<?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>Earth Ocean Logistics Private Limited </title>
	<atom:link href="https://eolpl.org/category/bookkeeping/feed/" rel="self" type="application/rss+xml" />
	<link>https://eolpl.org</link>
	<description>You Think, We Deliver...</description>
	<lastBuildDate>Sun, 19 Apr 2026 18:08:35 +0000</lastBuildDate>
	<language>en-US</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=3.9.40</generator>
	<item>
		<title>8 Best Online Bookkeeping Services of 2024</title>
		<link>https://eolpl.org/8-best-online-bookkeeping-services-of-2024/</link>
		<comments>https://eolpl.org/8-best-online-bookkeeping-services-of-2024/#comments</comments>
		<pubDate>Thu, 09 Nov 2023 15:56:40 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=433</guid>
		<description><![CDATA[Choose a service provider that has a responsive team of accountants who can be easily reached through phone, text, or email. Bookkeeper360 is a great outsourced accounting service if you are looking for an all-in-one solution and one that allows you to integrate with several tools. Bench is a good …<p> <a class="continue-reading-link" href="https://eolpl.org/8-best-online-bookkeeping-services-of-2024/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/9ff5ef56-5f2e-423c-8fa3-7006705b6458-400x300.jpg" width="252px" alt="virtual bookkeeping services pricing"/></p>
<p>Choose a service provider that has a responsive team of accountants who can be easily reached through phone, text, or email. Bookkeeper360 is a great outsourced accounting service if you are looking for an all-in-one solution and one that allows you to integrate with several tools. Bench is a good solution if you want someone else to do the bookkeeping for you and if you are a small business or a freelancer.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_26.jpg" width="258px" alt="virtual bookkeeping services pricing"/></p>
<h2>Best Online Bookkeeping Services for Small Businesses</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/tax-penalty-990pf-06-06-min-1-300x225.png" width="252px" alt="virtual bookkeeping services pricing"/></p>
<p>To get the best possible experience please use the latest version of <a href="https://www.bookstime.com/articles/top-virtual-bookkeeping-services">virtual bookkeeping services</a>  Chrome, Firefox, Safari, or Microsoft Edge to view this website.</p>
<h2>Do small businesses need bookkeeping?</h2>
<p>As you explore different providers and pricing options, prioritize transparency and understanding the scope of services offered. Tailor your choice to the unique needs of your business, seeking a provider that aligns with your financial goals and values. By making an informed decision on virtual bookkeeping services pricing, you can secure a trustworthy financial partner to navigate the complexities of modern business with confidence. It’s common for owners of small businesses to attempt bookkeeping on their own, but it’s easy for bookkeeping to become an afterthought until tax time approaches.</p>
<h2>Can I cancel your services at any time?</h2>
<ul>
<li>The best bookkeeping services handle your target tasks without breaking your business’s budget, integrate with your accounting software and offer a dedicated line of communication with a live bookkeeper.</li>
<li>Then we categorize every transaction and produce shiny financial statements for you.</li>
<li>If you are already using any accounting software like QuickBooks, Bill.com, Netsuite, or others, you can easily integrate them with inDinero and access your records from inDinero.</li>
<li>Every online bookkeeping service will offer a mixture of different features ranging from basic to advanced.</li>
<li>Equivity offers a range of virtual services for businesses—from administrative assistants to paralegals.</li>
</ul>
<p>Pilot, a service conceived with these smaller scales in mind, helps organizations get professional bookkeeping help even if they’re just getting the business off the ground. It comes with fewer add-on features or upgrades, but for those who just need assistance keeping the numbers accurate, Pilot is an excellent fit. Whichever  service provider you choose, we recommend you to read reviews of businesses similar to yours to see the quality of service others have received.</p>
<ul>
<li>Their levels of experience and education vary widely—bookkeepers aren’t legally required to have specific credentials.</li>
<li>If you’re using QuickBooks Online, QuickBooks Live can match you with a ProAdvisor to help you manage your books.</li>
<li>Our approach entails the precise implementation of a tailored bookkeeping plan crafted for your business, guaranteeing the fulfillment of your unique needs and objectives according to your preferred schedule.</li>
<li>It comes with fewer add-on features or upgrades, but for those who just need assistance keeping the numbers accurate, Pilot is an excellent fit.</li>
<li>The user review score of Bookkeeper360 is high as well, at almost a perfect score.</li>
</ul>
<h2>800Accountant: Best for tax support</h2>
<p>You can cancel your QuickBooks Live plan or upgrade from Live Expert Assisted to Live Expert Full-Service Bookkeeping at anytime. To downgrade from Expert Full-Service Bookkeeping, you may need to wait until the end of your current subscription billing period. See how connecting with experts one-on-one gives this busy voice-over artist the confidence her books are done right and frees up time for the things she loves to do. Feel confident about your business and your books with QuickBooks experts by your side&nbsp;to help you succeed. Kelly Main is a Marketing Editor and Writer specializing in digital marketing, online advertising and web design and development.</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/vHPSr0sDHQo' frameborder='0' alt='virtual bookkeeping services pricing' allowfullscreen></iframe></div>
<p>It integrates with a number of fintech tools (like Gusto, Expensify, etc.) to make it easier to use its services. Join thousands of entrepreneurs that choose to scale their businesses with Acuity. We’ve got the bookkeeping package that’s right for your needs – and your budget. For pricing, $210 a month gets you 5 hours of an administrative assistant to handle your books.</p>
<p>If you only need periodic help, pay as you go for $49 per month plus $125 per hour for support. Otherwise, monthly pricing starts at $399 and weekly pricing starts at $549 per month. Online bookkeeping services typically give you a dedicated bookkeeper or team of financial experts to help you with basic bookkeeping tasks.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/2-1.jpg" width="253px" alt="virtual bookkeeping services pricing"/></p>
<h2>Reduces cost</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2023/03/first-banner-image-bookkeep-1-566x500.webp" width="252px" alt="virtual bookkeeping services pricing"/></p>
<p>And, out of all virtual bookkeeping services, Bench is the highest rated by users. A virtual bookkeeper handles your bookkeeping remotely—they may not be in your town or even your time zone. All communication and financial document storage is handled within bookkeeping software. Your virtual bookkeeper categorizes your transactions and prepares financial statements for your business. Virtual bookkeeping and accounting services can take bookkeeping tasks off your hands for good. All of the time you spend doing menial tasks, like making journal entries in a general ledger, can be redirected towards growing your business.</p>
<p>Scale your business with bookkeeping and your choice of two add-on services like tax and payroll. Ask your prospective virtual bookkeeping service if they have experience in your industry, and if so, how many clients they have in your industry. You may even ask for a few customer testimonials to be sure that the service is a good fit. Some of the apps might be different, <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> but if your prospective virtual bookkeeping service can cover these five bases, then there is a good chance you’re covered. One benefit of using Wave Financial’s software is the ease of using products and services that integrate seamlessly. This includes payroll, invoicing, the ability to accept online payments, and a Wave Money account for qualified users.</p>
<ul>
<li>Some of their services include cash flow optimization, growth strategy, profitability analysis, and a few others.</li>
<li>Businesses often work for years on the same outdated software and miss out on the latest technologies.</li>
<li>However, when you hire a virtual accounting service, you pay a monthly fee in which you get a team of accountants and up-to-date technology.</li>
<li>At some point, though, just about anything is better than a sterile spreadsheet and often the most cash-strapped businesses need the most help to resolve that issue.</li>
<li>These integrations make it easy to track your bookkeeping and accounting data in one place.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/8-best-online-bookkeeping-services-of-2024/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Construction Bookkeeping Services A Step-by-Step Guide</title>
		<link>https://eolpl.org/construction-bookkeeping-services-a-step-by-step/</link>
		<comments>https://eolpl.org/construction-bookkeeping-services-a-step-by-step/#comments</comments>
		<pubDate>Tue, 10 Oct 2023 18:08:22 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=1928</guid>
		<description><![CDATA[With IRS-compliant books, we boost returns and filing confidence, minimizing late filing risks efficiently. Make informed decisions, grasp your financial position, and pinpoint areas for improvement. This scheduled meeting will provide a valuable opportunity for us to gain a deeper understanding of your specific bookkeeping requirements and learn more about …<p> <a class="continue-reading-link" href="https://eolpl.org/construction-bookkeeping-services-a-step-by-step/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<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="254px" alt="construction bookkeeping services"/></p>
<p>
<p>With IRS-compliant books, we boost returns and filing confidence, minimizing late filing risks efficiently. Make informed decisions, grasp your financial position, and pinpoint areas for improvement. This scheduled meeting will provide a valuable opportunity for us to gain a deeper understanding of your specific bookkeeping requirements and learn more about your business as a whole. We perform a monthly bank statement reconciliation to ensure all your financial transactions are properly documented and accounted for. You can trust us to keep your books in order through timely account reconciliation.</p>
</p>
<p>
<h2>Our Accounting and Bookkeeping Services in Other Locations</h2>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/PniUxgSw2Is' frameborder='0' alt='construction bookkeeping services' allowfullscreen></iframe></div>
</p>
<p>
<p>Construction Bookkeeping Services are an essential aspect of managing finances in the construction industry, ensuring that businesses maintain accuracy, compliance, and profitability. The unique challenges <a href="https://www.inkl.com/news/the-significance-of-construction-bookkeeping-for-streamlining-projects">construction bookkeeping</a> of construction, such as fluctuating material costs, project-based accounting, and complex payroll systems, make professional bookkeeping indispensable for success. Irvine Bookkeeping offers specialized accounting services that cater to the complex financial requirements of the construction industry, ensuring accurate financial management and regulatory compliance.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAHYAkMDASIAAhEBAxEB/8QAHgABAAICAwEBAQAAAAAAAAAAAAYHAggDBQkECgH/xABlEAAABAUCAQQJDQ4BCgQEBAcBAgMEAAUGBxEIEiETMVdhFBYXGSJBdqbUCRUyOFFVlJWWtLXS0xgjNjdCVFZxdHWFk7KzMyQlREZSc4Gj0eEmYnKCNFORoViSscMnNUNHY4PB/8QAHAEBAAIDAQEBAAAAAAAAAAAAAAMGAgQFAQcI/8QAQREAAQMCAwQGCgAGAAUFAQAAAQACAwQREiExBRNBUQYUIjJxkQcVM1JhgaGx0fAWI0JTksEkNHLh8Rdik6LTQ//aAAwDAQACEQMRAD8AtDRVoq0y3b0y0bcK4VtPXWoJr649mPPXmYIcryUwcpE8BJcpC4TTIHAoZxkciIjF397i0ZdDfnDNfSYepxe0yt5/FvpV3F81hUSlLyX10Qlwv1lHbRki3BUEt6jhwmgTJhAQAAMoAiOB4AMbc88olcA46niea14oozG0lo0HBUN3uLRl0N+cM19Jh3uLRl0N+cM19Ji5u2C4nR2z+PS/ZQ7YLidHbP49L9lEXWJvfPmVJuY/dHkqZ73Foy6G/OGa+kw73Foy6G/OGa+kxc3bBcTo7Z/HpfsodsFxOjtn8el+yh1ib3z5lNzH7o8lTPe4tGXQ35wzX0mHe4tGXQ35wzX0mLm7YLidHbP49L9lDtguJ0ds/j0v2UOsTe+fMpuY/dHkqZ73Foy6G/OGa+kw73Foy6G/OGa+kxc3bBcTo7Z/HpfsodsFxOjtn8el+yh1ib3z5lNzH7o8lTPe4tGXQ35wzX0mHe4tGXQ35wzX0mLm7YLidHbP49L9lDtguJ0ds/j0v2UOsTe+fMpuY/dHkqZ73Foy6G/OGa+kw73Foy6G/OGa+kxc3bBcTo7Z/HpfsodsFxOjtn8el+yh1ib3z5lNzH7o8lTPe4tGXQ35wzX0mHe4tGXQ35wzX0mLm7YLidHbP49L9lDtguJ0ds/j0v2UOsTe+fMpuY/dHkqZ73Foy6G/OGa+kw73Foy6G/OGa+kxc3bBcTo7Z/HpfsodsFxOjtn8el+yh1ib3z5lNzH7o8lTPe4tGXQ35wzX0mHe4tGXQ35wzX0mLhCt6gl84k8tqakE5chOnhmKDhGZFcbVgbqrABigQo4EqBwznnEImcOsTe+fMpuY/dHkta+9xaMuhvzhmvpMO9xaMuhvzhmvpMbKQh1ib3z5lNzH7o8lrX3uLRl0N+cM19Jh3uLRl0N+cM19JjZSEOsTe+fMpuY/dHkta+9xaMuhvzhmvpMO9xaMuhvzhmvpMbKQh1ib3z5lNzH7o8lrX3uLRl0N+cM19Jh3uLRl0N+cM19JjZSINKq4rKfMizWTUCgqyWOoCKis4Imc5SnEuRLyY4zt5sjDrE3vnzKbmP3R5KpO9xaMuhvzhmvpMO9xaMuhvzhmvpMXN2wXE6O2fx6X7KHbBcTo7Z/HpfsodYm98+ZTcx+6PJUz3uLRl0N+cM19Jh3uLRl0N+cM19Ji5u2C4nR2z+PS/ZQ7YLidHbP49L9lDrE3vnzKbmP3R5Kme9xaMuhvzhmvpMO9xaMuhvzhmvpMXN2wXE6O2fx6X7KHbBcTo7Z/HpfsodYm98+ZTcx+6PJUz3uLRl0N+cM19Jh3uLRl0N+cM19Ji5u2C4nR2z+PS/ZQ7YLidHbP49L9lDrE3vnzKbmP3R5Kme9xaMuhvzhmvpMO9xaMuhvzhmvpMXN2wXE6O2fx6X7KHbBcTo7Z/HpfsodYm98+ZTcx+6PJUz3uLRl0N+cM19Jh3uLRl0N+cM19Ji5u2C4nR2z+PS/ZQ7YLidHbP49L9lDrE3vnzKbmP3R5Kme9xaMuhvzhmvpMO9xaMuhvzhmvpMXN2wXE6O2fx6X7KHbBcTo7Z/HpfsodYm98+ZTcx+6PJUz3uLRl0N+cM19Jh3uLRl0N+cM19Ji5u2C4nR2z+PS/ZRxuqouAzbLO1rdtOTQTMobE8II4AMjj711Q6xN758ym5j90eSp3vcWjLob84Zr6TDvcWjLob84Zr6TGwlPzptUcil8/ZlMVCYtk3JCm5ygcoDgesM4jsIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5LWvvcWjLob84Zr6TDvcWjLob84Zr6TGykIdYm98+ZTcx+6PJa197i0ZdDfnDNfSYd7i0ZdDfnDNfSY2UhDrE3vnzKbmP3R5L8819KbktHXtuDSNNsuw5TI6qm0tYN+UOpyLZF2qmmTccRMbBClDJhERxkREYR2epr2yN1/Lie/P1oRZYzdgJXCd3ivXL1OL2mVvP4t9Ku4ua5/CnWHlFIvpRtFM+pxe0yt5/FvpV3FzXQ/Bxj5QyL6UbRWqj2z/E/dd2H2bfAKVbghuCMN3VDd1RCpFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFCrkDmeW/8AKc30Y/ieRArjDme2/wDKc30Y/iewRIQhBEhCEESEIQRIh1qhDtCln61/76kTGIZao3/gKWcPGv8A31IIpfuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCG4Iw3dUN3VBFnuCPhnwh6xzH9kW/oGPr3dUfDPTf5kmPD/AERb+gYIuptR+LOmP3U2/oCJXEUtR+LOmP3U2/oCJXBEhCEESEIQRIQhBFGJzWy0tn6lOSyjp3PHSDNF8uLE7MhEk1TqkIAi4XSEREUVPYgOMBnnjg7dqk6Iqt+FSn02P4yHF2J95Oyj5zMIle7qgiivbtUnRFVvwqU+mw7dqk6Iqt+FSn02JVu6obuqCKK9u1SdEVW/CpT6bDt2qToiq34VKfTYlW7qhu6oIor27VJ0RVb8KlPpsO3apOiKrfhUp9Njuqhn0vpiQzGpJscxGMraqvHJil3GKkmUTGEADnHADwisDar7KpWUR1AOqiWbUg5UFBuss2MVdZUFDJ8mRL2RjCYpsB7gCPNHQpNlV1e0PpYXPBcGDCCbvdctblxNjYcbFYOe1veKmvbtUnRFVvwqU+mw7dqk6Iqt+FSn02O1papWFX03LKplSTlNnNmqbxuVyiZFUEzlAxd5DcSjgQ4DHa7uqNKSN0TzG8WINiORCyBuLhRXt2qToiq34VKfTYdu1SdEVW/CpT6bEq3dUN3VGC9UV7dqk6Iqt+FSn02HbtUnRFVvwqU+mxKt3VDd1QRRXt2qToiq34VKfTYdu1SdEVW/CpT6bEq3dUN3VBFFe3apOiKrfhUp9Nj7aWrFOpnMzYKyKZSd9KViIuGr8W5j+GmRQpiigqoQSiU4flZznhHe7uqIRR/G5Fc/tLP5mhBFO4QhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruLluj+DjHyhkX0o2imvU4vaZW8/i30q7i5Lp/g0y8oZF9KNordR7Z/ifuu7D7NvgFJsjDIxx564181Xak6gs0rSlvraU83n1wa9dizkzVyYQQQADFKKqoAICIZOAAGQ5jCI8I3dj7Iqtu1jKCjAL3X1IAAAJc4k5ANAJJ5BeySNibidoth8jDIxo/cW9+tHS01lVwr49otY0W7eps5mSQN1UXMvE+dogJgKA+MAEdwCIAGQyAjtd3XbchUVP0kerGZZzVTL1xk7Md3KO2+3dyheGMY48RCOntTonXbNijqIy2eKTHZ8RL29ixeDkCC0EE3AFjfRYMna8kHIjn8dFMsjDIxAJrdWkJlMKvoGmK2l6FX01K1HbxFVM5/W4DJAZNZUNuDFDcQ2AzkPFEFsbdtOT6e2tx70Xupao0UV3AOanZEFsyUKColImUDJpiY4Y28CAIiHAB5x0mbBrX0pqcJBxMaG4X4nbwFzS3s2IIGWdzcYQRcjLetxW8for5yMMjGsV4tUtEVjpquTWlg7lt3U4puWFWBdoBiLszHVKUpxIoUBABADAA4xwGJLZq/9KoWktES6FfNS1fXMhYrN0l8i5mDgyZN5gIQvjMbnwAZz1xvSdEdqw0JrHxODhIYzGWu3gIYJCS23dwm9/npmsRUMLsIPC9+GtlfGRhkY0hC/Wrm4N5rsUXaiZ27Zyu2zrBUZ2zXBRylgwgXlSGENw7ByI7QDIRc2mLUkW8lgU7xV+2l9M9grOm80WMvsZl5A2DLFMcfBIICHOI4EBDIxs7V6EbS2TSCrkLHj+WC1rruaZW44w5tge03S1+SxjqWSOwj4/TVXxkYZGKeojVtp1uLUyVH0hdWUPZu5OJGzYwnRFwYM8EhUKUDjwHAFERHxR2d0dSNkrMP28puTcOWyeYOk+WSZmEyq/J8fDFNMDGKXgOBEAAcDiOO7o9tdtU2idSyCVwuGYHYiOYba5HxspN7GW4sQt4qzsjDIxrlqRvqxeaQ6xu9Y2vkHB2zZAWM1lqoGFFQXaJDhgQyU20xgEpgAQzzRLLc3xo1Cj7WyCua4adulaU1LHyDNQRM5eqqNkzKKbCAOAE4mHI4DgPuDjZPRjaAoOvYDfePjLMLsbTGxr3Ei2QAdnysbrzfMx4b8L+auHIwyMVIrqs0+pV4W2o3QlRqgM9JLQbk3nIDsxgIVEVQKKYHEwgXG7nHHPFr5645dZs6s2fgNXE6PGLtxNLbjmLgXHxCza9r+6bqG3EERn1v/Kc30Y+iwIr24Q5n9v8Aj/rOb6MfRYUaSySEIQRIQhBEhCEESITawR7Q5Z+tf++pE2iDWtH/AMCS3j41/wC+pBFL8jDIxx564Z64IuTIwyMceeuGeuCLkyMMjGvurjUlOLEyOnpDQchSntd1vMSyuRMVREUynEQAVVAAQESgYxCgACGRNzgADESl9H+qKSkrGoXl4Ldz1UFSKPaeUk4N0xTEwbk03BEwMJgARwIiAcOcYtdH0SnqaGPaFRURQMkLhHvHEF+HIloa11gDlicWtvxUDpwHFgBJGtuC2vyMMjFW3b1I2hsb2A1uVViTCYzEgKN5e3TO5dKFzgTgkmAm2ZAQ3CABwH3I+221/rSXZpN9WtE1oydSqVAcZiosYUDMQKUTGFYqmBTACgI5HhgB4xyDsPabaMbQNO/ck2D8Jwk3tk61jnl45KTesxYLi/JWLkYZGNf5Lrr0xT+qW9JsLkJg4duOxGzpZoskzWVzgAKuYoEHI8AHOIlV4dTdmLEvJdLbkVeRi+mpBVbM0ETuFzJZEOUEiYCJSZAQ3DwEQHHMMbT+i23I6llG+jlErwS1uB2JwGpAtcgceXFYieMguDhYfFWtkYZGNSdIF5pxdq+l9zJV04qGlWEyYHp4OX3t0G6gL55IPyQHaXIdUbZZ64j2/sSfo7XGgqTd4axx1FsbGvsQbG4DrH4gr2KUTNxD4/RcmRhkY489cM9ccVSLkyMfDPRH1kmP7It/QMfVnrj4Z6P+ZJhx/wBFV/oGCL4LUfizpj91Nv6AiVxFLUfizpj91Nv6AiVwRIQhBEhCEESEIQRQ5oOLsT3j/q7KPnMwiU7uuIo3HF2J75Oyn5zMIk+7qgi5N3XDd1xx7uqG7qgi5N3XDd1xx7uqG7qgiht7jf8A8G654/6uzD5uePLbTe4QqSpLBULfZM6NtOTfOqaRLgzSYTjsxUMOgHhwNgoFxzCTxHNHqTeN1I29q6q7ZHrhlLF5Wu1cuG7Y7hRIqpeT3FTIAmOICcBwEaNO5TpbmemKUaeJrXlULOafdnmEqqAlJPiLNXBlTH3FJs5hKcSiGePAecAx9t9GteKbY89MYpHb2UNxxsc50QMUjDI0gEYmF7cu8Wk2zzHNrG3kDrjIcTrmMlP9Xt8qobagaSsJLqprGmKZPKzTicu6MZnXm7rImBNFHYUxiFDZxEA8Y58URmgql1I1ZbW91v6fqq4nISJulOKHqaoGSzGbKkIblDtTnUKAnESkEuefiI8wgAfNX9QWpq51Q9eyW+1YSO51Fy4Jb2zJUW7UJMUuYeXbmTwI4EfHgdw5DmxZNnNSlKUSWbOro33q2vH0yOmKO+inLJuyITdkEk00uc24MiI/khHYdSv2dsKGKhoccsYZdroZLmRk2IyC8NiHtFu1IOwSwsyCjDscpLnWB+I0tpr/AKVdm1P1/fOkdOVBUBWL+U1NV0yA9VPWKoEXK3Y5ScAYfFymDqYHnEC+7HoNu648rdINQ2XttqYuNc94SftafBVyxpNM0ldKiBHC+5Q4AQg7MFIBQAeO0454x6lN3KblBNylkSKkA5chgcCGQ4DzRUPSrs6n2RWwUVDAY4QHPBLbEuldvC2/Hdtcxlr5Fp0utiheZGlzjc/jL66r6N3XDd1xx7uqG7qj5St5cm7rhu64493VDd1QRcm7riF0aObj1z+0s/maETDd1RDqLHNxa5/aWfzNCCKewhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcXJdT8GmXlDIvpRtFN+pxe0yt5/FvpV3FyXU/Bln5QyL6UbRW6j2z/E/dd2H2bfALv8hGj+t92e2OpWxeoCetFT0lI3KsumjoiRlAaCYw+GYAAfyVTGL7opjiN3oqq71D3krR0LCjatoppTq7cE3Utn9ODMgWUyIiI5UKUS4xwEo80WboVtOLZO1hPUFu7LXsfiJF2vYWOALWvIdZ1wcJFxmsKlhkjsNcj5LWHX5qQtFc+ybe0VrazllWVHWMzl4NW8tWBUEkyrFOBlDexIImKUoFMID4Q5AMRld5/JrIartOjyvpunL5RJ6UUkziaLibscqxUhSyY48wbhLxHmAwCPDjHfVZoVrir6cd0y7fWbl6DwxVDOJVQYsnKZy52mIqksBiiGR8eOPEBjvZTpVv4zoOU26qK59vKxlUkMczM9U0ieaLkExhN/iKrCPADbQ9woAHMEfU6PanRbZez4KGkrAY2mcPa7HicJ4xHja8RYQWAABpbnri4DRcyd7y5zc8rfI35qubO1zTVyNVepOs6Pf9nSZ/RpStHYEMUjgqSJEjHJniJBMmbA+MOMUkqVFHRPYWa1E1XXo5hcJwrURSlMZIG/ZJ8coAc4bQUAP1iHjjdiXWR1GShddzKa3tCyWdNCsF1G9A8mZVsAYBEwlWATJgAAAEHhw5oI2R1Gt6bPRreuLRIyBTdvladBbWhtw5NlEFtnEeI8OeJIOl+y6Sdj4Jo8DTT2BfJiwwwPhPaEA7RD8QNrAjRDTvcLEHjy4kHn8FC9RNe6d6y06XiRsxMKZfzRrTDQ0ycSRuQCg3Mv94IdQhQKIgO8dmchniAZijdIS5bV3vtzMr2pFmaNeURLkaCnrjIJSvagAGZkLxKQw5Em7gIiYo//ANQY2Yk+na+tPyN5TMjqSzDGUTAAB4xb29AiDkAHIcqQFtp+P+0Ax9jyx2oqYMpZLX9aWgctJIJRljdagAOmxEoABeRKK2EsAAY24xgI0qLb+x9n7LqdiRVLXQzF13OfJvADG1os4Qi1ntBI0LLsN9Vk6KR7xIW5jwtr4rUlORaf5/qe1AtL73OeUe3PMdjE7abnZi4Ed3KAJC55bAY8EQHn646P13uRO/U+aykzUz59RtOVeg3lD0rTkDO5MVUTHMYCgG4oKCUREeYREBHhw3Cmemy9M6mK84nM3se/fuT8os6dW2TVWVP/ALRjmVExh6xGJEnbTValKvWJK6lsiS3khQ7DLRZwQ5MQwJOT5fbtx4sYjsP6d7PaIC2eN5jdTuwve8sYYGhpMYEF2l9sySQL6FRilfnkRe+luPPPgtYtSNS2VuJI7C0vp5dSN7V6c6lyjJKSJl7IZtipk3AsJAyngQKIlPx8ERxwGJTRNT2toTXJetzqCeSmWun7VoaQOqgAvImZbS7ipGU8HiXZgA44KYPEIRadMacL4UVNFZ3R9Q2XkkwWzvdS+3gIKiA84byLAIAPuRz1hp9v7cE6CtdVZZ6oFG3+CeZUB2SZMPcKJ1hEA6o5n8RbFFP6rFUNwY5GF5e/fXklZKSDubYQWBuHiC43F7LPcyXx4c7jgLZC3NajU23TcaTdV1TUu3URoScVC1PTZdgkSMQr4u8yZR5g2mQD/wBuPFE40jLltVqGp9ne5MkwmdfUPKFKGqNwA7G7UGpP8gTD2JDAHgZDiIkD/wCZx2PPZnUopTfaapX1pTyDYVP1qNQYiz2gYDAHIitswBgAcY5wAY43lktRswJKk39b2hclkIECVAtQO8GAEAAKCGVvvWAKXG3GNoe5GzWdM9n11LWUUs0QZUOdch0mMDdRMZ2tyLm8QMg7rwSCNF42me1zXAG48OZPP45clrEhU8v0vV4xfWluNRV0qJrqtE+WptZuQ85YOlVQETkNxOBiGKAAYQDwgJ4ICIjHphkI1aY6bb2yupTVlLZ9ZZrPjnFUZkjbspHO8ec/KAtu3D4xzmNmJQlM0JUzRnbpF1MCIEK6WRTFNNRUChvMUoiO0BHIgGRxFA6fbUodr9Wmp5GyStBD3i+J+mEuG7jbdoFsQGJ2rhkFtUsbo7giw4ftyozcAQGoLf8AlMb6MfRYkas6oNT9A2arKjZHOWkxmEzlz4J44bsyFwRsZq6blyYwgG4TqZAPcKIjjhmLd9DtJ+gVU/8AI+vHzpba3PhGmHfQ7SfoFVP/ACPrw76HaT9Aqp/5H14Itz4Rph30O0n6BVT/AMj68O+h2k/QKqf+R9eCLc+P4UxThuIYDBkQyA54hwGNMe+h2k/QKqf+R9eNbKt1rVfJrzTa4llJhM5ZI5yZJy6kU3ws1UcAQCqG5IpsF3YAREglMIiI5gi9YoglrhDtFlv61/76kULZL1RK11f9jya4yA0dOlMF5VQwqMFTdSvOnx8Rwx/5hi9bULouqAlTlssRVFUFjpqEMBinKKxxAQEOAgIeOCKX5CGQjGEEWWQhkIxhBFplr9kdTUrWlpdR8okbmcym304zOWzZLeok2OchhVx7mCGLnmAwlzzxQure79ja9f09cSwN3amd1pUU/ZdnytB+9SIi3KmBMA3MUCEHcRMMAPEREQyEegFzqdvlO5igNsa8paSSzsfY6bTeRnfHVV3D4QGBUgAXbgMYGKsl1gL+SiZevUpqizLKYbhN2W3t4VNbI847yqgbP/GPt3RHpVs7Z9HSSV0jd7Tte1oD3tDmPcXYJW7h4IDjcFrtMjoubPA97nBoyNuH1GYVUVJV1LWm9UMWrW+jlGVyObUWi2kE1mSImbJrACe8APgQIbJVgEfEJuPsuNVoS2b3OZ6trhWSlrtSjp6xQby8WiBk03501SncmSJgN33sqwiABnCmPHG3lQ2i1OVa2Iyqu4tqZ03TNvIlMKFFyQpvdAqi4gAx9UrttqwkbBOVSW61s5eyRDam2a0WdJIge4BCrgAf8AjapeldBRQRyRTRGdscMRu+TdFsMjZAQzcXDnYQD2rC7iNV46BziQQbXJ4XzFua06u3dax9wNEVvbN22UZTK4Sgypm2k7JmYHrV6ngHBzABfBEw7vCz4W7PHjifzuo6Rsvrrl1SaiVE20qcW4ZsZZNZggZduR4RNMqolECjgRMRwXmzlTxbovGX2M1ESicHqGVVlZ5lNVBETvm9vwTcGEecRUKsBhz+uPpqCz+pqrU0UaquHaicptj8oiWYUKLgEzf7RQUXHA9YRMelGxmh1JHM3cSCfHeWQyAzlhOB3V7ANwDIg4ruvqvNxJ3iMxbgLZfP4qp/U+5tSk9vlqDndDy0WFPv5nLnMuQ7GFuBUDi5MUQTEA2gYB3AGOYQjeXIRTVuqAvzTtXBOKvrignssclxMEpTSxmTpztIIJ5W5U3seHOA8OAYi44+YdOdpQ7X2w6sp3AtcyMZOc62CNrM3OYwknDcnDxW5TMMceE/H6m/xWWQhkIxhFQWwsshHwzwQ9ZJh+yq/wBAx9kQW9lzqXtHbia1hVqq4MyJi2IRAm9RVZQBKQhQEQDIj7ogAAAjBFIrUfizpj91Nv6AiVxovRfqlFrKapKT0+6oeplVpczSbKHJyG0xilABEMn5uEdz30O0n6BVT/yPrwRbnwjTDvodpP0Cqn/kfXh30O0n6BVT/wAj68EW58I0w76HaT9Aqp/5H14d9DtJ+gVU/wDI+vBFuduLu2bg3CGcZ4492P7HmdqR1y09c+UyJ/a5rVVLVVIXwrt5hyyaZRQOQQUTNsMImARAg7RAQHHGJNZL1TF+17Hkd8pCDpIMECdSpLaqAf7SqIjg3WJMf+kR5yLdZIcXYnnH/V2U/OZhHbzOeyWSlIeczlkwKqIgQXLgiQGEOfG4QzEDt9caibn11OKmoOo2k4lylPSkoqoH4pm7JfjtOUfCIbqMADGq/qirejnt4bDsbhuEUaXXmTwk2MssZJMG25DeJjAICAY8cWXojsFnSXazNnPeWBzXuu1uI9hjn2Dbi5OGwzGqhnl3MZePh9TZb1MZkwmjcHctft3aBhwCqCpVCD/xKIhH0Z64869NkxoOk9ZlUtdPE+fuLRS6lVHs8EjlRaXouCEA24hjjxEDAGB5/wDEAPBAYlTrXfd95RUxvvT1EUGa20umItwlzubqFqFy0BUEhXImBuTLxMHgiUR4Dzhxiy13oz2i2sFPs842lsTgZLRODpb4I3NLjaQ2OVzlmSLqFtYzDd/x0z04+C3qz1xGa9ubb+10qTndxKxldPMVlORSWfuCpFUPjO0ueJhx4gjW28esi4FOXIoe3tnras6pc3EpJCfSUrpUyShV1zn2crgwFBIqZBMbiA9YBxigtVs31G1PfCxsruBamkFpmKhVpbJTvgWYTB+YEhXSXKY5ilIU4AUBERyHjGMujvo3qto1UDdpyNiikY99t4wSFrGuJs0m4zaQSRYWJ0BSasaxpwC5FhobZr0pk85ldQSlnPZJMEH0vmKCbpo5QOBk1kTlAxDlEOcBAQEB64+zPXGpk71D3nVuM207af7VUieo6YkTV5UJpm4URlUrMZIgg1RKjgRANxSlEBxzcMAIxw0trTqqY2iuxOKnoSXym4dpQMSZSoFzqMlzAbaU5DZ3AURAwYyPiEBHMch/QPa7mNmha0hxZZuNheGyuDY3OaDcNcSLOtbMHIELPrUd7H48OWq25z1wz1xptKNW+oV1ZirdQM7s5I5PR7KQJTGnBXdHM4euBWSSPypQPuKkYDKHIO0OAF4jnIxeda8r/UpLqKuZU9hZUjb6tjJt5aRCYCeauVTpgJDlDdtIU4jkpTFERD8rmjah9Gm3qh7o4hGXNcWW3secgaHmMdrN4GoGhBB0XhrIhmb89DpzW95QKQMEAChnOA4cYyz1xqlbLVDen7oVhY2/lsZHTCtTSpSayJSWPTODkKXcIJLmEximNghwESgXBgDgIDHV3q1JarLSS+c3Af2vtyzpCTucAwezxQ85dNuVBMFSFIYCBu3AbbgRAB4gOI1GdA9rPrWUGKPHI1rmHeswvDyQ3Ab2ccQINtCM7ZL3rTA3FnYfA5LcHPXDPXGqt6tYtUW+G0C1EW2TqIbqy/sxCXqOBSckVURROgkUweAHhLABhEB4AOIWZ1VXPeXhquyeoihZHTU6p+SGqFJxJnJ1m5mpSlMYDCY5sjsPncAgHgmAQCIx0F20aA7RwNwhrnWxtxlrH7txDL4iGuyJtxGq961HiwX/ABpdbVZ64Z641DtTqc1N3pcJXDoKytOL2wWnAy9M68xOnN1G4KbDuSgJuTEC5yJdviEAzjMfyrdW92Kir2uaZsXTtBHldu1DtZk7qqZqt1Zg7IA70GqZBLxASmDJuAjjmzxmPQDbDal1K7dhzBd/8xlozcNwvIPZdiIFtb35G3nWo7Ys89MtfBbe564iNE8biVz+0s/maEdBp1vVLdQVo5JdGWy08u9cgVScMzm3CgukoZM5QN+UGS5AfcEPHwjvqH/GHXP7Sz+ZoRVK+hqNmVUlFVNwyRuLXDkWmxHmp2uD2hzdCp/CEI1Fkvz86mvbI3X8uJ78/WhDU17ZG6/lxPfn60ItUfcHgq8/vFeuXqcXtMrefxb6Vdxcd1fwYZ+UMi+lG0U56nF7TK3n8W+lXcXHdb8GGflBIvpRtFbqPbP8T913YfZt8Au8yMVfqC1B0pp4pJrUlSMH80dzR4WXSqVy8gGcPXJgEQIXIgAB7o8cZDgIiARZueuKS1U6d5VqOpGWU4FWGp2opM8GaSJ+QNxk1yFwbJcgYS8S5Eo5KIFHqHrdG49mS7VgZtkkU1+2Re9rHlna9r2zte2aTF4Yd3qvvsnfqqbozl/T1ZWNq+3r9o2K8RGcJgZu6SE20dioAHhgIhkuOYeeLcF22BfsUXKQLCGeT3hux+rnjRu2upPUNbisq6sDe4JZP6jpmkntQyedMwyLgEUd5AWAoYEDBxyIFMAlEBzkBig6DoG8l1LLy+5dC2mrucXKfTI0zbV8Wrm6aZ1E3JgEgIHXKYpAAu3AlAch7kfSJ/RtHVVMlRNNFS094gwteHxu3jXFrw6V7HBlmknNzxwaQDbTFYWgAAuOd8s8vAHNels/vRQlNXQp60E2mKydSVO2Xdy5EqAmTMmkU5jiZTmKOCG4Dz8Im/KF3bN4bhDOM8ce7HnXeax1O1nrVtHKa/GbJPa7p1d5UREZmdMSvEGahdqJijhMNyQZAg4Hj7sWcYoU36o1R9HsZk6LLGdritW6CrkxwPyai5SibI+EfaTIiPEcZjkV3QnZ/VoH0VQ4yGlfUPBaC0ljntIaQ7QlpAyOQxX7WFubal+IhwyxAD5rcXlieF98L4HsuIcP1xiLtuChERcJgooGSE3Bkwe6AeOPPRhPnrqY641W05XVSay5XsUxHAmKkIIO87BAfB4h4vcisattuhItFFIaqGVy6pNcJssyBs7Um6hiETBcUCtUyAOCgQhQN/7TZ543aX0YRyyshnrMBe+GNv8ALJu+aFsrb9oWaL4Sc9L2zsMXVpAuG6AnXgDZeraivJpmUHIgQomHHVGnbP1R5g+YzapGene4rylpC7VazKeMkE127bkxwYxxAQKXACAiAmDADzxtHSU3fT2gZLPJoiKLyYyds7cJiGNiqiJTGLjqERCPKahZxqDkOmG6L6hl5MW361RPWdRiVAVJokgqJU1jpAYQJt2GAPdDIjw5489HnRbZ22W1bdpMa5zJIY24pHMHbc9rrFurjYYQQQT4r2rnfHhwHUE6X0svQ+o9RU3f2/oe41k7czCv5ZWD5JFQG6nInYNzcDqKBtHAlMAlEBwACA8YuhV2g3AouF00t44LvMBcj7gZjzsvqypWi9N2myX2nn79WQLVLL1UXZlBTWcgr4agqgQcAbeYwCXmAQx4o4L8PpXWWp26Ujrqmq3r5rKJCzaUy1pdRcyMnfKI5AFSJmACKCfI7xyHPkB5g2R6P6TaTWdVcY4wag3LSZC2OZkbQ4Oe1mIYxfuWAN8RsFj1tzL4szl4Zi/L8ra/VPqImWn2m6YnsmkLOcmn1Qt5MoRdYxASIoBhE4CXnEMcwxdTd4g4yVNdMxygAnIUwCJc+6Hijy6vbZuorYaN7U07VgzCW1VO60bu5qKroyyrZdQqpU8ZMIFMVME8gA43APjiym9tmunDW/aimaDqeoVmVaSRyE9LMZiouL1QCq7lDZHnExSm6hDIRJV9A9kTbKY2iqbzM62Q4MJbM2CxvfGQ0WBwkYsVxey8bVSB5xDLs/K63Io69FB13W9V29p2YrKzmjFkkJqmogJCEOpu2gQw8D+xHmic5GPPLSxp2twGrW7bQVp2Pc6nMtcyXM1V3CbKhsrjnKwZKHsusPHHoVnrikdNNi7O2DtBlLs2Rz2mON5xNAIL42vysTcHFfhh7t3WxHZppHysxPFsz91ROofT7a67NXURM6xkaqr13MxlCzhu5Oic7QGbtcEx2jjgomUQHGeIhzDHyd7s0x/o9Ofjdb/rFoV2Oaht/wAf9ZjfRj6LJioLYWs3e7NMf6PTn43W/wCsO92aY/0enPxut/1jZmEEWs3e7NMf6PTn43W/6w73Zpj/AEenPxut/wBY2ZhBFrN3uzTH+j05+N1v+saw1loRqKtL0zenLPU24p+iJUZJoacTpZQyaywFysZHd4aoAYRL4IbclHiEem8IItcbJ6FbM2kBCazWX9tlQJYN2dMiAKSZv/8AEhxIXj4zbjdcWfa7waFlpSgAAArgAAHN9/UifxX1sB/8Dy7j+Uv/AH1IIqcqjXzYqkqtqCjpklVSrmlnyjCauGskVWbtlCGEphMcvMXJTcfHgYu231w6RulSTCuKFnSU0k0yIJ0HCYCHEBwYpgHiUwCAgIDxAQjz9t+nqGf3V1UyOxtN0lNkpnUq7WZBOnJ01iCc7spOQABBMw4MoI7xxkCx0dJ3/XtboNllO2cXmEkqY1Y9qk1eORKZRo5WKddZdEQDbgQKBS+MvEecAEfuW0/RnQ1UUcGxyRPjgabyB4Amixl0jQ0OjAdk3N2IcLrmMrXAkyaZ8ORtlzXqBkYZGNDLkSu52kG59oZnKL61tWUtrOekkk+ldRTAXSS24yYGUSA3sP8AEMIeMBAvEQEQjsKeltyNWt+LvyuZ3rrGiaetxNhkEql1MzAWm9QDqk5dUQ/xBEURHjx8IAAQAIqP8BM6uNpisb1PAX7zC++Ugiw4LYr4yPhbO/BbHWs8GHtX0+V9Vs1qFvUz0/WtmNz5hIV5whLlm6JmiK4InPyqpUwEDCAgGN2eaJ3IpsSeyOXTtJIyRJg0RdFTMORIChAMACPVmPMuqrrV9cHQhdGmLjT1SfTShqvayQk2VHKjxErom0Tj+UYBA3hDxEBDORDI3JpJuHW1/LyzabTqt5vTcmttLmUqZ0Ok5OkLkRR2C7dlDBVAEQEQDwsCJc4AA3dfafo3ds7Yc1VK5ofTSSiR4LiHNww7oNb/AO4yakC1+0cgFGysxyho0IFvrf7LYLTnqHlmoiS1LOJZTbqTBTc/cSJRNdcqvLGTKQ3KAJQDADv5vFjnGLcyMeQll7qVux7OsHSNUPKFSr6573susEjmTFuQhUQ7GRMXiCph25ERAMGKGcCONk9TtyaolF8aJ07JVfcVnSrSnQmszdUqZRzPZmoAnIQDqgO/aHJ5MIDxEwiIc2NvpF6L3Q7c6pRPEcb2vka3tOLYo2i7r53LnXDW3vxdhBBWMNbeLE7M6fMrejIwyMefdIXzvlae0N9Jo5JWsxklKpM3FFTatGihHwA5WBASKCoH3zkxOUwAIj7HxAbARKla3vJJVLbV1byor7VVUMzfMj1Uzn7Jc8ldtXBQFUUAHJClKJsFMAcwgYMYjls9FtY/fHrLMLXYWuzs47tstnH+iwc1pxaPNtASpDWtyyP6bfNemORiF3iue0s5bqa3Ef09OJ4hKuR3MZSgCrlUVFSJhtKIgGAE4CIiPAAGNU582uxeDWxc6ysvvjVdJUlL5LLZoohKnRiql/yVuXk25hHCAGUXE5xKGTbcePMVrLLzXmkOlrUVSEzuVOn09tVULKVyqpCvjg+MkeYlSMHLAbdjCRvyhHCglHgEe7M9HJlfTSOnZIXGlc+PttIjqXNa27rWvdwBw3IBuOS8fV2BFrd7P4hei9Lz9OqaalVSoMXjJOaskXpGzxLk10QUIBwIoX8kwZwIe6EdnkY0Ru/WN4pxWOmuiKMuxOqbVrumASmzxJcynKmO2SE65iCODrAAnEpzcQMOcxjaeqrr2fv9e2yZbmTytWVO0iM/kq1SvuVURdcgkoUDHOOALlbaPEC+CA4DjGo/0eySUrqqKoYH4HSiPtXwNm3JJdbDk6xGdyL6cchVgOwkfC/xtdb4ZGIjdeg6WuVQU2pWspYV9LlkDKinvMQxVCAJiHKYogICAhmPNGk66rS6jW3DWg9Qt4JjceqZsBawlrV86Qay9iKg71UjbARIUpcCUSiYMeIMR6iv0BZ0w5aGcqrigwOmKqxtyim1MQ3GHxiOMiPuxyul/Q6Tog6OKeYOe/HduFzSMBw3s7VrjfA7RwFwpKeoFRcgLXSgtAenCf0VI53MpDNzunzBFdYxZqqUBOYoCOAAeHGO+73Zpj/R6c/G63/WLutR+LOmP3U2/oCJXFMWwtZu92aY/wBHpz8brf8AWHe7NMf6PTn43W/6xszCCLWbvdmmP9Hpz8brf9Yd7s0x/o9Ofjdb/rGzMIIvP7Uzofoun5PIpBYSgZ7MKpnL8dypnqirds0TKO8ypj+AQBMYgAIj7oBmO+sl6mlTkn5Cd3snQTp0GD+tEvOZNsQfcUV4HU6wLtDrEI3jhBFWdMUvTlG3BmsgpWSMpTLm9OSkEmzREqZC/wCUzDxBzj188UbqzsvPLsXnszNkJPLZnTtNTJdWfpvHCRSlbnMkPFM45OAgQ3AAHmjYQRxdid+Tsp+czCI5Xmn2zdzp4FSV3QzabTIEStwcKLrEHky5EpcEOAcMj4vHFi6LbYbsHaIrXOLbNe0ENxHttLDljZwcSDiyNsioZ496zD4fvFdmWjrbS+jZrRFMs5FIpdNWa7RVOXkRQLhVMxBNguMjgw8RjRC3lhawtJJnFuJ5pHt/cpy2eK9gVW4nLVIiyBziJRWKcBU8EB6hDmjbn7jnTR0Usfhbr7WH3HOmjopY/C3X2sW7YXSzZ2w4poRPNI2Utc7FHY4m3scUdUx2hIIJIPEZBQSwPlINgLfH8tVbz+01TudX1obnyuWSZnStJ0eMof8AYr5IEmSwJuilRTIIgYxC8qQoCAc0dlqHtrVFeajbIV9TIMHMlo6YrOJuuL5IgoEExBAQKJsm4FHmzE2+4500dFLH4W6+1h9xzpo6KWPwt19rBnSzZzKiCpE0mKKF8I/kNza8SAk/8Rcu/mOsb8rg53bh9iLDM315W+HwVP1nSl67NanqnvzaOmJNX0mrmXINJhLBm6LNw1WSIQpRAx+G372A8M53CA4xEcp3Tvc13Z2+1UVieTEuFd4pjoSVrMExTapgbJEzKCO3d4Q+PgBQ45EcbB/cc6aOilj8Ldfaw+4500dFLH4W6+1jej6dbPihjYx7g9oiaX7huJ7IXNdG13/E4bAtbcta1xAFysTSvJJIyzyvz1/pUHqy2tUTTQaWyjMrA9WhSjGWdhC+SAOyEzJCcu/dt4bR45xEDu1Yy4NUWA0+UNJmkvWnFDO5OrO0RmKJQblQQIVUQMJsGwIDzZi9PuOdNHRSx+FuvtYfcc6aOilj8Ldfaxr0PTPZ+z3h8UslxM+fOBvfezAR/wAx3baDW/Feup3PyIGgGvL5KC3NtlVlR6zLc3ak5mBqbkEjcs3r0XyQCisYFtobBNuN7MvMEayTvTDdx/S1xKJnVn6eqmr57MVnzS4UwqJExuxwOU5E0UzCJiKGwJQ9iHhiA8AzG6v3HOmjopY/C3X2sPuOdNHRSx+FuvtY3tkekKj2OyJkMjyI2MY28IB/lvdI0ktqmk9p5u09hwtdpssZKR0lyRrfjzFvdVN1pZiu5zUOluYMGzA6Nt2TNGohGYIh2IYiDYpgAN3h4FM4eDnmju5xZmop/rMqu4zxRilRs/oNSngmBXyQnBdRMqZg2bt3DiOcY4RZP3HOmjopY/C3X2sPuOdNHRSx+FuvtY0R00oWsDWzSC0ckXsG92SQyuP/ADGoccuFtQdVl1d3Iag68hbkqG07stV9g5QysIwoOkpjT7GcHOlVi06TKkViorvUHkQNvMcS7sAPMJsDnERuc2BqK2t5K/qNXT3R16KfrWZqzlg4czRs3dS5VQxjmSNyuQ27jjzBxwA58UbO/cc6aOilj8Ldfaw+4500dFLH4W6+1jfHpA2Y2rmrG4mmcWlwwlu8diDsZLasOa64v2HNbmcs1h1V+EN5aZ6f/VSewUq9YrYSqWLUNT9GvAFdZzI5GuVZq0MdU4lADF4CYxdpjD/tCMdzQw5uHXP7Sz+ZoR8tu7RW3tOk9Qt7SyEmJMTEO5BJVU/KCUBAojvMbGMjze7H00IObg1z+0s/maEfK9rVEVXXS1EBJa9xPaFjnmcsbzkchd7iRmTdb0YLWgH9+ysGEIRzlmvz86mvbI3X8uJ78/WhDU17ZG6/lxPfn60ItUfcHgq8/vFeuXqcXtMrefxb6VdxcV1+FLtPKCRfSjaKd9Ti9plbz+LfSruLiux+CzTygkX0o2it1Htn+J+67sPs2+AXbbgjXbVxQ7KvyU0yc2uuDUTiWHXdM5rR81QYuJcc2wDFE6pgzvApfyR9j4o2G3dUN3VG9sXasmxK1ldCLuZe2bm6gjVpB0PPPQ3C9kYJGlpWltnKWb2VfTedSPSZdqeTqepC3fzWoZswfO1kBxlITCqAbBxxDGR8YjgIh7axzSVqu21NWH1GSCRvXAuFpBK6uZoS4REcmJyYKCbaPjDdnHjj0C3dUN3VFyb6R6xk8lQIhjktiO8mN8PdyMluz/TbThZa/U22Avp8B+FpXeilRvi6pyZ1HpcvJKZnSqRm8tmMknTBs5IkIB4AnFQwiHDOeA8R48Rjr7qW8bXbd0xNZ5pivZLZtSkuTlTKaSmesEHijYgYKVVQyhhMPEw7uA5MbjxjeTd1Q3dUR03pBqaMRNghDRFiDLSTdkP7wH8zQ3NxpmhpA69zr8B+FoGNundv7Z3Upu1WlO6UvdXCkB5asD6YMnKKJyIKJkOUCqcoIiKhjG4mERHh7kQS1GmpuypGkz19plvJNXksArt5LEZ00SlDt0BhwqLZQ4HKIl2gIZLnbxDnz6b7uqG7qjpR+lbaMMMkbIgHSODnO3k2IlrMAu7eXybYa8OawNCwkG+nwHjyVGjf+5fI8gGk64ZSbdgADlhwDGP/AJ0VZbuWq20t/U1tJJpOus7klWrO15kR9MZaocwuCbFClEqhQAMc3AY3F3dUN3VFap+lEFJE+CCja1ri0kCSbMsJLT7TVpJt4qYwFxuXfQfhaIJ2rYkt9S1tFNMt7FpPR079fZXys4lgqkX3bthjbsCnnI7QAB4jxiuqst/W1VXtra5d1NLFznRajOgWQpU5MCMzNwTLtAXBkTeEccFETCIhwHhHppu6obuqLFR+lGrpHvkFOCXhwJ3kwcMbg9xB3lwXOaC62unFROomuAF/oPwvO6iaAu/PbRSm3F/7HXYqM1P1EM8lDhnNWXKoplD70gooscTHAMm4YDn4CEW5VLycVfdik7yTXSrdYs/o1uq2lxUZhLitzEPuzyhBUETD4Y4wYI213dUN3VGlWekGSsndO6lY0neZNfK1o3otIABJYB473NZNpA0WxcuXDTgtJHdDEfXwLfZrplvTKJ+u7bu3iDCeMEWLxRISiUV0gUExy5KUTF3AA45uI53bRVMqimqdIyZjlAwkNzlEQ5h/VDd1Q3dUVzb3SGTbwhbIzDum4W9p7uyLWHbc7IWyt/oKaKIRXsdVE65HNRUB5Sm+jH0WXFZVuOajoDylN9GPos2K8pUhCEESEIQRIQhBEiuLbKglQjFQSmMBOyDYKGRHCynMHuxY8VxbMcUTL+H5Tj++pBFopNaQQaXAresKMqrUhSo1tNlpjM2spoYwJmMY5xAoH3ZEC8oYAN1x3SlFaehsMvYZC0F9yM3EwCcnm5qSVM+NMgLtBwJsbR4ZLtxjaIhzjmN+d3VDd1R9Of6Sp5BHeN4LCwgtkDTeMWYXFsYLsIyGK9lpCjAvnr8OfzXn3R0qlSFfU3Xt21dQlwlaMHfIGb+hlEUGqgYwoYCmETmDaUc8OJQznGIVpKZS6uVUFzbRqag7dv6uDM9by+hlFkXSg5yoUDGASGEREc8eIiIYzHoJu6obuqPP/Ud+/wCsbk3w4MOJuDDixW3e6wd7td2+LPVOpi1r/H4+d7rQJSlbPoac3uneTW9vo0azR8nM5hOVKJUWduXJVCHE5gyAcdhSgHiAPGORHvSvKBl15KZvXTFD3vk04k0sRlE1QRoZUyM6bppgmHLAJvBNtKAZDONpR/J47wbuqG7qiF3pAc/eB8bzvDIXXlvi3oaH3vHniDW5aCwLbEL3qlrWOluHLTivOtO2lnD2oqi18woW+TkagqQ9UNZqFCKEcSx2JSFwlg3EMFEByPEDdQDEhuJ6x1u6o+spezv7I7h0exCXJVQ1oU4qPUcCAgukJsCI5EcgP5RsgOeG+e7qhu6omPpImdKJnxuLgXHOQEdtoa4WMdi1zQA5tsJtci+a86mALA/T/utKJDVbB9QdXULeZjf64basEE2zgXtDnblZpk3iHY5CZAhtxim3DnimT3Ii1v3NVUErJJM3r/Ug4pKQLImaybtA2GOgkYokbnWyJhTwXaIAAcOAYj0A3dUN3VEDensbGyxil7MhuW3ZhBw4btbusLDhFrsDSsuqnI4tPH8rzAqqaTWu9YtfXHkbO89GHXkjEsucyWmFTvSHBu3SOVy3NzpGAhxDjzgUYnMno61cn0+1XY5Kir6quq3dIvp3UK1EKncuF0101QECCbAB97xgRH2ZhyIjHoNu6obuqOhUek90sUEEVOWMhEIaBINYQMBJ3dzYjEGklt87LAUViSTe9+HPXitJZnNqGmdZWmrJShr2kWtPLysGqIUIrtfACRU9xx3ZIOCZwGeeOguJM5A4rO6d4qZtVeCbVDXdJKU6SSPqNcIsgyimkAmVIbfgQSARxx4jgY353dUN3VHOp+nrKeRrxA44WlljJkWGTelpswGxf2rgg8iAszS3Fr/T4W+y8j6Ure5lB0BTkssnVN8XNw5UDdN9TbmnRUlLUhc8qkBcGPyZRwBchxDn2+L1SaToahoMs8OxdszP5WK5m7tAUVkhMmIiU5DcSiHuDxCO+3dUfFPDf5lmHD/RVf6BjT6ZdMYeluB4pRE9rnOLrgudisbEhjLhpHZvci5zN17T05gv2rhf21H4s6Y/dTb+gIlcRS1H4s6Y/dTb+gIlcUZbSQhCCJCEIIkIQgigag4uxOuP+rsq+cv47/d1xHlxxdic+Tsq+cv47zd1QRcu7rhu644t3VDd1QRak6zq8unKru2ftxby5T6j29ZO3LR86appnEMGTAphA4ccbh4ZDnjrrGXPvFSerSZadaquujcyResppmMyFsmVeXrAUBAihkxwXnwJREfZF5hyEfFrhodjcHUFYSnZ7InEzkjyYO28xTJyhSCkYyWQMdMQEmcc4CEdTaGjD6YNWVVWQksnUJRlxpULun3pkBUOzccmI8iZcQEwlAxVC4MbxEHnEc/fKCn2bN0Qjp8DHTOpZX4TGy5LZ3AyCX2mONguGZBzRrwXLcXioJvliA1PLS2mfNXJUuu2ztOTOcIJSKtp1J6eedgzaoZTJBcSpktuApiqL7wHwREMiBR5wxmJLc/VvZy0p6XPVE1fKs6wYqzCVPWDYHCKqRCFMHMbduPuKBQAo5EccI0CttKadoej6sstfO6l06KeDM3aDun5XLDLM5kioIByhMJG37/dzgQwIRYOoM9OWmq3Ss6k8mn05kdPszOUWizXMxVbhyR/CRwH3woDuEuPycRNN6OdgN2lDQxNlcDvbEEhsrWwl7XNe5mG5cP6cTbEcs/BWS4C424fLO2i24svq4tde+ppvRciaVDIZ9JkAdLy6oWAMlzIjjJyl3myAZKI5wIAYBxjjEQnXqg1kZS8mgtJHXM5kkledgv6ilkiFaVIK7to5XE4DgB8YF4+LOQimqQmTvUvrAqW6lspFOGVNS+h3EkNNHjQ7YHLxVIxSFwYA4gJ8YznCeebEQS3V5JHazSRVumirqGqYlwznmMtTlISdU3Zarg4gRQDgGBAM8/P4PDPCNaP0f7IdUHDTyPfanxQCQYod7i3jnOw3IZhbqBhx9pemqktqLZ521tp5rc25esGy1q5dS06qGavnMsrFks/lT1g3BZJRJMgHwOTAYDG3AUoAAjuHA4ii70eqHjJm9vppbakamatJ5NQNNSTiQYUUZFVMmdFHCmOXExBECgI8BDjzhFdzO1dUUe70gUdVkiXWdS14dSYoHQFQrYTrpqAmpwEAEuQAc+MBi4/VEDPpVLLUVuWUPnsspitW8wmRmiAqmRRAudwgHu4EA68B44x2X0c6MUG1KCjMRqDOZ+0ZAGkMdMxlm4TcuwtIN9bWGaPmmcxzr2tbhzsSrHn2s62cildJOe1euJhN6zbKvJbTzGSCpNQQTMYplFEBOAFDJDflDkAEQ5hi1bdV7LrlUgxrKVyubyxB6Kpew5uzFq7QOmoZM5VEhEdogYg+MeGBjT7UzVtg7kq0bdY9aV3QVTEkyrymakYSdwIHRFVQvY6hClzu3FMIFHb4KnPg0Xto6rS69e2GklSXkaKpT9dVchVlm4N1XTYpsJLHTAAAomDPiDIABscYqPSDozR0fR+PalPC+J+8wvEhIIJMlmsBaGva0NAc4HE1wOJvaFtiKZzpSwm4tlb5a8leG7rhu644t3VDd1R82W4uXd1xGqCHNwK5/amnzNCJBu6ojtv+Nf1x+1NPmaEEViQhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcXDdn8FWvlBIvpRtFPepxe0yt5/FvpV3FwXb/BRr+/5F9KNordR7Z/ifuu7D7NvgF2W4Ybhjjz1wz1xCpFybhhuGOPPXDPXBFybhhuGOPPXDPXBFybhhuGOPPXDPXBFybhhuGOPPXDPXBFybhhuGOPPXDPXBFybhhuGOPPXDPXBFybhhuGOPPXDPXBFFq1HNSUB5Sm+jX0WfFXVmOaloDj/rKb6NfRaMESEIQRIQhBEhCEESK2toI9pTD/1OP76kWTFZW1H/AMFsOP5bj++pBFK9ww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nww3DHHnrhnrgi5Nwx8U8MPrLMP2VX+gY+nPXHxTwf8yzDj/oqv9AwRfRaj8WdMfupt/QESuIpaj8WdMfupt/QESuCJCEIIkIQgiQhCCKv3I4uxOfJ2VfOX8d3kY4antzJ6nmoTtSYTZg+7HI1OqwmCzflEiGOYhTAQwAODKHEBHj4Qx1Pcdl/6YVZ8eOvtIIu8yMMjHR9x2X/phVnx46+0h3HZf+mFWfHjr7SCKHXCtxdOqahCa0hfN5SbAECJhL0pE2dgCgZ3KcooO7I5DhzcIjQ2Wv6JgOOq2ZiYOYRpRlkP/vFrdx2X/phVnx46+0h3HZf+mFWfHjr7SO5T9Iq2mibDGI7NFheGFx+ZdGSfEklRGJpNzfzP5VSqWOvssoVZXVM/OoX2JzUkxEQ/UOYh1ZaOLk11WdMV5UOpuZOJvSKp1pWsNMtQFExsZHBVAKPMHOAxsX3HZf8AphVnx46+0h3HZf8AphVnx46+0jepumm16N+9pzG11iLiCAGzgQR7PQgkHmCsTTxuFjfzP5VTo2Svy3KJENVMxTKI5ECUmxKAj7vAY/hrH33OsDg+qeYGVLzKDSbETB/xzmLZ7jsv/TCrPjx19pDuOy/9MKs+PHX2kQfxVtG97Rf/AAQf/mvdwz4+Z/KqobL3+MIGNqtmYiXmEaVZcP8A7xipZS/ixBSW1WTI5Dc5TUoxEB/4Zi1+47L/ANMKs+PHX2kO47L/ANMKs+PHX2kefxTtAf0xf/BB/wDmvdwz4+Z/KqVSxt9VUioq6pX50yexIakmIlL+oM8In9tKOr6kU3xK3uq6rMXAkFuZaVos+xgDOQAEhHdnIc/NiO77jsv/AEwqz48dfaQ7jsv/AEwqz48dfaRr1m36yuhMEwjwn3Yomnnk5rA4fI58V62JrTcX8z+V3mRhkY6PuOy/9MKs+PHX2kO47L/0wqz48dfaRxVIu8yMR+3o5r6uP2pp8zQjk7jsv/TCrPjx19pHdUdQUrotZ+4YPX7paZKFVcKvXSi6hzFIUgeEcwjgCkKGObhBFJ4QhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruL7q2mW1XyNSSOnrpmBl27lNw1EoKpKoLEWTMG8pijg6ZeAgICGQihPU4vaZW8/i30q7jZSK3Ue2f4n7ruw+zb4BV53LKg6Xan/kMfR4dyyoOl2p/5DH0eLDhEKkVedyyoOl2p/5DH0eHcsqDpdqf+Qx9Hiw4QRV53LKg6Xan/kMfR4dyyoOl2p/5DH0eLDhBFXncsqDpdqf+Qx9HjgfW6mssZOJjMLy1I3atUjLLKnRYAVMhQyYwj2PzAACMWVGpHqil7RoG1yVtpM75OcVllNUSGwdJgQwcoPDm3jgnWAn9yCJpkuatqHPVTVtdOpWTuRTNQrZHkmImXl5hwisIdj8DDgwGDxcPdi9O5ZUHS7U/8hj6PHk3pivG5sfeGTViKpwlip+wJsmXPhs1BADjjxiUQKcOsgR7RNXTd62SeNFiLILkKqkoQclOQwZAQHxgIDBFAe5ZUHS7U/8AIY+jw7llQdLtT/yGPo8WHCCKvO5ZUHS7U/8AIY+jw7llQdLtT/yGPo8WHCCKvO5ZUHS7U/8AIY+jw7llQdLtT/yGPo8WHCCKv2dqHSc5lc4m1fTyb+tDkXbZB2m2KmCopHS3DySRDD4Cpw58cc44BFgQhBEhCEESEIQRIQhBEiuk7QvGQGbyW5dSS9lvOdJsRNmcqW4wmEoGOgJhDIjjIiPXFiwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8O5ZUHS7U/8hj6PFhwgirzuWVB0u1P/ACGPo8YLWmnjhFRutdqpzJqlEhy8gxDICGBD/wCHixoQRddTslb05I2MhaHMdBggVukJufYUMBnrxHYwhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEEWrWvy+FwLMUFTxrdzYJW+ncxURWeFSIodNJNPdtKBwEoZEQyOOYOuLJ0pXGqS6tiqbrOrl015s5Iqk5XIQCcsZNQxAOJSgAAIgACOAAMxrx6qf+BNCfvV3/ZLFvaCfaw0t/vHf988EWwsIQgiQhCCJCEIIkIQgiQhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcbKRrX6nF7TK3n8W+lXcbKRW6j2z/ABP3Xdh9m3wCQhCIVIkIQgiQhCCJFJah7QW3mlFVzcWb0ozmFRFp1ymi+dgKxkCpom2gkUwiVPAiI+CADkcxdsQO/X4lK5/cD3+yaCLzy9TqoOjbhXBq2SVvTUvnTH1hAwIvEAUAphXIG4ueJRwI8Q4x6bUzTkppCQMaZkKB0JdLUQbtUjqmUFNMPYl3HETCABwDI8wBHnN6lz+Narf3AX5wnHpZBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBFo56qf+BNCfvV3/AGSxb2gn2sNLf7x3/fPFQ+qn/gTQn71d/wBksW9oJ9rDS3+8d/3zwRbCwhCCJCEIIkIQgiQhCCJCEIIvz86mvbI3X8uJ78/WhDU17ZG6/lxPfn60ItUfcHgq8/vFeuXqcXtMrefxb6VdxspGtfqcXtMrefxb6VdxspFbqPbP8T913YfZt8AkIQiFSJCEIIkIQgiRA79fiUrn9wPf7JonkQO/X4lK5/cD3+yaCLQ/1Ln8a1W/uAvzhOPSyPNP1Ln8a1W/uAvzhOPSyCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCLRz1U/8CaE/erv+yWLe0E+1hpb/eO/754qH1U/8CaE/erv+yWLe0E+1hpb/eO/754IthYQhBEhCEESEIQRIQhBEhCEEX5+dTXtkbr+XE9+frQhqa9sjdfy4nvz9aEWqPuDwVef3ivXL1OL2mVvP4t9Ku42UjWv1OL2mVvP4t9Ku42Uit1Htn+J+67sPs2+ASEIRCpEhCEESEIQRIgd+vxKVz+4Hv8AZNE8iB36/EpXP7ge/wBk0EWh/qXP41qt/cBfnCcelkeafqXP41qt/cBfnCcelkESEIQRIQhBEhCEESEIQRIRq5P7k30u/qKrOzVma7lFDye28uYqzWYu5KSYuXz52Ux00ikUMBSJFIXiIBuEfHHbV7q+a2tmk2pB/b6pq2mdByRnNK6mdON0CM5WVVPcY5SrLFOcdpTqbC5EpMZHOYItjYRq1XGv+g6TmlQNZNbOtqql1LyeWVFNprKEG5mzWWPUuUI4MKipTcC/k4yODDzFEY7CWarqle6j5/a0LYzhzSMtpZnUCE4bpIgYhFSKKCuqJlw+8mAgEIBSb9+7IYwMEWysI1wofWQpcW15Lr0rYKv15S8VQSlwuDMGwPAOVQVFQOq4KUqSZkxIJh4mExNoCA5DFjrhoie0fSE6pSgarnNR1rM5jJ5ZS6BGxXnZMv4vN6hleRBNMMDvA45AxcBkcARbIwjWiX6rKzdal2Von9nahlVOuKNQqFy6eotyOWCh11CnWWEHAlBuQCcmO0on5QphDJcDGdGa5KMq+b04VS3FYyenK3F6Sk6hfotytZudsQ5zFKQqoqJbypnMnvKG4A8UEWykI1Wluv8ApKZW0a3TNaWtWMlm8xYyiRrzDsNqlM3a5lCqARZRYCJppGSMBlFBKURENuYsy7t1KmkGmKq7uyGVLSGey+m3U0atZgCK5mq5CCJQPyZjpnDIZ4GEBAQgit2EaHWa1pV5L16kmlc1jKboUtIbcEriYzGn5ak2WlLwoAKkuUMQ/InOIZwA4MG0c+5Fvpa02b2XUqWV2Pr5xUFdHcrU1ITptEnT6XIIprHfmEy2xJESqFAAMO8TcNvjgi2ShGi15dX1TXHSsuzszLq+kjGtqney6eDLm7Ek0QWZlORaXgC5zEKoVQN5/EJChg2R2xyudZlfUelJUaekNR3B9ebszKkHijqXM0FUUERDa0agmuQoqGz97MpwECH3Y4ZIt5IRWGoS7S9obE1JcxuzMnNGkuAJa0XKBjmmC4lTboiUBEBNyqhAEAEQ5+OOMUpa7VvVFD2PuJPdRxCTesrSz31qn5ZEgmTstFc6Ytlkk8lLgSLY8WeTzxEYItuoRrWhrnoNlIrgzitLfVnSq9v2TCZKy6ZNUeypi1fKCmzM3KRUxRMopgu0whtEwZHnxwWFvjXl0dS1eU/UVO1HSsqlVJyZ23p2dERBRs5VWcb1imSMYpwOQE+IGH2IhgBAYItm4RptWt/7oVVX9yTSe8cgtLb+2U1Rpw8yeSEs0czKZmRBRQTgcRKkiUR2htDI8REQ5ongas2kim9u7btadnFzKmrOmW0/RmlKs00mDluKgJqusLKgKKWNymBEecpQyIwRbGwjW2X64aKmNQysiNvKvCjp7U5qOllYCk39b3U1A5iAmUnK8ryZlEzkKpswIl5scYyleum1b95b2VupNO2MwuDU0zpRJqsVLfLHjJUEji5wfgUxzpAUS7v8QObAwRbIQjUVzrlns5uTbWS0DZupJtTNaP58yUXBFv2S5KwMqmCrXc4IUCgKXKn3h/hiG3wuERy02tCoacris6XuhS1YTuTK3YXpGXVIi3bjL5UC4pJtGpx3lUEN4jkQKO0Dl4jnEEW7sI1m1w3urOyklt44pKsUqXQqSrEpRNZmaUFmRm7MyCpzHIgICJjAJAHAcY43erulLKUHRk/u5U02qaT1YymDtrWCMmTYIKLIFMoRodtuKZNVQhTFJwwYwAAiGcwRbOwjWmr9bTCkH4yI9kK+mc7QpBtW76XMUmplGEtUFQFRWE6pQA6XJhkoZEROAB48fPWuv+0tMIS11JJFO6jSeUu2rJ12Iq0QMzla4AKZhBdYnKrCGR5JPcbwRgi2ehGvLnWNJZhcJe3NAWsrOr3iEiY1Id5LEG4NiMXbYV0TmMqqTBjeAUCDxETDzAURiv7Ya+n8zsfRdwLj2rmyE+rOcrySWJtFGjRg/VIdcd6SzhzhMhSo7B5UwGMpkCgICAwRbjQjXyrLk1qvqRsLIWDt/I5JVsiqGZTmSLgkY51EmiBkU1RIJgA6Z1R4kMIZAeIhxjYOCJCEIIkIQgiQhCCJGC6xG6KjhXdsSKJzbSiYcAGRwAcR/UEZwgi89/VG7k0HcW31DPKIqyWzhNOaO+VK2XAyiX3ooeGT2RByAhgwBxCLb0TXRt7TWn2iaXnNXS5CczF04btZcVXlHSih3BtoAkTJ/HnIhgA4jwjUbXtZMbV3jXqKUtOSkFY75g1ApfBScBjshP3PZCBwD3D48UWp6mhZL1xnMyvhO2n3iWb5bJt5fZLmL9+VD/0kNsAfdMb3IIvRKEIQRIQhBEhCEESEIQRIQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruL/qeomtLSk03dtXTkvLt2qaLUhTKqKrLERTKUDCAcTqFDiIAEUB6nF7TK3n8W+lXcXNc/8AB1h5RSL6UbRW6j2z/E/dd2H2bfAJ2+TPozq3+W09Ih2+TPozq3+W09IiVZCGQiFSKK9vkz6M6t/ltPSIdvkz6M6t/ltPSIlWQhkIIor2+TPozq3+W09Ih2+TPozq3+W09IiVZCGQgiivb5M+jOrf5bT0iIdeSqZ3ObT1fKmttKrBZ3JXiRBMk1EAEUjcR2riP/0AR6otvIQESiGB5oIvMr1NV7MpNcarJk3pibzZIJMRup2CmmIpnFYohuFQ5A47R8eeHNHoX2+TPozq3+W09IjvJXIpFIwWCSyZjLwcqCqt2K2Ilyhx5zG2gGR6xj7shBFFe3yZ9GdW/wAtp6RDt8mfRnVv8tp6REqyEMhBFFe3yZ9GdW/y2npEO3yZ9GdW/wAtp6REqyEMhBFFe3yZ9GdW/wAtp6RDt8mfRnVv8tp6REqyEMhBFF21wkzTWXSmbUpPpOaarmatVnyaAJHWBJRXZlNU4gIkSUEMhjhjPEIlkQS5AgM8t/5Tm+jH8TuCLX64Ol+p5jdx9emzN6Zjbmfz5gjLqgInKG8ybTJNLPJKCmtgCKlAcAcMhw4gPHPR15o0ntTT+o5tTN9JzIEK+kTKQ1qmMqbuVZum3RBEV01R29jqqJ7imEAMHhCIAA4xs7CCLW97oppMzO6crlFVPWDG5VHSyjioA3Kf1sbsm6iBFCiJsqGEqgCIDjiXr4dyppkftLoNrhU7cx3LWrikEKPnkrNLElizFugRQEVCqmHcgYBUERAoDnABwi94QRayzTRUzcWNtlZyW3AMQ1sn6T9q7fyhJ61mAlKoUSOWZjgQ5cKiIeF4IgAhHUSrQgekqZo5GgrwvpJVdCz+czuUT31lbrJgWZgBXSB2giCYlEpQAogJduOARtjCCKiXWmyoXl1qZuq6u49dPGVKBSFSoOZSgYs/Z8sosIiJdoNjCdU2dgDwwAY54h1BaH3FKu6QlVQXjmdQUfbjs09ISNSVIoGYqOEjpAddwUwmcCmRQ4EyUuM8cxtPCCLX5ppZmEi02yHTzTNwGZW8mBVJZ5N6cbzJB8idVVQSKtVDAAYFXgJTgICUB4hkI7mWaaJTKdLq+mRvVkwVZOJG4kxpsumU6wctu3HBPIFAAEw7SAOAAACLohBFU8208Uy+07zTT5LXCUraTamjU8vMmrJMihhFvyIuDEDAGP8AlYEf+MRuttL0wmvczn9v7muKUq+2EpPJJdNzStJ8k5aKt00ViLNzmKA7gTKYBAwbR92L8hBFrpSujOnaTStgZrWszdvLeVFMqodu3KBDKzp++IcHB1cCAJ5McRACgIAAAHXHUzTREUaX9baWuo+k88aXGXuNLJqaVpOCtXagj95MgY21QgAIhkRD3ceKNoYQRVRe2wUtvzJqUpetp6qtI5HN282mrEEMFnJkUzARM5imKKZd5t/g+MADxRVNTep726dq12yoOondIyKvpIwlkwlLZEXCRXTV2VdN4BlVBMJ9gGTEucYNnxRtbCCLXi5OjinLmOa9Wm1XPW5a2pyTSIvItibmCstWFZByQRHwjcptESiABguM8Y7uzGnqo7b3Dnt0a1uw9raoKhkjCTO1VpWiyTIVqdQxDJkSHBQEFMbRyOQEdw5wF2Qgi1suLpCns5qytantLemZUElcpDkaslnrQhMmj43I8iZZIqolFBUyYiAmKIgI8cR39t9KsktrWtv6vltWPXQUDQQUI3bLNyB2SiChDg4MYB8E3gY2gGOMXpCCLVindDh5HNpJI1rvzN1bWmavNWsnpIZYiQzeYcqdUhDPANyh0SKKnMBNoDkeIjwj4Kx9Tzo+rKnuZVBK+mjBeu1EncqIm1IIU68BdFdZw3HcAmMoqgQRzjAZDjG20IIteXekj1tklnWlvbjuqamtn0DtWj/1tSdg/SWb8i75RJQ2CnVATm3AI7ROOAGOE2jaTGkE7kXbu92zq5zW5R1OxCZTWRWRVBqAbuJRFHG/n8Lm4RsZCCKotQliH97U6NdSWvFqTm1EVAnUUvepy9N4ArkTOQpTJnMBRDw88fciG3P0hzC+8hktO3vuy9qVnJ2cwAE28rSYlWmC5RIg9MCZsAZuQw7CBwE3ER8UbHwgi0lqfSrfeqb7v02t0pnJ5O5tM0o6ZVf61tXBpsp2UcF0RQObcmoZId/KF9ibHEc4iWzzQXIm06p6d23rBhJVJNSzKknCM6plrO0nDVqGEVSFWEoJLAGcmDIDniWNrYQRVPQ1gZfRN16nuklUKrlWpqflUgUZA0TRTQKxTMQFCbMAG4DexAoAXGA4RVLDRRVkosmewzG9zV3TCL90oxbzajmb4rdkudRQURAxgEypVFTmKtuAQ5tohG10IIqio+wSlDuLWIyet3K0stpI3MkMg9l6C7iaFUQTTKoZyYOUQ2inu2piAG4FHgGIt2EIIo3Oq2TlU6NIGdOTmbvEmqTxYrBNIQSSUOoQgmFRQnERSU4Bn2PHGQj5e3yZ9GdW/wAtp6RH8Yji7E+8nZR85mESvIQRRXt8mfRnVv8ALaekQ7fJn0Z1b/LaekRKshDIQRRXt8mfRnVv8tp6RDt8mfRnVv8ALaekRKshDIQRRXt8mfRnVv8ALaekQ7fJn0Z1b/LaekRKshDIQRa7apqFe3/tW7pNtbWp0Zy0VK9lLhZNptTXLwEoj2RwKYomKP6wHxRNLVIJ2pt7IqAklsKsBvJ2ZEDHBJmArK4yoqP+Uc5jiYw/ri1chDIQRRXt8mfRnVv8tp6RDt8mfRnVv8tp6REqyEMhBFFe3yZ9GdW/y2npEO3yZ9GdW/y2npESrIQyEEUV7fJn0Z1b/LaekQ7fJn0Z1b/LaekRKshDIQRRXt8mfRnVv8tp6RHYUxVzSplZg1LLX8ueSxYqLlq+IQqpRMmVQo+AcxRASnDjmO6yEQmkPxkVz+0s/maEEU6hCEEX5+dTXtkbr+XE9+frQhqa9sjdfy4nvz9aEWqPuDwVef3ivXL1OL2mVvP4t9Ku4ua6H4OMfKGRfSjaKZ9Ti9plbz+LfSruLluj+DjHyhkX0o2it1Htn+J+67sPs2+AUo3dUN3VGG4YbhiFSLPd1Q3dUYbhhuGCLPd1RBLu3xtnYuQo1FcupEpW2dK8g1TAhlV3KnjKmmQBMYQDiOA4RONwxqzrX0/3RufMKFujZ5SXO6lt69UdoSiY7QRegYSG4CfwdwCmAYNgBA3OGIsHRah2dtLa0VLtWXdQuvd1w3PCS0FxBDQ51gXEENveyinc9kZcwXKtq0+pS0F6JXOZxQ9TCdvTxQPNOzm6jQzVMSmMChwVAMEwQw7ubwRieU3VNOVlJW9R0lPWE5lTsDC3esXBV0FQAwlHacoiA4EBAcDzgMaTMb8TbUda27Nt30hcWfupTEmUeT4rZqVYzxoiQ25PJgKIFMBgIIGERKCoCUTAMYaHqarOkdJLi4r+/wArJ5LMJK8LLEJgwSFlTahHKoGdAIm++5EBHaYA4jjjFx2t0DgpKSoqnPMEjJYo2xOJluJGFwIkjZhcHWLmlothBB7WEHXjqi5wba4sTfTT4Ere/d1Q3dUeaMpvzVVFXktgagNTtb3LlFXz1KUThKoJGq1l6qaihCio1MoQpeAmHAE4hgOIgIxPplONRd59YV1LHUhfV/RdN06EumhVm7Uq6yBAbI/eEQyXBTqLCY+TcdofqGKf0Z1VK8mepYyIRGUuc2VtmtkbG4FhZjxYnAgYcwgrWu0Gd7cOV+dlus2rekHlUOqIaVPK1qhYoFcuZWR2QXaKJsbTmSAdwFHIcRDHEI7rd1R5v0VaG6bjX9V8hS1CzxGZS6VNJo8mxZYlyr5mKiRgYmJu2lIBRAu4M8A5vFHo7kYr/Szo9S9HpKdlLUibexMkNg4WxNB/qaMjfLjbvAFTQSulBLhaxss93VDd1RhuGG4YqanWe7qhu6ow3DDcMEUMuMOZ7b/ynN9GP4nsQC4g5n1v/Kc30Y+ifwRIQhBEhCEESEIQRIQhBEhCEESEIqi/moWQ2Cb08pOacmk5WqZ+aXM0GJ0SCCoEE/hGWOQpQwHOIxi97Y2l7zYDUrFzgwXKteEaxm1vNAAR7i9Th/F5R6XFB1pr+1UyAJjPUrO0aykbdX70C00TcrESE4FJu5JxkxhyGdpccfcjnM21s2RwYyoYScgA9v5WEspibicx1v8ApP4XoxCPPazPqjdw5ldd1SF7qQk0rlaDIyixpQQ6yzZUAAS8yhwOB95QHA+Dj9cXcT1RXTGrNwkCM+ny0yMv2MVqjIXKihlc42FApR3Dn3I3W1ML+68HK+o05+HxUbKyF4ve2ds8s1s3CKK+7ItQHAZLXfyTe/Uh92Raf3mrr5JvfqRq+tqD++z/ACb+VPiCvWEUT92Taf3mrr5JvfqR1VVaz6MQpyZKUbS1YPp6DY4S5u7pp4igo4EMEBRQSYKTOBEfcAYHa2zwL79n+TfymILYrIe7H9jTMt77hUNMpHUzq4c6rJqLlJKopUMkIBBQUHadVoRJIqhDJCIGAomPuKUQHI8Ytb7sq03vPXXyTe/Ujm7K6VbK2vB1iGUNFyLP7By42dY2OoP+1JKx0LsMgz8/tdXtGJlEyjgxygPWMUX92Vab3mrr5JvfqRqvqHvVQ091DULcVupUUhpdFku0nL2ay98wbqOQyKJTBgN4gUBxiNuq21SQwPlheJHNBIa1wLnWF7ADMkqF0gaRyJAucgLm1z4L0dAwGDJRAQ90I/sa20vrL0yU1bhs/TuKVVtL2uVjoy58oQy2MmIChkhLuE44DJucQi/KTqFvV1Kyaq2bdduhOpe3mCSS5dqiZFkyqFKcA5jABgAeuOhTziojD9CQLjkbaH4hZB7HOwtIK7aEIROskhCEESEIQRQ5mOLsT7ydlHzmYRKt3VEUaji7E98nZT85mESjcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qhu6ow3DDcMEWe7qiF0cObj1z+0s/maETHcMQ2jONxq5/aWfzNCCKeQhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcXLdL8G2XlDIvpRtFNepxe0yt5/FvpV3FyXU/Bpl5QyL6UbRW6j2z/E/dd2H2bfAKR5GGRjjyEMhEKkXJkYZGOPIQyEEXJkY1b1e1UpTNT086kupaZWznJGKv+RetKswYvkDKf4h0ylEAUKYogA8+BGNoMhDIR19hbTZsitbVyMxgAjD2M7i2eNkjbeLD8LHNRysMjcINv34ELQCzU+0x0IpXdU3C1ATKsK0uOwUls5m5pG6QKm3OUSiREgJDjht4iP5BQAAAOMUoMtmJHZir9P8AWGq15N6MnDPsaTNkKadJKS1QHIOAVEwpjv8ADKXJc4EBNzZj0qyEMhF5PpEY575DHLd7o3e0h7LovZlg6rZmEZDDbLLRa3VMgLjjwPHW/azXmczc2+mzu2y9wdXSc1aWvmTJxKJe1o5y3RM3Q28DiBNxlTAQpdw8MBzCIxa9BXW010VqRuDf7u0GdFrhk2aBLfWF4UWvJERKJt+wd2eR9wOeN2shDIRHW9PoK9j4pYZA1zHMIbJC0YXPEjhZtKLXe0OJ1vxzK9bSlpuCOeh8PeXn3XdbWgmOo0moG2ep9ell5g0bS+dMj026cA5bpGLuKQRTwXcUhQ4hkByIDxxHoEyeIP2aD5qpvQcpFWTNjG4pgAQHA83AYyyEMhFZ6Qbfi21FTxMjc3ctwAucxxwi2EXbFGThtYYi7LIW4zRRGMkk6+P5K5MjDIxwkXRUMciapDGIODAA5Eo+4PuRlkIrOimXJkYZGOPIQyEEUPuEI+v9v/Kc30Y+iwYru4AgNQW/8pjfRj6LEgiQhCCJCEIIv5uCG4I1G1t1TXrWsqCoelK7mFMS+fNJqs+Vagp98FuVI5dxkjkOUChvHIHAMZzmNffWWv8A/wDEvN/jB/6fFd2p0o2fsefq1UXB1gcmk5Hw8FGHSOJDG3t8QF6d56hhnqGPMT1lr/8A/EvN/jB/6fHGeRXEMOS6n5wT9T56P/6vo538e7G953+DvwvbT+59QvT4yhCFExhAoAGREeAAEfwVUgKBhULgeYc88eW80oysp5LnMnnOpKZvWLxMUXDdZ29MmqQecpg7O4gPuR0c5silUTWXsp/eQJg3lLcrRikuq8MRuiXmIQvZ2ChD+Pdje87/AAd+Fiesf0x//YL1j5dH/wCYX/8AMER+srdUBchq3Z15R0mqJs0UFVulMmabgiRxDAmKBwEAHHDIR5YS/TbRDaYIOX9csXbVMR5VtveEBUBDHsgfZDHOGP8AjwjYuiL1VJZSWq0RbFvL6gpdJB8/lpJu5cGWYAiQiqiB3AKKirncbYGC7QxkRCMoenex5phDicBYnEWkNy4X1vbPS3xvkvWMneP5jB4XufJfPqgtRba2d26PmFA0TJ6fF3Tk5M4TYMyJJKnRO3MkcyYBsMYhjCYNwCGQDIDiINfyn5BTi7JGVJqKJD2K6HlzAcxThMG6Y4NgBwYqggYoiJeBRAAxHSzC/FUaoalltXqNFirtpXM2qVNsJYZU0pbrESArld1kN5VVEw2+CGAHhnAxleyZVA7lClSTakZwxYshZt1FTICcpNz9BTcYQ4gH3vAAACIiIRQelT+tdJ4Hwvs1vZIva5vYZGxOehGR4ZFbVE6n6nK46nMeFs/gPmplaGkqYqKQqpTVEyeETLlMgCYGFQ7t2nvETFETbSIJFKUfAAC+xyIjFEsGlNhdVnNJii3YneSopl10g5IE01kZd2QYuPYACS7o3g42gYwhjEWnb2qZjT1Ns3pKefqoum6jch1A5EqhknrswmIYQEDl++gGQ8YCEUDcmmriuqtlK1Fyl12dLGaam4TIkAUitWrc5x5Q2wxDHIYu0c5DICHPHO2HSTSbUrGzTYWPDgCXAAWBB8M9UrZIIqKF0bcTmkEi2euX0W/SFFy1FBNFtb6lCokKBUwLJEBACgHDA7fcjlCkWmQzQFLYz7yIfVjUeZVZRtE02wmdXySv2CBzEZiqiylB0eyNm7ky8mAgHABEA9wI+VpdO1j9uV00Qr86R84MLGVFz4uYSgMUv+CtpyAyMlc5t7XDCQT47xdsbZpL4TG0HlcX+ysBxIbntJQwnr+k2zSXvnhUHO+UNDrB98W8MhEmZzoJbClAdxTiIiXm4jGVSo1e17NGn6YUcTEp1SJNS0sgZDsEJbvTcFOZqXKguNoAIiAiYRASBzBVdO3HkAOJsNUtqtFHs4/rX2E0lYG7EwG3ldwf4mc5xw5o7nukWz5ga3A+CSn/AKRbX7KrIpbuia61+6zs2NiAbuJNtCbj4WXEbJA9uT7X5kXy/P7dW+wllTUlN3DGr6Ml5mz5i9PKyHkLd8omqHY4JFUVbtwJv3cuJchjaIZEcR31mpGvNqSTdzqk5Q8fmBIXHZ0jTA6agplExQAzVHHhCPAAMAf7Qxri1vNZ56/SljdSvQcLKgiUFGEsTJuzjicxQKUM+MRAOuPpktVyZzVlQtpq9mRJMz7FTlxQdSNNxygp7luUE5thy5Eu0SZxxAeIYjnVvRuumpnskG7fYG+G1wDbstxXzxC/azte/BbVPW08crXNs8Zi1wdRfM/C2WXwW4Xag0/QClviRD6sUxqJkshkzeXK9rkibTByHFiixTTRdkSWROkKyWNpwBfkiAJg5ljhzGGK3nlW0DLZO+fovp8KjduoomAO5CrkwFHb4BDCY3HHAoCI+KIoqzoSs6TZsq8qWbA8cIIqTFOWTGQoJKKlDIFzygKGIAiIgUw8B44zGrsPoxU0VSytqJyWNNiA03OX/WdPvbTVbNdtGKaN0DIm4iOY/Cu3UAlbaYWorV43kNOkfqSxVQhm5yFHlSlACmAhRwJg2lwOM8Ai9dHF5qoqLSjTTljTUwqio5IQ0jFmmoRuOEgDkDKqrGKUpBRMkO/jkBDACMeej61+maXouTO6mqVmZJmu6TMeaSpYDmTKGEwBExzCcwiAFDHHj4gEQ9BtIdm55Tek6TMphJ28zmtSgWdOJfPHKpEzJGIUrdLcUDCjhAiXACiADnhH2LoDs6PZVNJTwSPe24N3tItlYBt3OvpnmLZZLhVlTJVVYk3bWdm1mm/G9zkLHPLLmtmaYmM1mMmaK1C0ZspxyJBfs2jrshNssIZMQFMFEwB7olDMdtEGtZa6irdy1V3TNvZTScwnBU1Zq3YH5QDLFAeAq4DlMZHBsBz80TmPoCybe3aSEIQWSQhCCKFtxxdie+Tsp+czCJPkYiyQ4uxPPJ2U/OZhElyEEXJkYZGOPIQyEEXJkY+GezyWU1JJhUc7dkay6VtVXrtc/sUkUyCc5h6gKAj/AMI+rIRU2rKnJ5V+m24lO00iovMnciccginkTq7QA5iFAOIiYpTFAPGI48cb+yqWOur4KWZ2Fj3taXcgXAE/IG6xe4taXDgqYpvVrqXvaL2pdOmneWzKjGrk7dvNKgmoM1H+0cCZIgmKABwH/axnA8chGw9pbg1VWNBds9yqFXoOaNV3CL6XvXBTkSBIf8UqvABTEOIG4cw/rjUqzFcta40aUrKbXX7bW6qCgZYuWdNSFbncHURKcdh01hyUpzYOBgDAiYQ8WIp64F6Lp3N9T5kE+rmq3cwNNLhBJ54/AhUznlxSqHKQ+wADbvAvHHHBQHr+0VvQaLbFQ6gpKeKmYypbBf8AnGYA47OdiO7kxhuIYbZkAWBXNbUmMY3Em4vwtw+YsvS2mbn25rR4rL6Qr2n506QARURYTFFdQoBziJSGEcdcZVRcu3tEOUGdY11IZG4chuRSmExSbnUDOMlKcwCIZ8caKahaDtBbO82nZ9pwYSaXVC8qFNE5JIsUx3cvEyIb1gKI7iiUThuH2QGPkRxw5bC0laS7N/8AUbMdRjOTTWbSqoVWbROeLFIDSWEUXIApAYQ2lKQiQbwHgAAOeORr/wDAWzeo+uRNL1fd48GBu+vvtza2LDhv2sV9MrXzU3Wn4t3YXvzy0ut/DT6SllA1AacMglYI9kC9FwTkASxnfymdu3HHOcRrjefU+8k11LHU7aarKenMhruo3EqnarY6bz72QzYAKQ5DDyZvvxx/+kaNBOKkQ0CzCRpzN8FHLXWTliC4iOBlIpnOcN3/AMvlSpj7m4RDxxbl3Ldad7f6otNSdjyyhB07nDcZihLXYKgduVRv2MuoACODn3K+EPE23jzRYtnejnZ+xq9za57pjeqa0CMFlooS4GQl3ZddwIABs5tr53EL6t8jRhFu7xzzPBekuRhkY48hDIR8GXUXJkYZGOPIQyEEXJkYh9FDm4tc/tLP5mhEsyERGiBzcSuf2ln8zQgin8IQgi/Pzqa9sjdfy4nvz9aENTXtkbr+XE9+frQi1R9weCrz+8V65epxe0yt5/FvpV3FyXU/Bln5QyL6UbRTfqcXtMrefxb6Vdxcd1eFMs/KGRfSjaK3Ue2f4n7ruw+zb4BdTem4ZbT2nqu44tQcmp+VrvEkR5lFQLhMo9QnEoD1ZjTyxWnG5Gpa27C/lzdRNfyupalMu8lSUnf8i2lyIKGKlhIOGMl3bSiXgIBz5GNv722+G7FpKstwV0DZSfytZoisPMRUQymI9W8C56sxqFYK/F8tPVt2Niq40t11O5xTJlGUufSdqKjN0mZQxyb1sCUAAT43AIhtAMgA5j6h0ONSOj9QdhFgrt8zFiMYduMB7u8yw4+/bO1r5LVqMO9G97tvjr8vgrvuHqUUszNqVshKqZnl0rlOJOis4ay7YiZUiZNqjpY5slTE4kOfbxx48AICOduNYdO1zTVwnM2oqcU3VNtJc5mU7pt8YvZAJpJHUyQ4eCYB2CXPDAiHiEBio6yVutabVZI9S84s7UE9kdWUW2lU4ZU837Odyh7sIZRISAIbtpyAG7gAgI8chiOpoKgLlXBnepDUVN7dzmmW9b0a/kdPyR82Ej9zhptAxkQyYDiKKYAHjMccZ4DHUHRnYTtmtnqGtzjjdvRKLumdKGvhwB2ENDcWjQQG4sVisN9KH2HM5W4WyN1KT+qUU8WSySuAspWQURMFUWj2ojkKVu0dnDwkS8MK7ByAiAgA4HGYsu5mq9SmbnNLPWxtbN7g1SrKCz1w2ZvEWibdob2I8osIAYwgJRwHiMHj4RrjXlsbiPPUw6SoNnQs8VqRs7ROtKSMFBdpgD5cwiZLG4PBMA83MIDHearqWpqbuJcsezN20rhyamWZafqyjWhjJqLAkO1Bwco5KBFBEDZDdjmEOaOgOjXRWormMgg7IlqYrbwuB3ZjEcrxjY4tOI4gxwuBcXwm+G+nDbk8AdOd7jQ/Vd1qq1V3noScWjLRtvKpkadQTJkvMmyrdA5n/KHADykNwG2r8MZLj2YcYsi5mtCX2ikdAzKurVVOwmFdozAycpECGds12+AIicn5RlTHTAuObcAjFK3vpfUG5sNp7resqOnFUVZQ9StZxULJgiKz0UyH3J7iFyIn2EIUwhzGHjEwvMFW3eu/pfuTKbbVQwl7ecPncybvpeYFpWmKiAEF0BcglkCCYMjzRGzY2wZ4KGKeCIxsNWJHxyEFzo2yuYL3uQ7C1zXEHKwGRsfd5KC4gm5w2uOdrqx5Nq0VVqC2VJVbaifU3OrkLvUCM3qpQPLuxziXKgCACYDgAGDAcwhEnbajafW1CzrT8tI3aDuRyQs8Xmh1SdjikJSGEu32QCAH5+qKd1oyq4NPXes5fGk7fTerpbRz5ynMmUpRMs5KVUC4ECFARxtA2B5sgACIZiE23kN0rsaua1uTUNq5/Rkmq+g15fLTzNuICmUSkRT5YwBtIqbaJuTzkAEI5EHRjYlfsz1vhbHG6CV1hJctmExDWhpdjNorZEEEZnNZmaRj93qbjhwt+VadJa31a/qEFaGsPWs5ob12LJzVYgmXkAUFQCcpyXsuTATFERzkAHiAc0V9Z/VrfCpdUdY0NO7W1a7kQuWDVKUiggU9NEUMBTuXBihuEggO/nHAR8eky4d17B0gw051Bp1rd7OmU+Vbkmzdp/moWyq2TLmcDwAClEwhgByABxAeEd3TbqurP67bgTWZ2nqucSK5BZW0YTiVshWaNscmUVF1OBSELk+7jkNnMIDmO1NsXY9BPtKigoonN3LjA4zYjIGyR9sdvsuLSXZYbgFoFsQMYkkcGOLjrnlpkcl39lbhWioK4WpWrTL1KwJS03RcVG5mr8HDcxtznb2KmUAEgZKYAKORHcQA5o4SeqCElzCUVxWNhawp+3U9ckbsqpcHTOkJT52KGRL4QFHAjzjkA4ZiuUbF3Krcmsil2dMvmTisZsyXkKr1AyCMx5Fw4WwkcwAUwDtKXIDgBOXPPHQ1/Ul3756a6P0qSjTxW0pqdAJZLJnMpnLRQlbZJiBSisRcR47uTKI8OYTAG7IRtN6O7C2nXb2qtKC6BkjnTYTDF1aJxkHaFyHFwzxNGDDhuV5vpWNs3LW2WpxHJbM3e1jSK1lz21pWVvqgqqezWSJzaTpScpVezlFFDFIiAc5Q2kMcTjwAAjvdNmpqUah0KlZdqUzpaoaQelYziUTAQMqgcwnAo5AAzxTOAgIAICX9QxVra29TyPXnRM1QkMzc09JbcFlBpuLU/Y3LJgqUCmUxtA4hgcZzxjn0n0ZV1Oal9R09n1MzKXS6dz5stLXTlsdNJ4QFXQiZIwhg4YMXiGecIqe0Ni9HWbBkdTs/ntp4pQ/Gbuc6YRubgvYdntWtiBz0yU7ZJt6L6XItb4XWwVf/AIQW/wDKY30Y+ixYrmvhzUNv/KY30Y+ixo+ULeSEIQRIQj+DBFqXr4cEbJ2/XMBccvOyCI+4MsVCPhGpJRn/AAmH/wCVOKs1NTq7Fyr30VK6qoxpRksl689YyqaTZY6jKckxtAASIIGKoZMvAphDcAiIcOA0jO6i7W6le0/MpFTLoqK4Nmq8skZ3PZKhQ++l2CuUxRKYdvDcAiBsexGPi/pB2DFt/arI8RDmR3tY6Ekf64XOp0C6GytoMo45JHsuC4C58B+/+Vfk8nrolbupgsyqFy3QMyNKkZSsmRmZMM9kAsUR2GHOcgcNwl2gTjERZK3fcs2zN08cMXpnyc6BwZ0gqkRQWq5jMlNo/wDwwOCIF5MfyVOfhwqRa4UkRSWVGnWJhQWKgokSkzGVKcQEQASA63fkjnhw8fOEYNbjyRyqKIUs2SEqZ1RFxR6qJdpAybidyACOPFzjzBHEg6MyQRYWxg2AFywm1hlbOwvqcsySVhLX00sly4i5JsCOJ8L/AAHJX4vPammdvGy0xZTZk+cVKZy7bNFig/RlpnhzckUyZs7SpCUMFH2IBiI+V7X4ulzqHqXaQ6Pa+HZCeCJ9nKifs7BsGN2PyX+LnweHssxVaFwpEr2MPatLCEeH2ILLUsdNJQf/ACnF2BRDrzHOhXbNdMFkLakWTHIAclFuBKOBwOBB1x4gMI+j76cOAjFi4nunK5vYXPwsebbhePraeQtOI5ADUZ5a6fPxsVuGepJNvNsSYbcjjwU+aKgUdN5rc2tE24JAQJVMFcJgGMhKkQ8XCKdTuNT51RQToiTrqFRKuciNNKnMQhigICYCvBxgBDOeYeA4HhH8ZXrGRSaZTqXMKGlCzllMGrJEJdM+VcIqJFKc+EjGRKcQEgeEYdvDjgcjyaLoXNRCQwNcXObhGXMgg6k8OWma2q3bcFQ0CwbY38vLmvqoNg6qiXUzKU5YL5oKNLA+QFEVEjIJtHwgKoBzpgcSCIDwziJJN6KrSjLb1GFVN6SS7PfSkqIyGWA0ESkdlEQVEChu4iXHucfdik7ePriNpDLZpP355fIJgKDRskaVKco8SaN1hTOmoJQSMUoCfcAnARxnA4j6VKoLOhkDVpWzdyk6e71OyZSVsd4JFUdqaXJb8GKJjCImEoDgQyPAIu1XsmodWEMe0xhzSbNc7Nhv3rWBu2x8ByNuNBtCmbTi7DiIIFyB3stOIzuP29zW0pGYVBNkZw+pyWzBghKuxmy80aJuEAMV0/EUylOAiH3w6JjbcDgA4xHnNLVVNLxSiTzWlaXcPJPKnQnQlsuIWWoidNISKCiqG32aoiPDiPNxiJqT7UBaGk38/l1WIvJcByuDNVpA/wBjYpziJhIZdAiZC7j5HwuPDGYrpe+V2RuCNRTKo0pNOEfvDjDMxUzAUCBySiRAETAPJk4Y5wjKj2HtCsqJ6mmfG5ha5re/cG3EWv8A1Z21NllUbToYIYopWPDrgnJtiL87/DK/xV+3xomo53NZfRksQpuTyg84JMmSVPMOQmOQTFNIDAXaQypzicCiIgBQIcwiBSGiRzqz1H25kCLu6d7p2wmTpMFUpYxmTp25KUQwGRATGU4gPhAkQmeaKktrdmsKlrRwq6qOXzOqpg2M2kSp2R0kEl+TMJ1BICfKGEiRDgUoFHJlsBncaPhpqXoziYTSczxw5m01MY51hVXOLldUCiYSKHOVPA5wABtKAZ5uEaZ2RtGBrKOWfdsiALsDRieXfF4yGVi4i5IOQsSTqukqJTUQsxF5Ng45ADmAcz8L5C2q6qp5sMpfKzGjatrypWXJmE7GYKumJ0cYHlCqEOO8AAQ8EQAePjwOJzZO3s0uZMFpzWN05lR0nS2ids4nixlQHbnYQFDlMYw8BExvBLkAADDkCwiaFbHnaCTRcZYsKolKR6tySZzbuAAZQOTMAhjhxHAhjGRiePqMqesUpElSzulnSkralbrEbzaXio9VwAHOqJlhMYeAAUuMEDhHY2nIIqQQtlETnD2jsNwB8LBlzoHW8VoQx45S/DiAPdF7E+Pe+V12NyZtYKXgrJ6Tr660xcIhsB8wXUKjuzjOVgICgZxzcB8QxUSNTVFJuymc3qOpBSaLqJIuV2z1RRUoDkRPybopSiA5DAZDhnMSyopW/k7BeVzyUotHgOzMFU1TtFDAcoFHJAKkAHAd5ALgw5wpw8Ac9KmjMEJa7aKysrZVN6m1ROtJVFSL71FCqeCBCkNgQKHgnEOI84R7sunipqUMxukBIzc5rifiCG2t8ALWz+KxqXvkkuAGkDgCPkblf1tO6omMnPPZRM6jeMypnOVdOXzHkh25z4YPMAACHEfFH221pC81VGUqCoZTXoyV+2K4lx2Dx2CRhMYOJRLvMJducZ/+scXaZLETpsZ3TCrxUhtp15ZTZ0GxTcwgHHeoQc8DCUo+DnaIDgbQoSR6aWNKMWFcVEjLJ21AyLxBR+6TAFAMOdocuUduMYyQv6oj2ntGOhpXGBhcXEDsxl5Az0wlp4C5t8s1nSUjqiUbxwAA4usCctbg+V12una3GnSY3HqFrqim7hhOZW+YK00yqearJdkNRIJjgcFdoKE5QOY2M8QwIRvzeC90uttQaE8odvJ6mmS67BKXypOaJIA4QXdJt+UKcMgBA38DY25AAjyYmUjoGcTB69Y0w6fy15M3Qy1YyxzPDoInIUqYGMscgJCO4NwlMIhkAwIZCVy8bGI0jP8Atot6MlespYcEFkXrwFUlBxyQ7SqCUwcqJPySgBtuQ45Cyt6QOo6FjGwvc+wb2Q3I6XLS8HI6i9+Gq8pmEOcGFoGZvcj464baaL18pGqJXWdNS6qJMsVVnMkCrpmKYDYzzlyHDIDkB6wGO4jVbSPOdQswn6LSsZBS7C1iVKIjTKlOcmZospypQIYTbznBQUt4mLnaA9cbUxcWkloutyKTeNxWskIQjJSJCEIIoQn+NieeTsp+czCJJEbKOLsTvydlPzmYRItwwRZQjHcMVbfbUlbbTsyk764ik02z1wo2ZJy9kLg5zkKAmyACGPZB+vMblBs+q2rUtpKKMySO0a0XJsLmw8ASsXPawYnGwVqR0Fcua2a005Wt7KpVMZ4AlBu3mjk6DY4bg3bjkKYwcM44c8VRa3WrYK7VSo0bIakeS2fOREG8vnLFRkquPuE3+CYR8QAOR9yL03DGzW7MrtgVTY9pU5Y4WOF7SLj6Eg6XB+a8a9srbsPktHqw0mVhXU/XqeodLFmzTF0cVHCrWp5i1KuceImORJMpREfGOMjkcxNWdr74sLcntG1042XJR6gG3ygZ48MiYTG3CYcoiYT547s7s8cxtZuGOqquo0aSpeb1S6ZO3iMoZLvlG7RPlF1SpEE4kTL+UYQDAB7sWh3TzalcIqV8bXhpGBpdMQ1wyaWgy2BHAi1uCg6qxt3A/b8LUi2unW59o6g7aqC012gYTcpRIk8UqeYuFESjzgmKqZtnDh4OBxwjC42m+5d16iPVtc6aLQPpuqAAu7SqeYtzuADgHK8kmUD8OGTZHEbPWhuYzu/buUXEl8gmslQm5FDFYzRHknKWxQyY7igIhgRJkBDnKIDHw3wvDL7HUCvXszpidz5FFyi27Dk7cFlxFQ2ANgRAAKHjH3RAPHG+zpbt9+2d02Edcvur45cd72wYt9pf42WO4iEd79nXh+FTTm39/nduhtKvp6syNICh2P60FnjsqAEzkBDCOQNnjuAd2eOc8Yh1JaYa/odzKn9NaX7OtXskfkmbF32zzEy6TkuNpuUFMTGAMcCmEShx4cRjcyVzEs1ljOaEbLtyvEE3AIuE9iqYHKBtpy/kmDOBDxDmPp3DHMj6dbQpWyQRxNaHklwDpgHOORLgJcydCTqszSsdYk/b8Lglp36kuanmqKKT0yJBcponEyZFdobwKI4ESgbOBEOaPpjHcMNwxR3HESdFsrKEY7hhuGPEWUROh/xh1z+0s/maESrcMRShuNw65/aWfzNCCKwIQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruLjut+DDPygkX0o2inPU4vaZW8/i30q7i4rr/gu08oJF9KNordR7Z/ifuu7D7NvgFjWtJNK5pt3TL+ZzWXoPAKBnEseGauSYMA+AoXiXm448UVR9yNR3SddX5YOYu/IQyEb9DtvaOzYzFSSljSb2HNeuiY83cFSH3I1HdJ11flg5h9yNR3SddX5YOYuCfz+T0vJH1Rz9+mylssbqOnbhTO1JIhRMYw448ADxcY1Mketa9lxWzmtbQaVJtUdBtl1EyzRWbpt3LkiY4MZJAS5MIYHgXdx4ZzFr2PN0s27G+ekmOBhALnvZG250bieWguNsmg3+C15BBEQHDM/An7K0/uRqO6Trq/LBzD7kajuk66vywcxaaVZSNCnJfUlQPW8hQfoJK7JkuRAUjHKBuTMJxANwZwIdQx9zefyJ3KxnjSdMV5aBROLxNwQyAFDnHlAHbgPGOY47uknSBmZnfa9vhfle1lJuYuSp77kajuk66vywcw+5Go7pOur8sHMWyWsKSO9ay4lUSgzt8QqjVAHqYqLkHmMQu7JgHHAQzHKzqanJjMXEnl8/lzp+0yDhqi6IdZHA4HeQB3F48OIR4eknSBouZn8/lz0Xu5i5BVD9yNR3SddX5YOYfcjUd0nXV+WDmLYeVnSEvSXXf1VJ2yTVYGy51nyRCpKiGeTMIm8E2AHwR4x9ik5k6Us9e1ZqzJLgTBbssy5QR5MeY+/O3b15xA9JekAAJnfnkPifJNzFyCpv7kajuk66vywcw+5Go7pOur8sHMW7JanpqpCKqU7UMtmhURAFTMnaa4EEeYDbBHH/ABj5lq5olu3RdOKwkiSDhQyKKh5gkUiihRwJSiJsCYB5wDjHv8R9IcRZvn3HC2f2Xm5i1sFVf3I1HdJ11flg5h9yNR3SddX5YOYuNWdyZF+3lS02ZpvXZBUbtjLlBVUoc5iEEcmDgPEA8Uf314lHrn6y+ujT1x5Ll+xOWLy3J5xv2Z3bc+PGIw/ifb399+l/lz00Xu4i5Km/uRqO6Trq/LBzEhoPT3TlvqkQqaXVvXkyXQIcgN5tUSztsYDFwImTPwEQzwHxDFnZCGQjXn6TbXqY3Qy1Di1wsRzBXohjBuAonXf4Q2/8pjfRj6LIitK5EBqKgPKU30Y+iy44SlSEIQRIQhBFFbj2voK7dNqUjcSmm06lSihVeQWExRIoX2JyHIIHIYMjxKIDxH3Y8r7i0nT9vLuuaftjNJHPGMkdOE5Yz7NKqkLc7gygImOcw5USOJ01CHMJjFIA4MBhx67qplVIZM4ZKYBKIe6AxQVwbMaXLdS9m+m1l2T9xN5gVgxYy1iZZy8dKAY+0hdwFzgihxMYQDBRERjnbTofWEO6yv8AHTQjP5HmPFQSxlzg5lr8+K0Rt8pK5tXyEirmZUFIEZg7K6mbl+yaLFYtSE8IpVDeDvMO0qaJR8HJzCAAAANiX6k1j6WphvNLV3Gt3USplTt37RSVsFFiJnLgipCpl3GKU+N4AAm2m3AA7cDcL+baJJU3cvplYyYtGUu5NKYul6eWTTYOjomWI0WAxgMVYSFDGCiTJi+FxCONapNCCcnlE5QtQRx6+IpKNGxJYJFhOdVdMUTgooUqahDNVgMU5gxtwAiIgA8ePoxTtjwvY0u97MW5W104Xv8AG6xAqACAR5laaqzafkYy5SesaclcsligrJzBNNq9F2BucpUBA3LCIcCAYBBPPOUMxsvRtF6bH1umy9Z3soJlWDtmoqqRFnJjt2i59wpkEOx/D2ZKBhAQ3CUcYzE3mr3R5JlliPNNs8AqUul005QJGBQMg+XKg1EAMsBgE6xuTwIAIGAc4DjHYNCaKXUqn8zWs6DM1MMFZhNWrmVmKu3Kk5M3OQQBQQMcFCDwKIhgQEBj2l6NwQ3M0bH+Lchnc63Nydc7cgM7+Bs7Tk76n/VlpTLJtUhZzNQlLWlJwcUuw3BUEGTdJExCmIZQgEKRM4CJjGTVABHAh4RRyWJJaS29sK+cPJdce+Evo2Utl1lnvYz8iCz5ZwJBUbIiJsciUqYbj4MUxj4LnbmNp5gto8YyN/U4acp27krFFR0WYoU+cW7luRYUTrJHMqACUFMBg20wgIGKUS5EMZk/0Wyg7xB/YeYJuZSRdebtyyQx1JWgiRAyqy+1QQAhQcpgO0TCI7sAOBGFL0eFLUb4BtsrC1tBYX4G3CwHxusXQyvFnG/zP79VrLdWwtlKJmkrn9ktQEsqGVNxWSVkMxqFPe13omKRVE+SlENw8QEAEMgPhBkIhje1LJ9yc3nd16XJMKTVQdMm4VE1deux1Vk95SqiKZU+STAxhEShkcAGeeN5KEYaJbizRCS07a9mL1xPXdPgi4lyiRiuW6Ci4nEBN/hHTSOJDhkDYEOAgOE5l2iaST6r6YdWqaqzGjDMU3iKErVU7KWdqJppJNhA2FjgosiQwBgCGVLuEM5DpS7O3shlcBe1voQeHHEfooOoutYWA5Z/D8KiKHoCh3yDhvePVtRM4l4podiyxSfOXiJVCiIic4coiUceCAFEDl4ZjtlbB6LZjN1p9PdQ9Hu3Ts6yjhIhmxEd5jAJTFETGVyAAbO5Q24TCPDABFsN5bpBdTYJGOnGckfN+RGaInppbdKiqrnQSO5wcfBMdJTBk94bSiYRAvGOClEdElXzmQyJpY8zJzVPIKSYX8kOiR83WTWOm4IO8cJiDdT2WDAIlyUMhGvDsGkpy4xRhtxbIuA4aAGwOQuRYnmtnBMQA6xtzzVDzrTVpbZPHlTUDqvpeXTps4SmEmIosgKLZwkXwSGEDiIpmMHhcPGMUG8Wka89cKyqoWFPvkFxB0y5XeyKbfxFm5SKKZkBzkpfBEoFEB3CYTRvKynGgh84mLRK0rcistYEmIlUk5y9kJCuVExUh3YOchlExMXgIFOUeaOF/OtE8nRmCs705zWXjLnLtkdNaRAY6rlsCYrIpgRYwmOALJYDmHeGBjKp2O2osW9lwFr3Jy5G97jjzvfPM3jFO9puALa8defw/fgtG5WWWdsjJBWppVNJq4WIDYVlBRljU2QEVni6oFIKZRAR5MoGE3gh4Ihxm9xbbW4tfTyMtl96pDcOTzZcXj1zLuQUmEnmJwwdRNuBty7VXwd5CGKb72XOQyA7eOXOhoXCDKR2aJP3TpknMkUZXKDKGO0O3TXFbJjlAClKsmBgEQNuMBQARjvK7pfRrb5xTbOb2WRcuapZnfsUGkrMZUG5BSA5zkOcpsgKyfgFAynEcFHAxizYrREY3m5Ns9CLaWsLC3hnxuENPKTfL68db87/APiy83SyWXJnOqWsacBiZLwjbVxVP4W7Ip8kB920Cl9jz8YmsmpaiapkcwrBs/pGVNJO5By1YzGaizms08LLgW7feYEcgA8mRQ+M4wAAMbhTGodDcpOoR/YtyiJnCzZkKkpKQkwFJ4DNUyJzLAXaVcxSiJxJwMAhkI7VcmjJuSYulLAvhZSdsZaZPkpGZZs0UBiD0UDqpqGLynICUchkm4xS79w4jBmxHYsUry75luvHs2ufp8F4aV2jQB5/74ft15/OJI7eN1lURlT2WLqordnim2REASAwFE5gKVRPIKeGTG4wlD3ACJJJ9PsjuXJWs1W1H0HRsvA4FRlU0eHBwIkKBDOjpFwBDKDuECjg23buwIxvQiy0PrzGfy1O1bIV6ccyxo6zLFAKod84I3SFI27CgFVUKRQQ9gOcxxVijoooqsXlBP7NkeTpgsKThuylgn2gVFusY5RMoXlAArtHwSbjiIjgo4GJaPZklK/GSDyytyz8bC3DwWElDvG4SBbxP7ZaLziVMbWzlCjpHXshqf1lTOLGcNFh7FmTdUwqCAmKYwIqpqHVASnHwgEogbxRjTUqkNzazb0xWtWyuRMZ0VNObTBR2BEJexTORRQCqn8A65xTKQpS7vZCYR4RutMpto0krp6xm2naasnLOaes3JLyghBVdg37JFMgivtyCAlU4iGQMABk3gxdMl006bp9JmM7Z2hk5G8xbJOkirtVElCkUKBgA5DDkpsCGSjxAeAxiNjWqN+La3+t9eV87fK9slmKaUM3YItyz8Ptl/3zVkUOzp1hR0kZ0ks3XkyLBAjBZvtFNVACBsOUS4AQMGByHAcx3kdJR9F0vQMlTp2j5MhK5YiYTJtUM7CCOM4ARHAcA4c0d3HeW824ABSEIQXqQhCCKDf/AN2J35Oyn5zMIkOR92I4YcXYnXk7KvnL+O/yEEXJkfdjTXX8I90PTz5ah/UhG42QjUnW7IaOr2cUhJ5vPbgSKbUs4NOGL+nKVXmhAOfAFycmAKcopgPPnqi8ejmRsPSOGSS+ECS5ALrYo3tBs0EkXcL2C1qsXhIHw+6jvqocvkbKh6ErCXkTQrZnVLZGUOEgAHJk9hzHKAh4QlA5Uh6hEPdiO3svDVVcapqjtHO51c6XUrRsobKFY2/ZHWduHqqSKhllzJgJgTDlhKGeHghzCIx8NGyS0LWu5Xci79R34uhOpGffLCzykXoNGpgHJTFR2G4gPH2WM4HGQjubmTagqnuue9ds6kvNbyrHrMjCaOGNBOnSD9EgFAgKJKFAMgBChnIh4JeGQzH1fZUEOzYabZcsb5dzFMGzGN4a2SV8ZAaC1zw1rWuGLASHPJDRqtF5LyXggXIyvwF/l9VGZhqJ1H250g1EpUClSy2oEquTpun57P5aZs/PLVQ3guYqpQ3HApTE3jkQ3c+S5i/pTZSvbJW9rWsB1AVlU4KUTMjqNZqtygJTEEOUI7QPncmJdpwAvH2QDnhFXT2dW2r+zM4tNd2eXsrJxN3oTEJ26oh0ksyXLt5PsdIqYkTIXaPg8c7ze7w+Cgp3Kablk+ltbXTvvWiU1pl1TDJF/QrtNBgguUCmVBMAHlFA2lADCIDjIePhrV1O6ppnilhELjM50jWwOcJWnd4cDiy7Q0h5scFi4kC5svWHC4YjfLLPTX4/ldG/rfUJUWjaytXymdVxNpW5mD89dvpCoKs4UZEeqFTEpxycAApThkOAYJnhHY3Pu20lmhuf1bY+9tazVRvUbNDsybOTEmsrE5097Q5wADY5x8edw8Y+2Sz6UUVaaibZW2uReqmFaOB8Qz9vbtyqnMU3KxlRBZucNuSCOCmzwyb/AGoji1E2RWsVUVnTvLwKP6snidQTioFaBdGWcOinA3BEAApSjgeGR4mEcjHWibRuqGSTQERsqzIGthd2ojO5xMrTHY2ZbBgditZhZkozitYHPDbXjbhnzVi3KrC413tQlu9NctuPO6SkjmjkaknL2UqAm8fqimYdnKc5Q8DPuZMIiA4DHX26rW51qrv3l06TS486quUSSklp9IpjMlQO9YqcgB9oqBxHip7vOQohjIx8N1XVq68qCkq+pGY3koqtaQYJyxtO2FCu1uXakKIbFUjFADc5vHjBjAID4s7YO7SUElXE5qB1eOrqxr9kowmlQzGiHhVCoiQSlIkkBRApQyXhkfYFAMAGI5TaeJuyRB1c4d0G7rcnEJt8HGbeYbWwf+7FbsYbKS53l78db8LaW8VUpX+oGYaOm2qp1qOq0s4p92m3YS1I4Fbi3B0VAeWHnVUExhMJjZ4ABcRbOpuubqGqS3VYVjMLgy20j+lmz6bu6J+9nbzNRMTmOsYoCIJgAlEAMOMZxxzHwotrQo6Vl9LoK3YFkuqCozfufvOVAeyiuMcljHOXb7Lrjsq/rFvU8sZSKkbo3rpWUp04hTj6XpW7cOm7pNNMUxWKVQA5FQ5TCBhKPHBfcjqvqG1O0BMaYBrZqgNJhc3DA9rBHhLIyQ4HGWktcQb4gL3WAFmWxcBx48dStsbDziQz20lNzOmK7f1jLFWo9jzl+P8AlLku83+LwDwy+wHIAPg8Yn2R92KR0mFt5I7VtaAtxLKqay2mR5FRWoZSsxXcqqiZQygAoUu7IiPsQwHAIurIR+e+kMDafa1TGzFhxutiAa7CTdpIFgCQQbAAcgF1YjeMH4LkyPuxFqF/GFXP7Sz+ZoRJchEZoL8YNc/tTP5mhHHUisKEIQRfn51Ne2Ruv5cT35+tCGpr2yN1/Lie/P1oRao+4PBV5/eK9cvU4vaZW8/i30q7i4rsfgs08oJF9KNop31OL2mVvP4t9Ku4uG7P4KtfKCRfSjaK3Ue2f4n7ruw+zb4BdpuCG4Iw3dUN3VEKkVN6ypVO55piuFLadTVUenlBzgRIBEx0yGKZQoAHEckKbhEY0UXKtuvpWo9VpUcpYpSGXC1mpVnKaQtVyGNygqgI+DkfCyPOBgHxxc9wp9UtPU0tMKUoNar3wqES9a0nqLUVEzcDG3q+BgA5wHnjSyaabKVm1QHqFf1PybInWVBZVo2rtsi0ObOeKRVAKAD/ALIYDqj6d0abRbV6OybI2i/dtEwla5r4Lk4MLmuZLNEbWsWuFwDdaU2JkwkZnlbQ/cAr76mZUVfbX12qXTUbTqkZZSSUwppi4XEGbsyhSHFUoZAqmQMcchzgUP8AZiCUezYUbMtXFtbfuD9ocrkiyzRsmsKrds7FMQOUg5EAEPCKIc+CAA80W1cygphdpKUFq/QnNBWkKBWkucsazZNF26BQAASA6RwESBjgA5xxxjIx91IU3PaEt7NrX0voWmbOQT5M6c0SCs2Zlnm8u0xlFhPygjjh7IMeLEXqHbEMGz44GOvaOGPdGem3bTFK15lad/m9wGmAdpzrustYxkvJPMm9nXzFraaLVGtrM0PItEts71yxB+lXEznTUFpz2aqK5ScoqQpCZHBCkBJPaABwEuYuap7T0Xp71a6dHFr2bmXK1Om6azlRR0oqZ9khSmUVEwjuObljCI82QKOOEWLNKVns5tlJ7PTHQ5OlaTkKxHDBj28tiikoQxjFHlAU3m4nNwEwhxjuKlUryr6upSuqg0Uzl1OaJE5pI47dWZAaibbnwSnAp/Yl9kA80bVR0tqqoujmlxRuNZiaainILJmFsDSN/a0ZNyNG/wBN1i2BrcwM+zwPDXhxVEWmtVZq6+oPUMyvAqi6SlM0dOWTRzMTIJogYxwVdFIBgATFApA38dueuOgs5cKjJXo4k1OXUox/XrJevVZTSUrF4LZJyrgDFBRTcAAiBjmEQHIZNjHudrLtM9wajuDcOrbtaRJrPkKqm4zKWlb1czaLMimE4nTFQivhgYDBkBDHDOIuafUfNKitjLrPv9B78lLyg5Vpe2b1gxSO1WARHlSKlPvA4iY2TCIiO4c5zHQ2ntihD44HVG+jvTOIbUQNbFuoi1xiO/DsTnOs6wj0d2jcFYMjdYm1jnwOdzxy/KrvTpJpnQ+vRenRt9J6ASf0aq4cyGSzTsxsIgcokOcQwAH4c3i5w54qaz1jbeV1pGvHdCqpc5fz+nXkyRk6x3RwIwBIhFgFIgDtATHUNuyA5CNl7dULNrV1O2rWjNDs9bT5uzVYeuC1dtl1lUlDbjcoKiggc3AAyIZAAAAwEfbTVPVHSFv6gtdIND86bU1VCi6s0ZjXDU/LmWIUig7zKCcuSlD2IhjEaM3Sl8UzpaN4a4ilBcJ4ASIHyGS96l7u01wABe4nMONtcxBcWcPe4Hja3BU3W6M/k2mjTjqtZrruJvbvsZGZLZETrS5VXk9pvdANmz9Sps88W3pFXJezUJdjU7gVZT2QWlKdVHmM2SAplDl6hAqQ/wDv/XGNct7xPNPU2sLROjiYMJW4lB5TL0nNWsnCbYDDkpx3KbzCU3hh4WcgESHR/K7tWgoOl7QT7T7MJS0Q5VSZz00+ZKpgucTHMoKJDCcQEcFAAEfFHI2ztFk3RuscwxiodJKxn86AuFM+TfkWbIcw4YQBc2cQAVnGwiZutrAnI94C3JbT7ghuCMN3VDd1R8CXVUUrcc1HQHlKb6MfRZsVjWo5qSgPKU30Y+izoIkIQgiQhCCJETuJbiU3Il8uaTGZzSWOZRME5nL38sXKk5auCFMQDFExTFHJFDlEDFEBAwxLIQRURMNHNtZszdy2Z1NWrtjM9i0yarznlCPnZETIkdqmMQTiqUghjBgJkhPA4YjN7o8tc4nc5qBhNallbqelZg6K0ep8hubkEgGBFRI6YioA7lAMUwGMAGwBuMXpCCKm1NKFplqaLSLhtMlpUEllMgOgq5KcqjSXPezECmAS4ETKiO/xCUdoAEde70c2mVTcs5W6qCTS58VdB5Lpa9Ii1cNVXPZBmpicmO1EFRMIAQSmDeYN3GL0hBFTzTS/Q7aRzel1Kmq5zJJoxWlyctWmoC2YIKuAXOVAgEDA7wDBj7zAXwQEAEQjgqnSjbmq5tOZy5nFTMVqiFySbEYzAqZHrdwVAqrc4CmIgmINk/YiBgybBuMXRCCKoqe0vWxpetqer+UeuyU0ppN2m2AXYCisDg65hFYm3wxJ2U4Ag8BKCghxjqpho8tRMHrmbGfVQhM3jt2+XfJTg/KGcLvEnYqAUwCmUSLoIGLtKAfeigbcGc3lCCKmm2l6lm05NP8AugV+o9d8h66qHnnGalRcKLpEXECAIEKdU4bEhTLsNtEBDhHXMdHtvJaWWKMqtrVN5IE2qEie+uiYrylBuCoJooZS2iTasoA8oU4iAhkeARe0IIqHcaMLOOZG2kRjz8pGr1o/TclmGHHKoEEg5Pt4lVAxuUKIYNnhtwGO9numS29ROjvH6s4BQ85eT0eSdlKHZLnkOU/I9j/kyeA8XhceMW3CCLX95ols84ezd8ze1JLlJ05drLlbvUzJpougLy7VMiqRylQMYhTgUQESmABKJeaJPcDTRb+4tMSOjJq/njOSyGWjKUWbN2QCLNdpC7FAUIfwgKmUAULtUDJsGDIxbMIIqRcaPLKGpten5fJVZau5mnrutNmxUBfqrA5M4Ap1FEjgdMFDj4JiiGAL4wzGbjShQzoszbrVdWYMZ0gZOZS9GZpotXaosQYiudNNIob+QAvghhPcUptmQi64QRUF9xVaNNuoVjNatZu11FFlnqc4E6qip36T7lBKoUyZTA4RIYNpADGQEBzH1VFpDoCrCTPtgqyr3is8OJpqqo9bmM+y2RbjvKKGwo8m3IAHTKU4CJtpgyMXnCCKpai000LUDCZy4JtP5enNpoWbOexXSZgMqDRNpsEiqZyGJySROBymEDBuAQGLCo6lZRQ1Jyai5AmqSWSJghLmZVVBOcEUSAQm4w8RHBQyMdxCCJCEIIkIQgiQhCCKBqDi7E68nZV85fx3u4I6BccXYnPk7KvnL+O83dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IbgjDd1Q3dUEWe4IjdAjm4Fc/tTT5mhEh3dUR23/Gv64/amnzNCCKxIQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruLhu1+CjXygkX0o2invU4vaZW8/i30q7i9a4pleraePJ2syBg4K6aPUXAo8qBVG7hNcgCTIZATJgA8Q4CMVuo9s/xP3Xdh9m3wC4cjDIxHe0y636eyP4kN9tDtMut+nsj+JDfbRCpFIsjDIxHe0y636eyP4kN9tDtMut+nsj+JDfbQRSLIwyMR3tMut+nsj+JDfbQ7TLrfp7I/iQ320EUiyMMjEd7TLrfp7I/iQ320YqUjdJFMyy1wZCRMhRMYxpMYAKAc4iPLcAgikmRhkYomxN06mv0nUhqYr+SJnp6aqsRIeTGEV0A/wnBQ5b2B8Gx/6Ri1O0y636eyP4kN9tBFIsjDIxHe0y636eyP4kN9tDtMut+nsj+JDfbQRSLIwyMR3tMut+nsj+JDfbQ7TLrfp7I/iQ320EUiyMMjEd7TLrfp7I/iQ320O0y636eyP4kN9tBF8tZiI1LQHlKb6NfRaMVsjbqtnc9kk0qOr5c8byV6L5NBvLRQMdQUFUeJhObgBVjDjHOAcYsmCJCEIIkRqsbjUfQLqQtKsmosT1LMiSiWiKChyquzgIkTExSiBMgA4EwgHDniSxSGsmj57VliJq5pKXOH1Q0y9Y1JKEGyRlFTuWa5FNpCFyJjGIChQAOfdHV2HSU9ftGGkqnYWSODSQQLYsgbkEWBIJ+F1hK4tYXN1CmjS+FrntS1jSLeqkTTWgWpXtQICkoAMkRTE+8TCXacAKAiO0RxzDgY+OmtQtpKtJMlJLVBjhKZE3qV1yzJdASy1chjpLhyhA3FEpR4BkQ5hABGNFKgt7dxlL07myCgKo9er+t59T1QIetqxl5Wk9fpC1O5LtyiUrcogImwAZNFp6rbW1fSdVUyytZS03fsq3o81tpmrLGKixWSRXDfkl1tgCBC8idwAGHAAJY+kP6DbEFRFSCpOKUOAOJtmuisJcWWhcH7vMXAbrx0+syWLsOn+9P9XWzEs1DWjnVJ0vW0qqkXUprOYBK5IqkzXMd05Hf4HJ7N5cckfImAADHEeIR8bjU5ZFpQtNXJc1oRKnaumZZRKHZmi4dkOxOcnJiTZuJgyRwETAABt4jGttjrS1ZINRze1b+kpo2oa2E6n1TSV8qxUIxWB8kgVsikqIAUxkzKuhwAjjaEQGfWAuDV0/uBY49HThvT9ve2aq6UmBmSpWzp895BZkk3UxsMYpxV8EoiIbj+PMexdC+jj6wwuqXCMBspdiZlC8yBo09p7Enlidlll4amYNvbPT55fTVegMvr+lJrW02t2wmYrT6RtG71+2BE+EElxNyQifGzJtpvBAc8OaIlNtSVpJLcZW1DudTJSpm67Zuu1ayV64IidwBRS5RZNIyZAEDAOTGAA45EMDFO6dKmqWlLcXF1J3Gt5Vqc1qebNDDJEJUqaaCzbJItEQK3MBTD4RlVBH/ZEw8wRzUVbq5Ez1e3SrGXVPUNJyI4yBYSBKEjtp0QjYN6XKrJjjbgSiKRgENw544jgjoxs6mqatlXIcEEeRxAB0wMIe0EMeSA6Q2AbnYXcBciXfPcGlozJ+mduXJbVZDmzHX1BUMkpWSPajqOZoS+WS1Ezh26XNtTRTKGTGMPiAI0PlTGq5lqgp2qJPbSfU08QrSaNZ6o2ls0UWNLhbLAmq5eKmFBRNUwEOmmQuC+CADwxHStLdTqe0Beu37GgpzVKSlPuX7OpVZNMZdMncxBwdQjNymsO1y4KI7gOmGBDgIccRvM9H9Ox7N/V2aRG53ZFwHyFju1jLMgA5pucYIIFgSsetkg2bz+3gt1a41A2ut7NZJI6hnD9R/UTQ7+WN5dKHb87huTG5QAbpnEAADFHjjnicyabs57KWc6YAuDZ8iRdIHCB0FNhgyG5NQAOQePEpgAQ8YRoBUsnaIz+xtSUSwupSNMsKVmrdy/kdOvXEwaOjqJ7kzkOkocgKKAcQyGBLxLwxH1atvXmt3zglPW1qZzNEKSYPadnqsnmq0wduN+4xUSpCVJkqmAblROXcImABDgETjoDR1ElLTwyvYZA/G5wBwlsjmAFvZAyAc4CR5aLkjDmvOtOAcSNLfa/7kvQHIe7DIe7GlM0kU0T1XSp0NMzisQn4s2kzTmUmfoHp9uVoJTrtXoYQM3MJzAchuInEQ4jzRayZ6+kdwZ5R9QS+czSXaZJPOglpUinXWm7l0YTsClIUBFQ4NQEgBgeIl92OYOgjX0xnjqQSI2yEFtjZ2JoAu6/tcEdyBfGHi7Rnn1qxsW8bfvyz+S3FpK+Fr65r+o7YUvVCb2paTHE2ZAgoQUB3bRwcxQKfBuA7RHA88TrIe7Hn1bK3OoG01aWguxUNAMMTNd9LqlWlSjp2/VLNjmcAq9Q5EARBBYQyJTCAcQH3Y/tDyWrSWouK2lNEXAQ1BKSuchNZwu0ekScAZ0USkRWMPIqGMkAcgCeRAAHbjjHQ2h0CoRLioasGPsNvdr7OL3sc5xDmhsYwBxNnFokY0gm5WLKp1u03P9Pn+CvQTIe7DIe7Gg88klJrWgpRG2ltbisaHTqyVHuKxVlsyTcPmpUDAuJUTjyqhAVAnLCmGB68DHwtpPWFMUU5rGlaNrVvbeSXdlk8kUqOxcmfISZNLa5VTbGDluQFURMUohzZHGI1WdAI5G3FSWnFhAcwNzuAGn+YbSG+IMz7HaxX7K9NURw/fLReg2Q92OqqOq6bpBmhMKmnLWWtnLpFiiq4PtKdwqbammA/7RjcAD3Y0QqCSVxcxObTFCiK8YSmo77Sd0KK8vdsnPrMeXmSWWEC4OkiIDgxsht3AAiUeAfBXNmXMrthXkgXoKqXdN0Zdpq7kjFJF4sdKSmMiLk7coDvVSxu4l3YHIgIDkYmpugFHvY46qssXFoLQ1txiwggEv7wc4C1rWBN8rHw1TrEtb++S30l9aS+ZVlNqJSlk3SdSdsg5VdrMTkZqgrnBUlh8FQwY8IA5shHf5D3Y8+r7UtWz9G7q9uKRrEsoeUNRhKeTSYPOVEEnSJuTIAhv5ZNP2ZeJy4Hd444ryUTMLJmu9TtEs6il9NzvtPKxTWculUpg8XcmI7TTOYROsdQoAChEhE45xjjiPYugNLWCIQ1WF8mABpaDqKfESceRBnybY9xwuENU5t7tyH/AH/C9CsgPMMVTWOqGy9C1c5oifVK6NNWBUzzArKVunaUvKp7AXKqKZiIgP8A5xDnyOA4xSmmKqKPtRIKwdpyGdu59MquaM5rTslkj4DU+VyH+Sp8k5KRUrcCic4qCUA8McBjEZ2orKYaeLj3ZpOvLYVq/e1jWzuopHMpNIln6MzaOCkBNHliBtIZLaICBxKBQNzgEaUXQ+KnqKqOYPl3YBY0Wic+5ZiIxB+TA6+QOIWcDhusjUEhpFhfXjb7Lb7Ic2YZD3Y88aqpas39az8rqkK4VvWa46DmQTxBo7BihISrJ7BK4AOxytgS5QDlNwyOBARjGt7K1TPH1fVqena2LP0b1JoSlw1O+SMnJVlEwXVQKQQAEjAY25UoYwUPC4RtR+j+lJYJq4NxAf0A5ktAI/mC8ZLsn5E4XdnLPw1TuDf3y1XojCNdtKlCvbbVneOj2Uom8upZtUzdaQpPBXMiKZ2pBVMgdXO8onDiICIZjYmKNtigj2ZWOp4ZN42zSHWtcOa1wuLusRexFzmDmtmN5e25FkhCEcxZqv3I4uxOfJ2VfOX8d3kY66qKJqOYVIepqXqZrLl3DFBg4SdMOyCGIioschiiByiA5XOA8/MHNHXdpl1v09kfxIb7aCKRZGGRiO9pl1v09kfxIb7aHaZdb9PZH8SG+2gikWRhkYjvaZdb9PZH8SG+2h2mXW/T2R/EhvtoIpFkYZGI72mXW/T2R/Ehvtodpl1v09kfxIb7aCKRZH3YZH3Y009UCm92aAoOnGh6+TBvOJiqRX1sbHZqDyaYGADHBQREuTZxw4gEWVpMC7ld2GpuoFrgMTCYiyBRfS4zhcSpqGKG9TlQ3DgOcQzBFsDkYZGI72mXW/T2R/Ehvtodpl1v09kfxIb7aCKRZGGRiO9pl1v09kfxIb7aHaZdb9PZH8SG+2gikWRhkYjvaZdb9PZH8SG+2h2mXW/T2R/EhvtoIpFkYj9vRzX1cftTT5mhGPaZdb9PZH8SG+2jtaDoudUzMJxNZ7O28ydzhVNU50GwoEJsSImAAUTG8RM5zzjBFMoQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruNlI1r9Ti9plbz+LfSruNlIrdR7Z/ifuu7D7NvgEhCEQqRIQhBEhCEESNZdfN7e5ZZ1ampQ75Kf1juYNhKbB0mwY7IUD/ANogQOtTPijZqNd9T2nu3dZ0/Vt1auQfzacSunXBJYku6EGzHk0zGAU0ygHhCYdwiYTcfcgi8+dHt6zWTvPLJq+cinI5ziVzYBHwCoqGDaqIf+Q+DZ9zcHjj2MIcqhQOQwGKYMgIDkBD3Y8oNB9nLfXqriqKcuHJRmDRvJQXQ2rHSOioKxC7ymKIYHAjHqVSVOI0hTMtpdtMXr5CVtyNUnD1QDrnTKGC7zAAAYQDAZxxxBF28IQgiQhCCJCEIIkIQgiQhCCJHU1FTEtqhuk1mTmbIkRPvKMum7uXnEcY8I7ZRMxg6hEQ6o7aEZxyPhcHxkgjiMivCAcioV3IaU99q1+W869Kh3IaU99q1+W869Kiawjc9a1/99/+TvyscDeShXchpT32rX5bzr0qHchpT32rX5bzr0qJrCHrWv8A77/8nflMDeShXchpT32rX5bzr0qHchpT32rX5bzr0qJrCHrWv/vv/wAnflMDeShXchpT32rX5bzr0qHchpT32rX5bzr0qJrCHrWv/vv/AMnflMDeShXchpT32rX5bzr0qHchpT32rX5bzr0qJrCHrWv/AL7/APJ35TA3koV3IaU99q1+W869Kjq5Rp5thIH0zmUkb1MwdzpwDuYrt6wnCajtYCgUFFTA6yc2AAMjkcBFkwjNu2dosaWtqHgHXtuz455555pu2cgoV3IaU99q1+W869Kh3IaU99q1+W869KiawjD1rX/33/5O/KYG8lCu5DSnvtWvy3nXpUO5DSnvtWvy3nXpUTWEPWtf/ff/AJO/KYG8lCu5DSnvtWvy3nXpUO5DSnvtWvy3nXpUTWEPWtf/AH3/AOTvymBvJQruQ0p77Vr8t516VHUVPpytVWsvTlNXs6knLNJdN0mg+q+brEIsQckUADOhADFHiA84RZkIzj2ztKF4kjqHhw0Ie4EfO6GNhyICq+m9NdpKOO+UpSXVFKDzNUq70zOrpukZyoUu0DKCV1kwgUMAI+KO77kNKe+1a/LedelRNYR7LtraU7i+WokcTxL3E/dBGwZABQruQ0p77Vr8t516VDuQ0p77Vr8t516VE1hEfrWv/vv/AMnflMDeSj1PULJKYeHfS19UKyiiYpCWY1FMH6YBkByCblY5AHh7IAzzhnAjEhhCNWWaWodjlcXHmTc/VZAAZBIQhES9SEIQRIQhBEhCEESEIQRaOeqn/gTQn71d/wBksW9oJ9rDS3+8d/3zxUPqp/4E0J+9Xf8AZLFvaCfaw0t/vHf988EWwsIQgiQhCCJCEIIkIQgiQhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcbKRrX6nF7TK3n8W+lXcbKRW6j2z/E/dd2H2bfAJCEIhUiQhCCJCEIIkQO/X4lK5/cD3+yaJ5EDv1+JSuf3A9/smgi0P9S5/GtVv7gL84Tj0sjzT9S5/GtVv7gL84Tj0sgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgi0c9VP/AmhP3q7/sli3tBPtYaW/3jv++eKh9VP/AmhP3q7/sli3tBPtYaW/3jv++eCLYWEIQRIQhBEhCEESEIQRIQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruNlI1r9Ti9plbz+LfSruNlIrdR7Z/ifuu7D7NvgEhCEQqRIQhBEhCEESIHfr8Slc/uB7/AGTRPIgd+vxKVz+4Hv8AZNBFof6lz+Narf3AX5wnHpZHmn6lz+Narf3AX5wnHpZBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQjBVVJBI66yhSJplE5zGHAFKAZERH3IItH/AFU/8CaE/erv+yWLe0E+1hpb/eO/754pb1TubSud28oCYyaZNXzVWaOxIu2WKomYORLzGKIgMW5ocnklk2mKkCzebM2QuXDlFEHC5UxVOZwYClKAjxEREAwEEWyUIQgiQhCCJCEIIkIQgiQhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcbKRrX6nF7TK3n8W+lXcbCT6fSumpYebzlc6TVNRJIRTROscx1DlTIUpEwMYxjHMUoAACORit1Htn+J+67sPs2+AXYQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4hUil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4IpdEDv1+JSuf3A9/smj7u6lSn5vUfyYmfo8Qq9lxacmNoKzYNGtQmWXkbxMgHpyYkLkUjc5jIAUodYiAQRabepc/jWq39wF+cJx6WR5hepqz+X07cyqnkySmB0lJGVMBZy5w7EDcuQeJUSHEocB4iABHof3UqU/N6j+TEz9Hgil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4IpdCIj3UqU/N6j+TEz9Hh3UqU/N6j+TEz9Hgil0IjMuuLS0zmTWUoqTNBy9OZNuD2TvGhVTlIY4lKdZIpRNsIc2M5wUR8USaCJCEIIkIQgiQhCCJCERELq0ccTdjmnbkhTmJyran5gskYSiIDtORESmDICGQEQgil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4IpdCIj3UqU/N6j+TEz9Hh3UqU/N6j+TEz9Hgil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4IpdCIj3UqU/N6j+TEz9Hh3UqU/N6j+TEz9Hgil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4/h7q0imQyiiVREIUBMYxqZmQAABziI8hwCCKXwjhZPGsxZoTBiuVZu5TKskoXmOQwZKIfrAQjmgiQhCCJCEIIkIQgiQjoJ5XNO09MAlUwVfqOxRK4FFnLHTwxEzGMUpjcgmfaAiQ4BuxnabHMMfB3UqU/N6j+TEz9Hgil0IiPdSpT83qP5MTP0eHdSpT83qP5MTP0eCKXQiI91KlPzeo/kxM/R4d1KlPzeo/kxM/R4IpdH8MUDAJTAAgIYEB8cRLupUp+b1H8mJn6PDupUp+b1H8mJn6PBF5Ya1bPO7OXhfS9gVUlMz4xptKE9w8klvH76mUvMGw4iAY/JEsWn6m/Z11V9ZubrT8qq0npIRbytNURMmZ8oXiYpR4eAQ2f/Uco84RsDrMpWnL72oOykMtqBWpZEr2bKQNTMyKKgjgFUdwt+G4v/DcUsT6xRaDszayQ0Awa1CKjBsUz1YtLzP7+7OG5ZT/AOH5hOI49wAAIIrrhER7qVKfm9R/JiZ+jw7qVKfm9R/JiZ+jwRS6ERHupUp+b1H8mJn6PDupUp+b1H8mJn6PBFLoREe6lSn5vUfyYmfo8O6lSn5vUfyYmfo8EUuhER7qVKfm9R/JiZ+jx29PVXJKpTcnk67gws1QRcJuGazZVM4lAwAZNYhTBkpiiA4wIDBF28IQgi/Pzqa9sjdfy4nvz9aENTXtkbr+XE9+frQi1R9weCrz+8V65epxe0yt5/FvpV3FzXP/AAeYeUUi+lG0Uz6nF7TK3n8W+lXcXNdD8HGPlDIvpRtFbqPbP8T913YfZt8ApXnrhnrjj3BFb1BqTsJSlRnpGort0wwnCSgJKNFpgQDpnH8k3HBR6hxiJKShqq9xZSROeQLkNaXEDnkDksnOa3NxsrMz1wz1xwN3Ld0gm6arEWRWICiahDAYpyiGQMAhwEBDjmM9wRrEEGxWS5M9cM9cce4IbgjxFyZ64wWTScInbrkKokqUSHIcMlMUQwICHjDEcarlugJAWWImKhgITcYA3G9wM84xnuCPbFFF6GtTba2Z3ylA0ZKpEeZH5R0ZmiBBVEOYBH3AyOADgGeARLM9cce4IbgjxFyZ64Z6449wRgVy3OqdAixDKJ43kAwCYuebIeKFroufPXDPXEJom8duLi1HU9JUbUqMxm1HOisp02ImcotVREwAGTAAG4pnDJREMlGJluCJ6mlno5N1UMLHWBs4EGxAINjzBBHMG68Dg4XC5M9cM9cce4IbgiBeqF3IHM8t9x/1oN9GP4ncQK4w5ntv/Kc30Y/iewRIQhBEhCEESEIQRIh9qR/8Ayvj41/76kTCIZaoQ7QpZ+tf++pBFMM9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cM9cce4Ibggi5M9cfDPh/zHMeP+iLf0DH1bgj4Z6YPWSY/si39AwRdTaj8WlMfupt/QESuIpaj8WdMfupt/QESuCJCEIIkIQgiQhCCKIMRxdifcf8AV2UfOZhEsz1xEmY4uxPvJ2UfOZhEp3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64Z6449wQ3BBFyZ64hFIDm5FdftLP5mhEz3BELo4c3Hrn9pZ/M0IIp3CEIIvz86mvbI3X8uJ78/WhDU17ZG6/lxPfn60ItUfcHgq8/vFeuXqcXtMrefxb6Vdxct0fwcY+UMi+lG0U16nF7TK3n8W+lXcXLdLhTbLyhkX0o2it1Htn+J+67sPs2+AUT1Q1pOrfae6+rCnVeRmctki5mqvjSUMAEA4dZd2Q6wCKC0VaXrHVLplp2p6zoGVVJOawQWfzR/MUuWWOcyyhQKU48SbSgAcBAc5HnjZ+67GiZxbmoJHceYtGFOTRiqxfuHSxUk001Q2Z3mEAAQEQwPu4jQy36t8LGSU1qrU6tbNPaNRWUGWvps9TF2xSUMJhAqeRDgJhNjIhkRxwHEfUuiLZ6/o1Ps/Z0/V6jfMeXnG0PY1hGHGxpza44sJ1vcXIWrUWbMHvFxa3DX5q7Li3Ku2F75Bo+00PZPSaVP0yi/fzuatBfC1aJlKmkikmcR3+DyQCJsiIm5wwIj1VvNTN6pUrfK0N1XUnf1za6mHk/l06YNASQeEI3FRMyiXscgJ0RwAAAgIgPNkYnX7Q8kuxTmoCzupu2UxrJtTTanaiQn0yTTbTUUyAB3AcmbwNxilNsDGBKGB5whbql6Obyy8Ve3Q1DW4mNyLrSF5Jf8imyZWUvSO3MmmmBhNuEM8nnhwBMOfjFlbszZY2Y0TQseN3H/APyfvzUb0GRznFmLdlmLU4S0iwxXUON+PI8TxytbL5qMTbVTrRlNh6X1Tv5vRaNJKuG7NxJE2O5xMg5QyR1znEPvW45D4KQxdvDgPjsi/wDqiuTJ77U/bCW3Jkto6YmdOITlKpJzJyvk3rlXOENyn3tMocwmEQwJRyPEIh9WURRU+0N09ppa35tsSo5Sumqq5PPE+xTAV0qqIAb2XsVA8XOAx39/qnd19I1be09cewM/pV5JW7BM1QTEvZcrdAkCaiyJiiIGHIbijwEBjoNptj1Ncxwoo2hstSwWjwgRXj3MlnMcx7gC8txg4hcZENWGKRre8dGnXjnca5fJRTW61vtMJ3p8fK11Rz3syfyxKWuWLY5kBngnL/lmcDubGymIFARHgMWXf29WqOzjuy1vZPMaYn1bVuaZy6aHBpybNw7Dkyt1CCIAZMqfLAYQx4WzHjiu7jW6ow1hbSUJbrUrQDmqrUTZKbt3Uzm6YN3SoHMpgPCESlKcS7QH8kuIlVZv5dcytLC3DrO+lrCzi3swdP6jI0nJCpKiqdISlbgIjnBU8DuEOMRsbSSU9DFPDHJDAasEGFzSThlMJLcNwx5LTYHvkcRcO0C4gkE4ePhdSt7dfUZbG6di7SXHqqQTeYVg5mRKidMGJSpuCEMJkQSESEEmCiUBwUMiEdz90VW0v1kVlaWaOWhqMpyjwnxEStigvypU0zmHlOcQ8I3D9UQbVg4pa5lUUBdOzWoK3kvq2gnqiqCMznCQNl0lMbsiURHPg4EPGBh4gIRGLWU/KW9+p9ee9OpG2k6Uqyl1pPMkZbM0kQbHU2kBFEojxTKkQA3iORMI8PHHIg2Rs2r2Z6wqoGtkMErXRtic12+Mxc1zWhmEWjNmm4sOyNFIZHtfgacrjO/C35UtsPczWXqDat73U3VNFSuiHM9M3Qpdww3LqS9NYCKGFyAbgVAuccQARLzAA4it9Pki1KDrfuckFdUkExZrytWr1QYH5N+w3FEE2obfvamzhkcceOY+qyx7h2LMjauj9UVnhtu2nIvkn675M0yI0MqBzoATO0DHABKIiI4EwiA80SEHZ6K1az689t7/ANqVKUrgzBOfN5jNk+ykUERIChUgAcCcQKbabOPD4hwzHblYyln2lTUMUAhmhIhtC7uiRjmtkJj75biPau4vAJOTVGO0GOcTcHPP4cM9F2dI6kntv5xqxq+Z0zJDI28mzYrErCXptlniiijhJMHKhMCr4YJ+EbiACcfHEeqm+mtW1Noqd1R1lVVHTmlpydk7eUmhKQRUaM3eBS2uA8ITYMQOJhwJgzu4xyS639pJstqPldXX+oNCV3lfoOpWs0nCSirTklF1CGVKIgAiBzpjgB4gAhmITMacr249vqd08XO1OWeQt1IFWyasxl01A0yfNG2ARTEph2gIFAuPcEAEc4jOkoNjSVW8fAwtxQ73eROJMIp4w8Rdk2fvA8HDZ2LDnZeOdIG2ub52seNzr8LWV1XT1A3/AJxqPkVl7FO6ebs6totGdtnU5a7vW8yhzmM5HbkTiCZAAExyGTZHOIkmja+N2a/qa59p70PJXM6itvNUmRppLm4IJOiKGWKICQAAOAo8BAoZA3EMhkYwY1p22renr3Su9NvkKWkdH9rhGfr2l2QU4coBNoZxtADFDnzwjtNL0ipWmtQN46sZXWoyfd0maJTGVMJVMyLuiJJmcHPvIHjAFQ5s8wxVtp02zB0flp2UjWubTxODt2RJvd6A8F9uEWbh3eOqnY5+9BxcTxytbL6q/biDme2/8pzfRj6J/FfXCERn1v8AynN9GPosGPjC6KQhCCJCEIIkIQgiRCrVjig5Zw8a/wDfUiaxB7WCPaJLf1r/AN9SCKXbuqG7qjDcMfBP5/KaXkj+o5++SZS2WN1HbtwoOCpJEKJjGH9QBGTGOkcGMFycgBqSmi7Ld1Q3dUadSvXpcCsmzqr7ZaUKwqeg2qxyevyTwiSiqZBwodNvyYifGB4AbxccRtUWrpEjJ2E6m8xbSlKYIJrJlfrEQMG4oG2juEPCDPEI7u1+i+1NhFja6MNc4kWDmOcCLXDmtc4tcL6OAPwUUczJe6V3e7qhu6o+YH7MWfrgDtDsXZyvL8oHJ7MZ3bs4xjxxX94rrEomytZ3Nox3Kpw5puUuXqAAsCyBlUybgKcUzZxzZABAY5dHQz107KeFvae4NHK7jYAnhms3ODRcqyd3VDd1RV1gLwBdW01GVjUbmUsZ9UssK9Ul6CwF8LJgHkyGMJxDwc+PxxY754DFk4emJuBukdUSh49oCOP/ALR7W0E+z6p9HOLPY4tPiCQbHiLjVGuD2hwX1buqG7qjS63uvW7t00iTWg9INRTiSmfCxPMms5KZIhimADCP3jnABARDP/GLPo7ULVlQ6vKw0+vZPLEpJT9PozZu5IU/ZRlTchkpx3bRL9+NzFDmCLJW9Bdt7NdKyqY1romOe4CSNxDWlrTcMc4g3eMjYnO2hULaqN9i065aFbBbuqG7qjrFqjkDeZEkzieS9KYKCAEanckKsYR5sEEdw5/VH1dns+y+wOy0Oydu/keUDlNvu7efHXFSMb25kHn8uanuF9O7qhu6o+ZJ+zXVVboO0FFUBwqQigCZMf8AzAA8P+MGr5o+S5Zk6RcJgIl3pHA5chzhkPHHha4aher6d3VHwz03+ZJjw/0Rb+gY+vcMfDPTD6yTH9kW/oGMUXX2o/FnTH7qbf0BEriKWo/FnTH7qbf0BErgiQhCCJCEIIkIQgihrUcXYnvk7KfnMwiUbuqIs3HF2J75Oyn5zMIk24YIs93VDd1RhuGG4YIs93VDd1RhuGP4dQqZDHOYClKAiIjzAEEXJu6obuqNRWWuSu60mVQv7OaZKgrekKamKkudzttNkUVFDp+zFJsYonU4CAgADnAhnEbTOKhlUulzeZTt+2laS5SiHZqxUdphDO0RMIBkPcju7W6N7S2I5jK5ga5+jQ5jnDIGzmtcXMNiDZwB+CijmZLfCV2m7qhu6oqrUXduYWosJVN2aPJLpm6kzNNy0BYwqN1dyyafESGARDBx5h5wiR22ro1V2mpO4lRnZS5SeSFhNneD8mgiougRQwAJx4FAx8Bkfc4xqHZNUKBu0SP5ZeYxzxBocRbXRwWW8biwcbXUy3dUN3VHxy+ay6bNQeyqYNnjcwiALN1SqEEQ5/CKIhHFL6gkc2cLNJXOmDxdt/jJN3JFDp8ceEBREQ4+7Ghuni+Ry1y08VlcLsd3VDd1RhuGG4YwXqz3dUN3VGG4Ybhgiz3dUQ2jONxq5/aWfzNCJfuGIfRY5uLXP7Sz+ZoQRT2EIQRfn51Ne2Ruv5cT35+tCGpr2yN1/Lie/P1oRao+4PBV5/eK9cvU4vaZW8/i30q7i5Lp/g0y8oZF9KNopv1OL2mVvP4t9Ku4uS6n4Ms/KGRfSjaK3Ue2f4n7ruw+zb4BdnN5PJ6gl6spn0rZzJitjlWztAqyR8DkNxDAIDxDPEIjXcYs70UUb8RNfqRL4RnDWVNO3DDI5o+BI+yzLQdQoh3GLO9FFG/ETX6kO4xZ3ooo34ia/UiXxGrmVJMqNtzVNXSeXC/fySSvZi1agGRXVRQOchMePIlAI24K7aNTK2GOZ13EAdo6k2HFYlrALkL5e4xZ3ooo34ia/Uh3GLO9FFG/ETX6kadaT6ivZfttKrppaw0lZ6EwFWc0QeXNxQRagsIGR5MMGJuSDJVCl5xDjkBGNtpJeuip/d2fWTYHejUlOMUpg8KdDCPJKbdu0+eI+GXhiLNt/Yu2NhVctEKp0r4gTJg3owWIaScbW3bcizhdpvkVBFJHK0Ow2B00zX39xizvRRRvxE1+pDuMWd6KKN+Imv1IjFMam7T1PTlb1anN15fKbfPl5fO3L5Hkipqpey2cRE4DzBjiIiAAGRiPWn1lWou9UpKZksvqaVndNFnzF5N5Udq1eN0g3KKJqj4OAL4XHHCNH1X0nwTS4JsMXfPa7OWLPP3e14Z6LPHDcC4zVkdxizvRRRvxE1+pDuMWd6KKN+Imv1IqWmddlkKvrVtSFPp1K7bPZiWUtp6SUKDLFXRjAUqYLeLIiAAIhjiEfZcHWpaWgapnNKBLapqJamQAZ+6kUoUeNZTnj/lCpfBLgM59zAhzhiNj1D0uE4pjFMHluK3ava4FznlmQM87kDUrHewWxXFlZ3cYs70UUb8RNfqQ7jFneiijfiJr9SIRXGrSz9FUjSlXJzCYVAnXAANPMpIzM6dzDm3bEw45LuADAOBAeGM8I4plq1thIrVd1ipGNSSdmaaesicrfylRGZKP9u4ECoDxEwl4gPNgB4xrs2X0okYx7WTWe7A3vXLgSCAL3yIIPIgjULLHCDa4U87jFneiijfiJr9SHcYs70UUb8RNfqR11obzSW8LOZLy2l6okDmUqppOWdQSpRiuG8omIYpT+yKIAPEIsCOXWVG1dnzupqmR7Xt1BceV+fLNZtEbxdoFlEO4xZ3ooo34ia/Uj7pLba3NNzAk2p2gablb5MDFI5ZSpBBUoCGBADkKAhkOA8YkMI037RrJGlj5XEHgXH8rLA0cFDrgDmf2/wCP+s5vox9FiRXVf/hBb/ymN9GPoiV6tY1l7KkWYzGelnk9TAQCUys5VVSmxwBQ2dqX/uHPUMaayV5QjSWw2utC49wJ3ObqVdIaHpeXtSpyyUqHATuVlDD4Z1RDccSFLzBtLk/NzRf/AN1pps6Zaa+E/wDaCK24RUn3Wmmzplpr4T/2h91pps6Zaa+E/wDaCK24RUn3Wmmzplpr4T/2h91pps6Zaa+E/wDaCK24glrh/wDAst4+Nf8AvqRH/utNNnTLTXwn/tH02Nqumaut2xfUxPWM0QSUXTUO1WKoCZuVObabHsRwIDgeOBCCKws9cUTrjYTqZ6VLhtpEChnASzlVCkEciiRQpleb/wAgG/4RecRa5U9n9P0ss7p23rmtHKxyt1JSg5RQFRI4CBzCZYQIJQDgIDz5jr7AqX0W1aaqjaHOZIxwBIaDhcDYucQADbUmwUcoDmFp4hVbovrKhXOlOhHconEubs5VJit5gBliJg2cJiPL8pkfBHfuMIjzgbPjin76DaG8OoGY0XILHPrrVcxkbZd2s4qIGMqYNTF3Jikbft3GBQoiYA47g4xC32lei3tRqVAGhSt2yS6oLLSxtXDVJkoPjAUwVyBR/wBkpgD3MBEure1itd1M1q19ovruVv27BOVK+s9btGJHbNMAKRBYE1Q3EApQLwEBx4+AY+xwUmyaHbU+1qapfeYSO9rAzA5zg4Bxjq2ukHeBs5lzhOYuFzy57oxG4aW4HPzbl9VWFk7cXQvloAmtBUPP+TmcvrpwCDF5MDETds0k0zGYAqA8CiZQTAGQKIl8Wcx38hqm3pLA6iLcMLLqWwruS0pmoZQm5Os1XIVJQElkhERx/ijnxiByDk3imiVsl2ltlbUyvRbXMukJp4ao25WdbtUl2j8SbAURVBXcUALwAo5DA80clJ25eUfSNXUgw0X1w7TrpAzaoJg/rVmu+fJiBgApljKZLgDDjbj3RyMdmq23TVLqhznDC6oEzGtlgaR/Mjc4vIqcLwWsNmuYSH2IeBcqNsZbbwscjyOmWS1srayFGW60XWs1DUu4m7eu3M3YHNMhmBx2FOKwgmQnsSlLyRNoAHu5zmPWCfj/AJimXH/RFv6BjT+oaSnFUWjklj5vourM9J08qiuxbkrFkVUh0t+wRUBTcb/ENzj44tRzeq+Ltsq1X0i1OKaxDJnAKjlwZKIYH8uKl0zqazpQyEue1z45p3XdPBlHI5hjaDvT3QHdnRt8r3U9OGw3y1A4HUa8FqroHpvVPMrakf2uuTSkmo0lSuOzGEwlnLujiByCsJT7RxuLwDiGBibITmY09r4vtP5TgX8stoo8agJdwCsmg2OTh4/CAOEWDaF9XVjaVPRlvNG1XM5Wo7VemTXqtiuYVVMbh3HUEccA4Rwy01ZSq7E5vU00ZVaFUT+Xllb5c9VsTJKNw2eCCQqbQ/wycQDxdcdnaO2DX7X2lWOihEc0b2MtJTNc7FJG7+aRLnkwi5LiL/FRsjwxsbc3BzyPI6ZLW+j7KWmrPQZUOomrJk5fXHUQmc1PPlpkp2Sg/RcHKiiHhYDcBE+AhkeUyHix3ylYT+hJvpV1V1o8XIWayY1N1M5UAdyyRkzkRXUDnMYySgn3D4yFGO9d6Z6YeT1WbDodrtFk4dFeLSRCumqctUVDxiiCvNnxAIB4gAA4RaF1G1T3loRrbat9E9TqyFgqiq0btaoYNhQFIolIBDEUAQACiIY5sR2qzpBTzVOGSTewyySl4dLTAxQyxmMwxjfuBDbhw7rbsbYaqNsRAyFiAOBzIN7nJao2zvXVlmahrq8NUOzpNL1UnPZzJQERAqb9J4qRsUBN7hByGOcDlDxRvpomt6vbTTPRclflOWYv2gzd9vEdwrOTCrgc8cgQxC/+2KRrm1ydw6RpKiKl0O1cpKqJR7Hk5EawZpHSTwACUxyqbjgO0BHI8/GNpLU1bWFTS9yhVVpJhQhJfySLNB2/bueXT2iHg8iIgUC4AMD7sVP0h7ah2rssdVjaxzngyWkhddseJkAAZI5xtG7tZZEXzGanpIyx/aN8ssjxzOo5qe564+Gej/mSYcf9FV/oGPrj4Z5//JJh+yq/0DHxJdJfLaj8WdMfupt/QESuKkl93bcWls7TM5uBVjCUo+tLcU01VAFZcQTDgmkHhnH9QfrjV2s/VGXNZVlLKNtqmjSUhdvkm72pJsBTrJtxP98UIkICRPwc4E24eoIIt/YRUYas9NgAABeWm+Huuh/6R/futNNnTLTXwn/tBFbcIqT7rTTZ0y018J/7Q+6002dMtNfCf+0EVtwipPutNNnTLTXwn/tD7rTTZ0y018J/7QRSZIcXYnnH/V2U/OZhElz1xUtF3otRX93ZuhRtfyWbKryGXJIpt3RROqdNd6ZQCFHAmEpVCCOM4AwRa8EWeeuGeuMIQRZ564wWMiCKguDEBICjvE44KBccc9WIR8U8OqnJX6iEsNMlCtVRIzKcCC5HYOEgMbgAm5sjw4xkxuJwahXn5du2dxNGMunmorTLd+XuaFePk38wpmYKlcNlRcKlTDkRKO1UMqBgQEpwKHsjbYkt0aytbqBuDRMpWsLOLgV9NqJazoZQ4nXYEtlTRXKgmOJjAAqblPZYztFOOgJpfpMs+LOD6G68VaEci7LJ1K7bGl4KCOc8kKucZHON2PFjHCJrc2hJtdSpJZV860b13K5zKmYS1J5JK0ZMFDswzhA4pKBkgAIhgMDgcZxH6NdX0L5YJp5d5UMbIDOJKeJ5Ba0RskEVSHSYSDidjaSCBci65GBwBAFhllYnxtduXkqPt8rMW2gzUbTroizVtJqiM1ay4zsXJGJeyEBMkQ+cGAB8Yc/P447m7cyqep32lK0Bae7Y6dmNCy+ZqSBWZhL281dkZhtTVWN4OCgmUQKPPuEOcwRasot2tILc1VaiS6IqwZ0xWTgrmZsyVizEROAkEAIcyomIH3svj8XXH1V7R0xuTQtN0BVGiar1GNINkWkidIVeyReMCJEIQuxYqm4R2plAd2QHGcZwMbP8QUnrF1SWtwumleDvYLt3lOyIPsKgHE14LjZ4Nsw/Esd07AG/ADQ8Dfly+C6O2WnO/MkeXkk0nkTO11LVxTRkZNLUahI8SYTbwCAcopjuSIcoqgJgDIbgxnAR8WkFGnbOXgkFlroWNLR9zRk7gjGomL47hvPkQyZU6nhCG4QTEQHiACA8C5AI7qk7bzKk5DU8hJo8uLNiVe0Kxmzqa183cOFUCiJikKcVg5PaYcgJAAc4yI4jsbLW1e22uE1q5npRr083XKSXBPJ/WrWYnlrQw4NyZRU4FABERwAmwGAHiOeVX7V63RV8FVK1wkaMOB8THOc2MMa5zutvc4ah7XiQvABFnE2zYzC5haNPgTx/6R9LLc7PXDPXGEI/Pi6yzz1wz1xhCCLPPXERonjcSuf2ln8zQiVxE6H/ABh1z+0s/maEEU/hCEEX5+dTXtkbr+XE9+frQhqa9sjdfy4nvz9aEWqPuDwVef3ivXL1OL2mVvP4t9Ku4uO6vCmWflDIvpRtFOepxe0yt5/FvpV3Fx3W/Bhn5QSL6UbRW6j2z/E/dd2H2bfALvd3VDd1Rx5GGRiFSLk3dUdFXdUJUXRs5qxeTPZqlKWSrtRkyS5RdcpC5EhCflGEM8I7nIx1lTSyYzun38olM+cSV47QMkjMG6ZDqNjiHBQpTgJREPcEMRPS7sTs33duL6jK+eYBOnIE8gvHXtkvMK7cwsbcy51E1FopkNRSi5jidpqzBGXyxdg2QSyG86xRACEEDeyEg7RATbvFFv1FdSU6bteNYVjdKWTdOVVbSjNCWumLBRyDhcgJAJClIAiIiZM5eocZwA5i+yWAu+mbcTVbVxR90JNLwH+3H9PYK8CggY+q6rzCHMIyeXjj/lx9wm6YbGqGNpJpg+ARPiON8zpSHvY8fzerDJhYA1pYbC+ea5op5AcQFjcHQW8rrS2lqSri5WlHUWjIKZmbWaO619eTypVMxXPIlMCyiWwPZGAv5Ic4ljYS32ou3187QoWKtfJ5yNXHolwwUTNLFG6EpWTZiTkzrGAChuOGwuwRAc8cRZ5bCXiLnbqwrAN3EcSeX8f+XH8JYG8CYiKeq2ryiPOJZPLw/wD2419q9Ktj7Xa/fyxgiTexWM9mO3bGEPG4O8b2AQLtOoJIXscEkdrA6WOnO/PLVULos1LW4oS2FI6eZ9S9QJ161m55c4lBZMoOxRRyIi6OoJdhSlA2TCI7g283jip6cGS2rr67tvb33ur21ozmfO3ibeWyoHTScs192D7+x1TGESmAOcAwPugMbpBYG74H5QNVtXAf/a9Z5fn/AOvJx/D2Au+oO5TVbVxx900ml4//ALcTM6WbCirauqika0VXak7UjnB4fjDmF9I5rW3uMJY453xXAXm4lLWtI7ummn+S10rWhtMNMWMtIzfXUr6jQlxX8yo2rjStbslAxlSmOVZNJPJN+SmIXBREpc5Dmj5ZfWUsvRpLYvNYNQVFLGaFYGRpmsmEsUK5EySBxQeKJpkExSjlQu7bgRwGQEN0bLGsDeA5QKfVdV5gDmAZPLxAP+XAbBXgMTkx1XVeJQ/JGTy/H9uIW9LNmmJrZasOkbKZBITJjZdz3ERnql24sXbxY2OIJEYxFemB98m5WtbL4a9r95qEaDbnXOrxvXUoquq3taUnTz9BrTNWPWJ2q00TEFAU3FOAGNt2pjkciAmHIjG2G7qisbb2wr6i5ypMalvfPquZmQMkVg+YNUEyHEQEFAFIoDkMCGObjFlZGPmnS2tpNo7Xlq6IMEbsOTAQLhoB1ZHmSMTrMa25NgAtyBrmRhrtfj/5K5N3VDd1Rx5GGRitqZVzeymGFaEo6l5o4fINZjUJ0VVGTo7dYpRlj72KhBAQ/wD0HmHIRpdfD1N6vqYM5n1pJqaq5eAmVMwcmKk/IHOOBEQIsP6tph9wRjeevBEaht/5TG+jH0WRBF4+aetKM2vjU1R0bNakGkZ1TyaSp2T6XnMqoUxjFMO0RKJdogX9e4IvbvV076X2PxUf7SN/T0/I1J0lUZ5S0GaoImbpvOSDlipGEBMTfz7REAHHNkI7CCLzy71dO+l9j8VH+0h3q6d9L7H4qP8AaR6Gwgi88u9XTvpfY/FR/tId6unfS+x+Kj/aR6Gwgi88u9XTvpfY/FR/tIvHSBZOX2Ft1NJq/qrswZwsd27WVKCDdqkgJyZ4mHAYATGMIh/9o2cjXyuxH7kavPJCoP7LmNqhphWVUVOTbG5rb8rkBYuOFpKtinKxpOsG6ruk6llc5RRMBFVGDtNcpDDzAYSCOB/XHFOK7ounpo1kk+qyTy6YvQKLZo6fJpLLAI7QEpDCAmyICAYDnCPN/Qu8VsXdC3aLpyZCnb20kdQpjmwkWZtFVQxx4bhAmP8A/cX3Yr6+T5zeC5H3SSqhjyx3c5hSNPG4gU7JoXcY5eoxhIOfdE3XH2KP0SxP27Ls81J6s1l2yYRdzy5zMFr2uHskvnowlc8153Qfhz5fX/YXr7u6obuqNd9QFfahKXqIyNAVXZ6lJAm1Ioi7rOYqJuH6+BE6aZCiAFAvghkefMVYbXLcBXRu8v8AIU5IS1NKJ+nI3aAlUUYrjypSmUTADgYAEpgxkw4H3QijUHQXam06aGppCx4leyMAOza6S+EOysL2N7E2ORsVtOqmMJa6+Vz5Ldvd1Q3dUaVt9Umpmi7q20ZXhoyjmlI3VckbS1rK1FlH0vFQSAQFlDDtMYOUTEQABDBhwICGIlmoS7OpShJ5PXtK1VZanZBKkBcS5nUsxV9dJsQiQHOJCFMUpRE24hS84jjjxjM9AtpNqoqV0kX81pc12MFps7AWggG7g7IgAjje2a860zCXWOXwW1G7qhu6o07metCt5rYa1tZUlTcjZVZc2ahJCKzRQ/rYwWKcSqKm2iBxKIhkpc548c448tr9R9+CXXuJRl2HVv30htbIzzidPqfbugWcFFAVSAiJjmIAhtEDFNgeA4zgYyd6PtsxwTTSBjTHju0u7RwPEbsIAIP8whozzJyyzTrcZIA4/wCxf7Lb/d1Q3dUefK+u+87ahUL8qTO0pqVWmBSDRicwOaoiMhX5LlBwpjlPHjZzccYizrn6ob0/dAU/ZGytMUzMBq6j28+lzqcismDRVQ6pjKrCQ3hJlSS9gUu4TDz+KNib0abcgl3cmAZSEkvAa3dYTIHE2sWhwJtcEd0leCsiIuL8ProtuN3VDd1RobReqTWhcNKt6Fpuhrfp1bbddcZ7M3Ci4M1Sk3bEEEgMJhVMKamDGMBcAGduYkzjXhNktK1LXdLTMsJWFUzXtebtnKwpS5J6U4lUXUOJtxUQKG7G7IZxnAZhUejTbkEjYW7t7nPayzZGuIL2l7HO5NcwFwJ4C5AXgrIiL5jK+nJbmbuqG7qjUS0+qS4yV+JLZW6FS23q5GqZcq7l04ohwdRNq4TARMguUxzc4FMIDw5w5+IBCEdWereuKbuPUtvKPoNvLbYzGYFmL2YAvl4ggIiVJFIFB++gmQxjGMYCjkoBgYwb6OdsOmMZdG1oDHY3PwtIkcWNIJAOb2ltrXB4WzXvXI7Xz4/Rb5buqPhnhv8AMkw4f6Kr/QMederC8l2Lu6cbQXRkSEjlclns1ZnepFWcEdEnJDqkApRDwRbDtMI5ETc0byUSe6JrYqGvCnTqdUCg67JLIDLCyAnhcntFbw87Nuc+POI0tudDp9gbNhrqmVuN75IzGD2mmM4Txzz10tlrdZRVAleWtGVgb+K1ir/QGjdai5LXdD1s+bT9zK26ijOcODuWyo8mXAEUEROl+rwi82ACNQ5np1uFRtyJLb+58rcUsScTBJinM1k+Wa+GbaByKEHacMiHABz7uI9gLUfizpj91Nv6AjvJ5IJJUsuVlFQylpMWSwYUQcpFUIb3BwPjAeID4op62FoD3q6d9L7H4qP9pDvV076X2PxUf7SPQwAAAAA5g4R/YIvPLvV076X2PxUf7SHerp30vsfio/2kehsIIvPLvV076X2PxUf7SHerp30vsfio/wBpHobCCLRWxmhY9qL7tJ5Nbg+uI0wzbzZJJszFHlzrmcpAQwiYcFLyIiPu7gDhxjdbd1RGs4uxO/J2U/OZhEhyMEXJu6obuqOPIwyMEWR1SJkMooYClKAiYwjgAD3RiGt712hdzoKda3OpdWZifkgakmqAqCf/AGQDdxHjzRrn6ojVVSnp+31m5BOlZQhcmpEpTMniIiBwbbiFEmQHmEVAEQ8YFxzCOYRd6mtAlhgG19dWVqABZItwNPWkqWUETqABim7NA5cqcciAcM8McMR9H2F0Kp6+hp6moMr5KjGWMhY15DWODS92Jzf6jYNGeV7i4WnLUlriBawtck81vvu6obuqNQrzakbyUheikbBWKpaQThWqaXReypab8qUUFAMcRVWOBwAUyoImMIbdwm8fijmrHUJqKJX1GacKKklF91CYSEJ1UkxfiuaUsShvAQTKQd5s7QHx+yKGOOQ5sXQPacscUuKMCRhkGJ4BbG295HjVrQQRzLsgCVmapgJGeWXz5Lbfd1Q3dUabSDVPfxord609Z01Sxrn24kfr9L1ZekueWzNApCKGDYJwU3CRQu3AhxNxAMYGPXO9UEqqmLA2suXSdPyZ/UNYkWUm7NRFU6KBGpQB0KYFUAxPDEBDcJsFHjmNmH0a7eqKhlPA1ri9zWtIcCDijMrXX91zASDzBBsQvDWRAEn9zt91vVu6o4Xj1uwaLv3igJoNkzLKnHiBSFDIjw9wAGNZ6r1HXLqW+0os7YtnTDwryilKpcvJwkuYiR1CCLUhjJGDYUwmR3ZKI4Pwij9Eswv87k10yzNalF6STm87LOzGWcmfpzDkB8FqA+ByG7HsuOMwp+gFUdmybRq5mR4GxvDCe0WyOc0f9JOHsixxXGiGqbjDGi+v0W81uLn0NdymE6xt3Pk5xJ1VlG5XKaSiYComODl2qFKYMD1RKN3VHlVp5vDqgs9pQdXCt3TdFqULTM4cGemmpljvnxlFigcUikMUpSEExQERHIjkQzjEemNvKwQr+hKfrdq3M3SnstbzAqJuIp8oQDCXrwI4jHpv0Jk6K1UjoXh9OJXxtIcHOBbY4X2As7CQdPI5JTVInaLixtf/AMKSbuqG7qjjyMMjFDW0uTd1RE6G43Drn9pZ/M0IlGRiL0L+MKuf2ln8zQgisCEIQRfn51Ne2Ruv5cT35+tCGpr2yN1/Lie/P1oRao+4PBV5/eK9cvU4vaZW8/i30q7i4rr/AILtPKCRfSjaKd9Ti9plbz+LfSruLiux+CzTygkX0o2it1Htn+J+67sPs2+AXb564Z64wyEMhEKkWeeuGeuMMhDIQRa21Nrhp5jWs/o+grS13XxKTWFvPJjT7EFm7NQBEDFznJhDaf3M7RxmNhKcnjapaeldRs0l0W81ZoPkk3BNipCKkA5SnL+SYAMACHiHMaPXOtHfXSDUNa6gNPtRyybUfNXB53UNOTMmOTKBhMYxByG4pd58CUSmAvDBsRGL4ag6jvpVlk6Zl1N1UtS9YU+aopnTtPvRbPH64HWIKHKiJdyZDNxN4sgOefEfZJeglBt1lPJsAtFOWnHKXkvDmRY3tkjdhDXXDsNiGEWu7iueKp0VxLry+dsivRnPXDPXGgNuJnfOxlNXznrWiqwpuhGNNKTelWlTvAdLMZiBAKcCH3GES7jHPj3CFzxzmaaRNPEpnlEW+1EzG5lauavmImnMyWPOTqNnoqCcpmyqRsgJPEPj3B/wCu7R6D02yqaasqK1pia5rGFrceJ7o95hdheQzD3XEOfZ2lwLqVlSXuDQ3Pj52W5WeuGeuPPDRla99depauuTV9yKsUJQNavfWeUoTAxWwq7+UOZUDZE4GACF2hjAB1xWFMurkahqarm4Tig7p1LWrqaOkpFOZHOuQYSVRLAoIlR5QOBTCG4Mcw8OPGOwPRhF1yelNcMMG7EjiwNDXS3wgY3tBAaCXG+WjQ5R9dOEOw63t8vkvSyvbvUJbOaU3Jqwmx2jqrH4SyVEKgdQFXA48ERKAgUOIcRiZZ6480dRtsJ/VZdOM+vA7n7GsamdNJBUKIPhJyQp4DlSFDIJrmA24xg8Y80WNqms3XtHntylIpPWtcWoo9ishOJTLp2onMTqZMIOFDFEDK4KPAccMCHDMRO6BbLeyhhZW2lm32IkNwExuc20bi5oJcWhrcTgHXxXGi960+7iW5C315rejPXDPXFQ6V6lt1VFk5HMLWzKdO6fIdwkiWcrnWeNj8sYx0FDGERHYJtpeI+CBeIxbeQj5vtKifs2slo3ggxuLe0MJyNs23NjzFzbmVuMdjaHDis89cM9cYZCGQjSWSiddDmorf8AH/WY30Y+iyorOtxAajoDylN9GPosyCJCEIIkIQgiQhCCJFAVWi2faYKokziby6Wmm0hm8sQcTByVu3KsuC6SYHUNwKAmOUMxf8VVR0hkNTW3aSapJKwmzBY6wqtHzYi6J8ODiG4hwEo4HjxCNugqG0tVFO7RrgctcjfisXDE0haR3BtPTtUaSbb25lF4rfs7iUCqJ0HBKlQImUqih+VKRYByGSmIbm4iWOxr+1lDLWGs3a2h7s29M9oietJxOjr1A3SKofAmcGIO4dw8oYce6GI3I7hNjuhqhvk6z+zh3CbHdDVDfJ1n9nH1VnpJjZgAdJZkskwGFlscmK417oxuLRwLitHqZz00A48Fp1dyUM32pie3bkU7s7cCS1DKW8uZN6lqRApJGqRNMhlSpiJgMGSGNgvEd5g4DxGLJ2lQS0aVDYgbs2zGpZjVYTdAU6kblai3BQhs7s+COCjguPcje7uE2O6GqG+TrP7OHcJsd0NUN8nWf2cZQekqnp4KeCNr7QmItNm3O5vu7jFbK+eEDFqbnNDRkkk2zv8AXVa0XwY0rcCqLCziQXZoAULczNs6nPLVE3Ibkydj7uTDPhj96N7niis6yo3deG6U/YTyy1ZsbhnAZZPahqNAV5AmJDgJSIiIiIhuAAAogH3sg5DiEbx9wmx3Q1Q3ydZ/Zw7hNjuhqhvk6z+zjX2d6QKPZkTYIw8ta1zACG6Ok3uocDcP+NiMnAhevpHPNzb9Fl5yXGl8qkFnrE2FWruiZzN2c9ervmh5qRWSiQTG2ndOEjlMngFMAAYEcm9yLLsZcmgaUn9W6VqqldsacldV027O5qalZwZVuJ1kjJCmus4OYTHApzYDfw4cOMbhzfThp9nrI8vmdlKIURPz7JE2SOH6jkIBi/8AAQjCSaatPNOswYymydEppZyIqyRuscf1nUKYw/8AEY6tX6Sdj1+znUdTHKXOL35YWjePkMgkFnW7JNg1zXX4u4LBtHIx+IEcPK1rLSC3kkm1r6eQtoFO6bawQYLKptapmk7bAsdAxzGAyqXszCGcBxzjAceeLmmBKMX1o0vfVtdS3ydLSejxka5CT9uVUjj/ACjAETz7AOVJjj/+kbE9wmx3Q1Q3ydZ/Zw7hNjuhqhvk6z+zjlV3T+hr5pJ3seHyMkY8gDtCUAPNi4gHLLCAByWbaVzQBllY+S1tsc2pO31xL7VPPrsUD2HcN8LiT8jUTc5xL/lH+IGfAH76X3fHFUp2UkD3SfTtsnd5rbN60pKpVqhZIrT1uuxdAY4jyKhs8wlH3BDhgeA5DejuE2O6GqG+TrP7OHcJsd0NUN8nWf2cIvSFTwVBqozIHl0Tu6zWGMxtGuhYSHc+FkNISMJtx58Tda2WPrqWsa9YTWsqP090TLmSCvKzCSzxqs+UVEglLyW3AEKIjxyPNwjqbTSOnaPtJfKi5zde3xZjcGYTdzKOTqNucgkcoGInyg58EciGefEbU9wmx3Q1Q3ydZ/Zw7hNjuhqhvk6z+zjWm6abNkdIY2SMD93cCx9k4vbYue46nPPTIWWQpni1yMr/AFWllU27l0y0X0TZ2WXgt0Ss6Omqc2BI9RNxbLGIssbYCmefaqA8QxwEI2/tLXs/uFaZxOqsd0seeFTdJPEacmQPWqGANyZeUAR8ISbREOuO07hNjuhqhvk6z+zjtW1IUjRtNTRhSFLyiRtlkFVVEZaxSakOfkxDcJUygAjgADIxy+knSqk25QmnwuL96+UOcGixkN3tBB7pIBAIJBGtlnDA6J1+FgPLRdxaj8WdMfupt/QESuIpaj8WdMfupt/QESuKEtpIQhBEhCEESEIQRQQw4uxOuP8Aq7KfnMwiQZ64jyg4uxOvJ2VfOX8d9kIIs89cM9cYZCGQgi111p23t9dqi5dTk7uhIqKqyUOyTinn0xekSEihRwOSiYBEhsAG4M4EoDxxgdY7vz7UNfy3zK0FfVxZJFmi9QcuZ+hVSIKL8kPAwpgbAc4iOC8eqPQSpbd29rNyi8rChaenrhuTkklZnK0HR0yZztKZQoiAZERwEdP3CbHdDVDfJ1n9nH07o105pdhUkEMsZkfC4vjLmtO7cdSw3BsbAkOu2+dlpTUzpXEg2vr8fFa3TJnSCuri295G93KAUpyk6VUkr441AgCwrig4IAkTzxLlUnHPux8N7lUpfqIkupmxV1baTaaN5OMjmklm9QooEXSybByKAbhwMXhwwJAHjkY2f7hNjuhqhvk6z+zh3CbHdDVDfJ1n9nHsPTTZ8U8UzhI4MhMGEtZhdGS4kOFwcy45gg5C2iGneQRlrfjqtatPiFPNrrV5qAvvdq3KNSVqzSlaUolk9QVQZsiFIUSioJvCESpJhw9wwiPHhUNotPlISSsKvYXFvPb13RycpnkppJNOoUTmQB8oP3wxNwbB2YEeI8+I3z7hNjuhqhvk6z+zh3CbHdDVDfJ1n9nG6z0iwwundAZGCVrGWDWAMbGMLBHn2bNJbfMkE31WJpCbXtlfnnfmtUNEdMSGy83qWsrxXmoF3Pn7BjJJedpUDdYEpe3IAAXduDHsEwxj8gI+WwzmoLRVRcSi3lxrUvKGq+YTOapTUtSog7KqumYqRAT3cAERJuzzYHAjG3PcJsd0NUN8nWf2cO4TY7oaob5Os/s4irOntDtCernqWPd1gMDhhZZu77hYARhLeGo5hetpXMDQ3h/vVacUlQ8ok2huo9Pry7NuwqqaOnCyAFqRuLfadwRQMqZ4eCUfFG3mndWVN7O0tTsuqSTzheQSttLXqsrekcokXTTKBigcg4/7R9fcJsd0NUN8nWf2cSOm6RpKjWijCkKYlEjaqn5VRCWskmyZz4xuEqZQARwABmOJ0l6V0+3aaWJuPE+Z0xuGgY3gNdob2sMh9VJDAYnA8hZd1nrhnrjDIQyEUNbSzz1xGKD43Brn9pZ/M0IkmQiNUCObgVx+1NPmaEEVhwhCCL8/Opr2yN1/Lie/P1oQ1Ne2Ruv5cT35+tCLVH3B4KvP7xXrl6nF7TK3n8W+lXcXDdn8FWvlBIvpRtFPepxe0yt5/FvpV3Fw3a4Uo18oJF9KNordR7Z/ifuu7D7NvgF2O7qhu6ow3DDcMQqRZ7uqMVFeTTMpsMbaAjgoZEce5H83DDcMEXnrU9p7YTuazFmvSGqdOmn71Ry7p1vK1hl6pjKCcwFAciBBPx//AO+OJlchlaG4MgpWTM7CX7pZ1Q6RUKfmUjplZB0xSAADYBhEdxRwAjnjnjniOd2Nww3DH0h/pFqJHxPcx947lv8ANIzIwkkYbEkZEuuSMjktPqgFxln8Fpxbqf01RMuqJhUNvtS1cBVDP1vmHbHIVnCfY2DgKaaYCAEyBzAIhxHhEKtrQlsbYVXLZ9JreannUqkj4ZjK6fdSRY0vbL8dpuTDG7buEQz4+fPj383DDcMRjp85u+DYnATWDwJSAbDCMg2ws3IEWNsl71XTPT4LUmylYULYlnUTKkbIX6cp1LN1Zy77OpQxxKsoAAJSbduC8PHkYrmZUVQSdTTif0JR+qSiGtQORdzKVyGSKotVVTD4ZilHIkEePMPDPDAcI383DDcMYQ9O+r1MtWyF2OWweTKTita1wWkG1sja44IaW4DSch8FpVdgtt7t2+pagp1Z/US1GjRQNKJshTqxn6Z0yATedQwjvMYCgIm4Du4hiPgqROVTyUyNgxleq+UOpRKxlC71rJ1RUmKAmMYRXA2QMfJh8IMCADiN5Nww3DHsHTw08bIo4XYWFzgDISAXd7Vp1uSRpfO10NLckk/RU5pXaUVTduwoWgre1tS0skanEKqlpmrh4qrkx1QE3+IOQ4iAAAcAxFzbuqMNww3DFM2pXHadZJWOBu83N3FxudSXHM3Oa2GNwNDeSz3dUN3VGG4YbhjQWai1ajmpKA8pTfRj6LOir60HNSUB5Sm+jX0WhBEhCEESEIQRIQhBEitraG/8FMOH5Tj++pFkxWdtBHtLYf8Arcf31IIpVu6obuqMNww3DBFnu6obuqMNww3DBFnu6obuqMNww3DBFnu6obuqMNww3DBFnu6obuqMNww3DBFnu6obuqMNww3DBFnu6obuqMNww3DBFnu6o+KeG/zLMOH+iq/0DH1bhj4p4YfWWYfsqv8AQMEXPaj8WdMfupt/QESuIpaj8WdMfupt/QESuCJCEIIkIQgiQhCCKArji7E58nZV85fx3m7qjonI4uxOfJ2VfOX8d1uGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1Q3dUYbhhuGCLPd1RHbf8AGv64/amnzNCO/wBwxH7ejmvq4/amnzNCCKxYQhBF+fnU17ZG6/lxPfn60IamvbI3X8uJ78/WhFqj7g8FXn94r1y9Ti9plbz+LfSruLwuFT00qamhlslWbJPUnzF8iLndyZhbOkl9ptvENwJCXPizFH+pxe0yt5/FvpV3GykVuo9s/wAT913YfZt8Aqz7DvN700t8LX+rDsO83vTS3wtf6sWZCIVIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKs+w7ze9NLfC1/qw7DvN700t8LX+rFmQgirPsO83vTS3wtf6sOw7ze9NLfC1/qxZkIIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKs+w7ze9NLfC1/qw7DvN700t8LX+rFmQgirPsO83vTS3wtf6sOw7ze9NLfC1/qxZkIIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKrApS5U5qGnX1QtpE3ZySYmmBuxF1DqKCLZdAC+EAAAff8Adn/y48cWnCEESEIQRIQhBEhCEESKoldLXXptmElljemnbRBRUUVlV1iHMUxzHDcUCjgQ3Y/4Ra8IIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKs+w7ze9NLfC1/qw7DvN700t8LX+rFmQgirPsO83vTS3wtf6sOw7ze9NLfC1/qxZkIIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKs+w7ze9NLfC1/qw7DvN700t8LX+rFmQgirPsO83vTS3wtf6sOw7ze9NLfC1/qxZkIIqz7DvN700t8LX+rDsO83vTS3wtf6sWZCCKs+w7ze9NLfC1/qxwvZVeV4zXaGllLFBdIyYmB2sONwCGfY9cWlCCLpKKkrinKSlEgdHKdaXM02xzF5jCQuMh+vEd3CEESEIQRIQhBEhCEEUCqqmq1CrlqopIJQ4K8lzZgsi+UUTEgoqrnAxRKAgIDy+MeLb1x8HYd5vemlvha/wBWLMhBFWfYd5vemlvha/1Ydh3m96aW+Fr/AFYsyEEVZ9h3m96aW+Fr/Vh2Heb3ppb4Wv8AVizIQRVn2Heb3ppb4Wv9WHYd5vemlvha/wBWLMhBFWfYd5vemlvha/1Ydh3m96aW+Fr/AFYsyEEVZ9h3m96aW+Fr/Vh2Heb3ppb4Wv8AVizIQRVn2Heb3ppb4Wv9WHYd5vemlvha/wBWLMhBFWfYd5vemlvha/1Ydh3m96aW+Fr/AFYsyEEVZ9h3m96aW+Fr/Vjsrd0xVMnm8/nVUlYEXnC6SpSMzmMQhSIppgGTcREdgjzeOJ1CCJCEIIvz86mvbI3X8uJ78/WhDU17ZG6/lxPfn60ItUfcHgq8/vFegeirWrpltJplo23twrl+tVQSr1x7MZ+s0wX5LlZg5VJ4aSBiGymoQeBhxnA4EBCLv747oy6ZPN6a+jQhGm/Z0T3FxJz8PwtptbIxoaAMk747oy6ZPN6a+jQ747oy6ZPN6a+jQhGPqyHmfp+F71+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmnfHdGXTJ5vTX0aHfHdGXTJ5vTX0aEIerIeZ+n4Tr8nIfvzTvjujLpk83pr6NDvjujLpk83pr6NCEPVkPM/T8J1+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmnfHdGXTJ5vTX0aHfHdGXTJ5vTX0aEIerIeZ+n4Tr8nIfvzTvjujLpk83pr6NDvjujLpk83pr6NCEPVkPM/T8J1+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmnfHdGXTJ5vTX0aHfHdGXTJ5vTX0aEIerIeZ+n4Tr8nIfvzTvjujLpk83pr6NDvjujLpk83pr6NCEPVkPM/T8J1+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmnfHdGXTJ5vTX0aHfHdGXTJ5vTX0aEIerIeZ+n4Tr8nIfvzTvjujLpk83pr6NDvjujLpk83pr6NCEPVkPM/T8J1+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmnfHdGXTJ5vTX0aHfHdGXTJ5vTX0aEIerIeZ+n4Tr8nIfvzTvjujLpk83pr6NDvjujLpk83pr6NCEPVkPM/T8J1+TkP35p3x3Rl0yeb019Gh3x3Rl0yeb019GhCHqyHmfp+E6/JyH780747oy6ZPN6a+jQ747oy6ZPN6a+jQhD1ZDzP0/Cdfk5D9+ad8d0ZdMnm9NfRod8d0ZdMnm9NfRoQh6sh5n6fhOvych+/NO+O6MumTzemvo0O+O6MumTzemvo0IQ9WQ8z9PwnX5OQ/fmvHq+lSSWsb23Bq6m3vZkpnlVTaZMHHJnT5Zss7VUTPtOAGLkhijgwAIZwIAMIQjoNGEWC0ybm6/9k=" width="256px" alt="construction bookkeeping services"/></p>
<p>
<h2>Top-Rated Construction Bookkeeping Software in 2024</h2>
</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="construction bookkeeping services"/></p>
<p>
<p>Construction bookkeeping services handle this seamlessly, ensuring accurate payroll processing, compliance with labor laws, and timely issuance of payments, reducing the risk of errors or disputes. Better Accounting Solutions offers specialized bookkeeping for construction companies, addressing the unique financial needs of this industry. Their services include tracking project costs, managing expenses, bank reconciliations, and preparing tax-ready financial statements. BooksTime offers specialized, project-based financial management, helping construction businesses maintain accurate records, reduce costs, and improve profitability.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="construction bookkeeping services"/></p>
<p>
<h2>Efficient Payroll Management</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,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" width="250px" alt="construction bookkeeping services"/></p>
<p>
<p>As you take on more projects or expand your team, these systems allow you to manage growth without sacrificing accuracy or efficiency in financial reporting. Managing finances effectively is crucial for general contractors to ensure business success and long-term stability. Construction accounting requires careful attention to detail, as the industry’s unique  nature demands accurate tracking of expenses, cash flow, and taxes. Transform your finances with our expert accounting and bookkeeping services for construction companies.</p>
</p>
<p>
<ul>
<li>Our contractor bookkeeping construction experts ensure that all your tax filings are accurate, reducing the risk of penalties and legal issues.</li>
<li>Our construction bookkeeping services are designed to meet the specific needs of construction companies, ensuring that your financial records are accurate and up-to-date.</li>
<li>Professional bookkeepers provide valuable insights into project profitability, cash flow management, and financial forecasting.</li>
<li>Expert Construction Bookkeeping Services  provide comprehensive financial reports that go beyond just profit and loss statements.</li>
<li>This detailed tracking of project costs enables you to assess which projects are most profitable and where inefficiencies may exist.</li>
</ul>
<p>
<h2>Your Path to Stress-Free Bookkeeping for Contractors</h2>
</p>
<p>
<p>Our proficiency and cutting-edge technology will keep your construction company’s finances organized so you can stay focused on what you are good at. We have the capabilities and experience to cater to the demands of any construction company, no matter how big or small. Pacific Accounting &amp; Business Services is focused on providing high-quality accounting, finance, and related back office services to businesses.</p>
</p>
<p>
<ul>
<li>Cash flow is the lifeblood of any business, and general contractors must monitor it closely.</li>
<li>As your construction business grows, your bookkeeping needs may become more complex.</li>
<li>We’ll give you accounting, payroll, reports, and CFO services you and your team need to have an in-depth understanding of the financial performance of your construction business.</li>
<li>Without proper job costing, businesses risk underestimating expenses and losing control of their finances.</li>
<li>Job costing and budgeting to track material costs, labor, and other project expenses.</li>
</ul>
<p>
<p>By teaming up with us, you don’t have to worry about the accounting and you can rest easy knowing it’s being done right. A trial balance serves as a vital tool in accounting by providing an overview of financial health. For a complete bookkeeping solution for  your construction business, contact us today for a free quote. You’ll have the support you need to unlock the power of your construction management software system. Payroll processing designed for the Construction Bookkeeping Services&nbsp; industry, ensuring compliance with union rules, prevailing wages, and other regulations. Integration with construction apps like WorkflowMax, ensuring that financials align with project schedules and milestones.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="250px" alt="construction bookkeeping services"/></p>
<p>
<h2>Best for Project Drawing Integration</h2>
</p>
<p>
<p>They provide key info about a business’s finances and the success of projects. Golden Apple Agency provides financial solutions with a focus on the construction industry, delivering detailed and accurate financial management for optimal business performance. Their services help improve margins, manage finances by project or customer, and enhance decision-making through detailed financial reports and personalized support. The profitability of the construction business hinges on efficient financial management. We have helped construction business owners and their senior staff in managing their day-to-day accounting tasks and get back to their core activities without any second thoughts. To compare various construction accounting software platforms, <a href="https://digitaledge.org/the-role-of-construction-bookkeeping-in-improving-business-efficiency/">https://digitaledge.org/the-role-of-construction-bookkeeping-in-improving-business-efficiency/</a> we collected a proprietary set of data points to compare and contrast.</p>
</p>
<p>
<ul>
<li>Managing payroll for employees and subcontractors with varying pay schedules can be daunting.</li>
<li>Our dedicated team provides customized bookkeeping solutions, specifically crafted to meet the unique challenges of construction businesses, ensuring seamless financial management with QuickBooks Online.</li>
<li>Kingsport CPA, PC offers specialized accounting services for construction contractors, including financial statement review, job costing, revenue recognition, and payroll management.</li>
<li>By reviewing your cash flow regularly, you can ensure there are sufficient funds to meet current and future expenses.</li>
<li>This helps identify discrepancies early and ensures the accuracy of financial reports.</li>
</ul>
<p>
<p>Construction Bookkeeping Services&nbsp; businesses face specific tax obligations, such as sales tax on materials and payroll taxes. Regularly review tax filings and work with an experienced bookkeeper to ensure all tax requirements are met. Job costing and budget tracking for each project, helping you manage expenses and identify cost overruns. Integration with QuickBooks, ensuring seamless synchronization of project costs with accounting records.</p></p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/construction-bookkeeping-services-a-step-by-step/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>GST Calculator: Calculate Your GST Amount Online under different Tax Slabs</title>
		<link>https://eolpl.org/gst-calculator-calculate-your-gst-amount-online/</link>
		<comments>https://eolpl.org/gst-calculator-calculate-your-gst-amount-online/#comments</comments>
		<pubDate>Fri, 22 Sep 2023 07:34:44 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=470</guid>
		<description><![CDATA[GST calculator enables you to find pre-GST and post-GST amounts based on specific GST rates. France was the first country to implement the GST in 1954; since then, an estimated 140 countries have adopted this tax system in some form or another. Some of the countries with a GST include …<p> <a class="continue-reading-link" href="https://eolpl.org/gst-calculator-calculate-your-gst-amount-online/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/accounting-software-for-startups-3a96-225x300.jpg" width="451px" alt="calculate gst"/></p>
<p>GST calculator enables you to find pre-GST and post-GST amounts based on specific GST rates. France was the first country to implement the GST in 1954; since then, an estimated 140 countries have adopted this tax system in some form or another. Some of the countries with a GST include Canada, Vietnam, Australia, Singapore, United Kingdom, Spain, Italy, Nigeria, Brazil, and India.</p>
<h2>What is the GST Exclusive Amount?</h2>
<ol>
<li>GST calculator is an online ready-to-use calculator to compute the payable GST payable for a month or quarter depending on the amount.</li>
<li>It seems that not many people like the GST, however in reality it did replace a number of state and federal taxes at the time.</li>
<li>That’s why tax invoices are one of the business receipts you need to keep.</li>
<li>Save taxes with ClearTax by investing in tax saving mutual funds (ELSS) online.</li>
<li>To work out the cost including GST, you multiply the amount exclusive of GST by 1.1.</li>
<li>While there are certain goods including electricity, alcoholic drinks, petroleum products that are not taxed under GST.</li>
</ol>
<p>The GST is the portion of the product price you pay to the Australian Tax Office (ATO). Wise business accounts are not yet available for companies registered in India. With Wise you get the real mid-market exchange rate every time, with no markups and no hidden fees.</p>
<h2>GST- Goods and Services Tax</h2>
<p>QuickBooks Cash Flow enables you to forecast GST and other tax liabilities to make the BAS process more straightforward. When you produce an invoice or expense, QuickBooks will automatically determine whether GST needs to be added. Use reports like &#8220;Transactions without <a href="https://www.simple-accounting.org/50-off-1800accountant-coupons-promo-codes-coupon-2/">1800accountant</a> GST&#8221; and &#8220;Transactions by tax code&#8221; to fully understand the calculations that make up your BAS. Try Wise today, to see how simple it is to access international payments for less. To calculate IGST, just multiply the taxable amount by the appropriate GST rate.</p>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-42mcsPkevlbhaAgQ.png" width="455px" alt="calculate gst"/></p>
<h2>How Is GST Calculated?</h2>
<p>The manufacturer saves Rs.160 on a cost of 1000 points i.e. 16%					savings on the cost due to change in tax. Select GST rate and enter any two values to calculate the third one. Sometimes you need to subtract GST to work out how much GST is included, or the pre-GST price. If you drive a taxi or are an Uber driver, you must pay GST regardless of your annual income.</p>
<h2>REGISTERED OFFICE</h2>
<p>Goods and services tax should not be confused with the generation-skipping trust, also abbreviated GST (and its related taxation, GSTT). The term GST exclusive amount refers to the price of the product/good which does not include the GST amount. Sign up now to experience the future of payments and offer your customers the best checkout experience. The GST calculator can be used by people who are in connection with any sort of trade &#8211; buyer, manufacturer, and wholesaler as well.</p>
<h2>What are different tax heads under GST?</h2>
<p><img src="https://www.kelleysbookkeeping.com/wp-content/uploads/2022/02/accrual-basis-of-accounting-definition-1f78-300x218.jpg" width="455px" alt="calculate gst"/></p>
<p>To calculate this amount,  the GST amount is subtracted from the product&#8217;s GST inclusive value. Central Goods and Services Tax (CGST) &#8211; This is applicable to the transactions  done <a href="https://www.simple-accounting.org/comparability-principle/">https://www.simple-accounting.org/comparability-principle/</a> within state boundaries or at the intrastate level. This is an online Indian Goods and Service Tax Calculator which gives you the amount of GST applicable on the transactions.</p>
<p>Since the introduction of GST, taxpayers can understand the taxes applied on goods and services at different stages of the production cycle. To calculate GST you’ll need to know which GST slab the product fits into. The previous system, with no GST, implied that tax was paid on the value of goods and margin at every stage of the production process. This would translate to a higher amount of total taxes paid, which was then carried down to the end consumer in the form of higher costs for goods and services. The implementation of the GST system in India was, therefore, a measure that was used to reduce inflation in the long run. Critics point out, however, that the GST may disproportionately burden people whose self-reported income are in the lowest and middle income brackets, making it a regressive tax.</p>
<p>There are basic calculators online, which might be helpful if you don’t have a proper POS system in place. But the best way to do it is with a comprehensive POS system that handles everything. You’ll enter product prices in, and GST is calculated automatically. This means GST is shown clearly on receipts, and the figures are automatically recorded in your accounting program when you make a sale.</p>
<p>For calculating GST, the taxpayer should know the GST rate applicable to various categories. Enter the total amount payable for a purchase after all applicable sales taxes are applied. More recently, the GST and PST have been combined in some provinces into a single tax known as the Harmonized Sales Tax (HST). Prince Edward Island was the first to adopt the HST in 2013, combining its federal and provincial sales taxes into a single tax. Since then, several other provinces have followed suit, including New Brunswick, Newfoundland and Labrador, Nova Scotia, and Ontario. It will calculate the total cost of production, CGST, SGST, and total tax.</p>
<p>Consumers have to pay this tax for all goods they purchase and all the services they avail. As such, it is paramount that one understands how to compute GST accurately. The GST calculator gives you an accurate split of tax components and is a time save when calculating total cost of goods and services and the tax amount.</p>
<p>There’s just a low , transparent charge which can work out much cheaper than your regular bank, or alternatives like PayPal. For the PST rates of previous years, go to the respective province&#8217;s website. To work out the cost including GST, you multiply the amount exclusive of GST <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a> by 1.1. Yarilet Perez is an experienced multimedia journalist and fact-checker with a Master of Science in Journalism. She has worked in multiple cities covering breaking news, politics, education, and more. Her expertise is in personal finance and investing, and real estate.</p>
<p>ClearTax offers taxation &amp; financial solutions to individuals, businesses, organizations &amp; chartered accountants in India. ClearTax serves 2.5+ Million happy customers, 20000+ CAs &amp; tax experts &amp; 10000+ businesses across India. Can you imagine manually calculating this for every product, and doing it every time you make a sale? It’s extremely time-consuming, which is why it makes sense to let POS technology do it for you. Millions of companies use Square to take payments, manage staff, and conduct business in-store and online.</p>
<p>Value-added tax (VAT) and goods and services tax (GST) are similar taxes that are levied on the sale of goods and services. Both VAT and GST are also indirect taxes, which means that they are collected by businesses and then passed on to the government as part of the price of the goods or services. Only a handful of countries, such as Canada and Brazil, have a dual GST structure. In Canada, for example, the federal government levies a 5% tax and some provinces also levy a provincial sales tax (PST), which varies from 8% to 10%.</p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/gst-calculator-calculate-your-gst-amount-online/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>4 Ways to Find Scale Factor</title>
		<link>https://eolpl.org/4-ways-to-find-scale-factor/</link>
		<comments>https://eolpl.org/4-ways-to-find-scale-factor/#comments</comments>
		<pubDate>Mon, 31 Jul 2023 19:18:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=494</guid>
		<description><![CDATA[A&#160;scale factor&#160;in math is the ratio between corresponding measurements of an object and a representation of that object. The scale factor can be calculated when the new dimensions and the original dimensions are given. However, there are two terms that need to be understood when using the scale factor. When …<p> <a class="continue-reading-link" href="https://eolpl.org/4-ways-to-find-scale-factor/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-2.png" width="254px" alt="scalefactor"/></p>
<p>A&nbsp;scale factor&nbsp;in math is the ratio between corresponding measurements of an object and a representation of that object. The scale factor can be calculated when the new dimensions and the original dimensions are given. However, there are two terms that need to be understood when using the scale factor. When the size of a figure is increased, we say that it has been scaled up and when it is decreased, we say that it has scaled down. One of the standout features of Scalefactor is its responsive and helpful customer service. Customers have praised the support team for their attentiveness and willingness to educate them about accounting principles.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/ad7788cb-c75f-4699-8cbe-80cb6283a913-300x200.jpg" width="256px" alt="scalefactor"/></p>
<h2>Product Details</h2>
<p>“We really thought we could automate the entire back office of a small business,” said Kurt Rathmann. She was offered a partial refund on the condition she not discuss her experience. See if you can put what you learned about scale factor to the test with this quiz.</p>
<ul>
<li>Even in this case, the scale factor can be calculated by a formula, which is another version of the basic formula.</li>
<li>In summary, Scalefactor serves as an outsourced bookkeeping, tax, and financial department for companies at a fraction of the cost of hiring in-house expertise.</li>
<li>Because of the value of the scaled numbers, they cannot be stored in 8bit integers; they will require at least 14 unsigned bits, or, more realistically, 16.</li>
<li>In the early stages of the Big Bang, most of the energy was in the form of radiation, and that radiation was the dominant influence on the expansion of the universe.</li>
<li>Users have found that the software allows CFOs to focus on financial goals rather than getting caught up in daily data entries.</li>
</ul>
<h2>Operations on scaled values</h2>
<p>Also, all dimensions of the object must be scaled by the same scale factor. If we compare two objects and find a different scale factor, this means that the two objects are not similar, and there is no scale factor. In summary, <a href="https://www.bookstime.com/articles/scalefactor">scalefactor</a> serves as an outsourced bookkeeping, tax,  and financial department for companies at a fraction of the cost of hiring in-house expertise. Despite some glitches and concerns about overselling, users have found value in this software&#8217;s ability to systematize accounting processes, freeing up time for CFOs to focus on strategic financial goals rather than daily data entries. If the shorter side of the smaller triangle is 8 centimeters, find the length of the corresponding side in the larger triangle.</p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/Wc8UV-tHM30' frameborder='0' alt='scalefactor' allowfullscreen></iframe></div>
<h2>Scale Factor</h2>
<p>When the scale factor is greater than 1, each dimension of the original figure is multiplied by this factor to obtain the corresponding dimension in the enlarged figure. Many of these values have been truncated because they contain repeating <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> decimals, which follows from the chosen scale factor (elevenths do not terminate in decimal). When storing these in our fixed-point format, some precision will be lost (in contrast to the exact values of the original integers).</p>
<ul>
<li>“This gave them a push for sales,” Stang recalled the ScaleFactor employee saying.</li>
<li>Suppose the current rectangle has a length of 8 units, a width of 4 units, and we want to increase the width by a factor of 1.5.</li>
<li>If you want to know what is the length under conversion at different scales, try this scale length conversion tool,it helps us calculate the length quickly.</li>
<li>Scale factor is a number that is used to draw the enlarged or reduced shape of any given figure.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/3358fd1f-719d-465b-8b96-c84e957aeef3-300x200.jpg" width="257px" alt="scalefactor"/></p>
<p>The staff goes the extra mile to find answers to customers&#8217; questions and understand their business needs. Furthermore, Scalefactor provides greater visibility and facilitates good communication among teams, making it easier to collaborate on finances. This means that each side of the original shape is multiplied by the scale factor to determine the corresponding side in the resized shape. A negative scale factor not only resizes the shape but also reflects or flips it.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/d46b447b42.jpg" width="253px" alt="scalefactor"/></p>
<ul>
<li>Conversely, a scale factor of one-third indicates that the new shape is one-third the size of the original.</li>
<li>Scale Factor is the ratio of dimension of size changing shape, that tells you how much bigger or smaller a new object is compared to its original version.</li>
<li>Users have found Scalefactor easy to use and appreciate how it simplifies tasks such as managing invoices, filing taxes, and importing bank statements.</li>
<li>But ScaleFactor used aggressive sales tactics and prioritized chasing capital instead of building software that ultimately fell far short of what it promised, according to interviews with 15 former employees and executives.</li>
<li>Covid-19 swept the United States the following month, and existing customers weren’t buying in; Robert and Cornelia Stang balked after being told their contract would jump from $500-a-month to $1,700.</li>
<li>For example, with a scale factor of 0.5, the new square will be half the size of the original on each side.</li>
<li>Despite some glitches and concerns about overselling, users have found value in this software&#8217;s ability to systematize accounting processes, freeing up time for CFOs to focus on strategic financial goals rather than daily data entries.</li>
</ul>
<p>The scale factor can be calculated if the dimensions of the original figure and the dimensions of the dilated (increased or decreased) figure are known. For example, a rectangle has a length of 5 units and a width of 2 units. Now, if we increase the size of  this rectangle by a scale factor of 2, the sides will become 10 units and 4 units, respectively. Hence, we can use the scale factor to get the dimensions of the changed figures. The cosmological constant is given the symbol Λ, and, considered as a source term in the Einstein field equation, can be viewed as equivalent to a &#8220;mass&#8221; of empty space, or dark energy.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/76cd89eb83.jpg" width="253px" alt="scalefactor"/></p>
<h2>Scaling Up:</h2>
<ul>
<li>“We really thought we could automate the entire back office of a small business,” said Kurt Rathmann.</li>
<li>In this case, scaling is done by inserting a binary point between the first 4 bits and last 4 bits of each number.</li>
<li>Similarly, for squares, compare corresponding sides, and for cones, compare slant height, radii, or volume.</li>
<li>Recent measurements of the change in Hubble constant with time, based on observations of distant supernovae, show this acceleration in expansion rate,[14] indicating the presence of such dark energy.</li>
<li>Acumatica delivers a set of cloud-based business software applications with dashboards, reporting tools, integrated document management, centralized security, and customization tools.</li>
</ul>
<div style='text-align:center'><iframe width='562' height='318' src='https://www.youtube.com/embed/erLY6D2gC5o' frameborder='0' alt='scalefactor' allowfullscreen></iframe></div>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/4-ways-to-find-scale-factor/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Best Invoice Software for Small Businesses Wave Financial</title>
		<link>https://eolpl.org/best-invoice-software-for-small-businesses-wave/</link>
		<comments>https://eolpl.org/best-invoice-software-for-small-businesses-wave/#comments</comments>
		<pubDate>Thu, 06 Jul 2023 16:51:26 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=412</guid>
		<description><![CDATA[Any connections between you, your bank accounts, and Wave are protected by 256-bit SSL encryption. Impact on your credit may vary, as credit scores are independently determined by credit bureaus based on a number of factors including the financial decisions you make with other financial services organizations. NerdWallet interim reporting …<p> <a class="continue-reading-link" href="https://eolpl.org/best-invoice-software-for-small-businesses-wave/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-Cs4jLKPa6nJSvWHQ-150x150.png" width="454px" alt="my.waveapps"/></p>
<p>Any connections between you, your bank accounts, and Wave are protected by 256-bit SSL encryption. Impact on your credit may vary, as credit scores are independently determined by credit bureaus based on a number of factors including the financial decisions you make with other financial services organizations. NerdWallet <a href="https://www.accountingcoaching.online/interim-reporting-accountingtools/">interim reporting</a> independently reviews accounting software products before determining our top picks. We collect the data for our software ratings from products’ public-facing websites and from company representatives. Information is gathered on a regular basis and reviewed by our editorial team for consistency and accuracy.</p>
<h2>Accept payments online</h2>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-fZ017PtrI6zlu3nS.png" width="452px" alt="my.waveapps"/></p>
<p>Give your customers the option of paying with one click using a credit card, bank transfer, or Apple Pay. Create beautiful, free invoices that reflect your business branding. Automate overdue reminders, set up recurring bills, and add notes or terms of service with ease.</p>
<h2>Accountant-friendly software</h2>
<p>Includes tools that help automate the reconciliation process and auto-categorizes transactions for you in the Pro plan, but you can’t set up your own bank rules; no global search function. Christine Aebischer is an assistant assigning editor on the small-business team at NerdWallet who has covered business <a href="https://www.simple-accounting.org/">https://www.simple-accounting.org/</a> and personal finance for nearly a decade. Previously, she was an editor at Fundera, where she developed service-driven content on topics such as business lending, software and insurance. She has also held editing roles at LearnVest, a personal finance startup, and its parent company, Northwestern Mutual.</p>
<h2>Wave Financial Inc</h2>
<ol>
<li>You can also manage late payments more efficiently through e-invoicing by setting up payment reminders to send to your customers before an invoice due date.</li>
<li>Wave’s free plan offers a decent number of features, like unlimited invoices, that are not always included with other free accounting software options, let alone paid accounting software plans.</li>
<li>Approval to use online payments is subject to eligibility criteria, including identity verification and credit review.</li>
</ol>
<p>However, this does not influence our evaluations. Here is a list of our partners and here&#8217;s how we make money. Know when an invoice is viewed, becomes due, or  gets paid, so you can stay on top of your cash flow better than ever. Easily monitor and keep track of what’s going on in your business with the intuitive dashboard. The quick summary allows you to stay in control of your business finances, including a task list of outstanding items.</p>
<p>Visit your dashboard or use your invoicing or accounting features, and click the peach “Upgrade now” button. Learn more about changing subscription periods and plan types, and how to cancel your Pro subscription in our Help Centre. These ratings are meant to provide clarity in the decision-making process, but what’s best for your business will depend on its size, growth trajectory and which features you need most.</p>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-wM981KjlyQXDF3vz.png" width="452px" alt="my.waveapps"/></p>
<h2>Chart of accounts: What it is and how it works</h2>
<p>Wave Accounting can be a great option if you run a very small service-based business or don’t need more advanced features that alternatives might offer. For small businesses any larger than that, however, Wave is limited. Unlike competitors, Wave doesn’t offer many advanced features to increase the software’s functionality. It’s also missing an audit trail and third-party integrations. Although accounting and invoicing are separated into two different product sections on the Wave website (shown similarly below), they don&#8217;t require separate accounts. These solutions are integrated within your dashboard and you’ll access them both through your single Wave login.</p>
<p>Set up invoice reminders to automatically email your customers when payment is due. Every invoice paid means more revenue coming into your small business. Create and send professional invoices to your customers in seconds. When everything is neatly where it belongs, tax time is simple. Wave’s smart dashboard organizes your income, expenses, payments, and invoices.</p>
<p>Get paid in as fast as 1-2 business days1, enhance your brand, and look more professional when you enable payments. Customers can click a Pay Now button on invoices and pay instantly by credit card, secure bank payment (ACH/EFT), or Apple Pay. You can accept credit cards and bank payments for as little as 1%2 per transaction. Wave’s mobile receipts feature lets you instantly input expenses into Wave. With Wave’s web-based invoicing software, you can create and send invoices for your business in just a few clicks from your computer.</p>
<p>Allows an unlimited number of users in the Pro plan, but is not complex enough for businesses with more than a handful of employees; ideal for very small service-based businesses, freelancers or contractors. A common issue when invoicing in Microsoft Word, Excel, or other DIY solutions is making calculation errors. Wave&#8217;s invoicing software for small businesses removes the worry of making these errors because calculations are done for you, including the taxes. The Wave app lets you easily generate and send invoices to your clients wherever and whenever you need to.</p>
<p>Be your own accountant, thanks to Wave&#8217;s automated features, low cost, and simple interface. This app is super helpful, the main issue I have while using it is the lag. When inputting information the character count for it is super slow/delayed <a href="https://www.business-accounting.net/what-is-the-difference-between-net-revenue-operating-income/">https://www.business-accounting.net/what-is-the-difference-between-net-revenue-operating-income/</a> to where it forces me to stay on a certain page until it registers that information has been inputted. After inputting information and trying to click done at the bottom it will not register unless I swipe the keyboard away.</p>
<p>Subscriptions will auto-renew until you choose to cancel. Automate the most tedious parts of bookkeeping and get more time for what you love. Ready to invoice in  style, bookkeep less, and get paid fast?</p>
<p>When you reconcile your books, you’ll navigate to the “Reconciliation” tab within the Accounting menu. If you need to manually edit, add or remove any transactions, you can do so on the Reconciliation or Transactions pages. Next, you can add sales tax (if necessary), create customer profiles and customize your invoice templates. You can sign up for Wave quickly and easily online. After providing a few basic details about your business — name, type, currency you use, address — you’ll have instant access to your account. Can manage multiple businesses for free under one account; lacks project tracking tools, industry-specific reports and transaction tracking tags.</p>
<p>All you need is an Internet connection and a browser! If you’re on-the-go, you can also send invoices from your phone or other mobile device using the Wave app. You can effectively analyze the financial health of your business, find ways to generate more profit, and move forward with your business plan. Manually creating invoices in Microsoft Word or Excel can be time-consuming and difficult to manage. Digital invoicing empowers your small business by automating invoice processing and saving time by tracking key invoice data like upcoming and outstanding invoices.</p>
<p>Clicking done in the top right corner works half the time, with it also glitching and forcing me to start over everything by taking me back to whatever page I was on prior to creating a new contact or new invoice. The import from contacts button does not work at all and the layout to get to customers invoice is great after learning where it is. Not being able to see or input the expenses unless I pay for the quick receipt plan in app is kind of a bummer. I’m glad the option is still available online and the system works great and the amount of different charts available is super helpful. Bank data connections are read-only and use 256-bit encryption.</p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/best-invoice-software-for-small-businesses-wave/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>QuickBooks Online Login: Sign in to Access Your QuickBooks Account</title>
		<link>https://eolpl.org/quickbooks-online-login-sign-in-to-access-your/</link>
		<comments>https://eolpl.org/quickbooks-online-login-sign-in-to-access-your/#comments</comments>
		<pubDate>Fri, 13 Jan 2023 11:36:14 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=358</guid>
		<description><![CDATA[Designed for beginner or advanced tax pros, plus earn CPE credits. There is no need to download QuickBooks Online because it is connected to the cloud, which means you can access it from any device with an internet connection. You can download the QuickBooks online mobile app from the Google …<p> <a class="continue-reading-link" href="https://eolpl.org/quickbooks-online-login-sign-in-to-access-your/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<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="259px" alt="quickbooks live"/></p>
<p>
<p>Designed for beginner or advanced tax pros, plus earn CPE credits. There is no need to download QuickBooks Online because it is connected to the cloud, which means you can access it from any device with an internet connection. You can download the QuickBooks online mobile app from the Google Play Store or Apple App Store. To review QuickBooks Online, we set up  a free online account with a demo business so we could test the software for ourselves.</p>
</p>
<p>
<h2>QuickBooks Online’s cons</h2>
</p>
<p>
<p>Information is gathered on a regular basis and reviewed by our editorial team for consistency and accuracy. Whether you decide to manage your bookkeeping on your own or work with a professional, you’ll have no trouble accessing online resources for QuickBooks Online. The company offers video tutorials, webinars and training classes, as well as community forums, support topics and other resources on its website. You have the option of contacting QuickBooks customer support directly for any help you may need too.</p>
</p>
<p>
<h2>Best Free Accounting Software for Small Businesses</h2>
</p>
<p>
<p>You can enter sales and cost prices and other descriptive information. If you want to accept payments electronically, which usually helps you get paid faster, you can sign up for a payment service and let your customers pay you using a credit card or bank withdrawal. The site also allows you to enter and track bill payments and record your tax-deductible business mileage. If you sell time-based services, you can enter your hours and bill customers for those services and for any expenses you’ve incurred on their behalf. QuickBooks is an easy-to-use accounting software that can help you automate tasks such as bookkeeping, invoicing, expense tracking, inventory management and more.</p>
</p>
<p>
<h2>&#8220;Having a trusted person I can turn to is a game changer&#8221;</h2>
</p>
<p>
<p>It is reassuring to see a friendly face on the screen without having to set up an online meeting on another platform. The video chat is imbedded in your personal screen area, and it worked very well in our sessions. Because you’re assigned to a primary bookkeeper and his or her team, you know that they’re up to speed on your financial situation. We were able to do a test drive of <a href="https://www.hieroglyphika.info/a-simple-plan-2/">https://www.hieroglyphika.info/a-simple-plan-2/</a> to see firsthand how it worked and were pleased by three of its key attributes. First, it’s very structured, thanks to the QuickBooks Live Hub, which is available 24/7.</p>
</p>
<p>
<p>We have been an industry leader for 40 year and are trusted by over 7 million customers globally. Like QuickBooks Online, FreshBooks excels at offering professional, customizable invoices that are easy to draw up both online and via the mobile accounting app. Its well-organized dashboard includes <a href="https://russellcrow.ru/publ/20-1-0-104">https://russellcrow.ru/publ/20-1-0-104</a> a client portal business owners can use to collaborate with their customers on generating quotes, approving estimates, creating invoices and accepting payments. QuickBooks users can create customizable invoices, estimates and quotes from both the mobile app and browser interface.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='317' src='https://www.youtube.com/embed/v0z56foNZYM' frameborder='0' alt='quickbooks live' allowfullscreen></iframe></div>
</p>
<p>
<h2>Best Online Bookkeeping Services for Freelancers 2024</h2>
</p>
<p>
<ul>
<li>QuickBooks reserves the right to change pricing, features, support and service at any time.</li>
<li>It only takes a few minutes to get up and running once you connect your bank account to QuickBooks.</li>
<li>This serves as the foundation for all content, demonstrating a clear dedication to providing valuable and reliable information.</li>
<li>Our expert industry analysis and practical solutions help you make better buying decisions and get more from technology.</li>
<li>Our experts are here to help with the switch &#8211; every step of the way.</li>
</ul>
<p>
<p>There is no need to download QuickBooks Online because it is connected to the cloud, which means you can access online accounting from any device with an internet connection. You can download the <a href="http://www.aboutdc.ru/page/653.php">http://www.aboutdc.ru/page/653.php</a> QuickBooks Online mobile app from the Google Play Store  or Apple App Store. For one thing, it limits the number of invoices its customers can send each month to 20 with the cheapest plan.</p>
</p>
<p>
<h2>The Best Reports in the Business</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBAoKCAoICAgKCAgICAgICAgICAgICAgICAgICAgICAgIChANCAgOCggIDRUNDhERExMTCA0WGBYSGBASExIBBQUFCAcIDwkJDxIQDw8SFRISEhISEhISEhISEhUSFRISEhISEhIVEhUSEhUVEhIVEhUVEhUVFRIWEhUSFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAEAAgIDAQEAAAAAAAAAAAAABQYEBwIDCAEJ/8QAThAAAQMCAwQFBwcJBgUEAwAAAQACAwQRBRIhBgcxQRMiUWFxCBQygZGhsRUjQlJys8EkJTNzdLK00eE0YnWCkvBDU2Oj8TVkotIWZaT/xAAbAQEAAwEBAQEAAAAAAAAAAAAAAQIEAwUGB//EADcRAAIBAwMDAgQDBgYDAAAAAAABAgMEERIhMQVBURMiBjIzYRSRsSNCgaHR8BZjcaLB4QdSU//aAAwDAQACEQMRAD8A8ZIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCuWxR/Jn/AK533capquGxv9mf+ud93GhKLFhlX0cjT2uA9SvzKkOZe44dvctWvdre/BWrZ3EMzA0nUaLhUjsaKUtzDxd1pye8W8bq3Vs8kdDmN7FthfwVVxWK93Hk74EK7bbuAwuHKOLG+u4C0WpyuOTP3NYZ+TS1DtC8Odr61q/b2nL66XsDv5rce7Hq4flHOP8ABap2vZ+WS/aWm8T0I5WyTZR5aUtXVkPYpmqZxXRHCsUIs2NYIxdsD9VmupgudLQB0jWnS7gPaQvTsbaUqiS8nKpLCbM2MHL8V1G9+F1tak2VpxACRrYXPabLrbgtO36A9i/TZdAhVilnGF4PlLf4jhVnKNOMnpeODV8cbzwafYV3x0cp4RuPqK2fBTQt4MHsC+yvjbwYPYFw/wAM20dpzN8epV5cU/zNcQYPM46RkeKk6LZadx9G2n8lbm1gB0Fu/RSVDXfDs8FEujdNpLeTf8S8bi7k94pIq1NsRMeLgsxmwhB6z1cG1+nJYNdiZAJ7B8FxjT6ZTfC/U7YuJLlIpG0ezZit0fW9ag/k6b6oH+ZTWL4vLMSGkNsVENdIX2dKT4L5jqtWM679DCjgovVWzeTokw+QHUj2rPw6kiaz57V3uUlQUoJBdd2ikZqeO2kY8SvFqVai5ZaNOec5K69sOuRuvhZZFDxWdVwMDCQ0XWHQjVeJfybe57fTl7dyvb2f7LH+0s+6mWsls/e2PySP9pZ91MtYLpaPNM53f1AiItJmCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCtux5/Jn/AK537kaqStux5/JnfrnfuRoDOkUvszGbk8lFht3Bo5mytFDTZIx26KsjtT5OeLttSuf6/epjaiva+ggjB1yxfALF2lpz8mFwHFpVc2alfUSQRHUZox7F3tI7nKu9zee7On/Jg0j/AIZ+C1Nt3DaulHet77BUuRpaRwYVpfeZHbEJO/X3ldLuXtRFt8xSakBcIAFyrm6+KzsBp4iCZncOF7rJTka5Sw8EY8arsoT86w8s7b/6gs6uo2Wc6J12jxWDhhzyCw0a4E+or1bG6jCosvG6OFVaotG531AMLcvMBQ9RMblcG4zDkaxrgHADTvWFPVNN9eK/VL3qVKFFaZrfw0fKdF6dKkpNxay3yvudpl14rqqJSujpOzVfJHX4L4246hUk9mz6NU0uUc86zqKX4KLYeSyqV68mrdzfc6pE10lwsOoOhB7CuUMvJYVdLr+CxO4kyxS8Se5sjmxgk6k21Ud8qSNd+jN+2ytE+0kdJIHOpxJfQ8PxXyr3nREWFD7h/JY6txNMpoTOeDipe0ObYXHsXLFBVM0c/v0CizvGeBaOlygcLWUbX7a1Ev8Awh431Wd1JMsopEpC6cvIe85R7FJ4fyVWwvGZ5ZrPGVttQrRQHULBds9GzWEQO9v+yR/tLPuplrBbO3tf2SP9pZ91MtYrvafT/iZrv6gREWoyhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBW3ZBv5K8/wDWd+5GqkrdsgPyV3fO4f8AbjUoE9s9TdJML8GlWis0NgunZehyxl9uK7a/0h4qGdok7j0YdhAAH0dVXt0dFnxGFgGgN/YCFsDH8PDcKa1oFy1pOnaLqtbkGBuJtceLSbeOq02qxlmeuz0BhmFdG5xJ+iBb1Fef97Mdq91uz8SvRNPUudIc2g0t36Lz5vhFq8+Huuq145gzpa7yNb4k6wuvuFnNG480xn0F27MMvE/x/BYaG8TRVlpmmfaGcdC5pNuI96xsJeGyX71i1cdswGg14eK6KJ7tB6780lTbKTeXksVS9pJLT1geSyKgSCMOF+HFVmSUtk0J1I93/lbXwXD2zUjTpewvpzU1JOjTW/BXW5M118oSNKzMJxSSSZsf1iBc9vNTOIYVlc5thz5Ku+ZzxzteyMkNeDmtou1C+lKOzLzptLLNuswNgpg4t6+UG4vxVMrphGTfvWyMEnz0jc3EtF/G3Ba92ggYJntdqCDbxWqlcbZluZJNqRh0eOMvq4d6+VuIsceq4Wt2qiVzQ2VwzFuump1XB0xHB/vWt1KT7HREzjmV5BcRYKMIhHMLpijfN1bk+GqlsO2YafTY8+F15tw46tjpGeFsRpqIhyC6n1kfJvuVmbsvAOML/XddnyFEBYQHxN/xXDB0VRsr2DVjTLYN4hXLDGfzUazA2scHiMj13UzhgWK6NltuVfewfyWP9pZ91MtZrZW9n+zs/aGfdyrWq0Wn0zHd/UCIi0mYIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAK+7t8PdLAbNu3zhwJtwIjiP4hUJbz3BwtOEzOIGYV8oBty83pT+KIE2ynyMDewKHlZeZo7XBWOvGp8FARMJqGAcS9vxRcnVcGydpSG0YadQGN07dAqlugo3GuEwFmiRwJ7l27wMRfGGRuN7tHuCmd0REcUemskhJ9a2UViDZlqbs3LhkF3E9wWkt++FBlR0naF6Fwqm6ua3L8FpjfxFmJI1DbqUso7220jz/jfoFd+xRuyQdi4Y03qELI3fR3EoXm0VjJ3uPmMGsjBzX0NzoVHUDRqD2ru2jeWSvAP0io3CJyb35qz4KJ5wSkOV0rQfRudeXJba3ZC5ycW8gFpMTlsrb6DP7ittbuqzLO0X0Nh7bLjeR1UWUW0ic21ockmbkeBUjg8Mb6IgAZgNdFK7f0YMQcOwKF2RkDY3McRr3rx+n11vHwemqLnTyux2YVJZrmdhVc2rpxma8i4vr71kDFQKt8THAgHXXh23WRj7RJE4DiBcL36Mk00eTViag25pmsma5nAjXuP+yo7DIWuFjxPBWXa6lBp76lzTroszcthcVRPaQXykDX+SvqwWRiYHTz0fz/AEGdrtBcH2q00u005b+iaz1LejtnacxNYYgW2HIKq7T7PU7W6RgeAUSm5diVhM0ltBtfUAm2VqgztVUO4yW56BXraPZ+N5sxmveqdiOzj2a5BYKvB2jCMu4wvGJZJMrpCW9luKt+GcFTsLosjr2tw/FXDDj8F592braOCp72v7Oz9oZ91KtaLZW9r9Az9oZ93KtarTafTMN39RhERaTMEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFvbcCfzRP/iEv8NSrRK3nuEP5pm/xCX+GpUCLNXnj4KL2aZmroQf+YNPWpHEnaE+Kxdi3D5QiJ5Ovp3KYnTOx3754iKlg/u8vYp7Y5gjipgDY3aq7vZqg+uaL8AB71lYdI5ktPe+XOwepaU0qRla9zPQ0QkFOXCQ3DLgDwWitvNoWkyQynr3cNVunz+OOAGR+UdHxK89bU0grK+YxOBaLkcO9ccOM4+Gb7Rxzua/xhwDSe5Z27fUyD+7dYO01OYw5h4hZe7OQNfIXuAbk4ngPFU0pSZNzzsQ20sN6p7Twuo1lKGPFuakdqK9nnL3McHAG1x2qGqK9zzoLd9lxyzlhIk6uBpGuh01Vm2XxZkD2Pe6+W3DXUdyo8ec8Tcf74nku1shbwNyOIb/9lEllYYNw7Qb0Ipo+i6JwIFs5AN+5rfojvVErtqZ3XbC/omWOo9O3ZmVWklcTwyi99Te/rXx0hyk8h8brLSs4Qepdzqq8ksZJXDsVe2bpMxLnEak8bcc3j+KuMG2nUAkaC/UOAFgDfTXs1Wu6Swu5173WZA4OvfS+l/xWxbHJ7l2qqlkkBNuq9pdr2cD8F3bnpWU9U4W4uBAVQMzyQ08CGhovppyH++azMJqZI5j0bsrj6R+KtkjSen59pWhjczDaw61tFVNpNoA4Wa3TtVS2KxOWd3RzSDICC4HXq3sPBWXG8KZoWv6vEBSijKTtdUuYwvZxty71r/CMZnfP0cpJa+4F+Wo/qtg7TPA4+iFR5auHp2ZSL3UMk6mukbVlnFmhHvVsw7ioGSpYZ7CxNuKnsNOqwXZ6NpwVTez/AGdn7Qz7uVa1Wy97X9nZ+0M+6lWtFotPpmW7+oERFpMwREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAW8Nw5/NU37fL/AA9KtHrdu4o/mqb9ul/h6VCY8lmxM9Urv3X0jZcSYHmzWtc72cFi4qeqV92DjkdV3hJDmhtza4sXarpFbF2SG8HZtz8TuCMmlra31UjiFCAYhmsY3NJJ7G8VLYg1wr4RJY5r3PIq+z7J00gEj28r2HC9uxTThKpHY5xhuVfamPzukbFFIQbAFw0stVU1IaGu6Fz8+cG59fG5W+/kaNoyNFm+/wBSgdqcCoKeJ9ZUgARtJzn0r93fwXb0pPnsXhHS8nnPeObPJ4X/AJqjOriAWsJF9DY8Qprb/H21VS8xNyQtcQ3tLb6E/FVi+qyT52OtSeTnx1Jsu9j7iw0A4dp8exY112MGmg8VU5GWKgkWHrP9Oa+CUnQad/apHCsLu0PeCWu0DhwvyF+RWYcDOYAAk3FgBY6kcexQWIRjMwtc3PwWXDREhvc4309im6TC7nUWcLjv0NlO4bgZJu1t2363cbclRssolUkoQ6NwB6zHDl6TbEE+1faOkuQ21rDj2lXmm2We65awi981wfxXCn2akaeByg6O5HuB7FXUX9MqHm7mvJPBo6vjYE/ELJcNQR9Ljbl3q702yhmdkaLusSRyHC9x6l0YzsXUU3XMeZrgADroNfamtFvTaM3YaEMs/QvsQG83Ht4cld8Qkd0d3NLRa4uOfMXWucHc6Pg3K762pd71Mz4/LkyOkL229G1sruF+d101pHJ02+CA2lIneYjIIm31cbX9Sr0+y1GzrGu63H0hx9q4bR0Es7y5vV15KCk2Zl5uUepEj0peCQpqNjKm8c3SDxBVvw3iqXgeDOhlzuNx/JW2lqg08L6XWW59z2NtsnFblf3tf2Zn7Qz7qZazWw951TnpmftDT/25VrxaLZYgZbp/tAiIu5mCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC3XuMdbC5v26X+HplpRbj3LuPyXNbj57Kf+xTISi14kxzhZoJPcFGYLtE+ilfkbdztCTpwU9s9izIpXGYXa4Zb9hXVHgLaiqdORlpwc3DQ69qtqw8F2tjIwbFKmoq4J5gWsD73II5L0FR1jCwda5sOenBaExWtLnxw0rdGEWsLk8OxX7DGTNawyAg2GhuONlstdK2Kp4NhTSMDS8kAW430/wDC8s+URvBFVMaGnI6Gncc7h9J4v1e8D8VsTfZte+loOhikDZZDyNnBgt7b39y8uVszpJC92pdqT2k6k+9RdVce1FmzFvfwX0xrvbGFzDFgIOqGC4vZSEUIFufv9Sxw8cBcEcuSmsEpCXgnhbxGqqyUZmzji0kfRd1XRnVpHeOSuNFhgcM0TgLa5HEdU24tPEcE2dwdmjnAFzjo3uHb7VsPBNnGuF8vcTb3D+feuU545NEKOrgrUWBMe8Pyg31OXrC5uDryV42K2T1sAcrrXzAj2K34DgEbbX17soN/Eq64bTNFrMDbdgCzzreDdStGQ2GbHR5LWN+d+azKrYiB7cpaDbgQFZ6dnYspoPYs/qSZs9GKKFhuyrIX2awi9rnLobXtqPH3qWr8EjkZlcxtrcMv8lZnNHZ/RdMsYVHJ5yWVOLPOe9PYp1GTVwD5i46QNBvGT9Ij6lytZ17+qHgam4cOVxbUd2o9q9fY7QtljfE9ocyRjmuBHIi2t1443n0U1BXS0mb5su6SEkcYnC1h4EAf5V6nT7ed5L0o4z9zz7yKoe/sdD5uSx5ZD4Kzbu6OKaDNNq6/NWwbP0n1QvtaXwLU0pzqJN74Sb/mfDX3xzbW1V03CTx3RqkPK7DItqHAKT6oR2AUn1Qun+Bv83/aYl/5Etf/AJzNDbwnXpWfr2/dyqiLd+/vDIYsNidELONdE0/ZNPUn4gLSC+d6l038BW9HVq2TzjHJ9B07qsOpUfXgmk21h87BERYDcEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFuTcoPzZN+2SfcUy02tybkz+bZe+tl+4plKJRMVLOuAdRfVW6HEh5uyCJt3O6oA43twIVSrx1itx+T7shDM01s1pC09Vp1sV0mloeSxObotgAwCrq2ddxu1pHDTTirVvGo2RRma1mMaXG2gAaLn3BW6BguBawHADhw0VK8ouqMWz1ZIPSERa3/Np+Kx0a3pyyjolseJd6W0zq2te/MXRsc5kQNrNaDyA8FVoQumd13d9yuyHgu0p6nk5M7muC+A+pdbQsmGEnioCMygw8yOAtq7gr9h2FBjGtA1Fg496ruynpHMdbgAnkANLepbDwiMZQXEcCTz5gX9/vVZF0T+wuDgvLzztYdg1W1KKEMYGt427u1U3ZXIALchck6Ky0s/ZxKwV2z17SKwWGidY27FO0Mqr9Ew2Fzqpmjcsx6UUWSkOl1lNKiKaRZbZkTQlTMl6xpyuQkXCR2iPcmMcGDVOuPVZeevKjwXNBDXMHWgkMUhHOJ/C/dm+K9A1Y1Wvd7eFecYZVRZcznQuc0f3maj16Lb065dvXjNFLqip02mecdhqgiM2NrFWplU/6yo2xzyGkd5vftGis7JV+6dP61F0I6tz8xvOh0atRylHclfOn/WXTU172j0lhdMsLEZtF6Eer0vCMM/hyhjZFb3u4g6SijaTe1Ux3shnH4rVavW8KS9O39e37uVUVfmXxfWjV6g5R40x/Q93pNqrah6a8sIiL5c9MIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALcm5Mfm2T9tl+4plptbm3ID82y/tsn3FMpRKJvFB1rrbvkwY1kmlpHOvm6zRy9nitT4w1WXcm90eJxyNNgXFjh3HUfBd3HMC2T106IDrFaT8qSvM+C1MEVwGWc8t+k1p4d39FuCsdI+IdGOIF+5UDaPY+SpjmikcAyWN7S066lpt71ip0V3JnVxsj8+3t6x8eK7o2qS2lw009ZPTHUwzPjPYcp/8LEibqrdyDlBELgKWhp9LAaroo4fpdinKSIOFwBc8NFDJSPmFMLeWp5/78FccHq/rCws0ado5WUDDFls3meazaV31dXF17dw0B9qjJZG0tnZrRakGxubniezwCs+FuzWN9Ctb7POc8gEnIziwekXc792i2JhJAaCAB3DgFkrYPStcltozp4LOppgoSmqx2rtbWC/rWI9iJa6afRZscirVLiAtpxUvQ1ALbk+3+qhI7pbEm1y+v4LCdXxAfpG9+vDj2cFwpsXjkacrgRrY9wXTSyrwZEtuZVexwAhw5c/xULtvvBpaFrullbnt1YwQXk8tOXiVqCt3lYpWE+YxZGOc6zy3MSD2C3LuXWnRb3OVa5pwWGytbT4L5niE7Gj5mWR0sR5ZX6lvdZ1wsXzhvNw/36193i4XWikFbW1Ur5HPDchblYM3YAqJlBYCC4v4uuRa3cvqrXqrhTUOcHy9zTTqPBfQ8cnA+CwsSd1fUoPZ6qDM4cdDb3X/AJrPq6oOBt2L06F/rwzK0uCo7buvA39c39yRU5WvbF3zLR/1h+5IqovK6tPVXz9kIrCCIi8wsEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFurcYy+Fzft0v8PTLSq3t5P8V8Jm/b5R/wDz0qmJKJjFouqsfZrEHU9QyRriA2RpNuy+vuUti0VvYVAMbq4LXT3WC3J7O2X2op5qNr4ndIWtAOW56xAv4KHqcUqJXkQUj3BzrXdo0jn48FqjyctpjTvlpns6Rjz0utwWCwb1e3wVv3lb6hSSebYfAJ5R6ZN7Cw4WA4/yXyXUuo3lK4dKjTyvJpp0k45Z5b8oPAJaXGpumjEZnPTADhZyoVKzVXzfRthU4rVNqKtrWPjYYwxgNmi99b8SqJAdb8l6lnOrKmnVWJdzlUjpZLR+iB3qSoj/AEUTTPFxcjRShxKNjeq27uHAm/aStJXGCSceFuPPvUvgtO23WtmPf6N+Cps+Kni1uh7+CyqDaGRh6kWcjkbke5VLR5NzbM0rWN49hN+fFWCSpDW9VaLdthiThaKPox/chJ9hd/vVYk1bi0ujn1BvoABl+FrLPOlJs9KlXjBcG76rGg1t3PDLG5uQL93isOq2wa0kkHho1xyjTx19gK01Jspijw2UwTP6N7X3e8E3aQdLuVowCdpro/Ob2a+8zH+lnaMwa5vPVWhbx7sVL+osYXJsOgx3FakXoqbLEdBLIMseulxm1PqCxa7BcZeSZsQcxp0JicGi3cTqQrfQT1VTSySUxZSRxtdkzjM92UaBjBwC1/hMdTV1b2TvqMrBoZH3Dn2NyA0NAYTyIKJPlJYLSrZeG3kw6nYqV3HEKhzj9ISv18deCqGJ1FVRzdG2snNrggzPtYcNL2PNb3pcFMVKJMpY4EgtJzDLfRzT+C0xthS9Ji8LCNZHta/uBmY34ZlFKq5SwyK9NqOcv8yHrdnK2OtpvlCnljZWyRdEZSD0jXOAtoTlOo0NlsvaWuqqGdtHA2ON+bJlbCXODQ1pa7pPQsSSLcdFtnbfBYcRoOhcMkkZbJTygdaKaMdR7bcrgaKv+YtqMsk4+fZZr32v84wZXce8A+tS7iMtmc3ZVI4af5mkN4eI1j6cwVj8z84fwAs0aDQaWWvaIkXB7lvnfTsiX0pq4AS+EEvGt3RAa+JHFaOpgNXcgASeVh3q1OeflMlxCUZbnWHfOWUpNoy3coV1SOkc8eiTcdyzjXZ22A5cV7VjKKe5hzuQW1Z+aH60fuPVZVk2o/RD9aP3XqtqOpfW/giyCIiwEhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBegfJyZfCJv8Rm/hqRefl6J8mht8InH/AOxm/haNXhyCwY9FYqs1DbEntVv2lb8VT699lrpLcui47uMFqpw+WkeYzGLF49LhqLLYW4ltHHUVxxIMdWF5A6YNJyC+rA7jc9i1vu/2qlo4niMaPOa/fa2qqm2G075qsy+hIDfM02+C8Wtn12jfp/ZI4b/IonYlM+GMRxvc4gNAAAuOQUHu52YbLG6smZmZGTlDr5dOZHNdGKVZluXuLidCTqtmbEwsOAOa0jM2XrAdmiipJxidbOgqlVJnWzZzC6prWTQthebBskeaI3PY4Gx9ahdt91UcMTZqSVz2D0mudmPitq0WzkNRRNNssmTqvGliO3uVXglyZ6V7w58fokai3C11xjKXZnp16MMaWlnyaTkwgtOXXq8QVa9msOyjsuOwX9qysepGiR0jOZs4BSmHNFxY8APYtTn7TyFR0zMmOjdZZeGwWe0vGl1I07hlXxxB09azOqz0Y0lgu8NMx0AyWB7Fq/bTDhR4zRVL2joa2RrJDbRssbg038WyNP8AlKseD4q6KQNfcx31Otgp7bnCosVwx8EcrGTsyzUz3ENyzM1bryB1C5Qk4yydKtBThhclzwzDGZcpYSLcQSB4aJLhLGu6jMt+ep+Koeze9E08DKfFqGriq4WiJ7oYunilyCwla+M2Idb3qTO9B0ulHg9bUE8C5jIW/wDzOnJG5524KRjB8/oWLFICI7PcbAcDpYetaPwvDfPMelmYc0UEtweTWx/zd8Ffq/DsYxIflHRYVTEdZjHdNUFvYSNG6fFdmD4ZT0URp6MZnXLpJXG75Hcy53NWg9G75Z0nS9TCSwkWvBKrXIdW8NeKhdvqiqpHtqMPpmVbZerNA95YQ/lIx4B5aEW1sOxR9FVvElrHU8fFXptG+SEPte1rE2HDs1XHh5NmhSjp4NW1lfjdWxzDS0tDG9tjnc+eTKRqA02C86bX00lPVS0z3X6OQjqtDQed7DxXsrEHcnceB7P6ry/vvowzFHu4GVjHi3PSx+C3W025YSPG6nbKNLVnuUGnhc85QpqGiLGa8VwwCjLn3I7PxU9iEWnDkvtbDp2IqUlufOaikbVN+Zb+tH7r1WVbNsWWgaf+s39yRVNeX1iOm4x9kdY8BEReWWCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC9G+TEPzRP/AIlN/C0a85L0Z5MjrYPP/iU38LRq9PkFq2l4nxVMxoK37Ru1PiqhjXorXT+ZFkd2EH5v1KnYg78of4n4q44R+i9SptaPn3+J+K8eq/28j0l9OJ1ScFed1VYXMqKIut0kLnxj+80Xt7lR5OC79nsTdTVUU7b9R4vbm0kAgjstdWaUoFqNT05qX8D0tszL+boiBcljmO8Rpy/3oqjJsvPJUyiAZ2wtMkr28Ghx4nvuSpnZ7EWNjMWbLDPeaml+ixzwS6N3Z1iVbPJuqA6sxOjqiJC+EOZbUvja5wfbt9Jqy0Y74PYu56aes1Htds+YoweOZt+HFV7B5S0WPctr7wZYJGPbTvzthe5gJDg617Frg7mDcLVJADu7VFndGGTUsSLFSvuEbLY25row2TQLsni62bsXN7M0p7E3hUDXgB3bzVhocAh4m9uwafAqt4O61vFWWCp5LlNtM00ywYXhNMAPmwTyzXPxVgjjjaBlDW+AAVXo6rTvCkIpydCo1s1RihtJVlsEpbfqsLtFRMArWZLk3Lte03PdxVyxCrDWkDUnQ3t+Kqr6SIHNHG0PcbktBHu4KYblKkivY3tS+OUtFLIGhw67urfwFuCseCbXzSARxgnXrB5tl0005rqxKkvEXlhc5rmnUA+JWJFEXs6eMgFp1A0vbtsu3twZHKWS0TTks6x63E681o/eXhvT4h0rtWRxtYPaSVt+jlzx8NbG/sWhd5G0MvnboIzYAkE/gvQ6TJRrpy4yYuq1E6OEdsETGDSwssWuIOl1BsnkcLl/sC+SyPDSc2oF1+rxvbdJNxlsfHunPgjNu2Wpmfr2/dyKkqy7RVjpKYZuVQ39yRVpfBdZuKde5c6fGEjdGLjFJ+AiIvKJCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC9FeTMfzRP/iM38NSLzqvRXkz/wDpE3+IzfwtGrQ5BZ9pXaqn4z6Kt20vE+Kp2Lu0stdPksjvww/MnwVUr/0h8SrPh7vmCoxtK1x6wvxXjXT01mz1ILMIogZXgDVR9XUANNh26+KtbsJjc4g3sjtm4yONlyhWSJdJvgntze2LXxnD6l3W1ERPMHkCtmYHUnCq+mxFjiY2yhsvfC/qvbp3a+paObso1rg+OQtc03aRoR4K4w7RzNpuhq29MwNyh7fS05uHNHJatUWbaU26fp1DdW+bBw2r84h1pq6HzqMt1aXZQXtFvEO/zLR1YLSEjg7h+K2Rs9vCbV7NTUjmh9ThTBJE83L5KR7iywbbqlgc1pNzcALT9JXOJDXakXt7f6rq6b1Z7MzKotOnui14e/gAs+91A4ZVXdZT0FiLrNOO5ppz2M7CX2dZTUblBU4ykFStM+64SW5tpE9QX0VgYMrC/mOChcIbeymsVb8wbcdFz7ndz2ICqBc8+JJ772RsscY61j6+axZ5HA5Wgvc4hrW3tcnTieAXLAMJndmqZ6QVETX5WQdM1jnPBINwRZzPWtUIZMU62N2dVTjLrfN89AA0vzeFlAYtjnRFrZ2OhL7kDI4BzufJbVo66To4mx4N0D7gOLpYGxxZT1rOZdzxbuCo++SFvndM6XrB8JIhGjGuDyCeFyTfitKpRijhTvZTloSMLZiqMjXvGrAwnvXnbbMdLicpB0Ej/wB5elaWojgpJnZQwNhJAA7G/wA15SxjESap8o5uJPrJP8lr6a4RrqUuO5i6o/bhE9T4Ucuht4LFxTDnNYSDfRYlNj5Atf4rhXY6XMI7RZfqa6p0qVLDyng+T9G5U8rGCAxH+y68fOG/uSKGUviDr0t/+u39yRRC/M67i6knHjOx7E+2fCCIi5FAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAvRPk0G2Dz/wCIzfwtGvOy9D+TWfzPPqB+cZuJ/wDbUitDkFn2lOp8VTcW4K17T1DAdXtH+YdipeK18VrdI3/UtVN+4sjLov0BUVU13R20uuUGNQNiLTKL8Oag8SxWF3CQLy7iGqqz0YTSgiWbjzL6ghZsGOxH6VvFUuSuiP0livqou0e1PwlNlfxTRsqHEoncHj2rJbK0i2YEeIWqhUM4h9vWVz+UsvCX3qv4CPZl/wAb5NsbBVEcGMRRONqetDqKbsLKtvRD2SOY71KtYlTvhlex+j4JXxyDndjiw+9qg8Er3PaJATmY8GNx+s03BHrWwt5sYdiLqpoHRYjBBXx24flMbTKPESiQKzhpWOSsZankhcJrdbgq04dV3troqE5pjI+qb/gpjCsSFuWnbzVJwydYVHEvsEmuvALLpp7KvUNXmF7hZ0UuYDt4aLLKmbIV8F4wWrNx2WVrkmBhNuYHxC1phsr26g8Le5Wugrs1m6i1rg94XOcEdo1mzlVwcW2uO3mL9i66Cd8RDY6l7Gg3yus4Zr9hCkb5uHEe1Y9VQdINBYjmohUwd4uON0ZL8Qq7AsnbYE2+bZc5uKgMdpDO8TVMhkka0tBNgGi97NA5LhX09UwWadO5YFPQzPdeaQ2vw7lo9QhOEeFuV7eNXmGge1p1l+aHbYn+QK8/V1Hrf1fyW9N8QtDCBwDyD6hYLV7o2niF0hVUdzyLiHqTyypebLqmg0VvNM08gF0y0TVpjcx75MztyoYjHlpR+ub+5IoZWna2mDIG2P8Axm6f5HqrK8Wmsoz11iSX2QREVjgEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFP7P41UQwuihkeyN0heWtcQC4tY0nxs0exQCkMN9A/aPwCAkZsTmf6T3HxcSuh0zzxcV8QqGyTgS7mSuJHabrtK4lqDJ1riQuRCAKQcbrOwSh6Z/W9EcR2+xYhYs/Z2p6OcA+i7qnxPBVfBemk5blwhgDWgNFgNAArtibumwWgmvd1JLUUL+dmkieEHwDne9VZrOrcaj/fBWTZc58KxOnPGHzSuZ9pkwp5SOy7Z2+xZ4noSWMNEFUMzDuWKyMtOmgUnFAcq6ZIiNLKyYnEycLxHKbHw8CrFh+It7bKnhg8O2y7WucOChwTKqWDaNDWXAtYhSuG4kMxFxp2n3e9aqpMXcwWJPtKyY9o7HX1lcJUTRGskbsoarUO4D23UqyotrxBWrcA2lDmgE6AAi+qtVPjYyelx9y4Tos10rhFseA4ZuAWBWsFuXBRM2OgNsHi3E+ChMZ2riYwudKGgcSSFCpSNbrwS3KlvyrGR00ZcD+my6eB5di05JjbR6LSeWunrUpvR2s89mDGH5mEkNPN55lU0FejSopR3Pnbi5bm9JIyYxITpoPUuUeLP+kLqMRdfSiZvWl5O3aOtEkTRaxEgP8A8Xj8VX1I4n6A+0PgVHKUsbIpKTk8sIiKSoREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAWfh3on7R+AWApDDfRP2j8AgMhfCuZXwhMA4tXxyNC55UwDqK+Fdzgrxun3WVmO9OKGemiNKWdIype9r3CQGzmNY03aLanvWe5uqdtTdSq1GK5b4RaKcnhFFYjx/vvU9RbLOdjQwV9VBE81xoX1ebNSNc1xaZQ64zM0sBpckL5t/gAwzEZ8ONXDV+blo84gNo5M7bjqknK4cCLmyK6pOapp7uOpLf5eM5xjkaXyS2yGPNIEE5AcLBjydCOwntC2PsHS3qainGvnuG11Oy2uaQRecRAdvWgatCdM3k4XGvGyue7jbKWmr6TP1g2pgtmuHBj5GsJ14ts4+pdXT3O8K+2GXfCm3AHh6lJOw2/K6rGMYwynxSppGh14amZuVjHvOQPOU5WAm2UjXvVwwnaKl6ETPqYmR3yZnOA63DLY/SvyWWeUelSnGSIqpwv8AuqOnpC2/V4K1VO0GHOaXCvpzaxdaVhsCQBpftIURHVw1tbTYdRV1JFLWSOZ5xM8SRQNY3OS5jS3M88A241J10sqOqoRcpbJLLf2W/CK1YxRWp7jx5LHzPPInTtUhiUsVNV1VHVVdPJJR1L6fziF+WCcNax3Sxgklo6waRc2IK78MglrBP8m07q5tHD5xUyQujbDDHle7ryOd6RDHGwBPV712/EU/TVRtKOE8vZYfHJkI2nbI03b1Sba5uxc8U2inp4iXz9b6DObu3XkFB4ptXGGDzf5x5YHknhH3OIGp1VZp5fOKmJs04jE00Ub53jM2GOSQMdMWXF2MBLraXtxXV4xllZTSWxNVm11XILOmsOVv5qV3kAOp8LqY+rHV4a0yBt8rqqCV8VQXf3rhnjdd++zdlJgNRTU8lcyuFXBJOHMp3U+QMc1lrOkfmvcHksaud02zFM7iaDFqqm7xHVU0VQ0Huzsfp3rnZ3NK5pKrReqMllPDWd8Pncz1NSeGUtchojQhWo5ny6+r4uSAxMU9AfaHwKjVJYp6A+0PgVGqAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAWfhvon7R+AWApHDR1D9o/AKUDJKXX0rgpIOTF9X0L4VAFl6G8hijkOJ4hUBhMLKSGF0mmUSulL2s8S259S88ZlmYVilXBndSVNXTNeQZDSTVELHFo0MhhIBIHM8ivM61YO+s52ykouaSy90sNPjKOtGahNS8HoLdpucxCgxPD8ZqGtDpcZnpn4bJC2R7aWoFUJKjPmLCOhD3jmPUth4NjTIdr8TwCppoI2YjCytwyV8EZJm6Bscjb8HMc1lwLDVh+svIcm1GIHKTiteSx2ZhOIVRLDlLczSZNDlcRcciViVGK1L5m1MlXUyVLMuSpfUzPqI8t8uSZz8zbXPA814Vf4bubpydxWTzTcFpi46Xq1Ra9z4/Nrudlcxj8q75PYsNbRfLmFbK10dJUTUlAKyqcYI2tlxBjWGlha3hmydJJl1PoFQ3lNCP5DqZaigk86o8TpjQ1vmEdMyAGrjGQSMkcXxGLOM50Jy815LqamR8pqJJpZKgubIaiSWR8+dgAa/pnOzZhlFjfSyz8bx2uqmsbXVtZVRtt0Rq56iaJpsbOYJTlL7c+KpR+FZUbmjVVX5EnJbrMk221h4WrOGuMJcku61Raxz+h603Fwvkp8QxWneRFWYq0iCGigqasubDTQSiZ8wu2EuGfKACASb6qw1myzafa2TEYsIbNTz4OwvmiZEHsq45pWySRRP/AEk5i6Fp5kNZxWgd52JwR4Ng9ZglfLS4hVUbocbpKCpmjkkDGNbT1NXDAdCQyRuc2JHatWP2kr3CzsUrnty5bGuqiMuhDdZOGgNvBcr34WuLi7q1lXSVROOnS8qLxjLjJcY2f3LQuoxiljg9sPwd8eJ4dK6hp66BlJXzB4pYaWvjleaf8ofTACN0lnZSG5f0h4cF8rcMnbiODObBTy09RV1r6gy0UdNXNa+lkcelhYA0gdUF4AIIbprdeJZtoa98nTSYlXSSmMwmV9bUukMJN3RZy+/RkgHLw0X2XaGudIyZ2JVrpomOjimdXVJkijfbPHG8vuxjsouAdbBZ4/B1xtmsniMo/I8bqWP38bOXbHBP4teH55R7N2WwJ0NVjrH4aYfPMZcIa6Gmp6t5hkhpy1slNIDaCzr8LWeTpxWfgVVVRYljtEyKkMkGHUVTRxUkNukfJFVMY2VhPMwt6nD2rxM3abEA7OMUrw8Oz5/P6rMHZcma/SellAF+NhZddFj1ZDUPq4cQq4aqRpE9THUzieQOI/TTZruHVHpnkOxWn8HVZqfqVYvVGKWYyxmOnDeZN4xHGF52CvF4x+R7Y2Io44MIoZ4aFrpquUyYvFTYfFUyS1UmfzqKUOePNw2XM3i7LlDeCjcKwWGmwzFJ9mcKgOJnFZGS0tXCzPF89GJIXMe75uERlzmtBtZ9xdeP8O2kr4BIKbE62ATuc+foa2dnSyP9OSTK/WQ83cT2rEoMVqYS91PWVNO6a/Tugqp4jPmuXdMWPHSE3PG/FRL4NruUn6/MtWMS0yWrVpmtSylwt847j8YsL2/oeg/LopJBWYXMYyIjTVEGf6HS9Ix5YDxNmi61FgozbM4gD9DFsOcPEwzNJ9gHsVYxLFKmoDW1NXU1LYyTG2oqZp2sJFiWNlcQ02007FbNnWX2axQc24hhjz4ZJmj3r6vovT5WFnTtpSUnDbKTXdvjfz5MtafqT1FLuuJQr4vUORyCIiDJiYp6A+0PgVGqSxMdQfaHwKjVBIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBSOGegftH4BRykcM9A/aPwClAyiuLQvrl9apIZ9K4L6XLiShByIXpbySqdtTs/jtHI6KNmd2WaVjSIPOKItkkc618gETXW7j2rzOStvbjd6tDg+GV1DWYdVVZxGV3TOhkjbG6nMAhDOu8FrutLqPrDsXgfEtvVr2ThRi3PVBrGMrEk292lsv6Gi2klPMsYx/fBkYz5OlcyXDmYfXwYlS4mQ1lY2J0LIGiIzmV7c7w+Lo2uIINybC2q57UeT3Uw00tRhmKU+MvpaltJV00ULqaSCZxYCATI8Py9IwkHKbG6mqzyh4qc4XT4JhksWG4V1JYauVplnhEDqfomEFxDmh5dmJ9Jo5Er5jm/2khpqluz+GTU1ViVaK2smrXsfGJfmxJ0bGPcSXNia3SwFydV4FOv8AEPs2XO2VDDWp/Vx8r0caO5oat9/+/wCXnfyYdV5NVRkkp48apJcXipG1UmFiB7bRyF7GgVBlJuXMcASwAlqv/wD+DyY/sdgNGZWUczrOfU+a9JkbSRVDWtkZGWkE5ALk8VXJfKJoRLLisGDVDcdnoY6JznzRmkAiLnxu9IktDpDrluRYcl17I+ULQ0mH4dSfJ+IF+HAGd0c0AjqHuilE4LTJ143Sy5g13CwOhAXn3MOv1oRlKDc6c1KLxBNPRJSwk8OGpx053fcvF0IvHZr7kn5NWBRUeKY/hUVdBi8MeG07/OIoAAJ4zPEYmtc5xDmdI5pF9SB2KgbXbi5aWWipYcXp6nEsUlZ0GHOpnU8rYpcz5J3OdK49FGGvJ6vBqu26/eTQS7QYhLguz1fJWYvSxB1PDPSRkuiMr6qVolna2MuzQHqnixxtrrgbX786O9C8YPV/LGCTNZDUVcsLj1bwVsMr2SFz88ecag2Nj3rTBdYp3sqtOnJRqQjqz6e81Ta92+0dfzacNlf2LhhtbP7+SK2n8nCrgp55KLFIcSqaR0baijFJLSkdIWi8Uz5HCSwdfUDQHmu/EfJqq46eTJi9PLiMNKap9B5pK2PIB6LavpCC64I9FSO2m/8ApJ4pZsPgxaOum6FzIpa4soKd8ckbiehY4tkY4MsW2IIJ9EnMO7aTyhqGppnzOpcXhrX0r4XQU1eYaJr3Nc3puo/rWJPiOIUU6/xJphld/d7YalxyuNHOGsP7hxt/7bIuj8nHPBRzv2kpYm4iI/NgaF5MkskYkZFHeo67rX7PR5qb2S3eVmFYPtNSzS0Ez4oJXP6WjfLKYm0hfHNDIZRla5oNmkdVzSdVedoKukwrZnAazF6OWtdhLMOe0U87ekgrBT9FG8guHTtJcRbhexstbM8oSimZira/Cqp3ys004bBNCA2jbTmGNjnF4Il6z3EtH0rXNljo3nWL+EsZqQVTHy01vCt+7w2tCy89+C8o0Yf64+/j+phYT5N3SQ0Mp2kpo48Rjaab8ieZJJHQiZsUTTUDpXZQ8nUaMvz0icJ8n+pdNigrcUp8Po8FlMc1e+F0rZh0LKgSNi6RvRs6KRhN3HVysTN+uEiDCYxhFdmwOSF9M4ywWFoHU8t7yfOEsc62bgTdXnYLbSPHvllsGHNkoMQ6NtVQVNdHBXmV1MIJpYg1xtTmOOCxBBDmkjitdW/65b05TqalHzKNJOK9THtxs26f/ttkqqdCTwv+d9v6mk97u5/5Ew+nr3YzDXeeTRxwQRUrojLG9hkdNHKZXBzWtycvphQmy5ts9jROgNRhLW97zJKbewFbT8sbGaUx4ThdO+IzULHvmghlErKWMwxwxxOf9bqka69W61VYxbLm4scSxolna6DD6UNLvs9NMR6l9V8OXNxcWMa1w25Sb5ST06njZJLgyXEYxniPH5lKX1LIF7hwOxrLrIhpuZ9i4xLID1KBgbQsaIWkCx6QfuvUAp/aI/Mt/WD916gFDLBERQAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIApDDXdQ/aPwCj1nYf6J+0fgFKBlt4rk8r40I43UlTguQauQC+hQSj4GrlZEUA+hfVxX26AL6uK+oQT27raF2GYvSYi0lop52GQg2PQuIbLr9m6yt7FMYsbr2HMb1T5WOcbl8dRaeN4P0gWSDVVZ50V6xkHEcGhxAAOrcKazD8Qtq+SjBPmFU7tLGkxE/wB0KSSihfSF9ARQQdIp2jUNAPddc1yK+ID6Fwlia70gD2G2vu5LkvoQGVgOEvqKiGlp2/O1ErImADiXEC57gLnwBVm3qV8RqYsPpHXo8Jg8yhIItJKHF1XP3l8xd/pC790/zIxPFP8AiYZhj/Nifo1ddKyjhk8WiSQqkuNzc6nmTqT3kqQcQuObVduVYr3dYlMAzWFdzCsKN6yGOUoGPj5+aH2x+65QamccPzY+2P3XKGUMsERFACIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCzsP9E/aPwCwVmUPD1/gFKBmXuuS+RtXIhSRg+AFd0MDnegxzvstLh4XaFaNjdmultPO20X0GHQutxcR2Lc+xGyrZ2FzpIqKjgA6ad7QGtP1WNGr5Lcljq3Si9MVlnmXPUo05aIrLPOc1LIwXfG9g7XMc0e0hdIH9F7IothcJqx0FLjOeZ3Bk9O5jJDyDc7QHcTwK01vZ3UyUcsjBGI6hozhrDeKoYb2dH3mx9iK5a+dYJp37/fjhfZ5NOIvrmkaHiNCDoQRyI5L4tOT0QvhQpZSAFZt2+Oso65vnPWoKprqTEIydH0s/Uc497CQ8HllVbAR4BFiO0eo8kQJja7BH0NbPRSHMaeUsD7W6RnGOQAaWcwh2naohX7a9wrsGo8UbrPRZMLxDtOUXo5XeLOrftFlQVIOKISvl1APoX0lcC5cHPU4Bdth5L4Pj8f/ALXDJPUzEGA+q7mqn3W0t0NXh/yPicE7GGtno6sXsTKYYmiVh+w14afELVLXKQdwWNVM5hd7HLm4XCAwonLLjcsJ7bG3sXdG5CT5jB+bH2x+65RCk8UPzY+0Pg5RihkhERQAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAs7D/R/wA34BYKzsOOh8fwClAzLqR2do+nqY47dXNmf9lvEKLzaKy7uXflbv1Lv3mKlZ4g2jhcTcabkvBsqkjAAAAAAAA7AOCtmCw1FcKfDqWMuLXOLwLhud7tZHnsaOZUjujjwyoEtFiEQ6ec/k9Q5zgWm1gxhBs119R28Fc8VxilwCndRYdlmxGVvztS6znR3+tr6QHBo0C8inQb97eE+T5SlQc16kpbPnydVE+WhqHYRickE8DqZz4pWNbnp5QwvjyPtmDswta/Ys7fwb0uGyP/AE5is5x9LL0bCb/5l07L7HQVD4cTqJ5H08bOnq6mclrZpgWuEcTSAcjTe7jx4BVXejtOMRrc0dxTwN6KnHC7QSC+3Ik39QC7zlppST4fBqlPRSfh8eTzvvMw4Q1xc2wbUME1hwzHR3v1Vg3G7t4MenmpHYi6jqY29LHG2l6dskIsHvL+kaGEOIFlG746hrq2OMcY4Gh3bdxzBbW8hKhzYpiFQQbQUcTAe+aY390XvW6y3gsntWEm6Eckfjfk9UkFdFhkm1MEFdUNa6GCegeOkDnENs4VFrmx01Wsd7WwcuB4icNnqI6p7YmS9LCx8bS2S9hleSQRYr1tvd2ewmabFsYlcanE8Hw6AxRZ3s8wmYx09POxzHDOXF7T1rjReNtr9pKvEqnzvEKl1VUGNkfSubG1xY2+RuWJrW8zy5rTKK7GxEJZF6g2B3F0s+zFS6ohY/G5YRVRPJd0tHnjz08IDTYBwbcg8brzjgbIWVkTa+KR9M2fo6qKF3RzFuYsc1jz6Lw74Krgwib3YYrFHUvoaz/0/FY/M6o/8p5N6WqaPrRzZDy0uoPabBpaKqlpJx87BIWOI9FzeLZG/wB1zdQe9emNv9xmzuHmh6ebEoxiNWykidHNE8RSvbmY5/UBLbkDRQ+/ndaGea0/nHTYgyB7aOWQCOXEqaDIDBIL2NZEHCxFswd3KdLJPNbl1uct7VO4Vr8KdiVHiD5iKZ07aeWm6KRxYCXxHW7XgtcNddAtabvdhpcVklZC8QtgY1z5Xte4XcS1rAAfSNifUo0sFQL1wL1YNvNmDh1SKV1RHUSZS5/RhwMZ0s14dwJGq4bM7I1NbDUT07QWUjM8lzq6wJysFtXW1sowDu3bu/LXM/5lDXR/6oHH8FXYXaDwCnt2ptilOP8AmGSLgBfpYntsb8BqFIP3ZYq0XbROeOWWSM6cvpJgFZY5drSuWJ4XUU0ghqoJIJDazJGEF1z9EjR/qXOSgnZ+kp5o+98MrB/qc2x5KcEGPUR3F+axWuKzc4OgPDvusaoZrdQSdFeeoPtD4FYCyqt92gd/4FYqqSEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAWTRlYyyqMaev8AgZkXUls9XdBUMl+iDZ32XaO/BRwC5sRxTWGUlBTWl9zdNLO1wa4EFjrODhroQOxbD2b2KMkzZ6ieJmFtIlfVGaI54WgOydGHZhKRpYgWXm/AtopqcZRZ8d75HEix/um2itdHt1Dls9ko+sLNcPVZy8qVrKD4bR8zU6bUpy2Tku2Dd28PbI1jxBTkx0EADIIhdrS1uge5o5m3D+qoeMYvHSwmWV2gBDG3s57uQA5/0VKr94Iy5aeB1/rSuAAPbkbx9qp2KYnLUSdJPJnPADkBxADeXEpG2qVJZnx4OlLp1WvLNXZeDjidY6eaSaQ9eV5e4+PAeAFh6l6I8m/els7glEW1LauKvqA3zyZsD54X9GXdGIxG4lrQHHSy83L5devDEdkfQxgorC4PU2J4psjiOPnG5doZYmymAzUM1NVwQzGFjWtbI50XWiOUEtOhUI3DsFxXbWSdlTQUeE0boHtYHsp2V8jG5s0QNm2MhaCewAc152Dl9vp6vH/yr+oiyPce5jbCCqx3Fo4qI07mujZV1YxBk9NMYi9lMIInai8fSejoMpvyWg98+7moh2wNPSwOlhxKriq6MRNzAwvfGam+Xg1j+kvflZadpqp8ZzRvdG76zHuYR628VI0u01dHKyeOuqGzwgtim6eR0kbXWzNY5ziQ06adytrTGD35t5JQjEcGgrqPp+lqpvNKh2bJS1kUBfG5wGji4Nc0X52Xm7y134h8s0vS60rIi/DnQMcHCV5HShzhqZ7tZ6rLVtfvNxiZsTZ8TnmFPPFUQiQtdkmiN2SA2BuPxWXj293GKt0DqqrbMaOcVFPmhjs2UNLMzhbrCzjojmmDe+zm1s8GIU2B1/WmfhVNOKh7jmlmcCZGOJ0LiPxULheFHC69tJSROfTVdRV1NRK1ukJe0mnheOLLC/HTRaT2j3lYhWVNLV1UkTp6J4fC9kLYz3tky+m3jp3rrod5VdFWz1/zck9SGNd0jXFrGsvZsYDhlCakDs36sPy5MR/xGQuFuJJblIHbqAts7rKCShip6E07iJoHVNTUZbxtnfZzYndlmaepask3jiepiqMQw6nndCbtfGXxyi3KxuJBwsCpqqxc1GIx4vQflMcTQ6WgZUSwTFzGmz3xagkXAs24NkjJZyGQW2GC/JmPsyjJA6oZPCeIEcj7PaPsl1vBbl2mweonwZtLTPDJ80OR5eGZQyQOa4OPcOC1BvJ2+p8TZGySglpp4JWky9K1xbGT87HlyjU8r8CFcdotvqU4RAGGoY97GyUsoY11p6SQWjmLXaHRt+0OVljJDPvlE1kTaKlpXvD61rmOHN4Yxlnm/IEhbU2Lqq7ENlIooKgee1NO2Hp5QDkaZA2R5zaFwjzWWkN6G1uF4nQRvbLIzEIWtc1hgeGlzrCSJ0hFiwam4PJbB2K2xo6XAWUlPidOaumijkaS4xhzmPbK+Mg69YAt9alYySV3yhNrAwN2fZQxDzOKBk1fNTRsqp5GBpD4nMF2REDjzutKO5/E/1XoLyisOpsSoKbHKOeHpYYGipj6VvSSQyAPaA29y9jiR4OK8+XXKS3BF18dteV1iqRxQdUfaHwKjlyLIIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAu+nkIHrRFKB3CcrtjlRFKRU7muXMFEUMk+XXK6+IoQPt1yK+IpAC+lfUTBBxuvoX1FKB8Xwoikk6nrqeiKGQdTiu2mqHscHxvdG9uocw5XAjgQQiKewLZTVcWJAQ1Noq+wEFUAGsnPKKoA0zm2jl14dTOdRVlBKMk9E8VcQPEEDo6lg7btyn1BfEQlFWKM08eZX1FBJ3Mdpb26m3suu4L4itFZIMLFBoD3/gVHoirLkkIiKoCIiAIiIAiIgCIiAIiIAiIgCIiA//Z" width="257px" alt="quickbooks live"/></p>
<p>
<p>You also have the option to upload bills from your computer or enter them manually, marking them paid if you still pay them offline. Completed invoices appear in a list on the invoice page, which offers options for them, like Edit, Receive Payment, Print packing slip, and Send reminder. You can also quickly see how much money is tied up in overdue and not-yet-due invoices, as well as how much you need to deposit.</p></p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/quickbooks-online-login-sign-in-to-access-your/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Accounts Receivable AR Definition, Examples, and More</title>
		<link>https://eolpl.org/accounts-receivable-ar-definition-examples-and/</link>
		<comments>https://eolpl.org/accounts-receivable-ar-definition-examples-and/#comments</comments>
		<pubDate>Thu, 29 Dec 2022 12:57:28 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=431</guid>
		<description><![CDATA[As such, the funds can be factored into determining your organization’s working capital or used as collateral for short-term loans. In the current asset section of its 31 January 2020 balance sheet, total receivables are listed net at $3,673 million. Let’s look at how accounts receivable is recorded and reported …<p> <a class="continue-reading-link" href="https://eolpl.org/accounts-receivable-ar-definition-examples-and/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.online-accounting.net/wp-content/uploads/2020/10/image-bKOdjsDlFrpcmwYJ.png" width="457px" alt="what is receivables"/></p>
<p>As such, the funds can be factored into determining your organization’s working capital or used as collateral for short-term loans. In the current asset section of its 31 January 2020 balance sheet, total receivables are listed net at $3,673 million. Let’s look at how accounts receivable is recorded and reported on the financial statements. Typically customer credit limits are set and approved by the seller’s credit department depending on the creditworthiness of the customer. Companies have to be careful before granting credit to customers that they don’t know or have experience with since these customers can default of the debt and never pay for the product they purchased. When it’s clear that an account receivable won’t get paid, we have to write it off as a bad debt expense.</p>
<h2>How accounts receivable automation software can help improve your A/R workflow</h2>
<ol>
<li>Our mission is to empower readers with the most factual and reliable financial information possible to help them make informed decisions for their individual needs.</li>
<li>Company B owes them money, so it records the invoice in its accounts payable column.</li>
<li>Aim to make payment easy instantly but also for those paying their debt.</li>
<li>Determine a process for performing accounts receivable, and stick to it.</li>
</ol>
<p>Once the plumber completes the job, they give the invoice of $538 to the customer for the completed job. That customer’s bill of $538 will be recorded by the plumber as accounts <a href="https://www.quick-bookkeeping.net/future-value-of-annuity-formula-with-calculator/">https://www.quick-bookkeeping.net/future-value-of-annuity-formula-with-calculator/</a> receivable while they wait for the customer to pay the invoice. With modern accounting software, you can automate invoice delivery and keep track of all your pending payments.</p>
<h2>Accounts receivable FAQ</h2>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2022/02/what-is-work-in-process-wip-inventory-how-to-710a.jpg" width="457px" alt="what is receivables"/></p>
<p>Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. Once you have fixed the credit period for your clients make sure to follow up on them regularly until they pay their dues.</p>
<h2>Definition of accounts receivables</h2>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-cTRQIZCjWKJlAg1x-150x150.png" width="458px" alt="what is receivables"/></p>
<p>This content is for information purposes only and should not be considered legal, accounting, or tax advice, or a substitute for obtaining such advice specific to your business. No assurance is given that the information is comprehensive in its coverage or that it is suitable in dealing with a customer’s particular situation. Intuit Inc. does not have any responsibility for updating or revising any information presented herein.</p>
<h2>How Are Accounts Receivable Different From Accounts Payable?</h2>
<p>The receivable turnover ratio, otherwise known as debtor’s turnover ratio, is a measure of how quickly a company collects its outstanding accounts receivables. The ratio shows how many times during the period, sales were collected by a business. The receivable turnover ratio, otherwise known as the debtor’s turnover ratio, is a measure of how quickly  a company collects its outstanding accounts receivables. The accounts receivable team is in charge of receiving funds on behalf of a company and applying it toward their current pending balances.</p>
<h2>Accounts receivable vs. accounts payable</h2>
<p>To calculate your AR turnover ratio, divide your net credit sales by the average accounts receivable. Your accounts department can also use insight from accounts receivable processes for proper bad debt provision and find ways to cushion your business from financial losses. Your growing business can increase the likelihood of receiving customer payments on time by improving how you conduct the process.</p>
<p>Another option for encouraging clients to pay invoices on time is to charge late fees. Customers at a grocery store or restaurant <a href="https://www.online-accounting.net/what-is-equity-method-of-accounting/">what is equity method of accounting</a> pay right away with cash or a card. But businesses that sell big-ticket or bulk items might not get paid for months.</p>
<p>It is critical for any enterprise to handle receivables effectively as they offer additional capital to fund operations and allow the enterprise to reduce its net debt. Net receivables are shown as an aggregated total on the company&#8217;s balance sheet. The gross receivables are listed first and are followed by the allowance for doubtful accounts. The allowance for doubtful accounts is a contra-asset account, as it reduces the balance of an asset. With today’s technological advances, companies can receive payment before shipping an order or performing a service.</p>
<p>Typically, accounts receivables are due in 30 to 60 days and are considered overdue past 90. And even if your business hasn’t yet received the cash for an invoice, it’s still considered an asset because clients are legally obligated to pay within the agreed-upon period. Not every business has the cash to pay for purchases when they’re received. Resellers and manufacturers, for example, often need to make credit-based purchases to obtain the raw materials required to generate later profits. Conversely, with the right policies in place, you can recognize safer bets that you might have previously overlooked. Any measure that your business takes to monitor or  capture the revenue from credit-based purchases will require technology and personnel—resources that you have to pay for.</p>
<p>The company will have to make a policy decision on whether or not to report an interest expense related to the accounts receivable. Management uses the allowance for doubtful accounts to define accounts receivable that will likely not be collected and actively manage the ones that will. At the end of each period, management must evaluate the list of customers and balances on the accounts receivable aging report to identify which ones are past due and unlikely to be collected. Generally, the older and more overdue a receivable becomes, the less likely it will ever be collected.</p>
<p>The value of your invoice, which represents a month’s worth of work, is part of your accounts receivable. A high bad debt-to-sales ratio (above 25%) shows you need to act immediately to start issuing invoices proactively and making regular follow-ups to improve collection. To calculate the Best Possible DSO, divide <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> the current accounts receivable by the total credit sales, then multiply by 365. To calculate your DSO, divide your total accounts receivable by total credit sales, then multiply by 365. Good accounting requires that an estimate should be made for any amount in Accounts Receivable that is unlikely to be collected.</p>
<p>As a result, AR ensures your business maintains a consistent cash flow and thrives. The amount that the company is owed is recorded in its general ledger account entitled Accounts Receivable. The unpaid balance in this account is reported as part of the current assets listed on the company’s balance sheet.</p>
<p>However, because the amount is for services or goods delivered, the customer is legally obligated to pay you, making this an asset (not a liability) in your balance sheet. With automation, you can put the AR process on autopilot by creating custom templates and setting up features like recurring invoices or auto-pay. Using automation also saves time that the AR department could use to collect overdue invoices and field other tasks. Automating processes is essential for businesses today and the easier it is for customers to pay you the more likely it is that you’ll collect payment timely. Traditionally, to track accounts receivable, the AR department would generate invoices manually using basic accounting software or paper processes.</p>
<p>A manufacturer will record an account receivable when it delivers a truckload of goods to a customer on June 1 and the customer is allowed to pay in 30 days. From June 1 until the company receives the money, the company will have an account receivable (and the customer will have an account payable). Entering accounts receivable is normal practice for a business any time services are rendered and before an invoice is created and delivered to the customer. Your business needs to keep track of outstanding invoices, and one way it can do that is by allocating payment terms to each client. That’s why your AR department should prioritize accounts that make up most of the accounts receivable balance—and once that’s done, you could shift your focus to other outstanding payments.</p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/accounts-receivable-ar-definition-examples-and/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Is Managerial Accounting and How It Helps Managers?</title>
		<link>https://eolpl.org/what-is-managerial-accounting-and-how-it-helps/</link>
		<comments>https://eolpl.org/what-is-managerial-accounting-and-how-it-helps/#comments</comments>
		<pubDate>Tue, 01 Nov 2022 17:02:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=362</guid>
		<description><![CDATA[The cost of starting a business will vary depending on the size and type of company you want to create. For example, a home-based business will be less expensive to start than a brick-and-mortar store. Additionally, the cost of starting a business will increase if you need to rent or …<p> <a class="continue-reading-link" href="https://eolpl.org/what-is-managerial-accounting-and-how-it-helps/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/qboa-hero3-min-1-1024x675-1.png" width="254px" alt="managerial accounting provides financial information to"/></p>
<p>The cost of starting a business will vary depending on the size and type of company you want to create. For example, a home-based business will be less expensive to start than a brick-and-mortar store. Additionally, the cost of starting a business will increase if you need to rent or buy commercial space, hire employees or purchase inventory. You could potentially get started for free by dropshipping or selling digital goods.</p>
<div style='text-align:center'><iframe width='563' height='314' src='https://www.youtube.com/embed/giWqjWWyzlY' frameborder='0' alt='managerial accounting provides financial information to' allowfullscreen></iframe></div>
<h2>Managerial Accounting vs. Financial Accounting</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_17.jpg" width="255px" alt="managerial accounting provides financial information to"/></p>
<p>In fact, it is hard to think  of a profession where a foundation in the principles of accounting would not be beneficial. Therefore, one of the goals of this course is to provide a solid understanding of how financial information is prepared and used in the workplace, regardless of your particular career path. Unlike <a href="https://www.bookstime.com/articles/managerial-accounting">managerial accounting</a> financial accounting, managerial accountants don’t always adhere strictly to financial accounting standards. Constraint analysis indicates the limitations within a sales process or production line. Managerial accountants find out where the constraints occur and calculate the impact on cash flow, profit and revenue.</p>
<ul>
<li>This can be done by expanding your marketing efforts, improving your product or service, collaborating with other creators or adding new products or services that complement what you already offer.</li>
<li>Managerial accounting only exists to help make these decisions much easier, accurate, and effective in relation to a company&#8217;s budget and achieving business objectives.</li>
<li>This role ensures the accuracy of reports, manages the performance of other accountants, and allocates tasks among other accountants.</li>
<li>Managerial accounting creates business forecasts and is used to make business decisions.</li>
<li>Managerial accountants regularly calculate and manage “what-if” scenarios to help managers make decisions and plan for future business needs.</li>
</ul>
<h2>Budgeting, trend analysis, and forecasting</h2>
<p>The first major component of internal accounting systems for management’s use is the company’s system for establishing budgetary plans and setting performance standards. The setting of performance standards (see below  Performance reporting) also requires a system for measuring actual results and reporting differences between actual performance and the plans. Activity-based costing also de-emphasizes direct labor as a cost driver and concentrates instead on activities that drive costs, as the provision of a service or the production of a product component.</p>
<h2>Best Accounting Software</h2>
<p>Financial planning is a culmination of other techniques involved in achieving the internal goals of an organization. It involves the analysis of comparative financial statements and accounting ratios and the use of generated data to plan for the future. To provide as much beneficial information as possible, managerial accounting relies on a number of techniques. These techniques include forecasting, financial planning, and trend analysis, standard costing, budgetary control, funds flow analysis, and revaluation accounting. The management of a business makes use of the information to evaluate and analyze a company&#8217;s performance and financial position. It also uses the information to make better financial decisions and prioritize business operations around fulfilling financial goals in terms of profitability and cash flow.</p>
<ul>
<li>This type of analysis tells where the flow of cash is coming from and how it is being used within a business.</li>
<li>Maria is the loan officer at a local bank that lends money to Old Town Market, a small grocery store.</li>
<li>That level of the organization provides leadership and delegates day-to-day operation of the company to managers.</li>
<li>Measuring and tracking performance using managerial accounting can help executive management make decisions in real-time.</li>
<li>The main difference between managerial accounting and financial accounting is the parties for which they provide financial information.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/05/shutterstock_1192721767-400x300.jpg" width="255px" alt="managerial accounting provides financial information to"/></p>
<p>This type of accounting uses data to help provide leaders with insight for strategic financial planning that aligns with that organization&#8217;s goals and business objectives. In managerial accounting, the main focus will be on financial decisions that affect the internal workings of a company. For example, managerial accountants may help leaders decide whether or not to raise the cost of goods and services.</p>
<h2>What Are the Three Main Functions of Managerial Accounting?</h2>
<p>The degree of complexity relative to these activities are dependent on the experience level and abilities of any one individual. There are a variety of ways to keep current and continue to build one&#8217;s knowledge base in the field of management accounting. Certified Management Accountants (CMAs) are required to achieve continuing education hours every year, similar to a Certified Public Accountant. A company may also have research and training materials available for use in a corporate owned library. This is more common in Fortune 500 companies who have the resources to fund this type of training medium. Managerial and financial accounting are used by every business, and there are important differences in their reporting functions.</p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/what-is-managerial-accounting-and-how-it-helps/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Online Accounting Degree Bachelor&#8217;s Program</title>
		<link>https://eolpl.org/online-accounting-degree-bachelor-s-program/</link>
		<comments>https://eolpl.org/online-accounting-degree-bachelor-s-program/#comments</comments>
		<pubDate>Mon, 25 Oct 2021 08:38:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=404</guid>
		<description><![CDATA[Outsourcing your accounting may seem unnecessary or expensive at first, but by doing so, you’re likely to save money in the long run. If you decide that hiring an accountant will be most beneficial for your business, you might wonder how to find one. Finding https://www.quick-bookkeeping.net/ an accountant that fits …<p> <a class="continue-reading-link" href="https://eolpl.org/online-accounting-degree-bachelor-s-program/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img src="https://www.personal-accounting.org/wp-content/uploads/2021/12/forex_featured013-150x150.jpg" width="457px" alt="how much does an accountant cost"/></p>
<p>Outsourcing your accounting may seem unnecessary or expensive at first, but by doing so, you’re likely to save money in the long run. If you decide that hiring an accountant will be most beneficial for your business, you might wonder how to find one. Finding <a href="https://www.quick-bookkeeping.net/">https://www.quick-bookkeeping.net/</a> an accountant that fits your business’s needs requires some research. The lack of local-currency lending pushes up borrowing costs and in many cases is the primary reason behind the much higher cost of capital in EMDE compared to advanced economies.</p>
<h2>The state of AI in early 2024: Gen AI adoption spikes and starts to generate value</h2>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-NnYvKDBUX91PxWow.png" width="455px" alt="how much does an accountant cost"/></p>
<p>A knack for numbers and a passion for financial performance can help you get into a career where you&#8217;re sure to thrive and make a difference. This online accounting degree empowers you to help organizations meet standards and obey laws, benefiting individuals, companies, and entire communities. Calculate your consulting retainer fee the same way you’d do your project rates—it’s essentially a comprehensive monthly project rather than smaller one-off assignments. Some consultants offer discounts for retainer fees as they’d prefer consistent income over hourly or per-project invoices. If you don’t have much experience, find an initial client and offer to do work for a discounted price or free. Focus on delivering the best results possible, which means don’t try and get additional clients.</p>
<h2>The Value of Hiring a Professional Accountant</h2>
<p>Most small-business accounting software costs $0 to $150 per month, with basic plans starting at $0 to $40 per month. These plans allow small-business owners to easily track income and expenses, create and send invoices, and put together financial statements and reports. Because these two methods are based on the specific services, savings, or worth of the work performed, finding an average accounting cost for these two methods of payment can lead to inaccurate numbers. Fixed-fee and hourly rates are easier to calculate average accountant costs because they are not always such specific situations. Your small business is booming, sales are strong and you’re on track for a record year.</p>
<h2>File and pay what they can to reduce penalties and interest</h2>
<p>Even companies that are the same size and industry pay very different amounts for accounting. Before we get into dollar figures, let’s talk about the expenses that go into small business accounting. The higher this is, the more you can expect to pay – after all, the tax and accounting workload placed on your accountant will be higher. For example, the cost of  maintaining your business accounts depends on your monthly turnover. Where possible, use software to handle some of your accounting responsibilities.</p>
<ol>
<li>The end value is different from the input—and your consulting fees should reflect that.</li>
<li>Often, the project rate will be the accountant’s hourly rate multiplied by the number of hours they believe it will take to complete the project.</li>
<li>While there are some basic financial tasks you can handle yourself, there are others that it’s best to leave to a professional.</li>
<li>As in all things, there is more than one way to determine an accounting cost.</li>
<li>An accountant is at a higher level than a bookkeeper, and typically in an organization a bookkeeper would report to the accountant.</li>
<li>It’s especially helpful to have an accountant to help you prepare tax returns or any other type of government form.</li>
</ol>
<h2>What type of consultants makes the highest fees?</h2>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-vj60yOAZBgK9wXM7.png" width="450px" alt="how much does an accountant cost"/></p>
<p>Because your needs might change, you should evaluate your expenses periodically. For businesses, tax preparation costs can be even higher, as they often need to file additional forms such as Form 1120S for S corporations, <a href="https://www.business-accounting.net/decision-making-framework-top-6-frameworks-for/">https://www.business-accounting.net/decision-making-framework-top-6-frameworks-for/</a> which can cost upwards of $9031. It is important to note that these average prices can be influenced by factors such as geographical location, experience, and services offered by the tax professional.</p>
<p>To set your accountant’s fees, you need to consider the professional services your business requires from the accountant. The type of services they offer and how frequently they offer them will determine how much to pay them. For example, if you require them for tax planning and filing, payroll management, auditing and consulting, they will charge you more than when all you need is tax preparation.</p>
<p>Many consultants and freelancers make the mistake of confusing average consultant rates with standard pricing—that’s not the case. Averages don’t take into account your value, the scope of work, client perceptions, or even your cash flow. This tip goes beyond value, the scope of work, and client perceptions—you have to set prices that’ll lead to adequate quality of life and profitability for your business. However, if you set your rates too high, you may alienate yourself from the client and out price yourself out of the project. Clients may perceive you as the high-end of the consulting or freelance market, and they may decide to settle for a less experienced but more affordable alternative. When you hire an accountant, you can save on time, money, and resources, giving you more flexibility and energy to pour into other parts of your business.</p>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-igwWpfkLN705EtBu-150x150.png" width="450px" alt="how much does an accountant cost"/></p>
<p>This reduces the tasks you need an accountant to do, saving you money on accountant fees. SCORE – a resource partner of the Small Business Administration (SBA) – worked out how much money small business owners spend on accounting each year. If you fall within a certain income bracket or are a senior citizen, you may qualify for tax filing assistance. The&nbsp;Volunteer Income Tax Assistance&nbsp;(VITA) provides free tax preparation services to people who earn $60,000 or less per year.</p>
<p>It’s invigorating when your client pays your invoice, and those dollar figures spring up in your bank account. But remember, revenue builds momentum, but profitability keeps your business alive. Instead of altogether rejecting the client (or the client rejecting you), steer the client towards negotiation. Understanding what the client needs (and how well they understand it themselves) play a major role in how you price or whether you want to move forward at all. Toss  out a number too early, and it might be hard to change it later if the project evolves.</p>
<p>While there are some basic financial tasks you can handle yourself, there are others that it’s best to leave to a professional. Well, that depends on what you&#8217;re looking for and the expertise you require. Get updates on the IEA’s latest news, analysis, data <a href="https://www.accountingcoaching.online/tax-depreciation-section-179-deduction-and-macrs/">tax depreciation section 179 deduction and macrs</a> and events delivered twice monthly. Grids have become a bottleneck for energy transitions, but investment is rising. Investment in Latin America has almost doubled since 2021, notably in Colombia, Chile, and Brazil, where spending doubled in 2023 alone.</p>
<p>Then consider running another cost-benefit analysis to ensure the benefits outweigh the costs. In that case, you might only need to hire an accountant during tax season or for a limited time monthly, which will decrease the costs. Accurate accounting helps you do a lot, including maximizing tax deductions and making better financial decisions. Respondents most often report that their organizations required one to four months from the start of a project to put gen AI into production, though the time it takes varies by business function (Exhibit 10). Not surprisingly, reported uses of highly customized or proprietary models are 1.5 times more likely than off-the-shelf, publicly available models to take five months or more to implement.</p>
<p>In AdvisoryHQ’s detailed review, we will be taking a look at the average accountant fees. The average cost of an accountant can encompass a significant range depending upon the location of the accountant, the services offered, and the fee structure each accountant chooses to implement. Some offer personal financial planning services, human resources or technology consulting, startup assistance, estate planning advice, and more.</p>
<p><img src="https://www.personal-accounting.org/wp-content/uploads/2020/10/image-SHjEC1BIl75OeLif.png" width="457px" alt="how much does an accountant cost"/></p>
<p>Operations and Supply Chain Management provides a streamlined introduction to how organizations efficiently produce goods and services, determine supply chain management strategies, and measure performance. Emphasis is placed on integrative topics essential for managers in all disciplines, such as supply chain management, product development, and capacity planning. This course guides students in analyzing processes, managing quality for both services and products, and measuring performance while creating value along the supply chain in a global environment. Intermediate Accounting III provides comprehensive coverage of investments, revenue recognition, accounting for income taxes, pension plans, and leases. The course explores further advanced topics, including accounting changes and error analysis, full disclosure requirements in financial reporting, and interpretation of the statement of cash flows.</p>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/online-accounting-degree-bachelor-s-program/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Spahn Accounting Services in Hillsboro, OR 97124 503-709 ..</title>
		<link>https://eolpl.org/spahn-accounting-services-in-hillsboro-or-97124/</link>
		<comments>https://eolpl.org/spahn-accounting-services-in-hillsboro-or-97124/#comments</comments>
		<pubDate>Mon, 02 Aug 2021 14:14:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://eolpl.org/?p=1597</guid>
		<description><![CDATA[Do you need someone to watch for company operational trends? Do you need help formulating a strategy or developing and integrated strategies for your company’s success? We will provide Personal and Business bookkeeping that will keep your records reconciled and up to date. You’ve reached the Hill, let us take …<p> <a class="continue-reading-link" href="https://eolpl.org/spahn-accounting-services-in-hillsboro-or-97124/">Continue reading<i class="icon-right-dir"></i></a></p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-5.svg" width="251px" alt="Bookkeeping Services in Hillsboro"/></p>
<p>Do you need someone to watch for company operational trends? Do you need help formulating a strategy or developing and integrated strategies for your company’s success? We will provide Personal and Business bookkeeping that will keep your records reconciled and up to date.</p>
<h2>You’ve reached the Hill, let us take you to the Peak.</h2>
<p>Looking for an advocate to assist you on the path toward company growth? We take a commonsense approach to your company’s growth and assess your company’s health. Our goal is to guide you and ensure that you are meeting your milestones towards success, we utilize tools to keep you engaged. We will stay on the journey with you and fortify your financial goals for all of your endeavors. The professional you choose to manage payroll and other Bookkeeping issues should be capable of working with businesses of all sizes and structures.</p>
<h2>About Spahn Accounting Services</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/index.jpg" width="256px" alt="Bookkeeping Services in Hillsboro"/></p>
<p>Yelp users haven’t asked any  questions yet about Hillsboro Bookkeeping.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/872f22cb-6f25-4b0d-8d25-bb8459f749d0-300x200.jpg" width="254px" alt="Bookkeeping Services in Hillsboro"/></p>
<h2>Nelson Hill Bookkeeping and Accounting Services</h2>
<p>The smallest mistakes in your Bookkeeping and payroll work can create large problems for you. The team at Vector Bookkeeping, LLC always makes excellence a priority. Continuing education as required by the IRS also keeps this firm up to speed on the most recent changes to the tax code.</p>
<h2>Free price estimates from local Tax Professionals</h2>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/O8O_ETIiIH0' frameborder='0' alt='Bookkeeping Services in Hillsboro' allowfullscreen></iframe></div>
<p>A personal discussion of your financial statements or other business matters is available when you need it and is as close as your phone. If you have a question, Nelson Hill Bookkeeping and Accounting Services is here to respond. Guiding you in your business is essential and relationship building that is why we are responsive to your questions, or concerns. As your resource, coach, and strategist, our communication is paramount.</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Hillsboro Business Directory – Hillsboro Free Press &#8211; Hillsboro Free Press</h3>
<p>Hillsboro Business Directory – Hillsboro Free Press.</p>
<p>Posted: Sun, 30 Mar 2014 00:54:40 GMT [<a href='https://news.google.com/rss/articles/CBMiP2h0dHBzOi8vd3d3LmhpbGxzYm9yb2ZyZWVwcmVzcy5jb20vaGlsbHNib3JvLWJ1c2luZXNzLWRpcmVjdG9yedIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<ul>
<li>The professional you choose to manage payroll and other Bookkeeping issues should be capable of working with businesses of all sizes and structures.</li>
<li>Yelp users haven’t asked any questions yet about Hillsboro Bookkeeping.</li>
<li>Let us use our professional expertise, knowledge and passion to help you find solutions towards growing your business.</li>
<li>The team at Vector Bookkeeping, LLC always makes excellence a priority.</li>
</ul>
<p>Many sole proprietors make the mistake of thinking that Bookkeeping management is less important for their business than it is for a large company. The reality is that it can sometimes be even more important for small businesses. The advantage of working with us is <a href="https://www.bookstime.com/bookkeeping-services/hillsboro">Bookkeeping Services in Hillsboro</a> that your business will be given the highest priority regardless of your balance sheet. Is financial tracking and reporting not your thing? We  have received training and have access to the top accounting information systems such as Quickbooks online and Xero.</p>
<h2>Jones &amp; Roth CPAs and Business Advisors</h2>
<ul>
<li>Those who require Hillsboro Bookkeeping services have come to trust Vector Bookkeeping LLC.</li>
<li>As your resource, coach, and strategist, our communication is paramount.</li>
<li>Continuing education as required by the IRS also keeps this firm up to speed on the most recent changes to the tax code.</li>
<li>Staff members are Xero Certified and LivePlan Advisors who are professional and highly qualified to guide you throughout the life of your business.</li>
<li>Another advantage of a professional Hillsboro Bookkeeping service in Portland is the confidence that your work is being competently managed.</li>
</ul>
<p>We work to ensure that our clients receive up to date information about the health and future growth of their business. We offer our clients business planning, strategies and forecasting to align with goals and milestones. We’ll do our best to guide you through the stages of business and locate opportunities to strengthen your business foundation. Our role is to guide at an individual level because we understand that no business is alike. Another advantage of a professional Hillsboro Bookkeeping service in Portland is the confidence that your work is being competently managed.</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/KBBK3dLf9HA' frameborder='0' alt='Bookkeeping Services in Hillsboro' allowfullscreen></iframe></div>
]]></content:encoded>
			<wfw:commentRss>https://eolpl.org/spahn-accounting-services-in-hillsboro-or-97124/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
