bMm33ji1KIVt4B5OYkq6m6w5aqkP967MzC/XSE4ITnofoiIH5CdZn0OPMPAJPUjjGDyYtzdiuCuMLUfDs5TWFc71rH+qB+WLm260hNKQjHyXX0/Q6sRTW9UF+46NLDnc59ZW0PyxdCgJcNNyhIKfSJjHH/XLiimrt3K59BEsEEEfDZ9WhBBBABBBBABBBBABBBBABBBBABBBAOuM4iUDTOzQkpR+cUUhLTZUdxwPZ9eBEFTlremzD03MzCVuvrU44ouZypRyT1jq7UNyTzFGp1o051aVTzvpc1sVg903wkHHgVnP9SK2FFZ5KZl8eQDy/zx9HeSnIvoeWSzCqvSqvT8q0Xxd38DxXygZp9JxywcPVpr/t+CLf0S45WjU5im1SlelyMuAjah7etKf4yM8pI68fVEtU26KGi30Ss5Vl1W21BLspVm3SZynu+CXMHcNvn4jg8R5zIVXknJm5rjkYeX+eHJaOoF62pNpXLTcw63kb0qUCSnxBz8oY8FfVHolfAWvKmctRzPeShVXDpPSelzdl6w245p9f7bL09JlKpadQsb3E/avNL6jIxke8GI1pmj9A0zv9LVelJKsUiazLtInGAvhXRQHTcDjkc8xF1gaqW9VwxOoZ9FmkkhtLLqk7HAc7mVc48ig5HiMxYhF8WpeVsy8pWUuTqOinWsekMLH2+0Z5HjjI+bMYfnqlJbvAy1To1JKpxIxvnQN6hVKbqFHlHV0Rxe9l5JKu5B+0V7jwD5Y8YbjFgBZ3A5PmVcxaqya3KMSMvSn5pVQl3EAIdWlIStHmMfiMMvV61JG3XGa3SVsy8lNr2uIWsJQlZ6EHwzzx5iNhhcQqtoyNXisNuNyiRBIaeB59ptxSgFqA4OT18BFjLVkWKVabzbQ2CX3MNBPAwAB1HjzDA07ortSq6ZiZU0W2wFNlpQUFZHmDEjTso7LTc1S2lIJK5acSgjnb3iUuce7Z9MZrVnYwPeKDcoxUKS8y6hCkDcnaoAjGen0RSzXzsVSNRaqN0WUUJeedKzLFPAPUgEdOYvJS5cejuJUhQzu3HHiYTDJJdZmpVwjCs45xz5RDgpcSuM3DgeRFR0inrcUVVdh2Te390okFIKj5HxBA/HHLKyc+zPSdKkWS6tSlYeCgC4rGACrzHtj0R7R9k0V7T6UUqmslXwrLkrKAD0Xnp7orXR6JTZFh9bci0SzNPpGUDOCo8e7rGxwOz302HnFP2HU5bhnjKO/w6Cwek9jSFuWdS7op7KVS07Ly8w4TlQDa0hJGTjOFDnI8YsLb1qUmmsFAYZcYKctFWOEk8p9ois2iGpNKtaRqNhV51pNDqqFuyjzzgSmTdcUkFGTj1VLUVZJOCryPq24oSZEW3Jpqqg26JdCVHPII/H745vHYCeW4iVKp+j60TWjOm9yXE46TZdFaqD03KyCGhuCjtI2Hz6fiiMe1bJ1ec0hun4G70uNSKkEpBJDeQHcf1d31xLUu6hPpMwy4tLSsJSlHhzyeYg7tLarUxm05iwbbnWTUKmEtTKW1BZYlicKCiMgFQyMHqAqMehQni5KlTV22W0puWiPLSoUosS8w9LNFb3eJLaUnnBPPvHB6eUL9s6V3/e3cIZoE8tkgr3FOMgDwUcZETWuzqBJTDDUpTGQlMs6+DjIG0AD6So/PFyjbsp6VIzLEk20iZZ7xKUoHqjaDjy8Y6bG5PLAqKqO7ZjZlSngXF9ZVfRXRauUxxderqHZKYSsNS8uk7VtoHiSOSSQOMxcexUTE5QlIdeJW2ssJQoJACUjokJA90ctCtuVkqeHH5crW7Mlzp0GMdesdtgPuKYqDjSQQ7OuOJwOnQfiEYsYqGiNDUm6jux4zVXlZZv0tawlLg2EHOR9Ea5KtS9RBVKKC9nX1iI4LgZ9OlFLZ2/YUkkdM8dfoMNWl1BdNnm3U8tK9VaR4gxeTLDW7qSA5MupBUplIGM5z4QmruampUUrmU5HB56QkVao1CmzQmWXQuWfAUgHoB5Rwmft+qKxPS4llj1itBODE26Sgc0xW5CVShcy8G0uDcgk8EeccD1xUh5PdszSFknAAUOTCXW5ZFckmHaE4iaZl0FOUq4OPI9DCJLSMrR5d2v3CtuVYZVhsOnAJHj7fcOYi6tvFe5JS3bamy5a5ISyCFrS2VDPJAJxEV3BWJJ9S0sqSpSgoAAg54hfuCTauuVXcTVWbZbKylqXd4c2eGEjwPWGPSbWmKnUUJRNS8sVlSWlPKKA4eg5I4z7YsTxVNcWZdPA4iUrKLGRMyYqOo9AkykEbicEePetY/FFwLVO+iNrLuNz0wcZ83lxWKuWq7bGpllqVWJKZemp9pp6XbUS61l5HJ4wQeeRFlbRVut6VX/G7xX0uKMTRkmrotV4SpvdlxIqgggj4bPqoIIIIAIIIIAIIIIAIIIIAIIIIAIMpHKoIY2s90fuVsGfeamC1Mz49BYIPOXAdxHuQFH5hGwyvAVMzxtLB0l6U2kYmOxcMDhqmJqcIJv8A33kRVG+NLKpd9YrmpVuXrX5R1wy9PTbLaFqYab4BWFeB6j2kw3Zy7+zq85UJWmWBq6w8tvbIl2VYw279qXQD8jOMnyBhDtPUO8LCmnJyy7knqPMzCO7cclHMFaM8A8YhxTOvetD/AKUJzUmtONzjIZey8kFacYxkJyPmMfZmBwUcvw1PC0/Vgkl+mh80YrEzxlaWIqetJtv9dRhThfZm3Zdl0rSg8KKcHGPEeccrjbzwJdc27eeuMxudqCUla1euoklSupPvMI87Pl/KUqIGPAxlMxx3WJeFwy8jNWrRZOXfamJrcErYDiyvGMg9RjzEWftFuvWimmMXBUJOYXUkNqcZdIQ42+Om1ROQoDGFdeMHI4iGey9XJFqanKM7Qi9Ml3vG50M7gjjgFXUCH05a1zz+pjd0VyrSKmGHwluVQ/laGjgJAR4dQYxMXRjUpt21Rk4SrKFVK+jLcWpRvSUomZRCWypXekAAYUflHjgZPPzw49ZrE/dro3XaB3gbfMsmYQ6UFQQppSV5x1PyfDzjVY8l3MpLhpZAKQSAonPzkmJRWG5y3pqWU1wphaCk+RSeI1mEfCRs8Srpog3Ra35aiWhKU9rnumQkHJHQDnHt6w4LhbmJa4LdnZdKVq9MEpMj+MysZz8ykIz7oLLSGKe2NvISM7VeJHI/HCnXmG/hG3SlWcVIq5Hky7x9WY3qdzRdIsttJAKUpGSAUkDBz80czQQmdcaWlWcZwfEeUKobQVZKjuTz7vbHJNMo9PC0uq9ZIyVZwTEgiftBSTZ05eW02kJZnpVfAP8AGUnx/pRVGjNB1mbOMgzb4PvCv+Bi5Gt0kZvSitu/JU13T+PAbXkdPrioNtozT3Mjl2YdXn3rVHZ7OtSoNe3wO22cd8O17f7ITJ6lNzLTkm8kqacSpJSfBJHIELdF1Y1EtCXTTHrnrK5NlsejPpUt5JSB8laeQlXTBwEn2RrmGTn2xg22SNpPHlG1xOBpYj10n71c3NbDxqO60fX/AGFKpa8XZW5RUqb4nZ1Lg2+jtPABQ3FJyhvkgEE4Phz0OYb9OkqhOH0qeCgp313nFhKVkHHqpHJAwPE8QqJS2yMoQkK6kgcxkt4sy+5XrLUCPaIpoYGFHVJe5JIinhbPem7+xKyElwomKvOKRtCWZTu0DyH7Yi5Mg2lMrbob3JT6CgDnJGWkjr7oppS8ldSdz1QYuvbsqH5O12yBxJM7sj/qk9eI0e0eih+pzu07t5u3tO+ab2MoaJwEIKlf0ob1hPJlqZPTDx2I79RJzjjBJP1Q7atLpW1NDwIUAQPoiPlzSqXbq5FhJefqE13EvtOcHbncfd15jlTk1qLrVbWqlNTGFLXOP5QkJJygkf8ApHzQjvMOOPKbbSec7QBmG/Xbrlre9Eo1PUXnAFMMrBxkjg8+Weph2Ua6mmJFjZKsKUnh15R6+ZMVRdiiSb4H3UK7KJalEl5CeSuYnnmk+jSrWN3A5UrPyU58YgquXjd9RSuVlmGpJqY4JZbKlhJ45P5sQ7a7Q6rcFbevCYYddZmluBI5+xNA4SPvcGOSo0x9qTa+D2yh1Iz3oURwPAgdY1GJxc3JroN7hMHSjC8ldivSlz1gWtRn5uYVKpeme7dVuyhttQwFqB+SCrGT4CEurU6sTqmZu53ZmcUobwqbdISPMNpPAGfFPBjgF23N3KZCfpyZ9pICQopJ3Y8MZOYX7eXd9efaRNUWXp8qwMNltCQWx4cdB+OLUHOut2F7l+pKnRlvzauZStXlpdr7Aw688DjvFIztTjoB7/GE2aqFky8+45UPSJmbCc92x6o3+ZPRPzQs3TPUuhqMs8FvPLT6685OD4+QiLpr4EU8pVOW53gSTtX5eMZUMBu/+xmHPM1/81+o3JEib1mtx8ZKfhFlQ3HKsBwnk+JwmLZ2QCbUppIBy1n/AFjFSrbG/V+hqxnung59626r8kW3s51LNs09kpGUNEdP+kY2FGKSsairNt3ZEsEEEfDJ9WhBBBABBBBABBBBABBBBABBBBAAeAenSKy9pC4hWbvYt9p8FiiMgLSF8F5wBSvnCdg9hzFj6vUGKRS5qqPqAalmVunPiUjOPnPEUOq9bm6vU5uoTLm96afW86vzWpRJ+smPYvJHk30nHVMzqLSmrR/M/Bf1PN/KJmfmcLDAwes3d+5eL/obXJhmW9UJ3GOGYn1vEgdOmI5nXcfKVkxrDgA3ezMfQrPHDc68Q0Qk8q4jn3d02U7QcjrGsuBS9xPzRi873qC2gc9cxAJG0Z1ZnbDExT3ZBiYpz8xl3HC0+ZB8fcYmOvWpM3XdVF1CtJzvWHNi5lIXglCec48TjOR7IhfSW6rJl5BdvXnQG30LmTsmyAduR4+OItFa9OpcnNUWn28EsSXpSFoCCcEfKBB+aLck5px6yqEtySl1FpNPCv4LlEqOTsSevsiUpAhUq4lWCFJI+qIPs65pyTmEyMww25tAxt4V04zjr4HPU+PMSbJXE4ptSG20Jyndgk7vojApYOpTdjZ1cZTqK/WIdCl2JNtcsyEpS28UEJIyCCeCBGy6Upl2aTMKISGKk2snHmlSf/VG+VlZZl5xbCFjvHXH1nzWpRJJ+mOHUJ1X7kJ2YQCkyoRMgpVyNi0qJ+qNlaxq3ZvQcS1pIJHASeSPEcRwkBTiFoSAVK4JOMfTHFbFSFXokrNNnelxoEqTzyOD/wAY72Vpeb3HaNh4weTg88RJAh6gyjdQ09uKRKclynzAQB5pQVD6wIpVQx3Umhrpx9EXvelBPSUzIrCSh5tSFf1hj8RiixZVIzkxJqSQqXeW0oHqClRB+sR1mzc9Jw9zOt2YqaTp+42TCEhWY4nPUII8Y6Zh0KSSOscTjhOMx1Vzq2tTcgBYKs4x1zHPOvnaSIwW8dhQDjPjHMtwuDmKWG9LGdKbzIzqwOVJJ9/si91Kku5nqNKIbVulpTBTjySkfnikFsy5mB6MB/DPIa+lWPyxe6U75yttlSiUpZUcnkfKA6YjlNo3Z04+847aZ6017zRV90szNOEpOR1znz8fnhmVaSDdvNTD5LbSlOqdU3wrbxwPaenzmHXcK+9dZkkHAccG4Dy8YTrialG2ZKWfGTKtqcxnASSMBWPd+OOXfE5dEI1uQQzUVThabl+7TsZlkDhlkDO33k9YWrPqVKnmVUScqDKJ6cWn0WWKwFuo3gLUkeO0Yz5Zhv3xNIeffcaeBls4QlBIC/Ik9YbNh3dQ6NqJQ52tNrUzIpf3OoRuU33pSBx4/I98W5XaaRmYPCVMbVVKjG74/AtxL0iQkpRLCZRO0pBHhtPshmVagtNPLeZpbRCcrGOOfA4x19o+iJBlLgtevyaJukViUmWlJGClwZSfanqPohs37VZSgUVc/NTSGkhSG0rI8VKCR09pEaetTbmkbiMJ0m4SXpdQj0e22jTnZaoSbba3lhwFKQlePI4AhvXDcQpv+LaLKiWbaUAskcqIjORnKxO1Nt9Lrzr4WMnPGM+PgI67wt1c2pU3KlsOrHKScAkR0VOCpxUYqxy9WbnK8iNdR/XnWJlPyXmQpX7fREbNYM4tXmg/kEShfsjNppkkFthSmUlKyk5wP2ERancmacyMYSOo9oi3UViqGquJ1qK3asySh/zbb6/olpgxb212mvgKVznICh/rGKiWMjvtVFBPPdyE2r/8dwf+oRb62mnTRJcoHHr/AN9URSIqash2CCCPhg+rwgggiAEEEEAEEEEAEEEEAEEEESk3wDdldkYa4XGmSpTFtsvJD08FPupz8lpPTPvV0/omKdzAWw4sF3duUTgD2xYS7afPXde1ZqyqkyiWdHo8vvBIaaaSfxncrj+NEdymk1tTaSt/WGjMnr9kkXgRnw3EAR9b7EZQskyalQfry9KXvfgrI+dtqczea5nUqr1V6K9y/wBbI6Ci4fWyffGD7wT9jTwfkxJKtK7Ol9yJjV6VZUk/KXS3gjH9IjEJ0xppZ7agqW1UYmt54capjqkE/wBIcR1tznRipCACpxYA8SY0PTSlpU1Ko2o8VnqYeMzYVshW2X1KlplQOClmnvLIPtwDiOKcsmksp7g3tJqd/kUyq+8HvT1+aF0BxWpalo1SxpadqFwMU2oh5zG9Qw4nPRQHPzxZfQqmzE7T6N6FPsVZmkOuB52XJUkZQrbnPIxnMVdpFg2jLSLa6te7kq+6chsyBCnMnqlJIOPmiwfZ+uqk6eqXIWZKTlQlJpzfUUzTRZU5wBubJ4JxnjoYJq5TqWXpbDktUkhSShRSVpJVgn2/TElyM2H5bYpO5QABCeMj2w1aNclrXZS2Z1ib7pSiQovNlKkLScFBPgRjkeYhzyqGmnNjU2heVbQARk+z6B1i7cix2y6Uvbh35ZSk54xknw6j8kaLjpzMxQ55pT7zqFS60qQsDaoEdDwI2NLLLTk6EkpbBVu2kjjr4c/RGUzNy01IuOK/g1NEjBByMHoQefOKJcSpEP8AZgvH4YoFXt2bLjTtCqL0o1v+3aSobFe3qB80TW2Ft70IXhJJIQAT1J556RXvSJp2l1Jm45ZICak4p55JwP4RRWPoBAiwHfpU6p04Unnoegz/AMIlLTUk6mnE7RkH1gUnB5Pv8opxrDSPgDUiuS7SdrT8x6W2D5OgLP8ArFUW/wBxcHA69PLiK8dqOhuN1KlXI2nDTzapJwgdVp9ZJz54Kh/Vjd5BV81it3oaN3s/X83i9x/xKxC6lZQeOY43XdqsGOlDmBiOGbXheY7iTvqd4/YYuOZ5TAhO1lTivHpnwjBOFDMfXFEtkDrEdBTcdWnMqJ64aPKbSQ9UpZKgOpHepz9WYu1S05qy38hQDBBA9pJ/IIpxorKrm79ojG3OyZDpx4bUlWfqi5lMSkiYmE+ruQlO/wBvP545HaKSdeEOpf3OL2knevCHUv6sTn5YTlY3KTgN8ADw8Sc+6GbXXJirTk0+04O5B7tAdOUhI4G0Ac5x4kw5LuqMzR7ZqlTpywJxxAlpVSzlKXXVBAJx4esT5cRGM7NVSVpbbqKh6QpKdyinI6AgkdOCekc7JaHOEd6iOKknJglSisp3rUT5e/whH090pr160tdw0t5tT6+EtOnb3iRnGFdAevsMIl23PMVi6adQV02cDE7MoDqlFO3uwAVZwSRlIPSLS6G0qn0+iokpOYSsMDAyNqseGR+wjHk5w9OJtspxtXL66r0JWkih/aI087VbN2yc1Y1p3fKUunyYR31HmtvevEkrKkNryrHAHq+EHZVpnaOu/WCUpWpdRvBih0+XdnJpNYQ6hpRTgJTlwDJyQePKPTOpFLSSV7SB1J6CI2rhXPvu+hlQQlslSknhQKgPfjiLNOv52qk0ZWY4mpiK08bUl6T6DF+4JSlBNKt1CSsLCVvKHyiT4Ql6k1J9qoNS7a1JLbWSpKsAkmNNEkzNVWWbQgr2uJK+OABycxlfy7PpdbVNXxdAkWnEpW1ISY76ccTgY9Xo2D4KV18MxmV8RRwkHUry3V1s0uCwGKzOsqWEg5yfQlcjCs3FVWgUCYUtOOiuYar9Tfn3HC9LJQAB64GMxLMrq/ovRSXZHRqeqrIPM1UXUqUr27SFJH1Q87e1B7N2pKmaJU7SlKDNP4baExLIl0lR6JS80QAfLOM8e6NTHPsBVmqaqavr0/qjpKuxGeYei606D3VxtZ296V7FYtL0ekao1LB5RSJg595aR/64uVZqAq25NWOvef7RUR7X+zLK6fXNUL9s6femaY9TlS78k96zrCy+wrehQHrN7W1Zzynjkg8SpYkmXbUkHEoKgoOHI/7RUbak1a5ylWMoOxVO9NS7F04RLLve45WkieKxLl7cQ5sxuxtB6bhDVPac0GHXUql/eufoxB/+EI4kbJI6lydz961FbND9LVa16oUPS2XuKUok5cLypSSmppsraMyUKLTSsEY3rAQD4FQ4PSPA9lvJxlue5VSx9epNSne9mraNrpT6j2HP9tcZlWYVMJShFxjbjfq956B/Gc0G+6XS/vXP0YPjOaDfdLpf3rn6MU9szsk3Bc8tYoqtzytDqF+quNyTp8xKrU8xLUiXdcdecGRje7LvMhOMgoJ56Q5LE7Ear8o1liS1PblLivugzFfpsg9b80uTbZZcmUqS/Ooyhon0Vw5UnHKfOOg5ocn/ABanxj4Gm5xsw/Ch8H4lnvjOaDfdLpf3rn6MHxnNBvul0v71z9GKa0js/wCnFS0SmtaZnXBEqxTp6Wo85Txbcw6tupvyzr7bAcCwlScMLBcxgcccxvofZMq9avtFiovCTafXpujUUTBlVFPcqpqJ4SuM534Xs3dMjOIc0OT/AItT4x8BzjZh+FD4PxLh/Gc0G+6XS/vXP0YPjOaDfdLpf3rn6MUnpHZnr1X7PM9r2zcMgn0Vx15qgltXpcxTmX2pZ6eSrOO7Q++hB45IV5Yhqaq6TzmlspY8zN1hioC9rUlbqaDTRR6M28/MNBlWSdygZcnI49YeUOaHJ/xanxj4DnGzD8KHwfiegfxnNBvul0v71z9GD4zmg33S6X965+jFLez72apjXO1L1u5Nw1CQlrLepbT0tTbemKxNzJnVPpSUMsEK2o9HJUeflDyhanOyHN2/dmo1PvXUSm0e2dMpenP1aupkH3lrXPJaMtLtymEu9+S8ErbVt7tSFhRG0w5ocn/FqfGPgOcbMPwofB+JbgdpzQb7pVL+9c/Rjgrvac0R+CphFP1Gp65hxPdo2JcyM8E/J8jmKqtdkSbmLqYTKak0dyxXrQcvo3aqTfS0mkNuKaWTLY73vw8hTXdDJ3Y5wQY20rsgvXbXLNb0+1Jkrgt2+JWsuU2qIpb7LyJqmy6npiVdlVHclzARt2qUCHUkHwi/hfJRk+Grwrb85brTs2rO3uRZr+UHMa1KVJQit5Wur3XtWo87j1isRlovUG+JUP8ArYKEK8RjoUxGU1rpcyOJW/HMZPIbTj2faQq0fsg1ee1ctPQip3tJyF916SmpyrUtMi48KEW5Nybbl31pUAt9bbeFNo/gysAncCkfab2O64vV+w9B7ivSSpF8XitK52meiKe+AmnWS9LiZUFAF5bYCi0nlAUncQTiPToxUVZHBvUb7+vV8PNBh3UWcW2OidqcD5tscKtarvKVIF+T+FghQSvbn6BD5pPZEla/qtaelNHvquMTd0IqLvf1ay56m9wiUk3JlRQ08Qp8qDZThHIKk564j5S+yNJ1zUqn6eSGoNXlO/otTrk3NVez52nKYl5JouK7tl4hT+4JWAUngpx4xLQI9Or11ZyL0nwemQ8R+SOJeo1YWouG5psrJyVd6ckxKs12Lp9QlKlQtRpOfolUsqsXnT5x+kzEpMOtU14MvMOSzuFNKK87VZUkpG4ZBjq+IhenwZaNwovKmu0a7LImruTNssLV6FMMU1NQVTn0hWUuqYcaKFnhQUSAdpiLEWIde1ArT6+9cueaUvzU8onHlE2dnrWG17bZmZi8r5aZddeCGkTCnFlDe0AnocDJP0Q1j2WKVSaDQxemrshQbruS2kXXT6IKLOTiESTqVLlxMTLKSGXHQkYSELwVJCiCYaPZ00LnO0Hf79jSVd+CVS1Inqut4SK5takSze9SENIIUtahwAOpwPGKrCxfOk9rLQulT8tPI1BpTrc0kN1RhTbnruJGEvp9ThWOD58eUSPTe2X2a2gkHV6jtt44SWnSQPLOzP1xQee7FdYYvm3rSlr1AbuS2atc0sqo0SYkJxhuQS8VtPyb2HGyssK2KyQoEKGYa9C0BsmvaHV7WVGsTEmq3ZdluYpszQ32w9UnSe7kGHyva86QCo7U4ShJWrAGYqU2iN1Hp8/21uy83T1uM6w0RT2BsQhL/Bz45RiOqV1m08vyxbqubTe7pKss06XW3NvSCFYl3XEHYopWlI+iPEkKVnOTmL39gZ9DWgOsaSnctSmNgxnKu5WAPpxDeuGki5enDkszTm2HEgBACEnPPCfaYkyTnQkBKzuJx1GevuiBbJuEyyTJzKihXRRGTnjofpH0RJEpcLZ2YeGVJwvn5XHl4fXF6OqKCR5ZxB2jd64GMZ45/FDT1gtB26tPp+TYbDk0wj0uWQOSpxHIAx4lOU+8xsk6816qHXQSPFPQw4JaqImmu7YWkFPrA+Oev44u0puhNVF0FyjVlRqKougonhYSFYxnw8cRxzAJ6w6dcbcmNMr8UtsKXb9dWuZklFPDDvVbRPz5HsI8jDRdqEo82HUTCAFCPRcPiI4ikqkT0rD4qGJoqpE17iOMx9BWo4xHKmaQokg70+KvKFKi0+o1+pMUmjyi5mcmFhCGkeBz1J8APEngCLkpKCbk9EXJzUE5SdkTV2XLdmqpds9XAj7DS5TuwojjvnTgY9yUr+kRaZuTS3LBtKPWcUSvacc9PxYEM/RWzaXpnZXwc6+JioTbnpU68lOMunohPgEpGB7cE8ZwHx8IMuqyyAVDn2Y8PrjgMyxCxWJlKPA88zPErF4qU48OgauoEo29aVTli0FNtyq3dm3GVJ9br/VER7XlolaIT6qGy3u+xgDAxyD7OoiQdQ6gyza9U5WS7LraCc8qUsbQB86og7Uu5k0a2HGQDMzSGuGmx6qPIKUTgfPGvfAwE9SLJBiYrF8uTxSBLySktJOR8tRyenkPxxOlPl5uUMvOSjrjLjZ2pWlZScdOvj7oYNs2ymi1dEsUJcywgOFSflOFO45+dX0YiY6PLs+iJbVjkJO3GAD5ZzCKSVimTalc3PzdVqMuhqpTDzyQraCoFPOPHbwfnhRpQabmQ0pIOEY4PXzjkCVYKUp3DHAHAHSMPS1U1manlgFTbJCcDoSeIqjCMXdIiU5T0bE6tVC8atdUrpxp7Tm0Vaojeqa25RKS/wBtML8AATgZ6kYAyRDturSuldnqyJa67ZtNi/L0n6rLy7z1XZVMOzKlhRWGkA+ofVJBGT558HT2WrbUqQr9/wBVV30/WqgZSXcV8pEpLANhA8suBwn5okLVmkzNRptEmpS4qdQzTK1Lzrk9PFOxpsJWlW0KISVkLwkE4zgnIGDpYYZYqr9Jr6v+FPgl7ut9Z02IzCeX4dZfg3uqy32tHOXSm1rux4JcNL9IzdMrj1tv6cbfuzTmkWXbzPLzE0C/NzvB9RCOA0jxKlAnjABzkMjtS9nG3ajak9qDZFGZp1WpLapmcl5UbG5uXHLhKB6oWlOVAjG7BBzxj7rXq1eHZ+1DtWYaumartr1xtXwhKVBDa1thKkhTjLjaUlJ2rBAORkYxzxOOqlZp1B0zuar1N5KZaXpUyVZONxLZCUj2kkAe0wzPCUMThpwrRVrN+72obPZrjMszGlVwkmnvK6u/STfBrpv7Sv8A2XL4n7wsOZoldeM3MUN1MsXXOVOS6wSgKP22AFJyeoSM5OTD3t+Vl6TS001pJLcu8+hGeu0Orx9URN2SpD9zGntfvCpbky0zMfY1H7dDCSCR5+stSR7REoW3OTNQosvPrCUKmS48U9cFS1HH1xVs1OtPAU5VHrbp6r6GZt1So4fPcRDB2ST6OCdlvf8Af9zyq/whCT6BZPscnfxNRT+h1qp23WJC4qHPOSdTpc01Oycy0cLZfbUFoWk+YUAR7o9C632j+yhdCWk3HcVMqvo+S16bQpp7ZnGdu5g4zgdISf34uxP4i1/9F3v93jy7ZrP8zyHK6WXzyytJwvqk1e7b4W9p0WeZLgs3x88XHG04qVtL9St1kC3L2zrrubX2m66zNoUiVVRqLN0SnUOWWtEpLszMpMsvKSflZU7OPvn/AKSsdI1212zb7t+j25ZzlOE5aFItGcs+pW+uozDcrVWJh2YcVMLCCO7fSX07XE8juk4MT9+/F2JvK1/9F3v93g/fi7E3la/+i73+7xveW2Yfyqv8H4Go5J4Tt9P/AH9SnEtqpNSmjdZ0al6Qx6BWLlk7jM4txRdbXLy77KWgOhBEwST1ykRJ0p2wZyn0FLshprRWr2TZSbA/dR6VMEmlCXEsD6KVd13wYAbDmPAHbkczz+/F2JvK1/8ARd7/AHeD9+LsTeVr/wCi73+7w5bZh/Kq/wAH4DknhO30/wDf1IQku3DfdOtyl6cyVt0dqwJGz3LSmLe9HZPpSXWlh6aVMlvvkureX3+Eq270p46w17x1+s+/7Gt227r0ckpqu2razdrUuut1ubaU0y0t5bTpl0nu1KSt9ZweDwDFl/34uxN5Wv8A6Lvf7vB+/F2JvK1/9F3v93hy2zD+VV/g/Ack8J2+n/v6lXtEu0ExpHZt6WLULLFfpt6vUt+ZKatM055hUip9Tex1ghWFGYORn7UQ65/tk1O4Lgu43XptQqpaV50emUaft5UzMN7W6fsMq8mbCu+L6SjJcUVFWcEFPETt+/F2JvK1/wDRd7/d4DrH2J8cC2P9F3v93hy2zD+VV/g/AclMJ2+n/v6lfWe1xVZe7GZqV09oTdls2g5Yv7kO+fMsujrWtxaDMbg93xecU73wVu3nIxgY30ztfT9p3FZ0zp/p5TLet6xpSrs0qjsT77qjM1FhbUxNuzKyXFu+sgp6BIbSAAImG6dYeyA5Jts0aWtxa1rBcUm2XU7QPDliGLVNSezW8jbKS9EGR1TQnRz/AODHWZRmVbMsMq9bDypN/wAMuP8ARHOZlgaWBr+Zp1VU04rgNO1e1/Xreu7T7USes2n1K79P5Cbo6ayuZdbeqki5Kuy7CJnHVbCXlbHRhRSlKVZCU7S2O2FctJu/TXUa4bWk6/dmmjqmpSrzM04l6o0/atLMrNY+X3O8hDvy9uEncACE68by0hnJJLVDapqnC6nJRS1t4TnnkoENao1+wC0j0JuUKgRnEmoeHtTG2ua0flB7U9u2hqXbGplq6SKlZu3fT0LZnLqqE6JpqalHZZSAp5RLW0OlWUYJIEY0btWSNmX1J6gae6dO0WqS9Hq1IW4/c89PLInGO6S6hx5RU0prKlJ2EZKuegiMnK7ax+RLyhHtl8f+mMU1e0cZUyxk8kCXP5orUb9JQ526BzWZ2lNQaBclxXVdFXqV41K4LWnrVVMVuovTDrEvMpSCpK1lSsp28J6cmH3ZnbivezG6xIy9s02bptZsSRspySfdWUMqlaeZFufbPVLxaW4CB6p34OcDEOGrWmr5Mqzn/sCPyRpdqVrrSQlplB/7E/mg4+0ec9hOli9ue4LMcta5f3AU+cvazaEzbdNr6arOyqX5BjPo7U5LMuJbmg3xjdgK2gqCiMxF3Z61wmtAb5mrzlLcZrYnKNO0V+VdmXJfLM033a1Jcb9ZKgOhHQw1BU6GjgMskDx7k/mjpplYt2Xnm5iYZlylBzhcuVA8+WOYixKlfoJjR2y5+nVu2p239O5GSp1q0iu0uTlZiqzU8+58KNd2845MvKU4oIwkoQMJSd3HrEwi3J2jLMunSK3NKJ/RGnMtWtTnpanzktW5tkemO5Lk86ynCHXlKIJK88JCRhPEPG0tT+zq002a3IUVpe3K0roi3CD8zREPSR1e7IzOC9LW+f6VtPH/APRBK5LdikeCTkeEXW7D0+3StGdS5tTwC3p+Ql2mirlxZBV6o8wkLJ9kOR/XTsaS0ky1L0i25lwHe6oWs4FKI+0BMuPr4iEavrPY9dvuu1KSfkrbofo6BS5anU9xhBcHBKktoHrY8VDGOAYm1iG7lurQuhytSqZ5SAXQ5hSUkbtu7GSPbzzEgS1fccUXEIKEZHJPPPQE/N88Vjo2uvZ6pVPpczL6klqelmENzDaqVOkL4yoZDOOFEw62e1H2eDhT2pLbZzlQTSKhyQOv8DiLsWkUaljpGtPJZbUUubEpG9YPCTnJ8eeOfphdp107Hx3M6g+JBOCM+zOfGKus9rbQCUWktajJcRuAKTSZ4cf+Dz4+UdqO152bJofZr7Mso5B20mePH/gmK95PRkWZZ/UC2KHq1aM5b9WShtYHey7oQVLl3x8l1I8uoI8QSOpzFIZ+3q3b9WmKJX5Qy70o4UlKTlKx4KSfFJGCD4giJOke2F2dactLlP1aU0pJGAaNP8jyP2CGjdXaR7NN83akXHqAU0ppht1E5K0qeQ4V5O+XXlkq2qyFZA4IOD6xxtMtzJYOW7N+ibfK8xeDk4z9UVrA01uTUJxCpEinUjcUOz7iSQrHUNp+2V4Z4AP0RZKzrWs3TOnehUlsJmiAXppZSuYePtPgOvHT2RBVJ7bPZyo0qii0e6paTkJVHdM7qXUCkpHQ4DGc+08x1u9uPQwNq9G1Noja/wCN8A1Qk/TL+/6YtY3M6mMersuosY7Ma+Nm03aPUWPl7xfdcQnaVo64IwCPHge+Fxq5ENpDi3EoCscKxjp0ioI7bGikzkv6pSbIUcFKKNUQMefEuYXKN2wuytLuh6q6vd9g7tjdDqfJ8smX/J+eNemjW7rXAmjVG+ZpbUhSaesJmpp8Kb9qEfKUkcg44+qI7vFDVYrNItlsYQo9/NHnIwDtSc+Z55iGtYO2ppHcVyW5MWdczRkKNMrddWadNIWtKkFJThTQ9Xx8TxG6R7WugKZ/4Tnb9cE040C6s0ucUVOhSSOjPAAJT/Vz4xQ2iuzWpYqmhTspIPLCUzbUs3KvKCRgra9Qkjp9qDkc4MPKn1hDDSULYRlJ2go8R0zz049sVbY7ZfZ7bmHFC/1BCzvG6lTvBPU/wMKDXbV7OiUhJ1DI2/8A0ieP/wCmJTXWN3e1ZZx2vMYOxIStXAPGMef0xxOoqVWkSiU9dK3wHOcABPhz7cxWqb7aXZ3cT9j1DUtWeAKRPDP/AJMdE521NAJamsStM1aO3ae9bTRqglRUTnkljny6xWpK/EpcGuBf3s91iQplJesqbqUuZ9Mw5NsMhQCiheCoAeJCtyj/AEoz7TGkdQ1cteiyciH5lukVdqenZBl9LTk5LAFLrbal+oHdpJRuwnPUjrHnTL9s7QiWmETbOpDjcw2re263TJ9KkK8CCGuvtiU5X/Chab0emS0q3rMufd2+u47QJpSke8qlwTiLMoRXqlxSk/WLA6q6M1bV27LSl5uhu2vYdmyQRNv1Z9oOuoBSS22ELUSNraQVrUkcqPOBnj1svdOtG2g0qptUbTalzCXqvccyru2ag4gnDMsDjvQD0IyCrBHyRupvqB/hB6BdTr7D+sBqkktW5DTtDf7sHwBbUwEHHtBiNa52sbOulS3bj1InJ8tjawl6VmylpIHRCe72p+YCNfisNPFrzUnaD4pcX7H1I3WWZjSyqSxNKO9WXqt8Ivrt0tdF9F1MuQ/rXQr4pszZ1gU9yn2tbc3KSMutQ2LmyEP7lFP2qMt5GeVfKIB4EyWrNOIt2QSXyk9yMgIEebOk3aW0ZtmnVFiuXmJdyaqgmED4Pm15aCHhu9Vo45WOM55iylF7e/ZXk6VKyr2qQDjTYSofAlS4PzS8bClGEIKFtEaTEVKleo6k3dvjc8gsnpH0qJOTHyCLZcDMGYIIAMwZgggAzBmCCADMGTBBABk9Y+7j5x8ggD7uPnHzcenlBBABnMEEEAGYMnzgggAyfOCCCACDJPjBBABk5znmPu4mPkEAfd6ick8mDcfOPkEAEGT+wgggAyRBuMEEAfSonmPgJHSCCAPu4+cG4+cfIIANx84+7lecfIIAMnzggggAzBk9MwQQAQQQQB93Hzg3GPkEAGT5wbjBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAH//2Q==" width="258px" alt="bookkeeping services"/></p>
<p>At the very least, you can expect most <a href="https://adprun.net/bookkeeping-for-independent-contractors-a-guide/">Bookkeeping for Independent Contractors: A Guide Shoeboxed</a> to input transactions, reconcile accounts and send you financial statements regularly. Most services touch base monthly, but in some cases, you can pay extra to receive weekly reports. Depending on the company, you can speak with your bookkeeper (or team of bookkeepers) as often as you&#8217;d like or at least a few times per month. Bookkeeper360 is our top overall option because of its scalability, wide range of add-on services and multiple accounting integrations. Unlike less versatile competitors that limit their accounting methods to accrual basis or cash basis only, the service accommodates both. Some other products either only integrate with QuickBooks or use proprietary accounting software, which makes it difficult to switch accounting services down the road.</p>
<p>Most of the&nbsp;online bookkeeping services&nbsp;on our list use QuickBooks. The person in an organisation who is employed to perform bookkeeping functions is usually called the bookkeeper (or book-keeper). Thereafter, an accountant can create financial reports from the information recorded by the bookkeeper.</p>
<h2 id="toc-0">Essential reports</h2>
<p>Make sure the company you are hiring safeguards your information and limits access to your accounts. Decide whether you wish to outsource everything related to bookkeeping or accounting, or whether you prefer to handle some level of your finances in-house. Note, however, that the lowest-tier Essential plan uses proprietary <a href="https://accounting-services.net/the-ultimate-guide-to-bookkeeping-for-independent/">https://accounting-services.net/the-ultimate-guide-to-bookkeeping-for-independent/</a> software and lacks integrations with QuickBooks Online or NetSuite. Considering the price point and more advanced CFO-level features you can add to your plan, inDinero is best suited for medium-sized and quickly growing businesses. Our partners cannot pay us to guarantee favorable reviews of their products or services.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is an online bookkeeping service?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The key difference is that a traditional bookkeeper needs to be present in your workplace to carry out these tasks. In contrast, a virtual bookkeeper handles everything remotely using cloud-based software. Virtual bookkeeping is also known as remote or online bookkeeping.</p>
</div></div>
</div>
<p>A bookkeeper can help the accountant with tax preparation (which is a good thing, because bookkeepers are less expensive than CPAs). What we like most about Bookkeeper.com – or the Small Business Plus to be more specific – is the fact that&nbsp;you can get all the services that other companies offer as an add-on, included in the same plan. Tax planning, business consulting, and a monthly performance report can all be included in one plan. 1-800Accountant can also provide bookkeeping services for your small business.</p>
<h2 id="toc-1">How to Choose Your Online Bookkeeping Services</h2>
<p>Having access to robust reports and financial statements allows you to make better decisions for your business leading to an increased ROI from investing in online bookkeeping services. Bookkeeping services can also help small business owners save more through tax preparation and tax filing. For businesses with over $200,000 of monthly expenses, this might offer the type of customization you’d need. Some additional services you may have access to include inventory tracking, BillPay,  CFO services, and tax services.</p>
<ul>
<li>You should be able to directly call or message your bookkeeper with questions whenever necessary, and some services offer add-ons for tax planning and payroll.</li>
<li>From this, you can then evaluate your performance and make operational and financial decisions accordingly.</li>
<li>Its basic plan is aimed at new companies that require online bookkeeping services.</li>
<li>Terms, conditions, pricing, special features, and service and support options subject to change without notice.</li>
<li>If you prefer outsourcing, try a full-service accounting services firm such as Ignite Spot.</li>
<li>Your team of small business experts imports bank statements and prepares financial statements every month.</li>
<li>His love for exploring the world of music technology and gadgets knows no bounds, as he constantly seeks out the latest devices and equipment to enhance his musical pursuits.</li>
</ul>
<p>At some point, your business will cross a threshold and you’ll begin to place more emphasis on the need for timely, accurate financial reports and intelligence. This is when you’ll need more advanced bookkeeping, accrual-based accounting, and management or managerial accounting to help you make data-driven decisions. An online accountant or bookkeeper provides accounting or bookkeeping services online. Ultimately, it can benefit your business by freeing up your time and ensuring your books are up to date. This puts your business in a solid position come tax time and helps you keep a finger on the pulse of its financial state.</p>
<h2 id="toc-2">We take care of accounts receivable.</h2>
<p>And the more  complex your business’s financials, the more likely you’ll want to bring on a dedicated bookkeeping service. Online bookkeeping services typically offer a dedicated contact or team — but these are still virtual bookkeepers, available by email or occasionally by phone. If you don&#8217;t want to communicate virtually, these bookkeeper interview questions can help you find a resource near you. Here are NerdWallet’s picks for the top online bookkeeping services for small businesses. Rather, professional bookkeepers focus on maintaining comprehensive and accurate financial information. The bookkeeper’s role is to provide information that can be understood by those who are empowered to make decisions at the business.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.cheergogroup.com/8-best-online-bookkeeping-services-for-small/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
