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	<title>คลินิกจัดฟันสุขุมวิท &#187; Bookkeeping</title>
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		<title>Perpetual vs Periodic Inventory Systems Compared</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/10/21/perpetual-vs-periodic-inventory-systems-compared-3/</link>
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		<pubDate>Mon, 21 Oct 2024 11:29:07 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[In a perpetual inventory system like vendor-managed inventory (VMI) from DXP, this is one of the core VMI benefits. This setup works best for smaller operations or businesses with a manageable amount of inventory. It’s cost-effective but it takes time, and you’ll need to pause other tasks to do it right. Advantages and Disadvantages of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>In a perpetual inventory system like vendor-managed inventory (VMI) from DXP, this is one of the core VMI benefits. This setup works best for smaller operations or businesses with a manageable amount of inventory. It’s cost-effective but it takes time, and you’ll need to pause other tasks to do it right.</p>
<h2>Advantages and Disadvantages of Perpetual Inventory Systems</h2>
<p>This period can be a month, a quarter, or a year, depending on the size of the company and the nature of its business. During this period, a company records all purchases and sales of inventory items, as well as any adjustments that need to be made to the inventory account. Modern inventory management often leverages technology, such as inventory management software, to streamline processes and improve accuracy. These tools can automate many aspects of inventory management, from tracking inventory levels to generating purchase orders, making it easier for businesses to manage their stock efficiently.</p>
<p>Whether you need barcode/RFID-enabled perpetual tracking or structured periodic stock verification, Infizo Stock ensures optimized inventory control, improved efficiency, and accurate reporting. A perpetual inventory system automatically updates and records the inventory account every time a sale, or purchase of inventory, occurs. You can consider this “recording as you go.” The recognition of each sale or purchase happens immediately upon sale or purchase. The perpetual system updates inventory and cost of goods sold accounts regularly. The perpetual inventory system updates the cost of goods sold and subsequently the inventory account regularly.</p>
<p>For organizations seeking to optimize how they conduct business, ask about our vendor-managed inventory services. Periodic systems only provide a snapshot of inventory records at specific intervals, which can result in outdated information. This lack of real-time data can make it challenging to respond quickly to stockouts or overstock situations. A periodic inventory system requires very few materials to be properly conducted and this translates to a significantly lower cost of setup. This makes a periodic system ideal for smaller businesses running on a tight budget.</p>
<ul>
<li>To calculate the valuation of goods sold, it will be a problem when the cost we spend changes over time.</li>
<li>It makes sense when we look at the formula, the beginning balance plus new purchase less ending must result as the sold item.</li>
<li>Radio-frequency identification (RFID) technology, for example, has become a game-changer.</li>
<li>A physical count of inventory can also be performed to verify the inventory levels.</li>
</ul>
<h2>Periodic vs Perpetual Inventory System</h2>
<p>This lack of physical verification can allow errors, misplaced items, and software malfunctions to go undetected, potentially leading to a disconnect between the physical and electronic systems. A perpetual inventory system is an inventory management method that continuously updates inventory records in real time. The system records the transaction immediately whenever a sale, purchase, or adjustment occurs. A purchase return or allowance under perpetual inventory systems updates Merchandise Inventory for any decreased cost. Under periodic inventory systems, a temporary account, Purchase Returns and Allowances, is updated.</p>
<p>Omni-channel commerce and multi-channel commerce practices give customers more options for browsing, ordering, and picking up items while helping E-Commerce businesses reach a wider customer base. These approaches rely on consistent pricing and item availability across platforms to provide a seamless customer experience. Perpetual inventory management ensures retailers maintain inventory visibility for all their online platforms and physical locations continuously. Demand forecasting is a process used to estimate how much of a given item will be needed to meet future demand.</p>
<h2>What is perpetual inventory management?</h2>
<p>Moreover, inventory systems are increasingly interconnected with other components of the supply chain, such as procurement and logistics. This integration allows for a more synchronized approach to supply chain management, where inventory levels are adjusted based on a comprehensive view of supply chain activities. Small businesses can benefit from a perpetual inventory system if they have frequent transactions and the budget to invest in technology. For businesses seeking to streamline their operations further, consider using tools like Buster Fetcher.</p>
<h2>Accounting with the Periodic Inventory System</h2>
<p>Materials received, consumed, and shipped can be determined based on these inputs alone. This means the most accurate data <a href="https://www.online-accounting.net/how-long-should-you-keep-business-records-how-long/">how long should you keep business records</a> is available just after the close of each accounting period. Square accepts many payment types and updates accounting records every time a sale occurs through a cloud-based application.</p>
<h2>What is the meaning of perpetual inventory?</h2>
<ul>
<li>For small operations, the periodic inventory method simplifies the process of tracking inventory, reducing the complexity and cost of inventory management.</li>
<li>It is important for businesses to carefully consider which method to use and to ensure that it is consistently applied from one period to the next.</li>
<li>Note that for a periodic inventory system, the end of the period adjustments require an update to COGS.</li>
<li>Thanks to the global growth of e-commerce, companies are heavily investing in warehouse spaces across the globe.</li>
</ul>
<p>Automation and individual item tracking are just a couple benefits of inventory management software. The inventory records are kept in Bin Card (Stores <a href="https://www.quick-bookkeeping.net/what-s-the-difference-between-salary-vs-wage/">what&#8217;s the difference between salary vs wage employees</a> Keeper) and Stores Ledger (Cost Accounting Department). To ensure accuracy, physical verification of stock takes place at regular&nbsp;intervals, and they are compared with the recorded figures.</p>
<p>For example, FIFO is often preferred in industries where inventory turnover is high, as it provides a more accurate reflection of current market conditions. LIFO, on the other hand, can be beneficial <a href="https://www.simple-accounting.org/how-to-do-bank-reconciliation/">how to do bank reconciliation</a> for businesses looking to reduce tax liabilities in times of rising prices, as it matches higher costs with current revenues. Here’s everything you need to know about periodic and perpetual inventory management, how they affect your day-to-day business operations, and how they can impact your bottom line.</p>
<h2>Challenges of Periodic Inventory Systems</h2>
<p>Even more so as cloud-based ERP systems and ERP software for SMEs become mainstream. In fact, the ERP software market was predicted to grow from $182.22 billion in 2023 to $202.69 billion in 2024 at a compound annual growth rate (CAGR) of 11.2%. Platforms like Omniful automate tracking, updates, and syncing with OMS and marketplaces.</p>
<p>Under the perpetual inventory system, an entity continually updates its inventory records in real time. A perpetual inventory system is more accurate as it tracks inventory in real time, reducing errors. In contrast, a periodic inventory system may have discrepancies since it relies on physical counts done periodically. In contrast, a periodic inventory system updates inventory records at specific intervals, such as weekly, monthly, or annually.</p>
<p>Instead, businesses can rely on manual record-keeping methods, such as spreadsheets or paper-based systems. A perpetual inventory system is a method of tracking inventory levels in real-time. This system uses computerized software and hardware to provide continuous updates of inventory levels, making it easier for companies to track their inventory and manage their stock. These systems can automatically adjust reorder points based on historical sales data, ensuring optimized inventory levels and avoiding stockouts during peak seasons.</p>
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		<title>What is the Difference Between Periodic and Perpetual Inventory Systems?</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/10/18/what-is-the-difference-between-periodic-and-3/</link>
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		<pubDate>Fri, 18 Oct 2024 13:41:45 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Inventory management is the process of overseeing the storage, movement, and sale of inventory. It involves tracking inventory levels, monitoring inventory movements, and making informed decisions about inventory management. Effective inventory management is crucial for businesses to ensure that they have the right products in the right quantities at the right time. It helps businesses [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Inventory management is the process of overseeing the storage, movement, and sale of inventory. It involves tracking inventory levels, monitoring inventory movements, and making informed decisions about inventory management. Effective inventory management is crucial for businesses to ensure that they have the right products in the right quantities at the right time. It helps businesses to minimize stockouts, overstocking, and waste, and to maximize <a href="https://www.quick-bookkeeping.net/actual-home-office-expenses-vs-the-simplified/">actual home office expenses vs the simplified method</a> customer satisfaction and profitability. Although periodic and perpetual inventory systems both track stock, periodic inventory is better suited for businesses that do not require continuous stock tracking. The perpetual inventory system is the process of keeping inventory records in real-time.</p>
<h2>Top 10 Mobile Inventory Management Software in 2025</h2>
<p>Whether you’re an enterprise scaling across GCC or a growing D2C brand in Saudi Arabia, the right inventory tracking method could be the difference between fulfilment success and stockout chaos. In the next section, we’ll explore which inventory management system might be best suited for your specific business needs. When it comes to multi-channel fulfilment solutions, WareIQ stands out as a trusted partner for businesses of all sizes. A Y-Combinator-backed eCommerce full-stack platform, WareIQ offers multi-channel fulfilment across D2C, marketplaces, quick commerce, and B2B (general trade &amp; modern trade). However, it is difficult to account for any errors or omissions used for large inventory houses. Any expenses incurred such as insurance and freight are also included in this step.</p>
<p>Inventory affects food cost by tracking how much product is used versus sold. Inaccurate inventory leads to incorrect cost of goods sold (COGS), hidden waste, and inflated expenses &#8211; making it harder for restaurant owners to control profit margins effectively. For businesses looking to scale their operations and enhance customer satisfaction, WareIQ offers a reliable, tech-driven solution.</p>
<h2>Cons of Periodic Inventory Systems</h2>
<p>This is particularly beneficial for businesses with multiple locations or those that operate in an e-commerce environment. Cloud systems can integrate with other business applications, providing a holistic view of operations and enabling more informed decision-making. A perpetual inventory system constantly updates stock levels as sales, returns, or receipts occur. With every scan or sale, the system reflects real-time changes, keeping inventory data fresh and actionable. The periodic inventory system is a less complicated system wherein counting of inventory is done periodically, such as on a weekly, monthly, or yearly basis. In this system, a business conducts a physical count of the stock to ascertain the volume of goods on hand at regular intervals.</p>
<h2>Comparison: Perpetual vs Periodic Inventory System</h2>
<p>This system requires businesses to manually count their inventory, record the counts, and adjust their inventory records accordingly. Choosing between a perpetual and periodic inventory system depends on your business needs, budget, and operational preferences. A perpetual inventory system offers real-time updates and greater accuracy but comes with higher costs and complexity.</p>
<p>The perpetual system is more inclined towards the automation and use of technology to maintain inventory records in real-time. Contrarily, the periodic system considers the physical count of inventory using manual tools for more accuracy. Small businesses can choose the inventory system that works best for them based on their specific needs and resources.</p>
<ul>
<li>The perpetual inventory system requires more effort and resources to maintain but provides real-time accuracy in inventory levels.</li>
<li>In contrast, a periodic inventory system may have discrepancies since it relies on physical counts done periodically.</li>
<li>This system relies on technologies like barcode scanners or your e-commerce order management software, and offers higher accuracy and efficiency than periodic systems.</li>
<li>This system provides businesses with up-to-date information on the quantity and value of their inventory.</li>
<li>This visibility can support lean initiatives like just-in-time (JIT) inventory management aimed at keeping inventory levels low to reduce carrying costs and waste.</li>
<li>On the other hand, the periodic inventory system is less demanding but may result in inaccurate inventory levels between counts.</li>
</ul>
<h2>Potential Over-reliance on Technology</h2>
<p>Implementing the right inventory system can help address these challenges effectively. Combining inventory management with advanced analytics and forecasting tools can further enhance efficiency. In this article, we delve into the nuances of these inventory systems, explore their advantages, and provide insights into choosing the right approach for your business. This system is ideal for businesses that don’t need constant updates, this system is cost-effective and flexible but can be labor-intensive and prone to errors.</p>
<p>However, it requires a higher initial investment in hardware, software, and training. In conclusion, inventory accounting is an essential aspect of any business that deals with buying and selling products. It involves keeping track of inventory transactions, maintaining accurate records, and calculating the cost of goods sold. Perpetual inventory and periodic inventory are the two main methods of inventory accounting, and each has its advantages and disadvantages. A company must choose the method that best suits its needs and complies with accounting principles such as GAAP and IFRS.</p>
<p>Modern ERP systems further leverage Web 4.0 to ensure connectivity across all functions and systems, providing businesses with one central hub where all activity can be monitored and managed. Thanks to the global growth of e-commerce, companies are heavily investing in warehouse spaces across the globe. But what happens when warehouses are disconnected from systems upstream and downstream across supply chain operations? Businesses will likely lose revenues and customers — <a href="https://www.simple-accounting.org/allowance-for-doubtful-accounts-definition-and/">allowance for doubtful accounts definition and meaning</a> when warehouse operations are not synchronized with other supply chain processes. It auto-updates stock across all channels, avoids double-selling, and improves delivery accuracy.</p>
<p>Real-time track inventory enables continuous monitoring of stock levels, offering a clear and accurate inventory picture at any moment. When a product is scanned upon receipt, it is instantly integrated into the inventory management dashboard, becoming available for sale immediately. These include maintaining accurate inventory records, forecasting demand, and implementing efficient inventory tracking systems. By doing so, businesses can ensure they have the right amount of stock to meet customer demand without overstocking, which ties up capital and increases storage costs.</p>
<ul>
<li>This means the most accurate data is available just after the close of each accounting period.</li>
<li>This system updates with every sale, return, or purchase, providing real-time inventory data.</li>
<li>As businesses scale and grow, multiple functions and departments come into being.</li>
<li>For that reason, we advise using a periodic system only if your business is small with low inventory levels, low product turnover, and a limited number of sellable products to track.</li>
</ul>
<p>Warehouses are often equipped with technology such as barcode scanners to help with inventory management. When the item is sold, you can pinpoint exactly how much <a href="https://www.online-accounting.net/gusto-review-features-of-accounting-software/">gusto review</a> that specific item cost you. Master bulk inventory purchases by optimising supplier negotiation, warehouse capacity and minimising overstock risks. Learn how to calculate inventory turnover and unlock better cash flow with the right warehouse inventory management system.</p>
<p>While both the periodic and perpetual inventory systems require a physical count of inventory, periodic inventorying requires more physical counts to be conducted. Knowing the exact costs earlier in an accounting cycle can help a company stay on budget and control costs. Choosing between a periodic and perpetual inventory system comes down to your business’s specific needs, size, and budget.</p>
<p>In conclusion, effective inventory management is critical to the success of any retail business. By using a perpetual inventory system and addressing shrinkage, retailers can ensure that they have the right products in stock to meet customer demand and maximize profits. Overall, the perpetual inventory system is a powerful tool for businesses looking to manage their inventory effectively. By providing real-time updates and accurate information, this system can help businesses make informed decisions about their inventory management and reduce errors in the process. Perpetual inventory systems provide real-time updates and improved accuracy, allowing for better inventory management and reduced labor costs. Additionally, they facilitate automated purchase orders and enhance forecasting capabilities.</p>
<p>A perpetual inventory system updates inventory records in real-time with each transaction, ensuring accurate tracking and management of stock levels. Cloud-based inventory management software systems offer scalability and accessibility, efficiently collecting and interpreting data from various sources. This technology helps businesses maintain up-to-date inventory records, ensuring accurate stock levels and enhancing overall operational efficiency. Small businesses often implement periodic inventory systems with basic tools, making them straightforward to use.</p>
<p>The time commitment to train and retrain staff to update inventory is considerable. In addition, since there are fewer physical counts of inventory, the figures recorded in the system may be drastically different from inventory levels in the actual warehouse. A company may not have correct inventory stock and could make financial decisions based on incorrect data. The perpetual inventory system gives real-time updates and keeps a constant flow of inventory information available for decision-makers. With advancements in point-of-sale technologies, inventory is updated automatically and transferred into the company’s accounting system. This allows managers to make decisions as it relates to inventory purchases, stocking, and sales.</p>
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		<title>Accounting Equation-Definition, Example, Elements, Application, and Effects Notes with PDF</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/04/22/accounting-equation-definition-example-elements-2/</link>
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		<pubDate>Mon, 22 Apr 2024 11:18:56 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[The equation remains balanced, showing that the company has increased its assets while taking on new financial obligations. This includes cash, accounts receivable, inventory, equipment, and real estate. In this article, we will explore the definition of accounting equations, their importance, workings, formulas, calculations, limitations, real-world examples, and the challenges businesses face when applying them. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The equation remains balanced, showing that the company has increased its assets while taking on new financial obligations. This includes cash, accounts receivable, inventory, equipment, and real estate. In this article, we will explore the definition of accounting equations, their importance, workings, formulas, calculations, limitations, real-world examples, and the challenges businesses face when applying them.</p>
<p>The accounting equation can be best described as the primitive foundation of the double-entry system of accounting. It is the representation of the company’s assets, liabilities, and equity that is presented in a logical format on the balance sheet of the company. The assets in the accounting equation are the resources that a company has available for its use, such as cash, accounts receivable, fixed assets, and inventory. Accounts receivable include all amounts billed to customers on credit that relate to the sale of goods or services. Inventory includes all raw materials, work-in-process, finished goods, merchandise, and consigned goods being offered for sale by third parties. Modern accounting software simplifies the application of the accounting equation by automating transaction recording and ensuring real-time accuracy.</p>
<p>The accounting equation is not limited to business financials; it has practical applications in personal finance and business decision-making. This section explores how individuals and companies can use the accounting equation to manage their finances more effectively. With HashMicro Accounting Software, businesses can simplify financial management through automated reconciliation, real-time reporting, and advanced budgeting tools. The basic concept of accounting equation is to express two main points in the accounting rule.</p>
<h2>Assets in the Accounting Equation</h2>
<p>This equation is the foundation of modern double entry system of accounting being used by small proprietors&nbsp;to large multinational corporations. Other names used for this&nbsp;equation are balance sheet equation and fundamental or&nbsp;basic accounting equation. The accounting equation is a fundamental concept that states that a company’s total assets are equal to the sum of its liabilities and its shareholders’ equity. This straightforward relationship between assets, liabilities, and equity is the foundation of the double-entry accounting system. Each business transaction impacts one or more of these components while ensuring the equation remains balanced. Understanding these elements is essential for maintaining accurate financial records and assessing a company’s financial health.</p>
<h2>3 Examples of Equity</h2>
<p>Beginning retained earnings are earnings distributed to stockholders from the previous period. In this case, there is no transaction that can make the equation not balanced. If there is, it would only mean one thing which is there is an error in accounting. The accounting equation is considered a fundamental basis on which all accounting systems function.</p>
<p>Liabilities are claims made against assets, or current debts and obligations. Borrowing money and making purchases on credit are common practices for companies of every size. The rights or claims that can be made against these resources are referred to as liabilities and owner’s equity. On the basis of this dual nature of transactions, modern accountants have developed a mathematical formula that is referred to as the accounting equation. The assets of the business will increase by $12,000 as a result of acquiring the van (asset) but will also decrease by an equal amount due to the payment of cash (asset). Required Explain how each of the above transactions impact the accounting equation and illustrate the cumulative effect that they have.</p>
<h2>Additional Resources</h2>
<ul>
<li>The accounting equation is also known as the basic accounting equation or the balance sheet equation.</li>
<li>It&#8217;s a core concept in modern accounting that provides the basis for keeping a company’s books balanced across a given accounting cycle.</li>
<li>In accounting, the claims of creditors are referred to as liabilities and the claims of owner are referred to as owner’s equity.</li>
<li>ABC &#038; Co. has liabilities of $3.2 billion and owners’ equity of $14.3 billion.</li>
</ul>
<p>Double-entry accounting is a system where every transaction affects at least two accounts. Liabilities are debts that a company owes and costs that it must pay to keep running. Debt is a liability whether it&#8217;s a long-term loan or a bill that&#8217;s due to be paid.</p>
<p>The reason why the accounting equation always balances is in how the equation is set up. This equation formula shows that a company’s resources (assets) are financed by debts (liabilities) or the owner’s equity. Every financial transaction affects at least two of these components, maintaining the balance of the equation.</p>
<h2>Shareholders’ Equity in the Accounting Equation</h2>
<p>It&#8217;s a core concept in modern accounting that provides the basis for keeping a company’s books balanced across a given accounting cycle. The accounting equation is the foundation of financial management, ensuring that every business transaction maintains a balanced and accurate financial record. Businesses can track their financial health and make informed decisions by understanding its components, assets, liabilities, and equity. The concept here is that no matter what business transaction is, the accounting equation will always be balanced where total assets always equal total liabilities plus owner’s equity in the accounting. The asset, liability, and shareholders’ equity portions of the accounting equation are explained further below, noting the different accounts that may be included in each one.</p>
<h2>Shareholders’ Equity</h2>
<ul>
<li>The global accounting services market is set to reach $735.94 billion by 2025, growing at a 3.9% CAGR.</li>
<li>To construct a Balance Sheet, you gather information about a company’s assets, liabilities, and equity and arrange them in a standardized format.</li>
<li>Calculating the accounting equation at the end of the first month of summer sales.</li>
</ul>
<p>It will result in an increase in the company’s inventory which is an asset while reducing cash capital which is another asset if a business buys raw materials and pays in cash. Two or more accounts are affected by every transaction carried out by a company so the accounting system is referred to as double-entry accounting. The accounting equation helps to assess whether business transactions carried out by the company are being accurately reflected in its books and accounts. Every transaction that happens within a business has an effect on its financial position. The accounting equation is what keeps all of the transactions in balance and helps users of the information make sense of what areas each transaction affects. Analyzing changes in the accounting equation helps businesses and analysts understand the impact of different financial activities.</p>
<p>The monthly payment of rent to a landlord, the purchase of equipment from a supplier, and the sale of goods to customers are all examples of external transactions. The most common sources of revenue are the sale of goods and services, the leasing of real estate, the provision of financial loans, commissions, fees, interest,&nbsp; royalties, dividends, and rent. ABC &amp; Co. has liabilities of $3.2 billion and owners’ equity of $14.3 billion.</p>
<p>This reflects the rising need for accurate financial reporting, with the accounting equation as a key principle in maintaining balanced records. All in all, no matter the case, total assets will always equal total liabilities plus owner’s equity. In this case, the total assets and owner’s equity increased $5,000 while total liabilities are still the <a href="https://accounting-services.net/accounting-equation-definition-and-example/">the accounting equation definition</a> same. They include cash on hand, cash at banks, investment, inventory, accounts receivable, prepaid, advance, fixed assets, etc. Taking time to learn the accounting equation and to recognise the dual aspect of every transaction will help you to understand the fundamentals of accounting.</p>
<p>The fundamental components of the accounting equation include the calculation of both company holdings and company debts; thus, it allows owners to gauge the total value of a firm&#8217;s assets. The income and retained earnings of the accounting equation is also an essential component in computing, understanding, and analyzing a firm&#8217;s income statement. This statement reflects profits and losses that are themselves determined by the calculations that make up the basic accounting equation. In other words, this equation allows businesses to determine revenue as well as prepare a statement of retained earnings. This then allows them to predict future profit trends and adjust business practices accordingly. Thus, the accounting equation is an essential step in determining company profitability.</p>
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		<title>Accounting Equation Overview, Formula, and Examples</title>
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		<pubDate>Mon, 22 Apr 2024 07:02:23 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[By separating each value into parts, experts can improve the thought of ​​how the profit is utilized, reinvested in the business, or kept in real money. Assets are the resources that the business owns, and from which the company is likely to benefit in the future. For example, ABC Co. started the company on 02 [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>By separating each value into parts, experts can improve the thought of ​​how the profit is utilized, reinvested in the business, or kept in real money. Assets are the resources that the business owns, and from which the company is likely to benefit in the future. For example, ABC Co. started the company on 02 January 2020 by injecting cash into the business of $50,000. The $30,000 came from its owner and $20,000 came from the borrowing from the bank. Any change to a liability or ownership claim necessitates the performance of analysis with the same structure.</p>
<p>The accounting equation records assets at historical cost rather than their current market value. This means that financial statements may not accurately reflect a company’s true financial position, especially for assets like real estate or intellectual property that appreciate over time. An accounting equation is a mathematical formula that illustrates how a company’s total assets and total liabilities relate to one another. As you can see, no matter what the transaction is, the accounting equation will always balance because each transaction has a dual aspect. The accounting equation ensures that a company’s financial records remain balanced and accurate, forming the foundation of double-entry accounting. Valid financial transactions always result in a balanced accounting equation which is the fundamental characteristic of double entry accounting (i.e., every debit has a corresponding credit).</p>
<h2>Assets</h2>
<p>As we have seen in the example above, the $50,000 of cash which the owner injects into business becomes the assets of $50,00. A company&#8217;s quarterly and annual reports are basically derived directly from the accounting equations used in bookkeeping practices. These equations, entered in a business&#8217;s general ledger, will provide the material that eventually makes up the foundation of a business&#8217;s financial statements. This includes expense reports, cash flow and salary and company investments. This expanded version incorporates the income statement, linking a company’s financial performance to its financial position. Revenues increase equity, while expenses reduce it, emphasizing the equation’s dynamic nature.</p>
<ul>
<li>While the accounting equation is essential for maintaining financial accuracy, it has certain limitations that businesses must consider.</li>
<li>The balance sheet must be balanced, i.e. the level of assets must correspond to the level of liability.</li>
<li>Accounts receivable lists the amounts of money owed to the company by its customers for the sale of its products.</li>
<li>Every financial transaction affects at least two of these components, maintaining the balance of the equation.</li>
</ul>
<h2>Classification of Transactions Notes with PDF</h2>
<p>One quality that is shared by all assets is the ability to continue providing services or benefits into the foreseeable future. This opportunity to provide a service or realize potential economic gain for the company will ultimately result in cash inflows (also known as receipts). The accounting equation is applicable to all economic entities, irrespective of their size, type of business, or organizational structures for conducting business. The cash (asset) of the business will increase by $5,000 as will the amount representing the investment from Anushka as the owner of the business (capital). Regardless of how the accounting equation is represented, it is important to remember that the equation must always balance. To learn more about the accounting equation, see our Accounting Equation Outline.</p>
<p>This system ensures that the equation remains balanced, preventing errors and enhancing accuracy. For example, if a company earns $10,000 in revenue and incurs $4,000 in expenses, its equity increases by $6,000, demonstrating how operational results impact the accounting equation. A debit refers to an increase in an asset or a decrease in a liability or shareholders’ equity. A credit in contrast refers to a decrease in an asset or an increase in a liability or shareholders’ equity. Shareholders’ equity is the total value of the company expressed in dollars.</p>
<h2>Elements of the Accounting Equation</h2>
<p>Accounts receivable&nbsp;lists the amounts of money owed to the company by its customers for the sale of its products. From understanding the rates that apply, to choosing the scheme and making the declaration, we cover everything you need to navigate the world of VAT with peace of mind. What is the purpose of a contribution in the form of a shareholder&#8217;s current account?</p>
<p>Find out how this alternative form of financing works, and what its many advantages are. For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. This also includes debt that might have been taken by the company in order to arrange for finances.</p>
<p>It includes the amount that is owed by the shareholders, as a return on their investment in the company. Shareholder’s equity includes the amount that is invested by the shareholders in the form of shares, in addition to the retained earnings that have been accumulated by the company over the course of time. Therefore, the accounting equation can be explained as the basic accounting formula, or the premise by which the business functions or operates. The assets that an owner contributes to a business are known as investments.</p>
<h2>The Financial Modeling Certification</h2>
<p>There is a possibility that some of these activities will lead to business transactions. For example, the suppliers will deliver the ordered goods, and the workers will be paid for their efforts. There are many activities that are not considered to be business transactions that are carried out by businesses. In order to carry out its operations, such as production and sales, the company uses its assets. Cash (asset) will reduce by $10 due to Anushka using the cash belonging to the business to pay for her own personal expense. As this is not really an expense of the business, Anushka is effectively being paid amounts owed to her as the owner of the business (drawings).</p>
<ul>
<li>Indeed, by convention, the assets are presented on the right and the liabilities on the left of a balance sheet.</li>
<li>A company&#8217;s quarterly and annual reports are basically derived directly from the accounting equations used in bookkeeping practices.</li>
<li>Its concept is also to express the relationship of the balance sheet items which are assets, liabilities, and owner’s equity.</li>
<li>For example, John takes £150 from the cashier of his store to buy himself a shirt.</li>
</ul>
<p>The accounting equation is a fundamental principle in bookkeeping that shows the balance between assets, liabilities, and equity. It works by ensuring every transaction keeps the equation in balance for accurate financial records. The accounting equation plays a significant role as the foundation of the double-entry bookkeeping system.</p>
<p>As a result of this transaction, the asset (cash) and owner’s equity (expenses) both decreased by $4,000. As a result of this <a href="https://accounting-services.net/accounting-equation-definition-and-example/">the accounting equation definition</a> transaction, the asset (cash) and owner’s equity (revenues) both increased by $9,000. As a result of this transaction, the liability (accounts payable) and asset (furniture) both increased by $16,000. This transaction results in an equal increase in assets and owner’s equity by $20,000. We make use of a separate category that we refer to as “drawings” in order to compute the total amount of withdrawals for each accounting period.</p>
<p>This section illustrates how business owners and managers can utilize the accounting equation to assess the financial implications of different decisions and optimize their financial strategies. Personal finance involves managing individual or family financial matters. This section demonstrates how the accounting equation can be applied to personal budgeting, tracking assets and liabilities, and making informed financial decisions. The accounting equation is dynamic and changes with every financial transaction. Understanding these changes is essential for accurate financial reporting and decision-making. This section explores the factors that lead to changes in the accounting equation and how these changes are analyzed.</p>
<p>It also serves as the foundation for double-entry bookkeeping, where every transaction affects at least two accounts, reinforcing financial integrity. Beyond accuracy, the accounting equation helps businesses analyze financial health and make informed decisions. The concept of expanded accounting equation is that it shows further detail on where the owner’s equity comes from. In this case, the owner’s equity will be replaced with the elements that make it up. Its concept is also to express the relationship of the balance sheet items which are assets, liabilities, and owner’s equity.</p>
<h2>How the Accounting Equation Relates to the Balance Sheet</h2>
<p>This section explains how such analysis can reveal trends, financial patterns, and potential areas of concern or improvement. This allows analysts to have a better understanding of how profits are being used within a company. HashMicro Accounting Software simplifies financial management by integrating real-time reporting, automated bookkeeping, and accurate financial tracking.</p>
<p>Therefore, the accounting equation is basically presented in the Balance Sheet such that the total holds. If hypothetically, the total does not hold, this means that some of the transactions (or class of accounts) have been categorized improperly. Equity or shareholder’s equity is simply the amount that would be paid to the shareholders in the case where all the assets were liquidated, and the liabilities of the company were subsequently paid off. As a result of this transaction, the asset (cash) and the owner’s equity (expenses) both decreased by $2,000. As a result of this transaction, the asset (cash) and the liability (accounts payable) both decreased by $8,000.</p>
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		<title>What is CIP in accounting?</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/09/18/what-is-cip-in-accounting/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/09/18/what-is-cip-in-accounting/#comments</comments>
		<pubDate>Sat, 18 Sep 2021 03:17:19 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=990</guid>
		<description><![CDATA[She has written content for online publication since 2007, with earlier works focusing more in education, craft/hobby, parenting, pets, and cooking. Now she focuses on careers, personal financial matters, small business concerns, accounting and taxation. Laura has worked in a wide variety of industries throughout her working life, including retail sales, logistics, merchandising, food service [&#8230;]]]></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/2021/04/1904d5d0-700a-411c-b76e-1c393f304a9d-300x200.jpg" width="253px" alt="cip account"/></p>
<p>She has written content for online publication since 2007, with  earlier works focusing more in education, craft/hobby, parenting, pets, and cooking. Now she focuses on careers, personal financial matters, small business concerns, accounting and taxation. Laura has worked in a wide variety of industries  throughout her working life, including retail sales, logistics, merchandising, food service quick-serve and casual dining, janitorial, and more. This experience has given her a great deal of insight to pull from when writing about business topics. This final regulation applies to banks, savings associations, credit unions, private banks, and trust companies. Partnering with seasoned financial professionals ensures that your company navigates the intricacies of construction work-in-progress accounting with precision and proficiency.</p>
<ul>
<li>Implementing a centralized communication platform, such as Slack or Microsoft Teams, can facilitate better coordination and information sharing.</li>
<li>Tools like Procore, Sage 300 Construction and Real Estate, and Viewpoint Vista offer robust features tailored to the unique needs of construction projects.</li>
<li>At such times, it is better to switch to more advanced software and accounting methods like construction in progress accounting to ensure your business doesn’t lose its grip on finances.</li>
<li>The first step in construction in progress accounting is to record all expenses related to the construction project.</li>
<li>Businesses must prepare accurate, up-to-date financial reports that account for their expenses and profits.</li>
<li>Accurate billing and revenue recognition play a vital role in the financial management of construction projects.</li>
</ul>
<h2>How do you show construction in progress on a balance sheet?</h2>
<ul>
<li>– Managing CIP accounts require proper knowledge, experience, and advanced bookkeeping tools.</li>
<li>This matches expenses to revenues when WIP is finished in line with accrual accounting principles.</li>
<li>This includes the architect, feasibility study consultants, surveyors, general contractor, construction manager, and utility companies that directly bill the company.</li>
<li>The CIP account, therefore, accumulates costs for a fixed asset until it is ready for use.</li>
<li>Instead, they recognize revenue and expense by allocating it to accounting periods over the life of the project, based on how much of the project is finished.</li>
<li>Ongoing cost monitoring and control are essential to ensure projects stay within budget, leveraging accounts payable tracking to manage cash flow.</li>
</ul>
<p>Construction in progress (CIP) is recorded as an asset on the balance sheet under non-current assets. When costs like materials, labor, equipment rental etc. are incurred for a construction project, the construction in progress account is debited and accounts like cash, accounts payable etc. are credited. Construction in progress accounting plays a crucial role in tracking and managing construction costs throughout the entire construction project lifecycle.</p>
<h2>Construction-in-Process (CIP) Accounting Explained</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/b0685b1a7a.jpg" width="255px" alt="cip account"/></p>
<p>As construction projects grow in complexity, specialized <a href="https://www.bookstime.com/articles/what-is-a-bookkeeper">https://www.bookstime.com/articles/what-is-a-bookkeeper</a>ing technology and staff training help firms optimize financial oversight. From roads and bridges to city sewer lines and parks, public sector construction projects have lengthy timeframes often spanning years. Government accounting standards make regular CIP reporting mandatory to assess taxpayer return on investment.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/03/1071667766-300x165.jpg" width="258px" alt="cip account"/></p>
<h2>How to Calculate the Beginning Work-in-Process Inventory</h2>
<p>Join us on this journey as we navigate the intricacies of construction in progress accounting and learn key strategies for success in construction financial management. The very nature of construction projects spans over longer time horizons and involves significant upfront investments before revenue generation can begin. This creates unique challenges for financial planning, cost control, performance reporting, and informed decision-making. Construction work-in-progress accounting refers to the record-keeping of all expenditures that accrue in constructing a non-current asset. An accountant will report spending related to the construction-in-progress account in the “property, plant, and equipment” asset section of the company’s balance sheet. After the construction has been completed, the relevant building, plant, or equipment account is debited with the same amount as construction in progress.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/cc1938deb8.jpg" width="257px" alt="cip account"/></p>
<h2>What Is the Process for Adjusting Entries for Inventory in a Manufacturing Firm?</h2>
<p>Best practice involves creating new subtasks and cost codes to track change order expenses separately from original budget items. Profitability – Inappropriate capitalization or errors in accumulating project expenses can undermine income statement accuracy. Given the long project timelines, evolving plans, and complexity of construction activities, having rigorous internal controls around CIP accounting is crucial. This percentage completion appropriation method is most common when a contract of delivering a large number of similar assets is made. For instance, it can be a contract to manufacture tires for a car manufacturing company. In this method, the number of units manufactured is divided by the total number of units to be manufactured.</p>
<h2>What Accounting Method Do Construction Companies Use?</h2>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/f6CT0Zw3uYw' frameborder='0' alt='cip account' allowfullscreen></iframe></div>
<p>It will use cement from its own inventory, therefore, debiting the inventory account. While that board has had problems meeting quorum requirements (the number of members who must be present for a meeting to occur), new provisions for alternate members will allow it to meet on a regular basis, she said. “Those projects were approved by voters and we are obligated to finish them,” Ratliff said. The definition of account also excludes an account opened for the purpose of participating in an employee benefits plan that was established under the Employee Retirement Income Security Act of 1974 (ERISA). – Managing <a href="https://www.bookstime.com/articles/construction-in-progress-accounting">cip account</a>s require proper knowledge, experience, and advanced bookkeeping tools.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/37cf3f0fad.jpg" width="251px" alt="cip account"/></p>
<ul>
<li>Therefore, the construction in progress is a non-current asset account that keeps a record of all the costs incurred until completion.</li>
<li>Moreover, auditors often scrutinize construction-work-in-progress accounts due to their susceptibility to manipulation.</li>
<li>Understanding CIP accounting is essential for project managers, accountants, and stakeholders to make informed decisions and maintain financial health throughout the project’s lifecycle.</li>
<li>Complex construction projects involve numerous stakeholders, supply vendors, streams of expenses, and documentation.</li>
<li>– Construction companies must also track anomalies like job costing, retention, progress billings, change orders, and customer deposits.</li>
</ul>
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		<title>Effective CIP Accounting for Modern Construction Projects</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/09/16/effective-cip-accounting-for-modern-construction/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/09/16/effective-cip-accounting-for-modern-construction/#comments</comments>
		<pubDate>Thu, 16 Sep 2021 21:10:23 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=988</guid>
		<description><![CDATA[Once costs have been allocated, and meets the criteria for capitalization, it is added to the CIP asset account in the company&#8217;s general ledger. The cost is then amortized over the asset&#8217;s useful life through depreciation expenses in subsequent accounting periods. Under the POC method, revenue is recognized as work progresses and can be calculated [&#8230;]]]></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/2019/09/QB_Advanced.png" width="258px" alt="cip account"/></p>
<p>Once costs have been allocated, and meets the criteria for capitalization, it is added to the CIP asset account in the company&#8217;s general  ledger. The cost is then amortized over the asset&#8217;s useful life through depreciation expenses in subsequent accounting periods. Under the POC method, revenue is recognized as work progresses and can be calculated by multiplying the total estimated revenue by the percentage of completion. This approach ensures that revenue is matched with the corresponding expenses and provides a more realistic view of the financial performance of a construction project. Businesses must prepare accurate, up-to-date financial reports that account for their expenses and profits. A balance sheet shows a company’s net worth at any given time and includes all of its assets, even those not currently in use.</p>
<h2>Lawton officials say mechanisms in place to ensure CIP projects are done</h2>
<p>In conclusion, construction-in-progress accounting is essential for effective construction financial management. Allocating costs is a crucial aaccountingspect of construction-in-progress (CIP) accounting. It involves assigning expenses incurred during a construction project to the appropriate asset account systematically and accurately. This process ensures that the financial statements accurately reflect the cost of <a href="https://www.bookstime.com/articles/construction-in-progress-accounting">cip account</a> constructing a long-term asset, such as a building or infrastructure, and that the project is completed within the allocated budget. Another significant aspect of managing CIP in a multi-project environment is maintaining accurate and up-to-date financial records. Each project must be tracked individually to ensure that costs are correctly attributed and financial statements reflect the true state of each project.</p>
<h2>How does CIP affect project management?</h2>
<p>Company ABC would now start to depreciate the equipment since the project finished. Blockchain – Shared ledgers create immutable records of transactions, improving verification  and security. As technology continues transforming construction industry operations, CIP automation is becoming an imperative. Here is an example to help you visualize what construction-in-progress may look like in your accounting books. The basis for the effort expended can be labor hours, the material used, or machine hours. For instance, if a cement manufacturing company is expanding the manufacturing unit.</p>
<h2>Navigating Revenue Recognition Methods: Percentage of Completion</h2>
<ul>
<li>For instance, if a project is 60% complete, 60% of the total contract revenue can be recognized.</li>
<li>These changes must be carefully documented and approved to ensure that the additional revenue and costs are accurately reflected in the financial statements.</li>
<li>– Construction-in-progress and other accounts must be separate to minimize the hassle and keep records balanced.</li>
<li>Once construction is complete, the asset shifts to the appropriate fixed asset account.</li>
<li>Generally accepted accounting principles (GAAP) requires the percentage of completion in journal entries whenever possible to account for construction in progress.</li>
<li>During the construction phase, costs are capitalized rather than expensed, meaning they are recorded as an asset on the balance sheet.</li>
</ul>
<p>This includes reflecting CIP accounting data accurately on mandatory financial statements. A construction company might come to your mind by reading the phrase “Construction In Progress.” Indeed, construction in progress accounting is mostly used by construction firms. Besides business dealing in building huge fixed assets, also use construction in progress accounting. The credit side of this entry might be to cash if paid for immediately or to the business’s inventory if it used the inventory assets in the construction. Companies that don’t track CIP costs accurately and separately make their records more complicated than they need to be.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/00c25707-d36f-402c-9493-e97a5e114284.jpg" width="250px" alt="cip account"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/d150ee275a.jpg" width="253px" alt="cip account"/></p>
<p>Effective communication and collaboration are also paramount in a multi-project setting. With various teams working on different projects, ensuring that everyone is on the same page can be challenging. Implementing a centralized communication platform, such as Slack or Microsoft Teams, can facilitate better coordination and information sharing. Regular meetings and updates are essential to keep all stakeholders informed about project progress, potential issues, and resource needs. This collaborative approach helps in identifying and addressing problems early, thereby reducing the risk of delays and cost overruns. – Construction-in-progress and other accounts must be separate to minimize the hassle and keep records balanced.</p>
<ul>
<li>By accurately monitoring these costs, construction companies can make informed decisions, control project budgets, ensure profitability, and track progress efficiently.</li>
<li>Instead of being ongoing expenses, they’re now considered assets that will provide value over time.</li>
<li>They should NOT be stored in the CIP account; otherwise, there is a considerable risk that expensable items will not actually be charged off for some time.</li>
<li>While costs are added to the construction in progress, related CIP account is debited with corresponding credits to accounts payable, accrued expenses, inventory, cash, and others.</li>
<li>It involves dividing the asset&#8217;s cost by its useful life and allocating an equal amount of the cost to each accounting period over the asset&#8217;s life.</li>
<li>These platforms allow for real-time tracking of expenses, revenue recognition, and financial reporting, thereby enabling better decision-making and financial control.</li>
<li>Therefore, companies must practice diligence in accounting for any and all expenses tied to a particular construction project.</li>
</ul>
<h2>Financial Management: Overview and Role and Responsibilities</h2>
<p>Monitoring these cash flows is essential for maintaining liquidity and ensuring that the company can meet its short-term obligations while investing in long-term growth. Conducting monthly or quarterly reviews allows for the identification of discrepancies and ensures that all costs are being recorded accurately. These reviews should involve cross-functional teams, including project managers, accountants, and procurement officers, to provide a comprehensive overview of the project’s financial health. Utilizing tools like Microsoft Power BI or Tableau can enhance these reviews by offering visual analytics and dashboards that make data easier to interpret. Construction-in-progress or CIP accounting is a technique accountants use to manage costs linked to fixed-asset constructions. This technique works because construction projects are way more complex than other projects.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/5d87a79f-2087-4cb9-b77b-19ee7d857462-300x204.jpg" width="255px" alt="cip account"/></p>
<p>Overbilling and underbilling are common challenges in construction accounting that can negatively affect project finances. Overbilling refers to charging more than the actual work completed, while underbilling occurs when the amount billed is less than the work performed. In the design and planning stage, construction professionals create detailed construction plans and blueprints for a new building. <a href="https://www.bookstime.com/articles/quickbooks-accountant">https://www.bookstime.com/articles/quickbooks-accountant</a>s continue to accumulate costs related to design and planning activities, including architectural and engineering fees. Accurate CIP tracking paves the way for successful on-time and on-budget project delivery – delivering immense value for construction firms and their stakeholders. Asset Valuation – Faulty CIP tracking can lead to assets being undervalued or overvalued on the balance sheet.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/yt2v-DrSJb4' frameborder='0' alt='cip account' allowfullscreen></iframe></div>
<h2>Free Financial Statements Cheat Sheet</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/payroll-852x568-1-300x200.jpg" width="256px" alt="cip account"/></p>
<p>On one side, there are computers, vehicles or similar fixed assets which don&#8217;t require much additional preparation work after they are purchased before they can be used by the company. On the other side, there are assets that may take weeks, months or event years before they are fully functional and ready for use. Managing construction-in-progress accounts is relatively more complicated than managing other business accounts. Firstly, a construction company does double-entry bookkeeping, as it is the approved method of tracking finances in the industry. At such times, it is better to switch to more advanced software and accounting methods like construction in progress accounting to ensure your business doesn’t lose its grip on finances. As it goes, small construction companies rarely hire experts to track and record their transactions.</p>
<ul>
<li>There is no depreciation of the accumulated costs until the project is completed and the asset is placed into service.</li>
<li>Asset Valuation – Faulty CIP tracking can lead to assets being undervalued or overvalued on the balance sheet.</li>
<li>Using these accounts allows companies to separate project costs from everyday business expenses, minimizing mixups and making financial statements accurate and reliable.</li>
<li>Construction-in-Progress (CIP) accounting is indispensable for businesses striving to maintain accurate and comprehensive financial records.</li>
<li>Business A receives a $100,000 bill from Builder’s Warehouse for construction materials.</li>
</ul>
<p>As these solutions gain maturity, they are likely to be game changers in elevating CIP accounting and financial control. 5G and IoT – Connected devices and equipment provide continuous streams of granular operational data to optimize workflows, resources, and expenses. Digital Twins – Virtual models of construction sites updated in real-time facilitate remote monitoring, simulations, and predictive analytics regarding costs and scheduling. Utilizing purpose-built software solutions can greatly enhance CIP accounting and management.</p>
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		<title>Studio Designer: Leading Platform for the Interior Design Industry</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/04/06/studio-designer-leading-platform-for-the-interior/</link>
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		<pubDate>Tue, 06 Apr 2021 16:33:35 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=1910</guid>
		<description><![CDATA[Transitioning to FreshBooks accounting software for interior designers is simple and intuitive—no experience with accounting software is necessary. Collaborating with an accountant or certified public accountant (CPA) is indispensable for tax planning, financial reporting, and overall business advisory. As an interior designer, closely working with a financial professional can provide valuable insights and ensure compliance [&#8230;]]]></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/2022/04/accounting-journal-entry-1.jpg" width="259px" alt="best accounting software for interior designers"/></p>
<p>Transitioning to FreshBooks accounting software for interior designers is simple and intuitive—no experience with accounting software is necessary. Collaborating with an accountant or certified public accountant (CPA) is indispensable for tax planning, financial reporting, and overall business advisory. As an interior designer, closely working with a financial professional can provide valuable insights and ensure compliance with tax laws and regulations.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/89f8a014-6a36-47bf-a1c9-cb2d05ab5d79-300x200.jpg" width="256px" alt="best accounting software for interior designers"/></p>
<h2>Payments Collected</h2>
<p>Keeping separate accounts ensures clean bookkeeping free from personal transactions. The next step is to record any payments owed by the company or by clients to contractors, suppliers, and other parties. This includes tracking both direct dealings and intermediary transactions. No need to wait for cheques or bank transfers; built-in credit card and ACH payments mean you get paid faster.</p>
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width="253px" alt="best accounting software for interior designers"/></p>
<h2>Assisting Accountant or CPA</h2>
<p>Proper bank statement reconciliation is essential for identifying errors, unauthorized transactions, or missing payments, ultimately ensuring precise financial records. The best software for real estate agents depends on the specifics of each agent’s business. For example, large real estate agencies need different features and capabilities than solopreneur agents. The limitations in the Home &amp; Business plan make Quicken best for landlords with a couple or a few properties. The Home &amp; Business plan is the only one that offers real estate-specific  features.</p>
<ul>
<li>It ensures designs are automatically kept in sale and keeps walls and rooms connected, so you can easily make edits and fix mistakes.</li>
<li>The person wants to understand how their car works, but they never went to school to be a mechanic.</li>
<li>There’s also a huge library of over 150,000 3D items for both interior and exterior that you can simply drag onto your designs.</li>
<li>Expenses like travel during a project or site visit can be billed to the client and reimbursed.</li>
<li>The safety of your private data is our top priority, that’s why it’s protected by 256-bit SSL encryption—the gold standard in Internet security.</li>
<li>With TrulySmall Invoices, you can send invoices and estimates, accept digital payments and send automatic reminders and invoice status updates via a desktop platform or mobile app.</li>
<li>You can access it from a computer or through their mobile app available on both iOS and Android.</li>
</ul>
<h2>Regularly Review Financial Reports</h2>
<ul>
<li>While the visuals may look a little dated compared to some more expensive software, Dreamplan is cheap, easy to use and has all you need to model a building, create floor plans and design interiors.</li>
<li>Unlike many home and interior design mobile apps, HomeStyler doesn’t have an unprofessional, cartoonish appearance.</li>
<li>Failing to follow up on purchase orders can delay projects and cause incorrect billing of clients.</li>
<li>As an employer, you play a vital role in deducting and remitting payroll taxes on behalf of your employees.</li>
<li>Zoho Books is best for small businesses that are already using other Zoho products and want to ‌integrate their accounting software for a seamless experience.</li>
<li>It’s very important to remember that contractors (1099) and employees (W2) are taxed in completely different ways.</li>
</ul>
<p>All plans include accounting features like budgeting, bill pay, tax planning and reporting tools. Sage Accounting offers two plans at $7.50 (current promotion) and $10 per month. Its $10 per month Sage Accounting Start plan offers the ability to track expenses, create and send invoices and reconcile bank accounts.</p>
<h2>Best for Real Estate Useful Integrations</h2>
<div style='text-align:center'><iframe width='561' height='314' src='https://www.youtube.com/embed/xCizo73k8D0' frameborder='0' alt='best accounting software for interior designers' allowfullscreen></iframe></div>
<p>Although there’s a learning curve for new users, Virtual Architect provides technical support and tutorial videos, so it’s accessible to anyone with an interest in home design. As a wizard-drive software, Virtual Architect uses a series of processes for adding aspects like doors, windows and even garden pounds to streamline the workflow and save users time. The interface is also very intuitive and user-friendly, allowing you to drag and drop items as you please to build your home from the ground up. Getting started is easy and you can lean on our industry-knowledgeable support team anytime, for free. It helps to have someone in their corner that can lay it down in terms they can understand and offer guidance. Both the designer and accountant now control each of their own programs, and as long as the rules are followed in the game, the right and left brains of the world can work in harmony.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/f8459172-70c2-4bc7-9a94-ef4748e7d4aa-800x467.png" width="250px" alt="best accounting software for interior designers"/></p>
<h2>Accounting That’s as Sophisticated as Your Designs</h2>
<ul>
<li>Its Sage Accounting $7.50 per month plan (current promotion) includes receipt capture tools (free for three months), unlimited users, quotes and estimates, cash flow forecasting and invoice management tools.</li>
<li>If you’re paying for parking every time you visit a project space, that can really add up.</li>
<li>It is important to bridge the gap so that accountants can assist designers and break down what they are seeing into important usable information.</li>
<li>Landlords who manage one or two properties using a Windows desktop computer should consider Quicken’s Home &#038; Business plan for their real estate accounting needs.</li>
<li>Real estate agents that need a full-feature but easy-to-use accounting software that’s accessible for their use even while showing homes or meeting with clients should consider Xero.</li>
<li>Power up your design business and save even more time with Stripe, Quickbooks, Zapier, Calendly, Acuity Scheduling, and more integrations.</li>
</ul>
<p>Interior design accounting software allows you to be  creative and flexible, so you need a business software that’s flexible too. In this review, we take a look at some of the most popular programs <a href="https://www.bookstime.com/blog/interior-design-bookkeeping">interior design bookkeeping</a> for an interior design business of any size. Simply enter your expenses and FreshBooks accounting software for interior designers will digitally store and automatically organize them for you.</p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/aw4Cf0RpOTI' frameborder='0' alt='best accounting software for interior designers' allowfullscreen></iframe></div>
<h2>Best Paid Home Design Software</h2>
]]></content:encoded>
			<wfw:commentRss>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/04/06/studio-designer-leading-platform-for-the-interior/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Interior Design Business Accounting</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/04/05/interior-design-business-accounting/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/04/05/interior-design-business-accounting/#comments</comments>
		<pubDate>Mon, 05 Apr 2021 17:09:47 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=1908</guid>
		<description><![CDATA[HomeByMe also has an interesting unique selling point – the ability to have the software’s own workers help with your work. You can send in a floor plan and have the team convert it into a 3D project from $19.70, and you can also have them decorate the interiors of rooms from $91.50. Brad especially [&#8230;]]]></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/2019/09/How-To-Cope-After-Your-Business-Declares-Bankruptcy.jpg" width="252px" alt="best accounting software for interior designers"/></p>
<p>HomeByMe also has an interesting unique selling point – the ability to have the software’s own workers help with your work. You can send in a floor plan and have the team convert it into a 3D project from $19.70, and you can also have them decorate the interiors of rooms from $91.50. Brad especially loves that he can access Design Manager anywhere and at any time because of its cloud-based integration. This easy access also allows him to look at Design Manager at the same time as his clients so he can walk them through a problem over the phone. Brad loves that Design Manager provides in-depth drill downs for each item.</p>
<h2>Cloud-Based Business Management Software for Interior Design Firms</h2>
<ul>
<li>Such features include lead generation, tenant screening, lease application processing, property maintenance-issue management and business-performance analytics tools.</li>
<li>Pricing for a basic package with project management features starts at $59 per month for a solo license.</li>
<li>While using cheque books might seem straightforward initially, it is neither always viable nor efficient for a growing business.</li>
<li>If you listen to the software providers, they’ll give an endless list of reasons why their product is the best.</li>
</ul>
<p>Their Growing and Established plans offer added features like bulk-transaction reconciliation, multicurrency support, analytics, expense tracking and management tools and project tracking tools. Its paid plans add features, such as the ability to invite more users, pay bills, assign custom roles, manage timesheets and set up automation rules. Rather than struggling along on your own, make accounting easier by hiring a bookkeeper or investing in design business management software. These tools can help you track your expenses, generate invoices more quickly and easily, and help you implement good accounting practices for your firm. Together, we now support over 20,000 interior designers, offering an expanded suite of tools to manage every aspect of a design business.</p>
<h2>Streamline your orders</h2>
<div style='text-align:center'><iframe width='563' height='313' src='https://www.youtube.com/embed/z5e2BYhfOMk' frameborder='0' alt='best accounting software for interior designers' allowfullscreen></iframe></div>
<p>If you have investors, they will likely request financial reports to assess the health of your business. Effective bookkeeping allows you to generate transparent and accurate reports for investors. Even without current investors, generating these reports can be advantageous for attracting future stakeholders who will want to make informed investment decisions. Meticulous bookkeeping involves segmenting and categorizing every expense, allowing you to identify transactions that are eligible for lower tax rates or exemptions. Without diligent bookkeeping, you would miss out on these tax deductions, resulting in higher tax payments and lost savings. Easily create multiple inspiring mood boards to share with your clients or use privately on your projects.</p>
<h2>Accounting Software by Industry</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/shutterstock_139515002.jpg" width="252px" alt="best accounting software for interior designers"/></p>
<p>Planning  how to maintain balance sheets and prepare financial statements is crucial. Effective accounting for interior designers is crucial for maintaining a successful interior design business. Understanding and managing your finances not only ensures compliance with tax laws but also allows you to make informed decisions that drive your business growth. This comprehensive guide covers the essential aspects of accounting tailored specifically for interior designers.</p>
<h2>Purchase Orders &amp; Invoicing</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/8450fcb1-fa5d-4f43-9c56-ba5a44460846.jpg" width="257px" alt="best accounting software for interior designers"/></p>
<p>One of the most established accounting software options, Quickbooks is a good choice for those who want to handle all of their own accounting, including payroll and bill pay, all in one place. When you’re demoing the product or talking to a company representative, be sure you find out exactly what types of support options are available and make sure it’s the right fit for you. Some software companies don’t provide that service and they’ll force you to use chat options.</p>
<h2>Invoice Details</h2>
<div style='text-align:center'><iframe width='560' height='313' src='https://www.youtube.com/embed/LbpB9MYfcjo' frameborder='0' alt='best accounting software for interior designers' allowfullscreen></iframe></div>
<p>Our combined expertise delivers comprehensive project management, time tracking, accounting, and lead generation solutions. With this acquisition, we are committed to helping designers <a href="https://www.bookstime.com/blog/interior-design-bookkeeping">interior design bookkeeping</a> create beautiful work and achieve financial success at every stage of your journey. Tracking and recording payments from clients is an important step in the bookkeeping process.</p>
<h2>Easily Organize your Business Expenses</h2>
<p>Quickly understand your firm’s position and key  metrics, without all the fluff you don’t need.</p>
<h2>Interior Design Accounting &amp; Bookkeeping: Tips for Designers</h2>
<ul>
<li>Implementing a reliable interior design accounting software can streamline bookkeeping processes and provide accurate insights into your business’s financial health.</li>
<li>In fact, FloorPlanner provides specific features and plans for interior design, real estate, and retail.</li>
<li>There is an extensive built-in library of appliances, beds, chairs, doors and more, as well as a textures library with a variety of designs.</li>
<li>It has an extensive photo library called the 3D Warehouse, where you can access user-generated and manufacturer-produced models to bring your models to life.</li>
<li>Like many interior designers, if you skip this step, you probably underestimate how much time you spent when you total your time after the fact.</li>
<li>As an aficionado of beautiful spaces, you understand the power of simplicity.</li>
</ul>
<p>Their cloud-based program and allows you to grant direct access to your financial information to your bookkeeper or accountant. You can access it from a computer or through their mobile app available on both iOS and Android. Sitting in the center of FreshBooks’ Toronto head office, the Support team has been recognized over 9 times for their outstanding commitment to customer service. Whether you’re on a trial, or a long-standing customer, you’ll speak to a live human in just a few rings. Our proven accounting process provides you the accurate information you need to grow your firm. Her work has been featured by business brands such as Adobe, WorkFusion, AT&amp;T, SEMRush, Fit Small Business, USA Today Blueprint, Content Marketing Institute, Towards Data Science and Business2Community.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/01/image-asD60ux1GSnE4K9H.png" width="254px" alt="best accounting software for interior designers"/></p>
]]></content:encoded>
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		<title>Best Payroll Software For Your Small Business In 2024</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/03/29/best-payroll-software-for-your-small-business-in/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/03/29/best-payroll-software-for-your-small-business-in/#comments</comments>
		<pubDate>Mon, 29 Mar 2021 07:54:00 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=1887</guid>
		<description><![CDATA[Pricing is competitive, so it&#8217;s a great choice for budget-minded business owners who don&#8217;t have salaried employees. These payroll providers offer great time tracking, excellent customer support, and ease of use at an affordable price. The thought of using a payroll service may leave you http://details-of-cars.com/daewoo-labo/ wondering whether it&#8217;s safe to put all your business&#8217;s [&#8230;]]]></description>
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HtBsG77a55b1sqek9ZTMa4uuTuy+ymSb0Opf0dRjPvtWX7p2pOuvRBvB6l5at+ssyfcj4pL9IO4NvNZadG5UabYQQvsJX89Iolmbun9MGJvnTU0oakyLJD+UmibO2SH6WYztJVtrp3ThgVODwII5inx9HGPjD8YF+Py37xmqu6aVcchZYm3IfZOyX0StTH9usG901x/rWgriuPRZ1Uchat+rcfijWkk61q6cO31VSeABmvVyeQGCwHE0/euvV9T0u7WBdQuzE8EUkbPK0mTtCTAtJnLCZXbHgrx+dLd0cbiDA8XN7fC3jxT29OKnCXluQtfIb/JMS79G3WF5Wiv+pdWo/wAuZa4ZuoDWF56e/wDJmtm/yZzVlOgPXeseh/S7p+2u4pZbcJwV7iUfnIuQ4KIZI98gBA2twLYUxX0R64Ncu7lYIJxJJKxKx/RrYRxjOSS3Zb1ijB9Z2Y4A4sxGczOjz3Ys7BpsSTYZcMlsd04kbhGEEuF7AG/x7yi+56mNVXnp1z/JQP8A5BNN3Xuht5br2lxZ3UEe4Lvmtpoo9xzhd7oFJODgZ44NfRezsLxfowecTFQvbuESNXbJL4QDgmCFUd44ByVPeqJfT3nxpNuAfW1CIH2gW9033ha5ctI1gJBuu3Q9I5p5WxuYBc23/cqlttZu3FUdgOe1WbHvwDXkto4zlGGOeVYY9+RwqUvR+kzbTH/8ll+UUR/1qkjdXFmqjG8ttpzXuKWATxiRp15c7cVV7NGas+wB54Pv41pksUPONDnzRTn5il9uHD5p3YT+L5Ks2a9qx8ugwHibeAn2wxn71rnforbH/s8PwjUfcKt21vBV7C7iFXivM1YGToXan/s6fDcPsDAV06H1Pw3JZYLUuyAM2J3UgE4H9kmAPHy41dtW1xsAbpUtMY2lz3NAG8mw8yq65ozU7X3VhbKzo0bqyMyMO1Y7WUlWHMjIIPmK4peq62PIzD3Ov+tGantce+6kUkhFxbzULZoqYX6qYPCWYeWTGf8A4xn7KTdd6so44pZVmc9nFI+CqnOxCwGRjGcY8akVUZyuqupZAL2+YUYZozRRWqyzYl5RmvaMUYVGJeUV7ivDUYVGJWW9D3ozvtdTmmANtciO0CMMiRkzLIxBH9rV1Ctx7zt9WpmtdKiiXZFGkaDACooUADgOA8hWHVt0cNvpthbAbTHbRvIM/wBtuB282T7Gkx/JA5YpSubTH6Q+/wD4U54Ng3gvHvkbLM6XifkMh8lxJEP+FY3Giwv60aN71B+/yrfFZ+OeJ/f5UFCOfH4f0Cs5yVznvSBqvV7BKCMbCfqnHlxxyPIc6hfrl6qVt4zIqrKuRkvlTx4fokKMnHh4ePOrJWj5HnTc6xNBa6i7HOFOSeH2e7HjxpjbjNqzyNGjlRiXSoySBESfJWO3njOeJwcE5yPliuOTosTnAKAcyxAHDwyeXjzzxGPZVp26nkXmMKQAzAANgcTg+GT8MZB8KQesDq1LcU3BcFgF7wQqfM4xISwG4lQB3RwPHc2QrlPiCrpddDpkcKdpIGcq6sDkZBBBIOfVG3PEUnQ3zxl0cEHkQRg5AKcfbg4+dP8A1zo3Lbk4Jxgb9rYOAAG3SHGVJB2qgLADjjHFk66MgAqQ3PJJYtxOckgZPtGeXhTQbrORZTh6JvST6RcXmmSMNuo2VzAM+MhjPZ4/VUMRy45Ix4xJcQsrMjAq6sVZSMFWU4ZSPAgggitnUVayvq2nJBkSte25BBwVVJVkcnJwQsaM5B54xg8qd/X28Z1jUjCQYzdynI5Fy353HmO138Rz51mqWZAr0vRuc43s5A+WX6/JMv6ZXRbXOTSXXXpvOlOYLL0sFU/GBdKorIVjWQpBau8169rwivaKjCrF6XOp22D65pKnji+gf4xOJB8imavd6QWu/RtJvZASGaEwpjgQ1wRCCPaocv8AyTVH/R8I/hBpe4hVE0jEsQANtvM3EnhzFXV68Og7arbRW8V1HCEmErHb2u/ajqq92RcAby3HPEL5V29mhgczGbC+a+TdKnOdUyYNbWHkqX9XnRCW/uktINgkdXbdIWWNAiFiXKq7AHAUYU95l8MkSjH6L+o5AMtiB4kTTnHuH0UEn2cPeKl7qF6k20y5muJJ0mZ4eyTYjJtDOryEhiRk7EAx/G86mW4JCkqAWAO0E7QTjgC2DgE8M4OPI16Kt208SWgIw+H3XiqTY7OrvMDi8VTPrK6Nw6JD9GSX6Rqd5EyyShdi2tsxw6xJliJLjBiMjEt2ay47PdhmT1OdIrazvY7q5ikmWEFoki2cJeAWRt7KCEG4gfX2Hht4yX0s6hdXurmW5me0aSeTc7LM+1AcKAqtEDsjQBVXntUDiamG09HbSgiK1u7uqqGkNzcq0jAAFyqyiNSx7xVFCjPAAVodXwRxYZHFxd7xb6FhuCQKGd8uJjQ0N0B9HPeVT7rF1hLm9urmNWWO4meVVfAcbzuIbaSuck8iasT6TeyfQdMuiwEhNq0eRxcT2rM6DyyFEmf73jxpg9ZvUPeJeziys3azBTsW7eFiQYoy/wDZJu14Slx3h4cMjBpxdbnRbUZtN0a0Sznb6Nbnt1VVbbIoWGJTtY8RGrnhnhIKZJLC90BY4WHMXAtofKypHFKxswe058jmb7vO6irqW6CHUr5LbfsjCtLM49YRIyqwTII3szogJ4Dduw23aZ99MCwS30iyt4VEcCXcaBF4ABbe4KqfE5PeJOSWGTk8ay9DzoPNbC9nuIZIZHaKFFlRkbagaR2XcO8jF0GRwzGfI4k7ru6EflGwltgQsoKyws3qrLHnbk4JCupaMsASA5ODjFYquuBrW3PdaR4cz64LXSURFG6w7zgf8KuPoUwKdTmY+ullIUHvmgDMPaB3fc5q1fS7pTb2cay3Mywxs4jVnzgsVZgo2gnO1WPuBqgRF5pl0CRLZ3UROCRg45NjIMcsZ8xvRh511a90nv8AVJY0lkmvJVBEccca8M43FYoI1UE8MvtzgDJwK11mzO0zdbiGC3q25ZaTaPZ4eqwnFf1feridJutOyNpeTW1zBNNb2ssqqjDeDgRxk5GQDLJGmf4wqjOjaZJNIkMSNJK/BEQFmbAJIAHE4UE+4Gpd6ddDW0rRhHMVF7qlxF2iBgeygtgZhGCCQziYxM7L3csoGdgZun0MdC7XUpLggFbS3Yg+Uk57JPnF29TSCOkgklYbjcTvtl9SUVRfVTRxvFjvA3X/AGUb6rouoWyFpYb+CMYUu8dzHF3u6FLkBO8TgDPHNdvUZof0nVbGI+qJ1lfy2W4M7BvAKwj2fyh51PPpv67ttrO0BOZpnmbH1YE2AN7GeYMPbH7KiPqTPYWms6jkqYLIWsLY/t164jVl82jKqfYH48KdHUulpDJYAuyFuZwj5pElM2OqDLkgZm/LP6Jl9Yeu/Sr27us5E08jqf73uIiHwiCD4U7uiXXrf2sEVvC8HZRLtRWhU4HPiQQSSSSSeZNR/od4IpoZSgkEUschjY4WQRuGKMcHCsBtJxyNTm/pGxt/ZNGtX98qj/KtWp9TGcLWCLGBzAtu3pNNIC5zzJgJ5E38k9fRz627/Urx4Zhb9hFA8jtHE6vu3Ika7jKyjJZm9Xkhrs9NOwgawhkd1S4inHYKfXlV8LPGo5hQuyUtyHZqM5YApPQHrys0gvLr8mw2JjESKIGjMl5I/aFIQVtouEYUsztuCBwf0gDAXSrX7vVr0MwaWeZhHDDH6qLxKxRgnCooyzOxH6TseZHKgo3Oqusw4Gttw4eXjyXUnq2im6vFjc6/19WTZsbcu6RggF3VAWbaoLsFBZjwVc4y3gB7Kvl1K9WMOmQbVxJcyAGebHFiP0EzxWJTyXx5nieFJesPolJY3MlpNtLosZJXOxhJGr5QkAsoLFM4HFW4CrudQHS76dplvMzbpYx2E3HJ7WEBSzY5GRNkuP74KZtx7nQtcw906894S9isa2VzXjvD0U/arV/ygc2NOs187zd/NglH+tVlaqr/AMofdYg02PxaW5fH6iRKT8O0HzryUvur2ezv+4b8foVFPo722bMhQS0l1Jw82KxIAPftHPxJq2MOkWemQI9wolnfx2CR2YAFhEr4VEXONxIzkZOSBVYPRuuOytLWUjIS5aXA4khLjJH/AKTVneuTo3JdLBcW47UKh7qkZZX2srpkgMPMDjxXGeNcVos+V7RdwOQ1+Nl7Sd2KOkgleWROBLiDa5tcAncM/nyyU+jMun35Lrbx9pH6ySRIr4bIBIUlXXyOW2nHI4pu6H0bgfV7yEwoYY4V2x7cIrFbfJAGMHJf+ca39SXQ6aGV7iZTGDGY1Rsbm3MjFiB6oGwAA8SSeHAZ7Og04OsaiP0iox7kMat/q09vfbGZGgEuzy1yK50hFPJUsppXOa2PLvE2Jcy9iOGeY+6jW80xDqf0cJiI3qxbASO52oVlBB3Du54g5FOjpt0Gi+nWtpAvZCZGZyWeTAXcSRvYnO1DgZwSRXFpujyHWiCj8LySYnacBN7SK2eW0jaAfMgc6UetzU5E1SBoMtNFFGFUAsSzPKSm0cSGRgCBg4bw51ibGwRuc9v94Gmdr5gLtvqZn1MUcMn/AKJOuV8JALt2tjcpVu+g+mhmtu2KXCJuJaXvAbd+4hh2R7veKgDu8eA41x+j/bgT3gVg6oI1VwCA43yYYA8RuC5wftpUsb201ZWikjMV1GhP98TBCko+O+iswBRwME+r41p6idOMMuoRsQWjkijJHI7DONw8g2c4rWxjTPG5gbhzzHgciOPrJceaeUUNRFO9+MBl2vsbd8d5ruB4bueqbnWN0ZtUSe4juxJMZSxiEkLcZJe+ML3xs3N7scaw6F9Vck6LLK/YowBVdu6RgeTEEgIDzGcn2CmhpkaveRq/qyXSB8/VeYBs+zBNSV6QuoSKYIgWWF1dmwSA7AgbWxzCg528u9nwGMbRE8Pmc3IWFgdSTqV2pHVcBioope8+5xuA7rQB3QNDofWaSel3VNJEhkhk7YKMlCm2TA5lcEhyOe3unyyeFQ505f8AqO5P94k+1SB99Tf6PWoydrLDkmARb8EkrG+9Qu36u9S/Ac9nsqIvSAjVF1JUwFDyAeQ3SAFR7iSoHsFUkhjIZLGLXNrfZaaGrqGyzUlQ4OLW4g4C1wRoQN/rNVnooorq4UnEivMV7iijCjEvMU6uqrowt3dhJX7O0gje6vJOP5u1gw0xGO9ubKxLgE7pF4Gmtipg9FqZGuL21YAvc2RMQPHe9rNFdGMDxLRxu2P4lSGi+ay1srmwuLdbeXP4aqa+gXW4uozz7V7NBlox+kUB2gEeBA28PI+yjrU6QzwxK0C7m4gcM8crjI/VLfuOKDpmoQvdxxpIn0x2GYo2QEKMlu0UZc4TcSxxwBIxWjrsvJcbYQdqqzuRncVQcVQeLNWaSYnOy40MAaMN9AmfpHSvV5ptiTwoo7xaRFCkHkNm3fkeQIx4nNSDZdJNQg/6TFFcxeMlsxDoPE9mRuYfxRn31HHQ/pXFaBJJkdmmTtCUikkVFZsRjcqkMCOPdzxNOtOseCSTMZZRw3K0Uic/Pcq7cfxgOVUdI61yMuQTGwx4rA5+P6KZNF1NJY1ljbcjD3MpPHvKeIPmD4Uoq2aj3oxcKz9rG+CeDgHKuPDK+Y86f1m/n7B86vHJfRZp4LGyycc+A/p9vvpJvNMBDDJYMc4/k7cAj/iefKnK9vkUj310qHif39nDHj4VubkM1xpM3WCivp70B3xONpOcNlQTxBJIA5AerkZJOOR7oqqvTbSWillBJ593OM4z7zwweJ88+2r7avr1uke6VhGvLL5XJ5EBcbn5/og86rf6RnRwdn9Lh/OQvykjJZfHKvkZRl8Qw8veLNlaXYQRfgokppQzG5ptxtl5pkeilI0Vzql2ow1nouoTRuRwjlIjSI55ByWIABBI3e2mKBUi9VUX0TQtXvTwe/kh0uDK+sAe3u2Bzy7IbM4wGUcSTio7qKjMhd/o8zDE53E/T/K5sV1aZzrmrq031qCF1YD/ADAlWs1rwisgKSWr0DXIooxRUYUzEkrV9ND1osugssil44ZpEBKlo4pHUMACVLKpAYBgcE5wR50rXb4Gaub6Byf1mkf+6X1w3yjgj/8AjrREHHIFeT292aH+Y5l3FUeXSbmAcHuIB7DLEP8AVFdC9Jb9PV1G8X9W8nH3SV9WK0z2qt6yK36yg/eKfgdxXmDV0xH9H/y/ZfLS36xNVGMatqPDw+n3JHyMuD8qWbXrn1peWp3J/WZX/wAtTVyuvjpnb2UkUEdlZzzMpkkE0KFY0OQnIZ3OwY48Ap+sKiS46wbdiS2iaOSeZNmhPz25pD6hrDYn5LuUXR2erhbNHD3Tp32i/wADY+CiCD0gdeXlqL/yre0b/KtzXfZekxry5zdxyfr2lqMf4uJPtqQp+ldoeeiaV/JgZf8AJYVwS6nYN6+i2RB8I5ruA/BkkOPgKr2xvH6rX/B9RviPwez7hIEHpa60vMWb/rW7DP8AMlWuxPTH1cf9n04++C5/ZeCn70N0Xo3cMI5rGSykbABa9u3gJPh2xn7vvkRF5cfCubr46rNNsJLdIrVmE8cjktdT8NjIBt7xBB3545pnXjDiuLeuS5fsBxqRSljw83sDhsbC5s7FY5DcU3F9Mq7YbZtNs5B4jdKAfcHL4+2lDTfTReMYGjwgeUd0Yx8voxqOrzoraNyilT9W4BH/ALkDH7a5IOhVvnvduVzyWSJTj3mBhn4VTtrNLronoRU2vb5t+6lyT0zYZSBPooZRnGbqOYjPPCyWagZwPHw9lKeg+l9psW4ppU0BfG/sFthu2527iDHu27jjPLJ86bPQLqD03UMpBqNxDOASYLi3iMmBzZCkirKo80OQMbguRThm9Cvy1RT77Aj7rw/dWhspc3LTxXnKnZ0dPIWSktcNxab/AE05rb0h9KDQrpla60u7mZV2qz29pIyjOdoZroEDJJ4VnZ9e/RlrdrU2lxDbySLK8X0cqC6gKrN2Fw3EADgDjhmqsa7oAimmiyG7GWSPdjaG7N2TdjJxnbnGTjNJxsV9nzFWFW4AAE+aaej2LPLPkrVr0t6GtzEyfDVPuV2H2Vkuo9DnIAu5UJ811JQP5UkBUfE1VA6evsrH8minjac/43f8iszujA/C3yCtz/BzorJ6urtH/wCJjX/PWxp+dUf8HtOeSWDVbSSWQbRJc31pvRPFE2iJVDEZJxk4AzgAVQhtLFazpYqX7Rme3C55ISx0c6t2JrW3V/OtfovpWrzR3C6taJJHH2RMNxazB1DFkziUYKln5Hju9lODqH6Cx6aZ1TUorqKfYwjCohR0yN4ZbhwdykKRtHqJx4cfnCdKFeHSBR26QxdUXd3hl4+Kp7AcJOtDRi43X15RweIII9nGqh/8ovL3tKHkl8f5xtB/q1UFdKwQQcEceHDFKV9cOyAO7vtBA3szYzzxuJxnhyrK43FlvpKGSN+N2Vgfop46kUxptv7TMf8A+RLj7MVNPV70jvo1dLZTMkY3GNkMipuOMqFZXGTk7FPHvHHrGq69XPWLZw2cEMs2ySNMMDFM2DuY8CkbA8CPHxqUegnX7b2oZYrm3ZZCGIlSRTnGPWwjLwHqtkDjgAk157qpBUOcQ4C5zAK9uaqmfs5kTTE5wazuvcBnYX35HXgrIdAtQvJO0mu1SCMLhIwuw+bSPvZmUKBgAkZyxxwBMJ3XSR1vZbuFsEzSMuRkMjMcBl4ZDJjI+WCAQmdKevqO6Qxm8tY4j6yRyBN/sdncsw9gwD4g02oOlNqxAW6tiTyAuIifPlvzU1kz3BrWB2WdyDe6XsWihjdJJMYhjGHA0gtDeBzzJ36+PCbX66ZNmBbIHx63asVz59n2YOPZv+NM3QemEsV2btgssj7t+8AZDYBCnB7MgAAEDgBjBHCmhFqkR4iWIj2SIfuNdSODyIPuOaySVU7iC4nLTJden2RQRtc2Ngs4WOZNxwuSSPgphuOtyEBnjtCJ2GCzdmAfLc699wPLAz5jnTS6v+nDW1xLNIDItwcy7cbt24sHUEgHBZhtyBhvYKZ22vMVLq6Zzg4nTTJRFsCjjjfGG5OFjckmw0sd1tQpJ6w+ltlNCY4ICJWcSdosaQ7Xz3mYr3nYjIIxxznIIFK+i9YdrcQrDfoNy4yxQujkDAcbAXjfHPAA4nBwcCH6KsK+TGXZZ5EWyKW7o7TGERXfkbh2LvAngfgMrc9VMepdP7S1iaOxQF28QjKgOMb3ZwHkI8BxzjGRVc+t+YmyuCSSzNESTzJM8bEn2k5+dOmmb1yPiyf2yRD398HH2Z+FSKh88rAbAAiwGgV4tmQ0MEhZckg3c43Jy4qEM17WsGvc138C4QkWea8zWOa9zUYVbGipK9GGCQ61YtGF/NPJJIXztWFYnE7HBzns2IX+OUyCM1GlWv8ARf05LTS/pYANxqDzHd+klvbO0Kxg+G+ZZXOMbhsBztBqcm5lZauQmMsGrsvMG/kLp29XvVvb2Uk80MYE9wzJuPedIixcgs2SN7YLDJ5L5Yrf0q0UMfEHiPmMGtM3T2CBtzuETxeRgACefE+dcWu9Y9k0EsouEZVVuKOGGccAMHic1gkc17bJEVPIx4wjmuGDoaECqpG0HKggZjJ57CQwwfqkeJ4+FKVp0aYtl3d/Ibgi/KPaD8RiuDoFrjy2dvPICGZAXDDiPqt8Rg/bT1tr0DB4cf3P3ClNjBFitT7tzC5o7PZyHD7f399LVl4Hj/RXSqKQD7M1kgGMcOX7a0siDVzJqgEZrsSThSN0miCp2vLsgXJxnh+/Ksxccfjy5eODz+VaOkOJ4biE42NCynvbcEjunPgVYAj2gVeX3bLDTsBkxbt6jq4tLW+v2jMrdtagJPBJ/Y5klVZVePHDuljGcYOVGRjaSi9KdJWK31mxQGVYJolgQkMzNNt7KMb+BYiQx5JycDJ40r9BOjsv0xb6aB7dpIlSZiV2TGMlY5EwSQ0kYUMp8s4FdHWnr0enQPqBQSXE10TBEfUa6WECOefJyYbSJUcRrnfMycUC76zwsxPDrWsdfgu9VSYInQ3vibhAuCMWIH5AHwCgjr9kWBrPR42Bj0m3WORl9WW8nxNeSjif02VcHipVxUY1nd3DOzSOxd3ZndmOWdnJZmYnmzMSSfM1qre7M3V6aMQxNYN3orTXXpnrVyV16X61NsqwH+YEsYr0Cva9xSyF6JpXmKMV7iiowq2JcWp+qau/6DcONAtz9ee7b34uHT/Vqj+rnumr3ehbHjo7YcMZN4fnfXOD8RinxBeJ6Tuu5qmOkvpZriWtvLcynEcKFj5seSovmzsQgHiWFKlVl9Kvpt2ky2Ebfm7ciScg8GlK5RD5iJDuI4jc45GOpnl6thK5ew9lu2jVthGmrjwaNfPQcyEz+hOkS6vqhaXOJHM9wQThIlIAiVvDI2QJ4gd7jtNT91i6Zpdhb/SJdMtnTese2KztC+Xzg/nAi44eea09RfRiPTrJXnZIri7xJJ2jKhUYzFB3iP7GpJI44d5PDFJXpQavFJpoWOaJ2+kQnakiMcAPk4Uk4HnWZjOriLjrrmvTVlcdobUip4i4QtIjGEkAi9ibjyHIBb+jN1pNxY3OoLpUCxWva70eys+1bsYkmbYFLIcq4A3MOIOcDjTQi6w9Cc7W0oRKf0/oVmMfGCUyfzQaW/Rj0tZ9IvbeTPZzXU8T7Tg7XtbZWwfA4POlLU/R4smQiOS4if8ARbesgB/jIyd5fMAqfaKLSOaHNA0UGXZ9LVTQVL5hZ1mlrnZC2/PjyKZfS3qjtrm3N5pEvaKMk2+8uGxxKxmT87HKAf7FNz4DueMNX2qSPHDE7syW4dYg3ONXKloxniFBQYQ+rxAwOAfXQjUZtH1XsZD3e1SG4AJ7OSNyCkwz9QOJVPMDevDc1KnpF9CXj1BpIIJXjuUEx7KKSRVlJZZQdikDcVWTjzMjVlkaHNLmix0IXrNn1LqepbTzydYxzccUjrX0sWk7zhN77wedg+YRptlo+m3dzp0E7Tw2yMUtLWSVpHt2lLu0uzdns2yxYkkj2mkiz6XaBcnsZLBbQNwEpt4YACfOa0kLx/rNhR4nGafVr0Ut7jRtMgvWaFY4bVsNIIGEq2zJtbf4hXfKHjw9lQ115dDbG0SBrSftJHdlePtkmwgUntMqMrhsJg8G3cPVNaZcTRcAWsNV5vZZpauZ0L3zCUvfZzXHCLEkb7fJcnW10Ck0u4imgkcwO+63mBHaRSL3uzZgNpbb3lYDDruBHdbNleqTpb9OsorggCTjHKo5LKnB8DwVuEijmFdahy+lMvRJWl4tDIixE88R3wgQD3REx+4e+lT0Rrki1v8A6qzI48txhw32IlEPclsNHC9uCjbTHVey3ST2MkEpix/iAIHzuD4jmVWPqVue16Q2JB/sl+0mfMAyS/aB9tfROaBW5qDjzAOPnXzo9FyHPSDShjOHmP8ANs7hs/DGfhX0brYzReR2w8mosdwASZc9Hbd8hreBgxyd0MbZOc5OV4nPHj40lXnV1p7nL6dYuQMZezt2IHPGTGeGSeHtrq6e9IxaWz3BQybCoCBtu4uwUd4g4AzknB5cqY3RnrnWaeKE2zJ2sixhhKHwXO0EjYvDJGfIZ58q2R0csrC9rbgeC4j65kTwwusT4pen6n9LYYOm2Xwt41PzVQa4LnqJ0hjk6dByx3e0QfJHAz7edSQTULdNOt2Rpvo9igc7igk2mRpGHPsY15gY9dt2eJAAwTWmo3TuswDmdw8UyfaBgF3OPIAm5XVL6NOinlZMvtF3e/61wRXFcei5o5ziGZc8tt1MccMZG5m9/HP7KTbrpfrFsO1nRjH49pBHsGfrNAFZPLvEcalDq16cx30ZIGyaPHaRk5xnkytw3IcEZwCCMEciWz7NfE3H3SOLTeypBth0jsGJ4PB1x+qiy79EjTGxiW+jx4pPCc+w9pbuPlik259DuwOcXd8PLc1s2Pfi2XPwxUvdY/WJFZYQqZZ2G4RqQuByDSNg7ASCBgEnB4YyajlevWbOfo8OzPLe4Pu38Rn+TRDsuaVuJrcvEBWm251TsDpDf4lNC79Cu1ONt/cDz3QxPnyxgpj7aRrn0Ixx26oMZO0NYccZ4AsLziQPEKM+QqyPV11hQ3uVUGOZRuaJiDkcAWRhjeoJAPAEZGQMglx6/rMVvGZZnEca+J8SeSqBlmY+CqCTWd9O9j8Dgb8ExlbjZjDhbjkqe3HoSy/o6jER/GtXX7BO330kXvoV3oB2XdkxzwDm4jGPMkQyYPswffVkLrrztw2FgnZfrHs1z7QN5OPfg07ehPT+2vO7GzLKBkxSgLJgcyuCVcDx2sccM4zTZKCeNuJzSAlx7Tjkdha5pPgPsqXy+hnqYPCXTz7RPcY+20BpMuvRD1YDIS2bjyW5XI9vfVRj45419Dqauv8AWJZwMUknXeDgrGrylT4huzVgpHkxBpEcT5DZgJ8M059U1gu/CPHJUMl9GXXYyVS1YqOIMV7ahTwycBrlGz4erz861ydR/SFOP0e8GeHcu42Px2XJPzq/3RvpzaXLbIZ1ZzyRg0bnHPasiqWx/FzSprusxQIHmdY0LBQzZxkgkDIHDIB50Pp3B2FzTfgRmrMrhhxNItxB/dfOKfq46Qx5/Mar3OOEaaUcOPBUdg/6qg55YrlOma+nODVRn69lc+Hlug+6vpVo+qRzJ2kTrIhJG5DkZHMe8V1uwAJPADiSeAGPE0l0Db2LR8QFpZtKQC7XH4Od918w5tV1tM7lu1C8DvsuWDjvb7fz4cfGuHWOk15JH2V0zEEhwHhSI93IyNsaEjj7fCvqFZ36P6kiP+o6t9xNV2/5QJv622Q//PXh7ra44/DI+dUNOxpvhF/ALbSbWmc8NL3EHLN7iPJUtr3NYUUzCu2HrPNGawzXuajCp6xZZqznVbqhfo9EY13SWbX1uw8SzMbyIDz3JM4yPq+w1WHNTz6J/SI4vtPODujF9CGxxkttq3EajmzzWrHgM47EnzyqeIuYQEqWbBhfwIPw0PyKz6RaHPKsAaGGQRoiiMyokrMuVaYFn8eGFxkjyNclj0RnLBpWtUC+rHLLH3OIA2d/GSvjjPE07+lPQ4yahZ3IiimggKloyhLSKA2za+wqfWX1jju5qRNThLgbbK1iGWbc+H4vGYz3URMEA8OJ4iuY1tm3Wp+O4OZBzviA+uf1TTuteKJjMGAMZEy7eHANndw7o4jjx8TW7o3qpaBpWyAG4HOVdSuQyeGDg+qcH417D0CtzIHliilOyJApiQRARDuAJjjx4ncSGOOHAY6+mU35pUXgd7MR7jgDnyA4+4Uh7t6gyYch9f2Sjp3SzOFBAOfP7DkZz+0+HOngL3IHDicDnjnw+YHGoV0ICPJPebO7DHlwP6R9mOOBgAeJp7afre7PezgHhx8uXtOM4x9vCnwyk6rl1Ed8wnnLLxHLHE5HmPf4YH7fGmB0f6XRyXdzErSiSNyuEViHHieAOe9kbefAU47a4yG+Ax7SASTwxn3fKlDovokaFnCgM53E44knmSfOrSEucAFekcIWlzhqutromMZQoV/Sf1sDyU8VJ8zjHgKrR6YGu7rq1shx+hQFpPMT3ZWV0PgdkKwDPmWHhVmukF+kKSXEv9hto5LiXzZYhuCDwJkfZGB47qoH0i1iS5nmuZTmWeV5XIzjdIxYhck4UZwq54AAeFbYW5XVac9ZOXnRv1K4a8zRRTcK6uNaq69K9auSt1mxzwphCTC+zwU4jWLPXDlzWX0VjzNUwru9ocfdaVve4FaHvPKs0sR41vW3HlRYKv8ANdwCRdVuCVPCvol6K8G3QNLHnbBv57u/+tXz415e4a+jHo8xbdE0kf8A+vtG/nQo37aY0Lx3SEESNBN8ko9a3S9bGzkuDgyepCp/TlcHYPaq4Ltj9FGquXo/dEWvr83E2Xit37eVm/t0zsXRTwwSXzK/sUA8HrHr/wCl7X1+IIcvFA/YQqv9umZgjsvgSz4iQ+S5Bw5p+9ObsaLpEVjC+L26DF5EJVgSF+kTqwIYFRthjbIYDYR6hrC94keXH3W/Mr09DRSUFA2CP/uKjL/Yy2ZPCzTc77n/AErr67urO/1C6Do9qLeJNkKSSyhhuwZHZVtmUO7ADgxG1E8c0xB6O9/9ex/x0/8AulIWjW2szxrLDJqckT52ut3cbWwSpxmYZwQRn2Vr15dXt07SeXUoo9wXc95cAZOcDhOeJwaU8sccRa5dejiraZjaWKqgGHuhts7+GK97677qxnUL0MmsLSWGcxF3uXlHYs7rtaKFACXjjO7MbcMYxjjzxIEjgAknAAySeAAHMk+AqCOpy+uZ9C1PEtxNc77pIWaaSSYN9EhMaxyO5dcO2QARgknxqM5Og+szDs3jvpFbms9yTH72E0+wgc/GtQmwMbhaTkvJybE7ZVzuqaiNjmvsb2F8tQC4LDrb1BdR1Zlt++krw2sbrxD8kMg/ibmYhuRRQ3I1cioE6C9BodGjOo6hIjXCqRFGh3BCykFItwBlndcruwFVS3hueod6SdYl5PPLN9KuYRI5Iihup44415KiqjqvBQAWAG45Y8TSmy9Tdz9Tu4Lr1WzPbRZBSOtFC3CHuB7zja9uNgBc6X5EKzPX50Jm1C1iggMQdLlZj2zOq7VhmjIBSOQ7syLwxjAPHzibQfRzuS4+kT28UQ4sYDJJIR4gdpFGiHH6Z3Y+qeVLHWtrs6aDpEqXE6Sy/Re0kSeVJZN1lK7b5FYO25gGO4nJAJqMdJ0bVL+PuG9uoWJUmS6docjmD28wQ48aicsL82kmwV9iQ1sFEQ2ojjYHubdzRcEGxIJIG7JO3r86awGGHS7IqbW229o6HKMYwQkStx7QIcu8mTlwvEkNUldUHRxrLRZnkBWWaKe5cHmgMOI1IPEERIpKnkzMKRuqbqIELpcXpSSRCGSBMtEjA5VpGIHaMvAhAAoPi/DEm9btzs0vUn8UsLxv5tvIf2U+CN2IyPy4DgFxNtbSpmwM2fRuLmh2J7z/AHu/XPMnkLaXVH/RFtN3SKwOcdlHdPyzuzaTRY58P7JnPH1ceORfnpBq8dvE88p2xxgFiASeJCgADiSWIA99Ua9CeMNr6kAHZZXLZ4d3jCmR5Hv7eH1j4Zq4PXXaPJp06Ro0jkxHagLMQs0bHCjicAZwPKt9PGHSNa7QkD4LzW3JbTSObnYZeSbPS7pfZajCLNbhopJZIwjPBIV3BxtVuQ7x7uSw4ke4oGjdX8VpeQvNqNqphdZDGxWOQ44rweXgCcHPlTK6EdH5/plpmCZQLmFiWikUBUkVmJLKAAFBOTXR1zwt+UbolWALIQSCAQIowCDyI4cxXp2UwY/qIpCGlpJ908BwXi31Be3r5GAuBAGo4nip66fauDp11LDIrjsZAHjcMBkbSQykjK5J58MVHfox6chNzMQDIvZxr5qrBmbHlvIA/ke+ln0f9MD6bOjgmOeaYHw3I0UcbYPvVhkeIPlTDh+laNdM2ztIX7u45EU6A5TvgHs5V48DkjLcGUgnFDEME1Kw96+W69ty1yynHFUvHdtnvtferHzxBgVYAqwIIIyCCMEEHgQRwxVc+qn8zrJijPc7W7h55zHGJWXJ8eMSHPspc1/rxZ4ykEBjkcYDu4fYTwyihe83kTgZxwblSl1C9BpI2N5OpV2UrEj53gNxeVweKswG0A8cFiRxFVhhdSwSGbLELAcTx+CtLM2pnjEWeE3J4Dgmbc2gutdaOTvI126sPNLdW7nuKxbT7CasY1mmzs9i9njbs2rsx9Xbjbj2YqvnV93teZvK5vm+ycftqxVK2s4h0bRoGD9fsm7LALXuO9xVbNLtBba6sUXBVutqjPJJV7y+0KrlRnyFKXXVdvdanFZK2FRooh4gPPtZ5CPHajKPcpxzNc9p3ukP/jH/APbRvw0j9YepmLV5p14tFcRuAeR7NY+6fYduD766zGl0zD/cIrjx0+65b3BsTm/2mS3wU7aR1d2cUYj+jRScMF5UWSRj4kswJBPPC4A8AKhnrd6NjT7qGa2JRXzJGMk9m8RXcATxKEOpwSebDlwqY9H6yLKSMSfSI4zjikrCORT4jax72PNcg+BqGutjpH+UbuGK2UuqZji4EGR5CN7YPFU7q8WAwFZjgcsGze0deesvhscWK9tOfqy27QMHUjq7Xyw21+Xq6fvW/wBNmWwtjESj3yK2QcMkZjV5Np8GJdEz4BmIwcGkTqq6qIpYEuLnc3ajdHGrFFCH1WZl7xZh3gAQACM5PLLr/wCj5jtbArxS2U27H9ZIwjHyBMRGfNlHjT36mOkkc9nBGrASwRJE8ecMOzUIr45lWUA7hwzkcwagvMVGHQZXcbka77fK3oqwYJKstmzs0WB03X/X0FHXW71Zpaxi6tmdURl3oWJKZYBJI39YYcqMEk8QQRjFOizum1LRJN3enRWBPi0tviRD75FC5x4u3hW/0geksaWjWoYGaYoNoIJRFdXZ2H6IO3aM885Gdpxh6NKf1FKfO6f/ADUI/ZQ6SR1I2aT3muGEnUj/AD9FDY4xVOiZoW5jn6+qRPRj1j/pFsT9WdB78RyfAYi+ZpxekD0l7G17BTiS6yntEQx2p/lZEfuZvq1G2hN9A1rYTtjE7RnwAinGY8nkFUPGxP8AENbmzqureJt1Pyt4T9nbMfeDL/FrRJTNdU9oPuYQ/wDb9UiOocKfqB79yz19FI/UH0Y7C07ZhiW5xIeHERgHsl+RL+98eFRJ/wAoVcYtdOTHrXMrZ/Uixj47/sq0CrjgOAHlVSf+URn46SmeB+nsR7R9DCk/BnA95rz9RMZnl7t5Xp9lwiJ7GDcqnA17msNtG2lL1Nys68rDdXoepVcSyqQ/Rtt5G1vTuyYoUn7R25Yhijd7gE/VeASRnz348ajwGpg9GpQi6zdAhpbfS5EjjDAOwuJFSSVRjdiEIMspGO0UHg1ByCTUSWjPrXJPfptf3v0tYYS6xyAGMDA2I2Co580U44cOf1TiVNB0wxp+ccu55ktny8DwB4ch5mq8W3WkVlUk8cKCx4YwQDw4YDKSPHAHurn6R9bjFgFZgpJyc8dxHLGfVG7lk+HPFcVzXE5BXZOxrLXU7dJOlEUee+DtIHDHHOQQB4gYb7uFRp0h6W95zzCAYA5kurAc+OBtIx5jPLhUKXuuyzzY3M31iCcDDFj58AM58zT00iyZgoA8Y8nm2cggNnjk7QpA5Ln20mWMMtiRHK6Um2i69L1WdlzJkMTuXHIjAYAeB4jiD5eRqRugYc5JJYnB92CcbTjiCGJPvB8KQtM6ISvjewU8eC8WweH6q7hj3ceFSfoWnrDHsRQOQJOMtw4ljwJ8f6KUH4jkndXYZpVsRgKviOJIAAJPMgcudPHQ07tN3SYgadFmcDgMnhw5c+fE+XP4VqjGazSmwsFEvpd6qY9JMY/7XeQQsP4kCPct/wC4sH7iqeZqz3pwlux0scdhlvy3luC2gTJ89pfHx8qrDXUib3Qr0mTL8z9v0QDXteUCmWWsPWNdmlDvVyKKU9KtTnNSQrUrS6QWCWNleba2EV4apZelKw20YrKipwqLpG6SnuH3Vd3pT0w/J3R7TYFcC5m0+0t4zkAqEtYllmH6i8ARyd08M1SzV7XcuK223TDVEChNT1BVQAKovbnYoAwAE7TbgDgBjFDmktIBsvN18R7YyZ0eNrcy29r8r2OV9csxkpK6K9IzazRzxGLtIs7O0AdVJUruC7hxAJwfDnzApz6U0+tajGskgaSQKJGjACwwRcXKrx243HGc5kkGfWqJbfrb1peWp3J/WKP/AJaGug9f2ux8tRf+Vb2bf5VuayNoiMi7Lhb911arpTIcUraXDJhLQ8uuW/8AgN+drr6O6XYJFGkUahY40VEUclVRhQPcBUWelgwGmAngPpMPPh4PVRNN9JjXRnN4kn69pajH+LiT7aV4vSt1ocxZv+tbN/qzLWx8eJpavE0DpqapZUFpdhcHa6531z142Tk6DdalxYxNDbyQBHkMp3oHO4qiHjvHDbGvD30vN196i/dWWAMeAMcCF/5IYuCfeppjr6XurAcbbTT77e5/ZeClSz9M69GN+n2jeex5k+WS+PtrKKWQCwefL916ifpHSSPMklC0uOZJcDfx7icekdA9T1OUSzCYA8DPebkVV4ZEURAYg8wsSKhI4svOs+v/AKHw6f8AQIYzxaKdpJHwHlcNENx8AAMhUHBRnmSSUuD02Zv0tKjP6t4y/fbNShD6aCsfzmjkDzW8WQ/JrRPvoNEMJG87zmkx9L6oVDH9WBGy9o2d0ZggXNjpe9rW5b01td6fTT2tvZSPEYLXs+yCqFcdnG0S7m3d7uMc8Bk8an30fNX7HQ3nC9psnmIXdtBy6LxbB2qM5LYOACcGo7t/TLsf09NuV/VNu/3stKdv6ZumAYNnqCjyWG1I/wBLWrRUzmOxF18raJG1ekkVZTCnZT4BjDz3r31vo0a31urDdD9YNxAkxTsy2cruDgEEggMAM4PA8OBDDwpu+kBLjRtUPnY3K/zo2X9tRjp/pgaQwGVvIvY9svD2fmpXHyJpG64/SJ0y80u9treaUzzQ7EVradAxLLkbymwd3PMitQG5eXYMUowjK+mthdRl6BUedcn/AIum3BH/AJmyX9pq9tUE9DbppaWF/eTXk6W6PaiNGcMdzdsrFRtUnkuT7hVtbbr00dsY1S0G7lulCfPfjb/KxQVat/rOUjUUyIut7Sjy1XTuHne2y/5Ugz8KWLPptZPt2Xto+4ArsuYG3AjIK4c5BHHI8KFlS/WEsQIIIBB5ggEH3g8DXNb6pE3FZY2A4d2RTj5GuwGhC4LLRIY23JDEjfWSJFb5qoNd9FFSSTqoAA0SDpvQ+2im+kRwqs2XO8FskvnecbtvHJ8PGl6iipc9zs3EnxUNY1uTRbwTTtOr62S6+mKHE/aSSZ7RipaQMGO08Md84A5cKiDRYhJ0gdWAZTdXasGAKkLFMCCDwIOMYNWLpjdHuraOG9kve1d3d5nVSFCoZixblxbAYqOXPx4Y6NLWYQ/rCSS3CN6wVNJiLBGBbFiKStU6k7V2LI80QP6CMrKP1e0RmHu3Ee6nJ0K6A21n3olLSEYMsh3SY8QMAKoPjsUZ8c4FOqisr6yZ7cDnkjxWhlJCx2JrRdc2q2CSxvFIoeNwVZTyIP2gjmCOIIBFQ7rXUV390FxtXPBZUJZfdIhGfioPtNTXRRT1ksH9M2+f1Uz0kU3vhQsOo3EEn58Pctt2MVKQph1LZALOxZQV3HgM+rnjT56p+jb2dqYZShftHcmNiVw2McWVTyXjwp4Uz+t/RZ7i0MVue+0ke5dwQOmcMpYn1RkOR4hCMHOC41ktRaOR2RINzu/ZJFJHBeSNuYByG9Qp10apHc3/APU/5zCRw5Qbu1kDN6mPW9ZUBHPbwyMEzH1PdC/ocBL4+kTYaQjjsA9WIHxCZOSObFvDFaOrLq0js8SuRLckevjuR55rEDx5cDIe8Rn1QSKf9Pra5pjEER7o38f2SaOjIeZ5feO7h+6Kp/8A8oLJm40xcerDdNn9Z4B9mz7auBVLvT3uAdSs48nKWO8rxwO0nlAPlluyI4ce6M+FctouV6HZ4/nj4/RVuaKsDDXTivCtOwBehXKUNeFa6cUEVHVqFyFadvVL0vFhd9s0XbwSwzW1xEHMbSQXChZAjj1XGFYZ4ErjK53BtlKffUd1WS6tdGJG7OCHa1zNjPZKxO1FX9KWTawUHgArMfVwaOZYJM2HAcWic2s9FNHv3ElrqcdkQo3xahG1u/AcCJVZrd8kd5Y8Ecx4AqGg9S2mXU0sNvq6zzQQtPJFDDJIuwPEuVu2VInwZFQhFJ48cYNWB0TqJ0aIdn9C7Yoo3SXEs0jueWcbxGCeZCKq+ynrq9vFb2phijigiyqLHCiRpksOAVQByB+2sjy2xsuSGtxjDfXfZVeturlYQI1XgDjOBux5k5zkkZ5/ZilbTejRQggY45+J8TUpSWIJx50Npg9gxXBdT3N7r0TZmhtgEjaZo3dHzJ8SfCuw22Dj3fZSzboB8K13EGTWgRgBJ625XmnU5LHwpvQL93xpa0+WrA2SZc1HPpW9DpLzTVeFGknsZu22IpaRoZV7OcIqgklGEUhx+irVTL6K/eOx+56/cbufr8O7yPrY5V9FekcoWCV2kMSpG7GRWKGMKpYyBge7sxuz7KZfV/8AlQ36NJqDyWSwJJNFJEnaxyvGNttvVVVsFjIZAchUAZcuHO6GpsMJCQ15jBta2ud/sVRgGirs9dHo429/K11ayLZ3MincnZD6LNIMne4TDwyPnvuoYHbuKFixameu6TJbzS28yGOaF2jkQ81ZTg8eRB5hhkMpBBIINbxYpkNS2TTXglCHScHNKqpW3FGKMK9nFAyP3QtTVhitrisMVOFXJWOKMVliiiyoStbVpIre4rXipslOKwC0l6ytK4FJWtCiyx1n9MrTpqiuwxCuCyNdoanNbksELxhssZLcGud7H2V17q9ElThVnNY7VJ0djx4ild7RdnKud3rI3HDFGFTD1cYIskKe2Gax+iDFdUsdYCowrkuaL6LSliPKt9vDislNeqanCrNDRou6y00PzFdR6Mr5Vv0Gu+7vCPCqOYF6OmpqcxB0jUjt0XXyrRJ0UXyHypY/KZHMUoQXQIzVcCc2iopMsIUe3nR8A4xXVo+gEEMjFGGcMpKsMgg4YEEZBI+NK2pHvGlLo8uanq1yIdm0758OHJaLaO7UYS8ulHPC3M6j34D4rvXW9TXiup6iD7L+6H/y0qCGvcUdWuwej1If7Ujy9ZesQ4UapfEA5G+4eQ888WkLMR7CSPClbTuuvXeJGpS/yorZvsaE4+FNrpH61dmgKNtUDM7LijYlO6cs3J1QdfWvqR/V+4Ag4a0siG45wxFsGweXBgfIilKL0mdcTOZLZ+XrWqjGM8tjLz9ueQ5cabEigDNcF8RtzV+qT5ujlM0aqQbb0stYGPzWnvj61vOM+07bpfsxShael9qgB32Vi58Ni3MYHvDTyZ9+RUM6Wg3UstajyoESww9H4pW3BKmG39Mu6GN+lwnhx23Mi5OOYzC2Bnw4+/xrqj9NSQc9IBPsvyPvsjUHPaL5VoktF8qOpVX9HGj+5WPt/TRgz3tNuVGOazRMc+4hR8c13wemdYY71lfg/wAVbZhj3m4X5Yqrz6cvlWl9LXyo6lId0eI0crb2fpj6Uxw0OoRjGcvbwEHlw/N3Ttnx4jHA8eWVa29LPRjjM1wmeYa1mO3jzOwMPb3c/sqlj6SvlWiTR18qOpKzu2G8b1eqD0o9DP8A25h77O+Of5tsarT6VfTO21DUo7m0l7aFbKGLfslj7yzXMjKVlRHBAlX9HHEe2ohTSlzXYsOKsyKxumUmzjE7E4rmK1i1LfRnQJbq4itoEMk0zbUUcPAszMeSoqgszHgFUmrjdUvUDaWGy4nIu7xO9uYYt4X8OxhOdzL4SS7jkbgEOALSPDNU2onbFrrwVWugvU7qN9taG0dYmxie4/MQ4PJlaTDyL7YVf78TN0V9Ej1TeX/h3o7OLjn+LcT8CPfBx9nKrLJMX45OPef/AOqznYAcePvJI+R4VjdUk6LmvqpXHLLwUY6V6PmjRbc2plZcd6a5uH3EeLRpIsR92zHsqRrS2jhjEFukcEarlY4Y0jRc+SKoUfLNFgCxLMe6OS8s48/6KT7C63XLjwCcfnms75idd6XgLj3iTbNauj92XLE+ursjgeDLjB9gZSrjPgwqO/So1tra0tbpc7LfUbZpQPGNu0jkz8WwPbinzYWCvPJIC6tv2nY7JuCjhvCkBsA8M8uNaesHRIbuCW1mQNBKmxl5cPWVlP6LowDq3MMAfClMzbmnPyeMKbqXQdElRsqQGVh4gjII8+fKsdQvScBQQfH/AIeyoz6Nrc6SPot0DNYA4gvFBKKpPdjuAMmFxkAFu4cjax4gSNp1wsihlYEH25rG5pBsumwi2LcvI2PnXdbcuNaJFCnnWUl0BVdFLs11gca7rM8aTtP3Oe6pb2gHA955D4mlR9LYqRv7MkEZQK7rnxBbMYbyJ3jOMq3IyGOdos75A3VN7pHfm5k+iRL2gjdGmwSFLqVkSF2HDs07s0wz6vZR4btsB76ZaiNAo4nJZmPN2PFnb2nnjkBtA4AVy9G9Ejt4+zhXaucnJLO7MSxeRz33dmZnJPEszNgliaUGiPPHuHu8SB4A44DmfZitbIsOe9Y3yYskq2c+Bx+Hs8B8fZ8POo467upW01b87v8Ao96qhVuEXcHCjupcR5HaKM8HBV14AHA2l9RxZIXIDc8E4Py8a7ksyMnIyff7PZWhriNFmPdNwbFfPLFFZ4oxXRwr6ddaWFYYrcwrXiowpTk7+p3oL+Urz6J2wg/MyS7+z7XgjRrtCdonE787t3DHI1PcHoqW+O9e3JPmqQqPkVY/bUb+h6f68D22lwP/AFQn9lWH9JzpRPY6NeXdq4juIja7HKJIB2l5bxOCkispDRuy8RkZyMEAhb8ivJba2hUQ1GCN1hYbh9lCXWF6MU0Mby2c/wBJ2AkwyR9nMwHEiN1YpI/khVM+BJwC1OpTqTbVbWS5W7WAR3DQFGtzKSVjik3bu2jxkSgbccNvPjwt71W6691p1jdyqqy3FrBNIFBCB5I1ZtgJJCEklQSTgjiedMv0c0QNryxkbF6QX2McgxgtGkUeW2QuuPDGPCq4lgG3KkRlpPe3Gw+IOVlGP/6TH/8A3JP/ACTf73UUdMOpC4/Kw0i2kW4l7BLhpmQ28UUbEqWkG+UhVYAZXczFgAtWj69uvW30aWCKaC4ma4R3XsOzwAjBSG3upzkjlmuH0cunMGq3GpajDFJCzCztmWYqX2wJM6kbGKhS0z8ue3jyFGIpJ2vVOBxG48B+gTB0T0PYwv57UJGc/wBxgREHs77yM2PPu58hUcdd/UBcaZC12kou7VD+cYRmKWEE4VnTc6umSFMiEYJBKgZItJ15dM7iybSewVSl3q9pZ3DOpYLFOWVsHI2MTxDngCoHHOC7+mVkk9ndQtho5reeN+ORteNlbl7DVmyOCRHtCZpuTccFWCy9EmR0R/ylGNyq2PobcNwBx/0n21vHogSf/uaf+Sb/AHunz1BekTb6ncRWEdtcRSC3Ll5THsPYqgIG1i2TnhkCpO62+m6aZYT38kbyxwdluSPaHbtZo4BjcQvAyA8TyBo61yDtGo/F8h9lRDr46vPyTdRWpuBcNLbifcIex2hpJIwu0yybv7GTnI54xTALU9PSB6zYtY1GK8ihlhSOzjtys2wsWSa4lLDYxG0iZR55BpqxQKfGtUQLgutSSPlZd2q4matDmlOTTvI1yz2B4ir4SmyMeNysH0D9GEzWqT3V21vJNGsiRRQrJ2IdQyds7yLlypBMaAbeW4+DE6z+o28sMyKPplqMk3Fsj5jAGT9Ih7zweJ3ZdMY7+Tip36rus78o2ZjyI760gUzRYOyaOPZELmE+AGUEkZ9QtkZGCZItL9YY0bed7KCSGwcniRjy8MVyJKt8UhDxklRQPc3EDd17Ybevgc1Q/RTgU7einRqe8cx28LTOq7m27VVB4NJJIyxxg4OC7DODjODU49bHVHFeA3NiIre6JzJGSIre5znLDA2Q3GcZ5JJkk4bJpb6kujMtlYLHcQGKd7i4llRijMdvZx28jbGYCMKkgUE4JJYA7t1anVTerxtz5Lqx7S6uMMaO9pY7ufMeHyVeumnV1d2sfbT2zLCDgyo8U8SnkN7wSSLHk4A37ckgeNcPR7q8v7mPtbeyuJYjydU2o2PFC5XtB4ZTcM8OdWxj1J88QO+GQkKGV1PAo6EFXQg4KMCPjg0vM+Qu7HAAABdqKAMBUTiEQcgo5Dz51jG0hb3c1WWonJsQ3xF/pf8AX4KiuuaFPbsFuLeaBjyE8MkW7H1e0Ubveua90pfKr03d8pQxSBZYWGHjlVZI2B5ho3DKQfLFQ91kdRqPuuNNXa3N7Mt3W8S1oznutn/s7nGD3GG0IdMFayQ4TkVanquqkHWiw/Fu+PD6c1CEU9bXlriu7VlZkYMjocMjqVdCOasrAMpHkQDXHMzCt9l6Q1RaEl9IX71KGgr3aRdVky1K2jTALxpTW95ciCUGoJKVLvgp8PfSXeP3OHH3catt1Q9CEs4UldFN46I8ruqs0HaKHW3hDAhGVGXtJBlmZiAcKAN3WH0ctb9NlwgV2DCO6jRRcQkcmJUD6RCP0oZMkjcVIYLWZ1bGH4fmlVO1A4nC0lumK/0FtPjpuVNtN9al9HzSd0r0SWzuZrWYASwvtbbxVgQGSRD4xyIVdTwO1hkA5A16bKeJra0K1FVACw3rLV7nHKk+G4LMKNSbia0WLcRRZZ5qgultuS5fNha9teIrm1STuiurS/Vq4Ga2tfeS3JetHWmSOu9lrROOFWwq725JKhXia9lWt1ouc1N3o2dVD3M0WoTKFsoJN6hwc3UkR7qov9yjlALu3AlCgDZcpR1mtuVzJpGxRl7v88lI3oqdV8llHJfXKhLi6iRIoiD2kEJJdjIT6sk2IyYsZQINx3MVSY76T82Pbk/bXZevkfH7waT14qB5cK480mN115lzzI4vct9rwUD2VyXYLMD+iPtPgPdXUi8K1XLcceVKKBqt8fdjJ86anQyfdJPJ4ZI+WacurSYiJ8lJ+ymt0OXbas31y32nh9gpMh77R4laIh/LceNh68kpdERxkb6zFvsA/YK7Ly38/HkfD3HyP2H5g6uiifm2P8bA+HP7/sNLQiB/fhTYh3Umd1nlNaeAgkefMHxB888GB9vP+LypDbobBnciNA3j9Hbs1+MRVolPuTPtNP19PA5HA8iNyj3A8vgQK0Tad44U+1SVPuwQR9tSWBWbNbQpmJ0TUOGMkzY8GMfH+UqDgfPFLtnoaBu7GM+b9/HuDZA5HiBmlOOJhwxw/jEfYB/TXFq/SFIeeWJ4YA4n4Dh99LDWNzKuXyP7ozSmtkTzzjwH7T/RWDWftA+XyVR99JWnXs8veCpCngWUFyPMKOA97Ee6lUXOO7uLN45wM/AAACmBwKS6NzTbL4erLasQH2/bz4cuPjnJP2Vtj9nAfv48612/GtzOPOrJZWK26n1u99mPaCOII8632Mx4qeLKcZ8weKtj2jOfaDjwoSStc5Gd2drYI8/bxHjgipCqc9V8+cUYrbtrzbXZwr6atLCsCtdDLWO2qkKLXUreiLw1hPbbXA/zZ/ZVwOkmkw3ELQ3Mcc0DlN0cyq8blXV0DK3dbEioQD4gVT/0Tx/XiH/uLgf+gH9lTv6YGmvN0fv4oo3lkb6JhI0Z3bbfWzNtRAWOFBPAcgazSjNeG6Rj/wDrH+0fUp69Ylrd/Qpk05oIrvs9sJmQmJcDAChSFVgPULK6AgblYZFQ96B9nJHp1/HNv7ddVuO27QkyCUQWqyiQkkl+0VtxJPHNS91SW8yaZp6XO/6QlnbrL2hJk3rEoYSE5JkB4MSSS2edInVMV+l68Ext/KqcuW46Zp/afHtN2fbmlLhggAgjPinJ0o6FWd2yNdWltctGCEM8McpQE5IUupKgniQKqL0d6zYtE6S6pEYhHp0sywypBGFFuEUNDNHEgGVjMkgaNBkrIzKGZQjTX6TnRHWLprRtJumtxGs4nC3LW+8sYuyOACGKgScTjGfbTP6guplJDqCa3BHd6iJ4pGkkkMrmOWFRGS6MObRyc+PCrBXidYG+h3KwCSWmo2hwYLyzuFwfUmhkAOcHmNysBwPeVh4EcKnekV6LMVtFJqGml1jhBkmtWdmKRqO/Jbyk9oQgBZopGYkbircBG0rdL+hp0u90d9HtGiiuL4QagkHavE0Em0GSdNxRexUSSLMQCpGM4cq063SAqwbG0qQ2eWCOOfZiqpbXYTdUQ9CG3C61Hj/7W5+5Ksf6an/+Oaj77P8A0+1qtPoIPnVof8FuPuSrL+moP/pzUffZ/wCn2tWdqtldYyNLRuCoHbWY2j3VkYCK7LNe4PdWbVoC9EIG4QuESMK2LqDeNbDIKyCA1cOcFXAf7SlPoJ0sks7qG7ixvibJVvUkQjbJE48UkQlD5ZyOIBq1Gn30N9bi6tHJiJCsjH87bS43dhMPPGdkoysgGc551CMNOPq06YzadcdvFh0cbJ4HJEVxHnOxiMlHU95JVG6NuIyCytkraYVDbHXiqDrIXY2a/X1uVntE6RNEdjA8Dg07elwfsQkZ27wGynMNgYBx7AB8KbFjqNvd2yXkBLRMdvex2kMijLW84XgJVB3K3KRCrLkGtxJ2DByMcOOeHs/orzZD4iWPW9kkczmyNFjv8UqdHNYZGPaDdIF2g4GAcZJwPHzrjl6YyDcWAKhscuGPDn7KyvtLEfZDtFJfDkciCfAEnvDFdXSnRklQA7lYcmXl8RyNVLn2NtykmIPFxkeXDgs7LXYpfJW8s90+8Ut2c7jmuc/V7wP9HxqG7jo5NA+7O5fBs/s8D7Kdmj9ISi5YnhSWVBv3xYqZoGkdw3HA/dSDruhwXQH0m2hnwMAyxgyqPELMMSr/ACXHKoj6c9QCtl7GUR/3i6LFPdHcgFgMfozKeP6eKedr1hoODEZ9vCljTOnML8MgfEV1oNp4DbF8CuaI6in/AKdwOGo8vRVIesHo1cWk/ZXMEkDkZAcDa44d6ORSY5V4gbo2YA8M5rTYJ3M4z5jz8x8eVXp6TWdreQm3uI0mhbjtY8UbjiSGQd6GUZPfTHMg5BqCNS9HeZHYWt1byw81+ks8EwHgrhYnicgYHaIwBOTtTlXZpquOQ5kBXpqsB5MuXnb9lJnWr0oMSvIh3RysJVccVeOYCSNlI5qyMACM8iPCoz03rBeSRW8FwFUc8Z4sR4VInV91f3C2xs7+S2lt1Qi3+jvLJcwEnPZiRo0gaDOT2chfBJ27eADB6V9WT2pLKxwRkFBwyOYPj868vtCJ8MpIddp0tu8VqppI3x9UNRv3O5j9R9U6usjq1i1aGKaOQQ3kMfZpI2TDLGCSkNwFBaPsySEnQHCkqythSK7dIei89lK1vcxNFIBuHIpIp5SRSLlJIz9ZScHIOCCBPPVl0jZO4xIIp8dOtBXU7GSAqDOivLbNw3JMqltgPhHOF7N18SVbG5Qa6+zNpYgGu8FiGKlkz936XVKdQXjXPaLk0vS2gK58CM/Ok+O2wc16IsIK1TQuD7lY3UZFKelNha0yt51nGwxVg3NPjOF1wu5JQa0357prgSJgc54Vsv5uGPGp3Zpjqi7Tda7HO1sc8HHvr6IaH2YtrdYMdgLaERBOXZmNDGy45jbjl518+eitk0skUC+vPLHCn60rrGv/AKmFfQ+PTRGFjjG1IkSJAOQSNQigeGAFFc+vyY0Lh7SeC2MeP6LnvL0Bd+e6Mbj4Dyc+wcifAHPIGvbQ+t78/YK8ni4k+qx4HPqP7GGPEcNw4+YbGKSdCjaOR48kxkBkDcWi44Mef0kIIZG48FYHiuTxyTdYg0FqcRbCk1w23LcfHNbtSk7vDyrmtj3V91WJzVGjJedJWxbt+oaR9GGLSIDxHzpW6SjMTD+Ka0dH7f8ANQg8ljDH+V3gPkQKU4Xf8E9htH8f0SlbxbVVPJftPE/aa9SasJJMnPvrRKRTb2Wci+q7Wk4VhJcgAik6SXHjSJq99wPGoc+wVmwkmwXTrms8CAeXDP2YHHnXnR/SMntpOJPqKeSjzPtPOtHR7Sd53t6oxgefwrq6a9IFgiZicYH2ez2nkKTi/udotWG38uPUrfqmpd5Yo/WY44eQ5n2AV020QXCA5YjLN+/ypA6IQmOFrmYfnZhkL4oh9SMfxjnJ9p9lOLT4Txz6x4sfuUexeXzPjVmkuzKpI0NyH+SuqLJ4L4VucAczn9/OuTUtRWNSWIVR7f3yfZSBqf51cSSSRK39ri4TsvtPEx58gNw4cVORTC6yS2MuzXmt9NB2nYW69tN4heCRe2aQAhP1Rlzw4Y4jG109id0000rEEbIgIYRny9eUnwyZMcOAFKXRvTliULDbbF55fgTnmTuOST4nxpc+nEDwB8hiqgF2qs5wZk0ff9lQnbRtrdto216fCvoS0ba821vIrHFVLVcJ49SPSmGx1CO6uCywpHKrFELt30wO6vEjPlVgv/1RaJ43cgPkbO9z/mMfbVT47csdqqzE+CqWJ+ABNeTdFH5m2mA8zBKB8ymKxzBgdYuAPMhcHaux21cgkDrG1lO/WL6X1usbR6bbzXE5GFlnj7G3QkHDFS3bSFTx2bYwfrU1/Ri64rbTbS7/ACjJMbi7v5LtnSFpN5ljiDuxQYDNIrkgDxqJIbNBxAHwrYmmtKdqRvKQM7Y42kIHLJVATjJAz7R50Oga1pLj8VhHRtjGHE7PjwVr19K3RvGece+0uP2IahzV/SPih6QS39rvudOuLS2gnQI0UhMRkYSRiZUPaQ9owAbCOJHGQSGWLr3oTcEcLG6PutLg/dHTL1ey7NyrKY2UlWV1KMpHNWVgCpHiCM0uMRvNmOB5Ag/RcibZQiObrq+dj6UOiMm5r0xHGSklrdhx7O7CysfYjNUV+kD6VVvLazWWl9rLJcRtE10yPDHEkgKuYg+2ZptuQGKoE3BgWIxVVUhVj4E/Cl+w6OSsA8dvM68RujgkdcjmNyqVyPEZqXxNYMTyAOeSTHs+5zOSe/osdJYNO1CO5unMcKwTIWEckhDOF2jbErPxweOMVMnpG9fmlX2j3tnb3LvcTLEI0NtdIGKXEUhG54VVe6hPeI5VXW36NXLN2YtblnILbFtpi5UEAsECbtoJA3YxkilhOqW+xu/J9x/iwD/NJ3fZWWetpYyMcrG+Lmj6ldGfZzZHNIcBYW8k0bJe4PdXPftjhS1qmnvC3ZyxSQvjOyWN4mx57XAOPaBim3qMvH2VvYQ5oc03B3hb6h4ZHYLU1eRzEU4rToXfOm9LC9ZCAQy2lwVIPIqRH3h7VzSHNalGZHVkdThkdSjqfJlYBlPsIqsc8UpIY8EjUAg28bLm4jfIrbFcVksueFc59gPyNFp61Oy0TmzEkBOvoL0xuLGRpLdwBIAssUiiSCdQchJom7rgZOG4Mu5trLk5mnoV1t2tx+ZmUafMw7rmRpNPdiOO8uDNZ7m5EmWNRnJFV7MZ8j8jWDp++KyzU8c2TgP1T3R2OIZHiP13H4q1mqGWLYJh3XwYpP7JEwIyHikQmOVSuD3SSB4DlSr0e6QZkWIsW4cCfZ7PEe2qydBusC7sQUhkDQMe/azr21pJnid0LHCkniXiKMcDvVPPV5r9vqcf5qMQ3iZ32gkO4gcfpFjJId7p9aAktGRjipUng1GyZYe9Gbj5pna7jDKPiNP287Jf609fWOLC53ewfL2UydP6XI0P5xPzq8M8drDwPDkfMUva3oT4KMSR47wUkU+UqHByB4kZ58qZ+o6WycAFPs5g1xaiR4dchb4mtwADzTK1nVnaTcu7Hszit9jrTKfGlmPo0ZDw7jDw5H4edKsHRZCMSA7gPWHP5UrrARorkc0odHOlRI5ml+36avGRhiBTBvdKMPFSCDyI/bSRe6sQDkVVr7HIqHsJGgKnOx6xCQM8fb4j4/010W/TaN1Mcp55xkcscPbUG6brPd8a0X1/uPAkVoFS8b1l6hvCyfnSV40cuh+Rp/8AVpqZ7kmeGQR7wfuzVcNSuXABLEjw41L3VBflrdgTxUgjzwaineWSXU1TQ+MgqPeu3o+trqM8Sf2J9txED4R3C9pt9yOXjH8VB45piSxVZzrQtLWZLa5nsnuRHst55Yrp4HtbdpRmd41Ru2jt1eWTgRjABBUsyonSP0cMSD6PfILfB3m6Ru2jYcRtESLHKpB5/m8Y/Szw+hUtfFKwEndmsTNosaAyW4NtSNbeCrnLFWIqQOtTqyudOKmULLbucJcRbjET9RwRuik8QrcGHqs2GwwZK3Ns4XCaJGuGJpuEO+BWjo9pUtzcw20QBluJUiQMcLljjLHBwijLMcHAB4HlQ/7+J+XjVvOoLqJjsjFe3f5y+wHSPcVjsyy8jgjtpwCQzN3FPBQdu9kVEgjbcrHVz4W89y96r/R9hsbiC5muZLmeJt8axxLDbhgpGX3GSR9hO4EMmSF4eBnBRXIzsPDI+Y/ooa8xzXI9h/prhyTOkN3Fcl5c83cbrouFBGCKbmrR7WRsnuHIPmv6a+4r4HxweYGFZ9VQcyyj+MMj7aR+kUquv5p1ZxxCEgFh4hSTjJ8j4+NZ5LWV4QQ7NdN8/dNaNPkyB7K4hehoFfiMqM5BBBXusCDxBDA5zWXR2XI+OKVjuQnhlgfFduvDK48xj58KU7mUJhVOMcyOHAcAOHhXDf8ArL5bl+8VhqE3ePn5D2+VMvYlLIvYLdJfZ5qre8YPzXB+ea5p7mPx3p7iHHyOD9tew6exK5xtbDHawJCnkSPb5jNajpe4txITHcJ/TJG5VHn7eH/C3eKXdg3pPvo93qyp/KDr+wj7axs9BJIJKNk8ldSfPiCQfhXU+ncV27n3KrA4zwI45wMDBBFdunW/Ae6lEX1CeHkDun5LpmHZrg8MDPP+iof1SY3uoxQc4kbtJB4EJxAPsJwPiae/WHrAjibjjPD4YOT8qReprolMvbXMqdm0wURhyNwTmSVHFfLa2D7qzTXkeI26albKa0UTpXHPQeP7J4XA3yqP0IuOPNv0PgvF/eq133O9VOxGdscgVXPsBdlX4kiuvT9P7PlxOcknBJPL7hyHlXTPb7uI4HxHgf6K2hhXPMovlom1D0cLMksxDSKdyruJiiPmFHCRwOG9wcc1C8cqxtT/AHQKPJRj7gKJY5ByGflXM8zDmPlyqtgFYuc7eFvSyHjIW9nH9mDXTCqDlw/knPzPGkyRnPFMVqF43Jwy+0cR8asDZUIJ3qlleVnWJr1uFfQA9YmsTWRrAmqlqnGpJ9G3/rNf8Hm++OrO3d0qDc7Kg3KuWYKNzsFRckgbmYhQOZJAHE1WH0bP+s1/wef746kb0xFzoN4PN7X/AEuGvzv/ANRKEVvSeCmJtjbG2/C7nC681th9pL8vunX1ldXcF9G2VWO4weznVQHVv0RIRxkjzwKNngSV2thhFvol2TCfUGddrw9lbsPquJJu1TPmrRKD8KnTozOzW9u7cXeGJmz9Zo1LfaTTM6ndNCT6zIBgS6tLjlxCwW5Y8P788wOfEGvM0W3qmLY9bs6Rxc3uYbm+H+YA4DkRu0yJ3lZRVPDDFuPy3qQ1bn7Of3/dVYtLvVt+mN1byIpivQoXeFK7pbaKdXwfEzRPEPHLnzqcOiWt9pf6pBnjbSWYI8u2tEkHz/pqt3pghrbW7K8QDP0aGRPbLaXLvx9mGiHD21t6E0RNfNQONuupyBuzc1kjT8NVje/IEcf2U/8AXpoqHSNRCRoCtrLKNqKDmAduMYHnHXB6LNmU0WzJGGl7aY+6SeRkP+L2U/YZEubYMp3Q3MAIPMNHNHkHyOUak3oLp30PTrWGQgfRLOFJCOWYYVEre7Ksa88doyeyX7PcTi69rrHX3HNI87JlzflZMLon0jM/SfUYgcpZ6dDAOPDeZUmkIHnmXYf+7HkKkrpN0kgtRE1xKIlnnS3jZg20yyBiiFgCE3BG777V4AEgkZrN6GOotcanqV24w9zHJMwznBluQ+AcDIGceHKpC9M/TWm0uGJFLyPf2yoijLMzJMqqB5ktXods7Bi9u0+zZDZvVxMJFsu5mc8tcyqAuDL/AB81J3T7ohBfW7286AqwOxwB2kL4wssTEd11+RGVYFSQa8eil1Zq11eXNyqyNp9y9pGpGUFxC356XaRxMY7Psyc4MjHAKqRaSIHAzxOBk+Z8aZ/VFIjwXEqY2zajqLZGMNsvJod4I57hEDn21x9l7eq6PZVVTRvOFxY0G/u3LsVuGNrSCrk5gJb1PpLBFcW1pJJtuLvtjAm1j2n0dBJL3gCq7VIPfIzxxnBqNfSr6Cx3WnzXQUC5so2mWQABmijBaaJzzZOz3OoPJ1GMBmzwdbTn+EnR32Le/wDqi2n7KmXW7YPDLGeTxyIfcylT9hqlMXbHnoayBxxPbjdn/wC69hHgWtsQb7/hUEuxD1omt1EPnR9N/wADg+yMCqheknMf4QagP41t/oVtVt/R7P8AWXTP8Dh/yaqP6S0X/wBQ6jjztftsrY17v/p8T/EtYOUv/wCrVQuNmEeslaP0VpM6Lafr3X+lz1Avpfz/ANeVXw+gwH/3bip29FIf1lth/fLr/SpqgT0xh/XtP8Ag/wA9c1fosCOmVWP9U/8A9wnF5a4HmosArpifGD4ggg+II4gg+BHnXKorJwa+9Riye6RST0c67LqFViuAmoQLwC3TP26DxEN4h7dM8OD9ooxwUU7tN6fafd4Haz6bOfC6VbmzYngFFzCqyxjPOSaLAH2V2ckGlKJyFyRWGo2dBU3xt+IyS4ZXNPdJHhp5aK1OndG5+zDmLt4m4pPZkXcDj6yPBuYD2kD203tevXC8O9jgCOY8wccefnxqv2j6y0Tb4ZZYHOO9DI8TcOXejZW4e+pR0rrcEuF1C3Fw20L9MtWW3vwBwDSZDW10QuFHaIhwMlmNcCq6Nuw/yHX5H7rfHXOBu6x8NfIn9fgtct1IGLE8DzH6P/D41z6g+7w/bT00rQILuOSexuZJVi2GeG4iEV1AHJCs+wmGZMqQZImIXIyBxNcN50cK8N4PuHCvMVFNLTuwyCxXTinbKLt/x8EyRZnBK/KuZYz7aes2jkeGfavH7OdaI9Mzy5/bSOsIOYV7ApnNAxIzyFSf1a3XZuueCuNp/ZTcbRyGyRn312bwuBnFXMl7EbkosyIKlDpTqSwQO+7aHxHkccCQhWbHjsUlseOKezWBNs7xs11DLAo/M2wiDRNGWiYxMytKkivjfDtVGDgo3exCN3fl4w+IWCyrCouc9iNwHaySjKkKFZEDAgguSCCuRn1P6aklzAqS3cMsO/toi7dg8R3M627rIHjQnBaBw4YszdoxzXoaB+FpPHdw/wA38l5mvbieGjdv9cFYfQoFNqltMBMht445VlAdZPzYDbweDZOfjxqEusL0ayS0unTLtPH6NcsQV9kVz3tw5ALMAfORql1Lk5PvP7/vypTs9QI8a61PWOi91JGOM3aVXT0fuqW4GqBr21lijsl7fEi5jllztt1SRSY5Qr5l3RswBiAPPFWte3zxJ4nzOB/TXLb6jkYz9tbWIPLOfbx++m1FQZjcpckjnuu5AAXjvyfZWJvT7x7f6a3QAMOKgHiDgY4j+kca1XCgez9tZ1S9zmtbzKw8B7G4j500OnXR6J4n3IFIVirxko6EAkMkkZBBB48DTgvIweR4019f1NoUcuQY1UlieRUDjkciMUiUi2a1U4OIYUg9W+os+mRM773D3KM2AC2y6mUE44biAuccznlyp3dE27o99R31Y6wk1gJIkWOKSe5KKihVx9JlHBRwG4gn41IfR/kPZj51nj1Hgtkw15m6Wro8R7x99dNpZZ2vkht2VA25wDgsQSCVycHB5EedcN4fH9+dduo3ZG1VO3CJxHPl9bmB+/nWttsyVzpb2AC3R7dxVWBYb+z4Hu7h3hnkwB44HIcPCsZ4NzRtnuJuJJwCShwTj2448AAPLNaxqGfArkDJTaXb3sQAPgKU1ZXUEjAYMOPA4J7wyPA4poIKyua5puuZkVwmGITc2VAK78YPLwVeOWPt8cVz37ADIyd3Lu49g2jjw8KUEc4ABA9ygADwVc54DzI+VYswU5KnPmTk/OodZXZcFNReiJllSWf1IyGSLnlhggyHlgEZ2Dn4nmpd+KxE4oLVVrWtvZMe9z7YtyzzWDA+damNaJVbwNWS7Lrds8+B8/6awkjJ8j8aQ72Gbjgr76bl/rksR5M/uBAHxxVHPtqmsiLtCnhPARxAIPurmlvcc+ft5fdTLj6yXQ4cY9mcfafGlK36y4z68f2KfupXaI/xJ5ppR/bfwVSKxNa3lrW0le6wr1xnAWxmrUzViWrygRpLqk7lJvoz/wDWY/waf74qsP0+6Jw39s1pcbjC7xM4RthbspUlClsEhWKBW24bBOCpwRXr0Yx/XP8A8LN/lwj9tTB6SGvTWuj3lxbyGKeP6OEcBWK9pdwRvwdWXijsOI4ZzX5w/wCpMM0nSmGOndheWxBrvwuLnAHLgc1xq593EngnF0+6WQafaSXU7BY4l7qjAaRsHZDEpwGkfGAOQ4k4AJDd9HN3fSoLiUAS3kl1eSbc4zdXU0wxnjjY6jHsql+qR3F4wnvLmW4ZQSvauWCA4JCLnZGpwMhAAav30F0vsLO0gx/YbaCP4pEqkn2kgmuV0s6J/wAPbLjZI7FJLJckDKzGnIfF9yTrlkLLIGPuHOFhuCavQHohPBqusXkhiMN+bMxBGYyAW0TxfnFKALkNw2s1RX6dek7k024H6E08B9vbRpIvy+jt8zUidXXXIl7qV3pq27xm1+k/nWkVkk+j3CQHChQV3b9/E8MY4864vS+07fo7yYyba5tph7MyC3J+CTt8M0jYslXR9JKQ1jQxxEbLC3ulnVMORO61+aXZpZlxv87rt9FfWTNpECMcvas9s3sEZ3RD4QPEPgfdWz0pdd+j6LeketOgtVHn9JYRP8RE0jY/i0z/AEPJztv0z3R9EcD+M4uFY+8iJB8BWj05QTZ2CZ7pvgSPMrbzbT8AW+dbK3YkbOmvZf7TK1/m0S2+dk2duFpaPV02PQjh23NwP/xV/wA6lWjvr9IzGHbBlk7NOB7z7Hk25AwMrG/FsAkAcyAa2eh3Di7uv8GQf+6P6Kkf0o9XNtYQXQz/AFNqNjNheBIjlyy8x6y5UjkQxB50zp7Qds6U9lz7wjaLcSzL52UynAPCyVPSK1S5g0i8mtG2zIi5bGXSNnVZXjOQFdEYuGOcBSQM4wjeiIANDtU/ub3Kn43Mr/c4qTtSs0nhkicB4Z4mRh4PHKhVh7mVj86r/wCijr/0Wa80W4bE0VxIYi3d7Vox2cyoD9ZYknVQTuV5GHBSTwdnRCr6PVUDG/zIpGSmwzLLOYf+BNzwBVbDFfkl3raT/wCpOj36t7/6YwT9lTNq84SKRzySN2PuVST91I+u9D4p7yyvXL9tYfSOyCkBG+kxiN+0BUltoGVwVwc5zTI9Kfpwlnpc8e4fSL2N7aBAcORINk0gA4hYomY7uW4xrkFhWFh9qyUFJACXNbgdloTK9xPgGuBJ8eCqe6HE+skt+juf6y6Z/gkX3VWDr7jB6Q6l/wCE/wBBtqtD6PS40bTh5WqD76cGp9ELSV2lls7WWVsbnltoZHbAAG53QscBVAyeQHlXb2L0ki2Bt6qqJWFwLpWWBAP9QG+f+1MiFsJO77JnejH/ANUwjyluf9IkP7agv0t4c63H/wD8+D/P3VWJ6mAot7hFVUSPUtUjVUUKirHfToqqqgBVCgAADApwax0VtZ37Sa1tppAoQPNbxSuFBYhQzoW2gsxC5xlm8zU0vSeLZfSWor3sLmudJ3QRfvOvvyyVnOD3h2691QmSwrS9oaffXCqR6xfwRxpFFE0AVI0WNF3WsDnaiAKuWZmOBxJJ5k023Wv01s6oZW0sdSwWD2tfY7sQBsfC62tayQYmpoTx9+u6U5GB5VzanCdxrWt0QMYpwIbcFc4nCSCuQjjSiFAAwaTm50ohQQBURjVLYdVPfohSh/yvbA5lnso2jHmInkSQfOeOkroR0xWOV7S6bajEiKZuUZ5dlIfBc+qx5HgeGKY/VP0yOm3sF5sLom5JkUgNJDKpSRVzw3LkSKCQCyKCQCTUv9bXVpHdRDUdO/qm1uQXxECWU8d35vG8FWBVoiA6MCpHCvO7cpMTw8jK2fJbaOfA8tJsTYjx0t9FzX9+EY5YcOXHmPOku76VZ9RFfHPPAn2Ajlj2io86AaPeyStZfRppo0/to/Ni3H1ZZZSsYQeCswYDgMjAEtaJ0DS271zNEU8IrdzLLJ/FZwvZxL5tuY45DNeXfSdVqcvkuo2qbJusdLb/AFzXV1haJJDGjLKgWWPejEMeJQOEKAFt53KoHEZYU9pOgNjbLDM0kl3MNrGNnVTKSBt37ikcManiQFLEU2undzPLF28BIkRZcxqTgB9m1lUHDdjsAAIJ47hxC5rveKXJMrMXBG4yB2b4F+LY9/hWqnZG25Y0cic1zKl8psHOPgMrqZelGjN2t9cQiTem1RtVpCke4kyxybnRljKMCzIURTHhu/tp59Ssh7OSWRcy9mVMvZND3nldFRA/M7InZ5Fwh3Jt4VEnV/azGcQ2ssp3uI/XEcUoKEyfmwpIjVMs24rtUeJ4GZekGqLFst4gTFEAMkk72wFLd4k4UKFUEnCgU5zwP5jwL8eKRFET3GnJOEargD34P7+X2mlezvwf3/fj91R5Dfhvs/c04bS5wBVo5rpr4LJ4wXft/f8Af50q2FwTTPsbwfvz+f74pb0+7FaWvWR8adqSAcfj8gR95xXlvKduabt5qPr+QcR/zVDN9rY+Fcek9IGlneMepCq7j5M3EL79vePvWm9aLpBhJTwGw81X5Y+6kjpJ0St7mN4pA4R1KsEkKkhhgjPEjh5Yr2K6G4jOD7ePPjSjFO3sPuFWuHZFUs5uYKbfRjqytbWBLeEyrFHu2qZAxG5mc8SmT3mNK38HtvGNiR9VufwYYHzHxrvM/sNbo5aMDTuU9bIN6b2ogjgQQT58Pl50sWe141LIcgbc7WzgcuKjOMY+2lFbqhZPEE+6pa2xVXvLwBayTG01T6rMPYw/YdprvCbQB4AAAk+Qx7q1XuDzyPapwR+z51yQBl4Z7RD8/cy/tH2UGwOQQASMz68V0yJ4+Hs41lFNkYNI2oWsiHdGcqeO0nDD2Bjz9mcVz2/SBvVkQg58Rx9+apjsc03q8QyzSpcEg4/c1hJJgZBxW9JA648fCuOJN6lDwb7j4fbUqvivV1LBww+I4E11xTg8jn2cj/RTY1Gycr3T3lPAfeKQ5byQK21WLL4ePCqdYRqmCIO0KkR5POsJkU8CBUY2nWJIvCReHiGHH5U4tI6cQS8CSjfYfnmobUxuyv5qXUsjc7eSU9T6OQyDDIpz7OFNm56ubY/oEe5mH7aeEd1G3qyr8f8Ahmuj6KD/AGxfhVzG12oCoJXs0JVEc0UV6BX0HAu51i8or2ipwqMaBK4B2SPGxBG6N2jbB5jchBwcDhnwFIt3YTuCsl3cyRnGUkuJXRsEMMqzkHBAPHxAp6dCejMt5cx2sIBkkJ4tkKiqMvI5AOFUfM4A4sAbMaD6Nlkijtpbid8DcQywx58diIpcD2NI3vrm1rKQPDpmgu3ZXKxVcsII6zVVKtosKF8hik3UdHZ33drIp9kjj7mq1HWV6OSLC81jJKZEUt9HlKuJQoyUicKrJIfDeXDHAyudwQOo/qattRsEu3nuEZ5JFxEYdmEbAPfhZskc+NXfUU0keJ2gNtNPVlDqqCSO7tFBHROSazLSW0zRTMrL2gCsxDkMwO9WB3FQScZ4VlrnS3VZ43gmvpJIZRtdGSEBlznGViBHLmCDVrx6Mtn/APc3v862/wB2pt9Bupmzk1HU7R3uHSwNmEzIis/0m37ZjIUiXODwGzbw55PGuZUUmyp3iaSJpc21nFgxCxysSL5HTPJJfUUzhvy4Ku2jdIbu1Rha3DwNIEDlAh3dnu2Z3q3q735Y9Y0kdI+kV/diNLu7eeON+0VXWMANtK7u4in1WYc8cavDJ6PulkY7GUHzFzPn34LlfsqHuu3qB+hwSXdrI8sEQLSxy7TLEg4tIroqq8aDiwKgqoLZbBwdm2dPUifq29Zl3y1uLSw72Z0yzOmSr2iCZw1Hiq73AYjCsyE+KMyn5qRSPNpbfpSSOCQSGdmBxyJBJBx4Zq0OkejDLNFHMt/CFljSRf6nc8HUMP7cPA0h9UXUzDeX+p2VxNMPyeypvtuyjLsZJUywlimwCI9wUcRnma1yGndd2RI5HwRJJC67ib2UUz9bOrIkcUd+6xRokaDsrfKqihVG/sd7EKB3mYseZJPGmreXs80r3E8rSTyMrNLwV9yBVRgUA2soRcEYI2g86tN1j+jzp9r9BUXF6WvdQgswXe2O0SrI7MAtqveCRNgtkZI4GlfXfRYs4oJpRdXpMcUjgE22CUQsAcW4OCR4EVyaah2dTyGSGNjSdS1gBN9b2G85rP10V73PzVaoOtfWI1EaajMVAwO0WGV8e2WWJpCfaWJ9tNW4klnmNxdTSXEx4b5XZ2xkkKCxO1Bk4RcAeAFSj6PvVU+ryMd5htIQpmlAyxLjKwwhu6ZCAWLHIQbSQdyg2cg9GXSQm0wzM2Mb2upw59uEdY8+5APZUx7PoKKUviia1x1LWtB+JFlZ74o3Z3PzVLm1e5wqxXt3CijASK6njRR5BFkCgewCsfynf+GpX/8A5y5/2tSb6SnUudJC3MDvLZyMU/OAGSCQgsqyMgCvG+CFkwuCApyWUtNMPoqWWB/Vl9y+ta/7rWiSChf33sab/wCkfZMdNAe87eqjWtzdoCFvrxNzs7bLq4Xc7sWd2xIMu7EszHiSSTkms/ynf+GpX/8A5y5/2tW3vfRfslR2+lXxKqzcWtcHAJ/+1qOeoDqKOo20d9cySQW8ozFHEqiaUA47QtIrLHGSDtGxi64YFRgsGm2e4Eljf+I+ykSUpF1BtjC+95JZXmlfG6SV2kkbACjc7ks2FAUZPIAeFd9XCu/Ro04ptU3SN9dZwzD27XjZP/TVbeubq9k0u5WF2EkUys8EoG3tFUgOjLk7ZIyybgCQQ6MMbiq76WaEgRx5W0GnktVNVxHuMy8UypIQa5J9OBrsDVlurYYwVqIa7VIFxpPlXFJastOoisXhzSTTjcs76dp0TSnlbGDTs6s+su805m+jS7UcgyQyIJIJSBgF425NgAb4yj4AG7AArlnsQfCuVtNFLdTk65rK+ByuNoco1nT4byORo5O8k8AdmijnjxvUA5ZQwKypuLHZIvlTH1fQXjJDZ4edRl1IdYkmmTsdpltZtonhBAY7fVmhJ4LNGCQAcK6kq2O6yWs0+6ttQh7e3kjmUYBK8HQtx2TRNh4ZP4rDB4EV5HbGxRiL2j1wK001W+Duu03KHtGvWQ48PtH78f8AiMgqV7oVrckNNArNwyVZo2PMA7kPj58c8MZIKUt6z0OYMSqN8BwHtyeAHvrkhtxF67AkclRgx5fpuMqo88EseI5Yx56Jr4jZ2i6UhZILhb7DRksIpEgAlExBiZIT20UWPzkc82W3sZM8tuAOVNa5dmY5BBzxzwPyqQtLvy+OWMADB4ADkB7qUriJXXLKr+8cR7jzHwNa5mGfMHLgssTxBlZR5pluBw8f35UtwjwrpvrFA2B3QeWeI93n99dVlYbSNwPsJ5fA8qXGwtNk572kXW7T4CBmlLTH4s5yVjA4fWY8FUe0nA+NbljzgDma77SNUxywhOP48nEE+6IZH6xb6oroNFlz3OST0xvltoSWOexR5ZMfpOxLH+c5wPZitfVJZsloHk/ss7NNJ75DkD+SuF9wpgdZOoGaVIOYkmUt7QneAPszxqStFusFI/AAUmOUPkNt2SZJCWx8zmlDVJtrqfMY+X/9ilGC44eVNfp/Kyws6jLRESY815P8gd3wrj6K9LklUcCG5efGndaGvwlZupJZiCfn0j21uE3D+im89xwyK0PqZA4fYafjSerunQJv3NbheECmlBrmeJyPtrJukCEczR1oUGE8EvR3R3HPKsTLg88U2Y+kaHGCefOlGS+VthzzbHzFR1gKt1ZGoS1FdkkZORyr2cKRg8V5e0UlJKM4yK7JWxgnk331e9wl4bFcZzE+M5Q8Qf2H2ilZuOHHM8/2Vwa0mY/avEVz6Vd8MVUZGyse8LrvnfD+xhn+n7a5bgYbPmOPwrLVX7qt5H764r267oPkR9oI++rFUauTXNAjmBJAz+/GmLqvV2wJMcmB9U8R8Kfxv8Volv1zzAz5mkywxye8Foimkj90qLb/AKHXicVbI/WIrjXS9Q5CUj+W1Sbea3GoJMgOOeT3fn+/KmL0p6dxICXlWJPrHgzf93EMu59vAe+s/ZYwcifNP7TIdQPJQLivaM15X1eydde4r2saKkBCm/0Nyv5RuM43/Q32+e3t4N+Pjsqa/SWvryLRr2WwLrdxrG6mMBpAizRtOVUggkQiQkYJ27sccVT7oX0rlsbmK7hwXiJyjEhZUYYkiYjOAy8mwdrBGwduDcvqq62rLU1xbzATqMyW0uEuI8YydmfziAkDtYi6ZIGQcgeb2vC4S49xC4+0GHHi3LOy63NLZVzqmnBiBkG9thxIHINIPGkP0YpUNnedmytENX1QRlCChT6W5QqVyCpUggg4xikfrx9HWy1BJJoYo7a+wWWRBsinbidtxGo2neecyjtAcE7wCja/QltjHpDRFCjRX11G6HGUdGUOhxwyrAg48q5uEYCQfgsVu7e/wSb6SHpESaRfRWaWaXHaWqXG95zFjfNPFs2iNs47EHOf0uXCsfRI6YPqN3rV/JCsDXDad3FcyL+agliBDFVJyEB5VYKSEHiQCfaAagb0WLktf9Jh9TV5kHuFzeY+w1LA0sdfX9wpbhwniln0genNxY32giF8Q3d8ba5jKqRLHKYUByRuVot5dSpXiMHIJFS/dQB1ZGAZWUqwPIhhgg+wg4podYPV5FfXGnTyswGnXBuURcYkkG0x725hUdAxUetjB4ZB4ev3rNi0mwkuX70z5jtogMmWZlO0HwEaeu7HkqkDLFVZWW5UXV1CzA6Rp4B3dlbJBu8zbZtyT7cxGmF1B2JXXelLY4G6sgPe0U0rf5xa6PQjuCdAtkYktFLdISeeWuJJsn2ntc/GnN1Y2O3UukD49e9sxnz26XZMcezMhq5JaSD6zUm4uEzfSW1bGqdF7f8AumqGY+zseyiGff8AST8jUx9MRm0uR/8Ajzf5tqrb6QeoF+lugw+EAtpP5VxespGPYsCn4+yrK9Kf+jXH/cS/5tqhzbNB4oIsAVFvoYaEINAsjgB7gSXDkfpGRyIyfaIEiX+TXTf9MJx0qh04P/Uh0Z7ho8DBmN0y9oTzyEjVR5bn86W/Rv8A+o9Jx/8AY2/+bGftquHpa9FprzpFHBBE0sv5LgcKmN2FuLrLcSB3SR4+NWjb1j7E671LW43WVhfSi0tZtB1RGGQlq8w9jW2LhDw8mjHv5cjUi2R7in+Kv3CvnLr3UfqcUM0rw3SQxxSNITKNgjVSzblEpyoUcRg+6votpZ/Nx/qJ/kirSwujAuQRnobqXxluvyVQumfpiTRXF1arp0TdlNPAGN02W7N2j3bex4bsZ25+NWe6ogn5L03s/wCx/QLPZz9T6PHt58fVxz40hekfCBoeqkKMiynOcDPqE1X30WfSIhtoItO1B+ziQ7ba54siKx4QXGMlFRjhJsbAmFbYEDNUR4mEjdqqhtxcKYNL6wDa63rEOpXcVtZlNPk08XUsUKMrQutwYGcqX/PLhwSdrAcgRmN/TX6aWVxZWLW15aXMkd+Awt7iGZlR7afcWEbsyqWVOJ4Zx7Ksb0j6PWepWwSeKC8tpF3ITtkUhhwkhlU5UlTwliYHyNUX9JfqMXSbiOWAs9lcswj3nMkEgG4wO2BvUrlo39YhXDcU3yWpm3kFirRe8CE0oZwfGtopsI5Fddvft769KHjeuy2o4pczXoauOK8863pKD40zJPEl1tLUV4KMUWVrrFhTl6s+mMlhdJcxjcvqTRZwJ4m9eM+Ab9JG/RcKeI3AtorWJqrmBwsVVwBFirh6lapdQpdW0vaQTDchOMjHBkORlZYzlWjbiCDTH1CIqcSbvf8A0jwqKOqrrFl0+Q4Ha2spHb27HAfHDtYj/a51HAOODABWyApWxUVzBeQC5t2E8H6eQBLA2M9ncIOMbj63qsMFSQwrwO2dhmMl7NPWqZT1Jj7jtNx9b/qmbpl8UPAnaadNtqI7POeP/GkTUdF28YzkfUPP3DzpBvtUPFMEYIPu4cvnxrzzHPhyd68Fvc1suYT61TDpnxHj7uVKPR3UMxkHmPiD8P6aj+z1zC4Jrt07Xgq8+IOf6a0x1AxXSHwHDZP7T9aDblACsPFObD+KSe5kcMgZ54xXINQMj4XGQCoGcKg8sedNzTNTVm3oRx5qfP2f0UgPqe2Rn4glvDORxz4U50pIGaU2IAla9csTFdKxOTnn7zxxT8SXBVwTypGguROrSymKC3UhPpNzKsEfaNgJEGfAeRvIcvHHDKrNYSw4WVTtI7rcCrDzVhlWGPEE1nZC+Il1jhOhTnTMks24xDUJzXdwJIw+MgcHHmCMMD7xUYapo8llKJE79rIcq45pn9F/DP8AG8ae+i3u1tp4o3A+z21jekLvt5BmGQHafLPL+kGtEmGVoO/jz+xWdgdGbDThxH3CzsLrIXjkMOB99IVvqhUujcDGxUg+/gfiK5Oi8zKJIWJzC3dJ8Vz3TWvp5JteObHCRdrkeY9Un7qo+Y4MXDVXbEMeHilzTLslc+Ga3apOFjZgB9UfrNw+zOaS+jrboyBjhxyeVYdIrjFuPH89Hn5nNXEv8u/JVfF37c0srbDsuzHMjn7ccDXFotyzNEDyD8feo5Vz2upbSDW/o/NkzN4LJkfED9uaBIHEWUGMgG6Utan9THMuR78Ann4f8KcOgXwZChOcjx5gimD0zV9sJRiPWYjzJOB8v21w6Xrc0bgkezPMfHx41Y1WB9iCqdm6xmRG9S3G2UZTwIH3f0im5pE5DMp/RYj+iuvTekCsoaXbGTw9dSPv++uRL2MynYwbPEleXlz5VqLwbEFZGsIuCEv3JymP35UmXad3HtX7OJ+6vb69A5nkM/v7qYHTHrFjhGFI/WPHcfJF5tj63L2+NWlla3VVihc7QJz6tqKoOPxx4Y+yoi6f9ZUULkA75P7mp3MM+LHOEH6xyfAGke71me5PNkj8ePfIPuOFHsHzpfj6tYLmDYAsc470b4xknmrn9JG8+JBwfMHMCZTyWzAIxcqHtZ6c3M59bs1zwVP2seJOPEAe6kcoSctlieZJyT7yeJqSR1ekSrEylWEm0jxB7KY+GfEAgjmOI4U1Ne0aS3kZHU4ycNjmPb/wq9rbkzJemvKGauO61FVr6oSBqqFwGq7K0zXQHM0g3msk8qS5ZyeZpD6gDRZn1IGisr6G11BNf3UEiRyFrTtEEiK4/NzIr4DAjP5xfbj3cJj9IzoFLJpxbSreJNRint5YWhSCCUFJV3bJW2KMKSSGYBlDDjnBo10K6Uz2NzFeWzBZoWJG4FkdSMPHIoILRupKkAgjgVKsqsLU6H6ZdlsX6TZ3kMuO8IRDPFkfVdpYnOfDMY58/GvPbQa8yY9xXLqCXOxFWcjzgZ54445Z8ceyow9Hm5R11cp6n5d1MeGCd6b2GOYZyzZ9tQR1o+mQJIHi0y1mjlkUr9IuxGphzw3RwxvKruASVZ3CqQCVcZFNb0cPSBi0ewa1mtrid3uZZzJG8ePziRrgh2DFsoST7awiJxBICz4Sp19JrqKn1e4t54LxbbsYTEVZZDvJcuGzGwxjOORrk9D3oY+nT63ZSyrNLDcWZeRd21zLbdvnv94nEoyTzOaQk9NKy8bG9Hu7A/8AyimBpvpUrb6hql3Bp7zR6hJaSKJrhbeSP6PZxW7KypFOrbmRmBDjhjhk8BodYiykXVq+nHSc2+oaTFuxFeyXVu44Y3iDtoW5ZzuiMYx/dTTa9LromLvRrghcyWbLepzz+Yz2wAHEk27TADxO2qs9a3pISajJpzix+jNp99HeAi57btOzI/N4MEQUNjmSfLFWD1f0s9GAZc3UoIIKrat3gRgjEpQcRw41Ia5lnWQLjNZehHdg2Fyg5LdBx7BJbwr8sxk/Ops0rTRHJcv4zzLIf5NvBB/8P21SX0ZOuS00o6h2q3bWk0kf0ULHG0qRxPcbe3UzACQxSQg7Gcblbj4maB6X2keV5/5Yf7Sm1d3SF1tbH5JtRcvxW1UZdYN8Zemy+UF1pcC+4CCVvd35nGPZVwOko/qef/uZf8hq+f2k9NEl1ufVtrmI6ityi4AkaGKVTGMMcB2ijXuk4BOM8M1N+s+l3alJI/yfe5ZHTObfHeUgH+y+2mzwOEUZA3H6q0kZwNICkD0M9bE+gWPEF4Fkt3AOdpjkYoD5EwtE2P4wpSu+hcx6SxamFH0UaO1szblyJlui6pszvIaOUkMBtHZsCQSAao+jr1mTaQuRGZ7aQL20Iba2VGBNCxBUSBeBVsCQBQSu1WE9yelzpYTcY78Pj+x/RkL58twm7LPt349tKnpnxG9siPqqywuYfFPP0rNbFvoOpOTgvbmBfMtckQDHu7Qt7lJ8KkPQTmGE+cUf+QKoH19dbk+uyRwrC1vYQMXSNyGkkk2sgmlI7oKozKsa5C73yzZG2a09LO3gVIm0+7YoiLuRoSDtUAkZcHwqpppOrx2NrqvUvw4rZJA6w/RUupbi+ul1BBHPPdXAjYTrsSWR5ezO1irYDbTwANWG6A6DZT2NnMtrbMs1rbyAm3iJIeJGGcpnOD41Cl/6X1o8cifQL9S6OoOLcgFlIBP54cMkUwfR66+ZtMs47W5ge6tUH5tomUXEAOSYwJCEli3ElQzIyZIyy7VSzYpHtIDdOXq6kMe4ZDRWK6mujN3a6jrayII9Olnt5bFVMfZAvG5ueyjQ7ohu7MMGVQWBIzliWT/ygdwo0m2U8XbUYdnLgRBc7m92zK8PFh51qvfTF04L3bTUWfB7pht1APgGb6UcZ81DVXTrU6x7nXLuOaaMQW0AYQW6tvCb8b3eQhTJK+1QW2qAqqAB3i0QQvfIAAojjc5wATDC8K9U4pzXGjjwpLudLIr0roXNXSdC4JPac1rWUitssJFaitJN0vMLqg1EilCDUgaQyteVIe4K7ZXBOhJgayxTYScjxrsg1MjnVxMN6e2cb0tFKUOjOtz2sont5nhlHDch5j6rqQUkT+I4ZfZSJBqINdaSA1fuuCZcOU59GutmC4HZ3iiznPK5gRntZDy/PW43PCTwzJFuXO5iEApw6zo5ki7YGOeLji6tHWePhxxIyElcDxkCkcvZVbTXdoGszW0nbW80kEnDvROV3Y5Bx6si8T3JAy8eVcKu6PQT3LO6fl5fZSxz2e6fP76/UclJOoOU54YeDDj8f+FJb6gfA0oaN1jQXH5vUYREx5XtlHtYHHO5tFykoJyS8AR+QCnJNar/AKO24O9tW00Q890ck08+PDFnHD2u7zUkY8zXkajYFTC/DhJHEZrYKwH3hY+f0WqLWygHEc/P4Y4cc5p0XV7FaRLPqO6LcN0Noh/q65HHG5OBtYSQQZptp4EKMlTTJuun8NrldNiYzcjqF2iNce02lt3obVeeJH3ylWIO0gGo5v52kdpJHeSRzud5GZ5HPm7uSzHAxkk129n9HTk6c/8Ax+6yy1Dn5Ny57/2+vgt3Wb06uL+RWlwkMWRBbRd2C2U+CL+k5/SmfLufIYUe9Aesy+sB2dtcMISeNvKqz2x5k4hkBWPJPExbGPDJOKTHhrUbceVem7O3DhsLcFzXQqwfRTr6t5QFvbVreT+7WPfhPte1lfeg5D81I5OeQqUbHUIbuBpLaeK6ijGXMeVlhGCQZ4JAJYhwJywxwPHhVL1WpA9Hs/11t1/ukN/Gfc2n3Rx/OVeHsrmVuxKZ7HOZ3TY6aeSu2eSMXve3H1dTo9owO5TnIx8P2++k3X43aIo3q8x58ONRz1LahJHbwJvbaYYmCsdyjKKTgH1ef6OKmSxXtFBKjPiBy+FeDmo3NJDSu1DVtcAXBN/q8vCC6H2Uqa5FmJ08iHHvFeS6SUbeoI+HCtd+5bj4+NZgSxmBy0kB7sTVxw3PcB+ylXS58QcgNzZI93LJpuQNgkeGa7HvO7tHKlR1OHM8Ex0N8ktarqqlo0ORiME444yTw+WDXsjwupBL+HEf0YzTYCkknmfEjjj3+ApKk14LIYl3M+0k44DugnBPPw8sU1lW95926S6ma0a2UgxXEaxEKseUwRkLk8ePFhnOKRdY6eRxHOAGx6o5/wA0ftxUMa50qmfI3dmv1Y+B+LnvfIikdbwY9viSf3NammQ8vBJMbN+aknWunMk7YHdTPLxP7/Gm507suCTDjkAH3jl8x91JWnXWad0adpC6HjwyPh/wp2DerZAZJe6tFWSNW4A4A5+Xl7/38afNvabTw4DmuPt/pqIOqXUBHK0TeeRU2SQZGRg45Y4YPhj7q3QjurnTmzl1XVgJ+zbO24hO5G4YlAV17Nzj6rthuYJ8ia1dJOi0d5CVxiVc8CBuDDgVPypOgvyp5Ywc5+PjnmD5/wDCnPbzdpiVP7Mo4jl2oA9UnluHg3wPDBV4F1mLiNFRa81Nj7KT3cmkCbpO5/QjHuD/AI60HX38k+Tfir1TtoRk5k+SyPqAd6clFNv8vP5J8j+Kj8vP5J8j+Ko7fFzVOtanHmsWQHwpu/l1/JfkfxUfl1/JfkfxUdui5+SOtanAsY8qyIpu/l1/JfkfxUfl1/JfkfxVHbovQR1rU4dg8qAgpvfl1/JfkfxV6NefyT5N+Kjt0XoI61qckUWfCu6HTF5kcaakXSiQclj+TfjrOTpbIf0Y/k346YK6DffyV2zMGqdpIxjHCudrRfIU1v4TyfVT5N+Kj+E8n1U+Tfio7fAdforOqWnVPC27vq8K77fUMesoNMAdJ5Pqp8m/FWY6VyfVj+TfiqzdpRDQnyVm1TQpTtdQU8OVbWtUPHaDUS/wok+rH8m/HW+HppMOQT4hvxU4bWhOTvonivZvUsRRgchih4weYFRivWDP9WL+a/8AtK9/5wpvqQ/zX/2lM9rU/PyTO3xegpLNuv1RWwKOWOFRj/zhTfUh/mv/ALSvP+cKb6kP81/9pR7Wp+fkjt8XoKSTZp9UVl2A8Bio0/5wpvqRfzX/ANpR/wA4U31If5r/AO0oG1qbn5KO3Q+gpIaA+BrEufEVHX/OFN9SH+a/+0oPWFN9SH+a/wDtKPa1PxPkoNbFz8lIEturUn3OkeVMpunk31Iv5r/7Shenk31Yv5r/AO0qjtp0ztb+So6rhOv0ThuLEiuR0pJk6dynmkX81/8AaVxTdKpD+jH8A346zvroNxPkkOni3JwFa9ENNtekr/VT5N+Ktq9K5Pqx/Jvx0sVsO8nyVeuYnGlvW+OTHjTTfpVIf0UHuDfirmbXXPgvyP4qnt0I0ujtDRopAiva6I7wGo4XX3/i/I/irJOkUg8F+Tfiq42lHzTG1oCk5Hr1hUbJ0qlHgnyb8Vb16Zy/Vj+Tfjqw2nFvv5Joro96frxVqaGmT/DaX6sX81/x0fw1l+rF/Nf8dHtGDn5INZEeKeDIaxpnnpnL9WL+a/46wbpdIf0Y/k346j2hDxPkqGqjTzYinz6OJzrVj5A3RPtC2N0WHxUEfGoOPSiTyT5N+KlnoL1lz2V3DeRJC0kBcqsiyGM9pE8LBgsisQUkbkw44pUtfG5hA4FKfUMIICslo2kbAgwe4qqceQUD9lSJ0Xk4YPHH3VU9PSAvB/abT/Fzf7xXTB6Rt8pyIbPP/dz/AO815U07k4VcYVy4x8jXHc6epycYx9X+jlVTR6T1/wD3Cy/xVx/vVYSek5fnh2Nlx/vdx/vNLfRudqAmtr2DQlWIvrIAnGcZ4e2l7QtLhKBtm4+O4kjPjw5fZVTG9Ii9/uNn/i5/94rdY+kjfICBDZ4PnHP+y5FJj2Y1pvhH1+qdJtVrhbEVaHXjhSAAPIAAY9wAxTG0vTPzssp4YQrx8yPlUJ3fpF3rc4bP4Rz/AO81yQdfV2qsohtO9nJ7OfPH/wARTjRuSxtCO29SHqOh5XIHv/p+dMXUYij/AL4pO/577rGOxtf8XN/t6b2rdYU0py0cA/VWQffKagUbwpO0YzxUkaQ/D309+ispI+P3VX226fTLwCRfFX/2lKmndbdzH6sdv8Uk/ZKKk0j1YbRi5+SljU7fsblZMHaSOXPBNTj0SvQyKMkjwPDxxjjxz/wqnOqdb1zKu1orb3hJc/bMaU9C6+72EBVjtjjAG5JfD9WdabFA9uqzzVkT8wrd6zp+7lkEjjjn/Rw+/wAKROjOqPC5ic5IPdfwYHkT9U4/flVej6T1/jHYWP8AirjP+lUm3npCXjsH7CzB8dsc4zz55uDnn9g8qaYikCpYofooorSueiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEL//2Q==" width="251px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>Pricing is competitive, so it&#8217;s a great choice for budget-minded business owners who don&#8217;t have salaried employees. These payroll providers offer great time tracking, excellent customer support, and ease of use at an affordable price. The thought of using a payroll service may leave you <a href="http://details-of-cars.com/daewoo-labo/">http://details-of-cars.com/daewoo-labo/</a> wondering whether it&#8217;s safe to put all your business&#8217;s payroll data online. All the payroll services we review come from reputable companies with years or even decades of experience. They make every effort to keep your sensitive payroll data safe, as you can read about in their reviews.</p>
</p>
<p>
<h2>Your team’s pay stub, time tracking hub</h2>
</p>
<p>
<p>You can use Square Payroll to process payroll for W-2 employees and 1099 contractors accurately and on time. With a 4.1/5 overall star rating, Paychex earned its place as one of the best payroll software options for businesses. Paychex&#8217;s robust feature set, 24/7 customer support, custom pricing, and built-in HR and onboarding make Paychex one of the most scalable options on this list.</p>
</p>
<p>
<h2>Payroll Apps Have Many Benefits</h2>
</p>
<p>
<p>Time-tracking and scheduling tools are also available only through its integration with When I Work, Deputy, and QuickBooks Time. This is unlike Homebase, which has time tracking and staff <a href="http://isha.at/index.php?option=com_content&amp;view=article&amp;id=315&amp;Itemid=570">http://isha.at/index.php?option=com_content&amp;view=article&amp;id=315&amp;Itemid=570</a> scheduling as its core functionalities. OnPay can handle the payroll requirements of various businesses (like restaurants and bars) and organizations, such as churches and nonprofits.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="best payroll solutions for small businesses"/></p>
<p>
<h2>What are the best payroll software providers for large companies?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>Paychex Flex is made specifically for small businesses that need a quick and simple payroll system. It’s stripped down for businesses that just need easy payroll, with flexibility to add on services as you grow. Employees can then use a left-hand menu to find more detailed information, such as their health <a href="https://greateastsiberia.ru/zolotaya-epoxa-v-bokse/">https://greateastsiberia.ru/zolotaya-epoxa-v-bokse/</a> benefits options and performance reviews. Simple forms and digital signing tools allow employees to complete documents and reviews in a fully digital format, even on a small screen. Gusto is made for startups and growing small businesses with a mix of employee- and contractor-based workforces.</p>
</p>
<p>
<p>There’s also the option for producing unlimited customer invoices, accepting credit card payments, recording payments, importing bank transactions automatically and integration of your accounts with payroll. If you plump for this package you can run Payroll and Patriot deals with the payroll taxes side of things. Opt for the cheaper basic payroll edition and you’ll need to handle payroll and payroll taxes yourself. Using Patriot Payroll means it’s possible to tackle both your accounting and payroll tasks, with a strong emphasis on ease of use, especially for small business owners. Patriot also gets a resounding thumbs-up for its efficient support infrastructure. The company has a long-standing pedigree too, with around three decades of experience shaping the look and feel of the current package.</p>
</p>
<p>
<p>It&#8217;s the business owner&#8217;s responsibility to make sure employees are paid on time and payroll software and services can assist with this. Rippling is geared toward businesses that hire both U.S.-based and international employees and contractors. Rippling also offers a ton for businesses that have no intention of hiring globally, including a slew of HR tools, IT and finance features and benefits administration. However, those who do hire globally have the peace of mind of knowing that the platform&#8217;s robust automation allows them to onboard and pay employees and contractors in their local currency.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>Zenefits is a technology company founded in 2013 and based in San Francisco, CA. After starting out as employee insurance broker and benefits management system, it changed its business model as now offers software as a service (SaaS) that handles tax, payroll, and HR management. Acquired by outsourcing firm TriNet in 2022 (and officially known as TriNet Zenefits since then), it caters largely to startups as well as small and medium-sized businesses. Rippling is a business solutions company founded in 2016 and based in San Francisco, CA. It started out focusing on HR and IT software, but it has since expanded its services.</p>
</p>
<p>
<ul>
<li>We found that Gusto offers all the features that most small businesses need at a competitive price.</li>
<li>In addition to full-service payroll, it has basic time tracking, tips and commissions tracking, employee benefits, and team management tools.</li>
<li>By itself, however, Square Payroll is expensive (considering its scope) and not as feature-rich as its competitors.</li>
<li>Filters along the top of the spreadsheet allowed me to easily add or remove columns of information I needed, such as bonuses, holidays, paid time off, overtime premium and overtime hours.</li>
</ul>
<p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/X9KUwLR5Sm4' frameborder='0' alt='best payroll solutions for small businesses' allowfullscreen></iframe></div>
</p>
<p>
<p>Payroll services take over management of the payroll process for businesses, handling everything from paying employees to managing payroll tax  obligations. Small business payroll service providers can  either take over part or all of the payroll process, allowing employers to retain whatever level of control they want when it comes to ensuring employees are paid. A small business payroll service also typically includes access to payroll software tools to monitor when payroll is processed and how much it costs each cycle. While a few companies offer the flexibility of processing international workforce payments, most are focused on American employees and merely provide basic support for paying overseas contractors.</p>
</p>
<p>
<ul>
<li>Fortunately, there are many payroll services on the market that help streamline the process and offer benefits administration and onboarding workflows.</li>
<li>This implies that the larger the number of employees, the greater the transaction fee.</li>
<li>The software includes direct deposit and has an employee portal where pay stubs, tax forms, and vacation and sick balances can be accessed.</li>
<li>We will help you transfer any existing payroll information to QuickBooks.</li>
<li>The easiest way to run payroll for your small business is to invest in a full-service payroll solution.</li>
<li>Paycor offers plans for businesses of all sizes, but the software is best for medium and large businesses with more complex HR needs than smaller companies.</li>
</ul>
<p>
<p>This refers to a feature whereby an employee is paid multiple rates for various jobs they perform for the business. FICA Tip Credit is awarded to employers when a server&#8217;s tips exceed the minimum wage requirements. Tips are considered income tax, so employers are rewarded for reporting all tip earnings as well as benefits and meals. This feature refers to the ability to file federal, state, and local tax forms using the software. Keeping track of payroll trends will help your business adapt to potential changes that may impact business operations. Here are some payroll trends and statistics you need to know this year.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>CNA Connect Small Businessowners Policy BOP CNA Insurance</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/03/26/cna-connect-small-businessowners-policy-bop-cna/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2021/03/26/cna-connect-small-businessowners-policy-bop-cna/#comments</comments>
		<pubDate>Fri, 26 Mar 2021 12:54:47 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=1888</guid>
		<description><![CDATA[Understanding the nuances of payroll operations can be complex, leaving many wondering about the intricacies of the process. Yes, there are several accounting and payroll software companies that make attendance payroll software, including QuickBooks, Sage, and AccountEdge. Payroll platforms are beginning to integrate AI as a means of automating compliance management. Machine learning makes it [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="255px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>Understanding the nuances of payroll operations can be complex, leaving many wondering about the intricacies of the process. Yes, there are several accounting and payroll software companies that make attendance payroll software, including QuickBooks, Sage, and AccountEdge. Payroll platforms are beginning to integrate AI as a means of automating  compliance management. Machine learning makes it possible for AI systems to gather rules and regulations and apply them to data sets, limiting human error.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="256px" alt="best payroll solutions for small businesses"/></p>
<p>
<h2>Time-Tracking Integrations:</h2>
</p>
<p>
<p>Zenefits greatest draw to small business owners is its economical, transparent pricing. Its starting price of $14/month is considerably lower than the average payroll services cost. Plus, its simple plan structure allows businesses to predict their expense with the provider quite easily. If you need to know straight away if a provider fits your budget, look no further. You can even test it before you commit, since it packs a free trial, like Gusto. Payroll service and software should be simple to set up, customizable, and have a user-friendly interface.</p>
</p>
<p>
<h2>How do I find the best payroll service?</h2>
</p>
<p>
<p>They count on you to provide correct information about your payroll configuration and employees. And they won&#8217;t let you complete a payroll if you&#8217;re missing any required inputs. They make supporting data like employee profiles available while you&#8217;re getting ready to pay your workers. They also offer special assistance and flexibility in areas like state registration and earnings types.</p>
</p>
<p>
<h2>Quickbooks® Payroll</h2>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/DQ4Zy-Ji6hk' frameborder='0' alt='best payroll solutions for small businesses' allowfullscreen></iframe></div>
</p>
<p>
<p>The application also includes an excellent accrual rule option, for easy tracking of employee PTO. If you offer benefits to your employees, you’ll also want to have access to benefit management features. These can include standard benefit management, as well as access to affordable <a href="http://teknoice.ru/clips-vid/2020/12/21/pervaya-reakciya-uchitelya-po-vokalu-danielle-dimash-greshnaya-strast-dimash-reakciya.html">http://teknoice.ru/clips-vid/2020/12/21/pervaya-reakciya-uchitelya-po-vokalu-danielle-dimash-greshnaya-strast-dimash-reakciya.html</a> health, life, and disability insurance plans. Blaeberry Solutions offers industry-specific payroll solutions for businesses in the Canadian education and healthcare sectors. The platform&#8217;s key solutions include multistate payroll, tax management, garnishments, and direct deposits.</p>
</p>
<p>
<h2>How to choose the best payroll software for small business?</h2>
</p>
<p>
<p>For instance, improperly classifying workers as exempt from overtime can lead to substantial legal settlements, as seen with FIS Holdings Inc., which settled for $3.85 million due to unpaid overtime. Underpayment is the most common error, and a third (31%) of businesses that were fined for compliance failures said they had to terminate an employee to make up for the cost of the fines. Payroll accuracy is critical, as even small errors can lead to significant employee dissatisfaction and legal consequences. In particular, 32% of small business owners admit to payroll mistakes, but this may be understating the actual number. Frank&#8217;s Auto Repair uses technology to stay current and keep its customers&#8217; cars on the road and running smoothly.</p>
</p>
<p>
<ul>
<li>Process payroll, file taxes online, and have access to online employee training and development with 24/7 support.</li>
<li>While most payroll providers offer similar services, in some cases those services may be included in the base price, while in other cases, they are available at an additional cost.</li>
<li>Patriot Software offers an inexpensive solution for paying employees and contract workers.</li>
<li>QuickBooks Payroll doesn’t have the job posting and hiring tools that Rippling, Gusto, Homebase, Paychex Flex, and ADP Run offer.</li>
<li>As you lose or gain employees, the price adjusts to reflect the new user number.</li>
</ul>
<p>
<h2>Payroll Software Features</h2>
</p>
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" width="252px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>BambooHR&#8217;s payroll software includes most standard payroll features and makes it easy to manage data and run payroll. However, the software is only suitable for paying U.S.-based employees. The platforms offers useful tools like multistate payroll and <a href="http://everbestnews.com/ekonomika/oformlyaem-kredit-bez-lishnix-bumag-kuda-obratitsya-za-pomoshhyu.html">http://everbestnews.com/ekonomika/oformlyaem-kredit-bez-lishnix-bumag-kuda-obratitsya-za-pomoshhyu.html</a> state tax filing, as well  as time tracking and worker&#8217;s comp administration for efficient payroll processes. To create our rankings we reviewed more than 70 different payroll software providers, looking at features, pricing, and customer reviews.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="best payroll solutions for small businesses"/></p>
<p>
<p>There are fewer offline payroll options all the time, but check out the App Store to see what&#8217;s available. In addition, there is no extra cost for paying contractors using Gusto, while QuickBooks&#8217; plans do not include contractor payments — their individual contractor payment packages start at $15.00 per <a href="http://astronomy.net.ua/data/library/eng/page/23/">http://astronomy.net.ua/data/library/eng/page/23/</a> month. This global human capital management software is fairly comprehensive and helps to streamline and automate payroll activities. Features include tax management, employee self-service, and mobile access. However, implementation can be tricky at first and the reporting function could be improved.</p></p>
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