{"id":975,"date":"2020-05-08T07:16:06","date_gmt":"2020-05-08T07:16:06","guid":{"rendered":"http:\/\/www.arsebay.es\/?p=975"},"modified":"2022-07-24T19:03:16","modified_gmt":"2022-07-24T19:03:16","slug":"analyzing-transactions","status":"publish","type":"post","link":"http:\/\/www.arsebay.es\/?p=975","title":{"rendered":"Analyzing Transactions"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Company worth<\/a><\/li>\n<li><a href=\"#toc-1\">Additional Accounting Equation Issues<\/a><\/li>\n<li><a href=\"#toc-2\">Effect of Transactions on the Accounting Equation<\/a><\/li>\n<li><a href=\"#toc-3\">Summary of Effects of Transaction on a Balance Sheet<\/a><\/li>\n<li><a href=\"#toc-4\">Debits and Credits<\/a><\/li>\n<li><a href=\"#toc-6\">Discover and learn what students are asking<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"effects of transactions on the accounting equation\"\/><\/p>\n<p>Accountants cannot record transactions without understanding the impact that has occurred. Whether inventory is sold or an account receivable is collected, at least two accounts are always affected because all such events have both a cause and a financial effect. Individual balances rise or fall depending on <a href=\"http:\/\/www.combatavia.info\/index1.html\">http:\/\/www.combatavia.info\/index1.html<\/a> the nature of each transaction. The payment of insurance, the collection of a receivable, a capital contribution, and the like all cause very specific changes in account balances. One of the most common is the sale of inventory where both an increase in revenue and the removal of the merchandise takes place.<\/p>\n<p>X purchases new equipment worth $2,000 which decreases its assets and increases its assets. Double-entry bookkeeping was developed in the mercantile period of Europe to help rationalize commercial transactions and make trade more efficient.<\/p>\n<h2 id=\"toc-0\">Company worth<\/h2>\n<p>The elements of financial statements will be discussed later in this module. Understand the four financial statements and how they are prepared. It will become part of depreciation expense only after it is placed into service. We will assume that as of December 3 the equipment has not been placed into service, therefore, no expense will appear on an income statement for the period of December 1 through December 3. The totals tell us that the company has assets of $9,900 and the source of those assets is the owner of the company.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How many effects are there in a transaction?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Every transaction has only one effect.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Explore the role of financial accounting in management and decision-making for both external and internal users. Learn about the meaning of contra accounts, how and why they are used, and how to account for balances with them. View the examples of contra revenue and asset accounts. A company&#8217;s accounting policies guide its approach to balance sheet disclosures. Learn about parenthetical and footnote disclosures on balance sheets, and discover how they may appear on a balance sheet through examples. The expense cannot be recorded again or it will be double-counted.<\/p>\n<h2 id=\"toc-1\">Additional Accounting Equation Issues<\/h2>\n<p>Utility payments are generated from bills for services that were used and paid for within the accounting period, thus recognized as an expense. The decrease to assets, specifically cash, affects the balance sheet and statement of cash flows.<\/p>\n<p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should <a href=\"https:\/\/playersoftomorrow.com\/2019\/06\/27\/expanded-accounting-equation\/\">https:\/\/playersoftomorrow.com\/2019\/06\/27\/expanded-accounting-equation\/<\/a> be guided accordingly. On 22 January, Sam Enterprises pays $9,500 cash to creditors and receives a cash discount of $500. For every business, the sum of the rights to the properties is equal to the sum of properties owned.<\/p>\n<h2 id=\"toc-2\">Effect of Transactions on the Accounting Equation<\/h2>\n<p>As long as an organization follows the accounting equation, it can report any type of transaction, even if it is fraudulent. Assets, liabilities and owners\u2019 equity are the three components of the accounting equation that make up a company\u2019s balance sheet. If a transaction decreases the total assets of a business, then the right side of the accounting equation MUST reduce as well.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\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width=\"251px\" alt=\"effects of transactions on the accounting equation\"\/><\/p>\n<p>This has the effect of reducing the business unit\u2019s net worth (i.e., the owner\u2019s capital). This should, therefore, be deducted from capital. This transaction does not have any affect on capital, furniture, stock, Mr. Shyam Rao and Bank. The new asset is identified as Bank, optionally prefixed by the name of the bank, if there is only one bank account (Bank a\/c or Grindlays Bank a\/c). Where the number of bank accounts is more than one, the name of the bank is used as a prefix to identify them distinctly (State Bank a\/c, Grindlay&#8217;s Bank a\/c etc).<\/p>\n<h2 id=\"toc-3\">Summary of Effects of Transaction on a Balance Sheet<\/h2>\n<p>A company pays for assets by either incurring  liabilities or by obtaining funding from investors (which is the Shareholders&#8217; Equity <a href=\"http:\/\/recomb2007.com\/html\/comExhibits.html\">what is the accounting equation<\/a> part of the equation). Thus, you have resources with offsetting claims against those resources, either from creditors or investors.<\/p>\n<p>The name of the buyer Mr. Peter would become irrelevant, since the sale is for cash. The cash available with the business would reduce by 25,000 to 50,000. The value of Goods\/Stock has increased from zero to 25,000 and Goods\/Stock, since it is capable of being liquidated, is an asset. The name of the vendor M\/s Roxy brothers would become irrelevant, since the purchase is for cash.<\/p>\n<h2 id=\"toc-4\">Debits and Credits<\/h2>\n<p>The following information for October 2017 is available. Calculate the cost per equivalent unit for direct materials and conversion costs. Summarize the total cost to account for, and assign them to units completed and to units in ending work in process. The Statement of Cash Flows, our fourth statement, is also a period statement. It measures how cash flows through your business, either through operating, investing, or financing activities.<\/p>\n<ul>\n<li>The reasoning behind this principle depends on how you view the balance sheet.<\/li>\n<li>In such a case, the cash received for the sale would be treated as receipt to clear the due.<\/li>\n<li>Changes to stockholder\u2019s equity, specifically common stock, will increase stockholder\u2019s equity on the balance sheet.<\/li>\n<li>Accountants do not just accept what the computer produces; they have to understand what these packages are telling them.<\/li>\n<\/ul>\n<p>The bike parts are considered to be inventory, which appears as an asset on the balance sheet. The owner&#8217;s equity is modified according to the difference between revenues and expenses. In this case, the difference is a loss of $175, so the owner&#8217;s equity has decreased from $7500 at the beginning of the month to $7325 at the end of the month. From transactions and , Sweet Candy owes money to the credit supplier, Can Can Importer. Sweet Candy now pays cash of $3600 and the amount owned to Can Can Importer should reduce by $3600 as well. From transactions and , the credit customer, Cafe Deli, owes money to Sweet Candy. As Sweet Candy receives cash of $5300 from Cafe Deli, the amount owed by Sweet Deli should reduce as well.<\/p>\n<p>Monetary values recorded in these T-accounts are recorded either on the left-hand side, known as the debit side, or on the right-hand side known as the credit side. The value of the debits should always equal the values of the credits, as shown in Figure 2 below. This fact that every transaction has a dual effect on the accounting equation is the basis of the double-entry system of recording transactions. The business entity concept states that the business is separate from the owner of the business. Therefore the accounting records for even the simplest business, the sole trader, must be kept separate from the personal affairs of the owner or owners.<\/p>\n<p>This transaction does not have any effect on capital, furniture, stock, M\/s Bharat &#038; Co. and Bank. This transaction does not have any effect on capital, furniture, stock, Mr. Shyam Rao and M\/s Bharat &#038; Co.<\/p>\n<p>All three components of the accounting equation appear in the balance sheet, which reveals the financial position of a business at any given point in time. The asset, liability, and shareholders\u2019 equity portions of the accounting equation are explained further below, noting the different accounts that may be included in each one. Although unpaid wages don&#8217;t affect the total assets, it does impact the right side of the accounting equation by increasing liabilities and lowering the owner&#8217;s equity. If a transaction decreases the total assets of a business, then the sum of its total liabilities and owner\u2019s equity may or may not decrease depending on the nature of the transaction.<\/p>\n<p>Accounts payable include all goods and services billed to the company by suppliers that have not yet been paid. Accrued liabilities are for goods and services that have been provided to the company, but for which no supplier invoice has yet been received. The net impact of this transaction is that  an increase in capital is balanced by an equal increase in an asset . As liabilities remain unaffected, the balance sheet equation stays in balance, as shown below. The net impact of this transaction is that an increase in one liability is offset by a decrease in another liability . The amount of assets and liabilities remains unaffected and, hence, the balance sheet stays in balance.<\/p>\n<p>This section shows the value of the company as well as assets the owner have invested in the business. It also details any withdraws an owner might have made. Use these accounts to analyze the business transactions of WordService. Let\u2019s summarize the transactions and make sure the accounting equation has remained balanced. The cost principle states that you must record an asset on the books for the price you bought it for and then leave it on the books at that value unless there is a specific rule to the contrary. Companies are not allowed to increase the value of an asset on their books just because they believe it is worth more.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"effects of transactions on the accounting equation\"\/><\/p>\n<p>Each transaction has two effects on a balance sheet &#8211; one that increases an asset and one that decreases a liability. These two effects cancel each other out, so the balance sheet always remains in balance. The net impact of this compound transaction is that the assets side decreases by a net amount of $1,300 (i.e., a $12,500 decrease in furniture less an $11,200 increase in cash at bank). Accounting Equation indicates that for every debit there must be an equal credit.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Company worth Additional Accounting Equation Issues Effect of Transactions on the Accounting Equation Summary of Effects of Transaction on a Balance Sheet Debits and Credits Discover and learn what students are asking Accountants cannot record transactions without understanding the impact that has occurred. Whether inventory is sold or an account receivable is collected, at [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[21],"tags":[],"class_list":["post-975","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.8 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/www.arsebay.es\/?p=975\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Analyzing Transactions - Arsebay\" \/>\n<meta property=\"og:description\" content=\"Content Company worth Additional Accounting Equation Issues Effect of Transactions on the Accounting Equation Summary of Effects of Transaction on a Balance Sheet Debits and Credits Discover and learn what students are asking Accountants cannot record transactions without understanding the impact that has occurred. Whether inventory is sold or an account receivable is collected, at [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"http:\/\/www.arsebay.es\/?p=975\" \/>\n<meta property=\"og:site_name\" content=\"Arsebay\" \/>\n<meta property=\"article:published_time\" content=\"2020-05-08T07:16:06+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2022-07-24T19:03:16+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data2\" content=\"8 minutos\" \/>\n<script type=\"application\/ld+json\" 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Whether inventory is sold or an account receivable is collected, at 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gRKhIgVZzLUONnQBpucZm3H9Vor1W25ZZtWmZE2bROY8ODs2\/clrDhbQ20bs21IxsH8JR290tlJRUk1Rfp5QyV7RdeF2dX2wLs204hcLvuP8A9UlRZMtdQCCtqQ+Rrs5sjGZtxRbUuUli0VHZmmpo9E5j2g3fvbfSpqkBuUVjgbBof\/gUOUdn17bKMlVXiVsb25rWszb9vpVlV2U+sFFUw1GiqYWDNdm3jd6kVDaf+pLMHxLiregSWjUP6JUWnINjgPNZ7FZNsOpfaVPXVNdpJIt7Qy4fptQywqukqJn0Fc2KOd2c5r484j3bULhS2DG2Z9q00lI6KLNzhC435u9LZdJTsyRq52xgSkPBd7L1eWfYLqKqqZTVOl6Q25+c3beo6awZ4KGpoeltdTyg5nkbWk\/qhcKya+emsWgc5zYJ23yXelTWzZtLZTKesoWaCVkoaQ394KymsFs1n00BnLZqYDMlaN36KPqOqqp4n2jXCZkJvaxjM0E+1EtXyUcNblfLHUNzo9AHFvovuCkoaWGgyrfTUzcyF8OcWDderZlklttSWiZr86PMzM3d+qUWV\/7rrDTfw8zMzULd0e5SJrW5vpTkZCEIQCVIhAIQhUCEIQCEIQCEIUCpEIQCQ7ilSHcVj5P1Xn2p7J\/F1PvVu3cqiyfxdV71bjcufxN\/J7OQkQu7m4bc\/Jqr4CvHpNwXsNufk1V\/TK8ek3BWHThGmnenJp3qtw3v2bfhqz4wtwsD9n1QIKasvBN727lsRaLO47xWJmLc+o8u5C4usWcN3ijrFnccpqGallcqv9VUH6f9rYReesRlNUtkylonhpGbds\/VaqK0GZx8hys9NTHhaoXD1izuO8UdYt4bvFTUM1LuQuHrFnDcjrFnDcmoKl3IXCbRZ3HI6xb3HeKahcy7kLi6wZ3HeKOsGdw+KahKl2IXH1gzuOR1gzuO8VdQZl2IXH1g3huSivb3D4poqXYkK5Ont7hR09nccpqCpdaFy9OZ3Cjpre4VLKdSFy9Nb3SjpjO4VdFOh7GSNzXtDm+ohOAAFwC5umN7pR0tvcKtwjpQufpTe6UdKb3SlrToQoOlDulHSR3SlpSZKFB0gd0pROD+6VLWkyFFpx3Uaceoq2iVCi0w9SXTD1K2JEBR6UepLng+hQSJEzP9iXSexWw5Cbnj1IzvYgekTc72IzvYgchNv9iW9LCoSX+xF\/sQKhIhQKg7j7ki4q2lqppQ6CbRtu3XrHyT4b4jy5LJ\/F1PvVu3cq+zrPmpZJHSva7P9SsQLgs\/FHhfk9hCEBdXNw25+TVX9Mrx6TcF7Dbn5NVfAV49JuC1DpwjTTvTk071W4XNg2tLZsUwjjY8PIJzlaa11XAh+azdJ5jlM1uc4Aek3LHUeWOva+1rquXh+aNbKrl4fmqwWbKf3meKd1XL3mLNJ5LW2pJWVkdS+NjXx7gNy7m5UVLTfoIfmuDquXvMSdVy95nirR5WWtdVy8PzRrZVcvD81XdVzd9iOq5u+xKFlrZVcvD80mtlVy8PzVd1XL32eKTqubvM8VKFlrZVcvD80a2VXLw\/NV3Vc3fZ4o6rm77EyLHWyq5eH5o1sq+Xh+aruq5u+zxSPsyVrHOzmXAXpQstbKrgQ\/NLrbV8vD81QFpCRKS2g1tquXh+aNbKvl4fms+hKLaDW2r4EPzRrdV8CH5rPoQtoNbqzgQ\/NLrdWcCH5qiggdO4hpAu9a6RZkp\/fYlKtNb6wfwIfmjW+s4EPzVZ1ZL32eJR1XL32eKtCz1vrOBD80uuFbwIfmqvquXvs+aTqubvs8UoWuuFbwYfmjXGt4MPzVX1XN3meKOq5u+xKFprjW8GHwKNcq7gw\/NVfVcvfYk6rl77PFKFtrlXcGH5o1yruDD4Kp6sm7zEdWTd5nilC2GWddwYfBGuddwYfmqrqubvM8UdVzd9niUoWuulfwYfBLrpX8GHwKqOq5u8xQ1FK+nIDyDf6kRe66V\/Ch8EuutfwYfArNIUGl11tDhQ+CTXW0OFD4FZtCo0uu1ocKHwRrtaHCh8FmlJDC6Z+a0gH2oNDrtaHCh8CjXa0OFD4KnFmTH99iOq5u+xUXGu9ocGHwS672hwofBU3Vc3eYjqubvsQXOu9o8KHwRrvaPCh8FTdVzd9iOq5e+xQXOu9o8KHwRrvaPCh8FT9Vzd5nijqubvMQXGu9o8KHwRrxaPCh8FT9Vzd9iOq5u+zxVVca8WjwofBGvFo8KHwVP1XL32I6rm7zPFEXGvFo8KHwVzYOU764SdMdHGQQGgelYOSMxvLT6FY2L9634wkD0O2X51i1R\/\/wAyvIJNwXrdqj\/0dV\/TXksm4LTXCJNdvTk129WG4dNJ5jlqsj4Y5XVOkY11112cL1laTzHrXZF3X1N\/sWZYn21rKWnuH7CPCEppKc3jQRj+0KWPzUpO3cjKDokGz9hHhCXotPu0EfvzQqm1K6amtGnmGynvzSFaS1TIIDPIf2YF\/vRqeZg8UlOR9xHd8IQaWnu+4jwhRiuZmglpDczPDvQiC0GVDY3MY7MkvuOw3KpmUho6cj7iPCEnRKe68QRk\/CFyvtunjcb2uLGvzC8HZeorQtSSOugpooyQ8337NoRY5lYGlpgPuI8ISikg4EY\/tC5G2mzTSRZji+MAkC69d8cjXtBAO0X3FEmJj2YKWnv+4jwhZnKCNkdRMGMa0Zm4Bau+4LLZRm+pn+BRIYx+9NTnLrsp1I2Z3TKaSdt2wMWRwoWlEth3bbIqz4ps8limB+ZZVUx92xxv2IjOITjd6AU1Fhv7ApoXWXTudDGSRtJb7Vc9Gpg37mPCFV5P3GyKcf7f\/qnyiubZL3C8OBG0LULEXNOsUdObjoY\/0aEdFpwdsMQv9bQuWyfy6A3bS3afWmWtNBHLTCZkpJd5OYbtqLmbp3dFpztMMeEJei0+90EeELnltGKOd8OaXSMZnkA+hc1ZXR1liSzxXgFp37wUpY4lYdGpidkEeEINLT533Me3\/aFUUNpCks2lM0chY43aT0LpnqafrmnY5kmlLfJId5JVXE27ui019wgj2f7QlFNTE7IIz\/aFR0byLarvOIDTsvU9n1kEVnzywxzHMcbw51+1D8crbotNcSYYh\/aEdEp837iI\/wBoVK20DNYb5aqJ5YTtLXAFdrbQpqejp3Bsn7QAMaTtKlJiXZ0OnvvEEeEJBSwemCPCFzNtinNNLMQ5uiNzmnep4azTPzQw+bnA3i5EzKOspoBSSOEMYIadzQsHa\/nR+5ehVm2il+Erz22PPj9ySirKRKVa09jRzQtkNo0secL81ztoWGXBUUk1MI9K0DSNzm7fQoFrrVseOcUt9o0seZEG+U7f7VnbQom0c+jbUwzgi\/OjN4Qtxrc5MU0L7Khe+KMk33lw2rDELfZLXdTwj07VqF\/xdNpacj7iPCEhpKb0wxj+0KYbGqiymOa2mcL2kv2kG5VrmNStujU1\/wB1FhCV1LTm\/wDYR7P9oVdEKaqfmxgZ0VxvafSu2WrZHVtpw0vlcL7h6FSeZuknRYD\/AAIx\/aEvRafgMwhc9NakdRLMxjHAxecCoBbkRo5akRSZsbs0jYpUmena6lpxtMMY\/tCOh0+7QR4QuC0q6mfS08kscubI4Fua6673plpWk+GqpoYY3AvuN9+8K0uJWnRafgRn+0I6JT7b4Ih\/aFxi1Q2uZSSQyMe70ki5dkU+lc9oYQGG68neozMTHsvRYM3ZBHhCqbdgijjiLI2NJd6Aru\/3qnygP7KG7vKEMFV\/iJPeuuxfvm\/GFyVf4iT3rssX75vxhI9kN9auyxKr+mvJZNwXrNr\/AJHVf015LJuC1C8o0129OTTvVbh00nmOWuyL31P6LI0nmOV1YlrtsoyF0Rfn+o3LM+2J9vRmXBqZUvc2E5oLnHZcAsuMtIwPwrsSXXaPlHX\/ABKJS3tCzukUDmAylwF7QT6UyjbUPsrQ1VO9xb5JB9IVXrrFf+EdiS67Rcm7Erbe3fS0UtNPJohI+mzPMf8A9JKez5IKyN1LpGwuBz2v3N9y4hltFt\/8N2JGu8XKOxJa\/kdVDQmKoqIaqmMjHOzmOIvCmr6SZ1q0c0cJLG7DdtuVdrtFyjsSG5awjdRuxJZuXdaFAZpHzRMkiqAdhbucrena8Qx558vNGcs2ct4z\/KOu9WcjXeK\/8I7EEtnrqZau8ehZfKPZUT\/Ao9do+UdiVHbFtutGpMkbXRtLbi29RmFY\/epKWsqKN5fTyGNx9IUJN6RRlZC37UH827wCR9u2lIwsfVuLTsIuCrkKBSSd5SIQqr0TJ+7qmm23eT\/9XRbkT57NfFCxz3ki4ALL2dlOyipIoDTl2YN967RltHyrsS01zNTa5onvgoY2Ohk0jG3EBvpXLakNVUmkeInktde4epcGusV\/4R2JLrtHf+EdiS2tebpY1kdVNXyt0BEWjNxaNpPvUFLSVAsGaB0ThI6+5pXLrtFybsSNdoh\/JuxK21+R0y0dRJZNPRaFwka7yr9wUtRSyi26WRkbnRxtuc4Lh12i5R2JIctYXb6N2JLPyO6mpqhlqVkroXhj2nNN29Ns6knZZlXE+NzZHkloPpXKMtohuo3Ykmu8Z30jj\/cpZ+R0ilqNWzAYn6S\/zbklXQ1DqSge2JzjD57Fz67R8o7EjXePlXYlbPyLg00Lqd11GcyQjOAFxUVmUc9LWPbGXmmI2Z+8Ks12j5R2JAy2iAu6I7EpabmWkrL20UwPdK8+tfzo\/crmpyyjmp5IxSuaXNIBztyy81Q+Y+USfVepMuaIpEIWWVna1VDUCl0Tr9HCGu2biqw70IVAt7kvtseH0b\/+1globKyjZZ9GyAwF2b6b1YVuxtCqMoKeWpFOIY3PzHXm4Kr11ZyrsSNdYuUdiVtrmcrvOdDe+GmkMjgAfJ2KCSCoit1tUY3Picy68egqrGWsQ\/lH4kHLWLk3X\/Erbcd+bdVi3mutAXG8lQ9CqW2ZV0+gcXukvHtVbRZSQ0lRNKIHuMpvN5Gxdwy1iF\/\/AIjsSW1+SnVX0s8lnUcbIXl7CC4epS2jSzvrqGZkTi1nnXehcGusRF3RHYkoy2iH8m7ElptZWzSvljjniF08ThcrOnjLGNvO3973rIjKuLpT5nQykOu8gu2BdAy1jA20rj\/cpbPU6a0exU2UH3cXxKr12j5V2JV9sZS9YQsZFE6ItN996MRFKer\/ABEnvXZYv3zfjH\/arHvL3Ek3kqysX75vxhSCG+tb8jqv6a8lk3BetWv+R1X9NeTSbgtQvKJNdvTk129WG4dNJ5jlKrfJaxxadFUuDM6RjwB5V2xW5yQn9EAxrMwx17ZFC1uqFRwBjRqhUcAY1mmWSQtbqhPwBjRqhUcAY1aGSQtbqhPwBjS6nz8AY1KGRQtdqhPwBjRqhPwBjShkULXaoVHAGNGqE\/AGNKGRQtdqhPwBjRqfPwRjShkULXanz8AY0aoVHAGNKGRQtdqhUcAY0aoVHAGNKGRQtbqhUcAY0up8\/AGNKGRQtdqhPwBjSaoVHAGNKGSQtdqfPwBjRqfPwBjShkULXaoT8AY0mqE\/AGNKGSQtdqhPwBjRqfPwRjShkULW6oT8AY0uqFRwBjShkULXanz8AY0mqFRwBjVoZJC1uqFRwBjRqhUcAY1KGSQtbqhUcEY0uqE\/AbjQZFC1uqE\/AGNLqhPwBjQZFC1uqE\/AGNGqE\/AGNKGSQtbqhPwBjRqhPwRjQZJC1uqE\/AGNGqFRwBjShkkLW6oVHAGNGqFRwBjShkkLW6oT8AY1z1mTjqJjXzRXBzs0XOvRYi2aQtWMkpjddANv+9O1Qn4AxojJIWt1QqOAMaNUJ+AMaUMkha3VCo4Axo1QqOAMaUMkrSxfvm\/GFc6oVHBbjU9LkzV08rXNiAbnAny1YX0v7W\/I6r+mvJZNy9btlpZYlUDw15JJuWoXlGmO3pyad6sNw332bfhqz42rcBYb7Nvw1Z8YW4Uly69lSpEqjIQhCAQi9CAQhCAQhCAQkSqgQhCgEIQgEIvQgEIQgEIQgEJEIFSEgAk7gL0Jsn3T\/cVmfDXMXNKl2UtC0kXTG43bGJNZ6HuT4FHk41rqSYuaD+0O8e0q6Ecd3mN8Edeo45mpVOs9D3J\/8ZRrPQ9yf\/GrfRx8NngjRx8NvgnlL4U+s9D3J\/8AGjWeh7k\/+NW+ZGBfo2YQl0cd33bPBXyXwp9Z6HuT\/wCNGs9D3J8Ct9HHw2eCNFHw2+CeS+FRrPQ9yf8Axo1noe5P\/jKuNFHw2+CNFHw2+CnkvhT60UPcn\/xlGs9D3J\/8auNFHw2+ARo4+G3wV8l8KfWeh7k\/+NGs9B3J\/wDGrjRR8NvgjRx8Nvgp5S+FPrPQ9yf\/ABo1noe5P\/jVxoouG3wQYo+G3wTyt8KjWeh7k\/8AjSaz0PcnwK40UfcZhRoo+G3wTyXwp9Z6HuT\/AONV1sWxT18cLIWS3iQHay5anRx8NvgjRx+iNvgix3zHpHC4ODbvUFMkuuSq04yEIQqgQhF6BUJL0XoOC3dtjVf9Mrx6TcF7Dbh\/9NVf0yvHpNwVh04Rpp3pyad6rcN79m34as+MLcrB\/Z1NHFTVmke1t7xvNy2vS6fjx4gpMuXXtOlXP0un48eIJel03HjxBZtlOhQdLpuPHiCOl03HjxBWykyFD0um48eII6XTcePEEspOkUPS6fjx4gjplNx48QSykyFD0umP8ePEEdLp+PHiCWUmQoel03HjxBHS6bjx4gliZKoOl03HjxBHS6fjx4glidCg6ZTcePEEdMpuPHiCCZCg6XTcePEEvS6fjx4gpYnQoOl0\/HjxBHS6bjx4glidCg6XTcePEEdLp+PHiCtlJkKHpdPx48QR0un48eIJZSZMl+5d7kzpdPx48QUVRVw6B+jmiLrtgLlmZdPjj\/pXZNfg5\/6p\/wDqu27gs1k5VZkUzJSxgz79rt6v21dNcP28eIJC\/L+ydCh6XTcePEEdLpuPHiC1blSUtDhcdyW4AXKHpdNx48QR0um48eIJYmQoel03HjxBHTKfjx4glwUmQoel03HjxBHS6bjx4gllJ0ig6XTcePEEvTKbjx4gpYmQoel03HjxBHS6bjx4gllJkKHpdNx48QR0um48eIJa0mQoemU3HjxBJ0un48eIK2idCg6XT8ePEEvS6bjx4gpIlSqDpdPx48QS9LpuPHiCWUnTVD0un48eIJel03HjxBWxMUih6XT8ePEEdMpuPHiUspMhQ9Lp+PHiCDV03HjxBWxz25+TVV\/DK8ek3L1u2qqB1j1QbMwnMOwOXkj9ysOnKNNO9OTTvVbhuvs6jY+mrM9jXeW3eL1tOjwcKPCF5dk\/a77OpJ4484Oe4HOabl3nKirv2SS4ly75mZZn29D6NDwo8IS9Hh4MeELzvWms4suJGtNZxZcSxif6PROjwcGPCEdGg4MeELzvWms4suJGtFZxZcSYn+j0To8PBjwhHR4ODHhC871prOLLiRrTWcWXEmZR6J0eDgx4Qjo0HBjwhed601nFlxI1preLLiTE\/wBV6J0eHgx4Qjo8PBjwhed60VvFlxI1prOLLiTE\/wBR6J0eHgx4Qjo8J\/gx4QvPYspa2WVrBNKL\/wDct1QSukponOcSS0E3rPUTCuno8HBjwhHR4ODHhCehZuUM6PBwY8ISdGg4MeEKVYm18qZRVvjhbJGIzmm529ai5VsejwcGPCEdHg4MeELzvWmsv+9lxJdaaziy4lrEo9D6PBwY8IQKeDgx4QvO9aaziy4ka01nFlxJiR6L0eDgx4Qjo0HBjwheda01nFlxI1prOLLiTEq9F6PBwY8ISdHh4MeELzvWms4suJGtNZxZcSYn+o9E0EPBjwhL0eHhR4QvOtaaziy4ka01nFlxJif6r0To0HAjwhHR4B\/BZhC871prOLLiXZZVvVlXWsY6aTNv2glMSntuejw8GPCEdHh4MeEJI3ZxUi53Ko+jw8KPCEdGh4MeEKVCXIi6NBwY8IS9Hh4MeEKRCXIi6PDwY8IR0aHhR4QpUJciLo8PCjwhHRoeFHhClQlyI+jwcGPCEnRoODHhClQlyIujw8GPCEdGh4MeEKVCXIi6NDwo8IR0eHgx4QpUJciLo8HBjwhHR4eDHhClQlylIujQcGPAEdGh4MeAKVCXKoujQ8GPCEdGh4UeEKVCXKIujw8GPCEdGh4UeEKVCXKoujw8GPAEdHh4MeEKVCXKKjKKGJthVRbEwEN3hoXk8i9byk\/Iqv4F5JKu\/wAc+FhGmnenJp3rq1Dqo\/MepDvUdH5jlId6x17c+vYUtLAamqigBuL3XXqJPgldTzMmZ5zDeFlleNsyiNs9WFru7pc7bnLldYNSXuEeY5ok0YOd6VK22YBaXWOhdp7vNv2X+tQw25NDFUNuvdM8Pv7pQQssiqdVdGAZpRf5Od6k6SxatphuDH6a\/NLHX3Xb10ttwG1+nSRfuFuaPdcpKa32QClaIXEQl2ded4cg4m2LVumbExrXOc0uHlb7ly1FM6ncGucxxIv8k33Kyp7VpqW0HTxxzFha4Brnbr1UucCTd6UDUIQgmpPxLPevUbMH\/iQ\/CF5dSfiWe9emU02gs2N4F7s0AD2rPfpvmLWD5443ZrnjOu830qKOujdfnMlYB6XsICWmp9E3Pdc6V+1xXRcLrlwdK5NbIyRmcxwcD6QvK7W\/Man+oV6TWRNpy2aAZr3OAIvuB\/Rea2t+ZVN3EK68MdxThSIQujmsbFs5to1ZZI4tYxhe67fsXVSWfTWjS1bomaGSDa3yrwR7VwWXaD7OqdK1ucHNLXN9YXTFakVHS1MVKx2dUbC537o9Sob1FWFuc1rCCzSC528KGKyqiZj3sMeYwgOJdddeu2myhlgjpmZgIhBab\/3gVBFajWUdVC6MkzuDrx6LkU11iVjaiSItb+zuvdfs2prbGqyJSQxoicGvLnXXXqxfb8EzqhksEgimY0eSReCFxNtKJlBVUwZIdM4EOLr9yIr5YjHI5hINxuvBvCYlLr0igFa5O\/mDPeFVK1ye\/MGe8KrD0yFTBQxbk2orI6eWGN998zs1ty87boVHb1vR2YdC0uExAPm3i5XYN5WCy3\/Nmf0wrzFyknuyxnB2P\/4JNcqjv\/8ABZmOCWd5bDG6Qj0NF6JKaaIXyRPaN15C7VCW02uVR3xgRrlUd8YFlEJUFtXrlUd8YEa5VHfGBZRFyVBbV651Hf8A+CNcqjv\/APBZRIlQW1muU\/fGBWFi5RVFfWNjc4Zh3+TcsIFd5MyOjq2ljc55NwUmIprnzL0hr7xtKeHN9YVfT0LHNzqi+SQ7TeTcFMbOpT\/Cu9xK4t55LW10FFC+SVx8gXkDeslPli8Su0TyGX7L2K4yhsynbZc8wMucxuwZ5uXnwp5JX5kLHSO9TRet8RDPURHppNcqjvjAjXKo74\/xrMvpp42Zz4ntbuvIURHrXSoYtq9cqjvjAjXKo74wLKISoLavXKo7\/wDwRrlUd\/8A4LKJEqC2r1yqO+MCc3LGpc4APG3\/AGLJJ8X3rfelQW9Br6ySryVnkkN7nM9S80kXocn+kJfgK88kWuGoRpp3pyad621Dqo\/MepDvUdH5r1Id6x17c+vYXbZdnOtCV4zs2ONuc93qC4lZWLaLKF8zJWl0UzCx13oWWXPoqYtlDXSZwPkC4eUkfQVDI88xOuzs39UOFO2RpErnNzvQ24gK4faNG6mkpopHEula5l7T8yqqplsyrhDzJC4BhAd7F0mxppJJRC1wbFGJHaS4FWtq1sNPVWjGSXOmDQABuuuUL7ZpHzVRvcBLTCMHN9IURTMs6qkjz2REi4n9FLW0DaakpJg5x07c4g+hWVBadDSwRs0kl5ic117SbifUuK0q6CooqOGIuLoWZpvCCsIuSJSb0iCa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