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	<title>Bookkeeping | BKL Danışmanlık</title>
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		<title>International Business, World News &#038; Global Stock Market Analysis</title>
		<link>http://www.bkldanismanlik.com/bookkeeping/international-business-world-news-global-stock-2/</link>
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		<pubDate>Thu, 13 Mar 2025 20:23:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>If the two totals do not agree, an error has been made, either in the journals or during the posting process. The error must be located and rectified, and the totals of the debit column and the credit column recalculated</p>
The post <a href="http://www.bkldanismanlik.com/bookkeeping/international-business-world-news-global-stock-2/">International Business, World News & Global Stock Market Analysis</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></description>
										<content:encoded><![CDATA[<p>If the two totals do not agree, an error has been made, either in the journals or during the posting process. The error must be located and rectified, and the totals of the debit column and the credit column recalculated to check for agreement before any further processing can take place. The primary purpose of bookkeeping is to record the financial effects of transactions. An important difference between a manual and an electronic accounting system is the former&#8217;s latency between the recording of a financial transaction and its posting in the relevant account.</p>
<p>As of 2022, the convergence project is coming to an end and no new projects will be added to the agenda. In 1939, urged by the SEC, the American Institute of Certified Public Accountants (AICPA) appointed the Committee on Accounting Procedure (CAP). During 1939 to 1959, CAP issued 51 Accounting Research Bulletins that dealt with a variety of timely accounting problems. However, this problem-by-problem approach failed to develop the much needed structured body of accounting principles.</p>
<h2>Week Ahead for FX, Bonds: U.S. PCE Inflation Data in Focus as Fed Rate Cut Looks Likely</h2>
<p>The Tang dynasty expanded their maritime presence across the Indian Ocean, Persian Gulf, and Red Sea, and up the Euphrates River.22&nbsp;On land they conquered much of what is today&#8217;s China. Lean accounting10 <a href="https://tax-tips.org/financial-accounting-wikipedia/">financial accounting wikipedia</a> has developed in recent years to provide the accounting, control, and measurement methods supporting lean manufacturing and other applications of lean thinking such as healthcare, construction, insurance, banking, education, government and other industries. The ISSB builds on the work of market-led investor-focused reporting initiatives, including the Climate Disclosure Standards Board (CDSB), the Task Force on Climate-related Financial Disclosures (TCFD), the Value Reporting Foundation’s Integrated Reporting Framework and industry-based SASB Standards. The list contains all standards, interpretations and practice statements regardless whether they have been suspended. GAAP pronouncements into roughly 90 accounting topics and displays all topics using a consistent structure. It also includes relevant Securities and Exchange Commission (SEC), guidance that follows the same topical structure in separate sections in the Codification.</p>
<ul>
<li>Securities and Exchange Commission (SEC),1 and is the default accounting standard used by companies based in the United States.</li>
<li>Activity-based costing (ABC) better identifies product costing in the long run, but may not be too helpful in day-to-day decision-making.</li>
<li>If the business becomes bankrupt, it can be required to raise money by selling assets.</li>
<li>The materials directly contributed to a product and those easily identifiable in the finished product are called direct materials.</li>
</ul>
<h2>Pro News and Analysis</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="financial accounting wikipedia" 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<p>Misappropriation of assets – often called defalcation or employee fraud – occurs when an employee steals a company&#8217;s asset, whether those assets are of a monetary or physical nature. Typically, assets stolen are cash, or cash equivalents, and company data or intellectual property.5 However, misappropriation of assets also includes taking inventory out of a facility or using company assets for personal purpose without authorization. Company assets include everything from office supplies and inventory to intellectual property. A company&#8217;s shareholder equity balance does not determine the price at which investors can sell its stock. Other relevant factors include the prospects and risks of its business, its access to necessary credit, and the difficulty of locating a buyer. According to the theory of intrinsic value, it is profitable to buy stock in a company when it is priced below the present value of the portion of its equity and future earnings that are payable to stockholders.</p>
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<h2>List of IFRS Foundation Trustee chairs</h2>
<p>Other, usually lower cost items or supporting material used in the production of in a finished product are called indirect materials. For example, lubricants used to keep machines running, or the chemicals used during the garment manufacturing processes. Cost accounting information is also commonly used in financial accounting, but its primary function is for use by managers to facilitate their decision-making. The trustees&#8217; responsibilities12 include IFRS Foundation governance, strategy and funding; due process oversight; and IASB, ISSB, IFRS Interpretations Committee and advisory body appointments.</p>
<h2>IFRS Foundation</h2>
<p>All other accounting literature not included in the Codification is now deemed nonauthoritative. Variable costs as a percentage of sales are equal to 100% minus the contribution margin ratio. Thus, in the above income statement, the variable costs are 60% (100% &#8211; 40%) of sales, or $648,000 ($1,080,000 X 60%). The total contribution margin $432,000, can also be computed directly by multiplying the sales by the contribution margin ratio ($1,080,000 X 40%). He also revealed that he continued to audit Madoff even though he had invested a substantial amount of money with him; accountants are not allowed to audit broker-dealers with whom they are investing. He agreed to forfeit $3.18 million in accounting fees and withdrawals from his account with Madoff.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="financial accounting wikipedia" 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"/></p>
<p>Retained earnings (or accumulated deficit) is the running total of the business&#8217;s net income and losses, excluding any dividends. In the United Kingdom and other countries that use its accounting methods, equity includes various reserve accounts that are used for particular reconciliations of the balance sheet. A company can use the resulting activity cost data to determine where to focus its operational improvements.</p>
<h2>The development of throughput accounting</h2>
<p>It is used to understand the variations of product costs in manufacturing.6 Standard costing allocates fixed costs incurred in an accounting period to the goods produced during that period. It also essentially enabled managers to ignore the fixed costs, and look at the results of each period in relation to the &#8220;standard cost&#8221; for any given product. Under U.S. GAAP and IFRS, goodwill is never amortized for public companies, because it is considered to have an indefinite useful life. On the other hand, private companies in the United States may elect to amortize goodwill over a period of ten years or less under an accounting alternative from the Private Company Council of the FASB. Instead, management is responsible for valuing goodwill every year and to determine if an impairment is required. If the fair market value goes below historical cost (what goodwill was purchased for), an impairment must be recorded to bring it down to its fair market value.</p>
<ul>
<li>Extension sets were used to deliver new features and keep the core as stable as possible.</li>
<li>Transactions include purchases, sales, receipts and payments by an individual person, organization or corporation.</li>
<li>In order to calculate goodwill, the fair market value of identifiable assets and liabilities of the company acquired is deducted from the purchase price.</li>
<li>Houses are normally financed with non-recourse loans, in which the lender assumes a risk that the owner will default with a deficit, while other assets are financed with full-recourse loans that make the borrower responsible for any deficit.</li>
</ul>
<h2>Markets</h2>
<p>The fundamental accounting equation requires that the total of liabilities and equity is equal to the total of all assets at the close of each accounting period. To satisfy this requirement, all events that affect total assets and total liabilities unequally must eventually be reported as changes in equity. Businesses summarize their equity in a financial statement known as the balance sheet (or statement of net position) which shows the total assets, the specific equity balances, and the total liabilities and equity (or deficit). Bookkeeping is the recording of financial transactions, and is part of the process of accounting in business and other organizations.1 It involves preparing source documents for all transactions, operations, and other events of a business. Transactions include purchases, sales, receipts and payments by an individual person, organization or corporation. There are several standard methods of bookkeeping, including the single-entry and double-entry bookkeeping systems.</p>The post <a href="http://www.bkldanismanlik.com/bookkeeping/international-business-world-news-global-stock-2/">International Business, World News & Global Stock Market Analysis</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></content:encoded>
					
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		<item>
		<title>T-Account: Definition, Example, Recording, and Benefits</title>
		<link>http://www.bkldanismanlik.com/bookkeeping/t-account-definition-example-recording-and-3/</link>
					<comments>http://www.bkldanismanlik.com/bookkeeping/t-account-definition-example-recording-and-3/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 01 Aug 2024 17:46:22 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://www.bkldanismanlik.com/?p=29004</guid>

					<description><![CDATA[<p>The Cash in bank account normally has a debit balance at the beginning as illustrated in the T-account above. However, one situation where this account will have a credit balance is in the case of a bank account overdraft where</p>
The post <a href="http://www.bkldanismanlik.com/bookkeeping/t-account-definition-example-recording-and-3/">T-Account: Definition, Example, Recording, and Benefits</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/Screenshot_4.jpg" width="256px" alt="the right side of the t account is called the"/></p>
<p>The Cash in bank account normally has a debit balance at the beginning as illustrated in the T-account above. However, one situation where this account will have a credit balance is in the case of a bank account overdraft where the bank account balance falls below zero. Debiting and crediting an account would result in either an increase or a decrease in the amount or balance of an account.</p>
<ul>
<li>Let’s assume, as a second example, that your business maintains a checking account with a bank that is used for depositing sales and issuing checks for payments.</li>
<li>Getting the hang of recording transactions in accounting is key to keeping your financial records straight.</li>
<li>In Transaction 5, we are now going to pay part of this bill.</li>
<li>As assets and expenses increase on the debit side, their normal balance is a debit.</li>
<li>To record these increases and decreases, accountants use a device called Ledger Account.</li>
<li>Total debits amount to $320,000 while total credits amount to $230,000.</li>
</ul>
<h2>T Accounts for the Income Statement</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/33ff9749-95f6-4799-b87a-39f142db4609-300x200.jpg" width="254px" alt="the right side of the t account is called the"/></p>
<p>This is the standard way of recording financial <a href="https://www.bookstime.com/articles/what-are-t-accounts">the right side of the t account is called the</a> statements in the double bookkeeping method. Debits always to the left, credits always to the right. Debits signify increase in funds whilst credits signify deductions in the account. When taken together with all the transactions over a specific period, the ledger clearly reflects the total assets, liabilities, and shareholder equity in the financial record.</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/-2NBfYmXroY' frameborder='0' alt='the right side of the t account is called the' allowfullscreen></iframe></div>
<h2>The Ledger Account</h2>
<p>Some accounts would have their balance increased when transactions are recorded on their debit side. Other accounts, on the other hand, will have an increased balance when transactions are recorded on their credit side. As mentioned earlier, the general ledger is a database containing the financial <a href="http://bulutturizm.com/a-traders-guide-to-mark-to-market-accounting-and/">http://bulutturizm.com/a-traders-guide-to-mark-to-market-accounting-and/</a> transactions of a company. Within the general ledger are ledger accounts which we can simply refer to as accounts. The accounting information system basically processes financial data into useful information that you can find in your company’s financial statements. T-accounts can also be used to record changes to a company&nbsp;income statement,&nbsp;where revenues (profits) and expenses (losses) are recorded.</p>
<h2>What is the right and left side of the account called?</h2>
<ul>
<li>Supplies (the asset) works like an inventory account.</li>
<li>To increase expenses and withdrawals, they are credited.</li>
<li>Like the ledger account, it contains the beginning and ending balances in addition to the increases and decreases in its amount during the period.</li>
<li>They serve as identification numbers to easily identify an account.</li>
</ul>
<p>There are separate accounts  for each asset, each liability and each equity item. All accounts have account title and a reference number unique to them. Account title describes the type of asset, liability or equity represented by that account. How about the normal balances of income and expense accounts? Although income and expense accounts don’t show in the accounting equation, they actually affect the equity side of the equation.</p>
<h2>What does debit entry mean in asset accounting?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/052403c8-58fd-465d-82fc-a0d3ebbad386-scaled-1-400x300.jpg" width="258px" alt="the right side of the t account is called the"/></p>
<p>Understanding the perks and uses of T-accounts can  seriously boost your business’s financial management skills. For more insights into journal entries and their role in <a href="https://www.pinterest.com/pin/1129770256531789134/">HOA Accounting</a> accounting, take a look at our articles on what is a journal and accounting general journal entries. If you’re new to bookkeeping, T-accounts are a lifesaver. They make it easy to record transactions and understand the basics of accounting. This is crucial for keeping your financial records in tip-top shape. T-accounts are like the Swiss Army knife of accounting.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/12/note-300x200.png" width="254px" alt="the right side of the t account is called the"/></p>The post <a href="http://www.bkldanismanlik.com/bookkeeping/t-account-definition-example-recording-and-3/">T-Account: Definition, Example, Recording, and Benefits</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></content:encoded>
					
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		<title>Process costing Wikipedia</title>
		<link>http://www.bkldanismanlik.com/bookkeeping/process-costing-wikipedia/</link>
					<comments>http://www.bkldanismanlik.com/bookkeeping/process-costing-wikipedia/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 03 Oct 2023 10:17:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://www.bkldanismanlik.com/?p=15719</guid>

					<description><![CDATA[<p>In these situations, process costing can help manufacturers calculate the cost of production per unit for each product, providing valuable information for pricing and profitability analysis. The similarities between job order cost systems and process cost systems are the product</p>
The post <a href="http://www.bkldanismanlik.com/bookkeeping/process-costing-wikipedia/">Process costing Wikipedia</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></description>
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" width="256px" alt="process cost system"/></p>
<p><p>In these situations, process costing can help manufacturers calculate the cost of production per unit for each product, providing valuable information for pricing and profitability analysis. The similarities between job order cost systems and process cost systems are the product costs of materials, labor, and overhead, which are used determine the cost per unit, and the inventory values. While the costing systems are different from each other, management uses the information provided to make similar managerial decisions, such as setting the sales price. For example, in a job order cost system, each job is unique, which allows management to establish individual prices for individual projects. The difference between process costing and job order costing relates to how the costs are assigned to the products. In either costing system, the ability to obtain and analyze cost data is needed.</p>
</p>
<p><h2>Maximize profitability with construction-focused accounting software. Contact a Deltek ComputerEase expert today.</h2>
</p>
<ul>
<li>This can happen when there are significant variations in the number of materials, labor, or overhead used in the manufacturing process.</li>
<li>It is hard to assess each department’s performance as the cost is calculated by total divided by quantity product.</li>
<li>Coca-cola is a carbonated drink bottling company that specializes in unique flavors.</li>
<li>Simulation tools can help manufacturing companies optimize production processes, reduce waste, and improve profitability.</li>
<li>Therefore, the total applicable cost for the production of Widget A is $51,000.</li>
</ul>
<p><p>Each part of the vehicle is mass produced, and its <a href="https://www.youtube.com/results?search_query=Unearned+Revenue">unearned revenue</a> cost is calculated with process costing. However, specific cars have custom options, so each individual car costs the sum of the specific parts used. Manufacturing departments are often organized by the various stages of the production process. Each department, or process, will have its own work in process inventory account, but there will only be one finished goods inventory account. Process costing follows a simple and easy calculation method; even non-accountant can understand it easily.</p>
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<p><h2>What is a Hybrid Costing System?</h2>
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<p><p>By using this system, each department tracks its own costs and all those costs will be rolled up to arrive at a total cost to produce a specific number of products. Since all the expenses have to be summed up in a process costing system, they have to be reported in the same manner which brings about uniformity to reports and makes tracking costs over time easier. A consideration when using a hybrid system is the added cost of using essentially two different cost tracking systems, rather than a single cost tracking concept for all operations. This may require more data collection, which can slow down the manufacturing process if employees are being called upon to manually collect the extra data. Consequently, you should only use a hybrid system if the resulting information is significantly different from what would have been derived from using just a job costing system or just a process costing system. Furthermore, you should be actively using this additional information to make decisions; otherwise, it is not cost-effective to operate a hybrid costing system.</p>
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<p><h2>Analyze inventory to determine the amount of inventory at the beginning of the period</h2>
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<ul>
<li>Process costing also tracks prime costs to assign direct material and direct labor to each production department (batch).</li>
<li>Process costing is suited to situations where goods are produced in a continuous process, such as refining of petrochemicals.</li>
<li>We then calculate the number of units begun and completed during the period, as well as the number of units begun but not completed (work-in-process units).</li>
<li>The cost allocated per unit is recorded on the balance sheet in the inventory asset account.</li>
</ul>
<p><p>With construction job costing, however, your project managers can focus on the profit and loss relating to one specific job.  Cloud-based solutions offer several benefits for manufacturing companies, including improved accessibility, scalability, and cost-effectiveness. These costing solutions can provide real-time cost tracking, data analytics, and collaboration tools. Process costing suits manufacturers that produce homogeneous <a href="https://www.bookstime.com/articles/process-costing">process cost system</a> products, such as chemicals, food  products, and textiles. In these situations, the production process is consistent, and the cost of production per unit is relatively stable. Process costing may not account for waste that occurs during the manufacturing process.</p>
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<p><div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/2ro_5-Ikoaw' frameborder='0' alt='process cost system' allowfullscreen></iframe></div>
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<p><h2>Cost of Raw Materials</h2>
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" width="258px" alt="process cost system"/></p>
<p><p>If the variability in overhead costs is low, a method like the standard cost method may be adequate. However, if the variability is high, a more detailed method that considers the actual overhead costs, such as the actual cost method, may be more effective. Let’s assume, a manufacturing business completed 4,000 products and has another 1,000 units <a href="https://x.com/BooksTimeInc/status/1953144917397766282">gym bookkeeping</a> halfway through production, the total costs would be divided by 4,500 units</p>The post <a href="http://www.bkldanismanlik.com/bookkeeping/process-costing-wikipedia/">Process costing Wikipedia</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></content:encoded>
					
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			</item>
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		<title>How to invest tax-efficiently</title>
		<link>http://www.bkldanismanlik.com/bookkeeping/how-to-invest-tax-efficiently/</link>
					<comments>http://www.bkldanismanlik.com/bookkeeping/how-to-invest-tax-efficiently/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 25 Jun 2021 22:41:06 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://www.bkldanismanlik.com/?p=30397</guid>

					<description><![CDATA[<p>When it comes to capital gains tax, your period of ownership is pivotal. If you hold the asset for one year or less, you’re taxed at the short-term capital gains rate, which is the same as the rate applied to</p>
The post <a href="http://www.bkldanismanlik.com/bookkeeping/how-to-invest-tax-efficiently/">How to invest tax-efficiently</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></description>
										<content:encoded><![CDATA[<p>When it comes to capital gains tax, your period of ownership is pivotal. If you hold the asset for one year or less, you’re taxed at the short-term capital gains rate, which is the same as the rate applied to your ordinary income. Especially when the market is experiencing volatility, it&#8217;s natural to focus on the amount your investments are gaining or losing. But the amount you pay in taxes can also be a significant headwind to long-term returns.</p>
<h2>Know what you&#8217;re investing for</h2>
<ul>
<li>Please speak with your tax advisor regarding the impact of this change on future RMDs.</li>
<li>Dividends and other cash distributions are typically taxable in the year you receive them.</li>
<li>If you like the investment choices offered by another state, you may want to pick that state&#8217;s plan.</li>
<li>But you’ll be able to claim only a $3,000 loss on this year’s tax return, while the remaining $2,000 loss can be claimed in future tax years.</li>
<li>Investors should review annual tax forms for capital gains distributions or dividends paid.</li>
</ul>
<p>Investors should consider each type of investment before determining an asset allocation that aligns with their overall financial goals. A mutual fund is a collection of assets bought with pooled investor money. Like an ETF, the fund’s components are generally centered on a goal or strategy, such as outperforming or mimicking the performance of an index, like the S&amp;P 500.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="how to invest tax" 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"/></p>
<h2>How your investments are taxed</h2>
<p>That means if you received these savings bonds as a child, you won’t qualify for the tax break on educational expenses. Examples of tax-exempt money market funds include Fidelity’s SAI Municipal Money Market Fund (FMQXX) and Vanguard’s Municipal Money Market Fund (VMSXX). In short, if you’re trying to skirt federal or state taxes on investments, you have options. These accounts let you save and invest for qualified education expenses—like college or private school tuition—while enjoying tax advantages.</p>
<h2>Tips for Learning and Monitoring Your Stocks</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="how to invest tax" 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AN24eIe4QmJrsA9/Qa+M3AzhtBEXTIiIR4SMt39ngX0ONA1/dNF/dNCEC36w0Gmv7ppeMEyAv7pov7poQgUD0BpNNf3TSjuJkBf3TQHGhAgZ39aAQhCAQhCDPSqpGq7VOlym6pl56IWJsFLjXRfFw9N1hLUMTKoUZu1qLLwcw0S2Dtbx+jeIMcd3pIljoNWIWQnY16pUph/S1EqjRkI9Zujdd0mlGn1ZoSnZZkUhgy1kcJ0giv9TGsfGJiaDYCEGhNSahMfawkF9MmU7jgOPdHp+nSKzcyr1OrvdnhtSI4GP0B7p8g5nT/6O1/il3VDEwrNUkA7WIwszWtbQ464sUecC+1d6tz9fS3qhH2B/sdND2sqpOlrkcxAf7/IgiitBT5HZ6Y01Uau0FpH7qPCDk7nQGo+PnWWLMNLpMZ6kVyUzKhE+f8ApEGj2G1IiMx6xPiDu6rla1SpMR6OIbJ+BRb9lHix/wCKqRHwc43efnVhl/LYxCaqlWYjlVLLWmQH2UBr7pr9x/sQZmLT6NU4Tsep186jTdre00DpCLofzTHUZ+NS/OX0YUoNgRUhrZaLQp+1L9C9F2rpn70/OsnmCNFl5xpMtyjx5bkQ9k7IMRuudAtkPePQJd25BNSczhOjCOWMvTXI/BIkNBFi/wBXlBK5Gdy5mRut1+qiQzohRzfMdkwwQkJAA8ob++rWj1ORCKXtIFZqMiRIN1prsRtbIOEb3bQ+JWkKFPlzWZ9XEG9hj7CG0WJi1ju3mfGX/wCgd7eQfBMDADEwIDC8DDWBoVZTWPkyZUKP/Y1Fe7Qxhhh9GwduIR8Ji6PlVigYtxCUt1CBlW147KBKv3CsA+gzAD+A1YLmqlP+VaRNgX2nKjm0B8hmOk/Og7MxjTm6S67LYGQLtodnsE9uRfQIW97Fc+WMuxcrwHcW2WgmScb3Nlut/wAsO4CzEjNbDTWXsz14XW6cxHMXbAvGLOw0FeI+MBVnjnCTUYwTKLl2p1ADC4HnBGO0Y83tSHSgZ8avmCTIxhONQYbWkJkpozuLuBou6v1LhyTAKn5dPLLj7EmfSSIHQ+/YIrxK34fAoKYWec2k69Ocj5dhg5s2rbH3Xek9z4F2RvRxTWpkifhVap8rfjxke309OizuWIOP5dby3IwgY1H5CbM8OzNT2sXYBB/KLQTXSRWjwrEsUTNNGzDKqlKaplbo8yQTsqJTZW1B0CPl5h4S4V6dUZdWpzHZq7TWqxDdLZdqgB7Xxxy3/Bd0rtobOXDLF2hjTgHDC2QMYBbIeoeFBn601UKDChVjJAYPTai4LZQ3gsblXAR3GOmx0RDe/wBmpWD+VirLwlmCqzKxu/UGvYQxLvAO94iJWDBxcxVwHYrl1Np+J47VvcflFhZpPisC8fH3VqmhABsbG0RQUMxuJQsvyH3QaYhRWTPYRwtAQt5V456NvR3UolcHNWZGmGGRAnW2nS1C6XEY8K9ezW/FKJ2aVZsh9q7fhpDANd3wrO1CNUK1lTZOyuwzZr7TsVrFm/ZAJCQgQce5r8XCgWjUJpqtR54x7nXTdkSJBhz8HnP4Faw3sKkbb7WNtKY/hsMP7HyDj/uh4eYtXL665g3awwNLbf2tNZw2U2UGntRcbTXd5i8O9uaDkAQtAdAAHAgZKHGhAcaBkJUIDiBMl4gQgZCUzBoDN0gEAC8zM7ABZCqek2gwcTCCTtWd/wCy+6/NP9l6DYhuAq2rZjpFC01OoNMO8EffdPwBrXlNR9IFfqoWNSgp0cvsoV9/jd3/ACWLNjsgvtDWesz4zQehVP0oSHbhotNBoP8AXIm6z8DQF+5Yao1CfWnTKrT5Eyw9AGdoh0AGgFDtVE07fKOO0BuyCPQ00F5no5EG8y16RcaeLUDMLzrsfcannrIe67zD3t5eoNOtOtBIadB1p0LwdA7wMOteS0r0VZhr7IHUcBpEf+YF7peDh8RKT0ZyH8u5urWT5xarjNrl2ocnWGvwIPWEJUIKp5mpMVSXVH6vCap7TVzTL0Uy2AAOsr9qPmVOM067HOVFhUOfduOtSDadAPAB2H41rQOzdNcMqk0qad8qmwnz5zjhd599BmXZEqETXb2qr8njrdj6JQl/6pgu4qg1Woo1eY6DFHihtWmj032fan3OQPHv2L5LyvKDEnKLWpEY/uJ10pg/GXtQ8yraZTswVeazDzDT2YkCCYuni07tW5xfZD0DbcV3/UKC1oNPlTahhmSphspBhZAiGP8ACtHxl/NP4R0rQ6+YEEd53r6gAvv3wXFSXuy5jrYPtk7cceaIgN54Dstl+qOS7Q3jXDVHcafLj1rdCLeEj/8ADnvF4DAT6LkFoEiZVXcGY7MiJDwx9bj7wG04Q8gDvD1F4f8ArG/3St4VyQpbM1osWzE/pIMbeYMbSXXvD3hQZqtBsa/TpGHq9Uhp2IXq4j96Pwg75l818wKbOOOLNCxqI+r6hIall0AXtf8ACvUJb+k7g5w40ClfZvgm18wL4e4mQfNfMCNfMC+oQZmp0wX5NYy+8AdjzG0TrBFutTwHWPitE/CaiqECtUqM27lpuIcOTD7QFKfE9Bfai0Qbg6g07qtcxBh83ZsjaAycP60066Vog61qHX8PiXdjFxzDlSK9SZItO42yoJGNwYCQ6RLDltxtQZtrMeZHo4C+dDgWhbbNOVHIfO0CkxzLXBx9Q13Khlq9y0/ILV0KpqWe8z5edGJUss1dp093spdqbLpJd0GX6Qcxti6FF+TGOaqSiAi/4QBcg5Khm/NRutQWaFHrkN0Pa7KO7FEf/qAtXLOxeinAlVDLpvtOOg12WqRwlAN33T432+Mre4tYx6P6vIxuqma5AYF/a1TY4s/Gd5LaQobcCA1D2pui0FuJO24kXeJBDAlx5NGhPwmtmy+0BtNWW2iQ+vDSu110IsXEy3QFQQ2mmWwBnDAWGR2Taoq1McqMk6XAdIDx/iHQ+wD+suEfEgxua59TnxJuFOgHOwB1o5uyC+1i4bwDnMx4eTwK2kS6lmgezsMzaTSj/iJDobKQ+HK0HB1l4E0iuUehSGqNEwdkTvsqbCHbvl3j5e8RF/qWBrec83V/NI5Uy4MeA96vbuMubY2Oe5zdC3ueZB6U7NpWXKfEjvyIsBoQAI8fjMOQA3zXnNd9OVLiXs0envy3Rx9W2kYYtB5bri+BV2fJtM9H1IxoFMfKbmSc1h8o1Z0rnQEsPpG/eG7/AKuVeIIN7VPS3nGpyRdbquMEQO4WoQ7IMerm8S3OUPTWy+IQ8zgDL/49oNJ/3gju9QeVeEoQftOO6EuO1IiyGn47usHWjvA/Gm18wL8n5WzrW8pSdpTJPsSK52K5qad/3iv0Fk70iUXOIA0252Oq8cJ49/8Aui4v1INZrvDWCbXzAl4gToEdaCRHdjvg0606Bg60YaDDkXiOasqSsr1AAad2tNf/AIV0w/wj7/6/OvcVi89A1WJVPoDt+ytObKsOwh3ga+O8/Ag8jDa7INYbnImYaqU1l12nw35zTQkTrsdgtkNvMW6K0XzMCPTNrMkFPlHY1Hj7jRunoC8ePXYvQ86bHKPo2peV4/0drxbp9+GNvrC250vFqHxoMDknLdHzC8y3WsxtxJD+oKbHA2nS8bo/o8y91oeWKPlqLsaVT2o30a3BG4z6ix1EvKssUUqrnulMOtfV4AdvPw6Gvj1eBe3oBeL+l6nPULMdGzpTh9q26DT/AKv7CMNQXdQ3h5V6bmXMUfLVGcqMhonfUYNA0G86ZFgNo/7VlarmKgZ9ocnLu2dhz5g+phmU1iHtR1Dae4eoOEkFxFmx6hCjzYpXR5TQOtdBgp1576KqqTtIl0CZ7KbTnT9kfKZ6x8Dt3mBegIBCRCB0ge6DoQlD3QdCCVCRCAH3ql4L9BcB3qID1pw37EFHlXFyj1+p0EsSwYGybCxPiYLSQ+Cy3xXL0HdK7hWDr0gKYMKrkH8BIAHT5Y7ug/BfYfgW3ivi6NvEKDN1eonKanMA5sqZHEgkydltCI/7Nk0PEX+3Vq0b27kKfGzFSooUXLwFJcaAbGp53hAHhF10eL+UN1nNYvQYdKxbpkKM5aZtHt3RLid3v1lcuyHGahsbIQxL6bjK3fPiJBn2KHmd0PXLqNIZLkjw3T+M3f2qcsvVg/8A362PRCBXr8iLEjnIfxBpod4jWdLMcirlsqBD7U1+NIrI4eLj8KCuqlKzFCaN1rM0W0NZm7ADR8awJVrPtWkAGXquxJj8c52mg1HDoI7r/AK9NwydFk+qZmOT8pm3rwadC2O10tf13LvqTuPyM00wFj8ogYZ9Q/S3dxD0BcXhQeIV/IOa80xTdqGbWZ77B2DGxa2TF3cxDTd4VpvQfXXxpMzLdRE25tKd0tn90X9JfrFbKgwItSrM6U00IU2mH2CEA7pEHvXfNo8B8yzVTo8uDXa3V6Ky45Pp0tp8Y+JfxEcmGsHW/g8wgg9aExMbh/sQRiA3F/YszR60zV6e1Mpsrbx3brLNRD3T5CXHXMyQqK4xGN92TUsfdU5r2r7/APSPeLSgvahWolKhnJlkfqwtwEQHW4RboAPESqGZFRmO4tuYYN1CQFzgDqGGxy9X6i7grzTNHpBZy7Ugk1A40+vWGLcZg749LDl77vl8Irzmv+lOuVeK7AivFAhO43PbIsdq+X/W4f7RtH6f7EHrWffS3S8uiNHo723kjjs3XWrXcGB+nvaj/wBnm5V5qOdc15znMZay+GNOjPn6rI5ntD5jdd3y7y8vX6W9EmVouU8pYV2pm1HmThvJ107dk1wj+5BxZik070QZHwplFtKuVMLCl+r2mPM7/u5RUmXILHos9GsrMVRawOrzAEiB3euLca/cXiWBmZvpNc9Ksiu1gZUmDDL6nFjjdtbC04dPEvnpDz1Iz4EWKEUKbCikZ2uv3k6ePF/nmQee1GfJqtQfnzXSdkPmRmZf6yXGrdinQnN+YZnytNLoCFRdztBkff0IKBdkCnzKrNahwYrsmS7uNNDcRL9A0f0QZYwoUT5VhyDnk0BPl2ggsI+Dw7q12XcsUbKsV2PR4YsbQvaunrdLx8iDyvLfoMkPCD+ZZ2ETD8LFtM/Ge4HxL0ujZGyvl8migUZjtDZAQyJA7V27m17ngWhQgOIEJeMEyBg39+1Y6BHkVibNqhBb2x28b+FoNDQ+TX1mava46AxY9PMrXai72cA/lW3u/CBj4lO6bUeObpGAtNBefcBBw0WltSs1RGRC9qmNdqdP+aWlofJefkW6mQYlTinFnRWpMc95p0BIS/8AkqnKcI41CZfeHEJUwu1Oie8Nw6Q8AWh4VoEGTCnZV9H8WoVgW26ZHdsF88CMg3ittHx4/QKvqXV6dWogzKZMZlxy/scaK7Bec+lWf2qrUiiDjoaunyMPga+K7yrBi0NPkSp8aRIgyA1lIiu7I7LePnQbz0p9pdqtHF4HWqXGF2Q7IIS2Qu7o3Hujpv8AMuPIsSPNz8DsZ8JUanQjdN5o7gwddK0B8u1W7yUVRdyVSnavIJ+dIYF103R1atVvl+hXUWnwqeJDDisRhMri2LYjcSDxXOLfzH9LkKtj7KBU9T3mtd/Y71L0w9BWrN5xy/GzvWJEebJkNxaYGwYNrD1fWD1mfetHZD4zVtT4JQqLDp7kopJR2RZ7QYWEdu78KDqQlQgZRtB7IN/c50yVr3QdCBrQ7/nRaHf86EIFAAvPf86kIA39fnShvmmAw4kCyI8ebHdafa2rToG060Z74HoNUtHqTuXXWKLXZRbHHRTakZWhIDhaMuF0fjV57o0OgEgDaNoHWiD2rRheB+BBejNdHeESVEFQqeYGnHKdJbptNEiAZhNbR13AcdRBdoEe+V13LgqKZl+lxKZLdhx5UUmo7pgEWfIjjfZygdi0TdKakUijQQASpbUUbmsN09I2Xd3eQYes5XypWnNrUc35hqGIFdtBd2rAF4GrFZ5er0mJPYguTWZ1OcPZDKbl7fZnwAZbwH3S8OpbSRHdANO4HIqKuZagV1ojIezyrbGprWl0f6h7qDRVxs3KFUAG4nCju2CPSs1m6v8AZqTRqhDISJ18uz43fQbpxXtlh4iIFJTM04Q6RhHrcqPGnxT7PIIy96fCY9e8sjMp78jNuXQhsVBqhBUu0GMsAaAXQAjDZCXtbd/uIPS8v0lmhUOHTmCIgZC3aHvGXN4lVPmxAzrKKU6LbU+m4OiZFpEmDK/4XQ8i1LW4HQs/mfK0LNbEFiXiQ4RZQu+rDjDDfaLukP0IPzJnqTHqEnGu0dx1trGRIaIt0jEnTMHekrzD/hKmobpSGpccak/Dmv4iYP3uWuj6ivE7f++7ur9O5yyPQ8x06FT3qa03IvwYjutBsyYH6SL6R4bbtO7curLfo6oGU8ScpEXZuuaSfd1OYD/sJB+UAbptKPF05MapvD7ttoD2YlzFeI3dKq4sGVPkbKKw6+7ytBcv1VUKfSsr1eQ2VKjySqntYDeLA6pV1htX8F1wF+arym5NhwoPtcAKW7jgUh1sbL3P9fh/ag/MUL0a5ll2O4wxYDT75z1L0Fz0aVquPg/X6+T9nBrdt6btI+Ve7hQoDQiAtLPx5GEiKyDeOAvT5DusMNQxwL+mweo7kGEpvodoANWv9qmB35FofDYknZSi+jgzrbOX4tToZl9abeYB1+Hj960Zju91ezRI7cVoWgaENPD+lTmAOCTbgiQEO6SDE0SqwqvSI82jzNrCLc2R22lymPAS6zAHTvdDamHPrWEPJx5Hzqb1KkHDp1UK1l3faZfxL6GnQ4mi8w6dWC10Sok9KKBMj4w6kI3dnMrhdHnaLjD4h4gQdtnX50oAGvf86ZAcfWgLQ7/nRZ1+dMAEZ2CFyq5BvVqfEpMApBsOF658yPj6gaaD7La8xFp06gG5B1hIgPVQ6c1PYKa0JkTAP3OiPeHh8Sr59YihVWqDBngFXfv3fa9lENZGff7n7Fa1bK8F2sUBqGHYI8AH3dnE9lcNohbp60V6FFp5URyMwDDDMg2tA2iGBtH+8B8yDI1X0cRaq6D2XDkR69FdEn6zKlOnjdbqH18RauHT+lJWZkil1CkZczTPgM9udHB2a0/aJNBqITAt2/QPLrNbmHJcgNG0wACBmR+MllPnHkFupPjJdoL8pwvbuv7IiIuokHqDTrT7YuNGJAW6Q4/2qRefRst5ckgFQobh0iQeFwyKU6DQF1B7o/KrLA8zuhhTXijFHxD2lXYPZOiP+xovXr711vF3EHj1RrcWr5jq1ZlSiEZMogYEDO7YNaR0D4i8Su4tCi1IqbCad7UFUlNa/wDs9l5/ABh41aV2ZBpDDdHpVMk03LuAeqROiQjIJXduEdzmPiXb6O34dezTVKnGksnHgtDFigBf234CbpW/6t0B8yD1RcFVqLVIpEmov4Fi1HbJ0hHeLurvWVzG/hJqlOpg4YEIY9tkdIF7If8AftbS/wBzRIOOFHdiQgaf/iivdkEH3pnefx/AulKhAISoQMla90HQhRNOhsg1huc6CdCi2w84edG2HnDzoHDeNMoAdC89YedNtQ5xQTgd+gkutp0FFtQ5xQMgL7CMCDrQdN4Gd9nWHAaiynLjv056gtSDxdpLvZCvx1E0GkD+G3qAk7QA66ANOgV5rHsOMzjps+HN7HNaGRNCQPEMiQR2kHECD0t2JYHsjsNVsyoRIThtPmfaB17JkCdKzoDUs9GquacwvzqdHfpkR6AyJYSgA3QfIrrQIS3B0atR7wqVuPmCVRG5VPwp9N0i6AGW3OYRczvDd9HOSCrqFXo8PMMKt47Vl2zsUgpcJ1gtkZaHRIwDdLl4DLkVvPPZVWgX/wDxIw/+1lKOVRqzU4OAzqi1AfnYnHGnW4OsG0QFcJcZHbeWk7foVbU9vSqjR6c7OdltwajADtD+I3XOtvtFu9QeZB6YHuvApcd4VxxZAusb26dinv1oKKo1Vqn1B+Y8NzTAjGaEbbjdPWY+UQV3Ikswobsh87GmhuIuUVWUvBmbTQlOADm1fKQBF1aC8ti6qi+TMf1iN15gHq7pGI/+aCioOb8u5oqEmDGcaOdTJBhsjtxLTp2rfd/2itaS88zH6KMuV2WE6LtaRUR+ntEC1rC7vCpIVFz/AElpqLHzPS6m0H9h1CG7tbeoD1IN/wAa8wjVIqP6QIlCnNm1a3K7G7jjofbNxp0Le8NpiXR3loKVUK81mzCj1iVT5GBwDlXxY5NbP2ggI6jO7jXbm2gjmWilGbd2E1rEX4cj8O+GoTQXoOg61tVUDmamuFhhHxlShu9W1jxXXWvOI2rzVn0it1WGGXqmw7GrRSCh1KLHAjMxESv2XVbb3buXUvR6QdcePE5sOHToIDaxFEtq/wD27xl67B+jhG7qQdkyLBr9JciygxcYfC0wLC0sP6SWSxY7Q8GWsxuYnJb9rAqA6XTwH7UD4XQ4vNu6Vvi4FQZlpONQhtOMOixNiubWLJ+6P+jhLu+tBRk/Npk1qn1vBu907ItQHS1KPlL7p3u7hcPImhzJlUnyo9Mpu0aa35sh2xq/uCGs/gX2pVeHmDI9V7VDslRwkR3WCwu2chpoj0Y//K4SXdlUoEAZtIbIQfivgBgZ6sQsHZF5LB8CDqYy4Lo4/K0k53MyIbJjHwcXjIlegAgAi2A2juiOFoii8A3iuNNcRb2kUHDOAhlMvXXaCa85B/SsxPr8KpPVChTmccI7AmLru1tJq0Wju/xRsLmFaSoExNgPw2ZYtG60Yi6H2Zcyx9SqctyML1RoB4TYmtw8XmsYeJ8JaS2pdwLLrvMg5qM6dYMZAzXZ2X9kYXyGhE5Dt1niG2/gHx61ogCyPsmAAY/3QAAD5FwwGjiU2JHfdApANBteH2u+fx3qcnQDjBBw4USlYHtWoDUV0992LjsDLq2Vl3iXw6I07IApVUq8qP8AhXZQ7I+uwLz8ZrvCWFgawLrT9oa5GvOgk2rt94mYn3FWzMtUWpyDlVGmxSkX/wAQAbKR5wsNWjAvyNLA+VTi12e+4LjQZ/5Lq0LD/Quaqix9PuqhbNa+L2o+ZFFarJYz5+Yex/KUp0Wvqp3tdnaHT8ZmfiVq67eaVAIQhAiEIQCVr3Q9CZK17oehAyEIQAb5oShvmmQCX7UEyX7UEEU+X2KlTZvGxHddDqt0/EsOdbi0qoO01iUBHDBqPYAXnYABweM1tKlT2qrTZEB+Q6wDtntWrLwsMD/YmpsGJR4vZac1sGiK4rCvN0uYz4zQcmSZmMvJ1ZqUZ0O1TpTotY7msQFofiH4lrZrDcWj02BF3AkRWmukDEv0gsfUKXNwKRJo1S7K466Ep2JIC5p90LeLeC6zUoapm2pQCpk+rUCRBp8WVfIkNPhIsE2iG/Rw699BuJzOMjMlIw4WNu/8Ih/6q8mrgzqjnKvgzXChtx6jHdFgmRcbM2mmiAseLe7y2lM9IFEq9bthVBt/FuLiQ24cxf8AKvL5jmY5OYsyVym01qVSCqWxuN3ZETtwNaPHag37Ga65HMyfpUWVr34UiwvIf9a75HpEp8enyiktS4UgGiMBkRyEbrecdHxrzb5Vm0k3SqNNnwdesyava3OcbwVpAzLHlDc0+0+PM0YIN9lV2a/hB2TwnS2YbTTWLLgE05oa8d2/3bcR4lp5R2NB1gvIdlSpEjtAtA1K+9a9k75w1rr+UK/Esah1x0gs91NDtAeff+NB61fuJTdFrW6QCABrM1gI+fapFEPlGgA+A/awJGryO2/qVjRKpEzxUJkgorvyXBHs/Z5TW9I9dx3B3Rst6zQWUMAezzUpQlfbT4rQ/myC/oSyaw87IOmUYgkzhxxF14/dRevmLuj8IrKUXI1AlY1io4Rn/k56Rs4DGMghBoA07UPp0ar7O7u7yzDOTa/lnLzleolQPCC0RPg2wbgvvReF0vsiOzXbZ8SD1Wi5Vg0R16bj65VVk4+uVPcEdq7/AEj3RV+ZrzfKfpEGpSRpdReaOYYXx5WDRNBIDpLcL4S4VrylmesjJBam6AGAXqvrdah0qmvypL4tsNDc6RcIrOy68+Ug4FJji/NEfamWmPF/vS5u6GtVVZy38qw2TfkuVGpRXRkNNyPZRzMfstlu2lr1FcXeQdOU4dUYywNaxhkUufUnao7DutLZOjbbq4rbSWnkZfpdVlR6hOpbRSGA9k6Ye1AeVQUbNUKrNWidsprRIju6HWj5TBTzsxQoOFkiW02Zbo36z6A3jQXJutRw1KlqNXjRcB27phtPdMNje66XdEd9Vjs2fN3QOG197ID2p9AcHj8iVpmPHN02gtdd966et13rL9m4g4KmFdrFjTc35Ai8rVj8ouotxrw3qKk5ahUd8H+21SoyA3DqE3a2HzAO7d3lbcYIQMnvOxRIQSNO6A0ASlv2XAF/QoGtDQHxpUE7st13eNQCeo+tCA3y60E5HeF/GCiQB60FvIBCVCAQlQgZK17oOhCiaM9kGjg50E6FHefL8aLz5fjQMG+aZQAZ3no+NPefL8aCRL9qCW8+X40l57UNHBzoJ0KO8+X40Xny/GgZ3cQYA60bTobVp0DAwPjA99ROmeyPR8ae8+X40GUlZXngBxW4VGq0Qt12Z7J1rqtEr+odStCpTFPodFoDB+y7bHj3gG+WqQR29QEre8+X41WTHi+dWUI/3s2Q75Ip/wD9qC5ay4Fh+1DWa8cmZToc+u17bzKaxNamug1takUV0rOXQYr3MagYXhsuPnXir8gpEiul2cCB2pSj1n/NNBlKExW380hSGqs+zhaZntw2pNAP6ltyp+aae6BtdiqI2loAjaL49HxLp9F8T/2sltWB2dqAeyaPXsr3Q3O5oXqbtMhOheUVoT8iDxg84dkiynZ1NnxtgZNEZNXtbUeC8NC3/o+CRC9D7Uq6yoVQnXb/AOa6dgF+hc9ekfN+JUIEoR+Q6yBWumWiLIMbCA+4W/dz3qlovpHpot5cy3jDkxWoBNNPvSMB2WNjRW67uIh0oPSa7HCPQYdFhhs+1G1CbAf7QZ4/K1gamzA5jhEZpbAWHMMY424bocXwCXwqjPM7NQznHZYJp0IcU3TsK7WZ2B8F/nUUeu4VXOLpXaIDQBo53T1fAAedBx+mGJFwy9ClsA6NXjPh2IorVx81vTpXyFmaPmWyBTJ4NTdlfIMd5juAB75/AHHyHQekPNUdrM8Wmi61cxHv1u2azP8A5PjWbkTY81qyVAadDv2HYg9P2tLy/Cjx332Kc0RWtBIdtJ0j39/WZ99dp6DsJVlMoLFLy1S4UgTfmSsAflE8dxbILS2V58N5NB4iXfe6Z7nxoIp9PgVWz5RgRZlu4ciOBmHQaIESFTAdCBCiw7t/s8cGr+uxS3ny/GvjW1MzAWuPnQSqA5bXanYTTrTtSBrahC2oA6fJ/wD7VVIqrFQntUpiU6xg+T7D5snspTDo2mIa9y4Ad128tpKup9E7e7EGo0xo/knbQjlyA0zAHia477rDv5rrUBOzg0yTc+PjMKAzDamOsMRQN1y4nRIXSLS0AbKzmuJa0/8AN6onaVQKLF7bKgRGo8UikdolXPm0ZEGsCK899d5TdrICLGNjavxe0RZRe1Yd12HukO7eHFxoO5Cp6XNqjtAdlSBiyp57UGo4fVx2oGYbK4zO+8wU1LqD86I72kWhlMO7J1oGijk1oA7TA7+fnsQWSFABnYGj41KBmAX2a+tBJeAdaUXXbj1nvqO8+X40Bx9aCbfSoaPWlPfQMhKhAISoQMomvdB0J0jXug6EEqEqEAG8aZRBvmnQMl+2BCT7UOhBKlQhAju6adI7urhqNeplLf7LJkE7N/BRB2r/AJeHxWILFcFVoztW7HKjVB6nTacRux5rLQuiF4WHcJabdK4/lCtTfdR49La53frUj+gPjXDMoTE0b6m7KqdnDKdMh/KDR8CDJD6SJFFrUn5cqsuqMNzHY7TsDCODTohbqILO9zKvhzRkUs5Q7r7rro+MzNPVsvUaVWHYpMNR4Ep2xrZWB2WRb+gx+MFWwD2WXYoj90CDcejG/wCclVkDuNRWgPxmf9C3zVQOazIpr5A3Umhu7hkB6XQ7l1vSvGKCdJBrMUiTUZ8OrtRQOB2U3QuOwjsKzv2b6z+YM25riz34MiovGw04XZ3XmBvEeEhO2661B+jI9Wi1A5ER1oBkB/FU+Rvj/WHe3FCVEooRzhNUuEEJ3fjhHCwvBYvzIWfc0PNtbSruuG17p0xEnW+k95ddIzLXavXorNVqU+VFfOw2tsWI69G6g9uqzOQqBH2VRi0ON/KOO1f5LL15rW/SFRqTOdeyW1Ii4uYjgfqbaCOfq4tnZd+lZNrI9XdqBMO4NNYiQX3O3lgJFvaV6Dl3JMGkWkLXbJv3pBu9PKghyZV6zHen5lq/t2ZxAE9t1j13xwD3odPlJbjMOTaOUKbIh00I8pgSdthaAkCOogs3NY3KGbCjx6RNdmagGOd4eBaSAbrVPp+1vGQEdq/rsC9AlLqY1iKc9p3axysjxz7gBeZec/8ACXUomGmo8VpphpphoA0NNAAAHHuApQC87BQMN5nYKylYr0KqUGpQ4Eh0ag7d2Rpoiuds1haQ7pHsjsDeXX88KKFVOKVSitNdnB0JBnZrvO8Nf/C+NWAUxjCoA6GNjTTputRY7TQtbcxtN3QGs7SLzIIo9Eu7G7WnWqpU4JgceXsNg6HcK09WtRZgzNGoG2B1vF+cy0D+MMy2RExdaRDdoK31YpavKiTQepeFc+SnCd2BP+oBN0yH3TREXBeF/VZeoJOV4FahwGqxTWGuwC7F7O0N4OtWcBb4BdYY8Q2mKCvppjLqlTaGJLnQJpG07ZFtdK/SbUp0/dbLk6d5XMei0qlSae+6zidVaa04xBISfO2wndkOnxlxLRR4D8orGvZYjoJ09Wy0+rxlbzeLkXa/IpdCImGm3npjoXk2yO1dd7xl/wCZY2oM8609KYNiTlmQUNwryAsWC13XXW3712reuTQosKFFsp0dpqORmXsgs18d3Hf1a1a/ONnH1dppNQgDgXqxfdJowHr2TpW+JRVELKgdu47HvPrAwD9/wIOZrWAJyPWla90CglTYtPBo5koGNqdjQHrN3oANZoJ0gb59aWPIjy2trFdB0L7Ds4D5DDgNMG+fWglDfBB76GkqAQhCBEIQgErXuh6EygaA+zh7Xg5EE6FHaf3vwItP734EDBvmmUIAd5+1+BNYfP8ACgkS/ah0JbD5/hSWHtQ9rwciCdOOvjAO+fAoLD5/hSPxHZsKXFF3XIjutB1mBggpZ8upVhoxgvlTKaYe9a/ipAf+kHx9CkgUyBRIuyhtAw1vmfGffM+Nc1LmnVaBHmidu1aC8LNw+MPOmqNEaqboOzPbg0GhqzRfz9aC0vCwDvDWuaVLOOB7KLIft39lZ+81g6tTzhXmxHlUvj2oABtH1gH67NC02XMwfLFF7U/IBp1rRI6wQUeYYcKsx57kUyizcGivjyA2ZOhbf+viFZFg7KRHD+UH6FtK1WvlGk1TCmNuTgYadI5LEe8GbWufdWAO8IQe13ADgQaHJeyKv+1/6QZteRpo1v34UUJTXtTvID0Br5F5dl2NmGa+38mQtLU0ZTU13Q1u2EPfG3lXo0WhSjkHIq0/buu3mbTWhoO5zn40HS1Sosi+0wvHf0BoU40poOM1PHiBEa2UUGmA5GmrFFMkHHCwXQ2p7mhBkn6e61VXZrUc3ZuiO61uaAd0H0GC18U3Y8W+Zsmu4CysmVVzqYRKc27Ld97IFrQTQ3DqO4rLVbNUfMM0w2+yghxuyCF0vADRn8Rig6TA8wVJqBZ9SGx2V/dX7nj3POtSRm6ZmXGuGBTGqfFCLDMyvO8zPW66fOa7bj7LshPRfoPnPj8G4HgNBG17oehV9TmyHqHV/keQ6E2H9s0F/tQ1m0F2+VmnqNdcfagAa+BckOjxafKakU6+BZ71qP7qQHfDn7++gKMdSl9iq9RkRe1lCsaOEZ2EDuyPX5A3Odc2YZUtp3s8ViQ+bAdtlRWSJp19rcAQPkvAL+Kw12VKrNU59iNImyo8yYB9lNiGT539zSY3d1UdDo8h+bHnOu1WCdLdxEW3WiCPKAx1E0DutrvDuXWWoO5liBmADkNYRSbdNoqlIixbQnuhqsB0y90JCF2nVzby0A4PPTmYcUvrTuN+JYYfSwz96X6R73dElBIkG00ch8zdssAGg33T4ADrVowDtApXrM2na3UiuI/otwK3/wAJsf8A9u8g+T6gdNxbolGHHCSA44vSHMbhjBzFzul9NocW8S4AAGWdi1dYRXERaidLmM+M1Bg2TZA2DpFhhcREW86XERd5PYfP8KCZo7HQKy7uc6hpZOlSI8V8tq7DlSIV/OAi7b8AAjVz/AoIBn7XXv1eaHkadD9aDtH3QHrIAANAb5nyB30p9pgVB3CIMXCquthhKlO3m1Da4Wh4jLi4ecvVpHGTA3adFGRsxdl4Y9nhtnhj7V/EN4seUBwL/FXIDRR2Qa7Qbp75OmGt13jNBMw5McmmFQfbfddH2UgWtltQ1FYQcwEHldXwN8utLrA2tfGHxyI6A4+tBPfoSJUX8qBkJUIBCVCBkrX8OHQhK1/Dh0IJEJUIAN80yjDeNMgZL9qHQhJ9qHQglRelQgzfZSo+Yp7IfwFTvmsfynftWv0F4lcr5VIjs2mugwG1lx/rEcOd0ODxheHjSx3WpEdqQ0dzToAYH3ECvtBIasNYanZcpLOfwYqEXaxag0RtxzLHZ9qHVrHiuG7/AL1vlms5QX3KaE+FpmQ3QlMH/NHWKC1zLPFqkvUKK3fPqMV2PFitBaDTRhaTp8gjcqSh5EptPAHaj/pGXzuh7IOgFbFLi1Cu0WuMBbHqlNMGu5YYHZ8Z+RWD7oNRzIuBBKk+1DoNK67sgB3eDjVfPrcKEHaCdAQAD1mg7pUsI7Xf4FnWBn5ikGNOLZxROyRUiG4Q7rXOXwhxLrh0SVW/rVbB2LCPchX2OvhzO8gdzfWpGwGgaaaBppoLAaALAAOQAQQwaZFptLxhUtphr2wGbsoyMnS753Dr83Snd+Umj1Uhrr7fo/8ACv8AgTm6bQaTMNwExu3kJHcJDxtGbX6LEH1qJIkO2T3m2GjD+Fi36ut0rSMekRHmX10/anadwbgKO+y+0AG7WdnH186YQMzsELjQK17oOhMB2GBkFy76dSH5INuYO4txx+jaBvO9PIPe3uWzi+Zho5QKa7UqdImYPRcNr2d185AyBHeatO71Xcw4XIMjIoUhk3WIxjPhVSRdP7eF5tH96BBZwDYI8B2Wq+aDXshvK2wAvO8z0BvnxmmdsB07TuDgPnBNFaN0zACtJ0rQMN4As1F/njIUE1OYadlHUHy+qw7waPhM/tXf2B4+dEt85Epx54bXnOH7oOEf6u90ipZroBZHaABjxbLADn4PJoPyLgQB+9FMoz96CZBI0F7oBzGuKhCePyeI4+t2R22UPrx4pD9wF5NqXgXWJm1e6O+0Buh1gCqGvbVebT2HSGI1HCFeH4dre8ZmWy8DvIgtcXBlyO2hjh2cWthAH1+uxjjd6nf0iPMSZLffrsAe4CN80HSMe4mu6O1+O/8A/jrmDfPrQ69/pN207hih8Z+yH4BdUQ3mZ3c6CW+/oRuIQgZCVCAQlQgZRNfw49CdQNB9Xa9qe4g6UKKzvGizvGgcN40y5gDWftTUlneNA6T7UOhFn801HZ7UPanuIJ0JNkfMaewA0XmR9aD4ZmGsdJiqmFbHm1KAOkYsi9r+6d9qHkvs8CsHQ9kftTVRPvj5xp53nZPgG0fW07f+h1BapHWtq0YcyNl/NNc0qQEcPentUGQdn/JGXX4WGlyh1liWwH8iRcJD5jNbh1oJDRtOhcBhYa8zzFRyqdSiiLzt8p047vfHZbX9Qr0aOe1Bo9qepoDQUY1WVRPqtWaMmh3JYB7J3r5D61UyJcKoZsy7NjxzAWp7WsrrbNqAHo8e+tXIm9nkbJ1qaR8FjV4Gs3mEJDQHUn3TE2g2oNcgAYH+xBvyvv176VNKaslOheekzUVn800A7u+MP1qVczoaPenvh+tSWfzTQSgBmdg76tGW4sCGcuWO1bLSIiNxvlygH+fKoIMQW23X5Dh4Mth7Qv2j3i/zvrmmvvSpeLzx2mOhpkd2OPL1cxeEe8ElRmSqkFrs2VF7sKRZZ4+MvgXVl+ROepz0OqPjJkQ5BNbe2zbhYJgRd6wxVI0Hsg1nuK7pOgJpkegTD/wgQU1LAzpVNaHUfZY4f4QK4E+ywjfasN121qPfu93wb59Cq6THM4tPaIyvOK010+yG8v2dRiuma7tZDpiZ2Neya/ef7POgjKzQA32Bz8ff6zUaSz+aaLP5poA/egnUBB7UPampLP5poHlSxp9NdlFZo3L+5r/XYHjXLTYhwqaAO/xEj2rt++PIPXrv6zNcUg/lPMQU20yhU4AdmmW6R8DXj4/7pWTvGZOmgZr3QdCdqRY7pO0+ffs76rwvkAANOnZZvrpajg0FgumgaO1jHYtJ3bumV5O2WcO6A8niPfTBvn1pbO+aA3j6/wBiCVCEIBCEIEQhCAStfw7XQmUbX8O10IJEIQgUN80yjDfNSIBL9qHQmUf2odCDpDQFyiT/AGIKJ2QERja6LzMWmrxuG4v6BEj8CAd90ZqmzWZxIVNqTXvYU0/Icd3+gFQViozvlDByn5gmsP4Ni7c7NLZC0e7c1ukZ23WjYAjajMubTKkhHdGAcsnQMRauDa72kQvPn50FydQkO8dodxVs+pxaeAHKd1luNBrN0+4HGslU67VokMY+Oyp7lo+oTAid+K39KroNclUv6xDbjYVIt6e4BOv+G87R8IoNfTcJ72eYDcxsWLG3ZXY951rQICR+bdWysBqREtDRYbQf58C8+9HIOy8yVWa+6brotBe6Z3md5/8AIvSzC+zuoBZTNQdojzWv+xOh8C1azEr6xK1bjoH+xBrdr2gAkfegDvnC9C4qMZnl2jme/wBgj39eyC9dqBXdzxh+tdLDREQ2jcRFY0J8R/51rmIDOwB3zMP1rrF4QssL3okAGHBH4z6yOwfJyGg6pcoWW22GCwIW9w+cuJ3/AD1cqrEGd536B7gcCEAHug6AXW6f+gqxst+QfZWv73ZA1+tc0ewzauO0NF59xc02oHT8sUV02rnZUjtptd+w5Fn5tgeNB3FKdCbNkRWh0u9iige5fdrLz6ehpQaQImhIiFrQJnvF3/HvoaDs+yj33diasv53T4/Jf5wUY759f7EEiEIQKfvgRIl9iiuzezm/sg0Rw+1d3ADxnYCU/eimd0m0f4f2v/FMdPkAzPxgg5IET5Hp/Z33dvLdM5E1372Qe+fRwdCaw5G9pBANXneS6eBArAAEcAHkUija90HQmQMlHed6/wBiEob7vX+xBIhKhAyEqEAhCVAyjjmHZ2tXACkUDAB2drQG4CCW4OdFwc6LQ5RRaHKKBRMLz1qS8OZQCAXnoBS2hyiga8OZRmYbUNfAmtDlFLsgN3cHcPgQTbUNkAXqCUyEuLshfBp4HRdaMwvG6wg3PEalsA2twNCGGo/aGtqAbK8L0Hn9dygUCBMnFVAcqj4NA0wzj7PYtNCN7tw3junu/wBSqPlBqLQ3Y/aITEj7UZDtpP8AQe4fnBNU5WZKlJlx3KDMxdF8hkPMtbUNqPe5f22qvmZcqTUftUqlGw1zyDBoPjNBUjU3igGywYbJ0TAbrtAlv2DfYO7y3LlvAA1GtJAyVVanrGPc1zgGjznYH61sIvo4pUGJi7U5zjJnho7EIk6XQZB+gB6kFb6MmbGqu6ekzdaGwtPBf+9b+8OdeKHHfpuYHIuWpWMmXeduyP2oj/PL3RK6bzhmaE0YzmqQTo8Fp3l5Ds/eg9FnyAai2XBeehZmt1WFRbHZjoDa0dgBvmejQCyFRzHX5Zmb5x4pgdhtNR7DHz3rPu3uyu0Pmbrpb7rp3mg9byTmqBV6XCpTplGqoX2NO7joERGIAXNYdlq1V4cy8BhQnZsjZRWrjHfPcAOs16fRM8UqoCMKYUt+exoflR4putO9/Red6DX/AGVgOiJOlsr7/dBxl4Q+MhQDomJu2bI37Ds5Wvsg8mvrM1RhXqNV6hFp0R5xxqVjgyJFHJpp8Bx2roiRjrIrQat7iunfaum6YXGes0BcHOmAwv30tocopmgDWdgbiDknu/6Cl67TkNBFDrdMGv3rmzU723OOWmhdEYUXtEp0O4Gyt+P9C6XQa7PTWiAPazQ+Bp0/2Aq+e1Hm5idj6PatR4XnM3ZH+FrQXLR/VWjPS6/9Yd6z3A8AWB4EoGF7uvj/AGKR2x103SALzO9QADQG7oDf/YgluDnSFIaDjUZGB6BEEBEa4gBAu1A5TV25xguuVICW7eOlrgBQbJrah7IPImsDkBA9wc6Lg50lgcgIsDkBB9aMNkGvgTXBzqJoA2QaA3E1gcgIHuDnQG+71/sSWByAvob59f7UEiEqEDISoQCEqEDKKP8Aw7XQCdJH/h2ugEEqEqEAG8aZRBvmnQMkvskAvqQ/eh0IOkD2TvcSuhYencQAbUO+gDs0ECDmlR4rt8h+FCddss2rsVozPx2KVhqPEPaxYsVg+ePHBo/gBM61e0dph49Ck7OYcYedBzy52MdgpT1z57jTV3vXS3R/d0iSxlbizahTHSdmFt57vZWnR0X2e9LuR2tyzjP49HmEwjwosh0/q7Uj2p8l4WAf7PGqV2FHmBTabUHghyIjkoRGU67HYmNSHdrpdHcIOQkGKei0ugNFHpjW1kB9rI9qJ6eU9PwKodkbKb2hiRIaPgMDMLPj/evWj9G8A9fybZ1zZBgXkBK7kePT4+1adpVLLgdmxbx/NMw/Qg8sjwp82w2IrroHx2WB51d0bIs2qyD9oB7Jq4rdDV94DaTtu/YRlzaVqaILvbWZtTIJ7TpbIxkBeI67L2twDDj1Ati6Z9oACPdAwAOAEHnFY9GdWmshHi12F2UT/ghaJi/xa7j6lVTgm5cCHRnIsqnBLfBgeUgItRAQaT869aVNV4kKt1qPRZTW1ajtXyO4Gh0/P9VDxmgR2Q1NpQGxCYGVMkNBFPZa2gv+riHIABYfnNaB0wN0zHcvVfFp8KlAHYI5tGFjQGcg3dkHIF56F2IGUwxz7Pfu3nvmdgKNoL3dW5xqyaqAOug0QAIbgGHsrA86DH1t16n5socV0cfVHgPyC6jIQH9BL7RAakV2bPst2TV//Fd0X+RowVtKoUCumEh1iRDlCGyB0HbC2W+AnvtHrM1HFpQU9qVFalA7IaMHZF5heAcAWefzoJDd5VC00Zm7dz/sUwNACA3nev8AYgeyxMlQgQ/egpVEfvQToGSoQgGvdB0JlE17oOhOgZRBvO9f7E6QN53r/YglQlQgZCVCAQkQgdQRzPs7Xsj3A5FIlY/h2ugEBef3R/Ai8/uj+BMhBGLp3H7I/gTbU/uj+BAb5pkC7U/uj+BLtT2oeyPcPkUiU/eh0GgNqf3R/ApAkAfvY7vgsSoMwALyO0AQLKMNkdrTvwf1o2p/dH8CSfCl9jwdKUUN313NtbDa3f3vGI/EuAK601/HtHDPcvPW15wQWmMs40eVI7JtdlFdd2RWGLtrRFafWsnlwZsQ36bFzQTEcLDYp89hqULoHdubpWaN0FqO2hHhSJrGydNpq8OMNegDPua7+hZ+nUSXFnVSA0bEyPTzEWgdkFFlNAYbzUgdwN8bN1A2FNqrD5GxGyy5z4Y0p2P+q1aBuXWIOG1J3LcPHi7FCEiP/wC4FZ2BhUqTJPAqBIdG71bU6W1Nd/NjmBF4lpmswOnYHZcw/wD5bIAPjQVrUuivVJqU7KkOy9r7LtQALW1v0WWaL79y812Om6Eqwo7t+u/cXDMoTVWlSJcxpqH2pg47oNA1eYF036u+Z6eRWj7vaJpu22XXmgj2p/dH8CRoBanVWRsiInX+z+EP6r2vIuyKbQSAdd901rPoDWogvCK0Dvvdd/Xef7LEHO+6dnuj3w5OdSbU/uj+BLI3fGH60G6gDkWfZH8CgOQ6Z2DHd+BSC0Z72lTjYG6g5GAPs7VzRkdncXWUuQbQNEDpAO4F+4la90PQmQLtT+6P4EoOne79XPf7nIuKp1+k0U2hqExpg3N27iXbHdB0DMTAgPWBh0IG2p/dH8CNqf3R/AmQgjJ09qH1c/gTbU/uj+BB++BMgXan90fwI2p2e6P4EyEEbTp7IPZHudxNtT+6P4ENe6HoTIF2p/dH8CGt8uv9iZKO871/sQSoSIQOhIhAISoQMo4/8O10AmUbH8O10AgmXNImxYhtBKdBra6AM9y9TqCbH7XFNq+098D5D4DQShvmpF9hPQZ8MXnYDLEgL2n8GHSawB0d7u6gtLdXR8nj9lKlD/etA7+ixBzKP7UOg1MUSUHHHMO/tQ/YagBia8QOtdlJjV7e923w3CN/gQOboBZvkZbgBrM1JGjniXanR91raa3rD5u+fwdaewKfsrQ2rsh3ZXkYgZ+fRZ3P1oeh1WFIcexp0bAHz9d8kC+gt3faL9SCZqW1IaM2pUJ8y3walXuh1gvtUbgU+IFRkxGn57pWw2LNTpd7uqeNi1T6U7UauYdmY1naBe0LlG9UuLjtRqjtWmNbOQ7oaHe2DXCP70HJRqPHpQS9AO9sv7UHAd++FnACnYLClVABmsyZQvMmMefGZ27otX/9IaHh7270EutowA73b9k0BmdnIGtJBqL8KoxIhY4nNniRulHaIrBCzSFnDrAe4KDgpddkSJsjZU2PVognokUcwM/G06atGqnIkYeoaXUoR8rvb/2tCHlJV5yKBKmvRZUWm7UC0hICK0I9BX3ivptUC+zstFdPkCe078Bmg4WqhWpVXkRWpTtwNXtXyDkXn32nb7A7+hXciztvsrLNe4o4s2K6HYIZ9l5ImyCPf0WaD8B3qK9110DYC8NYbU9z/n/zuIOmx2QDsVgNrIkNGAB3D0GfxqCqR5Ef61FkSHZAAAG0f8OfQe+HWehLAqtNB2VFadMnWjskGbRnf39G+HRoD41exT7UQCwYOXbptXavOCDHO12O6YR3QOK6RhYDu4evgPcNWRux4kU5Tp3NAF5nvp8zjDeF6jQ9kT79gVGUAiWyC73Q99RNUyK1Cjwhatjx7LAv5NxBUUitSnoDs+dsoccXT7R2g7TY7lnk1mr6Q6DUV10nbQAL7+RIcKK7tdrHaLtFm1vC++xLMhNVCP2d+/ZFvgB2X9zoQZWl19ioTncGszH2ZobGmgBo3XT4itsvtXfIzQ7TwdB2LIlHo7PZH2Rumeiyw9zg19/QrsIkc4jQFHaIAAAssVTNphyKkDUU9lsg0GB6I/Of96e4CCizJSKRmqQL9RKVGKCAMvOsEJgbp/ZBo1mtLlmW1LoTTsWK6xHD2TQO79gAAAa4JmXIU2RHgEBkEfXoOzZNcnWfP1qyj0SE0BtNdoEB0AASneTrQWyFxfJkfnlf/VO/1qQIgNbpu+N0zQSn70PGpFGfvQ8aZAyVCOBANe6HoTKNr3QdCZAyjDfd6/2Jkob7vX+xBIlQhAyVCEAhKhAygaCQDQARtaA5FKhAv1jna8iPrHO15EyEHHDZdZzODZOtC1VA2V9mkZAa2i/WPiU/yxKhSuyzI+wavsCRIA9kHc0X/sUdRjnLhGDR2OhraPkMNxX+MlqqU6m1dvD14zwHB0R4XxH/AMrS8qCD2XZO0DIanNfit+P0AAH+tBS75G1dkBfZvu6DU0nKzWAnPdfxo5Fvywf2R4ft8yqgzBR4UooMyWEy3DD1z6O1f+a0F4j1IGqNMkVAD2VStB0NYHHB1o/Aa+UDKZYPm7UexGxFtMHREwt8BHaKucIdsb5Rgk3Oilr2sXDV5Vx11yVUZ45bpJmIxQF+e6FhERcI2Fv97woKWZU3s05habeEo1FZv7A0AapRBvFfujp6tPeUE7bUaeRRmHRgO6zjmRum0XEYFxj8a6ypTlRngdTkViRJhukccifHYdJjoISWkksQ2aecqruAzB/1X6iPpFBnoE0DDt7Uhp9pgDkaOOwL7PgWejUKraotZlUSczDKwWpMgoptHygeq4OveXdHiMSqt23BvsMUgGEMJktcjanshKQXN7W5fMKVK7f2qS7LJ2OTsX5SEXTGUIEWmQLRbUP0cXdQRQ8x1+nysYRQKy/FDcClQo79vktVh865lQKRS4uXs1yHzDVHmwo7QWd69VVOruXIsyRHzDHpYGP2sI4+yLqvtkLWRanFkU/6m7AfhD/8PdDs4f8AP1oKehZbejQxalYRgwwMHQYYuNpsuri6B097hXVPnOx5D8cnKcIDHsajyDJp1/uNcPcsVv2how1AYgfOGjzqvGiNBKjz4rsi+Ke1aB129q+xAuXKO18hNQqsRGd97UhobCjnxmB9a7JtVqOXoIRDaA6rLMm488Q+r28/V3f2rqsaibICad2A2XNcQaN3rUEOoWxWoFYYFxp9i90Xd0rNJ9FpIKJqEcSKEdjZDrAz0b3fXZ9Y52vIpahDxo4DKZdOZRi3ZG+THdLud5JfegX6xzteRH1jna8iZCCJoJANABG1uciVpp1oLBNryKdCCIWnQMzHZCZaz0b6BCReetrWfIpUIF+sc7XkR9Y52vImQgiMJG1A72vInskczXkTIQLZI5mvIkskczXkUqEEQBIBoAva3ORPZI5mvImQgWyRzNeRAAYX3c6ZCBkJUIGQlQgEJUIGQlQgZCVCBlVwpVaoTslkZhY0l9/bkUVgSfYPitu0KyQgmwp9IkWTbPlNovdS5sg5V/g3BPu2K0AgdjWAYnH5BtEfKOlZk4hx5ByoB7KQfvWj91I7hh+9XVOci1rA3afg6Epr38J07X2uk+IUFPU8JVImHMpgyKc7jq7XH9qw7/etKOIEeqx4m1pEp991252UD7TrREZayA77wPoWoitG6WyHU7fZuWedR1CpMZfkOwKTGbeqzmN7rn2TF3GfeQO8MHKsAcXmtpId/hYF1xun3lkanKlVWpdsqeyOQHugHdjh3P612sxiwfdlPvlJlO+9kO73/ICjlQtrrE0FW06AbUHQB1p0LDaPj/o3AV/Hn098rpMogcKy50gsIurQYOn3rAJU/wAmSO4pApR8RoNA7LgdlMyqjpWfZAZ6/wDFVU6yy8+1MpzsqHKH/pAnq8fOlap4Bval2AFgWCgli5gYwfFquRewmX/vKHj7I+seBX+GA0sSqEkmnqc00UgX2d0uUVmjADCwtQLiGmA0YC1IkNRbtqUUC9kR81iDqwkznpkirSMPVKf344HpFod1r/PH3F3NkxEmQ6lIddfbG+ywODU7b4is+Bcq6IDpsyNhwOlo6+Xxfr6yQLlKRNhRDjmeiOLUXZFqHQ0F/wCtSVGnxQamT6YPYxitbWRHP3Hh5DU5NNNR/ZBaDrt5+M9a465JweKJRBw04WzJ/V9k1/nkQc7Dpux2nSaNoyC+w+BSpUIGQlQgZCVCBkJUIGQlQgZCVCBkJUIGQlQgZCVCBkJUIBC0/wAy3fx4/lI+Zbv48fykGYQtP8y3fx4/lI+Zbv48fykGYQtP8y3fx4/lI+Zbv48fykGYQtP8y3fx4/lI+Zbv48fykGYXK/HM5DUqLIOLNa91ID9/OC2PzLd/Hj+Uj5lu/jx/KQZvHNEl/CzCEceukOyclD7jZfej3v8AO6udiOEcDATMjM7zMzvMz5zNaz5lu/jx/KR8y3fx4/lIMwhaf5lu/jx/KR8y3fx4/lIMwhaf5lu/jx/KR8y3fx4/lIMwhaf5lu/jx/KR8y3fx4/lIMwhaf5lu/jx/KR8y3fx4/lIMwkMLwsWq+Zbv48fykfMt38eP5SCnflidNOe+HsmhM5Fm7fxh47w8/cVTFB3BnaySulPltZBcxq7qWVX/lCFTO2jsJh4uO6Pp9ljcP6lZ/Mt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SDMIWn+Zbv48fykfMt38eP5SD//Z"/></p>
<p>He is also regularly interviewed by Cheddar, The National Desk, and other TV networks and publications for his financial, stock market, and investing expertise. Mutual fund investing is an example of passive investing, as are exchange-traded funds (ETFs). Alternatively, you can hire an advisor or use a robo-advisor to design and implement an investment strategy on your behalf. Let&#8217;s say you invest $200 every month for 10 years and earn a 6% average annual return. Of that amount, roughly $24,000 is money from those $200 monthly contributions.</p>
<ul>
<li>As long as you continue using TurboTax each year to file your taxes, TurboTax can keep track of any carry-forward losses and apply them to your future tax returns.</li>
<li>Tax-efficient investing is a strategy to use specific products and accounts in a portfolio to maximize returns and minimize the taxes paid on those returns.</li>
<li>Cryptocurrency is a digital currency, meaning it runs on a virtual network and doesn&#8217;t exist in physical form like paper money or coins.</li>
<li>Investing refers to the practice of putting your money into an asset with the goal of making more money.</li>
</ul>
<h2>Tax-Efficient Investing: How to Keep More of Your Money</h2>
<p>For this reason, a key consideration for investors is how to manage their risk to achieve their financial goals, whether short- or long-term. There are a lot of different types of investments to choose from. Some are perfect for beginners, while others require more experience and research. Each type of investment offers a different level of risk and reward, giving you a good option or two no matter what your goal might be.</p>
<p>What we want to&nbsp;achieve varies from one investor to another, but we can&nbsp;likely all agree we want more of our returns going toward&nbsp;our goals—and less to the IRS. Again, thoughtful consideration about the investments used within each account plays a key role in tax-efficient investing. Making strategic investment decisions can help minimize your tax burden, keeping more money to invest and grow. We believe everyone should be able to make financial decisions with confidence. HSAs are an excellent way to grow savings as contributions can be invested like with a 401(k) and can grow tax-free for future medical expense use.</p>
<p>Depending on your employer, they may instead offer a 403(b) or 457 account, but these work similarly to a 401(k). If you want to save for retirement outside of work, you can open and manage an individual retirement account (IRA), which does not include employer contributions. Overall, investment taxes are very specific to each investor and their strategy. Make sure you have a full understanding of your financial situation, and ensure that the professionals you work with are informed and can truly help minimize your tax liabilities. Don’t forget tax-loss harvesting, the process of <a href="https://tax-tips.org/how-to-invest-tax/">how to invest tax</a> offsetting capital gains with capital losses referred to earlier&#8230;and yes, losses are almost inevitable eventually.</p>
<h2>Make an investment</h2>
<p>Read on to avoid surprises on your next tax bill and to find out how you might lower your net investment income. Profit and prosper with the best of expert advice on investing, taxes, retirement, personal finance and more &#8211; straight to your e-mail. The Net Investment Income Tax is separate from the Additional Medicare Tax, which also went into effect on January 1, 2013.</p>
<p>By selecting continue, you will be taken to a website that is not affiliated with Merrill and may offer a different privacy policy and level of security. Merrill is not responsible for and does not endorse, guarantee or monitor content, availability, viewpoints, products or services that are offered or expressed on other websites. 1&nbsp;The required beginning date for RMDs is generally April 1 of the year after you turn age 73.</p>
<p>The IRS taxes long-term capital gains at 15 percent, 20 percent — and 0 percent. If you’re an investor, be sure to give special attention to the taxes you’ll have to pay on your investments. In many cases, you have ways to legally reduce, defer or even eliminate taxes on your investment gains and keep more of your profits. So it pays to know the smartest ways to minimize your taxes and keep more of your money working for you. Since everyone’s financial situation is unique and tax-efficient investing can be complex, consider consulting a financial advisor to tailor a strategy to your specific goals, risk tolerance, and timeline. Treasury bonds and Series I bonds are both government-backed fixed-income investments.</p>
<p>Investors can also contribute to a mix of these accounts, both Roth and traditional, if they’re unsure of their future circumstances as long as they don’t exceed the annual maximum contribution to an IRA or 401(k). Regardless of your type of retirement account choice, maximizing your contributions to these accounts will put you in a better tax situation in the future than if you merely invest through a taxable brokerage account. Dividends are payments companies distribute to their shareholders as a share of their profits. Dividends are either qualified and taxed at 0%, 15%, or 20%, or nonqualified (ordinary) and, you guessed it, taxed at your ordinary income tax rate.</p>The post <a href="http://www.bkldanismanlik.com/bookkeeping/how-to-invest-tax-efficiently/">How to invest tax-efficiently</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></content:encoded>
					
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		<title>A Quick Guide to Accounting for Tech Companies</title>
		<link>http://www.bkldanismanlik.com/bookkeeping/a-quick-guide-to-accounting-for-tech-companies-2/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 19 Jan 2021 21:01:29 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://www.bkldanismanlik.com/?p=30322</guid>

					<description><![CDATA[<p>During this transition phase, clear communication between both parties is essential for maintaining accuracy and consistency in startup accounting. When transitioning a business from in-house to outsourced accounting, companies must ensure a smooth handover process. Tech startups frequently rely on</p>
The post <a href="http://www.bkldanismanlik.com/bookkeeping/a-quick-guide-to-accounting-for-tech-companies-2/">A Quick Guide to Accounting for Tech Companies</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/software-16.png" width="258px" alt="accounting for technology companies"/></p>
<p>During this transition phase, clear communication between both parties is essential for maintaining accuracy and consistency in startup accounting. When transitioning a business from in-house to outsourced accounting, companies must ensure a smooth handover process. Tech startups frequently rely on external funding from angel investors, venture capitalists, and crowdfunding. Tech startups require a different&nbsp;accounting due to several unique characteristics <a href="https://www.linkedin.com/company/bookstime/">Bookstime</a> and challenges these companies face.</p>
<h2>Best Practice #1: Revenue Recognition</h2>
<ul>
<li>Depending upon your chosen accounting method, revenue may need to be recognized when it’s earned rather than received.</li>
<li>Increase your desired income on your desired schedule by using Taxfyle’s platform to pick up tax filing, consultation, and bookkeeping jobs.</li>
<li>Tech companies often have entirely different revenue models, cost structures, and growth targets compared to more traditional businesses.</li>
<li>The Full Disclosure Principle mandates that any information significant enough to influence a financial decision should be disclosed in the company’s financial reports.</li>
<li>In-house accounting offers the advantage of direct control and confidentiality but can be costly and require more resources for talent acquisition and retention.</li>
<li>However, if your business involves extensive customer credit or inventory tracking, accrual accounting is recommended.</li>
</ul>
<p>If you’re thinking about starting a tech-based business or working as an IT contractor, the UK is an excellent place to call home. Britain’s tech scene is booming and there’ll be plenty of opportunities for you along the way. This way, they can minimize tax liabilities while ensuring compliance with relevant laws.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/93fc5a71-871a-4fd5-9862-c23f7e45243f-1024x678.jpeg" width="255px" alt="accounting for technology companies"/></p>
<h2>Research and Development Costs</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/shutterstock_1221962935.jpg" width="254px" alt="accounting for technology companies"/></p>
<p>This integration allows for a seamless flow of data across departments, enabling more comprehensive financial oversight. Moreover, digital transformation in accounting means that transactions can be processed quickly, reducing manual workload <a href="https://en.wikipedia.org/wiki/Contribution_margin">contribution margin</a> and enhancing accuracy. R&amp;D costs should be capitalized when they provide future benefits, otherwise, they should be expensed as incurred. Keeping investors informed about cash flow and burn rate builds trust and ensures alignment with expectations regarding growth and funding needs. This means keeping better records and understanding their balance sheet, which is a list of what they own and owe.</p>
<h2>Enhancing Financial Insights with Software Development in Accounting</h2>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/v6patZu2otg' frameborder='0' alt='accounting for technology companies' allowfullscreen></iframe></div>
<p>The net burn rate calculation considers revenues minus cost of goods sold (COGS) and spending (the gross burn rate) in the burn rate formula. The burn rate should be calculated monthly as part of your accounting cycle and your company should forecast the projected burn rate in its planning process. Burn rate is an essential metric for VC-financed tech business startups and early-stage small businesses to compute. For example, a finance leader at a global insurance company helped launch a learning program for automating existing manual processes for a select few finance employees with digital interest. The mandate for this group was to learn about the new technologies and then develop and implement shorter-term, real-time solutions that would create efficiencies across existing accounting processes.</p>
<ul>
<li>Companies must outline the criteria for capitalization, the amortization period, and any impairment assessments.</li>
<li>Many tech businesses work with accounting firms that have access to well-established accounting practices.</li>
<li>IFRS mandates regular impairment testing, assessing recoverable amounts based on the higher of fair value less costs to sell or value in use.</li>
<li>This often results in the business using cash accounting, where the business recognizes revenue and expenses as cash flows in and out of the business.</li>
<li>You should have a working prototype at the seed stage, some trial users, and possibly a small amount of sales.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/1dbfafc2-b9dd-41af-bbaa-d29051f52c0b.jpg" width="258px" alt="accounting for technology companies"/></p>
<p>Bringing an IT company up to GAAP often requires the help of a CFO or an experienced accounting team. In order to overcome this challenge, IT companies must have a deep understanding of the value of their  intangible assets and how to account for them properly. This value is then amortized over the vesting period, impacting the company’s income statement. Calculate the monthly burn rate by measuring the amount of capital a company spends each month.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1bb7447386.jpg" width="258px" alt="accounting for technology companies"/></p>
<p>However, accurately calculating and reporting stock-based compensation is essential to ensure transparency in financial statements and avoid overstating profitability. This article introduces 10 essential accounting best practice tailored to the needs of tech companies. These practices <a href="https://www.bookstime.com/blog/accounting-for-technology-companies">accounting for tech companies</a> will help streamline accounting operations, ensure financial accuracy, and enable tech firms to meet investor expectations and regulatory requirements. With these strategies, companies can gain a stronger financial footing to support their growth trajectory and maintain competitive advantage in a dynamic market. The evolution of the technology industry has introduced a variety of complex  challenges for accounting and financial reporting professionals.</p>The post <a href="http://www.bkldanismanlik.com/bookkeeping/a-quick-guide-to-accounting-for-tech-companies-2/">A Quick Guide to Accounting for Tech Companies</a> first appeared on <a href="http://www.bkldanismanlik.com">BKL Danışmanlık</a>.]]></content:encoded>
					
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