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	<title>Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie &#187; Bookkeeping</title>
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		<title>What Is Merchandising Inventory?</title>
		<link>http://www.discovery-trading.net/what-is-merchandising-inventory/</link>
		<comments>http://www.discovery-trading.net/what-is-merchandising-inventory/#comments</comments>
		<pubDate>Tue, 07 Dec 2021 14:44:55 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content How Do I Calculate Cogs? Unit 5: Accounting For A Merchandising Enterprise Merchandise Inventory And Cogs Merchandising Activities More Definitions Of Merchandise Inventory Special Sales And Purchase Accounts Consignment inventory is the inventory owned by the supplier/producer but held by a customer . The customer then purchases the inventory once it has been sold [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-merchandising-inventory/">What Is Merchandising Inventory?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Do I Calculate Cogs?</a></li>
<li><a href="#toc-1">Unit 5: Accounting For A Merchandising Enterprise</a></li>
<li><a href="#toc-2">Merchandise Inventory And Cogs</a></li>
<li><a href="#toc-3">Merchandising Activities</a></li>
<li><a href="#toc-4">More Definitions Of Merchandise Inventory</a></li>
<li><a href="#toc-6">Special Sales And Purchase Accounts</a></li>
</ul>
</div>
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" width="251px%" alt="merchandise inventory definition"/></p>
<p>Consignment inventory is the inventory owned by the supplier/producer but held by a customer . The customer then purchases the inventory once it has been sold to the end customer or once they consume it (e.g. to produce their own products). The benefit to the supplier is that their product is promoted by the customer and readily accessible to end-users.</p>
<p>The use of inventory proportionality in the United States is thought to have been inspired by Japanese just-in-time parts inventory management made famous by Toyota Motors in the 1980s. The secondary goal of inventory proportionality is inventory minimization. By integrating accurate demand forecasting with inventory management, rather than only looking at past averages, a much more accurate and optimal outcome is expected. Integrating demand forecasting into inventory management in this way also allows for the prediction of the &laquo;&nbsp;can fit&nbsp;&raquo; point when inventory storage is limited on a per-product basis. It is important to consistently and accurately assign costs to inventory.</p>
<p>Historically, companies that sold merchandise with a high individual unit value, such as automobiles, furniture, and appliances, used perpetual inventory procedure. Today, computerized cash registers, scanners, and accounting software programs automatically keep track of inflows and outflows of each inventory item. Computerization makes it economical for many retail stores to use perpetual inventory procedure even for goods of low unit value, such as groceries. The total cost incurred to complete these unsold goods are reported as finished goods inventory along with raw materials and work-in-process inventory in the current assets section of the balance sheet. Raw material is the basic material that is processed and converted into finished goods.</p>
<p>For businesses without a production process, it is not necessary to categorise inventory. This typically includes retailers, wholesalers, or distributors that purchase finished goods to sell to third parties at a higher price.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px%" alt="merchandise inventory definition"/></p>
<p>Selling and administrative expenses, called period costs, are costs that are not directly traceable to products, for example, operating expenses. Retailers record their inventory on thebalance sheetas a current asset and usually listed belowcashand accounts receivable.</p>
<h2 id="toc-0">How Do I Calculate Cogs?</h2>
<p>Standard methods continue to emphasize labor efficiency even though that resource now constitutes a small part of cost in most cases. Debitoor invoicing software lets you process business assets in an intuitive and easy way. For example, a seller’s finished goods may become a buyer’s raw materials, and while many manufacturers address work in process, it might not be necessary for businesses with short production processes. Product costs are expensed in the period when inventory is sold regardless of when the inventory was purchased or produced by a company. Product costs are costs required to produce inventory and make it ready for sale. Inventory for resale is accounted for in the Merchandise Inventory account. This is an asset account shown in the assets section of the balance sheet.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px%" alt="merchandise inventory definition"/></p>
<p>This is in hopes the customer will pick up items they would not normally see. Inventory Turn is a financial accounting tool for evaluating inventory and it is not necessarily a management tool. The ratio may not be able to reflect <a href="https://www.google.com/search?hl=en&#038;gl=US&#038;biw=1629&#038;bih=845&#038;ei=C9ASYOOyJtH5qwHovqjQAw&#038;q=Online+Accounting">Online Accounting</a> the usability of future production demand, as well as customer demand. The consignor here is Tim since he is the one who has made the items. The consignee is Avari since the items are at her store, yet she didn&rsquo;t purchase them.</p>
<h2 id="toc-1">Unit 5: Accounting For A Merchandising Enterprise</h2>
<p>When discussing inventory, we need to clarify whether we are referring to the physical goods on hand or the Merchandise Inventory account, which is the financial representation of the physical goods on hand. The difference between perpetual and periodic inventory procedures is the frequency with which the Merchandise Inventory account is updated to reflect what is physically on hand. Cost of goods sold is the inventory cost to the seller of the goods sold to customers. Even though we do not see the word Expense this in fact is an expense item found on the Income Statement as a reduction to Revenue. With the average method, you take an average of your inventory to determine your cost of goods sold. If you use the FIFO method, the first goods you sell are the ones you purchased or manufactured first. Generally, this means that you sell your least expensive products first.</p>
<ul>
<li>Permanent accounts are the accounts that are reported in the balance sheet.</li>
<li>If an item can&rsquo;t be sold, then that item is not counted as merchandise inventory in the accounting records.</li>
<li>Also, any unusual items are reported separately from normal operating activities.</li>
<li>If you sell goods in the same accounting period in which you acquired them, you simply expense the cost of goods sold based on the amount paid and recognize the revenue earned on the sales.</li>
<li>Whenever you enter a new expense, you have the option to treat it as an asset.</li>
<li>Inventory is generally categorized as raw materials, work-in-progress, and finished goods.</li>
</ul>
<p>Raw materials, semi-finished goods, and finished goods are the three main categories of inventory that are accounted for in a company’s financial accounts. There are other types as well which are maintained as a precautionary measure or for some other specific purpose. In a service industry, since there is no exchange of physical stock, the inventory is mostly intangible in nature. So the service industry inventory mostly includes the steps involved before completing a sale. Return the inventory count sheets or tags to the supervisor when the count is complete in each assigned location. If the inventory count sheets have been prepared in advance and an item is listed at a location but is not present, enter 0 for the quantity amount. Perpetual and periodic inventories are methods of keeping track of the number of items held in the merchandise or consumable inventories.</p>
<p>There might also have been errors made in the Inventory account during the year, adding to the difference. Beginning inventory is an important aspect of inventory accounting that you’ll need to use at the start of an accounting period in the following areas.</p>
<h2 id="toc-2">Merchandise Inventory And Cogs</h2>
<p>Also, any unusual items are reported separately from normal operating activities. The single-step income statement shows a single comparison of total revenues with total expenses. Gross margin is net sales less cost of goods sold and relates the sales of primary products. Gain from the sale of an asset is computed by subtracting the cost of the asset from its sales price, but a gain refers to profit from an incidental transaction not likely to regularly recur.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px%" alt="merchandise inventory definition"/></p>
<p>She makes 10 percent commission on every item that she sells for Tim. Permanent accounts are the accounts that are reported in the balance sheet. Asset accounts &#8211; asset accounts such as Cash, Accounts Receivable, Inventories, Prepaid Expenses, Furniture and Fixtures, etc. are all permanent accounts. Often, one way to track the performance of a business is the speed of its inventory turnover. When a business sells inventory at a faster rate than its competitors, it incurs lower holding costs and decreased opportunity costs. As a result, they often outperform, since this helps with the efficiency of its sale of goods.</p>
<p>Because items shipped FOB shipping point are items whose ownership is transferred from the seller to the buyer as soon as items ship. FOB destination are items whose ownership <a href="https://www.google.com/search?hl=en&#038;gl=US&#038;biw=1629&#038;bih=845&#038;ei=C9ASYOOyJtH5qwHovqjQAw&#038;q=Online+Accounting">Online Accounting</a> transfers from the seller to the buyer when the items are received by the buyer. Goods in consignment are another category of items that fits into merchandise inventory.</p>
<p>Inventory management also involves risk which varies depending upon a firm&rsquo;s position in the distribution channel. Some typical measures of inventory exposure are width of commitment, time of duration and depth. Stock Keeping Unit SKUs are clear, internal identification numbers assigned to each of the products and their variants. SKUs can be any combination of letters and numbers chosen, just as long as the system is consistent and used for all the products in the inventory. An SKU code may also be referred to as product code, barcode, part number or MPN (Manufacturer&rsquo;s Part Number). Appreciation in Value – In some situations, some stock gains the required value when it is kept for some time to allow it reach the desired standard for consumption, or for production. Time – The time lags present in the supply chain, from supplier to user at every stage, requires that you maintain certain amounts of inventory to use in this lead time.</p>
<p>Click the button below to learn more about how ShipBob makes inventory management and order fulfillment even easier for your ecommerce business. Determining your beginning inventory at the end of each accounting period can be time-consuming if you don’t have a good system for tracking inventory in place. The good news is that using multiple warehouses doesn’t have to make finding the beginning inventory in each tricky. With a tech-enabled third-party logistics company like ShipBob, you can log in to your inventory management system and access real-time inventory counts. This means the beginning inventory is $400,000 at the start of the accounting period. Make a final verification that all inventory count sheets are completed, checked, signed, valued, extended, and totaled.</p>
<h2 id="toc-3">Merchandising Activities</h2>
<p>This can help speed up the order delivery process and save on shipping costs. For example, a large amount of ecommerce inventory won’t help you save on taxes because the tax deduction is only applicable after the goods are sold <a href="https://business-accounting.net/merchandising-definition/">merchandise inventory definition</a> or deemed worthless and disposed of. Also, storing great amounts of inventory and/or many SKUs will raise your ecommerce warehousing costs. Knowing your beginning inventory helps determine the tax deductions from your stock.</p>
<h2 id="toc-4">More Definitions Of Merchandise Inventory</h2>
<p>Cycle inventory is a term used to describe the items that are ordered in lot sizes and on a regular basis. Cycle inventories are usually materials which are directly used in the production or they are part of some regular process.</p>
<h2 id="toc-5">How To Track Merchandise Inventory</h2>
<p>This application for motor fuel was first developed and implemented by Petrolsoft Corporation in 1990 for Chevron Products Company. Manufacturers&rsquo;, distributors&rsquo;, and wholesalers&rsquo; inventory tends to cluster in warehouses. Retailers&rsquo; inventory may exist in a warehouse or in a shop or store accessible to customers. Inventories not intended for sale to customers or to clients may be held in any premises an organization uses. Stock ties up cash and, if uncontrolled, it will be impossible to know the actual level of stocks and therefore difficult to keep the costs associated with holding too much or too little inventory under control.</p>
<p>Merchandise inventory is finished goods acquired for sale by retail or wholesale traders. Finished goods possessed for sale by manufactures are usually called finished goods inventory. And, the IRS sets specific rules for which method you can use and when you can make changes to your inventory cost method.</p>
<p>The primary optimal outcome is to have the same number of days&rsquo; (or hours&rsquo;, etc.) worth of inventory on hand across all products so that the time of runout of all products would be simultaneous. In such a case, there is no &laquo;&nbsp;excess inventory&nbsp;&raquo;, that is, inventory that would be left over of another product when the first product runs out.</p>
<p>Merchandise inventory is the cost of goods on hand and available for sale at any given time. The proper reporting and accounting of inventory increase the usefulness of financial statements for potential and actual investors.</p>
<h2 id="toc-6">Special Sales And Purchase Accounts</h2>
<p>The distributor organizes and holds inventory until a retailer purchases or orders it. Retailers often have a central buyer who makes purchase decisions across the entire chain. Some retailers have distribution centers where goods are shipped upon order. In small chains, each store operator or manager may order inventory just for his business unit. <a href="https://en.wikipedia.org/wiki/QuickBooks">QuickBooks</a> Possessing a high amount of inventory for a long time is usually not advantageous for a business because of storage costs, spoilage costs, and the threat of obsolescence. However, possessing too little inventory also has its disadvantages; for example, the business runs the risk of market share erosion and losing profit from potential sales.</p>
<p>Inventory that consists solely of finished goods is known as merchandise. Which of these items need to be counted as merchandise inventory for the current accounting period? Because ownership of the chairs transferred to Avari when the items shipped based on the shipping method that was agreed upon between Avari and Hart&rsquo;s Custom Furniture. Perpetual inventory is a method of accounting for inventory that records the sale or purchase of inventory immediately through the use of computerized point-of-sale systems and enterprise asset management software. Consider a fashion retailer such as Zara, which operates on a seasonal schedule. Because of the fast fashion nature of turnover, Zara, like other fashion retailers is under pressure to sell inventory rapidly.</p>
<p>Buffer inventory , consists of the items stored in the warehouse of a store or a factory to cushion the impact of unexpected shocks. A sudden spike in demand, delay in transport, or labor strike can be managed if sufficient buffer inventory is maintained.</p>
<p>Proper inventory control involves keeping track of the number of inventory items and clearly accounting for the monetary value of inventory transactions and balances. Area deans, department chairs, and/or directors are responsible for inventory control of merchandise and/or consumable inventories. Inventory directly affects the financial position and results of the operation. Many financial and cost accountants have agreed for many years on the desirability of replacing standard cost accounting. Manufacturing management is more interested in inventory turnover ratio or average days to sell inventory since it tells them something about relative inventory levels.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-merchandising-inventory/">What Is Merchandising Inventory?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>How To Calculate Stockholders&#8217; Equity For A Balance Sheet</title>
		<link>http://www.discovery-trading.net/how-to-calculate-stockholders-equity-for-a-balance/</link>
		<comments>http://www.discovery-trading.net/how-to-calculate-stockholders-equity-for-a-balance/#comments</comments>
		<pubDate>Tue, 07 Dec 2021 14:43:47 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.discovery-trading.net/?p=873</guid>
		<description><![CDATA[<p>Content What Does It Mean If Stockholder Equity Is Less Than Total Liability? ​how Can A Company Improve Its Return On Equity? Retained Earnings Finance Your Business A Guide To Succeeding In Business Negotiations How To Figure Out Yearly Cash Flow UpCounsel is an interactive online service that makes it faster and easier for businesses [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/how-to-calculate-stockholders-equity-for-a-balance/">How To Calculate Stockholders&rsquo; Equity For A Balance Sheet</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Does It Mean If Stockholder Equity Is Less Than Total Liability?</a></li>
<li><a href="#toc-1">​how Can A Company Improve Its Return On Equity?</a></li>
<li><a href="#toc-2">Retained Earnings</a></li>
<li><a href="#toc-3">Finance Your Business</a></li>
<li><a href="#toc-4">A Guide To Succeeding In Business Negotiations</a></li>
<li><a href="#toc-6">How To Figure Out Yearly Cash Flow</a></li>
</ul>
</div>
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jprTicC3/wA1r6BUFxZA59Qe1s/6OmLTaQUwP5rX0Cl3i4gh2/7/AB2x/oxW9Fe3AtfkXdJDOmbYf8mR9FS2PGovSQxpm2/9mR9FS/Lnuq0k8IQsLBHSggYq4pNeEbdKBGWSAKp5Unuq6U461QetAhaUBkiqCB3VqjjBxZ1FoHU0W0WiNCdZfgIkqL7alKCi44k9CNsIFIY8o7XHTzC1/klf2q5u76n0+zqyoVW8r6Hbad0BrGqWsLu3S7Jbrc6SxvnevABk1zd/dH63P8Atf5JX9qqf7ozW+d4Fs2/xSv7VVv8AGWmPZt/oXf8Axhrv+mP/AOjpBScilCPPe0/eb72tjub8eZLbkJfjsdokfsdtJ2B5urfcDSjwy4wX7Vt1mQ7za+dliN2qfMIy1rCuYD0gCTjesHiDxt1HprUztstFtaEdLLawJsVxp0KIOcpONvA1dlr9nGzV9l9jeODFj0ZqdTUpaUkvViu7GdsDre9S2e+xY9vsUlUm4ibHcbZSysLZ5XUlSnAQChISFZ5sZ+asaC7d4NzvEi9aCkSlvywtDzBafStIaQMgrKVfF6YqF4X8Xrjql+czqREdhuMhBZLDSzkkkHPXwFbBOqbCn+GBIHUltYx81aFleUr+iq9FvtfzMXVtJuNEunZ3PxrGcPPJHThL1NpG5RIFrftkiQy6w01NaDZyU4GQCdjnrnrULctW6Dk2tFkvshtie2gJbt7qSmelwJwCy38NRGRhSMjcb4pq+6jT6thcUe9Kv1VV90VlwALmyPDKsVbM3YRrlcdUy7ZYrPddIXmS8hyM5cnWUNFCuRHMQMqG5cCQRjbenm1yJ02El+4WxcB8lQMZxxLi0gHAKig4BI3xnbNAv1jxg3iGBjoXkj6TXpv9iOP/AK1AJ7v2Sj9dJgCJ0tb5LMq/XScytt243NamwvqGWkIaR7jyFQ/n+up7AA2FWUXO1u7tz4qs96Xkn9NXg40oZS6hWfAihgQWsFH7UtsjfzmdCYx4hUlsH5smpoJIHWoPVLiTO09D2PnN2Ax/1bDzv0tip7pSIC2QnIyNqgL3bbvHuzeo7A0xJfDPm0mK+4Ww+1nmSULweVaTnGRghRBxsQx4HeKoUB3A0MBXXqy5R0pEzQ99CjjmDKWnQCe7IXvWXOafukeBcYcd9l9h5LwbdHIsJUFIWCO4hKiR13FTeB4Uc3iaQBYslhk6ZltQra+/KszyVFSZTxccjvbq5wpW6kr3yM7KwRsTiJtumJFmZU19xNtnralOvNyu1bDq0l5Smz6SchQBSPhdRT5ynuPrqkp7wMHxpgmRDlxHLVxBTqn7R3BSbnZRFlrYR2gZcaeCkJIB6kLcBIyPQSKy4st5NxvF4j2q4piPMMDszGKXHJA5kkpQcH4PICdunqptIwM5O9GBy8oA9lGGKINqvM+x6Jbjy7FOhPQoCGAt8ICS7jlGMKJO+/urVs5b7nNnmJVnqeprbnEaaBGj21Kge1VzqGe4dK187b0PEdmkY8Kx9Qqd0u1G3pdPti5MXY3OnlLuUkbZAzUuwYiWyVheR0GKyn7MthIdT0PTFWkRHyrk5eu/Nj9FZ0U09kab9zyRNzlMqTyNJUCTvkfPSpMkOlSigHfxFOdzgPNJJO/r8RSzcY+QTgYPqqOpzuLGIuOyJC1kBr0fnqpqVyrC1BQI+SstMNxBUtJTzA5GDvVuU32JSuSAkjfJ3zTCOpJF5uQ06svLWAQcbd1RF1mLDroS4OQdN8GrjtyhtJWsDOD39T7qV50ovqccJ2PTNKQdvkjbs8HishznJG2aXZpdQFcpO2KlXvTUc7Y7x1xUfJS4pJKm+7rViGxUnyyFfjKfGOy3JB2O5qKu0dJZQvkUlxskEeIqeK1tHtCkco6bVH3ON2i+0VuFjOKuQmynNC2+z2uUhY5MA4BzitleSjNegcWnbWhag3Ot8jmTtglCCofp+WkFxjslFGyuZJ6dxp28muORxvthWMAQ5uPyC6uRa7SpM7Ejk7evNNdkAVE38aVWNse+myzfvQY8e6qX9Q98HUGmkEi3DHc19Apf4u4Dl/x3Lb/1VMmmEnNt9aWT8wpb4vgpd1ED3ONj/RCt+PwBVfuQu6SB+5i2nxjIqVI8ajNJDGmLWP8AJkfRUoR31ajwhPBQU+yqSCKuEV4RQxC0oZFUFOKvECrZSd6QT6ms+JfBxjiJemLy5fnYS2IiYgQlkLBAWtXNnIx8P5q11rLyfouldL3DUSNTPSFQmu0DRjhIVuPjc2e+uj+WkzjCMcNb9t/BT+cK5jV9DsatKrczh78N5y/kd1031bq9C4t7GnVxT7ksbcfI4/GO/vrc+k/J9j6l0zbdQL1O8wq4MIfLYjBQTkdM829aXHWuxeFn/wCt9OYGf2A39FcN0np9vqNzOFyspLP7nrX2i61e6JYUq1lPtcpYfnw2QnDjhExw8ukq5t3xyaZUfzflUyG+X0grOxOelac8oDfiPIO370j9OnwTW8rpqS+3bWx0TpUMx0wYiZl0uLzHbJZCyQ0whGRlasFRJOyR0ydud+LNynXPXEwXNppE2GlEOR2OQ2taMgLSCSQFJKVYJOObGTjNdJ1XaUbLSo07dYj3cHDfZ3qdzq3UMrm7l3TcOfwaGXgVqWy6Ub1Ddr7NEdhDDIGN1rVzKwlKRuT/AL7U0yPKUs6ZCkxdNTHGTkBankpUR44wcfLWp9A6Gna/vKrXBlIjIabLz7zieYITkAYSMZOT4/JV/iRw8ncPLlGhSp7cxqWyXY7yGy3zcpwoFJJwRkd/eK5201TVbLTozt0lTj5wnk7XUOn+ntU1ydO+k5V5raKbSWx0novXVk17AXLs760Ljnlejupwts42z1BB8RU5KcixWHJEx9llppJWt11QSlCQMkknYD21zb5P1wfi8QkRGlYbnRHm3Ejv5Rzg+7lPy0y+UbquS3Ih6NjPFLamhNlgHHPlRCE7etCifdXV2vUTeku+qrMk8Y8ZPONR6Eiuo46RayfZJd2Xyo+V/Ymb7x80ZAfcZtdreufZnkLqUJbQr2FW5HuAqLj+UJpt50Jm6NfQ3jBKVNqPyED6a1vwz0tatV6lEK93BMWBHaMh9S3UtlwAgBAJ7yT8gNPXE3hpoG3abevWkZ7DUuEUlbAmh0PNkgHAUonIznY74O1YlPWNYu6MrynKKivHk6uv0v0tYXkNKrUpyqSx7vdhZ43Wxs7TF/0LrmGqZZG4bymjh1lxhKXWifxkkfOMipRzTOnFn8JYLco/yojZ+kVyhpDU8rSOoYd7ilQSy4O3Qk47Vkn00nx2z78V2ElSXUJWhfMCAoHuII2xXS9O609Yot1FiceceTget+lI9M3MfQeaU91nlY8MTrjpXTb2qLVERpy1httiTKdAhtbkBDaQfR/xij7vdUudIaV7tLWn+hNfqqphPaasluHB7CA02M9xUtR/QKl8Y2wa6LGThyGVpPS/Uabtg9kRA/RVsaW04oFTVqjp3x+DyjGP5pFTfKe7upc0gFLN9f5jyOXmSEpPRPIEoVj2qSo+0mm4wBfVpOyno3MR/wBXcZLf5rgq0dJ2xtWWpV5QfH7czFfMpwip7BqkjxzRgCENglI/eupLwyPArZdHyuNqPz0G239ndrUSXMd78JKj/wCRSB81TX+4rEucz7XW6XcOz5/NY7j3LnHNypJxn3UMDAUjUyVhQVa3RjG4W2T9NYF8v17stqmXGVZ4/LFZUvnbl5xgeBSn6a59e8td1lS0u6Rgo5QP4Y4rGfY37Khbl5aNv1Pbn7GqyWhsTUGOrtpL6QCrYH9yOTmo2w8hduNF7mz3rpfrYHmlL9Ax1ZCEDYDHspw0nxDsGo46HIEtCl9FNr9FYPsNKEJEZcYsNsR3lhICmwtIJOBtvjHvxSteYVtsFzZuL9tlWR59RDT7rRSy8fBK90K9xrKqQc25YNujPt9sZHQqrvHW0EEA5GaxZF0jwkF1ac5GfX7KRtJXgzWDzvc60D0t8j21g8S9VMWSKG+2CSoDBzv7qqPd4LtOXgbp+ooS21mQ+2D35xt6qR7xq+wMOKQqYySD05xWup14dvzBajyVkufiHaoJPDV2U728t9YB3O9PVOPEiGVSX9BsZGtbCXAESmkrJ+Dz9a9uk+HeWw5BlJUUjcA5xSKvhnAaa7Rlx1tYGylryM+yo0O3rTcsLYPaNDZWAdxTJUItZiJ31MZmN0pgssYKio9cnrS+/ILrim/eKl2L/HujAKgEOA9MdfUaibghLZcfQk4zmqbi1LA/OUYmCVKUfDlIqhbXaHA7/kqsoS6CpBwUjNeJCyOVO42ORU64KlRYZgSYRUFEYG3eelQc5BQjszzHBwdulMsnLZHOArP01DSGFuvq25uYb4PSrMFjcrSjkg3Y6Sj0ArnHh66ffJpgrXxgbcUo/gLfKJOOmUYFKK46WAtIycjbG/y1t3yU7L299vuolpAQw03DH85SVqJz7AAas03sVKq8HQDA9I+skim+yAqibUos7Y9pFN1gUPND7arrkcvhOptKjK7Z/NZ+gUucZAO01Gcf31v/AFIpl0sCVWwD8Rn6BS1xk2VqEHqXUZ/Iprei/YMrcoXdJD9rFrI74qPoqVUD4VG6ST+1i1gd0ZH0VKK2q1HgGWiM1TVxYx0qk9KcIUFNUb9MVcqk9aawLZTikvjDn/g1v238FP5wp3V0pT4p22ddNAXqBbYb0qS/H5Wmmk5Us5GwHeaoajFztKiivD/c1NDnGnqVCU3hKcd/zOMh1rsThctDXDTTrq1ABNvbOScAbd5rmEcMeIn+BV590Rf6q6Ha0tfbhwNa0jHhoZu8izeaIbmJADTqkYBUCNuUnPurgei7atQuqjqxa9vlfU9f+1TULW606jGhUUmpeGn/AEl3h9fbDKs9x1nJnRY7d7nvSA886Ec7SFdk2cnu5UZA9dc/cX3YkziDdLhDWVMSgy62rlKeYdkkZwfWK6b0xw80lpazwLZb7BbeeFHbZ85ERAdcKQBzlWMkk75zWk+NeiNW3jX8i4WbTVymxVRmR2rMdSkEgYIyK3Or6NStp6jTTbTXBx/2ZXVG11dzryUV2PdvHyMTgNc5luc1Ci1NMP3V6CDAYdOEvOJ5jy5OBvjOMjOO7qMbjjNucydZ03OYp9TTT/KHLeqI6gko5gpJJBBwMFJPfuaYuCfDi8R7jc5Wo7TdrQ60yjzKSpKmlNuEnK0hQ5VEDb0gRgkYwTk426B1pPnWp+Gu86jUGnkuqTEQG42CnlSEtoGM7kk5zisv7vVXTXpqPu22xvydI763fXvr+ouxLnO3w/MUOBKS5xLt7aVlJUxJ3A/xKqxeLTN0OrX5syU/MjOqWzEkuhIUtLKi2seiABhaVAeoimXgzonV9l4gQbjdtNXKHGbakBbzzCkoSS0oAE+s1tTWXCe3am0qLFHlONyorz0qJIcUFEOOLUtSVY6pJUR7gar6fo9e90OduotTUspPbgu6x1Haad1dRuu9Spun2trfGX/3Jztw+0W3ry+LsS7yiA4lhT7SlsdqHOUgFAHMN8Env6Gn+X5OIgseeT9fRGGhgdo7B5EjPTcuUi3DQHEXSk5Ln2gurTjK8olQW3HE5HRSVt5wPbg1VdE8VNX9lGusDUtzShXoNriuqSFeJATjPrNY9pGlb0XTuraUqn5pHT6hWur+4jc2F9TjRaWU8Np/TP8AyOjHk+xJYHYcRoDoP4kUKz8jtb3gxVwrfHhqUFqYZQ2VYxzcqQM47s4rSvDHgfdo90jX7WLKIrcZYdZglYUpxYOUlfLsEg4OMnOMHG4rewBOSBjbHvruem7KNCk6vo+m5eM5yePdeanO6uIWn3lVlDO6ilhvxlckBbQVakvKhukCMj5EqP6amiCSSBURZiBeL4vu84aQfaGUn9NTFdMcCkWyMDalnQIW5YnpCztIulzfHrSqa8U/+XFMshxLLS3VHAQkqJ9lL3D5C06GsKnf3V63sSHfDtHEBavnUaaxSdcC+RQaKQvB5SvpnuzilG9yuIkNMVmNL082uXKQwhSor7mxySrl7RPRKSetOSscu/Q9T3D20pahvdoVL09IRdYRQm45Kg+nGCw6nrnbcjrQmBL2xi+ssq+3twhSnirKVRoimEgeBCnFkn30vo1ZE1FdJ2mF2qQ3AkmRb2bgpaezlOoQA8hA64TzKHMepQsDpmpuZeY822zl6dukGRMjtFYCHA8Acd6UnO+DSINO6yOi7TJiT47kizNs3GPCahFDj76PSU2pxSyUlwFaDsD6e5owAhnyR+GspAuc+Zdg27FW68lL4BBbwMAkYA9tLMXyOODrlzkhifqJL7RS42wmW1zE96MlITkKBHwsbda6YtbECZEbS8hwLJU4lC1rQrs17gFORtg4IPfmsXUsCDa4T92ZcdjhvlcWhoJCXFJI5Qcg43wNsHc1G2ksgk3JHK9k0JpWJqm/266l1+WELNt+2K09RkAHB5ebOPkqFtuoL5p5cy12m5LjRp0cRZUR570XMpKV86TsQMk5xttitl36zRLwsSn4yHnionKhvv1pf1Bw5RdLTLZt6I0dbgSxIdJwpLK9l8v8opJAA/RWfC4w2X6tg6koyTwa64d3y9M6Iu1xs9rirEpCkwJEpa0OR8H4SADykeo9Kh+I19iPX0w3UtzzEiRkqcWtR7dYZSVudQPSXz9K2ZqJm2WLTxgx0oYjsN9gwyhOO4//ADn1nxrnlTUmdLVLWTlhIhuBac+ilKQkj3DNQ0a6rSaaLdxQlQjHtY3aM1ZDbklk2aEyUn4WFYA/zvbWy8l+yqvTmm5DzLR9J2MVNAAnAxlY5q0ZYLct/UDNrKl/hDzDvBIziuiRdGG9BLsFydkwZQ5HGJLKeYBxCuZGQNxuN80+OG9zNq+rH4ZM1s7xC0e9IXEXJuEJ5BKVpkYKQR3fBJ+eoubMjT2lOW6exISM4HwFH3AnHvIqAn6Zadlyn5iQtb7ynVgkqLiic7eG+9YsayOxnC4ywoJGAd8nOetPn6SeEWLedxJPu4Md7UrSX1Fh0p5FkKAPQ1IjXNq82xNeI+JnkJyaXL9pTUFtvc0SLepsOK7VsBaT6C/STnB8CKhZVmuwjlsxDkuBSfSG3pe3wqN29Gby2J94rp8DxH1jYgClUwAEY+Cr9VZjOrLMSppFxa5SMeka1iq0XUbeaf8AnT+uvE2y5uE8rSQB66HZ0fmMdxWfKNpOXO2OrPm01lQ6glwdfZVKsOczrbnogekRvWtkWa6EAgoCs7eiakrVA1PFuSWElIjqI7VayQnB/TTHQhFe1j6fqVHloZnkJKxg5SojB7ya6c8njT32o4VRrktnkdu86RIJx8JCSppJ+RGffWh4ml7SuO2Hbo4p4/B5cYG3rrrHSP2qRw507DsrnPFhxGYpJ69okcq8+vn5vlpKM1J4I7yjKniTRSz1I8FGmuwfvQ+2lVjqr2mmqwfvQ+2ov6iFcHVmlR6dtHqZ+gUucZMK+6M+Lqfd+BTTPpRGVWvA+Kz9ApX4yFLadSFW37ISP9AiuhivaFb4kiA0onGm7bj/AKM39FSahv0qP0mkjTVsGP4M3+aKk1CrKWyGt5LShv0qgpq6e6qDtSgWyn1VSU1dO/SqCk53pHuBbKRmvFDbr0qspoIGKa/kHHBZxuKpxmrvKKowBQNbb5LZTVJQdxy1hN6ksL0swW7rGL4WUcvP8b8XPTPqqRKgScUmBMstEeIrw9KryK8x401oMeS0R4V4B03xjpVwjwrzl33pfwE8lsg5JzVO+Mb1dKTnYVSQRTe1N58ju5/Mt8pAqkdT7KuEEmqcEde80YS3G8cEFYwDd79/2tv/AFCKmCB4ioXTyua5agP/APopT8kdnH01NqAzSAmWX2UPMuNOAKStJSoZ6gjGKWbfYtXWG3x7Pb71a5MKGyiPH86guJeS2hISnnWh3CyABkhKc0148Kpxzb93SkayKQdutupm5KZN51KzJSnP7HiW9MdpW3eVqcXt4hQ9lX/tBYw6p8WaB2qzlTnmrfMo+JOM1JnHdVBBGxpMAYyI0eOD5uw23zbHkQE59uKFI2NZCgDVsp7s0ZEyYjzDTw5XUc3hShxBSYdoYaYce5XnCFN85IwB6+nWndSQDk0ncRQFRYie7mWfZsKhuNqTZPa+6qkzT8p6YhzsUoV13OSMfNXst96Nbz2m5VuR35/+KlXIpef5yk+hv7agtTS0ssDJxn1Vzk5tROpiknl+DW+uVuyXgyr4KBgAfTWuYsZIuEmI4EJS8kKSpXctPSnrUElUxaloOd96R7nytSkOqT8HqSKSnJp5RHV95lW63u266x7qloBbCxhRHoke3wrdD0qLe7S0+2UtqAypspGQe/fwrUmmluvywwy+4GyMlPMeU+7pWzIYnQG/TZ84b2AATg47ztVn1dsMqqhvlCrcLG2XeYAHKic46VFybR2i2ozSRhxYQTjvJwKeLi7DBcDSCPHJpYnTnI7vaQ0BLiT6KlHJSfEeBqBvcmcG1hCtxBlMqvk5DJSQ2vsgR3hACf0UkpZdkqwAfDpTdcraHHVOLycnO9YbMFDB5gjO+ad34QyUGiOgWBT6uZ7O1TTFggw0lwNc3rI6VUh5LfTb1VmLmoWzygDp0qOVSRHKCkRSYcUtGW4EJGSQMYxUTdjJkNBcMEqUrlCR9NNS7G7Os8lbAOWUFwAd+O6taOS5rF5S6h9XZt+ikd2KfSbnuOpxwSM6NNiNMyFuOJIXhSskZ2rp/wAnu5yJ2gHWXiSGZ6CM/wArl/VXPl0bRJ0yiQ6fwi1p5R4muiuAludgcOhIcaUgSZ6CgkfCAKEk+zOR7qmotOecDdRx913+Y5tfCV7TTXYf3n76U2yOZX8402WHaHj10q+NoxFwdbaTGF2w+AZHzClLjUQpvUnqlJ/1DdOGkhlVs9aWT8wpP4xIC2NSZJ2lD/UN10C2gJX+JfgRGlRnTdt/7K3+aKkVjFYOmEhGnLaB/wBFb/NFSByd6t48IQtHfYA7ddqhL5rDSemnOy1BqW2QF4yEPykJWfYnPN81I3lB8RLlorT0a22OQWLhdVqAeT8JllPwinwUSQM92/fvXMVhsV81pf2bRbUKlXCc4TzOryTtkqUo+HXNcfrfU/8AD7hWlvDum/8Anwej9L9BLWLR6lf1fTpb8eccs68Txh4XuOdknW1tB8VLKU/5xGPnpkt90td4ZTJtFyizmFDIdjOpcQfeDiuTdYcC9c6Os7l+moiTIcfd5cV0lTSdhkggbb9R0pU0nq6+aJvDV4sMtbK21AuNgnkeTndK09CCNvHwIrNj1deWlwqV/R7U/wATcl9nGm6jaSuNHuu9rPOMZXjw0dyncVSfCsex3eNqCywr5CJLE5hEhGTnAUM4rLKc9Ac56npXeRnGpFTXDPH61KdGo6TW62LfL66iNWXhrTWl7tqCQh1bVthPSlhpPMvlQgqPKk/COBsKmihWdhkdx9dLPEpCFaDvgcA7MwHucK708p5vmzQpRfDGOEsbrH5Mo0fCt1y0FY2nY6HY8i2RlqQsZBKmkkn1kkk5653zV2E/KtM9vT8+Ut9p4EwX3MFawkbtLV8ZSRuCd1JBJ+CTVWghjRVlTgYTDbSnHTlAwPmxXuso/a6fky0EJfgDzyOv/m3G/SB9+MHxCiO+nfVjPoSEqVEhN9tMlNMt5A5nFhIz4ZO2fV1qpLiHW0ONKDiVjKVIPMkj1EbUk6tvDMfUlolPWgzwqGpUaOrlCe3eeZbQSV7J+Fy5PTmx6jmvyhw30FPvWoXmyYTb859DOUoSpRKg02NjjJCQcDJ3wM4qNzi/P7oV06iWWhqx19Ved+a1xovVGsrJo52TxEV5/dY1rZuq22m0tLCVg8zR7ipOACe85p+budscuCrSmewZyGg+qMFgupbPRRRnOPXQ2kuf1Gx343MmrajXiJUZ2Q7FaeSp1kIU4gHdIUDyk+o4OD6quLSTnlG/s7qE1sn5FUZtZSZb7s14d9vA/oqsggYxnJ8apKFA9Dn17UN42k0LGMpr2p/oL+lwFu3x4jdy7O4/7rbaf/bUwetQ2jlFcGe6oful2uOO74MlxH/tqZPU0iaayhHFx+JYMK9y34NnnTYoQXo8Z11vn+DzJSSM+rIpdgJ1bdLVCuV01dHtvnrLK+ziQm0FK1pB5Qt0rBOT4VHcbdUS9M6KWIjKVruzht3OVY7NK21lShtucJIxt1z3VojTl6vWp9badYu94lu4nRmWyHeUtJ5gBydySB34rndR6ioWNxG1Sbk2l+G522h9D3er2U9QnLtpxUmvm2lxg6itFql2xbipuo7ndQ5jaYmOA3jry9i038+asztT6dtzyo0m7xUPNjK2u0ClIHioJyUj1nA9dWtQLksxIFpiyX213CUiGXwrLgQEKUrB/GKUEA9QVZ7qyo6rPa1NWSM5GjuqHaNxw4lK1DoVcvU+s710KkmsnEyTjtgvsSWZbSZER9t5lxIWhxtYUhST0II2I36javT45pTgy2tKu6njtNrchW1CJrbPNula0KWtIz0yoc2PFR8av6xvt2t1vs7FpDLE293BiCHXWy8iMFJUtaikKTzEJQoDcb779CYGIYic7qyKT+IgUIsU5Gyl539lYL1m1A9rGPZJ2vb5IgO2uRKkNJRGj/hA60lHItppKwAFOZHNndO478fW1lt9lgMJiqlBBHZdm7IW4lCUgAABROD3k9T31BdfymWrXatFiOm7uQn5C2GwvlQCM7+l/wDFat4oa1ajsiW6pDJcB5z0T7qdJ9wajslqOn8K6ogEfppF1hp9rU9vDL8BHaRzzgpTWDCnnk6GdVeDVkPiDbJtxTbhKBecypCSlQ5vYSMVXqN9LjIKD6S9vZWI9pQszQlMcNuoVlKloHo0xQNKNSeR64Sy+sK7tgPdTpxjDgZCXhs94dsvvu9ottXK3tkittLmKETAASQnGx3xUJYLfBh25TEflStJ5h4keurUiQ41lBcJIHjTJY5RNFYPLm+2pnBA5sHp1pWnHAJU5tnp31lT5uDjm+CRUFJmLddIT44qJoVvB5JX2gVk+iBUctwEeidquyVcgUUkg99YieU7Dp1ppBKR7heCsDbOBWbGZS6rl5Tt1rGR8Ep5tjUrbm+VlSV7EHGe+kZDu2ScWeiFHcaJOXEFKcd+1a5u9heSSmPHUXMAnbJxT4oIacQpS1JPceXO3qqZAhvMAR20x0jbfdSvEmmRm6b2RZisLLI/htw8m61u9l0yrmCCS/KIH7m2MZJ93T1kV1/rSx2vTSIdjtEREeFDbhtMNo2CU/gz7zkk58TSf5O2j0WyzP6peTly54bYUTlQaSTkn2q+itg8UADcGSc5KIaj7eVutm2pdtLufLMG/uHXq9ieyNbtpHMo5+MTTJp4viEe0WCoqJyB3UstkhZH8o01WH96qHgarf1MhT9p19o9P4S2Z/Ea+gUm8ZudLOpeUfwsf+nap10iD2lrwPiNfQKS+MSswtUH/LDv/wCHaroo/AJWfuX4EZplP7XLZ6WcxW/zRUjy91YOmh+1y27fwRr80VIKq0uEI3ujQ3lS6QuNxtds1RCjLeatvaNSQgEltC8ELwO7IwfDI8a5zst6umnLkxeLJNciTIxy262dx4jfYj1V3NfNa6KsEhVtv+qLPCkKQFLjSZbaXClQ2ygnOCPVWpLhwx4HcS7s+zovUDMS58hfcbtyytojIBVyKHKOvxCn1g15z1FoivLx3NnUXf8ALOHlfI9p6M6r/hul/ctUoS9FcT7W1h/MRYnlJ6qdiLtepbJbLxDfQWn0KSpkrQRgjKdvmpu0FqTyftVPtW53RMG0XBzCUMzmw424rwS6SQfYoAn10q6r8mfVdihPXKzXONd2WEKcU0Elp7lAycDcKO3TOa0/uNjsR6umKw56jqmk14rUIKX/ANJPb6M6uhoeh9RW0paNVcM8uEmsP6x4O+oUGDaYTcOBFaiRI6eVDTSQlttA8ANgK5n4n8fr5d7nItOi56oFrZJb86aGHZBHxgrqlPhjc7b07WTWV0vHk3XO5yHFKmwoj9uL2d1AFKAonx5FpyfEVzNgk4z+itjqXXp/d6MLV9sZxy8bbfJHM9C9I0PvdzW1BepKnJxXdxleWONn0xxW1bCVe7W1e5zBKvw6pSzzYznlKlZUdu7vrDY11re1MzLDJvU9yM+27Elw5jinEgKHKpOFH0TudwRin+y+UjdrFaINkhaLghiCwiO0BIWMpSAMn0epxk1rXWeonNYakmajctrcJc0oUplpRUkEJCSdwDvjJ9ZrnbipStqUKllXm6nnOcflsdpZ0rm+uKtvqtpTVDD7WnFvZ+V9V+h0lww1ndbhoq3PWnSv2xgwGUwuSJcUGUlbaQkhaHg03uADkOb56Vr/AIu8bLrOTM0Za7RJtCkksXAvvNOOnxQC0taB68KJ6jYjFZvku3OSyNTW85KENx5TaSOivwiT8vo/JWipT70mU/JkOFbrzq3HFnqpRJJJ9p3re1XX7p6TRlH2ynnL/A47p7oyxXUF0qke6nS7XFPj3f2JREnWGqpZDcu73SUlO5C3HVIGfmGQPAbVauFw1LHaXY7pcLoltKkrciSH3AnmSoKSShRxnKQc47hXUPAWywrVw3tsuIyjt7iXJUl3HpLUVkJB9iUgfLU3q3hlo3W09i5ajtRkPRkFtKkPLa5kk5AUUEFWN8e2i36Xu61rG6p136j352wLefaBptrqNSwuLVejBtZSTb/JmpuGV8v3EX7Yw5k5MhabO/BkB5WXeZZHZrB+Mk+kCDukkbnNa71vc9a2jVLs64zbhablPQJb0dmSpBZz+DSPQOM9m23muptPaD0bpNwydPafhw31N9mXkpKnCgkHHMok4yB391c6eUZ/+y3c/wDQmPoNXtfV5baPFVp5mmstGR0Y9Mv+p5ys6WKTi32yw8P/AGF6DxL1RAstytzV4nLnXZ5rt5z0hS3ktISrCEqJKhkq652A9dNPAeNqm764CzerizChIVJmILy+V3OyEKSTvk77jOAateT1pyLfNcOy58Zt5m1xFSEpWMp7UqSlGR7Co+1IrptLDEbnfaYbSsj0+VIHMB4ms/p7S7i+hC9r1XiPjfhGv1r1DY6NUq6TbW676i3lhbZ48fL9DTfGLjPL0/Oc0ppJ5ImtJ/ZcvAPYqI/c0Dcc2MEk7DIHXONQ2xjiRr+U8u3ybzdnmzl1RkK5EZ6AkqCR7Nqg73JdnXmfNkK53X5LriyeuSsk086D4yXDQdhFkgaZiyh2qnlvqeUhSyrxAGO4D3VkVNR/il/JXdWUKe+yz48YOmt9A/w9o0FpVCNSvtlyx5WW22LUPU2uNHzSzGvFxgOMuuJU0p1RQVJWUryk+ir0grJ8c710Dwm4mjXkF6FcWm2btCALiUH0XmzsHEju32I9/fXP+qtWvarSwp+1tRnGJEx7tG1FSlh99bpScjokrI2qe4Fy3ovEe3tpyESm3mV923ZlX0pqzpWoVbPU40KE5SpSeN8/92KHUmhUNU0KVzd0YwuILu9uPHKyuUyM4nXW9zNW3aHOuVwfiMTnOxaekLW0gjYcqSeUbZG1Ksd6THfbkRHXWnm1BSFtKKVpUNwQRuD7K6E8pFppOkbctDaEqVdU5IAyR2LtaX4fBKtc6fSoAg3KOCCOv4QVn61Y1KWrOi55cmt/x/sbHS+r0rjpxXcaeIwi128Z7Vhv8zY/BpeoNU/bZq6Xye5KhqYkwnZbrjwadSVb4Uc4IyFAYJBO4OK2Pd271e4qrVdtAW6a4ejsqQ09DSr8b0h2ue8DsxvtkdabkMtNkhtlCSdvRSBmvSnavVdNspWFvGhOXc15PnXXtVp6xqE7ulDsT8L9PAj2rhuLJEcjx9QT3BMVzT0OfhG38jBSgLyppIGEpAVsAK9f0bd7hcbU9e9R9vHsjxfhojMll1xZbU3zOr5zzEIWrHKE77+ADk4PXVPcavmMKR4e2puY3NavV+aksx1RkO/bJxSg2opJTlee9CTn1VBcR4P2tsFut7MmQ+mOFNh2Q6XHFgY3Uo7k+utir60jcVWeaysSDnlbdKT7xn/21Xuf5bJbZ4rI0YiTEU4vtXeVSCobjIHrNXHYa+RclxgBpYyeU9RjbFJetbRLZju3hqa/HWFko7NRTnxBA6jHcaWrBqi7anZk8komRBWW1MpcIPJgYUAOmfAeFZVOLnHKOkp0FOO5IXxppNycd5CcHcE7A1hRri1GSpHeTnfrWJdZlyhqAfYMhKxnIOVAeuoQXBt57mCuUd6VbGo50peSKdJ0/hHhm8hgpeOSVDlx3VcmywpAc7Xu3I76R0zV9uhC0q5FEj9VTsR0vW9ZV8JJ2Ue6oJxwh1Oo2sMxpL5fcUjm5VdaslhbfMsJ5uYDAx0qhpC1ygQrmGMKx41mSuZQxunG2fCohHLYg5bhUVDGFdDWM4HGQk8xxWTOQltwnn5gAMnpk1GPPlSggq6fC9dOxkgbwZrZKjnPy0w2s+cLKc5GfZSw0+lKuzJBCRzACp6A6pplYSTkpJz3jwprivIsZbjFJulnbjdi+ptwjcHPwVCo4XPt2lPNfuQ78dfZSbGscx+Wlbi1gOKynPT1mmh1puPFREQnJICMZxRiKkojqk8QO2OFUBy3cOtPxHk4X5mhxQO+6/SO/wD3qyeKHoTI6j3xoh9/ZoqXtKUptcMIRyDzdvCfxfRG3uqH4qD8KwcfwKMfkbTXQtYp4Oae7ya0QcOH+caabEr9iE+JpXT+6uDwWaZ7ER5srcdayn8RZXB2No4fhbX/ADGvoFI/GIj7XanPcZiv/TtU86Q/dLZ/Ma+gUg8YlkWzU238NV/6dquhp7RI67bkizpsY07bAe6I1+aKzlDurD08nFgtwz0itfmCs1Sd6up8C8YObPKn0TMTNha6ix1ORFMphzFJGezUFHs1HwBKuXPsHeK01ovWN30HqKLqK08heYylbTgPI62eqFY8fHuO9d5SI8eSw7FksoeZfSUONuJCkrSeoIPUHfatZ3TyauFl3W663HnWp5z9y8yf/BpPf6CgQPdivP8AWumLqpd/frCSUucP5nrvS3Xthb6atL1eDcUsZxlNfVCBevKqTLs78WzaQXGuDzRQh16UFtMk9VABIK+u3T11z+hD0haUtpUtxagkJAyVE7AY9tb51P5MydOsGbAlTLq02c9lzob50+HMEnB+ath8OOGfDuNY2rxZbA61MktKQtyeeeRGX0UjPRON+nUYrMq6JrGs1Yu/mvb/AN8Gta9X9M9NUJ/wqm3KX4/vk0fZXtRaRs7+n7i+8bPcmHGJ8cYPZ9onBWkHYLTkEdxxg1rm5W+VbJa4c1HKtOMEfBUkjIUknqCCCD666J4gafcjwHhJbQVMqKHOX8Xx94pA4cy9Ja21Kjh3qyEXW1tuC2zUEofYIyS1zjqg7kJOQCTjrVm/0F3tOFvTeJwWF8sGR071qtMuq1a5jmFV5eOU/n+GCft3HTTp0BHtsy1Ij32M0iMtxMVKkPJSMdoDjZRAGc95NJ2muMVy03c35Ttpi3OE8CDGkEJCf5QVhXKfmrYOsvJz0tYrLMvUO/XMebhKg052ZG6gNzy5PWtMzY0LT17iqcbElhDqVqafwUuJBBKSOhBG2Md9QTttchOFKbjHG2duPqaC1XpGKq3EFObk84beM/T6HV/DjU0jVli+6CRpBmyIkqwwhLgWXm8fD+AjAznHszXLfEfRszQ+q5lqkIJjKcU7Ee+K4yT6O/iBgEePurqaZrVLFzatNp05cLoXLcxMZTBQno4pSUJKllLbYwgnKlDwANRt/wBIai17bhC1bEsVvjglTbTSVzZDR7iHj2YQrHUBKh3ZUNz0Wr9PvVLKFJy/zI8PGz+ZyHTnWUdC1SpcKm/Rn/TnLSXG7NPcLeOf3D2Q6YvtsemwmVqcjOR1AONBR5lIIUQCnJJByMZ+SO4icbL9q+7R37E7Ms0KIlSWkNvkLcKiCpS+XYnYYG4G/ia2M35L+mgwlKtU3crTnKgloA+4JrPtHk4aFgPJXcJNwuWDnkdcCEK9oQBmsD+E9Qzoqyc0qa4efH+52S6j6Mp3UtTVNurLlYfP4PYh/J8n6/1LOlXi932fJs0ZstNokL5kuPHHQ/yRn3keFI/lFkf8Jbp5eXMJj6DXUkGDEtsRm326K1GjR0htllpASlKR3AD5flpJ1lwc0pre8qvt3cnJkltLOGneVOE9NsHxrWvtAr1NLjZQl3Sym22c3o/WNlQ6hnqlen2U3FpKK/34NX+TBvfr8e7zNn8810P060paH4Xab4fy5cyxOSyuY2lpzt3AoYByMbbb03kZ761dB0+rp9hG3r4ys8HM9Y6vb63q8r21z2bc7PZHHnFjRs7RusZsdTKhCmOLlQnQPRW2o5Iz4pJwfZ66a+EfFTSul7O5YtV249mh1TjElthLpAVuUKGM7HJHtNdB6i0zZNVW42u/29uWxnICshSFfjJI3SfZWsJ/k1aQcc5oV5ukVHcgKQsD5RXM1+m72wvHdWGJJ+H9TvrTrjSNZ0uOn62pRkse6P04axx9RK/4cYdnekRLLpKBMiKmypPayUcq1JcfUtAGAeUBKgN/CticL9fPa9kyH0aIj26PF2VNaeCx2hAwhI7NO+Dk7948RUBojgZo2fFXcbs5Nl9nOmMBsuBCFBmS42knlGckIBPrJrcVutlrs8Fq222I1Gisp5W2m04CfZ68kn1k5rU0rT9V9f1b2aUfkkv7f8nP9Q6x06rP7rpVOUp/65Sl+fnf9DVvlGRlydDxpCEE+bXJpxeO5JbcT9KhXP2nrqqx3233pLQe8xlNyC3nHPyqBxnu6V1prBdn+1MiJfYnnMSWpLHYJQVreWo+ihKR1OcY9dapj8GtE3WauKxcb1bZCEhaochKOcI7iCQQsb4yCRnYms/qHp+7u7yN3aYfHO3Bs9FdaaZpuly03Uk0vdwsrD/cfOHfE6NxDk3BqPaXIKYSW8Fx4LUvmz3ADGMeJznup0OEgJJ3pN0Tw5smhFSXLVKlvOSkBt0vLCkkA5GAAMGmtSsnbA+auo0yNzG2irv4/J5zr09OnfTlpaapeM88LP75PV7mqNj31QV5zv668ChnrWgYuCpeO+lfiJEErR9wwjnU0lLiRjO4UM/NmmRSsnFWJbCJMR6M5ul1BQRjbBGKZNd0Wh0H2STZy7qK2pmwER1IT6aTsfE1paTpO96Wv7l208462sg8/KNyPDHQg56V0FeYLnmzqG0/h461D24pCnXGS0fw0fcZByjGax4SUHjPB1tCrF08N8iQq9TXw67cbIyZG3KeRSEk46FIPvqBW+mU4tDsYGQpWCUfBQPAd/z1N3q4Kefw4MBOcAGoVCELeOFFHNuAnup0qzS3HTqx7cIm4EGM5HSpKVLWB8bxrNMVESEeZBypRUN9hVFtQtMZIOAATVdxkp7BIJyem9Uqj7yllReSLiZMoucyQAD6Iq9OdShCzndIrFhFHbOOg57qxLlJK1FPNgHc5pvaRymR8iUk8wWdlAn2eFREiQCpSCcFWCMdKuTCVLJCu7YeNWWIZcV2hGQncinKKSyRd7bMyAnkcSpWCkn0j4VO29XaLILnonY+yl1zK3vQOEJGAPGpy1oQhsHflx6R/RUdRYQ+n8ROhDLPPIWMJ25R4Crlnirut7hML/dJUhplKfxQpQG/y1HMrM5RWTlhvuPeRTNwwK5vE/TzSDzJE9s4xsMZP6KZQhmayLcPtgzuNpPI2lGMcoApd4qq9FhZ6mA1j3Ix+imTGNqWuK20eKvxt6fmyP0V0cl7Dns75Nbkjzh7/rTTHYyPN1fzqWj++Hh/jTTDZV4YWMfGrJe1R5LC+E7Q0eMrtmOvZtfmite8Zl8tq1J0yZzgPuZaFbG0cAF2w4/vbf5orWXGZRNn1CSfSM94Z/8A5N10MV7Rlb4kZFgGLHbx/krX5grOPSsWxgCyQE43EZr80VlrHhVvH7CMtqTmqCAE7DpVxWw3PQUoyuJ2lIV9TYJ0h6O6s8qHVtnsiegyr20yVSMfiHwpzqbxWcFVyud207PdWwgSIbuFuMObg568vgfmpW4p8Qoul9AXbiFw9tU263O1sp/+kRmlLc5iQCpxA35E/CUoD4INPupGC5bHnUthTjSeYAbkj/f6K5Y13G1I7OXcrPKejhkk9o2spUCPAjcVjXFSdvU42NGlShcQ/wDYcdE8RonHfQ/3RRIQizHEhuWynnUhLwGFcpUBkbevG+5rS+qbRd9C6tg35gKSuNIQ6kA4zyqzjanfhO2wmc1qSLqGCxdJDyo1zt5b7NyQ18V4AeiSCrJOAdjnPWszi6Yk9tLISRhRUFgb1QuKmKiqw8lyhRlKPY/BuLivcmZ/CeReIyx2ctmG+2rPULdbI+muR+IgkoW1KAPKoju7/bTE5xF1AdG/8H0uS27bW3W3G1rz2rXIrmCArOOXPiKhr9dE3eG3H7LKm8el1p93cKtOMkMo27o9yZvzhFrGbcIqxZNOzro+1a7fFdfJSww2Ww6cFbhyrPafESv14rYf211xyDn0jb1HwF3O3v7KtUcAtd6RstrnW/UGo7dbHG2oqWvPpKGS6rmeyEcxHNgcuQB8YVtdXEHSoUkNTJb47lMW+S6gjx5ktkH210FLemmYtWLU2Sjsq5M2kyxbQ5MS2FqiNvA5PelKyACfDON/lqFs2q16rnNO6bLa7SxnzuW6ggrcxjsEJ6haCfTJ+CRy4znlz5T41VYn29O3ZUcvkMKfCFJcZSSO0wFDIc5SeXIGDyk5rEg6SRp19h3TEkQYeQmVBWguNOpAxzp3CkO53KskK3ykn0qeyPgXrDqi7TtP3DXEa/vzUW+bNYm2+RHbbYSGHVJUhlQQFhQSkekpSgSCNs7Rl3vNhuurb1JvsvWbtvgpjxIcK0oupbce5Od1QEFOFZ7RtHKskgpUcYxVvg7ZYus9DsXq7z5zkWXdbjL+16XwIpKpjyhzJSkFfXJSpRTnuptRZ9fWLzuJp06fuTU2Y9L7Wet6OuP2iuYgpbStL2O7dvbGfGkSyGT0T1WK32Gz6ftj0STeXSUMXF5x1cdIbU44XCVrUSAkDAURlQFZn3SXIW66BNlL93tOO0htLJDwUAUrbOMlJGdsZykjB7/XbFd5PEKLqWS8wLXAtD0OMgFXaKkPOtqdUoEYACGUBO+fSVVxi33NjU14vDcdPZvRI7Uf0s8609oTnvHwkikGYIabq2+W/Qd41lIcs7/mEZyWy1HLvLytpKlNr5gFBe2MYBB2xWCnW9+YvTmn32rVeLnKiplxoFrd5SwxkgvPuunCUFWAnlSScHAVg4j59r1RqpV6lRdPKhw5f2tRNiST2JnLZdK5PIMHAUjka5j8LBGQADWQ3a4cy03y723QLelJtvUpcGW4w026+UI5+ZXZ9G+bmSQTuMmkyCeCX4fFxWlmX3Wwhx+XOeWgK5glS5bqiAcDIGevfU8twk0ucL5K7hw405c3G+zVPtzMwoznlLqe0x68c+M99MSxQ5Y5FzlibqGQJuutO2rB5IsebdF42wpAbZQD4/vhRH82sbXxEW1tajZPJKsr7cptY6lsqCXWz4hTaljB7+U9QKxNRX606f4hom3uY3DjCxqHbO5DbYL6SoqXjCRsndWB0q1NucbX8iJbLDIRIsjbrcqfNb9JqQlBCkMNLHoq5lBJUoZHKkjqrAY2hyHdDwwSSd+pPdS2zdtV3t+YLc1At0aPJcjJcfSZDq+UgZ5EqSker0j7KmkrSRlJUAD30oMHVK7tebfZZ9pgNNTEuF2XFckrWHG0rOEJcbCRzEjOT06U1A0NFviSoJecmXmXPcfIJ7UNoS3/ACUpbSkBPt5j66z0ug9ahLYxdYzjjl0vgmlYGEIipZbQR1IGVKJ9qyKxrBc57l0vNnnvc7kGSlbDnKAVxnUBaCcDHoq7RvxIbBO5NIGRiDuVHAJ7qgZms2lzH7VYLVNvEuMstvJZSGmWVDucecwnwyE8yt88uKjYEuRdtbz5IeWIVkjJgtJycLku4ceUodDyoDKR4FTgqP03F1NMcvimtUCI2L1LSENQEL5RzApyVk/F5fChvIvAmXpUpN4liTGQ0464tTiEK5kJVndIO2ceOKW7taWHWu0W0VE75I/TTrr63/au6eeLdL6ZjYWHOnM4AArYbDJGcDxpQNzTLbU0UklI7+hrErQcZs6G3qKVJGvbxpePJeJaCQT1FQqtLNRiqQ8Qlto7kdcU2XWQ2w5nmypWTlJ2FJ98uy3XnIiJIUnGSD8tVu1t7j5SilsWF3Btayw0sJwQAfVioe8zxFYUlasqQTy+vwqLl3RtgKczhfpEE9CcVYsHb6gn+ezVgx2ACfBSu4CplDCyUalX3YGC2x3YlrEl5KuZ0A77cuaXrhNS4sgqGTkeupjUF1BQqOyohCfX4UqIbcmOlXIeUHc/oo7RvczJYBdKXVtgo6YNVOS+UKYbRy83h4V48620A2c4HcmsVC+1Xys7eJJ6e2mS25HRTb2MyM0txSUJAye89w8amIrbk5IhsAJYbP4R3xPgKxrZanZCEr5VMxjkrWrq57PAVIyZ8WByQ4acnGyUjqart9zwi2koLLL8uW3GZ82YGE4wD3mnbgCwH+JtkCynKXFr3Gc4QdqR4mm9TXNQdTan+UDOVp5Rj3068ObJf9Nalt+pFpZSmE+FrQV5Kk7gjbONs1LRg4STaKlerCcGkztsHI5snfelrimCuHCJ+NbyPkWsVI6bv0bUNtbuMRpSAThSFHOCOu9R3E4nzC3Z/wChK/1jlb8t4ZRhrnBrRRxIeP8AjCan7IpKmnBjoR1pdQSqS9k59L9FMNmJ7FZ/lVjzX+Yy1HeJ23o1Pp23Hc23+aK1bxk/+x3493n7/wAyUitqaN/dLeP8Uj80VqbjM7jT18O+FXCV+cBXRRXtIqvxolrOlQs8HIP72b/MFZJ61atgP2rhjuEdsf8AlFXyCKtClpxsKSUn4wxWi+IOiA+44grWnkURyjbI7jmt7kd9LWs7I/cbep2A0lcpkHlT+OnvHt8KoX1B1YZjyi5ZXHozw/In8PeJcOUxG0jqRS2Z7KQw3KXgtSMbAFWchRHiN6vaz0/DgpcASCy8Dyp/FHePZWupen0XNhaUoWy6hRCgQQUkf7aJF4v1rszFtvd4dnLbJS12hzyoPQZ6ke3NZVW59Sn6dRbo1Y26hP1YeRPuXmWlpnndubCX3l+kE7beOaj9U3hFxtjjzrIUR4KxWRqEOSEuPvIQeVJ7M8u/TNI78uTMgAOKKSB8XqTWbJ4jgu93dwQ94S41DC0JCeYZCU91QrNwfioDnfg9TUzPClxluoVzpbTgjwNKr8oKj4VgHOKSKyyGSN8eTDr5UTWD2npK0pauyOVKyNw4gEpwfeoY9ddXKzj0lZPjXza03qCbp29xLtBcLb8Z1LjZPcpJzn2V9DdG6ia1bpW2ajabCBPjJeUkHISo/CA9hzXSWFTvh2/IxrymlLJMVQQDkHpVYrwir3BnMhdJaVteirDG03ZUrEOIXC3znJ9Nalnf2rNTqRnpVvlNVoPLtQIVHbrVJT81VK768JApuQZTkjcEj1ilvUuirBqZKzd48hxLqOzeaamvNIfQPiuIQoJcT3YUDsT4kFiJyNqsSXAyy48s4ShClE+GBRgaKnDhpDXDrTDbSQlAs8MJAGwHYp2FTTqfGozQLS2NBabZcTyqRaYYI9fYpqYdTk0yW4CDekcvEu0FxAU1KslxYORkEpeiqCfX6JXt4A1HqaVoWQ2llDitOvq7Pl3P2sWfg4H/ADBO2PiEjHo5AbL3YHLjdrPcmHktfauS48oEfDQtlbZTt61JP/dq7JitSG1sPIC21goWhQyFA9QR3imuI5MxU5SjqkjqOU5FJdxvsex68Wp2JOcjzbWkPrYhPPJQ607lsegk5KkvOf5gpksVpm2WNIt0iQHojL6hAOSVojkAhCyepSoqAP4oTnesl5Kicg4Apm6HkBG1eJ06PGg6bvrrbrnK7Ieh+bNsJwTzK7coURkAYQlR38Ks3lu+wrqu86fgMTX5UVMJaHn+yQgpUpTbizuSgdovmCQVbjA8J1YWd9qoSCokeHWkwJgwdP2sWK2twe285fUpb0mQRyl55ZKlq9WSdvAYrAkcONAT5kyddNI2q4Pzni88uXEQ8VkgD4wOB6I26fLU+RiqkkdaRPIrMN7Tlhfs7dibtUeNCZTyMsR20toZAGByBIASPVWrtR8ML/blOyLU359GUFHlawHR6inv92a3AFY769Dh7jTKlONTkdCtOnwzjbWMa92t1KZlukxCRsHmyg599Id3mrQtauyUtSt8Ad9dtcQbfFukBlEtlDiSSnCkg4OOvzVp1zhtbn3nUyrdFU2fgHsyk58cg1mVIxpywaVOUqsMnLi7bcbq+BIT2LR6JJpobej2+C3DjoI5E55h3mtj3zhaqM4pyItOMnALo29maTHdKXESVNRktvO9OVtXP8uBgUzPdwwVGXOBTcQqU7zPcqU9+O8VYlXBlpKY7KeZSemDTjI4eXBEUyb3dGILIHMpKCCvH0A/LV2Do6MhtLseIqPHWfRkvjmfc/mI7vaRSOZIqLxmXAkRYNwuCkoWlSebcIAy4r9Q9ZpqsmkH3nUsohmY+CD5u2MpQPFaumfbtWytOcNHUx0uzWlw2FnmW2veQ/7T8UHwG/srZlm03Gt7BZt0RpgJSNwMZ8CP10+FrKpvLghqXcKXthuzU1v4azXlI+29xDDZI/ARtzjvHN4+730z27RFitfaiHbE9qP74r01nB/Gyce6n1dsiQ1LLwCgTkq7we/9FXktw22FqICAs7r+DgeHjViNvTp+ChUrVKj3YniAtYTHZjqZazldU+a+ZK9DmVtnmxtnvqakyIXKtSZLgSAc7Dr3YzUMqejnDaEvkKO5CwCabNLGERocNFcQ37EBCcgdpFPpL9LBBO236qeNZX223+025+2ygsIjKS4n4yD2izhQ9hFad7J91YDMbsiNgVEq2qVtcp9lwxZCwOZHKcdCQPHxop1XFdrCS8mc1s876sH5qn7Oo9kv2il5vIffz3BI+ap20uJQ2sHPUVVm8TbJorETubRYy5bz4No/NFaf4yrzpu74HwrjMH+lI/RW4dFY57f/ANSg/wDlFaY4xrP3L3Eg9blN/wDULFdGvhIqv8xfgNFu9G3RU+DDf5oq+elWoSQIEbH/ADKPoFXFGrL5wBSd6oWO/NV5FeHrSpZYjNd8RLZbrFb5GoG0chdWkPDOwJ7/APfxrSF1u7c8KLSwUK3HOMYHqNdB8VorcrRM8ONhxLSUr5SM5woGufbUwy61+AY7IozltQzn2Vg39JQl3GxYVnKPa3wLFxclKUwnmwkLOx35qW7k262X1NBkJcyUg7Hem++xVJSJLDnLyr9NtacD3Uq3ia0r0XEdmtR6+NZFTDNOm87irJStiK8nnCu07t9qSHXgOYODGDkDxp2uz7SQqM30wRnxpOuEB/IKsBJ78d1MjtyJPkwm1l09ohZ67HFd+eTnJ864T2dtSQCw0W9jnO+c+rrXALccNrwMHfANd1eS7LMnhxGSXEkoJTy4xjBIz81b2mbORk3r9ptsoI2xVJGKylpAFWCkd1az3Mkt15nBzVRHXNUqowBWVZGfGqTvVIOTg0EnxpmBuTxQwNjUHrR9yPpK8utL5V+YvBB8FFBA+c1MqV3ZqA10f2p3LPTshn2cwoYErEjojQ48VAASw0loADuSABXi079KvD4IzVJpoGItA8Kwls8qj66lVoHXFYzjYJ2FAZIt1vPQViuskDBFS7jPeBWI8yfCmNbi9zIhbRz0q32CkEnOc1KKZz3VYdbOCMU1jssj1JIq2SayloIqwtOOtMwGS0pRBoSrJ3OK8X31Q4rs2+bOPGmvlCMX9ZyUIhNBSwMLyCe84Na7fvC23kBYUlCshSvA1m6/VMaKUg8oKgUqIOcYJ2+XurW67zLkXdqGsIWsk55c49/zVlXcczybFpLtp5ZLajctyGxKdRz5V/fFk+4Cl1+ZOdHLbIiIzQ6vODlT7gNzU+iwXa5SlLjWx+SRtzls8qferAqdhcO0qKH9S3FLSehZaWCo56Aq6VXpUKlR7ItzuqVNZyIFusrlzmgQI6p8kbqff2ab8SB0Hzmtj6a0ULYsS5SfOpp2Elweg2T8VCe7Hj1pws1hskNgNwoCY0dHwVrSOZR8cePrqThuNOL8zj83JnClkdR31qUrdU+dzGuLyVbZbIjI9hC1h6SoOLWAQk+Pq+Wrc9GGuVKglAASVdMnqfk6VJ6gnRbVanBFcy+U8rQHwiTtUHKMlbMW38mV9mEKJOwXjKvWdzj3VNLLKiId+UmKBFdeVz558qByU9x6+o1hrdVJ5GwlZCh8Y9SO8f7anbdpuTKlLmzE9ihRwEn4RA6Z9tZq7LAYdxsfxEj4oHdVZp5HoUBbXXipRVyJOwwnYZrKTakxwovBKlIPL03HrpkCWGkOYZKjy4GT0HdWC83klSTscc22yT+uo2sCrkjUNuI5UnqsZynbavFrQlJLScHmIBI6VkLAW4pboHKk+icd/trxmOUpytAOd8kbmoXuxWX0t+kpYVkkDmGOmKl7XhSF5OMEVEBZaIcVsDtUjDICVFHQ4qKpHckXB3novA8wOP7wn82tHcX3CrSsvfc3Kdn1/styt36KO0I+DCfzK0RxhV+1J3+VcJuPXma7XSrhEFT+Yh7i7RWR3BpP0V44vCsVUzkMNgjHoD6KodGau4FbwHaDwoKhmrVGSBuKBjeT2QyzKZVHebC23AUqSRkEEVqXUWl2bPdXWY7KA0sFxJAAwD1x762xzeqoPWEeG9Z3npIwplKloUPUMkeyqF9QVWGV4LNpWdKaXzObNYMtFalso5SgHmJ3B2761TPlmS/gslKgcHmBIPrrZur5qISX3uZXKdyFDIIrUV1vEN5TjzIOc94rmJpHRR9palQJC3VFCW1IQM5KdxSxdriGlGPJ5AlXfjGKYmLwEMLAZVlwYwfppXvkZp9tbwOw8ajSWdxzeURLkpJWExiFdxxXZ3kiNPJ0iHA6shanVYUdhheMAVw4t4sukD2e6u4vJFd5tLstel6EcrI7sqWe7xwBW1pyaZkXnB0KtPWrChg1kHrmrbgzWx5MlmMura6vLAq0oejgUohbr0uAjGBVBBB3q2o0mALiiBUBrsFWjL5ypypNvfWn2hBI+epxKq8WoDFJ2gWmXO0ZbX+MkH5qrqlSqtlVKkIVqVnaqQjJqir6E+jTXEUsON5rHcZzWatNUFvamtYEI1bGBWK81Uq4jrWG6341G4ikY43jNYjiM5yKzrhIjW9pT8p5DSU96+lK8nWVvcfLMBtx9JAJcQnKaYw3JJaAM5rGfWkDBUABUZInreQ466h8tDBHpcuM7dMVi9rGOG3CtBQOpwSPXTRUX77arRd0JbuUUPpQrCdjnmI8e7aotuFYbOOSBZosc5GeVlIKfacb++st1U11ha2uSQ30BBwVGo567Ox3+zlxnE4Ab9JOcVDJ4ZIpPGMlpy7Nh0sPTUpQsbpCTjIJrDcciodCmSw+5zDPaObY6jH+/dWS7Ntcp5WSg7gnfl2PX6asu2WI+UudghQKs7EoVgZ76FN+A5MnncmFbkpWEEYVyuJxseux7qz2ZdujsK5VJccTt6Kt099LcjRryZJkW25vtJ70L9IH31iIiXCG/wAjz5SAcqI3KiB89J3oZgYVxIL2Jym90E4U4rJGBnI9ecfLVC4UiMU3BLyXFqwCcbJyfHx8aw1TUvMNI83wPxuoAJyfoArJTPZcSmK0ytaFfCUVZyMnbHvqOTjLYMYKXJs6SWyskY2JAwD76uqGQVNvHOMc5NEtxLjieVYwpOMlWAk/pxtVHYpASw2fRbG5G+fAUySa8jkylwBAwQClSfSWrv8AfUe46laUoJKUkZzv6WOgxWW86HMJQEpSjbHifUKjngntEhtBUTnJz8ppjFPOT0R6YWVL2HdigqDbgQv0/VXiVhSwEMqOBuc4FethW6lpwpIOBzd9RcbgXilpbIaAzjfFUsyVNAoDnLv31WhWCFbYxgHvqw8w24rmWceGKbgdk+guiykoh4744/MrQfF8/tUQM/Dnyse+Y5itpDiTovhxaYV81xfWbRbyhDCZDqFrSXFIylOEJJ3ANcvcTvKV4H3e3W6wWziDDkXB+cQlhEeRnK5KlDJLeBsod9dHBZSwRVN5nSSQQ2nP4o+iqFpJGa8YkMyWEPx187biQpJ7ikjY1Ur4OKtCMsjA2xXh3r3GSa8waBMHmKS+LMx+HpB9UcgLW4hsewnBp1pF4yQFz9BXFSFKSqOlL4wfxVA/oqGus05YH09po5l1ndpEtjsG2cNgYUogZOetavfaYZf5PhOZPokZ299bEuMBu5NpcXIcUo7hBJxg1AP2Jo5ASWyO4HPurkJYi9zqVuhUfS8r4CEkfFOce3FQt3C1RlgAAD5aZLtF7BZbBV+DGRzHceOKWrs4F5IAQSnBx4VElmWQltsJEpwB8AdVHBz0xXd3kiupGk1trCQpHKhONiUkZz6+vzVwxPYSHMlIHr8a7B8ju5OTIzUbmI7NtaV+tKc4PzCt3Tn4Mi6WUzqjmBz13qlQOKuBIHSvDvWwkZfJiKScmrah1rKcb2yKx1A+FLgQsLGRVlSfVWUQKsqSaQDDly4tvYXLmyWo7LeOd11YQhOTjdR2G5FRatZaRIGdV2f+ntf2q1v5XttuV04B6hh2mDJlyFuQylmMypxZAktk4SkE4AyTjur58yOFeto9vTcVWR93nDZDLUV9Tw5vFHZ93f4VFOfa9hGz6lnWWkeg1TaD/wCOa/tVQdYaS6/dTZ/6c1/ar5Wjh5rYDH3MXMeP7Af/ALFB4e616fczdP6C/wD2KZ6r+Q0+qX3YaSBx91Nn3OB+zmv7VXk6z0iBg6qs/wDTmv7VfNmwN3qyT0zX+BtsuSBZnLSuJKts1TL7qyT544PhdsNschQBygjHevv6T1U9YY1kTw5cZksvqdVcm7fL85eB5vwasgp5RnbCQdtydsHqv5AfUY6w0if+Vdn/AKc1/ao+6/SJA/bXZv6e1/ar5WP8NdaMJYP2imvds12mEQpBLZ5lJ5VZbGFejnbIwRv3Cwvh9rRGP2rXVRJAwm3vn3/A6UjqvHAH1Zb1LpmW+mNE1Han3nDyobbmNqUo+AAOSfZWPfb3BtLJK1pU6dko6792a+deiNJ6ssWs9EoOl2XpcC/xnEyYkZ7tuyDwWoPZQElKSMhajkD0d013FbLXKlzlz76+2ta1ZSz2oVy7d5/RTHMekywq2p1A4mXc0PyUBeUoW6Utp67co2+mpGPBZjDlaitIQB8BCABsP9lSCnShX7kEoKMYSRk+6rLkkJkLQ8FpQobJI7jUUpD+Sy5FStvzdUfYjlJI65Od/lqKlWeK+pYU2plXKeVSVKGem301MF5KQgJV17kq6AfprDffSXuV0ciM9R/v1qPuwGGQz9inNtjzO4rSlBCgl0Agb46jeo1K7hGkqVcme3Rg5Wn0s+s5ppExStnWwRgKUcjY+NWHFsyEqdHMlKVbEJGVE0jakhHlCY7BjTF8jGYyl5VgjAUB3H27Vgocu0GThx8PN74SNsb+vqKb5saOoKSAEqIydvgn2+ulufKbS8kNNdqtrA5lDfPq7h76glmPA5MlzeEllpxv0FJIIJwE55s5936KtwGkzFOSHlcy3SEN+jkJHjn5d6gXvPDypmOqQ2rcpQRn2Z/VUnaJLbLXZAlRSdkY2FLGopbSDCPZrKYBICedJJAwMb+B8Kxm5PKnD6OYkcySk9B79zUjNeSGlOPcvaKOTnonPTPrqHy5u4VocCtgUkbD2Co2u1hlGQ2/GUVKbb5UDGCoVW9cCynDS+bGQeUcuPH31hSH22ykDs1YHxlYJ9oFYAkPupI27QnPpDBFJkVbmdMuZbKeXv6DPT21jxpTkkr5iAlO5OCdv11YbZLiyVhWMenn9dXmYjmT2aEBJT6WTjA9dN5AvNhKkhbDi/SJ6DHuxXjCUhxXakj0iACM16SllsNMrSUkekE7g1SHdgXHSkA7JAzmmvYDIbBSeXqO7xFe9kpYHInOOtWUuKJONiBn9VXm+dKfQWd+7FAGqePvl9cNeLOgYWlLHpLU8OTHlsyFuSkRw2QhtaCByuk5yvPTurklGubenU0O9LiySxGlNvKRhPMUpVnHXGffSPk+JoyfGteM5R4Ie55yfS+2/ZQOD0G3Roa9BaxKmGkNnlai4yABt+GrJP2Urg2f+QGs/wAnF+ur5j5PjRUv3iYjk2fTX76NwbztoDWf5OL9dR99H4N/4Aaz/Jxfrq+ZVFHryEPpqPso3Bvu0BrP8nF+uqH1X9kr4Q6i03c7IzobWDS5sZxlK1NxsJURgE4e6V84qMmmutKSwKnh5Os2fK80SmGmO5p298yM4IS1j8+sZzystEuo5TYL3zY2PK1/brlXJ8aMnxqk7anLdotq/rpYydI3TyldHTGwGrLdwvvK0Nf26VZ3G+yy15bts4AdMpRn5lVpgEjoaMmmqzop5wK7+s/JtZ/izZHhhdvm59iP7Vbd4D+V9orhQ+0/d9P32SEOKJMUNFRQRgp9JwDvz7QK5MoyfGp6VONF5gQzuJ1FiR9L/voHBz/APWX5OL9dXn30Dg5/gFrL8nF+ur5o0VY9aRDk+lp+yf8AB09NB6y/JxfrqtL+yccH1HI0JrEe1uL9dXzXoo9WQZPpGfsmnCEnP3Daw/JRfrqpP2TPhEf+Q+sPyUX66vm9RR60hMn0eV9kw4RHpofWH5KL9dVC/slvCZW40TrD3ojfXV85Mmik9WQH0YH2SvhOB/8AhOr/APNjfXUffKuE3+BGrv8ANjfXV856KX1ZAfRb75TwoyT9xOrsn+RG+uo++T8Kf8CNXf5kb62vnTRR6sgPown7JVwpHXROrv8AMjfXVWfslvCnsylOidX8xBx+DjdfytfOSikdWTA7ynfZAOHN0fW5O01q1KCrKW2Exhn+cS7k+7FWv7vHg72RQdEavB6hSVsgg+3ta4SyfGjJFRvcXJ3EPLv0C08X49r1cTn4L7EVwD2EOJPz1msfZBtAKHZTtGagUMj8I0lkHHsLh+muEKCSepNJgO5nd0jy9uFC05Y0bqppYOSQiPufytWEeXrw0Tyk6S1OSgZBKI5OfH91rhijJowhe5nc6vL34cLYLJ0nqZKlqBUQ1H3Gen7r4Vbc8u/huGy2xpHUqRnKSUsbbY/5yuHKKTsTEydqTPLi0C+SW9L6jbKtjkMbD8pWGryzOGjhAc0tqMkkKWeRjJPt7SuN8mik9OLF72jsWR5ZvDtagUaZ1Ef5zcf6yqkeWlw9aUC1pbUION/RY3P5SuOKKT0ofIO+R2Kvyz+H7qwo6Z1FjOT6LG/u7SrSvLJ0EUhtOmtQdmBg+gxk+H98rj+jJ60OlFh3s6+Pll6FBCkaavnP1yW2frKHvLI0G5y40zfs59LKGd/9JXINFJ6UQcmzr7+7I4fgkHTOoOQfBASyN/yleyPLK0KtfMzpq/oRjBBSyeb2ntK5AopfSgHczr1vyx9Bt+inTt/wR+Ixt7PwleJ8sbQaeYJ01fwCenKz/brkOjJ8TSOjB+Be9nX48sjQQH/4xfge88rP1lVp8szQaRtpzUA//mx9ZXHtGTR6MPkJ3MKKKKlGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==" width="255px%" alt="how to calculate stockholders equity"/></p>
<p>UpCounsel is an interactive online service that makes it faster and easier for businesses to find and hire legal help solely based on their preferences. We are not a law firm, do not provide any legal services, legal advice or &laquo;&nbsp;lawyer referral services&nbsp;&raquo; and do not provide or participate in any legal representation. When companies form, they often have to designate a par value for their stock.</p>
<p>Bonds are contractual liabilities where annual payments are guaranteed unless the issuer defaults, while dividend payments from owning shares are discretionary and not fixed. To calculate retained earnings, the beginning retained earnings balance is added to the net income or loss and then dividend payouts are subtracted. A summary report called a statement of retained earnings is also maintained, outlining the changes in retained earnings for a specific period. The balance sheet is one of the three fundamental financial statements. The financial statements are key to both financial modeling and accounting.</p>
<p>Taken alone, ROE can present a distorted view of a business’ profitability in a few scenarios. This can be accomplished by electing to buy back some of its own shares from investors. Maggie Moneybags just retrieved her mail from the post office and found a letter she&rsquo;s been waiting for &#8212; her first retirement plan statement has arrived! You see, Maggie just recently started contributing to her retirement plan at work. The people who run the plan let her pick how she wants her retirement money invested.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px%" alt="how to calculate stockholders equity"/></p>
<p>If the total liabilities exceed the total assets, the shareholders&rsquo; equity is negative. In theory, if a company is liquidated, the shareholders&rsquo; equity would go to the investors in proportion to how much stock they own. It can, however, also be a sign that investors overall believe the shareholders&rsquo; equity will decline, perhaps because the company will need to spend cash or take on debt. The amount of your total liabilities equals the sum of the items listed in the liabilities section of your balance sheet. These items include actual dollar amounts you owe, such as accounts payable, notes payable and deferred taxes.</p>
<p>Like the total asset calculation, the formula for total liabilities is long-term liabilities plus current liabilities. Liabilities include any money that the company is required to pay to creditors, like bank loans, dividends payable, and accounts payable. Add the value of any preferred stock dividends paid out and the value of any common stock dividends paid out to the result. These two amounts are listed as line items on the company&rsquo;s statement of stockholder&rsquo;s <a href="https://www.thebalance.com/retained-earnings-on-the-balance-sheet-357294">retained earnings balance sheet</a> equity. Also known as shareholders&rsquo; equity, stockholders&rsquo; equity consists of share capital plus retained earnings. Shareholders&rsquo; equity represents the net worth of a company, which is the dollar amount that would be returned to shareholders if a company&rsquo;s total assets were liquidated, and all of its debts were repaid. Typically listed on a company&rsquo;s balance sheet, this financial metric is commonly used by analysts to determine a company&rsquo;s overall fiscal health.</p>
<p>Now, we are going to calculate Stockholder’s Equity by using another formula. Retained Earnings – amounts earned through income, referred to as Retained Earnings and Accumulated Other Comprehensive Income . The recorded amounts of certain assets are not adjusted to reflect changes in their market value, such as fixed assets. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate.</p>
<h2 id="toc-0">What Does It Mean If Stockholder Equity Is Less Than Total Liability?</h2>
<p>Deducting par value from the issue price gives you extra paid-in capital. Shareholders&rsquo; equity is computed by subtracting liabilities from assets. It can be a negative number, although this usually doesn&rsquo;t mean that shareholders actually owe money to the company or its creditors. Return on common stockholders’ equity ratio measures the success of a company in generating income for the benefit of common stockholders. It is computed by dividing the net income available for common stockholders by common stockholders’ equity. The changes which occurred in stockholders&rsquo; equity during the accounting period are reported in the corporation&rsquo;s statement of stockholders&rsquo; equity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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+eeSdo5FD4Tnj1ORMr+IMjagptrn/S3cG/Uf5nH+YPkRfGrWcDEpxsLZVBU8+nrzwbgSj2OWGxsl4wjogCUQGKnk2bI2+gnTTdmbGRiUtXL/ANPHtBtCvPiPPPX4SA3aT7u8DqzDFmbuh/aQyABueSPP69J2xa7M5RQ6eLKV3AKxruy3QMQDY/bygS9HoDjyu+8U10qKVHJuyNxBb4gDqZxfsi8pyFx1YjweLxKVotfQXwKHT6zXT6hs75MLvXBP9OqoNXDBrBrgggHk10nTtXXZMT40SgHVyXNUCu2l5IHNk9bpT8wGX7LPBXJTKmNVJWxaFuSLFg7ulj5yTpdMceNlL7mLO27bXLEnpflcr17Sc5FBfGp3417vqWDKGJBvkWSAR6ftyftRnxVuXd3LM+00VYMo8jY6mB10nY7ImYMcVueF7v8ApimJB2bupv1HQek6r2RsCd04RwMgJKWCMjBmpbFG1Fda+M4LrnwrmyPk3pjzN3i1bKlmiPPzB+QMm5NS+PS95l4ybQWCiwCSOOa4F9TXS4HI9jgEKr1hvGzJtsk4tu2mvgeBb4PTynTTdnlMgJfcqbhjXbRG42bN81VDgcesg4dbkfJi3ZVUDI6EiiH8KkD0vkjiStdkYalB3m1TiyeHyYgr/mjA6ajs8u7kOAr7GrbZDoQVN3045FfWdtJpjjV9zBndtzEDaLoDgWaFAeZlTj1+bFgWyH/pYGBqtu8lSTZ5oC+T6yamod9JlZiNwVwCpHkDXQkA/IwI2h7HyDT4VzON6Y8KgKvC92VYjqbJK1fHykk9lD+IOYFKZg7BsdtYCqNrXxwo8jIf80yKlKyZB/SByCqXcGsG2q+B1P8AcPrjL2tlGNiXxIy42cHhhkIZlAHNdFFgXy3w5CRk7EBVBuQlcYxt3mPcGUfCxR5PqPhJR0HBG7rmGXp6EGv8dZEXU5TmbGjgXkyckFqCohAHPHJmidpZWAyWgXbp2K7eveGjzf7cQJDdkA5myWm1zuYFLa9oXwvfHT0M66HRPjbc+QP4Fxik28KTV8mzzz06dBK8a7MFcqwpFzP4gWJ25WAF3wKFSR/MHOdV3oAcuzu68Vd2Wu79fh0gbZeySz5ScgVcisKRCOTXLeKmIr0E3PZzlrbKtMUbIAlbmSqKncdo8Isc/MTl2t2k2FqQgFVDkNQDAmqBuyeDwPhMNr8qsTwy96+MIFo+FGYc31ta+sDc9klsQwPkDYVK7VCkGgbotu59LAH1m7dmllKtksnE+K9vNMeCeeSBXpfwnLsrUHJmyE5Vyf0sR8HQEl74syPk7WzXm4RdnejaxWxsDFTV7jdA1XRvhyE7+Wnffef09/ebdvO7bt/Vf6fOqu/OuJyTsllCKuUBB3RYFOSce2qN8AhRxRmr67KhKM6cnH/U20FDhr4v1Whz/cOs202qZNDlyr/VZO+ZevipmrpfHHlA1TsMAOoZApUqp7vxgEgm23c9B5DpJObQFtQuUOFAqwFIY15Ft1FeehB+krs+ofK+PEMwZDlUHJjFBrx5GK8HyKg9fMSb2zmRUVS5XI1jGBkKWfUm+g6m/wBiSBA66zQd6+7dXCjp/tdX/wDap2wafY2U3fePu6dPCq18f0yo1OpcZD/VJyDJgXGobh0YoHbb0PV+fLb8JjU6o3qW02UsceLLwX33kHI2pf8AbRuuOa5rgJWHszLtyLlzI7OVbeuIq25SCLtyCBXQARm7MyshAzIGd92W8R2v4Qu3aHBA4Hmb+s6dm5AcmVUc5MShCrFy/JB3DcfhtP1kMdq5t4Sl/wBTubrq+6/27sFoEzL2a7nnIoDKgygY63bST4fF4buud3H7ybjVhu3NuskjiqHp8fnKYdr5C+QK2Otjsu8gbSrBeaPA586+knaLVnJgZ9w3DcLYAAV60SCPiDA1wdmsvdocl4cRBxpspuAQNzXyB8h085ovY47nDiLmseE4rrk2FF/D9PT4yBpNU74si96zFHBc94tFSzCkyACjx515dLhdSxVO8yumPbnZG30TtdQniH6vCTXW+vMCe/ZByMGy5AzbyzbV2gjunx0BZrhybs/9u3Z3Z/cbucZJAAK49poXW42bPPwHwlamqylgXYjN3mBVx7iAVZU3nZ0PXJz5bfhNDq8gRmTIxyHDmbIL3bGUiqX+2uRXnXnAtceidCVXIO5JYlCni8RJIDX0snyv4zinZLUofLu2DGqEJXhRg3PPLGuoofCRTnAbYuZjp+9QF+8Jq0Ykb7schfPzrzkzT6srozlYltochupKhiFPldijdwNT2e75spZgMLZEfbXiYoqV4r4G5eleXWYHZB27TltVXZjpKKruVvFz4j4QL4+Uj4e0szsmMOlnOcZYANx3JyeRq74mmftJ3xc5Exnu0b4uSxBrnjp/mBOz9l78/el1oMrAFLYba4Vr4U10rqTzND2RaBGyeFVdFpaIDVVmzZFda59Jt27kdcPgyBLPPiCsRR4UkVd1OWTWDdom71lGRqKsVBYd25s115A6cf4gd07OY5Ey5MgZ1ybztTaDWN8YAFmv1k3Zm2Ts4nTjEGSwbBdCw6k9AwIPPUGcX1DDVZ1XLubuQyY7HDW3QdfTrIQ1JCHZmdsZXAXfeTtLZKfn+3w9aquvEC2fQ3gXEXYldhDnk2jBgT68gef1nDP2Y+QNuyreRO7zVj/Uvirb4vCfEeTukMai2CvmZdPuy7cneEXtCbRvuz1fz52zTHq8hCNkdlz1p9uPdV7q3+Hz/u+VeUC1XQ0ytu/TlbJ0/wBwYV/+U5J2VSFd/VES9v8AsYtfXzuR9HqD3y3kJYnN3qluFCtx4f7a4HxvzlxjcMoZSCCLBHmDAgP2cwyNlx5AuQuWG5NwAKIpFWL/AEA3cxj7JCJsVztrEBY92b/zLKICIiAiIgYJoWekjfxen2j+pi2k0PEKvrO+ZNysvqCP8Sr1PY5ZcQsHZi7pl3ugINWbUg+XT/iBYNqsKswORAwG5huFgAdT9JganDsLB8ewGiQRQ+ErNb2Zl2ajZW18bgIGY72K0ODwp+R5nTN2XkyHvGKhw4YKrOq0FK8sKN+I8/IQLBtThXbboN3K8jn4j1nDTdpafIqMjKVcbweK4Kjn42yzlpez3wsCmzayqrAliV2ljwTZb9Xn8/hNMPZLVjTIVKJhyYeLshilH4HwGBPyajEllnRaNEkgUSLo/GqmuPUYy5QUCCK6ckru49eJAPZOQpjLOHzAszkM6Bi1DqpsUAAOvA+s1z9lumFhiNPeLuiLOwqAtmzZFXfPS4FvjKkblog+Y8/KQsnaSXkVsWT+mu9rUUByQev/AJTJOmwnGNg2jGoUIBd0Bzcj59CzNqCCP6uJcY+BG/k/cP2gbtmwZE7wuhVCCW3DwnqLP16ToNRhtfHjt+V5Hiv09ZC1PZTOSQwFd2QLZbKBhyRyP1eXpNtN2XtscKGxshpmYgszMSGbk/qgSv6OcEAq4BG7afMGxdfLpNjq8XjHeJ4Ad43DgDrci9l9nnCWLVZVVsO7WFuuGJ29TwP3kXP2NldshLg7seVASzH9ZBHh/SoFVwOYFl/E4PCN+PxGl5HJHHE21mox4lDZOlgDi+TwJC1vZZyZd45DKqspd1A2km6U89ehkrtLC+TEUx7bJH6iQODfkDAZ9bjxtsIPAXcQthQxIF/AkGP4zGrd2QUFNRK0p29aMj6rQZMjNygXKqLkHPG0k+H1u65r1+Ew2iy5MuQ5dhRlZFIY2ikeS1VnizcDqvaGLYTtYfp8JQgtvNLQ+P8A91OGpzafIqFhkNbvAu4UFNNuUcEDp8b4u4/l2U+NmTvFGMLV7TsJPPmLs/L4wOzsq+NWTvD3ga72jeQePPjaPn8IFiMiUrWKatp9b9Jp/EYtt7021d2KoGr+VzhqdATpRhxttZAuxiLopRBI+kiHsOlyKrUu5DjFkbQh3USDfLFuR8PSBYDVYrADKQyM+7iqBAPPzYSLkz6UZEynIGJYgN3lopCX0uga+Hn8ZGy9jtQYEDaj2oLPbNkx5OrGyDsIPznbR6TI2TvnAX+qX289O6GP/kecCX/HYGynFvUuqB+a/S18g/8ApM3/AIvDs395j23W7cKv5+srh2O/dnHuXa+BcTHmwV3EEeoO71HSb4ezciEOuzeHJIZ3cG123uayDX/zm4E/S50fEuVOEdQwPA4PPMY9Rieiro27wggg3xdftzUi4OziuBE3kZUxbAys226q9l0frI69k5AmQh1XKWRkYs77SorksbNix8jAsm1OGwC6W/ABI8XNV8eZqddgW/6uMUaPiHBs/wDYyDk7F8aleU2opByOtbCSDSmm69DOjdnZBjVVYf6juwDMu4MzEcrzxY+dQJb6nCm0F8a7uVBIF36fvM95idylozr1XgkfSUw7Oy4lx4VAe0wKzUaHdsLo+lAmj/m5M0XZZxZSx5G52U73vxsSRtJ2jr1/4gTMupxI20su8KSFsbqq+B8hOeHV4GTvVbGBQ3GxxfqfWcM/Z7tmZ0YIr/qonxeDaLXpfTxDmgBNG7LyCyjgHusKUCVvuy5I3DkA7uo5gTxqsIC06AP+miPFz5evJmBq8NMe8x0p8R3Dg9OZE0XZbY2UswNLlHF343DdTz0kfD2KUx7aVioRVJy5edpsHr4PpcC2D4ym8FdhFluKr1uRsvaWFO6CkP3jbUCFfr1IHH7/AAh9E7aYYme3FHdXBKsGAPqOKPrNNPoHXL3rFbZ2dlF0LRUofbf1MCQxw4htYogdiQGIFkmz1+Jmx1WE7gXTwct4h4a9fScs2mfvu8TYbUIwe+ACTYr59Pl6SE3ZDldpZKXG6IaNkOym2+36nmBYprMLsAuTGzGwKYE/GpqNfp7NZcV8X4hOP8vPeZHtfFmTJ08lRUr5+GcG7HY4e7tb/h8mG683rn5cQLHvcW7utybqvZYuvlGDU4sgPdujgVe0g9enSQx2c/eXuXZ3gy3R3Xt218vj6cV5zbs7s84RiBIOzAmI15lfP5QOuo12DEH3Og7sbmAIsD5fUTcanCSg34yWHgFjn5SDm7LdmzUwRMgfgFiCWHB2nhar+08zbJoMrsSxxgOcbP1JU4yD4T53XnVcnmBI1WqwkFGKv4lVlBBILMFFjy5M7jY/i8LUSL4NV1/zK9uzMhxdyWUIGBDLYcgZA5+RrzHU88SQuiJ0rYGYC0KBlFcVQNdAa9OIHXHnwtTK2NiTtBBBs1dX60Jp/HYBk7reu5gWqxzRIP1sH9pFPZ2UuMpOPvFZCFF7fCrr162Q58vICYx9mOBRONgy5VcG6p3LcfvRH+YEk9o6e0XvMZDkhaIIsUa/yP3nX+Kwnce8xnZ+o7h4fLn0kPT9n5kKMWUlXJCliaUqFreRZPF8+tTgvY+U7t7hiV2lizHd41a6PC9DwOIFjkz4GxszPjON/CTuFHyq5rg7RxMgbcEUojDdQFPe3/icn0LjKciFSS5YBrqiiqfr4f8AJnLB2S6jGCynauAHg893d/vfECe+uwqgdsqBG6MWFH6zuDKLW6HKit3ah2yLmWqNDexYc+XXm+PjxLjCrgkNt2gDbV305v6wOsREBERAREjYNfiyGkcEkWOCAw9VJ4YcjkesCTE598u7bfNX9PnBzqGVb5YEr8aq/wDmB0icsupRF3MwAuh52fQAdT8IxahHXcp4uuQQb9KPNwOsTXePURvFXYr5wNomC4HUic21CBlUsLe9o9a6/wDMDrE0x5VZVYHhhY8r+kPlUAkkUBZ56AQN4mmPKGAI8wDR4NH1HlNtw6WIGYnJtQgZVLC3vaL611/5E6bh6iBmJqHHqP3mSQOsDMTG4dL5gsB1gZiY3D1HExvHqP3gbRNd49Rx8ZncLrzgZiYDA+YmuTIqgliAACT8h5wN4miZVYBgQQ3Q31mM2dUUsxoKLP8A9QOkTk+dVZVJotdfTr/yJ0vy84GYkc63GMRylvALs/8ATd8fQzvuHS4GYmu8eo9Os1w5lcEryASv1Bo/5gdImu8VdivW5ncPUQMxOA1ePcE3Dcd1A8fpIB/5E7XAzExuHqIDC6sWIGYmAQeRzMwEREBERAREQEREBERAREQEREBERAREQOeoxb8bpdblIv0sVKvLos2VcasqJ3StRVr3McbIOK4XxE8+glxECm1HZLFVXGqKBjVSvQNToxU8dGCkE/Gc37KysMlbce8Zdqqf9PeqKK48ypY1/uPWXsQKXB2dkTa6oAyvu2FhRGwoa2qADR445rynTW6TLmIZsWM+B0Cs97S1U11145r4VLaIFDrOzSuPOSi5GyZ8BHFllBwqb44HhN/CbHst+W7rEyk5D3JPhXeFAPSv7STx/eavzvIgU47LdUy/obIwxgOwBLBVUNyQaJo1d9ZrpuzHRsbHGh25HNFgdoeuQa62Lr4y6iBRJ2VkCopVCdmJd5POMobNcf8AHn1kjR9mHG6sVQHfnLkeYdywv14qWsQKzTaF01T5NqhDuJJIJJJHQ7QwHHIJI6VNNV2Wz/xJAUNkZCrcWQoW1Jo0DRHn1ltECn0/ZrI2J+7BpnJDMpI3beRSgDlboetzj/K8pxrjZUpMXd/qvd41PSuBSy+iBVZ+ywcjuqIDeHYaAICNZr08517S0bZHxsETKqq6nG5oW22m6HpRHyYywiBS4eyHUAna+QNg/qH9RCBQxvrzTfvJfaGkL5Ebu0yqFZSjni2rnoR0BHyMnxApH7LyEtSoD/VPeX4n3ggKeOgsef8AYv02PYwBYpjxrxg20AKKMS1cccV86lzECmx9jLuBbFjPizluAb3va+XPE0XsvL4NwQt/QPeFvEnd7dyjiyDR8/7jfxvIgVeh7NOJ8bbUWhl3keZZww+fnNNT2a752YKm1wdxam/sK8eG1P1qr8zLeIFFk7LyMgHdYwTiGMeL/SYG968efB8jaj6dMnZuQrnXYhdy5XNY3eI2AePIUPSlHylzECpx9mEtjGRUdUOS2PO/cBTEf7vI/LjjgccfZeUd3uVC1Yf6hbxJsrcBxzfNc/3G/jeRAoM/ZOUoy7MblkZV3N+gl2axweoI+0To/ZWQ5sjHxbi7K24D9SFQCNtmrqrrgH4S7qKgU2bsojue7x4wUVQb27eCCbUqfTqCDLDXac5MGTGh2sykA+hMkxApMfZjrtPdqwD7jjZlo+DbYpQOPl/2nLTaDL3CBUQb8OJCCduzYSTxXPDcdOnlPQRAqU7PYZlyFEcbst31AdlIPT4Hj4zfsbTMgdn5N93jsEHu0JC3fn1N+fEs4gUWo7HyM7kbdpcgCz/p5DeUfMn/APyJl+zMrZXZlUhhlUkPtsNW0cLY4AsknkecvIgQuytO+NGDhRbWKCg1QHi2gAng9B0qTYiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICInMZhv2wOkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQE1c0JtBgcN07iad0JvAi6jUsmXCgUFchILX0pS3T6Tlj7R3akYlUFNrnffVkZQQB6eLr6id9RpBkfG+917s2AtVdEc2PQkTX+W4e9GUY1VwGAIAH6qs/Pjr8TA4aztPu8ox9AAGdyrEAEkDkCh0PJIA4mW7SPfjGi7l2vbXyWXb4QPPr19ePIzd+zEYAFnPgCP4v9RR5N69T6dTN/wCXYe9XKMah13UQoH6qs/Pj/mBD0/bNgd5tXnk81W0HjzuzX/pb0MtQQRY5BkbPoEyEklgxIO4HkUCtD4UW/czriwBCSpatqqFvgBb6D6/4EDrERAREQEREBERAREQEREBERAREQEREDV1sVZHykBdI3eVZoc3/APPOWMQMKKFTMRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBETDGhcDMTl3k6wETjk1SLkTGW8b3tX1oWf+JhNUrOUXcSOp2naD6bulwO8Thl1eNMmPGzU+QkIPWgWP+AZp/MMe8pZBBIvadtgWRu6WB/7+kCVEi4NfjyVtLWTtoqQf07uh8qo38RJUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERATDCxUzEDl3RnWIgQ9ZhytlwsgTajFm3MQeVK8Cj6yLp+y3x5tylQoyZMhYE7n37jtYVVAtd3/aJbRAr9RhzudM1YrxtuyeJgL2Mp2+E2PFfPpNR2e/eAHacS5GyDk7juDDaRVV4jzf0llECnzdjkX3VDngHI4sVzb8sDe36IollgXIOHKlQqgN5k87ifL0/zO0QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBETVxYgN4m0j0elSQICJT9q922fGpxkONrHN3bEqA10rAHkkV8ATfkD0wMo12at/ONOSHIsFrAJ46EcD1gWkSi7SxHKy5Ma7nyIvdh8bbsZu9wP8AaeRd0fD59JIAX+Nygd4C+IKTT0CCTwT4RwfKBaxPO/w2TTjwBdqOORiYqGKVYQGz0AsHrkPpLzBn3eEqVYKpYEGub4B6GqMDtERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQETFzMBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERATXJ0M2iBW48mXvSCPB5cftUshNQg9JtAga/K6vjGNzvYgDHtBBFjcSeoAB62Oa63U4Ye1C+tXHuAxlMlKR4iysgsnyHLUPrJ2TQ4nfvGQF6A3cg0LIH+T+86tiUsGIBYAgH4GrH1oftAi6vNkXNpgpXY7lXFWT/TdhRvjlfSRv4vLvBDAhsr4ghAobVYg31u1+VH6yTi0uDIuOsYAxcIOmyuBQ+X+J3GlxjIcgRd56tXPSv3oAfSBV4u0MqELlDk3ZG1dxBWwKHHUOb9EHrzcY8gZQymwQCPkZyy6TG4IdFYMbNjqaq/24m6YEViyqAxABIHULdD6Wf3gdIiICcM2pCOqnzVmJ8lVasn6kf59J3kfLgY5VdSK2srevNEEfIjp8fhA5Y+0N+M5ExZGAJFcLwL58RAric07ZxtlXGByyLkssoO0gm9pO49PITlj7GrGyDKV3OWalWmHPBWqrkX616cSW+iLlN+RmVaO2lAJoi+l+fSBxTtZTwMb7ztKp4bYMGIPWhwjdfSbL2qhK0rbTttuKUsaAPN3fp0mqdkAURkfeNoV6W1ChgBVUeHb95snZSqVp32jbuXjxFTYJNdb616CB00XaC5uisoKh1JrxK3Qij8Oh5knI4VSzGgAST6ASLouz1w9GZgFCKDXhVbocfPqZ2x6VEVhjVU3Ek7QByfP4mBGXtQMqlceRizMFWgCauzyQK4hO1sbFSAxxmv6nFAld4B5vp8POccfYijE2NmB3OXPgSupqlqgfjU7DsrGCKLDGK/p8USF2D49K/aBqvawIA7rJvYrsTw224MwN3Q4Rup8p2w69Wo8hTj7wE+nnfoRx+84r2SBR7196ldr8WAqsoFVR4dv3huzj4UBrGiBBfJYFgWv5ha+pgbL2lw7HGQERW68ksLC16zquuU5e62tuA8RAsKaBon5Gcs+kdmzVtAcKVNmwy8ixXSwPOZbs/dqEzseVU8ADgmuN1WR1gZPaS9y2bY9KzKRQvwsVPn04m2TtBVybCrUCFZ+KUkWAeb6V5eYnL+WN3OTEczeNiS21bG42R0rqZu3ZwL7i7EEqXWhTMooE8X6dPQQOadrqwFY33NtKJ4bYNZB60OFbr6TZe1UJWlejttuKUsaAPN3fHHSap2QFojI+9QoRqFqF3ACqo8M3X1my9lKCtO+0bSV48RQ7gTx1vrUDpou0FzdFZQVDqTXiU9CKP+DzJIyAsV8wAT8jdf8ABkXRdnrh6MzAKEUGvCo6D4/M+gjF2XgTMcy4kGQ+YUWDzZv1O43A2ya5VzDFTFqskCwvznBO1lIFY33MFONfDbhrojmh0PWb6ns4ZM+PKW4x9BQu7B4arrjkX/zOadjIpZlO3IWDblVRVXXAFH9Ru+eYGy9rISoCvR27jxSFmKgHnrYI4uoXtZSLCPztOMcf1AxoEc8fWoXslQVp3obdw48ZViwJ445JPEwvZCgUMj+EKMZ48AU2AOOfTnygZHa6GqRyP7zx4PGcfPPPiUji+k7fxopvCdy5BjK/E1X0ohvlOC9kIKp2APLjjx+M5OeOPEx6es6YdG3enI5HLs20c0dqovP/AEg/VjAxk7RKjL/SYNjXfRI8S88ggmuh4MkZ9VjxKGy5ExqeLdgov0syG/Z+RceYLk7xsoI8dL146gXwDwJNy4A6hWuh/tYr/kEQMLqkbH3mMjKtEjYQ26vIHp1kJe2k7vK7I6tiba2MgFi1AgCiQbB9fnJp09YyiMy8EBr3EX521/5ldi/8P4xi7t3fILJVjQYFgQTa1ZN+c0o8W2E3HrlbTrqArFWQOFAtqIvoPORG7dxjFhyDHkY5kLqgAsKACSea4sTrp+y+6wjFjzOqLjCD9Jqv7uR1P7fCRh/4fUYsWMZsoOJWRXG29jAAr0ryHPWW+Yrz3QiXUdv4SR+rYVsPXH+n3lV1/Tz0+EnaXUrlXcpH/mAIJU+hrzEjHsfDWIBQBjCgGhZVP0gt1qwD9I0PZa4L2O39o5r9K3S9Pj16ytWO2qU+IiZhERAREQEREBERAREQEREBERAREQERECNg0pR7L7gAQBVVZuSYiAiIgIiICIkDWuwyimIAw5GoHgkbQL9epgT4lAvauXGu1jvyIiXdAHewCueg6XfIFgyV2frcuTNTlFU4wQlgm9zgkEMRXA9agWsSoydpZF7wgKQnes267pGqhXwmW7TbnxYhblKJ5x0SLfnoa+HJHMC2iVCdp5noquMA7BzZsuSLHw4BHqD5TVe2Mhy40GNTZAc7lF+NkJW2B4230PpAuYnHLmZWCjE7g14lKUPnbA/sJA7Ry5u/VMJe+7J42bQdwFtfNf8ATzAtYlLqe1syKpCId5fbyAKQ1RLMBZ/xR6znk7SzYy7cNuyMFBICqFANWWAs31+Z5gX0Ss/jczEbRjG7JsF2a8JayQeenQfvI69s5CXGxFAO0FmXw+MLbAMTXN9B6edwLuJV4da/8I2W1dg7gGwFP9QrwSeldOefWcF7UyWzb8ZXbjoEEVubaW6/pB/+/OBdxKjH2ozkLeNeCdxJp/Ey+D7b8/1D5zv2brWyYSzA2qjw/wBx8INn5+Vf/oBYRKLB2llfKKfG24JtCnwglMzUT5/pHpOp7XJXvFXwU1AnqVUXfpTWD/0mBcRPPN2xlQ5ANmU94aIZVShjxnaCzDklj5nz4kvJ2pkXcxVNv9TbyRWxgLY+nPPpUC2iUadqZFbxPjZTlILDpQCUFW7PLHkXX1ljoybzAlm25CBZs1tU1+5MCXEiaPVPkZw2NlAPUlOOBwdrk3zflI5yPucb28WcJ1/SoUNQ9L5H1gWcTzw7UypkyMWOQK2YDGGUk7LK+GrUUKsk9R6zo3bWQISRiUgOwZmBVtoU0NrGid3r5dOYF7EqcnaORdxUKQoyMd19EYChXwMZO0cg3EhdpOQLV2NjhefLm/8A55BbRKjJ2pkUklU2neF5Ph25AlsfTxWfSv274+0G/h3ynYxQsLU+E0avzoeZgWESpbtNlZV3Ym/TZUnx7nK+Dk8jqev0muLtLMQGIx7SqMau6ZttfPzv6fGBcRKhu0swBase0K7+d0jbSPmfXy+Mwe133FQEJs0LNpWRcdP8TusfI9YFxEj6LMzoS9bgzKdvQ7SRckQEREBERAREQEREBERAREQEREBERAREQEREBERASFqXxDNj3bzlCtt2hzQNA7gOK4HX0k2V/aC4Dlxd9lCEG0Uso3EEeovrXQjrzAxp+1cTpjYhl7xVNFG8IPTca4F+Z4M2PaOIFaB27iu4qVAG1msEimHh8vWajsvGiqDkfatLRIoqD4VPHQE0PP1Jm57KxkBWLsim1QkUvBHHF+djmxxAxj7Txl3VgUpqtlNHwB+TVA0TweeJj+ZYjz0U3vLqVIAUtZBF1U6fy1CCGLNubc249Ts7vn6TT+VIQQ7O5IIJY81RWuAOgJgaL2vi8ZYMoDbRaNuNKrWVqwBu/wDlzo/aWEH+4ndtFY2Nnk0tDk0CeJo/YyNyzuz3e87Ceigiiu2iFHlOufs1HxnGSwUsWP6Td9RyCKgdu/2q75BsVb5PpXX/APUjN2vgC79zUN11jYlQtE2KsDkdfWScumV8RxMLQrtPPl85A1HYobCyJkYMVZbpRe4dGAUCuB0o/GBKy6zGFJ4NFuCD1U0fL1nPF2liZWLAqFOS9yEA92xBI456XMt2WhLEs9Hd4bFDcbauL5PPM1zdlq20biVGbvaJ6dSQKHQk8g3wTAlZs6Y0LsaAF8/9vWc9bqFxYXy0rADnkAHy5PpNtXgx5V2ZACGsCwOtHpfnVzObSK+I4h4FP+yhXN8cV1gRE7VxbRv287j/AEryrSkWSwFD9Q6zOTtPGMmwDdQYFtpCjaQCA1UeTXHSpltNjK5O8yu+1HR2baCAwVj0AHQCZ/laFidz0SxC2KBZgzVxfJF8+sDP8ywc8nwX1xtzTbCF48R3UKF9ROqazGcbZQSFWwbUgijVURfWRdTpMXduQ1d3vNk1tJYZbJryIB/7ztp9D/QOPIxYuSxI9Sb4Pw+UAO0MIKjxKWrrjYVZIG7jw2bAvrNU7VwkgDfzXPdOByaBuqq/PpMZdCi/1MmRztA3kkeLaSy7qHkT5V8Z1HZ6bQLagqr18lNj/MDl/M8H6aar909cHbd7aoHz6Tc9pYQWFnj/AMjc+IKdvHi5IBq+s2PZ6EVbfpZevkxs/wCZybQYla2dutoCwpbdWpeOhYL1v0EDsNXi7rveiLfVSCCDVbau74qRsGtw4mdQuRRQyFmVzZYkVzzfhAA+QAkv+EHdugJAcsSeCbY2eoI/cSOnZGNRtDOBVEWOSG3g9OCGJIqh8OkDqnaGIkBdxLeQxtY5rxCvDz61IP8AEYSobY5OZkLhS7bWCFxQHmNo6fAmTMfZwUhlyZA397WLyc34uPU+VTOn7Mx4tmzcAhBC3xe0rfzIPPy+cDUdoYbG02WAIIU1yLALVQJHkeZF1GswZO5RgaY+Kiyqv9NshBYcHhenxkpOysa7aZ9oA8NiiQKDHi7A+nwmp7Hxkiy5Uc7LG0nYcZJ4v9J9YGydp4Wqtxs1XdtfQHkVwKI56Tpp9UuXacakobtipXysEWOQfUTXTdnJiqmYkXVhR1oeQHp85votEuHdtJJc2SaH+AAP8QOWo12C3xO5BAO4gMK4sjcPOuau5jSarAqlU3ALuJDKwPFMxO4X/eD9ZnJ2VjZ3fkbwdwFdSKu63A/WpzXsm9+7LkJZj4gQGIZVUg8V/bfAHlAye0sauF2mqc7lUkDbtvoOP1Tq+sQEVRXeqMf9pYAr873L9wmV7PVWDKzAgnzHiBABB46eEH14nHB2bsw4sQI2q4d+vJB3AD4bq+gqBLzZkSt3ma/f/wBozMQu5FVifVqHzujMajSJkrcoNEG6B+nI6Ga6zRjLj7vcyLY/RXl5UQRXwqBz02tORsVJSZMRyAk8jleCOn93W52bWYw+wt4rAqj5/Gc8elYZUYvuCY2WyPESSpskUP7fITq2kxl95QF7Bvz4gdoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAlb2l2e+Z7VqXuypXyeyDtbi6IBHHrLKIFE/ZOVzlL0+4k0WFHxhgpG2+Kq7Pr51Omo0GdgyoEVTuI8Z4vCUAqvJpcxAq37MrJuQAV3W3k8bXJf9wfr5zfWaPI+YOtV4KJYg49rEsQK53Ch9JYxAgaDRHEwPHKU9Em2uwf2kY9n5PNEbxlntz/AFQd1BuOKsGuR4a6S4iBUY+ym8JyUxBSzuJ4C0R8Rf7+cwOyWNbqJHdgeI8BWYsPqpA+PnLiIFP/AC3KGWttAjadxvGBkLcCubUhfpXSSOz9E2IgmucahqJNsCbP7HrLCIFKvZb77ZMbqMgcBjbE04JLVzW4VYvg89IXs3LRsKf07/Gf61NZLcccfP06CXUQKbJ2blJyEBArqVCbjSE4wtg1zyK+R49Dtm7NcWEVWTdYQuQLKAX0PIYX9b6y3iBRavsrM2N1OzIWVh4mIG440UOeDzan95u/ZmU5MrFr3XR3VwaoHw3x8/j5y6iBW4tAV1BZUQYyKN88UOFFcC+osj947V0OTKyFW8IBBG4Dk1TAlTyKPx5llECifQ5e9qgWYZT3m4+LxoyhuOKHh8+k65+z8mQMXVDbbthawadGA6einy85cRArdJp3Goe+MSC0XyDOBuHxArj/AKzLKIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgInzD2j633Wn+1/wA49o+t91p/tf8AOB9PifMPaPrfdaf7X/OPaPrfdaf7X/OB9PifMPaPrfdaf7X/ADj2j633Wn+1/wA4H0+J8w9o+t91p/tf849o+t91p/tf84H0+J8w9o+t91p/tf8AOPaPrfdaf7X/ADgfT4nzD2j633Wn+1/zj2j633Wn+1/zgfT4nzD2j633Wn+1/wA49o+t91p/tf8AOB9PifMPaPrfdaf7X/OPaPrfdaf7X/OB9PifMPaPrfdaf7X/ADj2j633Wn+1/wA4H0+J8w9o+t91p/tf849o+t91p/tf84H0+J8w9o+t91p/tf8AOPaPrfdaf7X/ADgfT4nzD2j633Wn+1/zj2j633Wn+1/zgfT4nzD2j633Wn+1/wA49o+t91p/tf8AOB9PifMPaPrfdaf7X/OPaPrfdaf7X/OB9PifMPaPrfdaf7X/ADj2j633Wn+1/wA4H0+J8w9o+t91p/tf849o+t91p/tf84H0+J8w9o+t91p/tf8AOPaPrfdaf7X/ADgfT4nzD2j633Wn+1/zj2j633Wn+1/zgfT4nzD2j633Wn+1/wA49o+t91p/tf8AOB9PifMPaPrfdaf7X/OPaPrfdaf7X/OB9PifMPaPrfdaf7X/ADj2j633Wn+1/wA4H0+J8w9o+t91p/tf849o+t91p/tf84H0+J8w9o+t91p/tf8AOPaPrfdaf7X/ADgfT4nzD2j633Wn+1/zj2j633Wn+1/zgfT4nzD2j633Wn+1/wA49o+t91p/tf8AOB9PifMPaPrfdaf7X/OPaPrfdaf7X/OB9PifMPaPrfdaf7X/ADj2j633Wn+1/wA4H0+J8w9o+t91p/tf849o+t91p/tf84H0+J8w9o+t91p/tf8AOPaPrfdaf7X/ADgfT4nzD2j633Wn+1/zj2j633Wn+1/zgePiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiB//9k=" width="251px%" alt="how to calculate stockholders equity"/></p>
<p>By subtracting its liabilities from its assets, the company calculates it has $325,000 in stockholders’ equity. If the company were to liquidate tomorrow, that’s the total amount its shareholders would get.</p>
<h2 id="toc-1">​how Can A Company Improve Its Return On Equity?</h2>
<p>For example, if a company has $12 million in assets and $7 million in liabilities, the company has $5 million in common stockholders&rsquo; equity. Common stockholders&rsquo; equity consists of a company&rsquo;s share capital and retained earnings minus its treasury stock. Share capital refers to the money a company received for shares initially sold. For example, if a company sold 1 million shares at $10 each, it has $10 million in share capital, no matter the current stock price. The retained earnings add the amount of profit held by the company because it represents money added to the value of the company. Treasury stock refers to shares repurchased by the company, so they are not currently owned by common shareholders. Shareholder funds is the measure of total amount of equity that belongs to the shareholders in a company.</p>
<p>Stockholders&rsquo; equity is the total amount of capital given to a company by its shareholders in exchange for stock, plus any donated capital or retained earnings. Paid-in Share CapitalPaid in Capital is the capital amount that a Company receives from investors in exchange for the stock sold in the primary market, including common or preferred stock. This considers the sale of stock that an issuer directly sells to the investor &#038; not the sale of stock on the secondary market between investors. There may be a number of valuable intangible assets, such as brands, that are not recognized in a company&rsquo;s balance sheet at all. Instead, the cost to establish and maintain these assets may have been charged to expense as incurred. The shareholder equity ratio is used to get a sense of the level of debt that a public company has taken on.</p>
<ul>
<li>The fact that retained earnings haven&rsquo;t been distributed doesn&rsquo;t mean they&rsquo;re necessarily still available to be distributed.</li>
<li>Shareholders equity is the value obtained by taking a company’s total balance sheet assets less total balance sheet liability.</li>
<li>In some cases, investors will look at the debt-to-equity ratio of a company in evaluating its financial health.</li>
<li>If it&rsquo;s in positive territory, the company has sufficient assets to cover its liabilities.</li>
<li>Treasury stock refers to shares repurchased by the company, so they are not currently owned by common shareholders.</li>
<li>Suppose the fictional Corporation W is putting together its balance sheet and needs to figure out its stockholders’ equity.</li>
</ul>
<p>If the market value of asset is substantially different from their respective book values, then the book value per share measure loses most of its relevance. In a general sense, shareholder equity is the total net assets of a company. Technically, that means when you look at a company&rsquo;s balance sheet, you can take the total assets owned by the company, subtract the total liabilities owned by the company, and you are left with the shareholder&rsquo;s equity.</p>
<h2 id="toc-2">Retained Earnings</h2>
<p>They also include upfront payments for services or products you have yet to provide. A negative number could indicate your company&rsquo;s assets are less than its liabilities. In some cases, this could mean your company might be facing potential bankruptcy. Once you determine the stockholder&rsquo;s equity, you can ascertain whether or not you need to make changes for the betterment of your corporation.</p>
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width="250px%" alt="how to calculate stockholders equity"/></p>
<p>In this article, we will define stockholder&rsquo;s equity, how to calculate it and useful tips for improving it. When <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> used with other metrics, stockholder&rsquo;s equity can be a great way to determine a business&rsquo;s financial standing.</p>
<p>As a result, if the shareholder equity value is positive, equity shareholders know they can expect to receive residual asset value in the company. Company A has total equity of $100,000 where $25,000 is preferred share equity and $75,000 common share equity. Using <a href="https://online-accounting.net/how-to-calculate-stockholders-039-equity-for-a/">how to calculate stockholders equity</a> any of the above shareholders equity equations will allow you to ascertain the value of a company’s shareholders equity on its balance sheet. The more a company generates profits and has a positive net income, the value of the shareholders equity will increase.</p>
<h2 id="toc-3">Finance Your Business</h2>
<p>All publicly traded companies must file their audited financial statements, which includes a statement of stockholder&rsquo;s equity, on both a quarterly (Form 10-Q) and an annual (Form 10-K) basis, with the U.S. You can use the Next-Generation EDGAR System on the SEC&rsquo;s website to search for a company’s Form 10-K or Form 10-Q SEC filings from as far back <a href="https://search.yahoo.com/search?p=ledger+account">ledger account</a> as 1994. If preferred stock is not present, the net income is simply divided by the average common stockholders’ equity to compute the common stock equity ratio. Stockholder&rsquo;s equity is the total value of assets owned by an investor after deducting and settling liabilities. It&rsquo;s also referred to as shareholder&rsquo;s equity or a company&rsquo;s book value.</p>
<p>The first step in figuring out the shareholders&rsquo; equity in a certain company, is first adding all company assets together. An asset is a resource controlled by a company that has future economic value when sold or liquidated. These current assets can include things such as cash, accounts receivable and inventory. These items are referred to as &laquo;&nbsp;current assets&nbsp;&raquo; because the company expects to convert them to cash within one year. You will also add in all long-term assets such as patents, buildings, equipment and notes receivable, which the company does not expect to convert to cash during the next 12 months. Combine both current assets and long-term assets to determine the company’s total assets.</p>
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<p>If the company were to liquidate tomorrow, that’s how much the shareholders would get. Stockholders’ equity is the value of the owners’ stake in the company. It’s basically the company’s net worth that appears on its balance sheet, the difference between its assets and its liabilities. Stockholders&rsquo; equity (also known as shareholders&rsquo; equity) is reported on a corporation&rsquo;s balance sheet and its amount is the difference between the amount of the corporation&rsquo;s assets and its liabilities. Another way to increase stockholder&rsquo;s equity is to determine any assets your company owns that have depreciated over time. Though calculating stockholder&rsquo;s equity isn&rsquo;t an all-encompassing look at your corporation&rsquo;s financial stability, it can provide a general indication of its current and future status.</p>
<h2 id="toc-4">A Guide To Succeeding In Business Negotiations</h2>
<p>On the other hand, shareholders can only expect to receive liquidation residual value when all of the company’s liabilities are paid off using the company’s assets. Company shareholders are generally more interested in the company’s shareholder equity than bondholders or debtholders. Total equity and shareholders equity may not refer to the same thing. Let’s look at an example of shareholders equity with some real-life numbers. The higher the D/E ratio, the more investors may be concerned of the company’s financial health and overall indebtedness. ScaleFactor is on a mission to remove the barriers to financial clarity that every business owner faces. Businesses in the process of buying back shares will also show a higher-than-average ROE, as buying back shares also reduces shareholder equity overall.</p>
<p>That part is like a company’s stockholders’ equity &#8211; the value left for the owners after the assets are used to pay off the debts. This is the cumulative amount of income for a few items that are not reported on the corporation&rsquo;s income statement. Stockholders&rsquo; equity is also the corporation&rsquo;s total book value (which is different from the corporation&rsquo;s worth or market value).</p>
<p>Further, the shareholder’s purchase of company stock over a period of time which gives them the right to vote in the board of directors elections, and it also yields capital gains for them. All such paybacks maintain the stockholder’s interest in the equity of the company. Let us consider an example of a company PRQLtd to compute the shareholder’sequity.</p>
<h2 id="toc-6">How To Figure Out Yearly Cash Flow</h2>
<p>Retained earnings are the total profits you have kept since you started your business that you have not distributed as dividends. Treasury stock represents the cost of any shares you repurchased from investors.</p>
<p>It is a financial metrics used to analyze the financial health of the company. Here is an online Shareholder funds calculator to calculate shareholder equity funds based on the total assets and total liabilities. This Shareholders equity calculator subtracts the total amount of liabilities on a company&rsquo;s balance sheet from the total asset of the company and gives output.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/how-to-calculate-stockholders-equity-for-a-balance/">How To Calculate Stockholders&rsquo; Equity For A Balance Sheet</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>What Is The Difference Between Amortization And Depreciation?</title>
		<link>http://www.discovery-trading.net/what-is-the-difference-between-amortization-and/</link>
		<comments>http://www.discovery-trading.net/what-is-the-difference-between-amortization-and/#comments</comments>
		<pubDate>Tue, 07 Dec 2021 14:43:13 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content Is It Better To Depreciate Expenses? Amortization Vs Depreciation, Whats The Difference? Download Courses And Learn On The Go Depreciation: Eli5: The Difference Between Amortization And Depreciation Depreciation Vs Amortization Comparison Table Amortization is the allocation of the cost of an intangible asset across its legal/economic life. To determine the asset’s current book value, [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-the-difference-between-amortization-and/">What Is The Difference Between Amortization And Depreciation?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Is It Better To Depreciate Expenses?</a></li>
<li><a href="#toc-1">Amortization Vs  Depreciation, Whats The Difference?</a></li>
<li><a href="#toc-2">Download Courses And Learn On The Go</a></li>
<li><a href="#toc-3">Depreciation:</a></li>
<li><a href="#toc-4">Eli5: The Difference Between Amortization And Depreciation</a></li>
<li><a href="#toc-5">Depreciation Vs Amortization Comparison Table</a></li>
</ul>
</div>
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" width="250px%" alt="difference between amortization and depreciation"/></p>
<p>Amortization is the allocation of the cost of an intangible asset across its legal/economic life. To determine the asset’s current book value, subtract the accumulated depreciation from the asset’s cost.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px%" alt="difference between amortization and depreciation"/></p>
<p>Negative amortization for loans happens when the payments are smaller than the interest cost, so the loan balance increases. Depreciation involves using the straight-line method or the accelerated depreciation method, while amortization only uses the straight-line method. When buying property or investing in business-related assets, it&rsquo;s important <a href="https://www.youtube.com/results?search_query=what+are+retained+earnings">what are retained earnings</a> to understand how depreciation and amortization work and the differences between them. Knowledge of these two terms may help you make better financial decisions that will save time and money. The method in which to calculate the amount of each portion allotted on the balance sheet’s asset section for intangible assets is called amortization.</p>
<h2 id="toc-0">Is It Better To Depreciate Expenses?</h2>
<p>Amortization is for intangibles, whereas depreciation is for fixed assets. Depreciation is used to decrease the value of fixed assets and accrual is used for expenses that distribute between two years or more. Note that if you make additional principal reductions beyond your fixed payment, you will need to recalculate the amortization based on the new balance. Some investors and analysts maintain that depreciation expenses should be added back into a company’s profits because it requires no immediate cash outlay.</p>
<p>Don’t confuse this with an actual market value of the asset – either tangible or intangible. Both depreciation and amortization are non cash expense of the company and they <a href="https://accounting-services.net/what-s-the-difference-between-amortization-and/">difference between amortization and depreciation</a> decrease the earning while increasing the cash flow. The assets which we can’t see or touch but we can feel like patents and copy rights come under intangible assets.</p>
<p>The calculated costs that are incurred to get a profitable revenue is a business strategy. For example, before all of the oil is pumped out an oil well has a limited life. Hence the setup costs of oil wells are spread out over the predicted life of the well. There are completely different definitions and use of the term amortization in both accounting and lending. Amortization is expensed on a straight-line basis, which means the same amount is expensed in each period over the asset’s useful life. Over the years of the expected life of the asset, the difference is depreciated evenly. Trevor Nadar is associated with Compare Closing, a company that provides a range of mortgage and loan services like refinances, home equity loans, etc.</p>
<p>Depletion is an accrual accounting technique used to allocate the cost of extracting natural resources such as timber, minerals, and oil from the earth. Standby fee is a term used in the banking industry to refer to the amount that a borrower pays to a lender to compensate for the lender’s commitment to lend funds. The borrower compensates the lender for guaranteeing a loan at a specific date in the future. A floating interest rate refers to a variable interest rate that changes over the duration of the debt obligation. This method allows you to take a larger deduction in the earlier years of the asset and less of a deduction in the later years. When amortizing an asset, the goal is to match the expense of acquiring that asset with the revenue that asset generates.</p>
<p>Goodwill, brand recognition and intellectual property, such as patents, trademarks, and copyrights, are all intangible assets. Depreciation expense is reported on the income statement as any other normal business expense.</p>
<h2 id="toc-1">Amortization Vs  Depreciation, Whats The Difference?</h2>
<p>The amount to be amortized each year depends on the economic or legal life of the intangible asset. For example, a company has obtained a patent costing $1,00,000 which is valid for 20 years. The amount to be amortized each year will be $5,000 (1,00,000/20). The amount of depreciation to be charged is determined with reference to the useful life of an asset. Amortization, on the other hand, spreads the cost of the intangible asset over its useful life. It mainly deals with the capitalized expenditure and preliminary expenditure of the asset. Amortization is fixed by company’s law and can rapidly change.</p>
<ul>
<li>This deduction is available for personal property and qualified real property and some improvements to business real property.</li>
<li>Depreciation is applicable to assets such as plant, building, machinery, equipment or any tangible fixed assets.</li>
<li>They both have to be incurred for the successful running of a business cycle.</li>
<li>While the formula is simple, actually calculating MACRS is difficult because the depreciation rate used varies depending on the type of asset you are depreciating.</li>
<li>Writing off tangible assets for the period is termed as depreciation, whereas the process of writing off intangible fixed assets is amortization.</li>
</ul>
<p>You may also be interested in my course, How to Create a Business Plan. This course includes step-by-step video instructions, samples and fill-in-the-blank templates for both a one page business plan and a full length business plan. Amortization is how you measure the loss in value of an intangible asset’s expense. Because these regulations change from time to time and can be tedious to follow, I’d simply forget about them until tax time and let my accountant do the reading of the fine print. The only exception would be if I were in an extremely capital-intensive business and the treatment of deprecation would have a significant impact on my investment decisions.</p>
<h2 id="toc-2">Download Courses And Learn On The Go</h2>
<p>It is the part of capitalized expenditure and preliminary expenditure which is usually distributed over the number of years. Basically, in amortization the intangible assets are written off over the number of years. Depreciation is to be charged as tangible assets suffer wear and tear as they are utilized in the business. Amortization is charged on intangible assets including patents, copyrights, development rights, mailing lists, trademarks, goodwill etc. Fixed assets are resources that generate economic benefit for a business over a long duration, often across several accounting periods. Fixed assets are thus initially capitalized and subsequently a part of their cost is expensed out in each accounting period.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px%" alt="difference between amortization and depreciation"/></p>
<p>Amortization and depreciation are very similar in that they spread out the cost of an asset over time. Amortization is applied to intangible assets where depreciation deals with tangible assets used in the business. This is a key distinction between financials for accounting purposes and for tax purposes, so it is important for every business owner to understand. Depreciation is calculated using the straight-line method or the reducing balance method. The main objective behind depreciation is spreading the cost over the useful life of the asset or during the life where the asset generates revenue for the business. More often than not, there is no direct link between the changes in levels of revenue and the cost of the fixed asset.</p>
<p>To get started we recommend the course, The Complete Guide to Digital Marketing. Because it’s so important, we offer over 30 courses on sales and marketing.</p>
<h2 id="toc-3">Depreciation:</h2>
<p>It ends when you take the property out of service, deduct all your depreciable cost or basis, or no longer use the property in your business or for the production of income. You can depreciate tangible property such as buildings, machinery, vehicles, furniture, and equipment. For an asset to qualify for deprecation, you must own the asset, use it in business or income producing activities, and be expected to last more than a year. Amortization is an accounting technique used to lower the cost value of a finite-life or intangible asset incrementally through scheduled charges to income. Amortization is the paying off of debt with a fixed repayment schedule in regular installments over time like with a mortgage or a car loan. The easiest way to calculate depreciation is with the straight line method. To calculate depreciation using the straight line method, you will need to know the original cost of your asset, as well as the salvage value , and useful life.</p>
<p>While most people have a basic understanding of depreciation, amortization is a bit more confusing. It’s similar to depreciation, and it works like depreciation…but it’s used for <a href="https://en.wikipedia.org/wiki/Retained_earnings">retained earnings</a> different kinds of business assets. As intangible assets generally do not have any residual value, the charge of amortization does not consider residual value in its calculation.</p>
<p>The expense amounts are subsequently used as a tax deduction reducing the tax liability for the business. Depreciation can be charged as per several methods including straight line method, reducing balance method and units of production method.</p>
<h2 id="toc-4">Eli5: The Difference Between Amortization And Depreciation</h2>
<p>Depreciation, on the other hand, refers to prorating a tangible asset&rsquo;s cost over that asset&rsquo;s life. While it is relatively easy to distinguish depreciation from amortization, it is less clear how to distinguish between either class of deduction and an expense. Some research and development costs are considered expenses in the year the costs are incurred.</p>
<p>Another way where the cost of business assets can be established is depletion. The allocation of the cost of natural resources over time is what is depletion. Software developed for sale have their development costs recorded as an asset. Such an asset is considered an intangible asset due to its immaterial existence and amortized because it has an useful lifespan due to obsolescence and other causes. With accelerated depreciation, you are typically allowed to deduct a higher percentage of your depreciation in the first few years. In this article, we define depreciation and amortization, explain how they differ and offer examples of these two accounting methods. However, Depreciation can be more useful for taxation purpose as a company can use accelerated depreciation to show higher expenses in initial years.</p>
<p>Conversely, Amortization applies on intangible assets i.e. the assets which exist in their non-physical form like royalty, copyright, computer software, import quotas, etc. It is also widely understood that the depreciating costs must be widely spread over some time for taxation purposes. An asset that is depreciating has its own cost over some time.</p>
<p>The bookkeeping and accounting concept of depreciation is really pretty simple. Measuring the loss in value over time of a fixed asset, such as a building or a piece of equipment or a motor vehicle, is known as depreciation. Depreciation is considered an expense and is listed in an income statement under expenses. In addition to vehicles that may be used in your business, you can depreciate office furniture, office equipment, any buildings you own, and machinery you use to manufacture products. The IRS defines depreciation as an annual allowance for the deterioration and obsolescence of property over time.</p>
<p>Typically, we amortize items such as loans, rent/mortgages, annual subscriptions and intangible assets. In order to spread the total cost according to the agreement evenly over the life of the terms, we amortize. Amortization means something different when dealing with assets, specifically intangible assets, which are not physical, such as branding, intellectual property, and trademarks. <a href="https://en.wikipedia.org/wiki/Certified_Public_Accountant">Certified Public Accountant</a> In this setting, amortization is the periodic reduction in value over time, similar to depreciation of fixed assets. Amortization and depreciation comprise two parts of a triumvirate. Depletion, the third part of this triumvirate, also constitutes a means of calculating lost value on assets over time for tax purposes. This method of writing off lost cost applies only to natural assets.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-the-difference-between-amortization-and/">What Is The Difference Between Amortization And Depreciation?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>Understanding The Duties Of A Nonprofit Treasurer</title>
		<link>http://www.discovery-trading.net/understanding-the-duties-of-a-nonprofit-treasurer/</link>
		<comments>http://www.discovery-trading.net/understanding-the-duties-of-a-nonprofit-treasurer/#comments</comments>
		<pubDate>Sat, 04 Dec 2021 14:32:40 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.discovery-trading.net/?p=861</guid>
		<description><![CDATA[<p>Content Contrast The Roles Of Treasurers &#038; Controllers Sample Treasurer Job Description The Officers Of A Corporation Various Officers Assume Different Roles Within A Business What Are The Key Challenges Facing Corporate Treasurers Today? Accountant Job Description Take our free career test to find out if treasurer is one of your top career matches. The [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/understanding-the-duties-of-a-nonprofit-treasurer/">Understanding The Duties Of A Nonprofit Treasurer</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Contrast The Roles Of Treasurers &#038; Controllers</a></li>
<li><a href="#toc-1">Sample Treasurer Job Description</a></li>
<li><a href="#toc-2">The Officers Of A Corporation</a></li>
<li><a href="#toc-3">Various Officers Assume Different Roles Within A Business</a></li>
<li><a href="#toc-4">What Are The Key Challenges Facing Corporate Treasurers Today?</a></li>
<li><a href="#toc-5">Accountant Job Description</a></li>
</ul>
</div>
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aqKbC3nA2RuGSaCMSNva7XsOb+rj4qoqmPfg01XI0bSrqGSEfpzgNb7rD+VB1Yx+CWKoNNPG6SFjnc/MGiw0ceJb2hDj0MNPBLVTRh0rARsw4h2mpaN+X3qkqKSoqqiqqBSyQgUL4GsflzPebmwsbEdvuU01LUUktFUuppZWtomwuZGAXseLG9ifggvKrlJRw5M9Q0Z2tcLBx5rtzjYaA9qw86POJR0zchhfTbW4GpOawsb2tZUmNMrpjNHsZ2RyQN2UcIiy5i3nNlceg6WHwW3heHzMraSR0TgxlA2NxNtH5vZPagucRxmmpTaeZsZy5gDe5F7aAb/cvKr5RUcMmykqGtfpcWJy33ZiBZvxWvWUL34rTT7O8bIZAXWFg4nT4qnqKaohGJUwo5JjVve6OVuXJZwsA4k6ZUF2MWf5z8l5mx8l22bjfPbfe1rLYo8cpp37OKYOdYkaEBwG8tJFnD3LnjgNRttmBp5r8n2n3dpfcowXDnZ6bbRV2enY4BsmyELeYWkAjUg7giukocZp6h5ZDJnIBPsuAIBsS0kWdr0L1OIQh8kZkAfE0PeDfRvT7lQ8m4J4qgxsZUMohHoypDbskzeywg3LbLDlThc76hklNGXbeJ1PMQfZYXA5j/KIv24rAWwubK0ie4i3842VIOVrIYaZ9Q6F75nlpdCXBjWhxGfnC5tbVa+C4LNHW5HxEU1IJ/J3Xvfau0+QutWPDamLD6Amnkc+nq9o+Nti/LncbgX14fNFW8nKmKKsljmlY2ARRvjOVxc4u1O7eLdi3pMTJqKVsUkJina92pdncALgstp77rRjo5H11XOYXBstKxrcwHtWN2+9aWFYZOx+El8TgIYphJe3NJ3AoLmLlLRPeyNlSwukNm2va/QTuB7Ct6uroqeMyzPDGAgXPSdwA4lcfT4NUNwuihMBEsdW2R7dLhoc7nfKy6HlKakQNNKHE7Vmcsa10gj+8WA6ZtyDbw7FIKppfBIHhpsdCCD0EHUKoxHGa2GqhpxT058oc8RHaP3Nsbu5umhG66jktRzRz1kkrZgJXRljp8udwDSNcul17Y1RSyV+GysYXMidNncNzbtba/yQbUOOQh7KeaWNtSSGujYXOs617bt1uKzp8epZZdjHMHPNwNDZxG8NdazrdhVfQYbJ5Xib3My7bII5DbUZCDb3GyqsEwt7TSxTx1uenfcD7PYNIvzg61yD89UHRR8oqN0/k4qG7QuygWNi78IdaxPZdeseM07p/J2y3kBLbBriMwFy3Na17cLrk5KSumlpzLHUF0VYx7haNsDWB+jmW1Jtx96saWCeLEB5NFURwySvdUNlDdj/AL2G97nRBeNximMTZxM0xPfka7Wxde1vmvObH6SOUwunaJASC2xJBDcxvYdHFcnBh9W2jhofJJLw1TXuku3IW7S4Ldbnf/C6HB6BzKzEJJIrCV7MjiBzm5dbdl0Fj50gywv2rcs5DYzrzieAWnjmKy08lNFDGx76hzmjO4tAsAeAKoOT1A8Yi6mdYw4eZDHbpmN239wJVtylhl8ooZ4oHyiGR7nhlr2LQBvIQbGHY091Q+kqoRDMxm0GV+Zj2XtmBsLLYo8cpZ37OKYOdYkCzhmA3lpIs4e5UkmG1NbNUVL4vJwaV8ELHuBcS6/Pdbd0LxwPDnZ6TbR1wkp2EDabLYsOTKbEakHh8EF7FylonyMjbUsLpDZtr2v0E7gewqZuUNJHNsHztEmbLazrB3QXWsD8Vx2ERzVGH01LHSvt5TtDPzcga2Q3N9+bhZbWO0ldUeUxmOod9sDGyMRiAxAghxJ1LkHVVOPUsUuxkna2S4GTW9yLj+OK08M5WUtQyZ5eGbIuvck8wEAP3bjcJhtC9uJ10747Me2ERvNtbN51vjZU/kdR5FiNH5LLndJI9jrDI8OeLBpvvtqgvfSmh5//AFTOZv36625unO+F1sOxumFO2p2zdk82a4XJcfwgbydN1rqujw54xCjl2X2cdKWF1hZruhU3mapbTUrtnK0w1MznNiy7QNcTZzQdDb/KDqW45SmHb7dojz5C51xZ34XA6tPvWu/lRSbCeeOYPEI5wFwST7I1HE8dypKnCHPpX7KKqc6Sqie/ygMzOA3usOHvW/WYbM+srnNjOSWj2bHaWL9dEFtg2LR1kDZoj0Bzd+V1gS0nsutWkxxgifJVTwNG3fE1zC4N03NcXfe334LPkw5/kUMckMkTomtjIkAFy1o5w13LnvM9QYY2mB2mKbUg2/0r+17kR09HjdNPHJJHO0si9sm7cvab8O1VmJ8qI/JJJ6ORj3MfG0hzXaBzrXsbduq0cXwWomfiuzYRtmU+zOgDyzVwHytqvXFzPWUL42UM0TmuhsHhoLrO1DRfcOntRXRecYc0zdoLwAGUa80EXufgtepx6kiZE+SdobMLsNibj8VgNB2qiraaojqsRDKV8orI2iN7S0NBDMpzE7lhS0lRSzUVQaWSYCibA5jMpcx4N9bncd10RaYTyha+jdU1L2NG1expaDzgDzQBqST2LeZjdKYHVG2aImHK5xuMrr2yuB1B1Gi5NuC1TaWncYpGOhqpXujiLc4a7c5l9DZWtHTmGnqpo6WpqJJHsJjqjG1z7WGYWFha/EcEHTA31RQN3QpVBFCIJRQiIlQiIIUqEVRKKEUEoiIPOogbLG6ORuZjxZw6R0Lxmw6F8Lad0bTE3LZnAZdy2kRRERAUqEQSoREEqERAUqEQFKhEVKKEQSl1CIJRERBERFLpdEQLpdEQeFPRxxOkdGwNdK7M863c7pK90RARQpQeFHSRwRiKFgYwXs0btTc/yve6KEE3RQiCUUIglFCICIiIKVCICIiAiIgIiICIiAihERKhEVEIoREZIoRBKIiKIiIJRQiglFCIJRQpQEREBERFEUKUBERAREQEREBEREEREUREQEREBERAREQEREBERARERBERARFCCUUIglQiICIioIiICKEuiCKEQQpWKlVlKKFKKleNRNks4gZdzjcC3Rv07F6rUxHDmVTWxy3MYcHOYDYPtuDuy+tuwKK2IJ2SDMxwcL20O49C08exB1LTPlY0OfdrWA7szjYX7FuQwsjaGRsaxrdA1oAA+C8MUw9lVA+B5IDrWc3e0g3Dh7ig12uqaaN753+U+zZsUbWEHjqXWy9pXgOU0ZjY5sUhe+V0OzvGCHtFzdxdltbt1usanBJ54jHPWCSzmObeFoZdpJ57b86/EX4LD0btTyQNljLZJHPcHwNc0ZhbmtuMtuBUa4wqcffBVTZ4pnRMgikLGtZeO98xcb+7S53K2rsUjggbO4PcxxYBkFyc5sNPitEcnm5JmbZx2tMynuRcgNBGbtOq26zCxLTxQZyBG6I5rXvsyDu7bIcaXpRGCQ+mqGZJGxylzW2jLiMtzm1vfhf+r7MuNtZUsp3wytzv2bZDkyl1rjTNmtpvsvOqwFsgqQZSPKJY5DzfZyZdN+t8q8ByZHlO32o/+o24+zGe/wCAvvct6BwQ49oOUcckkbBDMGySPiEjmtDNo2/N334b7f5tkzlDHtjDJFLEcj3gvyahmrtA4kaa6hRFgIa2Fu1P2VQ+e+XeXZubv09rf2KvZyWMDXPjkD5GRzhgDGse8yNNs8l7l1+KHG43lTFZ7pIJo2siE13Bhuxxs21nHUngsvSeIMkc+KVro3xtcwZHu+0NmkZXEEb+N9FT4ZgUkkctLJCY4JIWZnujjZJtWkEWyk5mjtVqzk8dkY3yx3MkT7xQMjH2br2IG+/8IcPSiMEh9NUNySNjlu1toy4jLc5tb34X/q/s/lHCJzDleQJRCZBkyiQ25tr5rXNr2tdRU4A2QVI2pG3ljkPNHNyZdN+t8q82cnQypdOyRga+Xaua6Bj35rgkNedQDb4cEOMo+UsTpGs2Mwa6V0IkLW5do2/N33N7b+3329eT+Lvq2SOfA+LI9zQSBY2cRYanUW1Xm3AGhsTdqfs6o1HsjUkk5d/bvWzhOGuptq3a543yOexpaAWlxJcL8d/8ILFFCKolFCIJRQiCUUIglFCIJRQiCUUIglFCIJUIiAiIgIiICIiAiIgIoRESihEBFCIJRQiAiKFUERQiIUrG6lVEqVCIqUUKvxmdzGMMURlmLrMY02/3Eu+6LcemyirJec1QyMAyPDQXBoLja5O4LzojLsxtw0P4hhuB2XsLn4BafKSmMtDO1t8wbnbbfmZzhb5KDfFSwyGIPbtGgOLL84A8SOhZQTskYHxvD2O3Oabg/FcDPXuaXYswO/6nbQNFju2bRHp/va5bVa8021p31MsJp6aIUrWOy7R+XnG33zm0t2qW1TtnvDWlzjYNBJPQAvA10QhFQZGiEtDs50FjuK5thmmnqttNK3Y00Ttk0gMzvgOYOFtRe+nSq2lr5mYfMHyOZIykhdA1p5pisOeOl17g9CtlO+BUrjMXqZx5xmbUytNK6AxNa6zbuY29xxB6Fm6rfJiLozUujy1WXWbIDGGi0TY+JLuPFLKdTWVsUDM80rI23td5AuegdKzpqmOZgkie17HbnNNwVRY3K2LEKOefSBrZWh59lshAsT0XGgVdyjxVjgPJpi0bGSRj2zGJjnBxFmgN+0fcbtyFOyXj5XHnfHtG5mAF4v7IO4lcbiWKG8m1rJYv+iikjDHZQ6Ygn+Tw4/BRi8k81PXNlc8OZTUkhYNAHEHOCOj6KWU7leUVUx8kkbXAvjy5xrpmFx/C4rHcSyNtT1UhMcDHse6otn5x1awN+0OhvfQAcFfYMb1+InpNP/8AxCpS8RcVtp3GOTyucF+ISU9g4ZRHc6AW39vBH17mQ7F80thWTRNkfOYgGtbcCSSxPHTpUtadqpXF4ZUz1LcPjkqJmiSOq2hY7K52R9m3Nr37dCtSbFpH0dNmmkbKYJnB5nMQcWSFrQAGkyP0GiWlO/RcLW4lJI+Nrqp0RdT0zhJtdk1pdfO4jc+4+S9vLZzXPYalsbmVLGsZJK4F0WmgjDbOzC/Ove/QllO0RcU2Sd5ik8rnBkr5YCA4WEd3aAW36b+Cwlr5mQtjMztk2tnidJJK5hyNvka6QAka8Usp3CxLhcC4udwvqVyNNJNM+hgdWOcyVtVmfBIec1pGUZyASRuvZatHKZJcLnqKmRpcyZmbMAC5r7NG7e7cemwSyndIoRVEooS6CUUIglFF0uglFCIJUIiAiIgXS6hEEooRBKhERBFCKiUUIgIihESoRQgm61pJC8mOM2t7b/w9g/V/XySWQvJjjNre2/8AD2D9X9fwqWoqPKbwQHJSM0klF+fr7LekE/FxPzDoFN1ipWmLZXRQl1FZIouvOWXKW80kE2uOHwRXqpWDXAi4NwtHHK91NSvmY1rnNLAA64HOeG6296irFQR2blzlZymcyijnZE0zuL2ujJNmmMEyX42Fv5C35MeijbGZRI3OxjnObG8xtzAWu61gi1K1RVdRygpo5HROc/MxzWvIjeWtLrWzOtYA3C9JMZhbOIHbRrnPDA4xvDC87mh9rXQ6sFV+YINoX3kymXbbPOdntL3zW9+tr2UDH4HP2bC/M7aBjjG/I4s9qzragHevKPlFC2GIyuLpHxCUiGKQgt4uAtcD3qL1dEX0OqW3abtyq6jlBTRgOLnuaY2yEsjc4BjvZJsNLrLF8TMEcRjZnlnkZHG112jM7i7iAAiNptCwTvqNc72NYb7rNJIsOnVbKrPLZYGXq2h7i6zPJo5Hki19W62+aDHqcticwvftWuc0Mjc51mmziQBpY6IqysNNBpuUqhbyjYypqIZ7hrJWMY5sbiAHNFs7tw1Nls49iT6ZsGzEd5ZRHeUkNbcE3JHuQWqHXeqh2OxwtYJ3B8rml5FM18jQwEjPoNB2niCvV2O0+0jiD3OdK1j2BjHOuxxsHEgaDTW+5BZJ/hVtPjtPI7KHuALXPa5zHNa5rfac1x0ICxix+B8ZkY2Zw5trQSXcHXs5otqNDqgmswKGZ8j3OlG1DRK1jyGvDRYZh7uiysg0C1gNBYdgVYMfpyyN7TI4yF7WsbG4vuz2gW2uLLwk5Qt21TAGOaYYs4kex5bfKTzgBoBb48EOrtCL71TO5RwRsbtXuL9lHI7ZxSEBrh7e7Rvv7F7VWP08RIcXutkuWRueBn9gEgbzwHagswhF94VXygxJ9LTiVmUXkY1z3glrGuNi8gam3QmAV8s8JdMGh2Z2QtBbnj+7JlOoB1+SC0RV9HiDpKurpy0AQCKxF7nO0k3+S1ablDEIIHyvzvlDyNjHIRla4guy2uAOJKC6RaFPjEEuQMeTnidK3mkXY02J+a1245GZM21YIPJtvq14fbMRmvut2b7oLdFzcnKUufUbKzGRUzZAZopGkOL7ajeW2tuWyOUsYnqIpGPa2BjXGQMeQbi50toOg8UspdotaKujfLsmuu8Rtk0BtlcdDfdqqOXlDMyV944TCyqFPbM4Sm9ucBuO/wDhCnSoqSjx37KR8zHuIqJo2iGJ7zlYbAkC/wA17ycoaYNjcHPdtWF7AyN7i5oOugHD/BQpaIqqXlFTNax2Z7tpHtGhkb3EsvqbAaW43WLsbjEhdtWbAUwn0a/PlLiM3Rbs3oUt0VXHygpnCV2dwETQ52aN7btOgc0Ec4E9C96HE46h0jWCQOiIDw9jmEE8Nf8Am5EbqKEVBERARFCIlFCICIoVRKKEQFrySF7jGw2t7b/w9g/V/X8KJJC9xjYbW9t/4ewfq/r5Klqajym8EByUrNJJRfn6+y3iQT8XHs3gqajynNBCclIzSWUa57n2G9IJ+Lifna0dIGhvNytb7DPw/qPS4/xuHao6QNDebla32Gfh/Uel39bh2+1VUshjdJI7K1u8/wBADiT0JEJM/EPS6lYKVthmixupWVtktPFKDylgidI5keYF4Zo5wGobfgL/ANLbRGredLSxwsDImBrRwHHtJ3k9pWvjVAaqndAHBpcWG5F/ZeHf4W6oLranRQtQzcms01ZIJbCeORrGkGzHSAB7vjYLyxDk1LNdu2YWmKJgz5zkLLXyAG3OtvK6QuFrki3SpUpraVJV4E6RlY0SNHlMkLxoebky3B9+VeM3J6V9SJnSscG1LJml2cvDW2+yGtgNN/auhRKNnGYHTyiZoMLy5+3D87Jm7AOJNwSdmbm3shW9HgDoywmVpy0RptAd5dfN7leXRrgQCCCDuI3JS7OHrKCWGURmN0uyp6djG7OYsmcy5tdhAABt7d10+L4c6piiLXCOaJ7JWE6gPHA23jgrK6hzgN5A96UbKasw6rnbHtZIbskzGNu0Ebm5bWcb3JB16Fpu5MyClip2vizxl5E1pGvYXPJuzKejgSumBvuRKLUdVgLpGVbdqL1EsTwSDpky3B9+X+Vu4thoqTT3y5YphI5rhcOABGX+VumRoIaXAOdfKCRc232HFTmF7XF7XtfW3SlFqerwmVsxmpHQx5odi5j2HKBckObl46nRTh2BCCRrg/MxtK2C1rONnEl38q4RKLc1RcmCxhhk2BZs5I2yNa/a2cLXNzYab7b17PwirfTxwvmhIidHZrRI1sjWggiQg3100Gmivg8E2BBPYVKlFubfybk8l2AMJdtJXh9pGmMvNwYyDfToO/RbMuDTGSciZhbPTNieXg58zWkBwtpre5VzHI17Q5rg5p1BaQQfcVkTxSi1EOT7skzNq37Sjjp72Oha0jN7tVTVNLLFVOtC6VzPJgyMsmySZGtGfM05NDc8+5Fl2zXAgEG4O4hSlLsqscwt9TsXMMeaF5dklaXRvu2xDgP4K1cAwKWkmdI6Vj2Ojy5QH3jAcS1jCSebqd/Yr9YRyNeMzHBw6WkEfMK0lqtuG1EdbNURSRZJ9lna9ri4BgtoQbX1K0qbk/PTtpzDNFtIopYnF7HEFr35gWgHeCuia4EXBBHSDcLJSi3KYThFQaejljc2N7ad8L2ysdcBzr3A017Cvf0XcY8hmFvIhTXDT7QeXZ/d2LpESjZzk2A1EwnM80WeWnbCMjHBrbOvfU68Vux4U9tVLKXMdDPExkjSDm5rSBbhY3VsiUW57kdQOigfJJmLnvytztyu2UfMjBB3aAn4rcoMDjinmqHsjfJJM6Rj8gzMBAGUE/H5q1RWi3Ov5PSgNDZWObt5pHRvzhjhJuvlOpb8tV7YbgLoDTXla7YQSRGwIvmcCCrtEouVFh/J90JhJladnSvgNgdS5183uXiOTL9mWbZutEKbcd4cTm92q6NEotzWP4VJs5pW3fmp4ocrWlx5sly6w1tbo1W1yZzDbtMZDM7SJnNla6UkakiQl2lgLq7S6UWIiKoIiIgl1CIJUIouiJRRdFQuvKfObNbzQd79NB2dv9L0VBWVhrC6KJ+WmbpLKPv/AKGdI4ab/dvhDGoqPKbwQOyUrNJJRfn6+y3iQTx3uPZvtaOkDQ3m5Wt9hn4e09Lv63DtijpA0N5uUN9hn4f1Hpd/W4cb+1VUshjdJI7K1u8/0AOJPQkQTPxCaqpZDG6SR2Vrd5/oAcSehaFNTvmkbUVDcuXWGE/c/W7pef43DilNTvme2pqG5cusMJ+5+t3S8/xuHEqxVpmZpAUrEFStucSyU3WIUqNWyWhi9aKeNsnPLswa1kernk8AOPT8Ct5RYXvbUbipLUS86OZ74w6SMxuP3SRe3ba9vdcqt5XgHD5QdQXRX/darhYSxNkble1rmm1w4AjQ3Gh7VKWJ64evLn08uGm9qNs73nXVjG/Yi/8A+w7q3a/GJoY27CV32ENOXtyR5BnAsHOccxuPw7l1TqaMl5MbCZBleS0HM3od0heUuG073Bz6eJzg3KC5jSQ3o3blmm9oUWI4pUtdVyMmaGU00LRHkBzB+UEF3RzuCVOMzNrGCORzoTVMp3NcyMMBNrgG+cuF733LoXUkTg8GJhDyC+7QcxFrE9JFh8licOgMhlMEZkJBz5G5rjcb9O5KkuHP0GI1U8hO0vENuZGmNmSzSQxrDvN+N+heVLX1Do4YoZWQjyDb82Jp5zXWsBuAN1Y0XJpkUscjpc+yLy28bA4l9753jV+8q2ZSRNtliYLMyCzQLM/B7uxKLhzEmNVcuybC/LI6ngeA1jC0vkJzZy7cABcWW9yvYTBTNIY8+UwgiTRjtfvdAPFZ4hyZjme8h4Yx7GMLNkx2VrdwjJ9hW81JFIwRyRtkYLWEgDhpuOvFKW4cnh1W6CKaCNxZIavK1tOGSM5zb5Iy8gDdrf8AytmkxaqlZSR7UMfLNPE95Y0mzBcGw0zacNF0DsOgMexMEWyvfJkblv023LNlHE3LlijbkJc2zAMpO8joJSjaHHVWKzgUdQQJZojWtuABfKMucgdA1IHQt2rxF8bpZWPjke3D2yCYRtBcS/8A8exdK2jiBaREwFpcWkNGhd7RHRfj0rBuHQBuUQRBpaWWDGgZSbltrbrkm3alG0OfqcVqoPKGuma92whlYcgblc9+UtA49lzv4q1wCWd4ldM9zmZwIs7GNflA1c4N6Sf47V7YlhUdRG5mjHODRna1pOVrrhp6W34LDCcJbTGV+YOfKWl2VgjYMosMrRoEouKcnhsNqine6NkbXVk1qhp57iC60TugH47laYXitXO9sh/0numa9p2Qa0NzZcmufNoL3HSuj8jiyhuyZlDs4GUWzXvmt034rBuHQCUzCCISm93hjc2u/XtUo2chFicsVBTtgleHx0plc1rIy2wc6xe553G1rNF1vsmldWTvdMMpomSbItBabtdzdT063+Cv34XTuDA6niIjFmAxts0dA00CyfQwuc15hjLmNytcWi4ba2UdliUo2hzUGJTPjjjZOymEdFHNoxlnkjdY6Botw6VMmMVcrHPZK2LLQx1JAjDrvN7jXc02XRTYZTyBjX08ThGLMDmNIaOgdA7F6upoyXExsJc3I4lo1b+E9I7EouFG3FJxUU75XFkEwgDNm1jmmR7blsl+c3U6EaLQ5PTzxNo7SgwzzzxmLINLFxzZt97g9liunGHQCRsogiEjQA14Y3MABYAH3aLNlJE0NDYmAMJc2zQMrjvI6Cbn5q0XDlcLxCV0VDCyaKmbNDM4lsbAAWv0yg6A7/5XpT43UuipaiVxZA5oEjomsPP2haC8O1DHC3s9KuZ8CgfLE4xx7OJj2CHZtyc4g3twtbo4rZdhlOXMeaeIujADDkbdoG4DospRcNtFCLTKUUIgm6KEQSihEEqERARERBFF0uglFCKhdLqEQSoREQRQqCtqzWF0UTstM3SWX8f6G9I4dvu3iOprKw1ZdFE7LTN0llH3/wBDekcO3d77KjpA0N5uUN9hn4f1Hpcf43DjdR0oaG83KG+wz8P6j0uP8bh2+tVUshjdJI7K1u8/4A4nsSiZ+ITVVLIY3SSOysbvP9AdJPQtCmp3zSNqahpbl1hhP3P1u6XkfLd2pTU75pG1FQ3Ll1hhP/2/1u6X/wBbh0qyur+WZmhQUUErTEyxBUgrEFTdVmJZhTdYLJRq2SwkmDSL31vrbT4/84KVqYnSyTxiJkpiBcC97fbsNbNPA34qS1DdBvqNy08XxDyanfOGZy0tAbe1y5waNfivWjpWwsDGlxG8l7nOcT0kla2O0T6ilfDGQHF0ZGY2HNeHH+ApP4airalXykbHRR1QiLnvJGyzWILQS8E2+7lPBbpxunbsxJK1j5GsdlN9Mw0ubWHxVTPydkdLVuD27OSOXYMP3ZJQM5Omm7+VhiWCVUrTGHAs2ULWjauY1rmWzZmgc+9tL7lnrf6V5NjFNHJsnzsD8wblJ1BO4Ho3jesji1PtvJ9s3a3y5dfa/DfdfsVVW4LLI2uDcl55YXMuTuZlvfTTcV51OEVUlU2Rzg5jKqOVpMrg0RtI5ojAtm36lOpULbzzTl5ibMwyc4BuouW7wDaxtxtuWAx2nbFG+eaNjnsD7BxcLHiNLkfBc1gcmaZjCC9zvKAxoebwZySS+PLzb6b3FWtFgcrDHmLObQupzqfbLr9G7tUuVmIha1GM00WXPOwZmh4OpGU7nXG4HhfeoxPExBEx7WmR0rmsiYDbM527XgO1chWMdA8QyaiOmpmvjEhZtiy5ys5pz623W6F1OM0MlRHC+KzZYZGSta/QEjex3RoUtaiHoMTMLC6tEdPrZpEmZrtL6aA336WXocXps7Y9s3M7LYa/e9kE7gTwBWlPSVFQ6mfNFEzYzh5aHl/NykXvYa3K05cCk8qlcWCSKWZsmtRJGG2tvjGjiLaJ1ON+v5QRRyRwxvY+V08cTmXN2hxsT2kdCxk5RwxZBO5jS+WRgLHZgA0+042Fui3atE4NU5mx5YdkytFSJC45yM9y3LbQ2J1us/M9QxkTmNje+Orlmyl5aC1+a2tt+qdXi0xbEn0+xEcQkfNJkAL8g3E3vY9C8aTlBE6F0s32JbK6JwJz89u8NLRzlONYX5UaYFrXMjlzSNcTq3KRYfNaDMIqooWQRuGyjneQ1khjc6IjmgvAuCD806RVN+XlHStkp2bQEVAJa8Wyi26/HU6e9ejMZiawunkij+0kY2z818h3bva7FVUeCVEAonARvdTvnzgvNsshNiHEXJC9qTBZWS073FhEdTUSnU+zIDltpv1TpxZOxqlEbJjO3ZyXyuFze2/QC+nHoWzFVRvjEzHgxkE5husN5XGYhSvpnQxukbHcVRz58jS17wQwPyu1I4W+KvnQPqMLZFBHsdpGxmV5N2M3H3nLf5pZMQ9MFx5tTHK98ex2Ya4h7gfs3NzNffgCF7x45SvD3NqGWYA517iwJsCbjjcW6bqixTB5adk8zZXzMdSvie14GYW9jKGgXtr7lrUtM6riniYQ+X7CTbCYuY7IdIswa3KQL7hftS5WodQMYptntduwMzZLuu2zrXykHUG3Sgxmm2O327dnmy5tfa/DbffssqhuCSubGTG2N4q4pn5p3zFzWDUlzhv7FMmDTtkdNGI3ObWOnawuIDmuYG2Jto7inU4uY8Up3Nc9szC1jA9xvuadzj2aFeGL4qaeKJ8cYlM0scbQXZRz72N7HRUuOUUklRSNOVj6lro52MuQY2uDzY9m6/6lbY/hhqmQRgNLWVEb3h2gLG3uB8ChxNHjjHRyunaIXQybN4zZxm0tlI9q991rqZMZYZaRsRa9lQ6Rpdc83I2+7p4WKqZeTszY9lFl2cVTtoWiR0ZyEG7MzRdpBOh1XvT4LI11M9rGxlks0jwZXym748oOZw1N7XTpxYHlDSZJHtna7ZsLyBe5b0i+/WwuOlRSY0yc05iLCyZr3HM+z2loBLcttbX110VVR4HU5887hmNNLE5xmdJd7rWcARZrewL1hwad7KRsgZHsaeaF2Vxd7TGta4adl7J04tafG6WUvEdQxxY0udYn2RvcOkdoUw41SyF4ZURnIzO7XQN/FfcQqWLBal7YmytiZ5PTSxMLHk7QvZlBOnNHH3r2bgkgbAHMjeI6J0D2Zi0OcbaXA0Gh1TpxtVnKGJjYJGOa6OSYRvc7M3KMpN7Ee75rYGKxv2DoXxvZK8tuXFp0BJsLanTcbKrgwepOw2jgWxVQka18m0c2MMIy5rc43WVPgsrZWPJZZtbNPoT7D2kDhv1TpxZwY1SySCJlQxzyCQAd9t+u646F60eIQz3MMgfltewPHcRfeO0LlsAoZ5oaQmOIQwvneHZjmeSXjIRbQXO/osrrAaGaDaNfzYeaIojIZclhzrOIBy7rBIJiFwihFphKhEQERQiJUIl1QS6i6qMXEkrtgHBkAaDK8HnG+5mnT0bzcfGEdeFZVmrLoonZaZv+rKPv/ob0j+/dvsqOkDQ3m5Wt9hn4f1Hpd/W4dsUdIGhvNytb7DPw/qPS7+tw4396qpZCx0kjsrW7z/QA4k9CRBM/EFVUshjdJI7K1u8/0AOJPQtGlp3zPFRUNy5dYYT9z9bul5/jhxKU1O+Z7aiobly6wwn7n63dL/63DiVYq1aTNJuoKi6glaYsUEpdQSqzMsQVkFgCpBWpYiWYUrEFSFluJZXUrFaeJ1raeMTPeWtBAIAzZr6AAbyb/wCVJajrfui16Oo2rA/I9l+DxY26bbx8Vocp6l8VE9zHlhLmNLxva1zgCfkosfmlwioq2JuHw7SlYC574mWke9zTd1sx136714VWL1bJXwMjbJJCxjn5InuD3OubCx5gtxN9VLbjG/w6RSuRx+unmhq2gRthhfAxzSDtCS5jr3vYWJAtbpU4hVTNNTsC2NwrYWudzyXXa219fmBbRS1jF1qlUnKKaRlNG3aZDJLFHJIy7crXHnFvR/8AK0TPHRyVTYaZ8csVO+QF8heyRocAHEZt5Px3pZEW6lFzNdi9VFGDmh2pidMY2QySWZwuQRlHC5U1eN1P2hhELRHSx1BzhzibgktFiOjf9dJZrLpUXMeWVD6ipJeww+SNk2ZD9zmOIAIOhvvPQsI8WqRC1kDYWtjoYp+eHu4G7Bzt2g1J+d0tdZdWi5efHql7minYwF0dO4MMb5MxlFzdzSA0NGuu9WuLVssbqeGHJtJ3loc8EtaA25NgdewXS0qVmi5yHH5WuZtxGGNqJKeV7bgZg0OY4XOgO4g3XgOUFW8RtZE0SOgM9mxPkuHOIYywcLaDV3buS11l1SKhjxOrkqDGyKNoZBFK5j82fM5p+zB3b+PZ26absUfLDHtshlbVU7Xx7OSIxlx6M3O7DuPQllS6pFzdNi9TNPkaGbLNO142T7sawkA7S+Ulx7FpYLXVMdPSQ3iyzU8xj5rrtLBcFxvre/CyWursUVVyalmfRQvneHuc0EEA3tb7xJ1ParVVmeCIiAiIgIoRC0oihBKKEREooRBKhEVBFF0uglFCIhdFCIJUIvCWUl2zZ7X3ncGj/J6AiMamptdrTYj2nWuGg7tOLjwH/DFNT7nOFrataTcgne5x4vPTw3Djf1ZC1oAA3G9zqb8XX6VndKLSsXNB3gGxvr0jipUXWmbSouihEFCXUEqpMhKxJQrElahiZQCsgV5grIKsRLMFZLAFTdRuJZ3WDomuLXOaCWG7SRex6R0FSodK1pAJtfd0fNZaiXosZomyMcx7Q5rhYtIuCFKh7w0FxNgAST2BRqJaUOCUzAWti0JadXOd7Ju0C50APBelZhNPO8SSx3fa1w5zbjoNiLjsK88JxZlXG6RjXMymxbIACNAQfcQVM2NUzAxxnYWvfkBa4EZu0jcB0+5Tjf6rTUYLTSyGV8LXOcBfU2NtxIva46d69ZsMgkbI18YIlcHP1IJcLWNwdDpwSGta572GzbODWkvYc5Lb6AG+7gVnLWxMBc+aNrWnKS57QA7oPb2KcLlk+ljdFsXMDo7BuV2osPetWDA6WMPDYvbZkdmc512fhuToOwLZqKgMidKBnAbmFnNAI95NlDq6JuXPKxhNhlc9oNyLgb96cImXnU4VBKWmSIEtbkGrhzfwmx1HYVn5uhs4bMWfGInb9WAWDV6moZYnaMsHZScwsHXtlPbfgsW1cRkMIlYZBvYHDMPhvTi3LydhUBeJDHzhHs9C4cy1spF7HQ8Vk3DYACBELGIRHf8A6Y3N9y88LxNlTGHizSc/MLgXWa4tv7rhezq+EZLzxDaexd7ed/t11Ti9U1XyaL5HmORkbXNia0hrg+JrBYBhBA+auayhinYGTMzAEEakEEcQRqD7lk+sia4MdLGHE5Q0vaDe17W6UZWROa57ZWFrCQ5we0hpG+54JUFy8ThNOYPJjC3ZXvl11N73J3k9qVeEwTZDJHqwZWlrnNIb+G7SNOxerKyJzBI2aMsJsHB7cpPRdeE+MU0Yic6ZhbK7KxwcCCeJv0DpU4de7KGJpcRGBmY2M2vqxosG/ALxiwinYLCO/Pa8lznOcXN9klxNzbgtsytBaC5oLvZFxc6X06Vgallrh7TckCzm6uG9o136FKguVNQ8nnxSseZW5WvkeSxrmvkz35r9ctteA4BW0eHwt2WWMDYhzY9/NDt4+K8IMYhc+GNzgyWVmYMLmnja1wbXPDpUYVjEVSxpDmte7N9mXgvsHEXt0aJFLNtmhoYqdhjhblbe9rk/K50HYtm6rK3FtlM2nZDJNKWGQtYWizAbX5xFzfgF7MxSAzPg2jRJG0OcCQLAi/zAGvQidbt0Wo/Eqdou6oiAvluZGgXte2/fYj5rF2JwidtOZG7RzcwFxqL2GvSeAVOt1FrxVcT3OayWNzme0GvaS33jgvCXFYtm58T45i23NZLHfVwG8mw3odb90XgaqMSCIyMEhFwzMM1um29eL8RY2oNO64LYtqXkgNDcxGp+CI3bpdac2IRhkro3MlMQ5zWyMuOwkmw+K8ji8OeWJrgZYmZjHmaCdL2BJtfTXoUWpWF0utRuIxWjD5I43yNaQx0jM2vAa6/BeT8YhvOxjg+SAXczM1t9L6Em2nHoVSpWF0Xi2qZlLi9oDbZrubzSRezjewUCri2my2rNpa+TMM1um29B7qF4w1UcjnNZIx7maODXAlvvA3L2RBEUKiUUJdBKhLrwllJOzZ7XF3Bo/wAnoCISyknZx+1xdwaP8noC9IowwWb/ADvJ4kniVEUYYLD+dSTxJPErK6FpUJdQqibqEUKs2KEUIlhUEooJWmZkJWJKErElViZYgrIFeYKzBWpYiWYKyBWAKkFZbiWd1qYnFNIwMgeI3FwvIRfKB0DiTu911sgrK6kw3E08qSAxMDDI55/E+1/kLADsWvjkMstM+GEc6UhhOnNYTznb9dLreRZmGoy7bmp8Gqgalgex4qKfKXNaIwHs0aCMx3tuLrOsonywwubh4YYp4nOjvFmewNIda2nRvOtl0am6zq6ekudqcLmd5VIyMCTbwzQDM0XLGgEb9OIXhJg9Q1tNLleX5pnzNiMecPk4jOC02HNXUqU1I+pKmdh7hhb6aNj8xic1rHuaXXJNgSLNWlW4LJIK47FrnSQwNiJLb5mjnAHhrZdMiarGcw55+ETGsADR5K+SOeQ3GkjGkZbcbuDSvGkwqcOp4jBldDUulfU3Zz25ibCxzEkEDXoXUJdTVd5cmcIq46aF0LB5Q01DHDM0cyUkh192hsVNbgUjZHMbHNJA+COIbF0IIyDUO2gNgTrcLq1KanpLl8QwOSQVxEIc6V9Ps3EtzFrcubXhuPvU4hgsxdWbKMBj5KZ7GtLBmEYGYAHQG44iy6dE1N5cwMIe9rDsZdayOSQTuhJLQ2xdZlhbhbeVjPg0gzOFM14bXmZsYyaxFtja+gueHYupRNTeVXjtLK+KKSnZeeGRr2NuBfSzm33bj/Cq8MwOeKZrH86CJrpGOLgSZnxhrhbsOc/FdQpumpGdRTmaDC5In4e99MH7OExyWyEsdmBDjc6213JhuCyRChJha18c0zpXAtvlcHWuePBdNdLqarvKi5R0b5iBHSvdKG/ZTxyNYWOJ3O1BtuPFeEmGSieoJgEjpqUM2rcgAkEbg699RmJG7pXSIrqbOYnwmVkFLDFAA3ZES7NsOfaFo3l4PNve5GqUmFSxyUbnQXIpdi9wyXjkuLPOuthxF106Jqby4uPDZIKaQzRzNMNNMzMXxbLnC1m5BnN9+u5RHTmaOohYwuqXR0x0MOXZte2wBYbA6E6712pAOh1CwihYwWYxrQfwgD+lNV3U9FSyR1c2el2gkm2jZ7s5rcgFtedcWtp0rDGMOmlnqXsZdr6ExNN2i787jl39BGqvkV1Z2cvW4JLaYQwgNfQsiAaWi8gfe3y4r1mwyQT1RFOHbemDWyDJzXhjgQbm9ySNV0d0umq7y47EsJq5IhCIjYU8DWFmxAztAzB7jztCNMq26vC5dpiIZTg+URDZyAsGuSzmm+oJPwXTXUKam8ubqsGmdOxrWDyeYQGo1GjouFuObQadCwpcJlbU/asmcBUvma9j4RHY3sTcZ72NrLp0V1TeVJyfpZYZJGbN8dOG8wS7MvDi4ktDmnVvvV5dQisRTMzZdERVBFF14SyknZs9r7x4NH16AgmWUk7OP2vvO3ho/wAnoCzijDBZv86knpJ4lIowwWH87yek9qyQtKhFCrNpUIoQEUXUKs2m6hFiSqlpJWJKKCqxMoJWJKErElahiZYgrMFeQKzC1LES9AVkCvMFZArMw3Es1N1iCpWW4lkFKxupCjVsrqViii2yU3WKlFtKKEuorJFCIqUUIhbK6XUIoqbqbrFEGSKEQSihEVKKLpdBKKLpdBKKLpdBKKLpdBKKEQSihERKi6hEE3RQiCVChFUSihLoCKLoiF0UIqlpUKEuqlihFF1UsuoRQSjMyLFzg3fv6FjKea63/NVpSEt38VjLKY46/SwjLst/MdQ0an5AWXm7TS90Gu8X+NuCwPRlyrpj+XH6n4n+JYgrMFcGOWVT1cPdf4lPppU9XD3X+JT2xWPtPqO9BWQK4H01qurg7r/EnptVdXB3X+JT1xbj7b6j6BdTdfP/AE3qurg7r/Ep9OKrq4O6/wASz64tf4+b6ApXz705qurg7r/EnpzVdXB3X+JPTFrwzfQrqV899Oqrq4O6/wASenVV1cHdf4lPTFfDN9Dui+eenVX1cHdf4lPp3V9XB3X+JPTFfDN9Dul1889O6vq4O6/xJ6d1fVwd1/iU3xPHN9ERfO/Tyr6uDuv8SenlX1cHdf4k3hfHN9EupuvnXp5V9VB3X+JT6eVfVQd1/iTeDxyfREXzr08q+qg7r/Ep9PKvq4O6/wASm8L45PoiL536e1fVwd1/iT09q+qg7r/Em8Hjk+iKV869Pavqqfuv8SentX1UHdf4k3g8sn0W6L516e1fVQd1/iT09q+qg7r/ABJvB5ZPoqXXzr09q+qg7r/Enp7V9VB3X+JN4PLJ9FRfOvT2r6qn7r/Enp7V9VT91/iTeDyyfRUXzr09q+qp+6/xJ6e1fVU/df4k3g8sn0VLr516e1fVU/df4k9PavqoO6/xJvB5ZPot0Xzr09q+qg7r/Enp7V9VB3X+JN4PLJ9FRfOvT2r6qDuv8SentX1UHdf4k3g8sn0RF879PavqoO6/xJ6e1fVQd1/iTeDxyfREXzv08q+rg7r/ABKPTyr6qDuv8SbweOT6Il1879PKvqoO6/xJ6eVfVQd1/iV3hPHJ9ERfO/Tyr6uDuv8AEnp5V9XB3X+JN4PHN9DRfPPTur6uDuv8SendX1cHdf4k3xTxzfQkuvnvp3V9XB3X+JR6d1fVwd1/iV9MTwzfQlF18+9Oqrq4O6/xJ6dVXVwd1/iT0xTwzfQFC+f+nNV1cHdf4k9Oarq4O6/xK+mKf4+bvyVBK4H04qurg7r/ABKPTeq6uDuv8SeuLM/b5u9JXnI0OBB3LhfTaq6uDuv8SemtV1cHdf4lfTCUj7f6sTcO5zWGun9/xxWPxXD+mlT1cPdf4lB5ZVPVw91/iVj6mEJl9v8AVyc6iIvI+mIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD/2Q==" width="254px%" alt="corporate treasurer responsibilities"/></p>
<p>Take our free career test to find out if treasurer is one of your top career matches. The goal will be to protect the company’s finances to guarantee the long term success of business. Webinars &#038; events Connect with our team of Workable experts and other industry professionals. Indemnification may not be available to officers the corporation itself filed suit against or to officers who improperly benefited from their misconduct. That said, officers may be liable for non-compliance with anti-fraud and disclosure requirements under federal securities laws, namely the Securities Act of 1933 and the Securities Exchange Act of 1934. Maintain a calendar of corporate events, such as the date of the annual meeting and budget approval dates.</p>
<p>Whatever business or type of organisation, treasury activities will always exist even if there is no treasurer or treasury department. Treasurers oversee the financial affairs of a company and ensure the organization adheres to all legal accounting practices. Their job is to maintain and improve the company’s financial standing by guiding financial policies, assessing risks, determining funding opportunities, and advising on investment opportunities. Assesses the products, services, technologies and systems that are available and appropriate for treasury departments. Oversees the development and implementation of effective, integrated systems for budgeting, payables, reporting and auditing revenues, expenditures, and asset accountability. Oversees cash management initiatives, bank relationships, day-to-day treasury operations. Establishes short-term borrowing needs and recommends short-term investing initiatives.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px%" alt="corporate treasurer responsibilities"/></p>
<p>Assessing a firm’s risk profile is a critical component in deciding which direction to drive the firm. When the C-suite has decided on the levels at which it would like the rest of the firm to set its exposures, the treasury is tasked with ensuring those risk levels are delivered. In the past, such systems are normally used in Banks and large corporate treasuries as the implementation costs were prohibitive and access were constrained by technical capabilities. Although, there are no known wide scale implementations or digitalization of human operations with systems, we are witnessing an increment of interests and exploration into possible options. The Banking industry has already started replacing some operations with robots or systems.</p>
<p>Previously, a team of two or three professionals would work long hours to present the most up to date market projections, but today, this process has become nearly automatic. Treasurers used to work to monitor the day-to-day finances of a business, but in the modern era advances in computer software technology have created a shift in their job responsibilities. Today, treasurers can focus more of their time on raising capital, coordinating mergers, and deciding on which companies to acquire in order to further the success of a business or organization. In some cases, especially during periods of economic difficulty when a company is under financial stress, corporate treasury personnel can be under enormous pressure. And if you&rsquo;re not fond of putting in long hours or you&rsquo;re not particularly adept at thinking on your feet, this might not be the right career for you. A career in corporate treasury can be highly paid, exciting, and stimulating work. Its affinities with money management and investment banking add to its variety and intellectual interest and can offer openings to these fields.</p>
<p>Without this rather detailed financial analysis, large insurance companies would not be able to make the decision to offer improved coverage to their customers. The New York Institute of Finance is a global leader in professional <a href="https://twitter.com/QuickBooks">QuickBooks</a> training for financial services and related industries. NYIF courses cover everything from investment banking, asset pricing, insurance and market structure to financial modeling, treasury operations, and accounting.</p>
<p>Based on a 2014 survey done by PWC, the functions of financial risk management, cash and liquidity management and funding rank as the most important roles of a corporate treasury in large organisations. The treasury department&rsquo;s actions and its compliance with treasury policies must be assessed independently and regularly by the internal audit department and by a treasury committee comprised of senior management, including the treasurer. This committee, or an asset and liability committee , will also regularly review and discuss financial risks across the company&rsquo;s assets and liabilities, and agree on appropriate actions to manage or transfer them. ALCOs will usually delegate the task of executing agreed-upon actions to the treasurer and his or her team. While it may appear that the treasurer of a nonprofit organization does nothing more than appear at the board meeting with the financial report in hand, many of the duties and responsibilities of a nonprofit treasurer happen behind the scenes.</p>
<p>We hope in this short summary, you have better understood a broad overview of a typical setup of a corporate treasury and the roles and responsibilities of corporate treasuries in most organisations. Ensuring the organization’s liquidity and smooth cash flow is of paramount importance for corporate treasury. Check <a href="https://www.bing.com/search?q=bookkeeping&#038;go=Поиск&#038;qs=n&#038;form=QBRE&#038;sp=-1&#038;pq=bookkeeping&#038;sc=5-11&#038;sk=&#038;cvid=4C6F1478E53347A29CEC05BDE209BF5F">bookkeeping</a> out this media interview by Treasury Today on the topic of the role of corporate treasury and challenges that corporate treasurers face today. Let us now zoom in on the specific areas of responsibilities of the corporate treasurer, discussing about the expectations and common issues faced by corporate treasurers.</p>
<p>Taking financial analysis courses is the fastest way to learn what’s required on the job before you get hired. Handles receipt, disbursement, banking, protection and custody of funds, securities, and financial instruments. Oversees financial planning, procurement, and investment of funds for an organization. The responsibilities are structured and procedural, which makes learning the job fairly straightforward. But the job does require attention to detail, good organization, and an affinity for numbers. Complying with sanctions rules and other regulatory obligations, and mitigating cyber risk are a burdensome but essential part of running a global treasury. Our sanctions screening tools and reference data solutions give you best-in-class data where you need it most.</p>
<p>As such, a treasurer is often a member of a company&rsquo;s senior management team, usually reporting directly to the CFO or even commanding a seat on the board of directors. In order to pursue a career as a corporate treasurer, you’ll need at least a bachelor’s, ideally in either accounting, but other related degrees such as finance or even business may also work. There are also certified treasury professional certifications that are earned through The Association <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> for Financial Professionals. Though a career in corporate treasury requires more experience and education than many other financial positions, the lucrative pay may make this worth it. According to Glassdoor, the average annual salary for a corporate treasurer is $210,037. The Treasurer will be responsible for managing the organization&rsquo;s treasury operations and controls, including cash flow management, banking and investment activities.</p>
<h2 id="toc-0">Contrast The Roles Of Treasurers &#038; Controllers</h2>
<p>A Treasurer may manage or oversee the management of the financial affairs of the organization, often including such basic tasks as selecting a bank, reconciling bank statements, and managing cash flow. In some organizations, the Treasurer may also be responsible for investing funds consistent with applicable laws. The Treasurer should be knowledgeable about who has access to the organization’s funds and any outstanding bills or debts owed. The Treasurer should create and maintain systems for ensuring the organization’s ongoing solvency and oversee the development of the organization’s financial policies. Helpful policies to consider include check signing authority, expense reimbursement, credit card usage, and petty cash policies, if applicable. A treasurer, also known as a certified treasury professional in certain job settings, is an expert in finance who directly oversees the long-term and short-term budgetary goals of a business or an organization. Another interchangeable job title used to describe a treasurer is a financial officer, the preferred term in the corporate business world.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px%" alt="corporate treasurer responsibilities"/></p>
<p>This position will also lead the credit and collections function in order to optimize cash flow, minimize overall credit risk profile and maintain receivables according to contractual agreements and internal targets. But underpinning those evolutionary steps remains a number of key functions and processes that corporate treasurers must remain focus on. The pillars upon which a firm’s financial health is held are these key functions – central to every investment, business decision, short and long term goals, and generally keeping the company within the parameters it seeks to determine itself.</p>
<h2 id="toc-1">Sample Treasurer Job Description</h2>
<p>This person will also manage global enterprise risk, credit, collections and insurance processes. A treasurer will supervise cash management and support proper expenditure to promote the growth of the business. Most employees with this title begin their time with the company in financial roles in accounting or finance and as they gain a detailed understanding of financial procedures work their way to the title of treasurer. The impact of financial risks on company value and survival can be catastrophic and sudden. The treasurer, along with perhaps a small team consisting of a treasury accountant, cash manager, treasury analyst, and dealer, are entrusted with a great deal of responsibility.</p>
<p>Gain in-demand industry knowledge and hands-on practice that will help you stand out from the competition and become a world-class financial analyst. It is prudent and wise for the treasurer to limit access to the organization’s funds because any hint of fraud or suspicious spending will negatively impact a nonprofit. Allegations of such activity may lead to investigations, poor reputation and possible loss of nonprofit status. Nonprofit organizations usually conduct an audit annually, but certain situations may call for an audit sooner than the annual date. Treasurers need to be available to participate in audits whenever the board needs one or an audit is advised.</p>
<p>In most setups, the Corporate Treasury falls under the Finance Group in the organization with the Treasurer reporting to the CFO. The organizational structure does vary in some setups but usually the Corporate Treasury is closely related to the Finance arm.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px%" alt="corporate treasurer responsibilities"/></p>
<p>Maintains stewardship for financial assets and debt including overall leadership of the cash management, debt management and investment management functions of the organization and its affiliated entities. Develops and manages strategies, operations, policies and budgets relating to treasury activities.</p>
<p>10 years of progressive treasury experience for a major company, with thorough understanding of investments and bank account management, required. In small businesses sand start-ups, treasury will not be a standalone role/function.</p>
<h2 id="toc-2">The Officers Of A Corporation</h2>
<p>For example, if membership renewals tend to be high in a particular month, the treasurer may select that month to pay necessary bills like directors’ and officers’ insurance or other anticipated expenses. The treasurer should be prepared to explain all outstanding debts and bills at any time. As a Treasurer, we are expecting you to have experience and good knowledge of financial planning processes. Of course depending on the size and operations of your corporation, there are other officers and positions , but those noted above are some of the most common. The treasury of a country is the department responsible for the country&rsquo;s economy, finance and revenue. The treasurer is generally the head of the treasury, although, in some countries the treasury reports to a Secretary of the Treasury or Chancellor of the Exchequer.</p>
<ul>
<li>Webinars &#038; events Connect with our team of Workable experts and other industry professionals.</li>
<li>If they adhere to these standards, they can generally expect not to be held liable for actions they take as an officer or the failure to take action.</li>
<li>Treasurers should keep a calendar of important dates and filing deadlines, including the deadlines for Form 990 and filing tax returns.</li>
<li>Several other more specialized designations, such as CTP or CIA, also may be in demand for certain positions and by certain employers.</li>
</ul>
<p>If it is, you’ll develop and implement a financial strategy that supports the business expansion. As a treasury professional you’re essentially a trusted advisor to the business on financial matters, always looking forward and planning how you can add value and drive success. Treasury is a key finance function that is vital to the financial health and success of every business, large or small. Given the range and complexity of treasury detail, we expected confirmation when we went into our discussions with our group of treasurers that technology has precipitated enormous changes on the treasury function and its future role. Acts in a lead role in capital structure, debt management, bond issuance and/or share repurchases to ensure the most efficient use of the company’s capacity and borrowed monies. Supports M&#038;A activity related to treasury functions, including finance modeling, due diligence and treasury integration. Ensures timely and accurate business/financial reports and plans; presents them to the Partners across all business units to increase financial transparency in management reporting and business line performance.</p>
<h2 id="toc-3">Various Officers Assume Different Roles Within A Business</h2>
<p>Supports treasury and cash management operations and helps develop strategies to maximize efficiencies, safeguard assets and minimize costs. Europe’s second Markets in Financial Instruments Directive for instance, and more recently the General Data Protection Regulation , both of which have ramifications for firms across the globe, treasurers have much to keep up with. The firm’s management of its funds across its supply chain will necessarily be decided upon by its corporate treasury, which it leans on for the smooth transition of those funds through its network. Read on to learn more about how corporate treasurers look at the issue of working capital and the tools and techniques used by corporate treasurers to unlock cash from their working capital.</p>
<h2 id="toc-4">What Are The Key Challenges Facing Corporate Treasurers Today?</h2>
<p>For instance, treasurers now have an ever-growing number of software applications at their disposal. Companies may devote entire internal <a href="https://online-accounting.net/what-is-the-role-of-the-treasurer/">corporate treasurer responsibilities</a> computer networks to the single task of keeping revenue models updated in tandem with the current health of the global stock markets.</p>
<h2 id="toc-5">Accountant Job Description</h2>
<p>A treasurer might also be known as a risk manager, finance director, chief financial officer, or another name, depending on the organization, industry, or the individual’s seniority. The IRS requires nonprofit organizations to file Form 990 by the 15th day of the 5th month after the end of the organization’s accounting period.</p>
<h2 id="toc-6">Subscribe To Nonprofit Law Blog</h2>
<p>In today’s global economy, treasurers face a battle to shift from a function which aims to gain marginal efficiencies through to one which can deliver major business value. Manage liquidity – Ensuring businesses have the right money at the right time is key to their day-to-day functioning. Treasurers are responsible for making sure cash circulates around the business smoothly. Macro-level changes are affecting the financial markets on every level, and Financial Market Infrastructures need to respond to the community’s emerging needs. Even if it&rsquo;s not required, having one can make you a much more desirable candidate.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/understanding-the-duties-of-a-nonprofit-treasurer/">Understanding The Duties Of A Nonprofit Treasurer</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>5 Best Peo Companies Of 2021 List Of Providers Ranked</title>
		<link>http://www.discovery-trading.net/5-best-peo-companies-of-2021-list-of-providers/</link>
		<comments>http://www.discovery-trading.net/5-best-peo-companies-of-2021-list-of-providers/#comments</comments>
		<pubDate>Sat, 04 Dec 2021 14:32:10 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content Best Professional Employer Organizations In 2021 Xcelhr Pricing Access To Dedicated Hr Support Customer Service Get Netpeo To Find The Best Peo For Your Company Peo Reviews Best Inventory Management Software Of 2021 Free Guide If you’re just starting out and new to working with PEO service providers, you could always start with the [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/5-best-peo-companies-of-2021-list-of-providers/">5 Best Peo Companies Of 2021 List Of Providers Ranked</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Best Professional Employer Organizations In 2021</a></li>
<li><a href="#toc-1">Xcelhr Pricing</a></li>
<li><a href="#toc-2">Access To Dedicated Hr Support</a></li>
<li><a href="#toc-3">Customer Service</a></li>
<li><a href="#toc-4">Get Netpeo To Find The Best Peo For Your Company</a></li>
<li><a href="#toc-5">Peo Reviews</a></li>
<li><a href="#toc-6">Best Inventory Management Software Of 2021 Free Guide</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px%" alt="best peo companies"/></p>
<p>If you’re just starting out and new to working with PEO service providers, you could always start with the Basic plan and upgrade to Plus when you’re ready. In addition to benefits like health, vision, and dental insurance, Justworks also provides a wide range of compliance services. They handle W-2 and 1099 filings, unemployment insurance, and workers’ compensation.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px%" alt="best peo companies"/></p>
<p>Not every option will be a good fit, but take note of your priorities, notice what will be best for your employees, and you should be able to make your decision quickly enough and correctly. We hope that the above information was helpful to you and that you return to this article as needed throughout the process. Your employees might experience some changes during the onboarding process. Much of the answer to this question lies in how things were done prior to the PEO coming on board. They will likely need to get used to a few new procedures, but not much that will affect their average working day. Other PEO providers not yet reviewed for this list include TriNet, Justworks, Paychex, Oasis Outsourcing, and ADP TotalSource.</p>
<h2 id="toc-0">Best Professional Employer Organizations In 2021</h2>
<p>You’ll need to speak with their customer service sales team to get a custom quote. Gone are the days when employees demand free lunches and commuter benefits. Instead, benefits like flexible work schedules and affordable healthcare have risen to the top. PEOs must work closely with small businesses to create employee benefit plans that satisfy their employees.</p>
<ul>
<li>PEOs will need to work closely with the small businesses they serve to maintain safe and secure workplaces.</li>
<li>Currently, the National Association of Professional Employer Organizations has announced that there are more than 900 PEOs operating in the United States.</li>
<li>With over 30 years of experience, the company focuses on saving you time, retaining your best employees, and providing comprehensive solutions.</li>
<li>In this regard, XcelHR offers a good all-round PEO service that most small businesses might otherwise struggle to access.</li>
</ul>
<p>Many PEOs provide online portals where employers and employees can access their benefits and HR self-service easily, but the best companies also offer mobile apps and one-on-one customer service. Paychex is a leading provider of full-service HR support and they include different features such as health insurance, employee management tools, retirement plans, life insurance, and more. Staff One provides strategic HR services, risk management, compliance management, employee benefits, payroll outsourcing and tax administration for a variety of small and midsize businesses across the country.</p>
<h2 id="toc-1">Xcelhr Pricing</h2>
<p>INFINITI HR is still very much the new kid on the block, but it packs a punch with all the services it offers. It is the official premium supplier for the International Franchise Association . INFINITI HR is a PEO that is franchise-friendly with services designed to the needs of the growing empire. A unique feature is its recruitment services, which help to keep companies stacked with the top talent they need to keep growing. INFINITI HR places a sharp focus on growing your business, offering specialized recruitment services that are rarely seen with a PEO.</p>
<p>The company has Spex Advisers LLC handle their financial needs while they focus more on development. Webential managed web development, digital marketing, and application development services for a scaffolding company. The deliverables increased operational efficiency and facilitated expansion. Professional Staff Recruitment provided recruitment <a href="https://en.wikipedia.org/wiki/Petty_cash">petty cash</a> services for a customer management company. Professional Staff Recruitment needed talent for a German-related project. KIAT was tapped by a Chemical Manufacturer to provide recruiting and staff augmentation services. To date, KIAT has recruited more than 20 employees for various positions and continues to provide staff as needed.</p>
<p>Look for a PEO company that provides scalable solutions too, so you won’t need to worry about your PEO stifling your growth—or needing to find another PEO company to join when you do grow. Justworks ensures that you’re staying compliant with employer regulations across the board. Employees can also easily self-onboard online, including entering their direct deposit info, choosing their benefits, and requesting time off. This software is appropriate both for small business owners who’ve fully outsourced their HR solutions to Paychex, as well as business’s own in-house HR teams. ADP TotalSource offers quote-based pricing, so you’ll need to contact the company directly for a quote.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px%" alt="best peo companies"/></p>
<p>While we&rsquo;ve featured the companies we think are the best overall, different providers may offer services that are better suited to different companies. This is especially the case as the size of the company, and how established it is, will dictate your HR needs. Start-ups may need to build-in scaleability from the start, while larger businesses may need flexibility to cope with employee churn. The LMS aims to provide in-work training development for employees using an online platform which is mobile-friendly, in order to improve on employee retention. For the normal PEO service you can select courses from the Paychex training library, but with the PEO+ service you can upload your own training materials and courses to the platform.</p>
<p>So if you’re on the fence about these or any other PEOs you’re looking into, we’d recommend reaching out to their customer service team directly. That way, you can both have all your specific questions answered and get a feel for their communication style. Justworks’ PEO gives your employees access to corporate-level medical, dental, and vision insurance from Aetna, Kaiser, Permanente, and UnitedHealthcare. You can also provide your employees with additional benefits like 401s, commuter benefits, life insurance, HSAs, FSAs, and even fitness memberships and Citi Bike memberships, depending on the service plan you choose. TriNet also features quote-based pricing based on factors like your industry and number of employees, so you’ll need to contact TriNet directly for a personalized quote. TriNet prides itself on providing transparent pricing, so they’ll provide you with line-item pricing for each service you’re interested in when you receive a quote. Expect to be charged a flat fee per employee per month, which keeps your costs predictable.</p>
<p>But, on average, $1,000-$2,000 per employee per month is a good base number to start with. They provide every service you need to take your HR challenges off your plate, including HR Paperwork, 401k management, health and dental insurance, risk management, payroll, state taxes, and everything in between. The big positive with ADP Totalsource is that their customer support team is available not just to you, the business owner, but also to your staff. If any of your employees have questions about their pay, entitlements, tax rates, or any other HR issue, instead of calling you, they can call ADP to get the answer.</p>
<h2 id="toc-2">Access To Dedicated Hr Support</h2>
<p>For example, there is a five or ten-employee minimum for several of the best PEO providers on the list below, and pricing will be affected, perhaps to a prohibitive degree. But, the reason they’re able to offer these great rates is that they cut corners elsewhere. They take care of payroll and taxes and compliance and health insurance and everything else you need so you don’t have to worry about your HR responsibilities. PEOs in 2021 are focusing on offering extensive cloud-based technology platforms that make it simple and easy for small businesses to use. A good PEO provides a platform that can be accessed anywhere by any employee through any device.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px%" alt="best peo companies"/></p>
<p>Professional employer organizations typically do not offer free trials of their HR services, and contract lengths and structures vary by company. Some PEOs only offer long-term contracts, while others don&rsquo;t require a contract at all. Cancellation policies vary, but business owners typically need to provide at least 30 to 60 days&rsquo; notice before canceling a PEO service. Some companies allow you to leave at any time for any reason; others charge you a fee for leaving.</p>
<h2 id="toc-3">Customer Service</h2>
<p>Their team of over 10 employees serves clients of all sizes across industries such as IT, financial services, business services, and gaming. VERUS CONSULTING is an HR firm based in Nairobi, Kenya with more than two employees.</p>
<p>When we explained that we were looking at competitors as well, ADP representatives offered advice on what questions to ask and what services to look for in our search. This level of attention was unmatched by other sales teams we contacted. It offers several valuable online resources, including its Connect 360 services, which put you in touch with HR professionals, who can answer your specific questions. That said, joining a PEO is a major decision, as you’ll actually be entering into a co-employment <a href="https://www.bing.com/search?q=bookkeeping&#038;go=Поиск&#038;qs=n&#038;form=QBRE&#038;sp=-1&#038;pq=bookkeeping&#038;sc=5-11&#038;sk=&#038;cvid=4C6F1478E53347A29CEC05BDE209BF5F">bookkeeping</a> agreement with the PEO company. This means that your employees technically become both the PEO’s employees as well as your own—that way, the PEO can legally share certain employer obligations, such as payroll administration. The financial penalties of businesses that fail to stay compliant or slip even once can be ruinous. The owners’ vision was to create the first-ever customizable PEO that offered a variety of services in addition to traditional human resources offerings.</p>
<p>With professional employer organization payroll services, you don&rsquo;t have to worry about any of the payroll administration in your business. From direct deposits to expense reimbursement and year-end statements, a PEO can take care of your entire payroll system. This can reduce legal problems for your business, helping you earn a positive reputation in your community and reducing employee turnover. Since many employees seek an employer that can offer continued education, partnering with a PEO that offers training and development courses can entice top talent as well. Make sure the PEO you partner with assigns you a designated team of experts who can handle your HR, risk management, benefits and payroll needs.</p>
<h2 id="toc-5">Peo Reviews</h2>
<p>These days, much of employee management can be done by the employee or employer themselves via a self-service portal. This gives employees greater control over their work life and speeds up the turnover time on certain operations. Always check to see what kind of online services the PEO offers, as you and your staff will be using these a lot. Engage PEO clients can speak to a specialist support agent for each area, including an account manager and human resources consultant . Account managers are Society for Human Resource Management certified so they can offer legal advice.</p>
<p>Both of these save their client businesses time and money—sometimes thousands of dollars. If you want to remove some of the headaches of HR and doing payroll on your own, contact a PEO and see how they can help you. In addition to charging a flat rate per employee monthly, it also charges by percentage of total payroll. Of the seven PEO companies in this guide, only XcelHR has flexible pricing. Further, the provider lets you add or subtract services as needed, instead of bundling features per a contract.</p>
<p>Remember that the best PEO for your company at this stage may not be the best down the line, and renegotiation is a must. Florida based Siracusa Staffing &#038; Leasing specializes in workers compensation, payroll services and tax administration for small and medium-sized businesses.</p>
<p>If you choose to offload a little, you’ll appreciate the simplicity and intuitiveness of Paychex’s HR software, Paychex Flex. With it, you or anyone on your team can seamlessly manage onboarding, hiring, payroll, benefits, PTO, your policies, and more. With the add-on, your employees also get access to modern health and wellness packages to encourage strong mental and physical health. Plus, you can get help with 401s, HSAs, and commuter benefits to keep your team engaged, healthy, and happy. Its full-service HR management services paired with intuitive, all-in-one HR software empower you to focus on other aspects of running your business. Not only does this help you save time, but it also helps you save money.</p>
<p>Based in Mumbai, India, they specialize in payroll processing, financial accounting, and HR services for both small and medium-sized businesses. CodersLink is an HR agency based in San Antonio with more than 10 employees.</p>
<p>VERUS CONSULTING provided HR consulting solutions for a nonprofit organization. The organization was looking to recruit high-ranking positions in the organization. Three of the four people selected by VERUS CONSULTING were hired by the organization. KOISRA Co., Ltd set up an e-learning company in Korea, handling marketing and PR for appealing to the Korean market. They translated campaigns, created copy, and sold and provided the actual service.</p>
<p>We publish unbiased reviews; our opinions are our own and are not influenced by payments from advertisers. Learn about our independent review process and partners in our advertiser disclosure. Interested to learn whether or not Insperity can handle the PEO services that your business needs, check out our Insperity review. Through Paychex Flex, <a href="https://adprun.net/the-10-best-peo-companies/">best peo companies</a> you can view the type of benefits in which employees opted to enroll. XcelHR doesn’t publish its fees on its website; you have to call the provider to request a quote. A third-party site claims that its monthly fees start at $49 per employee. If you need help making a final decision, follow our guide on finding the right payroll solution.</p>
<p>Author: <a href="https://twitter.com/number1annajo">Anna Johansson</a></p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/5-best-peo-companies-of-2021-list-of-providers/">5 Best Peo Companies Of 2021 List Of Providers Ranked</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<item>
		<title>Accounting Research Bulletins Synonyms, Accounting Research Bulletins Antonyms</title>
		<link>http://www.discovery-trading.net/accounting-research-bulletins-synonyms-accounting/</link>
		<comments>http://www.discovery-trading.net/accounting-research-bulletins-synonyms-accounting/#comments</comments>
		<pubDate>Sat, 04 Dec 2021 14:31:42 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content Fasb Accounting Research Bulletins Bank Financial Reports Failing Bank Acquisitions Resources For Bank Officers &#038; Directors What Were The Accounting Research Bulletins Arbs? International Collaboration accounts for the articles that have been produced by researchers from several countries. The chart shows the ratio of a journal&#8217;s documents signed by researchers from more than one [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/accounting-research-bulletins-synonyms-accounting/">Accounting Research Bulletins Synonyms, Accounting Research Bulletins Antonyms</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Fasb Accounting Research Bulletins</a></li>
<li><a href="#toc-1">Bank Financial Reports</a></li>
<li><a href="#toc-2">Failing Bank Acquisitions</a></li>
<li><a href="#toc-3">Resources For Bank Officers &#038; Directors</a></li>
<li><a href="#toc-4">What Were The Accounting Research Bulletins Arbs?</a></li>
</ul>
</div>
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Gwvim19LT57Q0+TM8kcUbIYKeBrJT6HDAm/4zdeeDf2w91T1JU0lBFlGS0jl0hSlWqUpaIj/AOYL3JIu1vuMdKhCkoq2dsPD8UOZJslqHxz6tzTqWpy5elIqely6V6epRw4k8xTYjUTbb4GNJy/rSlrISXy+dZUIDxoQbXFwd7Dex/TGK5HC1ITN5ju0hJaSRizk6tyx7nj874ulFmjQRtUQKpCkiw/iJFyfttbE9Tti6ii8PDcOWPKNbiUzRCdB6SL2Pb72xxjUcXXfGc5b1JmVLUJtIFkIDou4W9tzvxvi7UWdK8ems9Lr6Syi/wDljheSUPuOXN4Q1zjZIFCwuD/nhBUjthpczRX8qoi0A7LIN1P87j39v6YMsG7/AJ4rGakrR5eXBPC6mqGNJG5HG+EmPa5F9++CQh4uCD3x4Vtfv7C2DZKgZYhe9sK8u9/UMO2JAuLDuO+PQEtci1jY2GNZqBhEbajwNsKMYFvST229sEAIN+32xwABBuRt7YO/2NQMYd7/AM8cYWtcnjYfbBRAIuN/fHjfh2t+mGsDQJoNiT2wl0JtgrSLW0g4SVsBsf0wVJgoDZDe3thLRi1zgvQCTddsIeMWP9MFSNQIU9x+eG2jYMb7L2wYLEEEbjjbHhjO1hcgcYopUK0AmME2vvhBiJNxYYN0i1+/2who+G/3Ww6kCgFoTwOf64aaIt+IcYPaO43J/TCGjGiwtiikhWiOeHbe1r23w15Dey/rg/Tq9BHB7488pf8Amh+mGNQckZVNRsL8YdjituTa+22HbFCtyBq2GHEjte4t7Y8yUkUSoa8sqSQF5sNr4WthdQ1zx9sOrHp3HP3x6IVO5UXwu4Iw0ZC3JAufbHscYCkE9+2CWQHVtpv3xyoQosbi4wspWNQlYxsQT+uFImltJGw4B74WqrcAqb9zfClQm5b32+MLYRCxra42OFtCbEk+3GFrHqNmUMPY4VotsTcnjGswP5Xyf0woxkAFf6YfAtcMBhQUX3H6YSzDBWyixsftj0Bjfj7nDxjBNwDjvKGNYaGUVBzyDbCtAvfvh3SLWAtb55x47xxxh5nWOMDdnOkD8zgq30HaJUb34PIOPJZIaeIyzyqkcY9TObAfngSbOKdVLUsT1JvpVUUm59x7jGT9W5lWZpVyfttK5ZaecxRUj/u441VT+80cXNwATckHtxh4JN9ndptBl1MkkqLfnXiMkaTR5LCz8hKqVbR3ta6gm7fpjMc6r6yurpK7NM6qK6dmuEeYtFCvFlUWAF97ckj7YRIjt5YW6lz5Y07sxvsB8bHc7YjKuSOkqfppFDshuq/wqxv6m35v/L7XxeLXUT6XBoMOkjdckbWRrRRu0vmFZySgZmBDfxFv/wBTbvjqB2zScPXyaYqQkCmVPLOsJf7G4AF74OyrKos7zs08snl6tGpmNiDwp+5tsfkdgMDVUsb15qcugWWhaodYi0gXQq6kMg2uSzKLKbbb+1++L2ra+yMv7s7XRJJXU8EIjpGYSH1zF7grxfT7cj9MRlU7yAGFryMfSDvbDUiyzNHHTrGdQ1MLEHV3/K1sHZZlDtI3mhRawNgQL2vt8b4W4w5Ztm6W0Epq2rhSBpIXtKbI6pqRSWKgsNyBt9sScdZMIyFFRrVIbyLA2kea5RLbdyrk27YkUoPqKl7K13TQtxZlBtovvyPUx+WPth5J4pUp6r95JDK89RCt/wAPpCRE9xZXH23xCeeL9jqjg2R4ITLOrIs0m0UVdqqpDFIKZy0LsG9SW1C4+TYjY/cSOb5l1XlWZfRQTZeiS3dD9UJCpDOrK2kWUhlOxO43G2+GKzptHSnqaOMCakMarJbcIiKlr9gVdv0PviOppSQAxkWX1Iys/BU+o2I3wYOE+kQzbox5NAy6t6gkpkkqeoqaOCSzDTR63TbcXLj3B2HGLNk+fZpShIhnFBX09r3likie3bddW/5WxmyTz/SsaYhpIHUtEwF2S9iwvtte+CoM4MNQ1LU7AH0Mo2HYm+ISxW+CE1DLHbNWazQ9XZbPItNXgUFQ7lV8yQPE+5A0yLtv7NY/GJwIwudQt2xjfnwEhpXLRkbEG674l8i6uzHLAkUDCqpFBU00h/1Y/wAJ5t8W/LCqNHkajQc3i/Y07ytrk2x4yLb8XH88R2TdT5PnY8unnCT2u0EnpcG29hwfyxMBAePkW/PCL0nmyhKDpoHWJwulieee2PQg9zxaxw8Iwu36Y9tp/De33xtwowRbaxx5YcYIKK3GEqiqLWw8ZKjDWn2thLRm3GHjHbYY80kbe3zhrMDsnuOcJMZtq1YIYcHcEHnCfLAvYcY1mBGjJthIQN3tbBZTuvPzhARiG3t7YNsVqgZk5a4txhpl8x7+29sGeWLatIB++EGM8ryebnFFIAKU50gXv/LDLxbbEC/8sHSIVvbuMNCPSON8MpfIKAljuCL737476d/7y4MdDe+E2Pth7YA7SSQbkAY9FiRpHHYi2FhCbOu23BGFoikkWO++4x5jZRIbVNI2PPG98KWMgX+cPiJAO1u22FKgO5G4wLDQw3p/FuMeot0JHf8Alh50W1iOe+PEi9QIPGA2GhCqQ1rEm174WtwdOlv02w4qX9VrYc8r5wthoaUXvcYVYW43+2HQoVb49AQjncdgMazUM2vxb9MemI6SbEXGHgoIJ3298eyLHGjSSuERRcsxsAPk9saw0CpHKRe+3a+PWUohdnUAdzsP1xQuo/GLJaGskyjpzyKuqRzHJPK9oYmAubhfUxsPjt74EqOrK3MaijoaqVJPMbTK0auF3BO23x74o8co/cqOvDop5ld0iy9Qdb0mTUk7UsP1dTGh0qGCoW7DVwbnbGRLnXi71T1RllFm/TctNPNTDMfIDjyljk1CFALX/gcs32GNNyLpTKK1YKzOKtnpKX/jNUVb0kmxSELyxv6r/cfOFdR9Q1NbDLlHSVBNQUc3+vlj3mm9l182sfwg27bDbBhqI4+Ixt/J6WHRRg0o/uSlb1zl/ROXRZPlEUNZnXkj6qdGDxxSf3SV/GRxYEDbe2MfzfOJswr6mvnl1StKzygsC0jn+E24Xe9/t2tibgp5KaIxjyvqJdnkO6Qi/wCWprD7b/rA9REU4ilpCsssivJZzdmNjoL24DG9l+x32uuDElL8s9XE44OI9gpkeiy9mrZS+ZMis1hpKKxLaVU7KTx72332xGwZTUTSx+Qp39RUk2Bvdi29729/jEgmS5nU5d+0oqiGLMZD/raiMMqWt6iotqJPqsSLDnExk2XVa9Kx00ueZW+dwsZIoqWIM8yIVLSSRFrxqysbEX9TKBcA47LWNWmLlyOb56IHLaSgy6J4MqlnkroNcc89QXOliAdFmFza+5udz97c1PBBqkWN2kAsup7sWuSN/uT/ADwXlOUSwZd+9aRlhjBepe7eY22pj3JY3POH4MqIkVZRqmlj8yNR+KJD3I/vG2w/Pth5ZVbGUdqIOly+dZwFQud/NAFz2su3fFjgo0WWN3KtplFlABUyWJAPwtrn5AHfBlHRLQzx6GH1NRqMUTHVpj4MjdwouN+52w47LDllL9FJoWZX+mLn1uoK65Dfgk23+Rjly5nJ0jowwTe5gVQFeGrlh1eaIXjiC7Wkb06vsASb4W0UUsqpCAh0hQQSNNyB/wD5H6/OPI5IqWONJYjHLIjylVQkBEBNza9rgG3vY/mzXtLoErQPDFLSVNSwcAOsSR/uwy3vvIwPsbWve9px7orlmkC0uZvXUtZ+8kW9nRfwsv4VseN7E7fbAFTTCpYZrpPlO12jUWIYndgeb87d8S1XkkbZKirJaonmEYAsDZQGLH4LADDQyiVpFy2KWRo4HLuTxxYXNufxd8Xi1FumcmWalHkfy9Fp68PFdnRtCahvaw1C3t9//LB+d5FUxB6ukQMFk/eLYHQSAL2H8JtyP5d5/p/w/wCocypjW5Xl3mpK5cVEswUAi2wud+4/LElU9Mdb9PxPmWY5K8lPDH6/pp0lCqL3JW97WH6fbEpZ6lcWcMZJ8MzWOWqQClQFdFnCEag1+bHt+WJWoyrqDKqCkz2vyY/satiIgrIGLlGBtplF7gnaxtvcjtiSraHLswjjqcvvH56a4gq2Ck73W+zb9hjV/DvIZK3oqoyHqCnkNLUSNojeMjY2N1J53Fx7YOTULHG6EyLarMJjlrM0qYaXIKoz1DErEioWdWX+G2zX7jFmyjxE6lyavOV51SfXQxHS12CzRm/Zj+LvseffE51H4SVHTckvUWTu1VPSqHREYRyHe5dQfTqHPvt3wHmSf6aCHMZIXhz2RPUiRqsdaRvrUbaJABYqeb7YfzoNKuicsUM62yLpkfUeTdR05qMrqxIUA8yJwUliP+NDuv8AQ9icSiAEcfH2xh9RHX5fXRvAJqWtjDKKqF9EijkowG54vpII2Pzi6ZH4jzU4Sl6miEqEAfX0sd1FztrjFyPll2+AMZwTVxPPz+HTxcw5RfTqWwAx4qbG218Lpp6Wtp0q6OeOeGQXWSNgysPcEbH8sL0Cxtf+uJvg4HGnTGvLNyfb9MIKALqJ3wQU1bc2748Kek35GNYtAjqzAqNvY480PpHe2CrLYnmwx6URhzv7YdS4NQCVJJ03/THBeVtbBTogIuCNu2OMcendCBf3w6aYATyxfSBf3wjygGIRbXwUQQdlAvhLqpII/kcMmBoEMR/iH64bkQrb2HYYNZAeePbDLR2sQTbDJpgoFYEkgE2tsCMe+XggotixsAo3PthrSv8AfXD2AkFT0nULY9VQN9N/nCghFgFFu4G+HQL2vbntjzWyiGiOAVvhYVSD7/bDojJOq232wkIym5B/TC2GhvQDva4vj0IPkYdKWAI4Jvj0KL8AYFhEBQN9iNuMLEYbgHC1VrkAXB32GHEVjY9sYyGSoK2CbHa2FIgQWOFTPHAjTVEiRoouWY2AxWc167o4FaLKYPrJRtra6xjb9Wt+WNTfRWGKWR+lE/XVdHl1K9VXTrBDGLl3Nh9vvjGevOp896+k/wBH8sp5KXJFlRpAtjLVhHDDV/dW4GwP3J4xJ175n1LN5+YTyS6eEGyL7WF9v64OpspkjQhikQC2ARdyOw98Whkjh57Z6eHSRx+qfLKLkPh3HR1dVVx1MsLTn/jEoUDUSoDMW7k2W+m26j5xdcvyyno4Y6UNIsJcGSfTrc2BtpHIsMIqpzSxsiwqW3IZmuo9tvf5x2W1OaVyClpYjPM6lQOFG9iThMuWebmTO9UlwS9O719XDluXxshl9RLsSztexYj3tYWxYcz8P8zqMhany+aOmrJNKar7hb3JJ7XHtv8AOLJ0l0dRdNUyyvGJcwdR5srAXXj0qOwG364A6p61pcrmemp6tZKhn8tTGnmLBte5XbU2wAN7C+OLc3JKBF5JSlUDKM36cqMqlNLV6fKhm0QhTqYWAu1vc72DW7E4h6jJoq6qjrq2mcKFCR3c7ab2JP8AERc7+5NsWDM8zq81qmllYxFRpSIEsqA8luNTk7nv82GD+nenanOmernVUo4F1tJJsiqu7M3wPbfHW5uCuR1KSjHnsisj6Bnzn6msrqoZfl9FGrxixe0Yubum17kdjc3+DivU/S0OZ5mM9pBIZIHKjMwpjadNRPllbtdSBbSdW/HAI0rNuuaKegmoshQU+WxkRSVRS0lWxH8I7A9u9vbFcfOI4MolnrT9LSUgJkkjXWyhmCjSo/iJIW497DAhmy8t+4sZ7nyEUOUZeMtmzHNDKlDl0QlSmDAMzngtfvf+tsC+HnSFV1HUT1NVKjS1E0ksnmNqWBCdkBA9SoNr9+MIzGvrc1NPBRUYgM50CnRv9Ug/ia/J4HtzbffFtzRv9HujIum4iYMxzBEE/lmzw0ykHSx7FraQPY4Dk4Kvdmnlb4RniGriXNZKqOV6/qOpmpKSUKG8mije1yRsvoN/lnBxbetegqfJaDKc4gMYQqlD9KTYR6jdAhJ9h6v+ip7Yg8ipHzvOKaOOWxqdNHELCyxhyWf7sbfkBi3+IOX57VdW0sOXu9Vl2UUkM0sZOmOMre5YsbXIAN/sO+NKTckFTnvSR74kZfkmRZFl+WS5XTTZi1MwmqZEs8UalGP2uwt+R98ZlNUVPUFekM4jaRki819IBFOoPlrYe53N+xIxN9fdT1XUmaU2crGYo6uoSljpyu7RhGIvYjhtTna24xCRpJl/UFYEfVPKIw5Fi0eg2CHvYiz792+MUxrbB/IjnLYSE1H/AMdjJiPlinfSRuA1yEBB7Xtvi+dA+GVPX0UGdZ7K/lli8MMTadQNwSx5t7DFVrYnJEivtUR+UwI/C1tj+f8Auxrnh3SVdD0dlsVXIJJZIzL6W1AKxJC3+BiGTJLZaJ5JOOO0WSIRQxhIowiLsAOAMVzxF6ky7pnpSunzB7GrhkpoY1NmdmUrt9r/ANMWNSwUAqbkWsMfN3jp1quc9YUnT9Gqy0VKJaeRiRp85LMwG+92sAf8BwmHG8s+CemxrLk9XsQHS3UWeZFTSfsWl+oqMvkWWOCb1I92uQLiwIU/qMfQHR3iVQ9R0EUmYUstDVMoEqOh0hrbi/8A6GPn6gno8vtTuk6VIvMzLELMdxue3IGLPk+b0TlIamZaSsI1HU50X2sCTbn/AH46tRDcrSOjUxU3a4R9B1tBQZ5QSUVSqzU8otdSNj2IPY4yTqjLc76QqoEqA81FE16WsRbW9QOlyN7/ACfy2wiiz/OMpmV6OqeIpuwvdGH2O1sWFPEKWtjArEhieQeW8E6F6Wf3FwNUbW7m4/rjmx7oP5RGGOcXa5RmfUsNRn+YT57ldRFHmMxV546hLpUFd/8A8SLbEC4viKqEq4tE9NC5dWHnQOx1ji5ubhgDcjg4kc5rqWbOqr9mQCmjjkP7qKTzPL/6LDZh8jAxzFpF9ctm/CHF7X9iOxx6ONNJUdkMkaqQrLcyzfJZVqelszjszsXiI1RSkH1XW9r/AM/nGmdK9cUXUL/QVtN9BmSqC1MzXBvuNJNjv7EX++MohqZ6V/MViGuW23F78374sydV0GcZf+y+pMrgqUAssqEpInsVdbMhHxgy3e6tfjs5dToseXld/JrBQ7gKQR3x4VYrYAk++M6yfq2tyCMhM3nzvLQSQldYVNOt76RKotJzb1gNtycWXozxG6M69ovrem86ilIdopKeUeXNFICQUZCQQdj74ntdbkeJm008Lpon2S9yeMeAAA7HDzRuLXS1jvvjiPULiwIxjn67GbX32+2EhF4t2tbD2gk+/tjrWDEqfSeSMFOhWgcxjb4w0YyrCym3bBhICna+ElCw274ZSsAKUF7WO+G2jvYEE/PtglkkABULe1vVjwo4A9IN8OmYF8uwNl7Wv74Xqb+8f1w8y6eQT2wnyD7N+mHsFD4VdA1XB2OFIqng3A74Ai6hyCcF4c7oGAW+nzlBA+xN8RGbeIvTOVaYIK6OpqJG0IEYaS1r2v3/ACBx56TZ0Rwzk6SLUqL8nHMVQ2ZgPgm2MxqOuczzctBSzyanRiIoU8tCV7avxYnMvrPo6aOTMMpzCpl0KX01apGGub/w6rcd74SXpOyGgnVsuJeMKNZQFv8AFsMDS5lltP8A6yqUbgbXO/5YrcnU+e1NY8VFS5XRRAegmASyaf8ApN/lgLNYKrMovOrsznmdDqAVQFA72C2FsLZSOgTfLLFV9XZXA5SJWcjkuwQE+wG5P6YhZutMyqVkjpIAr23kKaQAeLXuT98RcAy2nh1lI9XZgO1jv/63x00v1DQiOVV2uoYbG3Y23sffDbjshpMMPaz2tps1qx5tXmCyEC4W5cD7i+36HHlNSUcTjWFlBBGvTexH9PyGHKnMloJBFtqYktY7D7ffANTmlROpSGnChjfUu9h8nGtsrUUuET2U0kWa1a0kc8NM4U3lncqAByAO5+MTFRD4f5ZM8VbnFTVzkAuaa5Q/HpFv54z6o8wEwSEiVyCuojg974TSrNXZh+ycoMcjqCtRJr/AQbaAQNvvzhdlqxVT6LzP15S1mVVGTZH0xHDK6tErMFKxrb8TWFy2/wA4P6FyijyjLnzJKOWerdxHAjpp1G3IPFrnn498DZXl2WZFDEahiKlwsqU/Ek9tr/4Uvtc84F6o6gq8hiWKCsK59nIeSG7lvpqc6gZVHA/uqv59sS+57Yhq1SCuquua+kikyfLRFPVsWWqqC90jUWuBpOwuW25233Jxn/1qwyho2d5Tdi8m5a99/gb8YZmWGlRKSnvpBJd3a9z/AHieSe+LNkfTKqTnOclYKSmAlk80EgA8FxySb7KL3xRbIqg3t4QFkmQyZpWRRtTymJjra9wHW/P/AEfnEn1NnbRU8nT+SzhMpjHl1NSt9VS191W38A4sOe+FZ71HBmFL9JlHmwZejASE7yVDn8Ia3A+OB3xW2jE84mmkMcQh0A82UWJVeNyTufm2BH1cyGjFSXIPUJHUpq83yaOBQtyLC5IGs97nYW/TCql6OoWOlkBSnp3WaQDYu47sB/IcA7jfgaqeBkgHpUQFnVQ9xc23Nu4H6Ym6ilyTKumKXq/O3qnp2mdoaSJADUFVJGpuVQergEk2xZRcmkFcq0SWQNB0rlcvWmYxq9ZVSmKiopSB2HqF7nSpF9hux5xWJJMyq1nErySVFT/r5S2pl1ndr+97Af8AlihR+NdV11mEOd0GVyFZClJSxrAbR06Mb+WObWvufnjFxOcQJXNC1TFLUSBHCA+pUAAINvm+3bDTwZMXMlycyzwlLh9EpkOe03TmbxtT5fFLVEMyNIbJTrwhtb1MSG2uPw4dz7rGOsil6VrUqZ/NKV81S0zK0jXICkLsV99RPGwFr4jY8yoVSUPRrLJONDSXA1AcC54tvt98VqoEk1VV5lHD5qLaKmtNdibi4cAmw1BQONr4XZve9oZZU23ZLPWNVZuaqKWUxJIaeCPew0v62+5JYfZRhjJUFdnLdSVDyyzVCqjAyMTpDEqNJNrAsftsMMZXKI5pC9NM51sjAKfxhjqP/WxZlhRVWaFFjGk6lC2C7YOSexUh5ZYy9KH61HE95BcsRrtsLHjG65IifsSgCksq00e//wCIxi6Uks9NE9SoPoDRyKN273/Q42Dp9ahem6CKcSRS/TKvpUal2tex+PfHLJ2iOV+hIPqJIaaneWXdURnK8sVUXNh3x8aZ7m8WfdQVtVS06pLNLLUkKuw1ktpX23JGPpDqfpSsy9ajO6vqWRsqSnK15qXKyRRWs7RsvJYWFtt7e9j88ZP0KlVHLm/1cseqQ/TOVAkIbePWRtffcD3P5dmjcIXKTOrTtYotxfY5lTTVmZyS1ySiJ6VYf9YCyED1ent2PfFmmyvLqvK2pvPkNQlkR2Qiy8C7cEH5+PbEdTZFIY1q6jWtREw9anUdmAa47Af0vi4wTQV9C37qGGWMeTMsbXAI7kdtrEH5wc+Rx+3o03atAFDPTZHltNS5nUPOju6pZNbaRwCBvtvxh6opYZ4vqcvq/LXSGaGa6sO4sCf5HDdHPRGd6aonSN4UUoZI7m53Qg9hsRf5xzZok07QVMemW5GvSNLj7/54g227QIzafBGHyiRHKhE6H93PGdMin4I2Iv2Nxh6qplliapIiax1PJEuk6T3ZOG/K3fA2YU6wM09JJpZGPmU/dflRvcfY486YynPs/nkPTc9BVVMS61y6okMMrn+II1ip27Gx+cdMXxuuikmnygWWlqPLaWmZZ4Qbho2JVRfgjlfz2++A2Z0cPHYX/ECL4KyXNqDNZp6fyjlGb0zMs8DkBgwNm22uL33H5gHbBGZ0NZCpkqaQlTuXi2A/3f0x0LIk9suAKVEU2ZVETCSCUhhvYe/2wPAmWVFQ9VT00NJWP/rGjQJ52x/Ha2rn32wtnhYFAQrAekuNIP58HAM9P6gDdXU7Bu354soJ9MElzfuKi8QfEDomuVYM3qHoml9EUn76N1+NQaw/TF8yPx9zNjGucZDS1Mbu1p6eQwkr29LFhqG+xIG1xsdqMk/1KGjqow5N/Q67N834BxWsy6erMqepFGzvG/qWMm43/F/XYje/zikVCfElTObJgx5fvR9T9NdfdI9WRK2TZzA8pJ1U8jaJlPtpPO/tfFiMbbqVI/UY+Jaatp8vKTGYwMG8uORmJJYfwtc3J5scaH0x419YdLQqK4nOMujO4bdkHtfkbX4P5YlPStP0HHl8O4vGz6V0kGxB9+MeFBsOMUvpHxl6J6uRQtaKCoJA0VFgh+NfAPwQMXnSrBWT1K24ZTsR98c0oSj2jz8mGeF1NUMsoUXJwh1uR3t3w8yAglh+QOEBQotfntjJ1wTGuR7WwnQfn/rYI0LbnbCdEfx+mHMZBkXh9Q9RFvpstjNRApZ4WkDDVfcpc7qPbttfDFdktLltU6yZclPURW1AxAXK7D7e354KGVVmWp50M8sjXL6lkIZNuAb7/OCqBEqIGnYeYhuHubi/v77Y8zfJ9s+q2IByuKojlesqkvOrHSq/gCHv7m474tCVAMSmGCUD0gqPc77E8jASp5MkdXNMJEUFArb2Xbb7YdqamDyGSFgCNvSRYg79tx+eEk23yCkuA1JoUjZlZg7EqSQLrgNsyEOorLG4HpIJ57HERDNUicohezHgb4erqURorz2J/CLE7X9wMNGLRq+AeqlBnZkkZIzuFUggA25v+eGBS1DQho31ITZSTbnA0NHUz10OuS6bje+9jb+gGJXNGanhURLGsNOwb8R1O1iOPb4xW3Hgm+AN41SZPqpbnSVYfPt84Hrc3hy+gs+xLFdNwANr3Pc8WsMR9FkNKaubqDNc1qq1Kb97pkvoRr7BVG3cCxvhzNZY6WepzmoTWNO8akbAXPFr74180jmyZnGNkt0vmFDn8NFU08cdTUVFUsD+aCjJGTuQGt6gAf1G2LN1H1J070Bn0fT1JQ+bntagq5W8r0RezXtdif0GKv4S1eb5rn7VVf07U0NFIoaP6lQNZBFrfFu+PfF7M1pOvMzzHPc5hgoKOGCCipomUVFQugOyr3C62PqNtxhfL3Tcfx/I8ZuWO+if6DzSq6i6mlnzCZ6mOdljlltpBfe4NxfgrsNtsRXVGaZtXeJfVGW18cjQZbJT09EViFkiaEOfi12v25+DiC8N/EHqLqGXMcp6Ro6fLng0mExRiep0G4suv07kG7Wvfk4qnQfVXW+a1M2efTNl2WVdQ0sk1UVkrKhkOnzJLjktqsoIAAxVaeS3Xx0LGfpUk+GaHkfkU2dU7ZvHrhRwJnjJK27kEX3+18F9SZ3VV1fWhq8tlEU+qkgC+UqR6QPUO7Xvubnj7Yp1P1PNmeZLl9HBCkutynnsTrcHcjuTa/b3274HraTq3O3+nbOoaCnjB1pSAGSxFtTMb29uRb78Lsalc+BfOUeF0TOZ9QZLklGKvPK+KlUtZIZZdDvueQNxe3HOK/mHil0VqLN1HFPJIo/dxIxKrtZQANgLYGpvC/p85i2YZmkuZ1jKWaqqpdZ1cCwJIviZh8PsmTL3rDlseVUUchjaWeBdc8hs2kDnvf2t+mLRjp/dt/wUxvJk56QT0XmnSucSHOM5rZaPKqYlhLVQOiSvYlY0axDE6SSBwATioeMnipRdT52Mj6MkmMFFGyVWY1aaUZnt6IYuFVQdPFhcm5PFW8R/HeVD/or09DT1cVAxgimjW0FPZQG0LuXYnV6jxbb4o6dSGSO4WZ7sNYALG57m42/XHp6fQ7X50418Kzl1ms2rZB8/+/kk8tyurBjpnzmrpdXp0oQgA+DcG3/niUy+EdLxV1dLN+0PMh0wGKVDI/rAuSSRpI3B34PthzKskzPPKhZaekjigdGcVNQw03BK2Fjzcdsah0b/AGfsw6oimzGh6hXy4ZFE8LL5alrG+htJ2457323w+bURg/7jOHHp8mRbkjLxPVZ7pbqRaqlSOUnTdnCLsPSpPNu/ONHybprpumy1my6aV6eamP72IFW1WJJC3JLffFO8V+gaLw4z2KV+q5moHRUqPopfOjjY7BW1CynUAbC2x+cXzoup6dn6Xho8urYq6rt+/wBL+XMrcatCkkbd98cmqaeNTg3t/wBHRgwyjl2z7/2DZB1l01XTCggqmjqppWuZNopHuSSrFjYNfYG3FsaCr0z08bUukXF7lbWI+DiOk8E1zCgy3qWmyenzryYSZI42MFSLEqNgwVyCosPg4js/6jXK8l/aVPTRJMaxYmkAO4k2UOtwAAbXNrgnnHnThDI15Z6GLFJy/udGm+GlJldfXVJzArNXQqjwq5OnTvcheLi35Y0/cgkED88fGXVniBW9D5nTv071Wv7RnAeaERxyMh5L6j+EEHYC+PoHwV8XKLxEy05dWyrFnVKpaSPUD5yf31t+hHbAyaacY+Z7EMuSMp7UQfjd1XS5vOvQtNMCI3WSq8uS5d7G0RH+H8R+49sUiBJ2omhgIEKsTbUVYKvA4+DiE8XMtzig676jTLp46TORK9dSRObR1dM5vZGPcjVvfZudsZ1034kdQ11DUUsVTMWgF5Kd4wzANcXU9xf2PIOOuGllLEnAtlzLTxUWuPk2PpnPsvnzGajDRw1NSWcRvKt2GkXa1r7+kbkbXOG88kNBI1VRyWvZHcixI5Absbe/cYxqu6rq1zyPqSKlpI51dWkiiZkWQIwvqJNwx/wnfGw5X1BlnWuWSskTQ1Mg0mJ3GgvvbTY8bd7HC5NPLDJTfT7J6XUrLNxZWMwzCpklDhgrrw3IBHa3th/K8yqs3mal1AEKSykc+wH33/TAssU1FXHL8wjliUtYMbm29hbA9TQ1NHUvJQSXnju2ngkC368jHTtTjXud0o0Tk8GYRqpZy0kOx/v25323Gxx7TSZrl0qZzlNWyTpYs8JsVPuB9jg3Kc5o+ocngOYM0c8TaY50HqBUjZu9uxGC0p/oZpMxRY3iey1EIN9Dd3HweftjkWRq4yQjdDOf5zkHiFkNXJmeVvTdR0YMtJmlHHoeWUblJAthduzfrcbGn5R4h5/l9PpE1NUVcHomhqjo1C4/FbhtrXtY4vVZkEEqnOsiEcUjX8yFZLJJb+h3OKbneW0eeM8c8JhzJV0+qPRKm3G34l9x+YOLYJ4pR2tcA4yekmcv6r6S6uUUtTCuVZgDZ4G/C5+Aed8BZpSPlQCzL5kWqyDVdfsDyMY3mAz/ACvN48nzckVNgaRmsv1aA7hHA3dTtY9sWPI/Eqto4o6KupxWQXHmpIT5qDuDf2+R+Yx2PSOHqxO0zkWqlgk4Zlx8lvZqOqAVajy3vskl7E/4WGxw4aioj0w1Opgn4WB3X4+RfHtBBlecf8YypJVuod6SrheJtJseSPnkEjEmy5csRoX108248idd25/C3DfyOElkSVSTOqOWOTmJCVuW5TmAeoqKW+oDVNF3t7r8YBpKGhyKdZZc5iEMjWjV13uRfbtf4tiUeDQ9qdnjlHY7X+2I7OMvhzKibLswgdY33JjOnf3uO/2w8JfD4YJKSXp7HqTJsjzmvlaizygp5ravNppVKNsfxpe6n3I2+MTWT9Udd9EsBQ5g708ZPpt5tPIvyh4+40n5xk+Z9LZtlTeflVT9XCWso1BJAPa+yk8fOBaTreui87K6vXK8h/e087NFKD8MLfG3Bx0+Q5q4u/w+DgnrZQe3NE+semvHfK6uKOn6ryqbLZnIUTQqZIGPv/eA/XGkZdmWWZzSityiugq6c/8AzIXDAH2PsfvbHxRQ9fwS0ByTNJqikiKlY6l1WUpf+8otYfI3+MQmXdRdYdJ1T1uSZ9M8Af01dLLdG9jzdfsbfniP0W5v2ZyZXhdSh7n32yL2HPcHnCPKX3OPlTpH+1b1Rl7LSdTU1LnMXHmbRTKP+kos35jGgf8AxbdE/wD27mv/APX/AJYR6LMnwQtE+slSsaA1KsFIuSANQ7gjBEbhJEaNxoItb2++2+IWkrmRFgkOrbYkk7YkIpWZz5VmFt1Y8/54+Zcmz7GSVAuYRGCd2jLFDyO499vbETX17UUiNTyrIhNnPJT7C+JmWSaZrMDYXFj2OIHOMtjlY6YmWWQhQR8nn746MUlLiRFLdwF/tFBTCpNXTIrEAsZAPV25wuKvajlVJz50jOCiHcMe1sQuVF4XRJoIiqmyq9iCbfp/74B6k6kajyeaanWkEqIywLK6gK1yANJYatzfnDOPq2o5ss1AuVBmdDQ+Z9ZMofSzAyH8C6r2A7bnFD6w65y7NG/Z2W540ExNh9GnnSk34UWIJPG5H3xT+nKiDOKVuoPE3r6GGGFwY6CACSRiri6eSgNlttcbm4N8XOg8Wssehik6A6EyqhTzXjlrKyq8sMFO14lFwLWvqa9zbtjo8mUX81+xyTy70m3V/qy+ZL05W1XT+rqqriyKgo0WSctIpf07BpX3AJ2Okck4zDxF8SulHf8AZnSWYvVx0/7x5/o9LHjSdcl7bk8JxvfEd1J1NmHU1S0HWnUyTtt9NSxSg0dK/Oryo9I022sdTki98Vhsq6Roq0Sy5s1W+sgNS0MZKbghl1E2G2n7Yvp8GOMnLLb/ABRzZc/G3Gv1fZK03jH109LHlEXUVVEhYoQjlppiCd9RJa/PFhYYYoIckzPMTX5n1hUzTs4kqY1geWYrvcB7WPI3v3OIzK8tz7MOoIst6dzinQVMt6agWMxuGkJBJsoXiwJLb41Xouh8M+hJv2/mvUWVV+ZPDoly2mQlgVbdfM0lVIIsNwbcYvlljxJ7Fz+ERgp5nc3waB0TlvTHhP0+erYqCZq3Mhpo6RELz1MtrqFFvwqGuzDYffGOU+U9RTedmRzKvyv9/JDVmNg0nqJ1brshuxACooFx31HFi698bKSWolqo8wapheZkp2ijKJRxC3pjFtLEWuS1yff2pMHidkscozQZdNFKPMtXSTPMwVgTcLfRzyL2+2OPBDO05be/ktkyY16Ivgjescp6zyPLaqXpunFJTUNKaieGzvWVjf3iw2AN22U9t74M8Kv2lLSx9QZhkryJNFaNpZDGiSNYcckfiNl9sSi+IdN01kmaZ/kWQ5r1gKOn+qr2rXCxwKWA1kIzMygEfxKBfv3q9f4jdWdf0kRfMY4Mvksy0sMMaLHILgetNyBwAxNsd8Y5cuLZKKS+f/hL+1CpuzXV6oy6mVKSfM6Gjiy6IPV1E8waWqnI3jAJ2Vb72G54ItiPzTOaPqWgqvoMzhqaWGPTLIk+pQwBuALG9rKNxbk3OMXhgqY6i80gdYiLEiwLb/pv/wC+DKvqiWvpafJKQzU8R1PpLACdSbAGxIHN+b+4xL6DbLdF/wDQ09U58VwB9U9JdI0NW8pvFNJErCWlkBTzCDa4GxHv9+PZjpuolpZvNpHpg7KImcRAk27jVe199+TthvNqCaOBdcyOdOqBgUdAurYe9+RufbjBmWzRwzqlfpEUTeY8HmopZPYG9r9rE49J5Y+XTlf6nHJNu48GlU/Uz5RkdRV50jVNHBGjRFFEc9ROSB5MYNla3JYH8O+C+h/Hzqbp/OEfOMvQ5fJF9P8ATJIXRYtz5dmOwuf4RfGUVtXUT5zVLmppqGgWsIoIY5EEIgaxCgAj1XsGP4ixO/Fp2j6LqczrRUZYYJkICaCxEi97Xv8AvF3G+OOWHAovzGdP1GWljg3wap4reGeWddeFlT1B0TmVU2SZkkVVBGWJlyyqQtdZCbFouFN9wRfcb4+cIMy6x8Oq/LqfqJVqIZgJY6+PWVjFtgdrg/GP0L6D6aynI+l6WlpaeOpizVvLrNYADa1YuStrXJFj98fMn9pzJ+ia/regyrIehJa+kyqP6Gsaip3T6Wq1q1yRubhkA7WJO/GE8P10U3gmridmoh5kFOXaRW6Lxy6jpKY5jlPUK0VVKhjjkREALDgAsbE97XxCDrDqTqDz6mtr63zKsrNUxG6KSx1bqp08knGbDp7NsirKzKB586U8oLqYSXia2wIt+IC1zg6Kqzqm8uWGOpdQVS3kl9rnta/I9vzx6a0uGFvHXJ5ss+R9stFRXATL9VPE8O6KWIOw+/H64n+lc2r8jzWmzbLM2ZfKlSRCJAbcbXG/vv7Yz163MoCPrMnlp2nJEZaMx6yDypPP64vnTXR/WObiOYQGmppGH72ZSVG+/J22HvieoShjqTSQsLlL0q2fWfX/AErT+Nvh5E+Vw0ZzOldZ6aqYanV1AIEb7bNcgi/8R3BAx82U3Sa5bS1NXltO8WbgvTGRGZNOgn92ysbAA3sbX9XJx9M+CVPmOS5cchp2lqsspgf37AWjkPZfgm/2xVvEToenyf8AaHU/TFbDU0rzlqqmeQH6WQsFb50H2PB++PDwal4m8Sfps+hwpTj5eT3PlCXMIpqxxM6s8kjJIusadfcHtyDvjavDjpHNY46TNqueNMvmMiIqx3kABI2IsGB3s2HcnjyTNaYyVOUQu1QVlnjkTZjcgEbkW2YbG9sXnLZVaJIYCY41QKqWsqqBa2L6rVucVBKiOHw7ysm+TtAuaZHl9SwFbEJI3vyTsbd/btit5tlUeR2+rYNRswWCfllO5CE/kP0xc542jju7Nob0qzH8Pa3+V+cV7P4jPBJk+YQOMulCTxyf3J0vuCPw7kkDuDvjmxTlwj0kU7NHeirIs2pLQxtLF5gB/dyjUF1AW2YX+xHPAxbWSrEiVMZjDRoS6GW37oXuCfa24v7fJxU5o6SHpyppK2oSWimUmKoAuBpOvYnYEFb/AJEYwaPPuoen/EHMsqrs8fMkqx50FUSWFTTSLtHqIuUtdfi2x7474aR6u1F1Rwa3MsCurPoWt6kq8hZvLr4FyWrnQLVoBNp1NYLcE9rDi+1xq3GKPV5rn3UGcSUsky5pls0w+jrqCN0mowQLBmZQDZjwb7EbDGa5g1b0F/y3kVRVz5MZNdRRTIzpTOX/AAyjYtHe2lhe3c98SEmdPTZdW9YZNmMuWR0Cea1BTsTHJrezSqrhlLC6kg24GOvHoVi9Ueb4/U86WqdJp0zTaumoq3K6fJeu6WWu8mcRfWBQHVg3oYhbEHi5A33xVepPCvP8qrWlyqdaiOsqdUNQ8zAFhv5Tg+kMVDaWHNhfAfT/AIi1n7NknqBl1QtQFDz/AE0agHlldVFyCR7Eg4teZV1dmPT5zHpR481iQCSagDH8QubJrswIuLE+x7HCxWbTz29L+Cqz49TFxn2ZzPmlRWxyJWySAZeojMTxh5KeRf4bn1KG03uDv7HF9opepk6egr+nswps9ELhaqmaVmKkgWUB7Mtt7kEfA7DMBmtb1rWRpNBG+cSOI45ygjlcAFRFIAd77A/IGB8mrGq41ljlNJLEwSSIvZvSSLXX0kgqR9uMd+TBceeDzYOWJtxdGjUfiqIKqGPOqOmhp2fy31u7iPjkqCw57XO3GLrleYZHmuXQ5pTVXkwVJ0hZSskV72ILr+E/DWOM26dzNampeXNKCn1aBA1cql20ttZ1sS/G5I2HGI9Mu6n6Lq5s8yMUlZRuzEpoaQBW3PptqAF+N9uxxyZMEG9qdM78Wrn78mn5xlNdQIa3L6iGojZf9S8ZWxtwrrcD/wDIW+cVTOYuns48un6po/2bUPvFJMDGSdtxIt1ZfkH74a6T8T4aKg/ZGfZRIHAaRqqkYrKYr7+n/VuNjyuocbYmevMgyTqaYx5NmdXNBJCsodIvLqIdxtJASSV2G4uD8YnFTwySyP8AUt5sc3EeX8Mp2Y9GZrSqZclzhauFSCsVQVbWPh1Nmv8AFsVaStzPKJyK6hqqM6vS8JBjt8XuD+uJGryGu6froWzDVnGWo4d/pJGhnT3Gl1Zb+xtiTra3L5srkzPpPrKCd0nVJsizWFlqINt7kBlYbfiDc2OkA49JTqr5TOWeCEn1tZA0mYw5pJcx0tS6AjTqMTt/kfnj5wjzIP8AZFf/AN4H/hwBmGYdPzVSQdQ5S2UVLC61NLIGicjYbNt/Q4V9N0//APcVb/8At/4sW/f9rOR42mSFL4p9UUTrBT5/WRhGCAR1xYC4v76cWak8e+tcmm+nbN0rkP4XeKN1/UaTjVqzwc6FiqvqKzKKltcettaAgMCLbi9jvf8ALC5PDnwzzCY0VRlyaIS3lsVMbbA3Hbgi2+/tfHxL1WBpLYfRR0WrS+5fz/0Z4v8AaX6vggjWoy6iq3BF3uUZxuSDuQBxv2wDX+PfWWZ0aVDJPQzsxCx0ISQICv4r6GIsfyxfqjpDwN6fpJq2ro8vdZCyKKiR/MZhzoVWv/K2M1/4QvDvpar87pjpsrURMSryTsA63O2le3wT2Hvh4Zcb/wCLGyeSGoxr+5kX/v0IbPOrM6zVlqv2vmckEUZOqV9W7nc3CqBv2tiAg6nq8ykkpIjHI0ZKP5yyIb/J0n8jxiazjxh6gzRKmnp65aanqPUY4VCAjbYkbm3ycVH/AEmzfzmkaqkYWJZvMO/sNiDfbHo4suRrmCPOnii3blZZMupOroIHNO05kBOgtMZVC+34VPB5vxgyKPOacRftCOFQg03hZ1Le/wCK/wDUYo83V9c84SGaJipKyqwJe2xttzf/AH4dyvq0V7ur3UqdJRgLg35sOB8YpLLn7aQvlw9i6wZnSJL5M89QnluFUxg6r835N/vgoVlQ05KzTSAG41IQR3HA3txewxTY88tMIrtGTceYi3U/He3GAKvr+ppZJaF622h1GkzFTZt/ST8+2AsmeXQrx4/c1ehzCaOrapFNNTqB6/LmcRyAj53U/ItiM6nWrNfQ5l0as+WiNGFVT1taaiCQkLuu6GMDewseecZmnUFfVa/PYx2Y6ZklJsD3secOJNUSiSmrKh5o2CkTwqASpHBO9jsO2MlmT32v2MlCPBqv1mWy1VMudVnk+Xu7xEMd7+oKW3Nx7j/fh2XqPpeCocUC1UrysVBkGpipvzbSAN/uPfGQydTNQTPRIkcjwny3WoTzGDHe+q+x4NrbjEdmfWGf0dJNmD0jeUFYlolYqWB3N12tt798DZnl78GrH00bpW+Iktblwy+rzaWkp5UMT09LHDGzqoAs+jdxsNjc7c4qU/XlHTzNT0uW1QlDGzVTqEc/Fu9sZflXW1dm8EMlRSVqrJq8s+WbNq3urWP4dvfviNl6gnqpauAZPUolOxSR5Sy2Nr30ncED2GKY8U4urNLY310WXMvHHPnzebKYJFK0+kKmsrKxO4Itbgdj3HGBcv6qzLNq5kklzFo2kGmeOeQE2sSroR6bWO4xUMw6tqpYpqekpJZJIiad3ZRH+7F/X5jABbFt9+L+2L519kmZ9PUPR+bRUsAqs0SYVlPR64zRvGyJE/rNyjhtStaxU23xWUYw9NdlVjc4OcekS83VMNNlTRZJX1EzxwizoVKlrWJIY3IGxvtuMV+PqfqXPq008VUWnFzJFCqhmOwHYk3Pub4mulq2nMs8lZlsENZFCfLeZS6qwF7vGGseQNrcg++C+qKrqNstkzJaBIBl7K0pSnCGrgJUKEYORZWudzf4tjnSUHtrn8nI20APlHVlFl9XntdJIkMWmRoamQ3NiuoIpv2vt74dfq/N8qyU1c+ayfv5AlMwZfxlRcE3/EBe+Is11F50UFfEsayRBwspZ9Ou502Fgfb7YsdAJWyKqp4Pp54pwCKYvqiPyFY2va+/ODJL/MG5pXZ2VeMHW2T0unL+osyNLGgaNoZXUoBvfTe3bkjscEy+MPWeeBKh89mzCSp3eMuxZ7AEbXOrvwLi2IiHq9qISZR+yKGNArRERqIGYrYkFl2FhttbE5llVWJl5+iyiKhbL3SojqzUAPu4UL6jqb2Gm55vtfEp44QW7YO8mSSpEfBnGbVZNe9ATTOdElREpCox3BZlNlO4NyB2wqTO81qauLL4K16eZd9aj91KATe2qx07MBYb7j2OL5nXh14tRzSPPBG2WVdKtSk1POJo6kME1xBbrdlBa4JX8II4wJSeGEuVClin6YhqYtRkEktYHi4vGwX8XKFiLW3OI/UYr5aGeHUcPY+SBy3OuupczORJm8qxU6h0eCq0AbKWPqA7nT9/yxb8lzjxSqIZUHVNdVS0xGtJtSs3PBZfxekHfbEn0/4Ov1Rk2adTZo9LQz0wZZst+me+kAFXFmF9xc9wV7Ym6Lwiy6GgLTZlUvWxyq8QhqWAfUbKHJPrsx/iNrC/xjmya3D1x+x049PrLSjFkd0z4s+N3StNVZVl/VeVz1E0ZmfL6gxrLoPADLsj6b2JIB7G+2LL4f8AjjT5itTlXVnT/wBIDE0cjSnzY5EZbOpIuCD8kg4Mg6MbM5Fjrak1NZBDodYpVCSaiQGZACdSlW9XwPbFLp/AU5PLJlVL1RV0LKwkBlOtFjbuwQXKmxF7Wvf2xGOqwytT4f8Ao6o49bD/AB4NkWm6GrIlrun+o6OjfUGamasUIduwLbfbcX9sCwZ5DS5lIiZhAGVbxR+cj+YTfbUDa9hzfGRZv4KdbwS+bTJQVM0LtpakaSI1SG5VyD2t3A5tjNc4yjrB6lKSopM+yiVJDF5d3DN2C7qQzC4+9we+OjHszcRnf+y8tZmxcZMZ9ZZj1/l+XU5/a0FRFCKeSokYxkqipa5BGzi9xdb7qQTe16xH/am6XyqLMKLp+hqMyqa6iaCFqmPRSFmFtQv6yRcbaRfbjnHyu48WqPz6amC5pJHMyRjSBPKOGUox1a17jffvviMrPFbqnp7MoaDPOmqqA1DaE86PyluTbvf89747celhaVJ/6ZzZdbKS4VF+g6gqUzRoq+aonqmSwQixQAbaVPKm+1hYjDtfBQ59PFXmWWGqo4/Kikg28tLklfL43uSdgfcnFNbxgo5Kd4cypKRh5piOiUNc8jZhsR78HtiYPW3/ACfPW5bCsnklT5UoVWYMd9wbAj523x6Czzxu9lex5so73bkSNPmWfZPlbV2b08Wa00Y8uVqaS7aCwFmRgL3Frg3HIxDZbW5Z0xnkkFDXzzZLmJWWjEtnRGIBeNhew9TEAc2GJOh8WeoOlMxWTL8qkjmkpXV3SNZkaJ1sUdNLKwI7Hb7YhY62inEpiyinBYagHV0Vje97E6QfsNsWjrIq98Xz8C+TFLhkrD0xXQLO/TeaNeWR5zTTOoEgP8Ctp2+NWHcn67j/AGRUJlVbPlOZ5bLaSn80a203DED+JQbkr3tcfIWX5u8VI6vlggpoQdWhlkCDgbE3tb4/TAefdU5NlWZUr11KwqZItUDCMn03NxcfO9r9/nBesxz4nGweU74ZrfQ9d0N1jmFFnWY5vQZD1HS1EVXHUVkbrQZho/8A5Y7mJjZb6gQd7kYy7qvLqzw+8UM/6fzXLXoaPMatq6gBIMXlSnWpiZTZ0OohWGxC4CkzihiRJEpYXidjIfLvZWP8Vha35fOGJeo8r6hQ5dmkclQoQCMNIXZEvcBLgbb9txv3xsWaEJNu6aqi8nvx7Gufksv7WpqVI5oamSHU1iQ+/wCe++LDlXXlZlsbAyx1VPcNpmF2Ue4O2MxpZxkqPCaiSooiCQlVYhRe1vw3O5GFRT09NTyUjSKjBCLeaFZQe4sd/wBMGWTBk4IKE4O0zXZOouhcz0U9dl6IHOpdKqVB7+km4vvfTscAZn1B0tlcNMlBVV0Cya3pPpJSz05BFiC34AW5XWNuLYzan6xqOn6aShjySDMRIoKs97llHKkEEEnY2xXX8TIHMjSZEWiqS1JIktypHsbEH9eCcTjixt9uim+b+5G0L1wkKGOtWozBY28wvXQFJI0bj97xe/c3HG+BZcz6NziuQywCiklJdvPBYxvvukqb+224ItjK48/rkWSpo6Wphpwl1poryKCBuNLXIP22x5TeIOX5TOGfK6YrKpIMlKSqn/okWF7737jFVHGvtZlmyrh8o0jMemc6aiD5dPJXwK5Jh1qWUX2I7MOfY4gP9FW/2Ev/AHXA/SviZQ0alqqBFDEBXpQ0RTv6QPT3OxBH2xd/+FLpz/amff8AZQ4EtRkx8LkeMMeRXygd/HXr+vqDXjyz5l1KtE8ab/w7MGG4G47XxXcy8duv62klgr84SlnnRYpFS5Lbb2Y3/qDt35xUjItWDTjM6lZi1gjObW52uNj/AJYBzPo2rzjLvKpM4UVCSBgaiUnWLGwNiSBv7Y8eGDFfKo61rM0+NzG5eo2qRPUQSxmcuXlJcyMWLeoHkgb9sD11Wod61swqUgBA2hUIt9rcAj74Rk/QfV4dBUV2UU5Et3KsxUj2C6dvbFqo+iJ0X6V6mjdJrgrYMxPxfY72x0OeLH0yD3N2yru9ZWsywRlxLFpKsGPHa4tvYDfB9PklSYZKtqSSOdFF40BPnC243Nr+xPziUPRnVP7Q8+lq6dox+7jXzWXbUT7WGJ7M4J8qyMT1U9RW1VO+lI6dSDYne9ube9sJLOlW2jmyKS9jJ8q6gzbMEnNLllas0BIKrCGMig2sWIsT9vbFtyLKKrqVGeOunop2RxNC0JkF0FybfA7fp7YkqPOKjK46yv8A2HGI0KOUlgcMSTYMTsOeRa98RldXZ9STRxZXIiUc15ZZnc3ie+4s339+MO8jlaXAyUi1dJ+HCimYZtmMs07TBodBURlDf7kncfbAefxxNmc1FTdG0jgTg/Uy0lprqLXBYe3e+JjJeoKzLaJ6qjp6WSdXEckgjdit/wCMAbEm18Wvpg1ma1k1T1Hl4YJcwo503IC6X0gnjWvPuMefPNOEnOfKBDHKcq9z5zfqs9UdRS5XViVlMojjGookaKd1AFvf+WNQ6a6QyyOBqPMalWeEemR6oILB2IFyLn08874pfU1LkA6tlp+n4CHgdqismjiACyPvoBsQCBfYe/6OyVBjhZyGdUYGKJlGmYXG42tf9DfHozvNBOPAckHdWajNlHQlcdM9bQrUR6bmd7s+lQASbXIt9sRGe0+Vywy0GQZyYlRXVYqJkYFSSTvINN+N8UzMpoqiJqjMUpFPlEBi3AY25I2tt37YHjgp5IxTVU6aQpRZKdmjt6RsCbk83/8AbHPDBKLtybFWJIn+nc4pMiyeaiqZYGe/l6POJeTdd2IDJay9sR9PUxUuYVNTCPTIoD06WJYleN9zta4Pt+WI2OpeMkfQ1Ho9N/KN1RtlDE31WAG57E4U5hSojroJ6eCIXEiPY6lPI52PzbHTVc/I21IRRZfluUU9V5Vc9RHURmOGOvpGP74HdSBa/A3sLi/vh6Xo3Ms26dmaCuDTUkCRReafLIVU0hNT2OmxCgXIFhYYKoqOpzGFad8xo54kPqhAYki3qJDbdj+uFmebKqe2W1VopN5GWHSRH6Qqi/ftsOMbfJvh8hcmuhjp9uqXyoQ51lx+qgDpuQEfiwLA7b234sMTlFmeeZdHDRVPlz+YtqlGiA0qVuCqm4b7je3vhjIWp5XMsSPTPOUR3aRWisVA3GxGx4I7nGhZFlHS9MYznkpkaKULG0K6SDY7ED8SgbgdrY5s+VL7kHHieR7fn5M4z/K486zJJkpJIpKAWaJF9BDi2qw3vxv2tbtiPys/smuly7VVRwU4Bm8xfSnPq0kXA0m24+cfSuadD9OdQ/SVUHUM8UdMoVWy+cK73Jum6k3t32+OcCdN9E9FZxndVW0WRTFKGQwiozJ5kMhNhYRMo1g2N7WHxjnj4hDbTR6a8JnwlJMwOkjynqDqOCu81KekeSITERbiMHSW35Om5t7gc41vpTonKc56lhynL6irzGjg+omY6YYpptIPpC6iBb03JHZrC1sWWj8L8s6aqK7OMp6UOfU9eGLUFZUIIoWJ1ahqF9IKiwJuL99sZd05m1f0Hmn+kmZ5O1FXwzqPIicuJC1z5ZKEgKVJBJ+3fCyz/UxaxvoD0q0dLMr5/PR9XdO5xmNJTRdOV9JEsEVR5EMwkVAuu5QhAfTpC/h9mWx2IwzmTRyZpJk+Z0dK9FNH5KLL+IOzMdaSAbtoVgVN7+mx3tjIcn8eaAw05zHIk+urZh9RNGFjElt1YrYlnBJv7/njSx4ndKy05r36kp6ZvSJhN6LsSApIPuQNh7Y8SeDJiacon02m12mmqg6RK5XSZlkea1U0CJPSiBRAr7O777FwfUpOnnfY3G4ODqaGjhmWrpMtqqR2vKEjVWhdyD5iLcEqBYHcje1jtirZT4hdOZ3lE9fmOcUtPFE9lM012aP+FgpAIuO1tsCUfjJ0XSSPTLnc+ktojd6ZwCDff4BscTUJt+lMvLWYO7S/Uv8An1fFmdNJJl6CCpoykqFhoWc2uASo5Hv74ClrZK2g+vqESnnhTRHUMVeVlVRbVbZlJJNtt2PGKXnHiX0Pl0D1Z6ngeJDokVEaQHUbWsABz3v3wqq646Xky9KukqhUgpGUFMrNIVaw3UXPFrnta5wXjk0k4irPhfCkv3Jir60kp6mipM5iiMlTPopqqAsUJAuU33BK32viWzM5c1TFWvDPWSRG8EmsBtJ3C3tvaw57jFNqpKaZkEJgqaYEFSjhlDAWD3HBFzZh72xJnN5qGc0cNUpjEcbo2g2GwZgR7LfTqAscPtSpIrJqXKDs1yig63qYK9YhR5rRvqY1K+Yjegr6ttQvcG4Njbe+Kj4kdJdNU+WxydadMZXV+VKEjjkhR2N1Yl1J3UEqRtbkYq3XPi1mHSVnybL3rJallVTHIrLGDq/GDYlQQP1tjOKvxLz/AKpqIoc1aWulXUgV4AVRgPSARwb3tc9hjtwYcrSkuF+x42s1enhNxq3+P+y5Hwv8MaydM6i6MoQyr6Vhd4NHGkeh9Itc24O/OKl134OZZLQTHJK+kypKhhJUNPG86re1il7aSP7xud8RHmdSUsrVOXwpJVSgxgsGYIBuvpt9hccYsUOceJi5aYIfIkcpqPnQIULMACNLdh29re+OxLNje6M/3Z5jzaWf3QZkmceA/U2VJEek+rBmjsSfMSeOIAFQeS+q+x2tisV/T3jHl1LHltXT5jFEsn+uiOv7jWpO2Nfn6c61zOT63NMwiFS1g2qQ+jTe1tNjbf3ODZMhrkKjVV1BYqpUVGhPTtYHcsOCLjvzj0Ia2UKUmmcmSMJf8caMapemev0neeg6nX6aEBnheZmkUjm6Aaj+QwfTP1+UT6bPqOZAArWMhYXJ7EXvtx840PqHo6tzjynAenkicFpX2Og8rdeb7c8WPvj2LpmrgiAlMRlYWBsCeNva+x74f6uLXsR2v3Kg8vUUsxjqqkRhCAxBFnGx9JvcX+2H4afOisTxVrya3I8svoYc2I1fA3274tE2S5pRRAP5jkONISMbXG9vjjvgV8vzFpI6gGo1Dm6ldR43APz74V6iw0Rs1XX0dSNdTUsoJIUOwHOBqypqzCKtIbWW+qWO5vx8/bjEvVQVCu31E2g3BdmFl09+974AqI69EtDVI4vZh6TsTcHn/dgRyNvoG0hvqc5bQ9NRxxOCSSqaWO/Ibt74W2ZZg0pFZDNd2Ls+m/bc7A/GDJaSvh1tZGWNQ48skNcbHgWOIHqKrzGly6PMAY9KISzaggS/3IIJ4uMWU74Qlq6JBc2mQiSYq44J0ldPyf8APD8GYR1IEb1E0EZuLrMSL/ntjN8m6spqyV5Z5p7yrpYBjZB822/niQrq76N4inlslQ4WAoCCQR3/AMXBvxijgxkXlqiih1CLOXXUtrSoWB+Md5sH+2oP0f8Ayxl69ZQTSCnilbzkkB1hVte4G5P+WDP9Kqr/AGXmH/ap/wCDG2ZPkO03KfJBMQppVLEAsGhsdu/ucOUGV0lCZCIPIlBAJEJUubew5FjgNZc28yCfMc/WQLC921XKWG9ze/4uTh3zj5ypLnq+bsBJJS2BDbkKeD8Y8DzZdNltkV0SweOCHz5pY5BHuF0i1+wJI748p6unlpC+umLXCFY7mxvtgUw+fSrJlWb20SXcyK3l7E3uL257WwbFlM9ZMiR9QQqrBmKRC6XFrLa21yWO/tbCealw2Mo+yPZY4HmjSWSSKRLKSx2YE/bDFJQysXQVbGNj6QNHo+O3t74iq+jmgalqaHqhRBNIzkRwO7K1yL88Eg9u+HKSnqKGTVL1OamZlQkpSNIeQGu34bg8jkC+HeRJcSA4/JYYCRGfqZKiaXVdNLWuB22JuP8AfhyKHL6+LVHAUbkvKnmWJ+5t+WIxc/o6GqNP+2VndUZ2U0ajZTsNT7g7bbb22uN8OVfUOTzXpkzoLJNMj6LB1IP8J0XAPFhzztifmSRtsSfpYhTrG1JHTQAkXeNFD9/4Rh6B55pqllmLa0Ec5WB0LAMWAJ7C5J2xHGONIoKk5mrsVZHVGW1uQvPItzsNxxg5cgoa6RYaaaoSUkI16pdSMtgSb7WPHe2JPNTHjBLlIh/9BekqR5PNyq0/mmaQCadw2rkF2WxuPvxgCo6FyWRvMK1MUTBjFI1Z6EZjfhhYHjE+8GXpW0tD9bmfksnqaKYEagTvpIvax+1zjo8rzUEvTZnM7UcZulQB6xcX2NhfsPsfbDrVzXcmL5N8laTw3yeWAJJNUJGTqsJQQQRY8bG+36DBI8IsukkiFNW1USwo34pVcuLG55uNtsTtFls9RUx3zFpoJDoRYHN4tXDEg6SNiTwLADB1XX1eW1Jp6usaonguB5MSqXADbk+/ex5HGDLXZV9sho4Nypoqj+DGYVNPJEma6JXTSJFJ1RtcW/it7D8zhufwsBjU0+Z1DyaLOJiGB9Jvp0lbb79+cXyPNhGwnpKuGTUP3zRlkRW1gbd2Nh27m3bDNT1PkL1CrWSUS3ZXSSSEAyMSVCj+LVsRxYWwv9Q1KD9LFcIo1N4d1SVLyAQROSFVmDerm/L/ACe2AG8OepIBVQU2aRPFdlRQxSy7G+4YXxp4zmtee1BFDIJ5khgYPHeRr8ueEPOx7ra9uYpfEPLpamOKliqI9CLI1EqBnb1G5XWNrKV/TDw1+ol6qF+lj8lEq+heqKeojjp3pqj94ocyulyALBr7HjtbtiePTOfVdLUU9QaekhnIZJPrgkkWlgQVN+diOwPGLdFmOUyZ3UV0Gby+XHGYvKlY6FcEBvSDswB03sOeb2wTDmeX0WSifMzFBV7vpJDI6DSEXuASC29yNuTscHJrsjr0/wAGWkp9lPgpc3yseTSVSxxIyoXgqQRILcFgb+1ucEZTmPU+W1My0vVdWF3Cl5V1argXR97EqT2xZ6fqLIRDEJX+nppFV4xK4XSpX1AgX9S/O24OBhnuVVKqZdMsxjWq1wwmzKxIUADkkod7d98R+qlLuA2yUPtkAdSdXZt1HQPlCV/08Zunn09SGknVRZWlIK6rkb87jFKp2oaUyw5rmbo0S/h2cNfg207A2O4/unGh0nU/Sdas9bKaQBEZH9CcKwLEKNwedyRe3OK3mHUnS+UVrtWZZl1RTyHTTTRQ6iRpU3YEEi+uwFub/fFMOo2+mMWbKp5a3SsrsVPR18V4s0jRIwPK1XJDdlBFgecHTUkUToj5lGzvMossZC6vxbrudrHftgrKcz6cqZ0lp6DLVq4YhLKv0two0brbfgsADz+mOTNsxzvOo5ayjoqJx+7RY0JlQAswHmjgWIAN7jbe+K/USbtRfBz/AE7+UB1KyQaaySu85hpbTEC+lSbXse3+4YNjFPIsoijmlKkAGKmADoSbfxf4r3xNZhmsmR00oXLqSqBZYDLqSOQP3bWBZyo0k2H8QxEUPUQjpWzGtlpZY3jjaJERpJo9Wqwciw30m1lHzfbA+plKN0zLAk+WhLUUElNHoy+r9R0GN9MauL6Sp1E29x98G0+Sx5dFDI8M6oNLRs1XGCV0iwBAtYXv74h5fEPIjKKeV46qKsZpY5GlXRG97DYEkG9iFNrgg4bHiVTRyVOXhJKqnM7qCS2lYfSUVr3Kld+edQA4xt+WSpIZYoRLhkS1GWzPUZbRLC6lizedr1DltQ024HPt3wdUdY5q5SWTM1ayt5IggbYWHFgb9v1xSMnmrK/LHrzRRVCIrqERC7tERYKYyNiEMliPYfGAos2ooqSOmfMJY6KCRVkZ4nMKoSysoAGpWJZuNthbjElC3bLLLPGtsHwWippYfPGamnFXUTqSGkEZAB5Cm3p77e+HKXNGdUafLnhikbUw0sQvyQB89uMQtF1nl+Q1ELCeBcspxHDHPYMJY5V0IpW+pOL6mFrm5IwpPEzpKOmkaniSeolPojRAwaX3DEcc32ABDe2CpSummJal9z5JGsauMgFF5IjkBG7NqPcEXueQe18IEFQCgnzCNSNwgJI0/wAsVJesIa6OCtTLZYJHqyjkyAQsoVCQ3J/iJFiAeMJqOp8noqlsuzmkeOfSkn7oag6EkEKG3W9uSwHuO+Kyb6a/gDcV0XI1BgCSR5iqSEACK4IIJ53b/d+eEyVGY+cUgzEEupsigje5sOTzY7/GKvWrlUctHJlYV6V7eW8caskd2Hpka9uDuBvfY8WwMczgjnNBnNPO7xSMjzJTSBPKuoFv7xOkd9t9he+MnH2F3slqvMquaRoZpq7zGskbKLglSdQO5Xaw9sMzVUqzOzSSPEZBGq2VZFfSCA29rHbcYpHUtfWUHU1AmW1kgyqqkYU0soIUSiQiRWINwBcHc298NVPWaZdVR5fVUHkTKhErqzsJLgr/AA7ABhcHe5Bti7i2lSBRflqqV4kjgafzGuRIz6VC2sSDvft+vxjnzs0mX1NTS6alKF0SrtMr+ogn0ce1wfbFOrOscuo6PMBU1zUsuW0qJFLSqjI6OmklSCTctYjjk3HIDOR5nVUGZ1GXZqsTw18UFWJBBqGkRLYqoOkmzWIHfC+XMKZYKTq+HNqK0US6No/qnF1JF77mwG9r/GHP2vQy1MNCsVFJFVK80M6jQraALqLna9772t9zilUMU9BX1cFLm8BgmnqDFToVkDLq1EBB+EFgAB/iB7YslPWrRmWlgrRUxhXmigNQoAjY/hACgKCVJO/ttvhnja6YkpU+SVZsueNac0jRyrKEcLKrhQRswK7stt+NuPnAtXS0YAkkVXgVStpN2/8A2Nj/AFxA0WbGnd0USF6dZZvLSnDh49NwOedVhe2wvvg7KK9M9gjp6eGOeSUojCLUSHIABOrZTfUPY2vgx3RFckxn9hZTFD5oyeklVkFykSj/AKygYFq6LI5vLaoySlaRVtGXpAxA39xtxiBrOpaLLcxiyjOaKohMoJQLNuAx5sB/LDT9ddPWbys2qfJCgRq0GwsTc3273x1pSauxqXsGVXTnQ7zK0fT1CGXZtvLIP22GG/8ARzpL/ZsX/bf+eIqp8QMgjjjlqKSpn1KWhZ4bazqIJBtvv7Yj/wDhGy3/AGTXf9j/AOeD6vkJZckSGnkVqvPmqX2jkQLpXym53JNufnfE1DnvTmRLUJGJK2R4XKyOpZI7bX7WKm21u+M3rOsKEySMVWbUgDtFuGAsFUdwT74rtXnlZ5WqKQn6oFjEy3IJuLXPvyLYg8Epv1MKkXvNeuaiOcyErBDIIpk8k7CS7E3A45sQT2w/mviL5dBT5llNSIp4j5TEuRoZr+pV7i4Jt2/PGVZzmjFTE4jmkcIBICbgr9ufbcdsAUsdXmkn09L5krWOtTYAHtueBvf5xb6eKpMZu1wbblHXVRmaTPUKZHkfRE0d9SlVtqUkEC977d8W7L6x2jparNM8qYJFErMIgNa29wRuefyOMWy2srenMkpJXdZYauCV1MbsyxmwIHFgQQLj74sWUV//ABKB6nMXhqqnTKxi5VSAQgP95vf/AMziWTApcLhGTrsvw6zpKiu+tXLfMjJLq0iaXlUEC4FvSCAxJ57X74LoZsvhp4pKAJH9NGah4FGplLHZgzDmxFha9zinUdTTUMU9XGP3jzkSDUH9F7Gyfa4sDgau6uoqKhapo5GlemVQUI0xyLpsNgd7cEfGJ+SlwjJo0Y5wMml+iizJIKJV82RpLySWZxq3JNrXvxhuj6spMxzTT5t6gFikjtugXfVbizEfe2MU/wBOTmGcySXkLVFO8SB5H0+oDUSN77A+2Bspz+kymtkLTTP9UumSoQgtAjGxIDd+P0wfo01yMsjXCN0y7xBqmqpDNLH5kC8iX1KrNvqBvqsDz+HbCepfEDqKimSrpZ4aQzlm0lw72BAIAHNxf7Wvbc4xihNRXCrfLsylnrIE9LSOT6bqTwNhbDWZVWcZlRrnEWaJNWOrCby1VQv94b2NwfjfnA+jx7kHzGkafV+KdfBTVkM8iRVBkWWIG8Sa7epgQvq22Fztf4w7k3iDX57ms2qqdG0SMshZRGpsWIYixttYe24tjJc0WajzYZTndXqZVVYJoxpjQtc6nBO++1/nHuSZ5LQRMIKYsaSUNC63LFQxUqe+9xYcDnnfFfpse3hCeZI2nqTrGlpKukzjLIGqWj9EgjqWZUNzdlsbKLi245seTtDx5gaXOZDGKhI62IL5dQAxWYqPWLndrkniwHfdrRWRVa5fSTZgWghaRCZklUEPqYqQAt7kixF9wdrWw9nUDS5iK/JsxpIaVUHmymYyu5JvIbAD0i9grex98TUFBVXIjnfZpOR1xjek+mqKV6emqIAriUeqQmxaPTuw9bG19tI2G2HOnqOgyfNo5s7pRJNotP5UTIkaXUahp9TCyDbawkPYYo+X5pU19W1SlDDOuVSxTRQKwBmcmwsi37vvawtf22ks2z+nzKtkr1lZRT1sPmhCPLk9RuhCk6U5FzsbjjEXj2tpFI5KXPZqPU1fl37Wgmy7LnT6akkWBozfXKzyP2uOPTta5Kni2IROo462nzB6SomRayM0lO9QNCtJGoCszX9wO5sdrb4znrjrmoy7MJPNlTRTTsYzYxqz3PLbenSqiwvxscZrV9ffWVZDea3kSNcPKWjlUliWKsPxG4AIGNj0jkrspPPbtGu9TdZUho5MkzDJFhqKdR5xlmAQnbUoPNj6TcC+1sD5Nqz+mWtyzM/2dNTWgaJplDM63bzEBsVGp+3Fjv70fMOuMrqKcVWYRu1VMT5SMwfShRtzcW2UkduxxWTnKRV0UqUsgpa2O00nlagwvclOBfi/53O+Olaf0/kjbkazooYcshrqjqqFYKhzFURR3aRtBuDY+p72v2uQTfbEtmkOTZVOudHPKfyppI6aZPUYW3UBkF+CVZr72Nu+MomzauoMqlqYclhn+pJCTaFBQBma5AAIbftyDY4Cqer43pqemmjeCjiViIYzrEjNe92N7AkA/F9sB4JN9g96ZsU1BldTTwZpkWezMjvJS10MmwaNwXiJa9j6mYXJ22vbAZ6zyzK6Kr6frZCmZQaJYZJ5roIyl7K1/TcaRa5O+2MRqus6uSkqYxKI6ZwA0MbWG34SB+X3xPZFnD55ldPHXHLfqKFGdHqEaBpURA2h3K6XJVAq33OoYD0rS9TszSXsGv1RnNNMFzXM3+knZ2+iiqGkQvYb7HfncnkrY3scRtB1fLR5fVQxZnUzVsj3pKiGRoo0VW213I2FvSO2on2xDZsK5q6EV1G0UxUSJEYdAKlVcE2+N9vf2NsLFbTUMiUdNABUVBDAndU1g60sw33Ngb7W5OOjy1FdALnFW0uYdNKIaoyVU4jcQ1DNJ5pjb1FTpIQ6WAsSB6d8PZPV5Q2Q5nJTVVWlTEIoKUCfWAjysfKQW9VgTcggXsfbFTzOuo382HLczqYZ5CT5OhVHlsq7sRcsLg2FvY3xEZZmaUSFWgZpHWRpHlnKJfSfwAWs4Ygj5FrEbY3lv2YUrNeyfxQrOmalKTMEkVaMmGcecoumsNwRtYD8rYh838WKFar6TK49cUKSRyGKBIvNQ6gjOxB17uuzg7rzubUOSeuqsqkzWtikijqp44WnLMp8tuzAAKRbe59rd8RNKYsj6kbzJ46qjhqlikMZuJ4i4uvpO6kAbX7YSOCCdtBXwXrK+qc+6hpEySKiSaGeWKGGoqzpK6L+Uga40k7i5Ok2++LZUUpTIl6SzR2p86opiJZKeEh5KNmiJ9e+h1K2vcggt2scZbDFmD1kFYA0f1MyJaUGNA+vSAQPSQGFjjQMq8RM1fxFFSrQ1SVElItVDUBGSR00pIiA2UCwNr252tjTg1zEnO0+CRip+lqJI8toepEjmWskZXkVo9cbhfLdmBKXXc7WNzvtYA3pSrlzBs0lmeCN6emAld2EgkhV01e5UktYcg6vffFe6po4aCuqc3yHLKdofQ9TFLMgloZfNkt5YJI0lgdrHsu1xebz/OeoMtosvroc1hiqPp4qbXBGqyTKrFUcuramWxGq4/Ep2IAOIO3H8sDlZJr9RktLmgziso4qWqcyIdZlpJAbjQWQ6kYt3B7rcHA0FTltTmriWN6mojpIokgqZJAkgVbIsYS19kPq7jc74qVV1LV1NBJ0tU1jJmOYTWkIhXy5NRcBkYDYbLtsdV7nAVMctonikrHn+tyxSqeUXDSNewDEn02INu3xhlD5CrNBknyvqHK5p0p5UlgZniheSV0gdrcg7DYC9rXtbfAWRpVUnUM1NmQqIquWTzTofzPPWyhSpIJ0kXJG9rjgg4iYup6+k6ikgqomR2ggmgNQxBlYxalvoBDEkattjbjFoUV9JHT5kqukSTHeBGVLSsWEfmkHQWDPYNtcAd1BWpQdA3MiOs4KbMenKI1NBTLLBUSUU+qoCzpGHLreImyrseFF735visVXmT1uW5JktSK9V0E1IC+WikatNwx4FvYjSQQdziU6lz3KpISKnKZlGaShZiWBMcqSMHSQE7NpZTckA722IwBQ5vQZE9XlecikgcuvkyQRLFHLGv4GLD8SkXHPO5POLRXFGb9h6gyh6fPqqSlemm0zSSIVkCExWvqB2G11IubDve4xPmrvmsOU0FMkzyq8MjEqY5gAL3Y3Ba2sWB5IsTtiDyrM6uvjhhmYzRV0UjFJSrCNdWlPK3FwCqggAX0b97TMOcU9DLQVEP0klSNEaHzAY32a4YEekgqo1gYDVOgSabHIq6WLLpDDLRtLSqYFjMKD1swLAg31Abgk73GDoTJJ9BXU7B3MVpnkl1yRCNSRKvl2va1gB2sO2BKmOhjlFRm9I1JGpMMk9MoYSyBhZ0339HJ2vfYc4hc46nmizCWKgcSw083lxxlFH7sWHqI3Fwb9rXwKvgWkSfVtbTQZfQZpT5SyT1BQO+z+WxAs25NlNr77gmxxDGuWemjp/qYJYV1aSgQsklj6bD8I337YmavXk2XFqKCnkqImKTqYivnKQm1v71v63xiucdRz0WbZkRBJSiaRlaM2JS/8Nz/XnFMfqdFIO0aTT19IdeXVzRheI7AIEH8R22HHxj3V0J/tCm/73L/4sY6eo5pIxE07oNXO1wDsxuPcYF/aFH/z1T/1sV2DUi9VXhr4iUcIppOn66EThVIELesm9lBt3sdr4tGSeFfWdY1JHXdMzZZUU9O8ySVisA+i1mu3cknta1xj6zpc2tXOtLBUyRppfTOwsGsblQQCDycBddJn2a5QazJIWmr0byjHGpY2kFiLkiwFuOOSb48J+LTk1Gkijjx0fI0/gZ1uaySprYaamkPmSRiaUJrANyVvvYg3HxgXMvDHN+nKRq2Soo5IfL8xnWpXZtvS1j7HGrT+DHjH1bGkmYrPSPVVBZ2lBcxxltm1X7Dt7fGAOm/7NWcVMdQethmiyMSwjpo3NkGsLc8XJReeL471rYRXqmjbJN8Iwx81zCqqIKemeOMKhjEYHovf2O2+LDS5tQSUYE8XlweaI5WU6tzcjgC2xvzba2PpvL/7NXQ+c0dNUw5TDljtRrEyzuQQwa2tri4JIH5NcYsEv9lPp+TI6nK6jNqGgjpIYi7RjzC8gJZS9rXuGKgk3txiOTxjSw4bG8qTPjzPs8pY6ui8moLIoAmaNyRsxF9O3YcX/PERm1ZWzRmny2Iy09WxCgRG+52APe/9cfbkH9mzwmpcvgmr+qIGqZFiimkjCNGzsCNjc2JYXv8AlgrOvB3wUVaOopI55J44VjQ7kxupBDW4WwJ245NicJHxrTf4pv8AQHlNdnwJFS1dK5krKWS0ZZfVdbMOR+RwMRUo5WzF5B6bDcjm2P0Ar/BTwng0RO85BheSPSxJuwVpG4tpsAPuDiDpfBnwep66atymllrZsrDSpSM4ve6kErb4/O+KLxvAl9rBt5Pj7KKuty2kjkiE0NWzmMsyBFVb2Opj8iwDAYnaJ6rN85grFyIeULy18ysVhKlrMQ34VOxHHOr2x9XdQ+AfSNdkEEHTmQVwlq6kZpVop1WCggqNQ3JVb23Goj3xBdfeBXUQo6Cq6Uo1+op8ujoayJ7xKQpOpmVgF1G7G686rg4WHjGnyySXDfyGeJy6R859XUud5t1LV5dRscwjqY44EqJHumvSja10GwJNhwee2I6jTN8t0wU+SussrJBIrksVmRmJ2OwvYbMO33x9JdAeC3Uspr8w6yoYqGFaN8vSNSrTFWZT5lg397juO3GFU3gsvVVe9BJSVlPOsL04qIYSriYEsGZSbOdKvzuA4xT+pYYNx3dEaaVNGGdP5TnOYP8A8SonrkCGpHl3Z4Ik1XAU31DnscHHP6bMuqko1oqSipKiFL+VEVtIgOpVsvc3HBAv3tvvdF/Z9zToapq6rp+rqpYJKJ5Xp5LExzR+Uz3F9gRsCLEAm1+6l8FOn+sIFrskqFglpXFMKeGPzKeN5GeR2LD1gnUPba2Jy8T0/wB18A2SbZlUkU8dPV12XmhOYy0l/wAJANRIWdXVr6SCrEEHhRfCMooM8yzpGo+pWhnkr3ZVDFiFtMFUWRb2ZnIG9jc/3cbr0r4H55SZtLJlFNJ+yozFKombUZhoRXG9gNgQo7hgORi60nhlP1DQTPmdDHZp44lgn0r5SA+YWW38Wp1Bv/i+ccWXxbDjap2gLG65PgXrKszjP7ZlmslOkkKiM+WTuRI17qdr74r1NCkjrBFR1D1cgLK6buosT+AcADf7XOP0Mf8Ass+GuV0c08VNK7tEZjCp0pIyLZb3sf8AWRgmx4b5xUOh/wCzf0x0/LJJ5WXTSVUkCRSTyh/Uyyh9I2uLMGs38III3x04vHdK4Oi6x7VyfFDUq1hc+YdUTIHZQxS2w9tvv3v848K1jw0yCaQXWTyPKYXEhNzqB/BcfyIx9oZ5/ZhzXLaJY8vp6RYqyipXkqfMZKcrDpJUgC9rWPO5tviNq/7L8E3SS9P1Gc0mXVK15qjVTEAzJ5dkVb8X9fPJ3xaPjGlmrUhvLdWfIKdR57FUwywTzzSWEbRuuoMLAabXNxzhvMJsweuaHNKB6ObU2uIgoocEgkKeLG4t8Y+p/Dv+z/kmTZ8JOpqmnqZqeOp89aZjJPHEYyjEqCVUhXDhyOTe3pxMeOH9mXLs4hoeqMlziSY1NTGJn20LTl5GcxgkBm9cdgp3Os98P/VdPHKsbffuLFWfIBoneEVPlKySC8TM+wYc3xKUWR57FU6WMllDMJ1JeNADpNiLje1vzHvj6QoPA3wey6hy7MZqvPKyMZWlbPURDZZWOk+gAAEOxXSWt+6J74Dz/ovJqCGu6p6d6pSaoqqT6N0mppI2M5ZlPloNt0CljcAG5t3xT+o45+mI0ltin8mEVXUHmUdFluYVNoaIO6ssN31PGqOpN7stkVfyOIiqqpcxCVlXGiQjUQSNLMt7kLfYkX4+MbVk2R+GOc5pmeSZplmZGodjO4gjVvKaNWby1JBsLlhzvZffFY6m8H6SbMI8i6QzCorGenjniFUiw3JuCGu3pJ2Nu9xc4vHVY29nuTW33MtXM2jqIqqOUxxLKwuI1ZrEH+E8i22/vhulZqmoihr5JkoVKh3ih1MBdtJIuLncjnv3xs8P9k7xNq3qqqkyqnSGBBIYZaqPUd7FRZibawQL9iDjXPArwFy7MOi6nKK+jhXPPPhry0oBV1jJJQ6b2VGW5Y35I9xiWp8RwafG53dDRVs+UEhqmoIIYnjjtaKWEylnJAN30mwA4FvcYMfMqGmyt2FNTQVNMkappZkklDE3B51AAgXuMfXXXf8AZ3yXqLORRnL1Qx03lUTIXjDzSBQXdlFioZpHABsSCLW2xDQf2Q+jstr8wpM1zGapVomejLSDVGEkCC+m2oMGAF/7oPe2OWHjGmcbk+R9lI+Sq6tzmdEqc0VEhIEkKMulbNvdQNt+5wdTR51BBImV51TsZzGLxvsEJDD8Q5v/ADFr98fU3UH9k/pbMPq16ZzWrAjqVpSszaQE+nIZwLnbzNL232NrgXwrpD+yT05l1bnFJmHUP1McFNHR0tY8ZUGZpCHIGo8IosBuGP2w39X0jjdirBKb9LMXocs6l6zr2nirKWfOkpUnalapS0wTa5AsNgrNvfgXOGumeqXznqdcgpcxo0gr6SWP/lJ44445RCwJ2/A2q4Wxvdhbc43Ppj+zPkmRZtUwL1ZVJXZR55pXUB3lUswjX1ghf3ek3U3Un4wflv8AZr6Iy8xyxwTGmqab9401RG9yIwRodR6CxJJJHpKi3F8Tl4npe7/gR4l17mKdSwv0uvTWeytTyfRiOCdZBcBldihUsCygFidXpvz3BxF5lJkma5bLmrg/tCozAy0iQS3IYfhZbj8Ad1Bvz298fVOY+E/htl+ViY1MjUSpLK31b6igdUQepiQbG/8A1tjxiBT+zx0rUdGUFZS1kcVRTM0EEry+mRWKhdTEG4Ghjbvf4xGHi2Bxt332Jsvi+TDMqpuq/qq2h6jipxUSGGphR4gGiYKGjZBqG3qINtrNxix/sisaUZVmtVOscTB5hBKH0sVWzaNriy6QCwW+k9r42vKfDVKjLKOnrocvzJI4Csk8KreKIsBdLAnZTbm+Dsy8FclqZKGqMtLTy0VVH5bySKsiwbySLp72uBa9hv7YWXi2C+QrFu6Z8m1/RmbZPnRy/LcyLw1DEzjME0iR/wAJAYG2l1YNsT/DzbFEl6d6gp4JqmuoIXhadqeGV5Fd9YYg2Abfg3J274+4o/Bfp+syyvhrIzOXq0KVEJW8iso0AWP8I9NxzbfgYkKnwi6OpKOppqFYvrJYnpJdSDVEzLZigsANQYjYjbDx8aww4Y6wy+UfJ2U9M08FPQSUbU0dbBFCnlGZopUlZ2LNpNwQuk77g3U/AnMxyfPc16lmr6OgimnqJZWZ9ooSrMi3GmwtqbsLAXvj6GpfAbw3rMwoZ8zy8pKsqhZIqiRDYK1gTqNybH1eyg7b4Ey7wz6NofMmpUc0xN3hmmOgXvqAN9zYfB/PCvxXC3wxVp5SlSZib9O59QZRDHSUNM0cVQ0k6MrMJGRTYRtpGobmxvbb7HDlNlFZWwo1b089OZdLvLMHUySXsdBtbV3NwOb2NhfaV6KlpKaqgyqJmy9pWmUM3oRUAWw5uLqoJA5++JmbIqhIdEOXJHFI7awJQpsBqJRB32tgPxKPsGOkd+pmArkFfWOcuo4q6pmjLhCVuuoqbDa47AXPsMZnnngD4jZrm9RXVGWrTecVeIgEiUsSLC3cHkY+y6SizWnmeP6eJKhFBDQQi8pLC4sCNv3hHf3w3WS5iaJambLqdtMmpYXUbWvfc+9rm/uMCPicoP0pF46eGLltnxhH/Zi8QJKwU6GlI8x1LtKFDKp/Et+bje35Y8/+G3rX/n4/+o//AIcfXfmVWaiWlqEYJSSXAJCk3ANgQLE2/pgH9i5b/wDXVv8A3tP8sUfis/dpBUsfsk/1o0+FKKqBFJSrExJRJNCg7bkEAcen3wTrpR5kyU76m9TKZDpNtrW4/ljsdj47fJ9s9ueOMVwhFVnEdEyQQwwCNuYzTX4+de/6DCqbNGfy4ahAUnlt6R2J7gk++Ox2KqKcbORTl5u32OzCTK6YJmEuXI9QZCquqKpJ7att+B2OAJs9paiOV67pzLpHqXVS2gEhAV23H+IfpjsdhcXqjchsiSfBG5bFRZtTVEzZTTnXJpKNIwUBTclQNgeO2Ceo8gyujyQQwpLH5kALIsnpO1gQbXBueR2x2Ow2+UciSfBBpSbTDskpY5KVRFJJdTHFIZDqBVV02A+QTcn3xLZZkFJTsqwLDQASeaslJTR+YwXkMzL3t847HYpPJK+zbUqonKWsFFVSU8cCSqFPqksCzDUQSALW34wmspswraypJrHgESy2CSag5K31HUvI1be1u+Ox2OOTrI2J/k0B0QqqJxXvL50JKM2vSWsWCkadNu1+eScS8fT9NUuySsJVkkWWMBBEUGkb3FyT2/347HYtKKjTRoxXIw3SsWXq9FAsXlyyNYm58rcWCgggj74TP0TldJktZllErU9PMST5LtGy6VsALH2vjsdjkyZJp0n8F4Y410RqZNmmW51BU0ma+ZHTxIFWddWiM3uoHB+55Nr3w3kNLU1k1PMoiiWOpUOQzEuoR7EgWBPrx2OxZ8xbY8scEqSLRmfRkHUT1EE9dUQxFTHaGV4yFO5AINxuBb88VnMfBDpzMXEjzVbMG8yBpKlyYnsVQjTY+ksTz/ux2Oxz48+SLpMWOODXKJSHpFMmoYKSfOKyo1okSFrcKBa44/TsB7YdzrpOhzrXXZpUtKHp41ZfIW40SG2k324/rjsdiynJuykoR21QKfC3pyOtizimNRFN50zo+u5YTgaw/ubgWPbBkOQ5Dn2V1nT9XQCWgyyURrHKA12UrZgeb7847HYnmnLdd9Cwxx+BhPCvpKlWWggyqFo/IMJWQllCalFgO2zN+uPB4O9NR/U0kdOiobyRi2oRj2W97d+PfHY7Cx1GXj1Pkfy47Vwc3h3k0DQS0+V5ZAymR3eKkVWk2H4trdhf7Yh+pvBjp3Os1kzwuIJ4xG7iGFYi4UNpXUtiLah+gx2Ox0Qz5YSTUmTcIt3RGUHgvlUsdR01HmleENR9RLOaj1tH5jyCO1rEam7+wN8Py+FNRRVenp/OEoYnoTTz6Y7OwaQMbNuQCSTtY+phexx2Owi1eZzacuOSscUHG2h+TwgzI1eZ1tF1II4JRGIaZ4gUjkU6S1wLm4sdzcW2xBdReHfUdKJ8wXPKWBo0jjLU0bRyOCQzKWHCnRbbsT747HYutTlvsR4cfwD5T4X/AF1dTiau8qhq6k2EbnzRGocgE2FzspuTvvj2u6ZraGfSucvNBLmSoqvGLpBwVv3JDd9hjsdikcs5ye5gxY4pOkQpo6HOupXyaWmejqJlafzoZmZHkUumkobaVKgiwJ5xJVuS1WT5FDmWWZ5VotS6JDHsgWyOCGA9NtzwL7L837HYtPLNSUb4IbI0+Cp53TL1JmMvS9TLNDS09WyySAq8jBiDcekA7qCQdsaJ0r0zDk/SNDlGZSCviPqExukhKtZWIBtcBtvtjsdh9b6cEUv9kscI23RDw9MU5pq76GeWlhq6WqjKRSGPTaoZlYW4I8tR9r4Y6ShrMoy8wV+c1lXP5kyieQJI4aQW1AsNiMdjsQwzlOL3ASuSX5JOmqKnK6FIvq5JZZq1h5hGnUBMQAwBtax7e2JLNZcopvKIo5I2q5IncRsbecF2a5N7XJ2x2OwJJb0VkqkRsbQQPDWwa1mplIUWGkvZtzcm+xt9sQprKeripDpljjzZXEgU+oOG0jf2tjsdgiXy2R1ZnkcFZJ07R/U+SPLpYWd/Umokv9x6RbAWYUeaUxqIZs2kmYt6WYfg1b7D87Y7HY7sapR/NEtzfILm/VNbleZUzSsWeYGMOn4gTpBN7/4f54VR5i8sNRLUySzI5ZWQm3oZbW/ljsditJRTNCTlyxMGcOKUx0byxzU7qhY6bOrBSQdr7X2PxjNf+E3Pv+dT/sxjsdjKKfLJziuD/9k=" width="257px%" alt="accounting research bulletin 51"/></p>
<p>International Collaboration accounts for the articles that have been produced by researchers from several countries. The chart shows the ratio of a journal&rsquo;s documents signed by researchers from more than one country; that is including more than one country address. Evolution of the number of total citation per document and external citation per document (i.e. journal self-citations removed) received by a journal&rsquo;s published documents during the three previous years. External citations are calculated by subtracting the number of self-citations from the total number of citations received by the journal’s documents. Evolution of the total number of citations and journal&rsquo;s self-citations received by a journal&rsquo;s published documents during the three previous years. The SJR is a size-independent prestige indicator that ranks journals by their &lsquo;average prestige per article&rsquo;. When the Bank amended its deduction of retained earnings, it also amended its claims for the Credit in accordance with the resulting state BFT liability.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="257px%" alt="accounting research bulletin 51"/></p>
<p>If the equity interest investor retaining a majority interest in VIE’s residual returns differs from the equity interest investor retaining a majority interest in its expected losses, FIN 46 requires the latter to consolidate the VIE. The Accounting Research Bulletins were documents published by the Committee on Accounting Procedure between 1938 to 1959 on various problems that arose in the accounting industry. Andy Smith is a self-employed consultant, Certified Financial Planner (CFP®), licensed realtor and educator.</p>
<p>Motivated by the recent Discussion Paper issued by the Financial Accounting Standards Board and the International Accounting Standards Board on how to define reporting entities, this study investigates the value relevance of consolidated statements under the ownership-based approach of U.S. Accounting Research Bulletin No. 51 and the control-based approach of International Accounting Standard No. 27 <a href="https://www.bing.com/search?q=accounting">accounting</a> . The results show that consolidated financial statements based on a broader definition of control provide more useful accounting information than those based only on majority-ownership control. We also address one concern raised in the DP, namely, whether a reporting entity should use the common control model to include entities that are under common control of an individual investor or family.</p>
<p>Preacquisition contingencies—When accounting for preacquisition contingencies under FAS 141, the acquirer first must determine whether the preacquisition contingency results from a contractual arrangement or a noncontractual event. Contractual contingencies may result in future assets being acquired (e.g., the funding of unfunded loan commitments) or future liabilities being incurred (e.g., repurchase obligations arising from loans sold in the secondary market) based on the contractual terms entered into by the target institution before being acquired.</p>
<p>In the late 1990s and early 2000s, public companies began avoiding consolidated financial reporting requirements by structuring their legal entities in a way that separated financial interest from voting rights. These tactics allowed the energy company Enron to mislead investors and regulators by hiding significant amounts of debt and toxic assets within special-purpose entities. The company’s bankruptcy in 2001 and resulting congressional hearings in 2002 hastened the creation of a new consolidation framework in the form of FIN 46, introduced by the FASB in 2003. For reporting purposes, the regulatory requirements applicable to the Call Report conform to GAAP. Under ARB No. 51, retained earnings of a purchased subsidiary at the date of acquisition are not included in consolidated financial statements.</p>
<h2 id="toc-0">Fasb Accounting Research Bulletins</h2>
<p>The statements most frequently provided are the balance sheet, the income statement, the statement of cash flows, and the statement of owners&rsquo; or stockholders&rsquo; equity. This staff accounting bulletin modifies portions of the interpretive guidance included in the Staff Accounting Bulletin Series in order to make the relevant interpretive guidance consistent with authoritative accounting guidance and Securities and Exchange Commission rules and regulations. Specifically, the staff is updating the Series in order to bring existing guidance into conformity with the Financial Accounting Standards Board Accounting Standards Codification Topic 321, Investments &#8211; Equity Securities. If the reporting entity concludes that its direct and indirect interest establishes it as the primary beneficiary, the reporting entity consolidates the VIE.</p>
<p>Although many of these international standards are similar to GAAP, the FASB and the IASB are currently working on a convergence project to reduce differences between IFRS and GAAP. Examples include the president&rsquo;s letter or supplementary schedules in the corporate annual report, prospectuses, reports filed with government agencies, news releases, management&rsquo;s forecasts, and social or environmental impact statements. Group created in 1984 by the FASB to reach a consensus on how to account for new and unusual financial transactions that might create differing financial reporting practices. The FASB reviews and approves all EITF consensuses, and the SEC views consensus solutions as preferred accounting. In consideration of these types of arrangements, FASB, in 2003, issued FASB Interpretation 46 ,Consolidation of Variable Interest Entities[FIN 46].</p>
<p>Want to spend less time creating financial reports and more time identifying trends, threats, wins, and opportunities from your data? Longview can accelerate your consolidation processes and transform your office of the CFO.</p>
<p>At the same time that FAS 141 was issued, the FASB also issued Statement of Financial Accounting Standards No. 160, Noncontrolling Interests in Consolidated Financial Statements . FAS 160, which amends Accounting Research Bulletin No. 51, Consolidated Financial Statements, also becomes effective for fiscal years beginning on or after December 15, 2008. In contrast, public companies often consider longer time horizons when deciding whether to create unconsolidated or consolidated financial statements. However, the choice of when to consolidate is more strictly controlled by GAAP reporting requirements. There are few consolidation accounting requirements for private companies, but publicly traded companies must prepare their consolidated financial results to meet the standards of the FASB’s generally accepted accounting principles .</p>
<h2 id="toc-1">Bank Financial Reports</h2>
<p>An exposure draft is a document published by the Financial Accounting Standards Board to solicit public comment on a proposed new accounting standard. Today, two organizations—the Financial Accounting Standards Board and the Government Accounting Standards Board—create accounting reporting standards. Committee on Accounting Procedure, &laquo;&nbsp;Consolidated financial statements; <a href="https://www.google.com/search?q=contra+asset+account&#038;biw=1629&#038;bih=839&#038;hl=en&#038;gl=US&#038;ei=Vc1lYPe5KaGJrwTXnIewBA&#038;oq=contra+asset+account">contra asset account</a> Accounting Research Bulletin, no. 51&Prime; . This indicator counts the number of citations received by documents from a journal and divides them by the total number of documents published in that journal. The chart shows the evolution of the average number of times documents published in a journal in the past two, three and four years have been cited in the current year.</p>
<p>This became apparent in the current financial meltdown, when it was disclosed that numerous financial institutions had exposure to risky assets that were not reflected in their financial statements. After learning that accountants and auditors were not applying certain provisions as the FASB intended, FASB began the current changes. A series of statements by the FASB that set forth fundamental objectives and concepts that the Board uses in developing future standards of financial accounting and reporting. However, this cohesive set of interrelated concepts is intended to be a conceptual framework that will serve as tools for solving existing and emerging problems in a consistent manner. The U.S. generally accepted accounting principles rely on the binary system of VOE versus VIE. In contrast, the International Financial Reporting Standards focus on indicators of control.</p>
<p>Because the Credit carryovers were amended, the Department was obligated to adjust the Credit carryovers when it disallowed the deduction. As permitted under the statute, the portion of the Credit that was not used on the 2010 BFT return was carried forward to 2011 and 2012. Credits earned in subsequent taxable years were likewise carried forward to 2012, 2013 and 2014 and claimed on the Bank’s original BFT returns. As a result, the Bank had no BFT liability on which to apply the Credits that had been carried forward. Identify the acquisition date, which is the date the acquirer obtains control of the acquiree. This report focuses on some specific issues related to fair value disclosures that come up continually during the peer review process. The American Institute of CPAs has issued the first online edition of an Audit &#038; Accounting Guide on Revenue Recognition to assist entities and auditors to understand, implement and audit the new rules.</p>
<ul>
<li>As permitted under the statute, the portion of the Credit that was not used on the 2010 BFT return was carried forward to 2011 and 2012.</li>
<li>The issuance of FAS 141 completes the second phase of the FASB&rsquo;s project to revise the accounting for business combinations.</li>
<li>After learning that accountants and auditors were not applying certain provisions as the FASB intended, FASB began the current changes.</li>
<li>The results show that consolidated financial statements based on a broader definition of control provide more useful accounting information than those based only on majority-ownership control.</li>
<li>The accounting framework for loans in FAS 141 is consistent with the approach taken by the American Institute of Certified Public Accountants for &laquo;&nbsp;purchased impaired loans&nbsp;&raquo;6 in Statement of Position 03-3, Accounting for Certain Loans or Debt Securities Acquired in a Transfer (SOP 03-3), which became effective in 2005.</li>
</ul>
<p>FASB ASC 275 requires disclosures that focus primarily on risks and uncertainties that could significantly affect the amounts reported in the financial statements in the near term or the near-term functioning of the reporting entity. In Dec. 2007, the FASB also issued SFAS No. 160, which, as with SFAS No. 141-R, is effective for financial statements covering this calendar year’s operations. Another change from APB No. 16 is the definition of how control over an entity takes place. Also, under SFAS No. 141, the excess of the fair value of net assets acquired over cost, after relevant noncurrent assets are reduced to zero, results in an extraordinary gain . More meaningful information was provided regarding the actual purchase price paid to acquire an entity.</p>
<h2 id="toc-2">Failing Bank Acquisitions</h2>
<p>These assets are becoming larger parts of the total package of assets purchased and become even larger when the purchase method was utilized. Also, the pooling vs. purchase method utilization affected competition in merger and acquisition markets. Accounting for business combinations has always been an important topic and is becoming even more so as merger and acquisition activity happens in an uncertain economy. This article will discuss the development of accounting for business combinations through the present time. After Enron’s GAAP–compliant accounting brought additional attention to SPE’s abuse, FASB responded by issuing Interpretation 46 (“Consolidation of Variable Interest Entities, an Interpretation of ARB 51”). These changes were not sufficiently broad, or at least were not interpreted as broadly by some as the FASB intended.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px%" alt="accounting research bulletin 51"/></p>
<p>Thomas Sanders, one of its authors, would become part-time research director for the CAP. 8 For further discussion and examples on how to account for and evaluate purchased impaired loans, including the treatment of any &laquo;&nbsp;accretable yield&nbsp;&raquo; and &laquo;&nbsp;nonaccretable differences,&nbsp;&raquo; refer to &laquo;&nbsp;Implications of New Guidance on Accounting for Purchased Impaired Loans,&nbsp;&raquo; Supervisory Insights, Summer 2004. FAS 141 made no distinction between preacquisition contractual and noncontractual contingencies. Instead, FAS 141 required preacquisition contingencies to be recorded on the balance sheet at the acquisition date if one of the following two criteria were met. First, the contingency needed to be recorded if the acquirer could determine the acquisition date fair value of the contingency during the allocation period. When the current change was drafted and released for public comment, Robert Herz (Chairman of the Financial Accounting Standards Board ) expressed anger about the current accounting, saying that some financial institutions had misinterpreted them. Means either that an authoritative accounting rule-making body has established a principle of reporting in a given area or that over time a given practice has been accepted as appropriate because of its universal application.</p>
<p>Instead, SFAS 167 establishes consolidation requirements for VIEs based on both a qualitative, rather than quantitative, assessment of an equity investor’s control over significant activities of the VIE and the equity investor’s retention of certain rights and obligations that are disproportionate to that investor’s investment. Under GAAP, banks are required to include majority-owned subsidiaries in a consolidated Call Report. Before consolidation, a parent bank will include the investment in its subsidiary as an asset. The subsidiary reports a corresponding equity owned by the parent bank in the equity section of its balance sheet. When the entities are consolidated, an elimination adjustment is made to offset the intercompany transaction. In the elimination, the parent bank’s asset will be offset by the subsidiary’s equity owned by the bank.</p>
<h2 id="toc-3">Resources For Bank Officers &#038; Directors</h2>
<p>Congress, intended to combat accounting fraud, curb poor reporting practices, and make sweeping changes to the institutional structure of the accounting profession. The accounting process that culminates in the preparation of financial reports for use by both internal and external parties. The difference between what the public thinks accountants should do and what accountants think they can do.</p>
<h2 id="toc-4">What Were The Accounting Research Bulletins Arbs?</h2>
<p>After an acquisition, the held-for-investment loans acquired from the target entity are accounted for like other purchased loans. In addition, the acquiring bank should establish loan loss allowances for the acquired held-for-investment loans in periods after the acquisition, but only for losses incurred on these loans due to credit deterioration after acquisition. <a href="https://www.google.com/search?hl=en&#038;gl=US&#038;biw=1629&#038;bih=845&#038;ei=oM8SYJCNN8WWjgaDlYq4Aw&#038;q=recording+transactions">recording transactions</a> Determine whether the transaction is a business combination, as defined in FAS 141, which requires that the assets acquired and liabilities assumed constitute a business. On February 17, 2010 the Auditing Standards Board issued new guidance associated with performance and reporting standards when supplementary information is included in financial statements.</p>
<p>In conclusion, the economic landscape related to mergers and acquisitions is constantly changing. Using the new business combination standards, accountants are now better equipped to measure the effects of this activity and report it in consolidated financial statements in a more consistent way. You’ve made the decision to consolidate your financial reporting and determined how you’ll classify your organization’s different affiliated legal entities. In accordance with this determination, the adjustment to increase equity capital for the 2014 tax year by including noncontrolling interests in consolidated subsidiaries is reversed.</p>
<p>They were discontinued with the dissolution of the Committee in 1959 under a recommendation from the Special Committee on Research Program. In all, 17 bulletins were issued; however, the lack of binding authority over AICPA&rsquo;s membership reduced the influence of, and compliance with, the content of the bulletins. The Accounting Research Bulletins have all been superseded by the Accounting Standards Codification .</p>
<p>Investors are interested in financial reporting because it provides information that is useful for making decisions. <a href="https://accounting-services.net/arb-accounting-research-bulletins-definition/">accounting research bulletin 51</a> The products of standard-setting (e.g., FASB standards and EITF consensuses) included in the FASB Codification.</p>
<p>In applying the acquisition method to mergers between two or more mutual entities, one of the combining entities must be identified as the acquirer. Therefore, the fair value of the target entity may be estimated, for example, by using an estimated cash flow model. The resulting fair value is added directly to the acquirer&rsquo;s equity (i.e., the surplus account for a mutual bank), not its retained earnings. Next, the target&rsquo;s assets acquired, including identifiable intangible assets, and liabilities assumed must be measured at their fair values in accordance with FAS 157. Finally, goodwill is determined based on the amount by which the target&rsquo;s fair value as a whole exceeds the fair value of the target&rsquo;s net assets.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/accounting-research-bulletins-synonyms-accounting/">Accounting Research Bulletins Synonyms, Accounting Research Bulletins Antonyms</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>How To Calculate Ebitda From A Cash Flow Statement</title>
		<link>http://www.discovery-trading.net/how-to-calculate-ebitda-from-a-cash-flow-statement/</link>
		<comments>http://www.discovery-trading.net/how-to-calculate-ebitda-from-a-cash-flow-statement/#comments</comments>
		<pubDate>Fri, 24 Sep 2021 16:49:19 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>Content How To Calculate Ebita How Does Ebitda Differ From Other Measurements Of Income? Tag Archives: Contractor Processing Quickbooks How To Calculate Ebitda Margin In Quickbooks Depreciation &#038; Amortization How To Use And Optimize Quickbooks For Restaurant Accounting Click here to read more about how this restaurant accounting firm uses Plate IQ and QuickBooks together. [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/how-to-calculate-ebitda-from-a-cash-flow-statement/">How To Calculate Ebitda From A Cash Flow Statement</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How To Calculate Ebita</a></li>
<li><a href="#toc-1">How Does Ebitda Differ From Other Measurements Of Income?</a></li>
<li><a href="#toc-2">Tag Archives: Contractor Processing  Quickbooks</a></li>
<li><a href="#toc-3">How To Calculate Ebitda Margin In Quickbooks</a></li>
<li><a href="#toc-4">Depreciation &#038; Amortization</a></li>
<li><a href="#toc-5">How To Use And Optimize Quickbooks For Restaurant Accounting</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px%" alt="quickbooks ebitda"/></p>
<p>Click here to read more about how this restaurant accounting firm uses Plate IQ and QuickBooks together. Learn financial modeling and valuation in Excel the easy way, with step-by-step training.</p>
<p>QBO Support is an independant provider of QuickBooks-related services and is not affiliated with Intuit. Sign up for our free webinar to learn more about financial reports with QuickBooks Advanced. Assume that Hillside purchases $1,000 in materials in January and pays labor costs of $2,000 in February to produce a piece of furniture. The finished product was delivered to a customer in early March and sold for $4,200.</p>
<p>This metric is primarily for useful for businesses that do not have a high level of debt or that do not regularly make purchases of large fixed assets. In those cases, depreciation plays a big role and should be factored into most metrics. However, for a company that has little debt or depreciation to account for, EBITDA margin can be a helpful metric to keep an eye on, as it breaks down operational profits into a percentage. Determining depreciation expenses and amortization expenses is highly subjective. When business owners purchase a piece of equipment, they will decide on the useful life as well as the salvage value they can expect when the equipment reaches the end of it.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px%" alt="quickbooks ebitda"/></p>
<p>We often see companies record costs for multiple functions in the same account for payroll, subcontractors, travel, and software spend. If that’s the case for your company, you’ll need to add new payroll/subcontractor/travel/software accounts for each function to get the right level of detail. Operating Income – This is also known as EBIT, which is similar to EBITDA.</p>
<h2 id="toc-0">How To Calculate Ebita</h2>
<p>Compare the balance to past periods, and determine if the trend is increasing or decreasing. Compare your firm’s performance to other companies in your industry. Generally accepted accounting principles require companies to use the accrual basis of accounting to generate financial statements. Using the accrual method can result in large differences between EBIT and cash flow. When you produce your financial statements each month and year, generate the EBITDA balance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px%" alt="quickbooks ebitda"/></p>
<p>A business should generate the vast majority of net income from operating activities. Non-operating income is not sustainable, and should not be the primary source of business profits.</p>
<p>An equity research report is a document prepared by an analyst that provides a recommendation for investors to buy, hold, or sell shares of a company. The most common types of depreciation methods include straight-line, double declining balance, units of production, and sum of years digits. The company can handle its debts reasonably well but has no serious cushion to rely on. You can also call EBITDA a measure of profitability before the other factors come into play. Depreciation – Depreciating value of existing assets, which leads to a loss in net company value. With all of this in mind, we’ve broken down EBITDA for you so you can use it more intelligently and apply it in the right circumstances. We will also delve into the EBITDA margin ratio, the EBITDA coverage ratio, and the EBITDA multiple, all of which are critical in terms of understanding how EBITDA is used.</p>
<h2 id="toc-1">How Does Ebitda Differ From Other Measurements Of Income?</h2>
<p>EBITDA can be defined as earnings before interest, taxes, depreciation and amortization.Intuit EBITDA for the quarter ending July 31, 2021 was $0.515B, a 3.38% decline year-over-year. If a company has high interest costs, it may prefer to highlight the company’s operating profitability rather than its net income, and therefore it will choose EBIT as a key performance indicator. The high interest expenses and depreciation/amortization costs reflect the fact that the company has a high level of debt and a significant base of assets that are depreciating over time. However, because EBIT excludes the cost of servicing debt, it can give a misleading impression of a company’s financial resilience.</p>
<p>So the income and expense from the machine sale posts to non-operating income. To explain the EBITDA formula, take a look at Premier Manufacturing’s multi-step income statement. EBITDA is “earnings before interest, taxes, depreciation, and amortization.” This calculation is a measure of a company’s profits.</p>
<p>Because of their subjective nature, they are also removed from consideration in the EBITDA metric. Like all financial metrics, EBITDA is best calculated in tandem with other metrics that help business owners and investors understand the whole picture of a business’ health. Factors like location and debt structuring can have a big impact on a business’ bottom line. Tax rates in one state may be significantly lower than tax rates in another, for example, making two identical companies appear as though one is less profitable. <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> EBITDA, by comparing business financials before taking taxes, interest, depreciation and amortization into account, allows for a more apples-to-apples comparison of how each business operates. Turn to your cash flow statement to find depreciation and amortization and those values into the EBITDA calculator. The goal of a functional account structure is to record costs in separate accounts for each function (e.g. Support, Sales, Marketing, Operations, etc.) so you can accurately calculate your metrics.</p>
<ul>
<li>Thanks to QuickBooks’ crucial accounting features, the following KPIs can be easily calculated to ensure the reliability of your restaurant’s financial success.</li>
<li>Intuit Inc.’s EV/EBITDA ratio increased from 2019 to 2020 and from 2020 to 2021.</li>
<li>Let&rsquo;s say that this amount of money bought us the rights for five years.</li>
<li>It’s easy to use, well known, and offers entry-level accounting functionality at an affordable price.</li>
</ul>
<p>For example, a tax carryforward allows businesses to reduce current year earnings with losses incurred in past years. If a business uses a tax carryforward, it lowers the tax expense in the current year. Two companies in the same industry that generate similar profits can have very different levels of tax expense. The tax code is complex, and there are dozens of factors that impact a firm’s tax expense in a particular year.</p>
<h2 id="toc-2">Tag Archives: Contractor Processing  Quickbooks</h2>
<p>It&rsquo;s possible, for instance, for a company to have a positive EBITDA but a negative operating cash flow. Because of this, EBITDA can make a company look much healthier than it actually is. The income statement and cash flow statement cover a period of time, but a balance sheet generates on a specific date. All three reports address financial health and a company’s operating performance. This training program will review different types profit and loss statements, including a QuickBooks profit and loss standard layout as a complex, multi-fund example.</p>
<p>Revenue includes sales, and other transactions that generate cash inflows, including a gain on the sale of an asset. I was able to reclassify interest and depreciation under OTHER EXPENSES. However, there&rsquo;s no account type option under OTHER EXPENSES for Taxes. This content is for information purposes only and should not be considered legal, accounting or tax advice, or a substitute for obtaining such advice specific to your business. No assurance is given that the information is comprehensive in its coverage or that it is suitable in dealing with a customer’s particular situation. Intuit Inc. does not have any responsibility for updating or revising any information presented herein.</p>
<p>The buyer will make decisions going forward as to how it may finance the company and therefore is less concerned with the seller’s debt structure. Below is a comparison of two companies and using the EBITDA metric, it shows which company is the better investment. In a similar way, amortization expense is posted when an intangible asset is used in the business. Let’s assume that Hillside purchases a patent on a manufacturing process, and the patent has a remaining life of 20 years. Hillside will reclassify the cost of the patent to amortization expense over 20 years. Every business that produces an income statement can generate the EBIT formula, which is why the calculation is used so often.</p>
<h2 id="toc-3">How To Calculate Ebitda Margin In Quickbooks</h2>
<p>Many business owners and senior executives have stacks of reports they never look at because none of them seem to make much sense. Understanding your P&#038;L is vital to small businesses because it also serves as the income statement.</p>
<p>Some claim that it is not a true picture of your company&rsquo;s financial health because it avoids those expenses that were removed and they are actual expenses. Some believe that those expenses should be included in the overall financial picture of your company.</p>
<p>He has been writing since 2009 and has been published by &laquo;&nbsp;Quicken,&nbsp;&raquo; &laquo;&nbsp;TurboTax,&nbsp;&raquo; and &laquo;&nbsp;The Motley Fool.&nbsp;&raquo; Export the P&#038;L to excel, then take out the relevant accounts or add them back at the bottom. In Causal, you build your models out of variables, which you can then link together in simple plain-English formulae to calculate metrics like EBITDA Margin. This makes your models easy to understand and quick to build, so you can spend minutes, not days, on your models.</p>
<h2 id="toc-4">Depreciation &#038; Amortization</h2>
<p>EBITDA margin is a measure of how much money your company is making before you pay for all of your overhead expenses. Potential buyers use EBIT when they consider the price they’re willing to offer for a company purchase. If a business generates a high EBIT, the owner can <a href="https://quickbooks-payroll.org/will-quickbooks-kick-out-ebitda/">quickbooks ebitda</a> take distribution of earnings as a dividend. If two firms generate sales of $3 million a year, the company with the higher EBIT is more valuable. The accrual method requires firms to recognize revenue when earned, and expenses when they are incurred to generate revenue.</p>
<p>Operating profit shows revenue less cost of goods sold and operating expenses. Unlike net income, or the “bottom line” of the P&#038;L statement, it does not take into account tax or interest expenses. Amortization is related to depreciation but is not technically the same. Amortization refers to expenses incurred from the acquisition of an intangible asset over the length of the asset&rsquo;s life, whereas depreciation refers to tangible assets. Usually, amortization expenses are listed along with depreciation expenses on a profit and loss report or on a cash flow statement. Add up any itemized amortization expenses to obtain a single total and record this value.For example, let&rsquo;s say that a few years ago, our company spent $100,000 to obtain certain industry trademarks. Let&rsquo;s say that this amount of money bought us the rights for five years.</p>
<h2 id="toc-6">Event Information</h2>
<p>Suppose that a public company acquires several subsidiaries for more than the market value of the subsidiaries’ assets. The additional value appears on the parent company’s balance sheet as an intangible asset called goodwill, <a href="https://www.google.com/search?q=payroll">payroll</a> which represents the value of anticipated future cash flows from the subsidiaries. The FASB says that publicly traded companies should not amortize goodwill, though private companies and not-for-profits may choose to do so.</p>
<p>Many companies may choose to calculate EBITDA monthly or quarterly to review performance. Those anticipating a sale may also need to calculate it on an ad hoc basis for potential buyers. Perhaps the main reason for EBITDA’s popularity is that it excludes some of the more discretionary or <a href="https://www.indeed.com/career-advice/career-development/how-is-sales-tax-calculated">how is sales tax calculated</a> subjective expenses incurred by a company as a result of management’s decisions. Interest expense is the result of how a company is financed which is a choice by the owners. Debt or equity can be used to finance a company and EBITDA excludes the consideration of equity or debt financing.</p>
<p>Author: <a href="https://twitter.com/elisabethwaldon">Elisabeth Waldon</a></p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/how-to-calculate-ebitda-from-a-cash-flow-statement/">How To Calculate Ebitda From A Cash Flow Statement</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>What Is Revenue, Expense &amp; Drawing In Accounting?</title>
		<link>http://www.discovery-trading.net/what-is-revenue-expense-drawing-in-accounting/</link>
		<comments>http://www.discovery-trading.net/what-is-revenue-expense-drawing-in-accounting/#comments</comments>
		<pubDate>Thu, 26 Aug 2021 16:00:48 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.discovery-trading.net/?p=869</guid>
		<description><![CDATA[<p>Content Mission Statements: A Business Owner&#8217;s Compass What Are The Different Account Types In Accounting? How Does Depreciation Affect Cash Flow? Accounting Cycle Example What The Draw Method Means For Income Taxes Can You Take Net Income &#038; Reinvest In A Company? A journal entry is a financial transaction recorded in the accounting system. In [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-revenue-expense-drawing-in-accounting/">What Is Revenue, Expense &#038; Drawing In Accounting?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Mission Statements: A Business Owner&rsquo;s Compass</a></li>
<li><a href="#toc-1">What Are The Different Account Types In Accounting?</a></li>
<li><a href="#toc-2">How Does Depreciation Affect Cash Flow?</a></li>
<li><a href="#toc-3">Accounting Cycle Example</a></li>
<li><a href="#toc-4">What The Draw Method Means For Income Taxes</a></li>
<li><a href="#toc-6">Can You Take Net Income &#038; Reinvest In A Company?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px%" alt="what is a draw in accounting"/></p>
<p>A journal entry is a financial transaction recorded in the accounting system. In double-entry bookkeeping, a journal entry consists of a debit and a credit of equal value applied to at least two accounts. The credit and/or debit may be spread among multiple accounts, but the sum of the credits must always equal the sum of the debits. A journal is the collection of all company financial transactions or entries. In the pre-computer era, it was a notebook where accounting transactions were recorded in chronological order. Then the debit and credit aspect of the transaction was applied to the appropriate accounts kept in the general ledger.</p>
<ul>
<li>A rudimentary system such as stashing cash aside in an envelope to pay the inevitable tax bill, writing regular checks to the IRS, or making quarterly estimated tax payments would do the trick.</li>
<li>All these things you are paying for are examples of the business’s expenses.</li>
<li>It is only showing up between those 2 accounts and no other record for the equity account.</li>
<li>Construction accounting is a form of project accounting applied to construction projects.</li>
<li>Your equity also decreases when you take a draw from the company funds.</li>
</ul>
<p>In addition to your “cash in the bank”, the profit margin and the equity are both important to understanding your business’s financial health. – If your business structure requires an owner’s draw to pay yourself, that withdrawal is taken from the equity you have in the company instead of as a salary expense. We cannot call them liabilities or assets because the proprietor withdraws from his capital. They are just withdrawals and they are decreased from capital by debiting against the capital account. Drawings are simply withdrawal of resources of the entity by the owner for personal use. It is neither an expense nor a liability rather it is a reduction in the residual interest of the owner in the entity or in layman terms reduction in the amount of investment made by the owner.</p>
<p>To pay the employee for their commissions earned less accumulated draw amounts, start by opening the Employee Center, and select the appropriate employee. Then open one of the Ready to Pay Commission Statements you intend to pay. If your agency pays your producers a fixed amount at regular intervals, rather than the earned commissions each pay period, you probably use a Draw Account. AMS360 provides a Draw account subledgered by commissioned person for this purpose. The following workflow provides you with the information and steps needed to complete this process. Plant, Property, and Equipment (PP&#038;E)PP&#038;E PP&#038;E is one of the core non-current assets found on the balance sheet. QB sets a chart of accounts based on your initial entries when setting up the company file, you edit these names and descriptions to fit your needs.</p>
<p>The drawing account is then re-opened and used again the following year for tracking distributions. Because taxes on withdrawals are paid by the individual partners, there is no tax impact to the business associated with the withdrawn funds. Accountants record increases in asset, expense, and owner&rsquo;s drawing accounts on the debit side, and they record increases in liability, revenue, and owner&rsquo;s capital accounts on the credit side. An account&rsquo;s assigned normal balance is on the side where increases go because the increases in any account are usually greater than the decreases. Therefore, asset, expense, and owner&rsquo;s drawing accounts normally have debit balances. Liability, revenue, and owner&rsquo;s capital accounts normally have credit balances. To determine the correct entry, identify the accounts affected by a transaction, which category each account falls into, and whether the transaction increases or decreases the account&rsquo;s balance.</p>
<p>And you need to pay for internet so you can check how many likes you have on the bakery’s Facebook page. All these things you are paying for are examples of the business’s expenses. The basic definition of an expense is money you spend to run your business.</p>
<h2 id="toc-0">Mission Statements: A Business Owner&rsquo;s Compass</h2>
<p>When the old man with a top hat comes in each morning and hands over $5 for his slice of cream cake, that $5 is considered to be revenue. Save money and don’t sacrifice features you need for your business. At the end of the year or period, subtract your Owner’s Draw Account balance from your Owner’s Equity Account total.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px%" alt="what is a draw in accounting"/></p>
<p>This sample can be used in business process management, quality management, project management and program management. Drawing workflow diagrams combines both creative and analytic practice. To be the most effective in this process you should find a software that suites this kind <a href="https://www.irs.gov/publications/p538">Accounting Periods and Methods</a> of practice. Long-term liabilities are debts that are paid off over a period greater than a year. Examples of long-term liabilities are vehicle loans, and mortgages on buildings. Gross profit is the difference between revenue and the cost of goods sold &#8211; labor and material.</p>
<h2 id="toc-1">What Are The Different Account Types In Accounting?</h2>
<p>It is used to record the transaction of an owner withdrawing cash or other assets from its proprietorship enterprise for personal use. Extending our discussion from the initial section of the article where we have taken the example of Mr. ABC making a withdrawal of $100 from its proprietorship business for its personal use. This transaction will lead to a reduction in owners’ equity capital of the XYZ Enterprises and also a reduction in Cash Balance of the enterprise. The above demonstration is one example of a transaction; however, in proprietorship/partnership, the owners generally may do multiple transactions during a fiscal year for their personal use. There is a mechanism to record such transactions and adjust the Enterprise’s Balance Sheet for such transactions where the Owner uses business resources for personal use. When you’re recording your journal entry for a draw, you would “debit” your Owner’s Equity account, and “credit” your Cash account.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px%" alt="what is a draw in accounting"/></p>
<p>Owners should be careful to not draw more than the available capital in a business. This could leave the business with cash-flow problems when trying to meet ordinary operating expenses.</p>
<p>The personal tablet and smartphone are two examples of how competition can drive innovation. This is just one effect of competition, and in this lesson we will explore other effects and types.</p>
<p>With the investment and draw account being sub accounts of owners equity. It’s useful in keeping track of distributions made to owners in a partnership business, thus helps in avoiding any dispute between partners in business.</p>
<p>A dividend is a portion of the after tax profits of a company paid to the company&rsquo;s stockholders or shareholders. Depreciation is an accounting method by which a portion of an asset&rsquo;s value is written off at the end of each tax year of the asset&rsquo;s useful life. For more information, see our tutorial Beginners&rsquo; Guide to Depreciation.</p>
<h2 id="toc-2">How Does Depreciation Affect Cash Flow?</h2>
<p>So at the end of the year, when i want to zero out the distributions (our &laquo;&nbsp;Draw&nbsp;&raquo; accounts), i would then create journal entries, with Debits to which accounts? I know to credit the Draw/Distribution accounts but i&rsquo;m confused about the Debit. I would confirm the type and review the entries in your owners equity account. Temporary AccountTemporary accounts are nominal accounts that start with zero balance at the beginning of the financial year.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px%" alt="what is a draw in accounting"/></p>
<p>The terms &laquo;&nbsp;drawing&nbsp;&raquo; and &laquo;&nbsp;withdrawal&nbsp;&raquo; in a business can be somewhat confusing since they sound about the same. A &laquo;&nbsp;drawing&nbsp;&raquo; refers to an owner’s removal of cash from the business earnings. It is method used by sole proprietorship owners to pay themselves. An owner&rsquo;s drawing affects the capital account of a balance sheet, whereas a withdrawal has no such effect. For sole proprietorships and partnerships that keep formal financial records, the owner&rsquo;s drawing appears as a temporary account under owner&rsquo;s equity.</p>
<h2 id="toc-3">Accounting Cycle Example</h2>
<p>Drawings are the amounts taken by the owner of a business for his personal use in anticipation of profit. Drawings are usually made in the form of cash, but there could be other assets or goods withdrawn by the owner for his personal use. On the other hand profits earned by the business increase owner’s capital; drawings reduce the amount of capital on the other hand. Even though it’s a temporary account, it’s worthwhile to pay <a href="https://www.thebalance.com/retained-earnings-on-the-balance-sheet-357294">retained earnings balance sheet</a> close attention to your drawing account and keep detailed summaries of any withdrawals that are made. By doing so, you can avoid any potential disputes or confusion between business partners when it comes time to distribute each partner’s share of the company’s earnings. Your equity in the business is made up of the initial investments you made to open the company as well as any subsequent capital you add as you progress.</p>
<p>The proprietor may leave definite amounts from the business to meet personal expenditure or goods for personal use. However, as proprietor withdrawals decrease the account value, a debit balance is probable in a drawing account. Any money an owner has pulled out of the business over the course of a year is recorded in the temporary drawing account.</p>
<h2 id="toc-4">What The Draw Method Means For Income Taxes</h2>
<p>The drawing account is not an expense &#8211; rather, it represents a reduction of owners&rsquo; equity in the business. The drawing account is intended to track distributions to owners in a single year, after <a href="https://accounting-services.net/what-is-revenue-expense-drawing-in-accounting/">what is a draw in accounting</a> which it is closed out and the balance is transferred to the owners&rsquo; equity account . The drawing account is then used again in the next year to track distributions in the following year.</p>
<p>LLCs, partnerships and sole proprietors, on the other hand, can take draws whenever they’d like, for as much as they want, and without payroll tax withholdings. The IRS will impose a self-employment tax, though, and estimated taxes on the income because partnerships, sole proprietors, and LLCs are taxed at the personal level. Then make sure you alert your bookkeeper so these transactions can be recorded properly for reporting and tax preparation. Unless your customer pays a tip in cash directly to your employee, the tip is included in a check or credit card payment. When you deposit the check or receive the payment from your credit card processor, the tips are included in the total balance of your checkbook. Once again, however, these tips are money intended for a third party – in this case, the employee who earned it. It’s essential that you, as the business owner, know how different transactions affect your business.</p>
<p>However, corporations might be able to take similar profits, such as distributions or dividends. A contra account is an account used in a general ledger to reduce the value of a related account.</p>
<p>I graduated with a degree in Finance from Cal Poly Pomona and have held an active Brokers License for over 30 years. I&rsquo;m an expert in all matter relating to mortgages, accounting, small businesses and taxation, and investing. Always leave enough cash for your business to operate smoothly after payments. If you actively work for a C corp (even if you’re the majority owner), your only option for payment is taking a salary as a W-2 employee. A shareholder distribution is a non-taxable event, and if you try to replace your regular, taxed, W-2 income with non-taxable distributions, the IRS will catch you. So if your company grew by 50% in the past year and your current salary is $70,000, you’d multiply your salary by 150% and come up with your new salary, which is $105,000 (not bad!). If you’re not interested in the bonus route, you can always adjust your salary each year based on how your company is performing.</p>
<h2 id="toc-6">Can You Take Net Income &#038; Reinvest In A Company?</h2>
<p>• The money your business owes to other entities is called LIABILITIES. Liabilities include business loans, credit card balances and expenses owed at a future date . Assets include the cash in the bank accounts, inventory for sale, major equipment and buildings bought for the business, plus intangibles like trademarks and internet domain <a href="https://www.google.com/search?hl=en&#038;gl=US&#038;biw=1629&#038;bih=845&#038;ei=oM8SYJCNN8WWjgaDlYq4Aw&#038;q=recording+transactions">recording transactions</a> names. Being able to connect revenues and expenses to each other in by relevant category allow you analyze a given business segment’s profitability at a given point in time and as a trend. Decisions about pricing, staffing and inventory levels become better grounded when you can see how specific revenue and cost streams are behaving.</p>
<p>That is, they check their business financial health mainly by reviewing their bank account balance online to determine how much they can spend. When you journal entry the net check to your employee, you physically credit your operating bank account. When you write a check to your employee, the net amount of the check after taxes, is automatically credited to your operating account when you post the check. In income statement, drawings are subtracted from the amount of purchase. In balance sheet, drawings are subtracted from capital at the end of accounting period.</p>
<p>It’s a huge milestone when your business evolves from a startup to a profitable venture! By now you know that owning a business doesn’t mean you’re sitting in your office with cash raining down on you. Health Insurance – The company has the ability to pay for a partner’s health insurance through guaranteed payments. Draws from the business are considered to be an advance of expected profit. This information will help you determine which method is right for your business.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/what-is-revenue-expense-drawing-in-accounting/">What Is Revenue, Expense &#038; Drawing In Accounting?</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></content:encoded>
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		<title>200 Accounting Terms From A To Z</title>
		<link>http://www.discovery-trading.net/200-accounting-terms-from-a-to-z/</link>
		<comments>http://www.discovery-trading.net/200-accounting-terms-from-a-to-z/#comments</comments>
		<pubDate>Mon, 19 Jul 2021 11:54:14 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.discovery-trading.net/?p=879</guid>
		<description><![CDATA[<p>Content The Asset Cost Is Divided Up Among The Individual Assets Acquired In The Group Based On Their Relative Market Values Betterment Vs Normal Expense B  Cost Of Goods Sold 110 Indirect Cost Rate Certification And Penalties On Unallowable Costs Related Accounting Q&#038;a Bad Debts Expense Is Calculated As A % Of Credit Sales Reported [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/200-accounting-terms-from-a-to-z/">200 Accounting Terms From A To Z</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The Asset Cost Is Divided Up Among The Individual Assets Acquired In The Group Based On Their Relative Market Values</a></li>
<li><a href="#toc-1">Betterment Vs  Normal Expense</a></li>
<li><a href="#toc-2">B  Cost Of Goods Sold</a></li>
<li><a href="#toc-3">110 Indirect Cost Rate Certification And Penalties On Unallowable Costs</a></li>
<li><a href="#toc-4">Related Accounting Q&#038;a</a></li>
<li><a href="#toc-6">Bad Debts Expense Is Calculated As A % Of Credit Sales Reported On The Income Statement</a></li>
</ul>
</div>
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" width="250px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>If, however, costs are incurred during the removal of minor items of plant, these costs shall reduce the credit to the Accumulated Provision for Depreciation. Costs incurred by contractor personnel on official company business are allowable, subject to the limitations contained in this subsection. Costs for transportation may be based on mileage rates, actual costs incurred, or on a combination thereof, provided the method used results in a reasonable charge. Costs for lodging, meals, and incidental expenses may be based on per diem, actual expenses, or a combination thereof, provided the method used <a href="https://en.wikipedia.org/wiki/Adjusting_entries">adjusting entries</a> results in a reasonable charge. For contracts other than those subject to paragraph of this section, the base period for allocating indirect costs shall be the contractor’s fiscal year used for financial reporting purposes in accordance with generally accepted accounting principles. The fiscal year will normally be 12 months, but a different period may be appropriate (e.g., when a change in fiscal year occurs due to a business combination or other circumstances). Funded pension cost means the portion of pension cost for a current or prior cost accounting period that has been paid to a funding agency.</p>
<p>Details pertaining to the tax consequences of other unusual and significant items, and also cases where tax consequences are disproportionate to related amounts included in income accounts, shall be submitted to the Commission for consideration and decision as to proper accounting. This account shall also include expenses incurred on account of injury to or death of employees or other persons including related medical, hospital and funeral expenses. This account shall include the amount of expense sustained by the carrier on account of loss or damage to oil or other commodity entrusted to it for transportation or storage resulting from fire, flood, or other casualty. This account shall include the salaries and wages of executives and general officers, general office personnel, and of other employees whose wages cannot be directly allocated to operations or maintenance. The value of oil gains from operations shall be credited to this account at current value at time of determination of gain and charged to oil inventory or operating supply.</p>
<p>These adjustments are recorded in Account 114, Electric Plant Acquisition Adjustments, and amortized to Account 406, Amortization of Electric Plant Acquisition Adjustments, or Account 425, Miscellaneous Amortization, as required by the regulatory commission having jurisdiction. Proceeds from the sale of property shall not be used to maintain an “Employee Fund.” A utility may, pursuant to board policy, use general funds for employee welfare equivalent in amount to proceeds received from the sale of scrap property. If general funds, in an amount equivalent to proceeds received from the sale of scrap property, are used for employee welfare, Account 926, Employee Pensions and Benefits, shall be charged. Labor and material costs (ledger sheets, etc.) incurred in connection with the installation of the record system. Load Control Receivers may be moved on a continual basis from one customer location to another and are, therefore, considered to be special equipment items. When ownership is maintained by the member distribution cooperative, Load Control Receivers shall be accounted for in accordance with the special equipment procedures outlined in Accounting Interpretation No. 119 of this section. Operating and maintenance expenses applicable to Load Control Receivers recorded in Account 371 shall be charged to Account 587, Customer Installations Expenses, and Account 598, Maintenance of Miscellaneous Distribution Plant, respectively.</p>
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" width="254px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>The measure of normal cost under this method for each cost accounting period is the present value of the units of benefit deemed to be credited to employees for service in that period. The measure of the actuarial accrued liability at a plan’s inception date is the present value of the units of benefit credited to employees for service prior to that date. (This method is also known as the unit credit cost method without salary projection.).</p>
<h2 id="toc-0">The Asset Cost Is Divided Up Among The Individual Assets Acquired In The Group Based On Their Relative Market Values</h2>
<p>The basis for apportionment and the underlying records in support thereof shall be readily available for inspection by the Commission&rsquo;s examiners. This group of accounts includes general and administrative expense and all other expenses not directly allocable to operations and maintenance expenses. Amounts included in former account 193, Acquisition Adjustment, attributable to mergers, consolidations, reorganizations, and purchases of property shall be cleared from that account as the Commission may authorize or direct upon submission of proposal for distribution of the amounts therein. When the par value or stated value of no-par capital stock of the succeeding corporation is less than that of the constituent corporations, the difference shall be credited to account 73, Additional Paid-in Capital. When retired property is held without being dismantled, the estimated value of the salvage less the estimated cost of salvaging shall be included in account 19, Other Current Assets, if to be recovered within a year, otherwise, in account 43, Miscellaneous Other Assets.</p>
<ul>
<li>It should be noted that the establishment of continuing property records is not required for buildings; however, if CPRs are not maintained, all repairs including the replacement of major component parts shall be expensed in the period incurred.</li>
<li>A grant of permission or authority in a governing instrument to request payment of tax from property passing under another governing instrument is not a direction apportioning the tax to the property passing under the other governing instrument.</li>
<li>Appropriate downward adjustments from the maximum per diem rates would normally be required under these circumstances.</li>
<li>Any insurance proceeds received or recoverable must be deducted from the amount of the casualty loss to determine the gain or the loss.</li>
<li>Compensation includes wages and salaries ; payroll taxes and insurance; and benefits.</li>
</ul>
<p>This account shall include the cost of tangible property used in carrier service, or held for such use within a reasonable time under a definite plan for pipeline operations. This account shall include the cost of oil purchased and the value of oil acquired through tariff allowances and operating gains. Amounts paid preceding carriers for transportation, customs duties, or similar charges shall be charged to account 230, Allowance Oil Revenue. Additions to inventory from tariff allowances shall be credited to revenue at current value. Additions resulting from operating gains shall be credited against operating oil losses and shortages. This account shall include amounts receivable due and accrued from other than affiliates which are subject to settlement within one year from date of the balance sheet. This includes items such as revenue for services rendered, material furnished, rent, accounts of officers and employees, miscellaneous accounts with others.</p>
<p>Except as noted below, prior service cost shall be amortized by assigning an equal amount to each future period of service of each employee active at the date of the amendments who is expected to receive benefits under the plan. If all or almost all of the plan&rsquo;s participants are inactive, the cost of retroactive plan amendments affecting benefits of inactive <a href="https://www.irs.gov/publications/p538">Accounting Periods and Methods</a> participants shall be amortized based upon the remaining life expectancy of those participants rather than the remaining service period. The costs of employees&rsquo; fringe benefits (hospitalization, retirement, holiday, sick and vacation pay, etc.) shall be accumulated in an appropriate clearing account and allocated monthly on the basis of payroll.</p>
<p>The net tax attributable to residuary devises shall be apportioned among the recipients of the residuary devises included in the measure of the tax in the proportion that the value of each residuary devise included in the measure of the tax bears to the total of all residuary devises included in the measure of the tax. “Tentative Florida tax” with respect to any property means the net Florida estate tax that would have been attributable to that property if no tax were payable to <a href="https://business-accounting.net/what-is-the-double-declining-balance-method-of/">the primary difference between ordinary and extraordinary repairs is that extraordinary repairs</a> any other state in respect of that property. “Residuary interest,” in connection with a trust, means an interest in the assets of a trust which remain after provision for any distribution that is to be satisfied by reference to a specific property or type of property, fund, sum, or statutory amount. Interests or amounts that are not included in the gross estate but are included in the amount upon which the applicable tax is computed, such as adjusted taxable gifts pursuant to s.</p>
<p>Expenses relating to lobbying are unallowable including salaries, benefits, and payroll taxes for staff performing these activities. If a staff member performs these activities along with allowable activities, a portion of that staff member&rsquo;s salary must be allocated to the unallowable activities and as such not be reported on the cost report. Franchise fees based upon percentages of revenues and/or sales are unallowable costs. Franchise fees based upon goodwill are unallowable, with goodwill being that intangible, salable asset arising from the reputation of a business and its relationship with its customers. In general, premiums related to insurance on the lives of owners, officers, and key employees where the contracted provider is a direct or indirect beneficiary are unallowable costs. All allowable insurance premium costs should be reported on cost reports, with amounts accrued for premiums, modifiers, and surcharges during the cost-reporting period being adjusted by any refunds and discounts actually received or settlements paid during the same cost-reporting period.</p>
<h2 id="toc-1">Betterment Vs  Normal Expense</h2>
<p>All expenses related to noncarrier property, such as operation and maintenance expenses, depreciation, taxes and similar expenses, are includible herein. This account shall include all noncarrier revenues and expenses from property carried in account 34, Noncarrier Property. The cost of oil lost or undelivered through operating causes shall be charged to account 340, Oil Losses and Shortages. The carrier shall not accrue amounts for the purpose of estimating risk of loss or damage to its property from fire, theft, or similar loss contingencies not covered by commercial insurance. This account shall include gains from purchase and resale of reacquired stock. Credits attributable to reductions in the par or stated value of capital stock may be included in this account only when approved by the Commission.</p>
<p>Adequacy of the contractual agreement for the service (e.g., description of the service, estimate of time required, rate of compensation, termination provisions). When materials are purchased specifically for and are identifiable solely with performance under a contract, the actual purchase cost of those materials should be charged to the contract. If material is issued from stores, any generally recognized method of pricing such material is acceptable if that method is consistently applied and the results are equitable. An excess of costs over income under any other contract (including the contractor’s contributed portion under cost-sharing contracts) is unallowable. When a contractor seeks reimbursement for indirect costs, total lobbying costs shall be separately identified in the indirect cost rate proposal, and thereafter treated as other unallowable activity costs. If purchased insurance is available, any self-insurance charge plus insurance administration expenses in excess of the cost of comparable purchased insurance plus associated insurance administration expenses is unallowable.</p>
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" width="250px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>Allocate items of income or expense to either estate income or principal, as permitted or provided by law. Pay taxes, assessments, and other expenses incident to the administration of the estate. Borrow money, with or without security, to be repaid from the estate assets or otherwise, other than real property, and advance money for the protection of the estate. Convey the real property for cash payment of all sums remaining due or for the purchaser’s note for the sum remaining due, secured by a mortgage on the property.</p>
<h2 id="toc-2">B  Cost Of Goods Sold</h2>
<p>On inspection, the pole from which the service is to be run is found to be in very poor physical condition and must be replaced. In addition, a single span of wire and a service are presently connected to this pole which serve no purpose. The home originally served has been demolished and the existing span, pole, and service were retired. In other words, what started out to be simply the installation of a new service now includes the retirement of a span of wire, a pole, and a service; the replacement of a pole; and the running of a new service. Assuming the replacement of the pole is the costliest part of this project, the construction and retirement activity shall be classified as an ordinary replacement even though the work includes new construction and retirements without replacement. Is paid to the employee contingent upon, and following, a change in management control over, or ownership of, the contractor or a substantial portion of the contractor’s assets.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="252px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>At this time, there is no indication that the system supports other functions such as home security. Therefore, the accounting prescribed for the Turtle meter reading devices and support equipment relates only to electric utility operations. The impairment of the asset is measured by estimating the future cash flows expected to result from the use of the asset and its disposition.</p>
<p>This includes receivables for items such as revenue for services rendered, material furnished, rent, interest and dividends, advances and notes. Cost of injuries and damages includes expenditures for injuries to persons or damage to property when incident to construction projects, and shall be included in the cost of the related construction work.</p>
<h2 id="toc-3">110 Indirect Cost Rate Certification And Penalties On Unallowable Costs</h2>
<p>There are many moving parts to usufruct and naked ownership taxation, ownership, and indebtedness that affect the rights and obligations of usufructuaries and naked owners. And since sharing an inheritance is not always the most amicable of life circumstances, it would behoove you to have an understanding of these difficult-to-understand concepts. Another important rule all usufructuaries and naked owners to know is that when investments subject to usufruct are sold, the usufruct attaches to the proceeds of the sale , and Wife becomes the owner of the money with an obligation to pay the naked owner this amount when the usufruct terminates.</p>
<h2 id="toc-4">Related Accounting Q&#038;a</h2>
<p>Capitalization is an accounting method in which a cost is included in the value of an asset and expensed over the useful life of that asset. On the other hand, assume that ABC Boating Company has decided to overhaul one of its lines of boats. Twenty of the boats&rsquo; older engines are swapped out for new, more powerful engines. The new engines are predicted to extend the useful life of the boat for an additional five years.</p>
<p>Benefits covered by annuity contracts shall be excluded from the projected benefit obligation and the accumulated benefit obligation. The required disclosures may be aggregated for all of an employer&rsquo;s single-employer defined benefit plans, or plans may be disaggregated into groups so as to provide the most useful information. Plans with assets in excess of the accumulated benefit obligation, however, shall not be aggregated with plans that have accumulated benefit obligations that exceed plan assets. When a new determination of the amount of additional liability is made to prepare a balance sheet, the related intangible asset and separate component of equity shall be eliminated or adjusted, as necessary.</p>
<h2 id="toc-5">An Allowance For Doubtful Accounts Is A Contra</h2>
<p>An in-substance defeasance has been defined as the process whereby a debtor irrevocably places cash or other assets in a trust to be used solely for the purpose of satisfying scheduled payments of both principal and interest related to a specific debt obligation. Under the structural arrangements of an in-substance defeasance, the probability that the debtor will be required to make additional future debt payments is remote. In these specific circumstances, debt has been determined to be extinguished even though the debtor has not been legally released from his obligations under the debt instrument. Account 930.1, General Advertising Expenses, shall be charged with labor, material, and other expenses incurred in advertising and related activities, the cost of which by their content and purpose, are not provided for elsewhere. Account 912, Demonstrating and Selling Expenses, shall be charged with all labor, material, advertising, and other expenses incurred in promotional, demonstrating, and selling activities; the objective of which is to promote or retain the use of utility services by present or prospective customers. “Maintenance” is the general term used to describe the activities involved in the upkeep and repair, but not the enlargement or improvement, of property owned or leased and operated by the company.</p>
<p>Load control equipment shall be recorded in separate sub accounts of the primary plant accounts detailed above and shall be depreciated based upon the manufacturer&rsquo;s estimate of the equipment&rsquo;s useful service life. Load control equipment shall be recorded in separate sub accounts of the primary plant accounts detailed above and shall be depreciated based upon the owner&rsquo;s estimate of the equipment&rsquo;s useful service life. The purpose of the G&#038;T load control computer system is to reduce or minimize the peak power requirements of the entire member distribution system. The computer system for load control <a href="https://en.wikipedia.org/wiki/Retained_earnings">retained earnings</a> shall, therefore, be recorded in Account 353, Station Equipment, with the associated operating expenses recorded in Account 561, Load Dispatching, and maintenance expenses recorded in Account 570, Maintenance of Station Equipment. Costs relating to the determination of availability of service, rates, and similar items for individual applicants shall be charged to Account 912, Demonstrating and Selling Expenses. If it is expected that construction will result, the costs incurred to provide service, including staking, shall be charged to Account 107, Construction Work-in-Progress &#8211; Electric.</p>
<p>However, the Government recognizes its obligation to participate, to the extent of its fair share, in any specific payment. When the bonus and incentive compensation payments are deferred, the costs are subject to the requirements of paragraphs and of this subsection. Differential allowances for additional income taxes resulting from foreign assignments are allowable. The total compensation for individual employees or job classes of employees must be reasonable for the work performed; however, specific restrictions on individual compensation elements apply when prescribed.</p>
<p>There may be situations in which there is a fine line between self-insurance and purchased or commercial insurance. As long as there is at least some shifting of risk to the unrelated party, even if limited to situations such as provider bankruptcy or employee termination, the arrangement will not be considered self-insurance. Contributions to a special risk management fund or pool that is operated by a third party that assumes some of the risk and that has an annual actuarial review are allowable costs. Examples of such special risk management funds and pools include the Texas Council Risk Management Fund and the Texas Municipal League Intergovernmental Risk Pool.</p>
<p>This includes the cost of protection against fires, cost of detecting and prosecuting incendiaries, amounts paid to municipal corporations and others for fire protection, cost of protecting property of others from damages, and analogous items. The investor shall suspend application of the equity method when the investment together with any net advances made to the investee is reduced to zero. Additional losses shall not be provided for unless the investor has guaranteed obligations of the investee or is otherwise committed to provide further financial support for the investee. If the investee subsequently reports net income the investor shall resume applying the equity method at such time as its share of that net income equals the share of net losses not recognized during the period of suspension. Monthly charges shall be made to account 540, Depreciation and Amortization, to amortize the cost of fixed life intangibles such as permits, patents and franchises which are directly related to pipeline operations. Monthly charges shall be made to account 660, Miscellaneous Income Charges, to amortize the cost of intangibles such as goodwill which are not directly associated with pipeline operations.</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/200-accounting-terms-from-a-to-z/">200 Accounting Terms From A To Z</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
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		<title>The Primary Difference Between Ordinary Repairs And Extraordinary Repairs Is 9</title>
		<link>http://www.discovery-trading.net/the-primary-difference-between-ordinary-repairs/</link>
		<comments>http://www.discovery-trading.net/the-primary-difference-between-ordinary-repairs/#comments</comments>
		<pubDate>Mon, 19 Jul 2021 10:09:15 +0000</pubDate>
		<dc:creator><![CDATA[admindev]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.discovery-trading.net/?p=867</guid>
		<description><![CDATA[<p>Content How Does Depreciation Affect Cash Flow? 110 Indirect Cost Rate Certification And Penalties On Unallowable Costs What Are The Types Of Capital Expenditures Capex? Accounting Terms From A To Z The Relationship Basis &#038; Cost Recovery Deduction C  Allowance For Doubtful Accounts 103 Contracts With Commercial Organizations This account shall be debited with the [&#8230;]</p>
<p>Cet article <a rel="nofollow" href="http://www.discovery-trading.net/the-primary-difference-between-ordinary-repairs/">The Primary Difference Between Ordinary Repairs And Extraordinary Repairs Is 9</a> est apparu en premier sur <a rel="nofollow" href="http://www.discovery-trading.net">Discovery Trading,matériel agricole tunisie , machine agricole tunisie ,matériel d&#039;extraction huile d&#039;olive tunisie,matériel agroalimentaire tunisie,machine de récolte des olives tunisie,machine de récolte des noix tunisie,motoculteurs tunisie,tondeuses à gazon tunisie,tracteurs de jardin tunisie</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Does Depreciation Affect Cash Flow?</a></li>
<li><a href="#toc-1">110 Indirect Cost Rate Certification And Penalties On Unallowable Costs</a></li>
<li><a href="#toc-2">What Are The Types Of Capital Expenditures Capex?</a></li>
<li><a href="#toc-3">Accounting Terms From A To Z</a></li>
<li><a href="#toc-4">The Relationship Basis &#038; Cost Recovery Deduction</a></li>
<li><a href="#toc-5">C  Allowance For Doubtful Accounts</a></li>
<li><a href="#toc-6">103 Contracts With Commercial Organizations</a></li>
</ul>
</div>
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width="253px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>This account shall be debited with the monthly accruals for all income taxes which are estimated to be payable and which are applicable to ordinary income (see instruction 1-12). See the texts of account 695, Income Taxes on Extraordinary Items, account 710, Other Credits to Retained Income, and account 720, Other Debits to Retained Income, for recording other income tax consequences. This account shall include the total revenues included in the operating revenue accounts for the calendar year. This account shall include charges for the depreciation and amortization of transportation property. Charges for the amortization of fixed term intangibles relating to common carrier operations shall also be included herein.</p>
<p>This account shall include revenues on the basis of tariff charges for the storage of oil; also demurrage charges incident to failure of consignees to receive shipments promptly. Profits and losses on sales of allowance oil from inventory or operating supply shall be included in this account. This account shall include revenues on the basis of tariff charges for trunk line transportation of crude oil, oil products or other commodities. This account shall include revenues on the basis of tariff charges for the gathering or collection of crude oil, oil products and other commodities.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>A courtesy allowance is a reduction in charges granted as a courtesy to certain individuals, such as physicians or clergy. These allowances themselves are not costs since the costs of the services rendered are already included in the contracted provider&rsquo;s costs. For a newly-formed business, startup costs should be accumulated up to the time the business begins (that is, when services are delivered to the first client/customer). Amortization of startup costs for a newly-formed business begins the month the business begins. Organization costs are those costs directly incident to the creation of a corporation or other form of business necessary to provide contracted services. These costs are intangible assets in that they represent expenditures for rights and privileges which have a value to the business enterprise.</p>
<p>Capital Expenditures are those expenditures which extend the useful life of the asset, increase the productivity of the asset, or enhance the quality of the product. Expenditures meeting any of these conditions usually benefit the current and future periods <a href="https://home.treasury.gov/policy-issues/cares">CARES Act</a> and therefore capitalized and allocated over a number of periods they benefit. The asset received is RECORDED at the fair value of the asset given up (or the FV of the asset received if “more clearly evident”)whenever gains and losses are recognized.</p>
<h2 id="toc-0">How Does Depreciation Affect Cash Flow?</h2>
<p>To the extent practicable, adjustments shall be made directly to the same accounts to which such material and supplies were charged during the period. Differences that cannot be directly allocated shall be equitably apportioned among the accounts to which material was charged since the last inventory. Where the purchase price is in excess of amounts recorded for the net assets acquired, such excess shall be included in account 40, Organization Costs and Other Intangibles. When the total par value or stated value of no-par capital stock of the succeeding corporation is greater than that of the constituent corporations, the excess shall be charged first to the amount in account 73, Additional Paid-in Capital, that is not otherwise restricted, and the Balance to account 75, Unappropriated Retained Income. The value of contributions or property received from others including governmental agencies shall not be recorded in the property accounts; however, memorandum entries should be made in the records of the carrier describing the property received, the value thereof, and all other pertinent information related thereto. If a line is relocated in the same gathering field serving the same lease or purpose, all of the relocating expenses whether or not a unit of property is involved shall be charged to maintenance expense, provided that the same size pipe is used in such relocation.</p>
<p>Assuming no additions, replacements, or extraordinary repairs, the book value of a long-lived asset declines over time. Extraordinary repairs, replacements, and additions are added to the appropriate asset accounts rather than being recorded as expenses. A charity allowance is a reduction in normal charges due to the indigence of the client or resident.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>To record advances of Federal funds to nonassociated organizations for authorized rural economic development projects. To record advances of Federal funds to associated organizations for authorized rural economic development projects. To record the interest earned on the investment of rural economic development loan funds. As a result of this redemption, the borrower may incur a gain or a loss on the early extinguishment of debt. Interest expense accrued on the pollution control bonds during the construction period shall be capitalized in Account 107, Construction Work-in-Progress. After construction is complete, all subsequent accruals of interest expense shall be charged to Account 427, Interest on Long-Term Debt.</p>
<h2 id="toc-1">110 Indirect Cost Rate Certification And Penalties On Unallowable Costs</h2>
<p>The first installation cost, as well as all incidental costs necessary to prepare the equipment for use, shall be capitalized with the material upon purchase. All subsequent costs of removing, resetting, changing, renewing oil, and repairing constitute operations and maintenance expenses. The capitalized cost of special equipment items, including the first installation, shall be removed from the electric plant accounts only when the items are abandoned or retired from the system.</p>
<ul>
<li>This account shall include the cost of all office furniture, equipment and fixtures, including such items as safes, desks, chairs, typewriters, accounting machines, cabinets, file cabinets, floor coverings, portable air conditioners, drinking fountains, and other similar items that are not an integral part of a building.</li>
<li>Dues or contributions made to any type of political, social, fraternal, or charitable organization are unallowable.</li>
<li>Holding or acquiring conflicting or adverse interests against the estate that will or may interfere with the administration of the estate as a whole.</li>
<li>The National Rural Electric Cooperative Association Split Dollar Life Insurance provides life insurance benefits to cooperative employees.</li>
<li>The fact that the personal representative is seeking reimbursement for claims against the decedent does not require appointment of an administrator ad litem.</li>
<li>In approving a conservator&rsquo;s exercise of a power listed in subsection of this section, the court shall consider primarily the decision the individual subject to conservatorship would make if able, to the extent the decision can be ascertained.</li>
</ul>
<p>Jay flatly contended the money was a gift while Ann stated the issue was &laquo;&nbsp;debatable.&nbsp;&raquo; She felt a &laquo;&nbsp;moral obligation&nbsp;&raquo; to repay the money to her deceased father&rsquo;s estate. Ann did not establish any legal obligation to repay the money, and thus, when the trial court ordered her to repay &laquo;&nbsp;whatever loans she deems outstanding to her father&nbsp;&raquo; it did not abuse its discretion. Ann also argues the trial court abused its discretion when it ordered that &nbsp;&raquo; is to be responsible for repaying whatever loans she deems to be outstanding to her father.&nbsp;&raquo; She contends the $10,000 her father gave her and Jay is a marital debt. The court ordered that each party is responsible for any debts owed to their respective parents that were incurred before the date of separation and &laquo;&nbsp;pecifically is to be responsible for repaying whatever loans she deems to be outstanding to her father.&nbsp;&raquo; On the other hand, Jay testified the money from Ann&rsquo;s father was a gift even though he signed certain loan documents. He explained Ann&rsquo;s father put the money in the form of a loan only because at the time, Britain had a prohibition on sending money out of the country unless it was a loan. Jay further testified he made deposits into Ann&rsquo;s father&rsquo;s bank account, not as repayment for the loan, but for the express purpose of allowing Ann&rsquo;s father to have some money for his next visit to the United States.</p>
<h2 id="toc-2">What Are The Types Of Capital Expenditures Capex?</h2>
<p>Under the amendment, the IRS does not need to resolve factual questions of how much support each parent provided as it did under the former section. The IRS <a href="https://en.wikipedia.org/wiki/Bookkeeping">bookkeeping</a> is now only concerned with which parent is the custodial parent and whether he has signed a written declaration that he will not claim the exemption.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px%" alt="the primary difference between ordinary and extraordinary repairs is that extraordinary repairs"/></p>
<p>However, in special circumstances where equity so dictates, additional costs may be allowed to the extent agreed upon before costs are incurred. Care should be exercised to avoid duplication through allowance as contingencies, additional profit or fee, or in other contracts. Late premium payment charges related to employee deferred compensation plan insurance incurred pursuant to Section 4007 (29 U.S.C.1307) or Section 4023 (29 U.S.C.1323) of the Employee Retirement Income Security Act of1974 are unallowable. Bid and proposal (B&#038;P) costs means the costs incurred in preparing, submitting, and supporting bids and proposals on potential Government or non-Government contracts. The term does not include the costs of effort sponsored by a grant or cooperative agreement, or required in the performance of a contract.</p>
<h2 id="toc-3">Accounting Terms From A To Z</h2>
<p>If a judicial proceeding is necessary to compel compliance with the provisions of this subsection, the prevailing party shall be entitled to an award of attorney’s fees and costs. Financial Accounting Standards Board Technical Bulletin 85-4, Accounting for Purchase of Life Insurance (Bulletin 85-4), states that the amount that could be realized under an insurance contract as of the date of the financial statements should be reported as an asset. The change in the cash surrender or contract value of that asset during the period should be reported as an adjustment to the premiums paid in determining the expense or income to be recognized for the period. The cooperative shall, therefore, record the cash <a href="https://business-accounting.net/what-is-the-double-declining-balance-method-of/">the primary difference between ordinary and extraordinary repairs is that extraordinary repairs</a> surrender value of the policy as an asset because of its absolute right to receive that value based upon the employee&rsquo;s collateral assignment. Any receivable that may occur as a result of the employee reimbursement for the premiums paid is contingent upon the employee electing to maintain the insurance coverage after termination of employment or reaching the age of 62 and is not recorded as an asset on the cooperative&rsquo;s records. An employer participating in a multiemployer plan shall recognize as net pension cost, the required contribution for the period and shall recognize as a liability, any contributions due and unpaid. The required contribution includes both current costs and prior service costs.</p>
<h2 id="toc-4">The Relationship Basis &#038; Cost Recovery Deduction</h2>
<p>To record the deferral of the cumulative effect of implementing Statement No. 112 in accordance with the provisions of Statement No. 71. Statement No. 112 is effective for fiscal years beginning after December 15, 1993. To record the deferral of the transition obligation under the provisions of Statement No. 71. For plans outside the United States and for defined benefit plans of employers that are nonpublic enterprises and sponsor defined benefit postretirement plans with no more than 500 plan participants in the aggregate, Statement No. 106 is effective for fiscal years beginning after December 15, 1994.</p>
<p>If the patrons are not located, the amounts set aside and the credits to their accounts shall be handled in a manner similar to those for whom payment checks are returned. The function of the equipment is the primary factor in determining the account in which the equipment shall be recorded. The components of the radio-based automatic meter reading system shall be recorded in Account 370, Meters. The cost of the meter reader encoding device and retrofitting the meter with the meter reader unit shall be capitalized to the cost of the existing meter. Any associated operating expenses shall be charged to Account 586, Meter Expenses, with maintenance expenses charged to Account 597, Maintenance of Meters. The components of the Turtle automatic meter reading system shall be recorded in Account 370, Meters. When establishing continuing property records for a building where there is no detailed breakdown of contract costs, it is necessary to estimate the cost of the each component part.</p>
<p>A general statement in the decedent’s will or revocable trust waiving all rights of reimbursement or recovery under the Internal Revenue Code is not an express waiver of the rights of recovery provided in s. The decedent’s <a href="https://en.wikipedia.org/wiki/Bookkeeping">bookkeeping</a> will and revocable trust if the estate is a beneficiary of the revocable trust or if the revocable trust is a beneficiary of the estate. Except as provided in paragraph , this paragraph applies separately for each trust.</p>
<p>This account shall include the cost of renting property used in the operations and maintenance of carrier transportation service, such as complete pipeline or segment thereof, office space, land and buildings, and other equipment and facilities. This account shall include asset retirement costs on plans included in carrier property. This account shall include the cost of obtaining rights of way used in pipeline operations.</p>
<p>For generation and transmission borrowers, the investments should be shown on Form 12, in Section C, Balance Sheet, on Line 7, Investments in Subsidiary Companies, or Line 9, Investments in Associated Organizations &#8211; Other &#8211; General Funds, as appropriate. The result of operations should be shown in Section A, Statement of Operations, on line 30, Income from Equity Investments. Separate continuing property records shall be established for the meters, either fitted or retrofitted with the device; the handheld computer; and the upload software. The meters and handheld computer shall be depreciated over the manufacturer&rsquo;s estimated useful service life. The upload software shall be depreciated over the estimated useful service life of the program not to exceed 5 years. The technical literature and other information provided by the manufacturer indicates that this system can only be used for remote meter reading, outage detection, power failure counts, and phase identification.</p>
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