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{"id":1901,"date":"2022-07-18T17:19:01","date_gmt":"2022-07-18T15:19:01","guid":{"rendered":"https:\/\/anglass.pl\/?p=1901"},"modified":"2023-02-23T15:47:50","modified_gmt":"2023-02-23T14:47:50","slug":"the-accounting-equation-assets-liabilities-equity","status":"publish","type":"post","link":"https:\/\/anglass.pl\/index.php\/2022\/07\/18\/the-accounting-equation-assets-liabilities-equity\/","title":{"rendered":"The Accounting Equation: Assets = Liabilities + Equity"},"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\">Showing You Understand the Accounting Equation on Resumes<\/a><\/li>\n<li><a href=\"#toc-1\">Example of the Accounting Equation<\/a><\/li>\n<li><a href=\"#toc-2\">What is the expanded accounting equation?<\/a><\/li>\n<li><a href=\"#toc-3\">Why Is the Accounting Equation Important?<\/a><\/li>\n<li><a href=\"#toc-6\">Smart Ways to Spend Your Tax Refund and Grow Your Business<\/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=\"254px\" alt=\"credit\"\/><\/p>\n<p>In bookkeeping and management of ledgers, the basic accounting formula is extensive. The accounting equation shows on a company&#8217;s balance that a company&#8217;s total assets are equal to the sum of the company&#8217;s liabilities and shareholders&#8217; equity. Valid financial transactions always result in a balanced accounting equation which is the fundamental characteristic of double entry accounting (i.e., every debit has a corresponding credit). On January 1, 2020, the business had $100,000 assets in terms of cash, $0 liabilities, and $100,000 owner&#8217;s equity. Similarly, when a company takes out a business loan, the borrowed money leads to an increase in assets.<\/p>\n<ul>\n<li>This should be impossible if you are using accounting software, but is entirely possible if you are recording accounting transactions manually.<\/li>\n<li>Why the Balance Sheet always balances and why Total Debits always equal Total Credits.<\/li>\n<li>The net assets part of this equation is comprised of unrestricted and restricted net assets.<\/li>\n<li>A screenshot of Alphabet Inc Consolidated Balance Sheets from its 10-K annual report filing with the SEC for the year ended December 31, 2021, follows.<\/li>\n<li>Rules Of DebitDebit represents either an increase in a company\u2019s expenses or a decline in its revenue.<\/li>\n<li>Bankrupt, its assets are sold and these funds are used to settle its debts first.<\/li>\n<li>Shareholder Equity is equal to a business\u2019s total assets minus its total liabilities.<\/li>\n<\/ul>\n<p>If you have just started using the software, you may have entered beginning s for the various accounts that do not balance under the accounting equation. The accounting software should flag  this problem when you are entering the beginning balances, and require you to correct the problem. If your accounting software is rounding to the nearest dollar or thousand dollars, the rounding function may result in a presentation that appears to be unbalanced. This is merely a rounding issue &#8211; there is not actually a flaw in the underlying accounting equation.<\/p>\n<h2 id=\"toc-0\">Showing You Understand the Accounting Equation on Resumes<\/h2>\n<p>The accounting equation helps to assess whether the business transactions carried out by the company are being accurately reflected in its books and accounts. You can also rearrange the equation to find out any of the missing parts. For example, suppose you know that Company A has total assets of $10 million and equity of $8 million. In that case, you can subtract the  equity from assets to determine that the liabilities must total $2 million. In this way, the accounting equation offers a simple standard for retaining balance. An automated accounting system is designed to use double-entry accounting.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"increases\"\/><\/p>\n<p>For a more detailed analysis of the shareholder&#8217;s equity, an expanded accounting formula may also be used. Accounting equation describes that the total value of assets of a business entity is always equal to its liabilities plus owner\u2019s equity. This equation is the foundation of modern double entry system of accounting being used by small proprietors to large multinational corporations. Other names used for this equation are balance sheet equation and fundamental or basic accounting equation. You can find a company\u2019s assets, liabilities, and equity on a few key financial statements, including the balance sheet and the income statement. These financial statements give a quick overview of the company\u2019s financial position.<\/p>\n<h2 id=\"toc-1\">Example of the Accounting Equation<\/h2>\n<p>The buyer pays cash to cover a debt to the seller with two transactions. Firstly, the buyer debits accounts payable, because the debt is now settled, and secondly, the buyer credits for the amount of the payment. These two decreases occur on different sides of the Balance sheet, maintaining the balance. The accounting equation is the first concept you need to master to build on this skill set. Per the image below, the accounting equation states that the value of a company\u2019s assets is equal to the sum of the company\u2019s liabilities and equity.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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8p+wxP29jF\/wAh3wUX637Z4ebj+LAd4j+CHyC4KPJbj+I9gvCz32R0q\/gVO1X95K+U7YXntDCPSx\/wQ+UrYWThtHT6fkv+ioDtw2FtfZuO1p7nNbZKG43DYuOLTOv2tuk6dX7iMlO2T+ZObvD2KfozaGncfQ4e8I\/q+2Q\/j2m+f4Krn3H0UgtFijm\/lGG6incKTe20AtyvTI6Vf6QnUtvzLwbd7IE2GO0\/tRu202VcAfHlNb0lZl24CYizNoYAe00p+KHyCYiAGjaSiIHbRv8A3FL0665QdS2\/M0zdrdmZBdmNwEcNCg7anZ\/izF4T\/wBSzPyCYj+MVJ\/00b\/iji3DYqHG20VBbvpZL+9Gmr4DqW35ml+qbBDocTh\/7gh9UeCHzcUp\/W+yzztxeJZTbG8OHpppfpJl24vFbaY5hh\/o8v73I01fAa7b8zSP2iwa4\/xpSD0zNCT9UWDfxpRfpDVmnbi8S+\/xrC799PIP3pt24rEyTbGsOt3U7re9Gmr4G\/8AHe6mauDEqWrdakf17ebovLA7jbmpHWRjznFhOoa5paSO2xWewbAtqN0cp2kpcap6mjDg2qpWxOaJGnmBwB71bba7T4VtRj1JiODVwmgko2eS3QxnmDbndS4UFiXJGpxziO5NzMtq8X5JJf2BVTHuFhmPBT6cl4ObVMJBZ1v3pBZbW6WidwSrlDHyeFOl15W96Q\/+3U\/vegh0uPuvSfm6n970F0cPijGlyfV7AvtJh4\/4SL9hinXA4qBgLh4mov5rEP7DFNfw9awTTXI3MdRYomkW1KKTiEhMkSGH3g076gPuW2swfOu17F0Ri2fooyz\/AELeIXINsYJHxB2XTNGD7V3fZeJvielHZC0fMrlkuSt6i04od8Gtwah4N+T8ysjGwC5SLw9vzLSZlsqp6drQSANB2KsqeY+ZXVWQ2+qoa6RouQVBJNrCBclfUOy6AcVAqM7QC5rm+kWUbHsRqQxlBRue2aqcWaG3kjiVWYcwUdVVUTahz4og0EySXs4i9zfgnxoyUc5yS6v5LNxFzqOKjzFubiE1JiFDFH1stXE1mbJmLwAXdg7UmSRhAkDhlPAk2SOLXKDV\/IUxFhYppLls2PrXkNYNS86N9qiy11JFPFSvqGddMfscYN3O7wEaGlnAmpN4yPXb3Ju\/egSCSQ4e1Ie4XLLG45WSaRcgeRyKaeXDW5sjLgOIPpTdRNFFTySvdYNY5x7gBxS5ecBq\/kBOXzjb0o8zjoXH2qtwV0\/i+J9S\/PK+8mp+9ubfNZWAIPO3pSN45DOdwn3tomy7kXfOnQcwIaCSo72OBJIQnngE88C\/Qmn6XvolhzWixcPam5jfUKN5yLob3wNHtKF2niQg4FwsFGmqxSywwOZc1LsjTbmkwxuVnA8XEHyTp3IgS7QElECCLgqNJV1ZqPBaTDZJzlBc4yBjQOHEpkhR9zRY2aL+hIsRyskUlZFVsDoo3RkXzNdxBBsnXm9kseBNhJAPEXQGmgQOgLrggC5sUCLEg8u9NfkVLVwA66FFYdgRk2F1BxDHMJwtrTX18URf5rSbuPqCkXu2QYJbwb6ApOU9hQhqY6iBtRGHdW8XaS21wnMwsHWNj3JMoEs8CLO70iTh6068gNOqjiaKYO6p4fkdldbkexLgGschIIIJAMvvHJOy1TqdQ1cf2IaGV8oDbA3vp3hdg3i67MVA56D2LkOxZDq6YDlf3hZt3vLY3bdfoI30X8GL8dVOpCMpuVBjN\/YFLpuDlBDkCQkvvlNkocERNlKuUMe7PCPS\/P8A5wPyn\/ZtPw9L0EOl20\/K\/J+bqf3vQXRx+KMaXJ9XcBP+JqL+bRH+wxTnOzC1lAwL7S0B7aSL9hinLBNRRaYiTiEhLk4hIdo24TJEseTL7VSxFgike5uaWIDW9zmXfNnmtbhFOAb+QPcF592tMRiAORz2TU5AB1F3hd52cmc3CYCRfyR7grtk0ihf\/RcSEBtiq+aQNcSHJ6oqA5vAhVdTO0EjKStKTyzNjwJrajTjy7VRV0jS1zi\/0cFLrnSTMLYZDESLB1r2PbbmqCagxeQub9UUo7xTNB9qgHFNjFPVV+NtPhD4YIIHeWxoJdcWI7jw1WamweWCmY7DhVh0k2d8TgJBMBoA9znXt6lr5MOxJmYDaCtJ5+SxRH0FefJfjdZpp5rOCsUqujgCsq6Go6qmrThbGV0UYa2OIsMbLjUWdyHcq+qgrp8bikxA1mURANhpqfPDfmXPJFvZxV27DqoE2xuovyuxhISH0lcIXMOOzWOpzNFj3FTdzlaZJCpNlNW09DTYhPiOJPlNHBGL9dPaEE88vAWXAd6PSr2V2Ix57NkoRi02XqqtgY3wckXtlfe4t3LK9LvflieESu2AwLE3zxNYTWmIhtnH71eQqefFcacRBSvJJsQRyVfrun7XuixRouTzg9KTdN\/eFVyCaCPDImnXqzDe3ddSpumRtbV4eGXp2yPeHPdBIGEjsF7rzBiGzmK0sZldTObfs0WNrJa+mf8Af+gJISVR7E9Sl0+UfUXcz0g8D3hUcdFiMng2JDyQ2RwGf0HmV1DG6yljiZRzVcMLqzyLPkAu0amy+Q+y28jG9nq6Goo6iaGaF2dj+whe6+jh0lqjeUxmy+O7Nw1GM0sYMc7po7zMHHRw48UjpN1PdwVpwio7HpGurhQwUngxYS+RsTdR5nboexZGm2xx6pfXyRQwOjp4pJIg+B4DbOsw5rHNm7Lad6vGMLQLbHVtg4vaA9hAJ7NUskmF1ONla8RuYGFoe0XANx9+nSpQX2V5Qk90yopdscSjwyWStgayva8BsUsRiJbYm\/E6aDVTJNqKltJ1tLS09TUNpTPIGyaNPZwUinhjpYjDFslVsa45nl72PLz3kknmjc4sZ1cOy8rGluU2LG3HZokjSoZzOOf\/AKKup9kCq2oqMKglknpzVTsZG7JCzLlc+1m6nsIN09S41ic1bTDEKFlNFOwtjcPLD3823HAgJ6dvhTHMq9mXvY9wcQ57eI4J2ClppJI6h2FPppoz5JfyHdYpZ1FCDSW+dv8AwSKlJ8k6Trsh6jq8\/LOSB8yy8zNq6zF+p6\/BoRTNJDmNe94Lu427FqS5zQS025KMKaFsskzYw18oAe4cTbh71Wck0PcXqyHTtnZCxtRIHyAeU4NsD6lXUlXHDJWmvmbEWT21cM3V2uCG8yrIjI3yQ4ZfXdVFRWNnmzTbJ4lK+MkCUwRkOtwIJdw7E+joy9Y5vBU1uO12HT2gp2ukqwahrJLggDS\/Ds1UY7YVk9Q6njFNybHLl4uIOgB9C0JxOocbv2dxEm2UF0cRsOzz+CaiqY4GtZHs1WMa03AFNGde3zu9WVUpR2SGPdmeftrX0mBeGz10c080uVkYpxmAvYd1r31VpDjGM0gppMXgpTTyhrX1Ebg7LIRoLDt7VOZWQxNLGbO1rWm\/kimjtr3Zk2+Wje5kj9m68uj80+DN0\/t20UNwoVKeIckcklvFvJNxPFKXDKN9XVyNYwaAOdbNyA9fBUeydJiBbVY5izMMe6qkL2SUxzuYwcG3NgDbkp1TV0Fe1kNbs\/iE7GHM1r6VpAI7syaZDhbKk1MOz+JgkasEADPTlz2upKM4U4Om1z9hrk+SLHtLUMqDJW0tKYHGwbHKXzjW2ZzbWarPx23M9riZG9c2GIN1zuPEepRqalw6kNW6l2arIzWm85MFi42A7T2BPNdTxxwwR4BVtjp3Z4mCHRrvwh3qGpSpKX6b2HxaZV1uM4xWQV0MkFFTwxSNiY4yPd1zrjgLcld4dS1EUbn1kofO+xeWtIaNOAChtlooTBG3DK6OOF5e28RDQTzOquQ5rwJGkuzC+YnVNqYytI7T4E9X3odX3paCjHLZGV2\/YXbOTk6ag+1cg2NDW4jM3hckX9YXZduzm2cnaeBDVxvZRoGKSjvKzK5vW\/8ATo3UYFiQb30U2kZdrjdQoQAz1lTKVxAcAq8ORJcD6J3BG3WyTJo63pUy5RGuTwp0uvK3vSH\/ANup\/e9BH0uPuvSfm6n970F0cPijIlyfVTAXHxNQjN\/qkXP8hinZj2lVWBPAwahIOvgkX7DFO6y\/FYJqqWRyRxuPK+dJzEsdqe5NPIJ0SDI5psEyfGSSPJkdqZKuB2mVwqKqIEk6htxou94G8twynAcRdo4HuC87bbVQFZBd2S1RDcehwXesKr2NwyBrXaljR8wVyy3jqKF\/9E+txTq3mmp2OmnHEOPkj1qAamr8rrzGPymG4UCnxCHrp5JpmMe6Q3D3AacuKara1ng8\/gtRmle0gdW9pI9S0U8mbHgfkroKg5IJw90ejh23UCoqI42Omz3Y0XJBVE9krp+rrKqpAbAC5zNCTxIsBqU3NVST4ZJHBA6JjniFkgjLc7L9nEH0hK6EksilnJVtknbEy5ztDr9iS8NzEFo004KvhpY\/GMoNRO\/qmsAIfoND8FLkIadX39JUD3Fim3uHI4i2V1lit6O2MOx2ydfi8lVlkEL2xjlm4D3rWPldqBwXCelRQVWIbK00UUr2xGYZ2j75NcdssnoxetHg7H34ltftJNUVlXJV1dTOXOJcXHyjpcnjYLuOyG6yg2fwyKoroGPlcwOOdocRcd6i7FbvW0+L0znUBLusa4uLddeF10zePjGz2yjI2YpWCOQxgBkbC53PSwVGrUbelI6qxp04tSkjm+0uz+HTRZG08dv5AXO8U3XYZVEviZG13KzAFvo9tNktop2U1JVzGp4MbLCWgqZNRENLxMXAcs39yipzqQexp1aVGtyjz5ju6x9PI+WmN3NFwBoou7Haes2Q25oKllU+jnpqpjZH5iLsJsQuzYmyB7iGyxlwPmh4uuQ7wMGjoccZVU0bQ2eLM\/TXNc8Dy4LVpVZ1Fhs571KxhSTnA+quDVbK7CKOtbIHtnha8OHA3ClukYWk5W+xcd3I4vT4lu1wnFcLGIvkjoxDJnJeGlrhcgc\/VdbuOsq4poPBq6unY8Zo+siIaR+UCOPpUjpylwzAzyaJ7gQAGgegJqQOvz04rPPxvF7tjpoXzulIaXdUQGNsbkXHG9lAlgnpKptTLV4jLL1wAheZHNeDyFhYD0pFTz\/cRdeK5NZUTdVA0Na0yvdkaHcNVFo6uQipdVinHUyEZ4hoRZQcew04u+gY8SMbE90mVjyLOt5IJHK+ipWUG0MsbfGUseenc8R9S1waQIy4h4++8oAc1J0XUWMhGpCO5smydYwOFsp4d6Fxa9xZYGXaHa2GExVE9NFUQRXf1d2ZteAuONlPgqW1eIva\/FqUwxUzXsDnXdm4kaHVROhJbsnitcdS4NW8BztQDZESTodUiGQSxtkaRZwuLC3zJWZvaqsm84BPAYA5BHqO0JOcDUHVF1l\/OKEm\/sdqXgVx4oiG9gQzNAvfRNF7c1780ul+RmwMoGtkaU57cp1TedvajS\/IbB2B4hBgGY3A9iLO3tRg31RpfkVNL6DeDnFglMGtraJZNtUQcDwKclgG8gsOwJDvOKcTb\/OKUQzu3gA2bqDYDRq41sxpjFRyAH7wuy7f5Zdn5mX45RrouO4I0R43UtHA2\/csyubtv\/To2VyCADpbkptLwKr2cR6FYU+gBPBVovAkuCRwbp2JpxJ1uU4XNsdUi4GpUsJaiNcnhPpcF3yvSan7XU\/vegl9Lh7flek1\/wBnU\/vegulh8UZEuT6kYHIBglC63Gki\/YYpnXj8EqtwN7TgtC0f7pF+wxS3EgXCwVyaQ\/14\/B+dJdICb2TGc9gQznsCWcVpY+EnqSOd7ez2r4hm18IYfnXaqXFTT4bTtiAMkzWtZc8DbiuAbbzmTHIY2m4FVGP7QXZDSVFTTYb1NXLTmJvlPja1x4DkVZ9Mg6qw3sUvVVKONBoKaZtaxz6mGJskbix5LWkac9QbImVFKI3SxOhyAeUW5QGm\/C4ss9HTYtHQSsFRPXvfK57mPyRktvrYhG6mnyCSHB4ImElz6QuuX+kjRXXmD05M+LaWGi+c9jjYPa0jymuuNe8a6poyZrRgudrxPLvWdnw2eodHE2ijizx9W28mtML3070zLR43LTZIoXU0kd2B3Xg9aOZUuhyWFIkftWUXb6mkgks6WBjni5JkAOnb\/wDOaZkq46iMvpRHOBpdp09pVBUYQJuomnpgZIg\/rZI7Oe2+W1r+gqRhVXVPhkhmZJJHH5Mcj2ZCR3i\/zqOUYxWM5YxVZSeGsDFJjtRW4hJR5IHMhfIyVsZOaHLwzHmsPvqFJiWzraoVBdHQT55Ra4IHz\/MtdV4RIGTPw+lyTzyyFwjdldK13Ak8tLLmW9MVFJU4Vg80+I4XRu62WpD6oSiQNYfOJJuLqOclGDyX7GnUr1NEOTEbO7c4HjGJGrne2jp6XUObG77JlGl7DRcn3tbyaPEK6eowmcPe5xu4U+Zwt+D8V2\/ZGqwuTDpcRwtkb6WpLoRIGWa62nArkm2GxL6LFZarD8LhqIpHl2Vjg1xJ5+5Z1OpGT3Okt7atvq5RyXA8WmxKeGtlbNbrModVaOv3ADRanb3HoKPC200FU2WSbyckb\/KI7dOCt8H2HqcUqJg6hfSVDW52NEzTlHo7VkNtsBkixOmEDXxFsWQuDNSe9T4iSy6uMYMns9g1BNXNfDNMKpzy7MJnOs7scDyU3aygmxAxwkAyxxuzeop6LZqgp6cVEdS5tYTYkEtdft0VzR01V41oqfERTmmkLIpKh8nlsBPZzU0ZRj8TOr06lSm44PYPRqwOrwHdbhcU07vs2aWxv5N7aD2LrDppMpOc68eCqMAoqXDsEoaKiaBDHTMa23MFo1Vo7zSnObawc\/OOmTQhr3N0a45exBz3kAB5FjcHmkoJkVoWEMUIoXnt5rRY8UnO5uoPO\/rRJBedRolTaeUx2EJLYy0AxtJbexeA73pvweDNfwSlHMFsLQbpxBO1y8gCzRo0WHYmjxPpSy8NNkgubqdVG4pvIAQSOsCS6YNtYJUsALc+wy2TaS6UuNwAiznsCUBQzcyEaRnPYEM57AgBadb5oUfOewJxrzlGgQBIzZtLcUGtym90AwA31S2gE2KAA1ubmidCSb5gnAAOCcawEX1QBi947S7ZqcEm5ygEaWXF9kC\/xnUCSQuNzxPeF2\/eG1jMCdcXGdl7+lcZ2fY2PG6qMRtaWnl2EhZd37ZYRu2\/7CNkziPQrCn8pluxV7OI9CsKXgVXik3uDWRxJdwSkl3BTRSXAxrDPCnS68ne9IP\/AG6n970EOl1rvekJ\/i6n970F0kPijGlyfT\/AjbB6G3+6RfsMU4kniVVYG9owah1\/1SL9hilvlbbyTdYuxpD75Aw2SXvJYHA2THWB3EoOc3qnaps2tDFh80co2rlB2lihuLirjJv\/ACgu3MdiktFTmirYqRgb5Zlp+sBFuWoXCNoJTLtXDf8A3yMD05gu6Q1eSghiip5nvdFkGUi1yOd1J6dnGxD6l8hjCJ9pK+mEtRjmHsaZHAAYfxAPaXq2NS5l2PlDjbUgZQfVc+9UsDsTpsKNPLhckRDHBz2VbHG\/KwtcKrhwrEpaWTwtsT5OpayEucbnW9nLZVKUlrk1hf5MuLeC+qMcoKSM1M0\/Vsa4s4XN+5G3EKOaHwhsrOrILgXHK63M2VOcOr3iikMDp3xPkkliiqep8siw8oC6TV4PVzVUNSyFsD4oS2PrJC8sceIJ5gqHbI6lPrbPYs5cZwuORsclZE18gBaC7iOVk6ZYDE6ZkzMjdXa3VYyhqY6ahppZI3eDyNc9zQQNL8L8tVHbhtV4xdVObe0jputzavHDqyEkqSX6gypKUJacEmkx7Cq2odS0VaJJblpY4aehc03r0Em0GBU9VG1kcrJZaR4YbmNpNr2W8pMNqIpYPDJZ5ow9z2xyPu2B\/C4A5HkhjGG0VVU0z6ijhf1+aBxygON2kA39JBTK8FOKwaNlX7SaqI4bQwVGA7MRYP1olFOSxjw2wIWVxmrmigmlIu8E2uug7d7M0eyEkUNJU1NQ2sJkPXEeSewLme1+J0lHhRD2uJefNasnRong7GlXzHUvsy+DY\/V4DiNVjNbhTamOdpAe6Ut6tg7G81hNqNp5McxLNR0U8RY4SBxd5JHcrLaHe5h2ExDD6vZ3FrO\/0zYrs9RVJSbaYJjcwbhnWtcD5srMrvgreNiSpWxg0Ph0ctKySWJud7QToFGwqGXaDaXD8EhYHvmqoHWI5ZzdJrGPkljYWEudbQC66t0e930+M7XQ7Vz0boKfDM5JkYWl8thYC\/ZofWimnnJnXleOhrOD1TBH1NPFD\/6cbWewAfuTlz2lJD7gZib879qGdvapjknvuGkvJBFig9wI0KSATwCBAXPaUk8CjItxTR5oAFz2lDMRzSHOBFgU1JyQOjyOPN3EpkzAEiyae9wdYAqPI8C9zYlBLsx904D7BAyB\/qUPOBqCkSSXtcoDCJ4dbgUgzkEi\/Oyggg8E4HNsBdAYRNzH8L50LntKitNnXKdY9oOpQQ4ZIYSRqnotTYqIHtPAp1r25RqgQnREkam6eZxUJjmmzgdCnM7e1AExOM80KEyYNFro\/CB2lAGc3l2Oz9iSA57ASPSuR0EMMG0dU2Gds2ZoJI5cNCuq7w7+ImkNzHrmm1+K5dh85n2jqXmnZCGsDbN58NSsy453Nm2f6CNKziPQrCl4FVTNLA8dVYU3JV4ckhJSXcEZ4FNXs6x46qZcoZLk8MdLj7r0n5up\/e9BDpcfdek\/N1P73oLo4fFGPJPJ9McEePEtFof8ki\/YYpWcdhVZgszhhFA2w1pWD2NYpmc9gWI5Jo0R\/OOwoOeOqdoUxnPYEl8zhG4WCr1vgx8IvWjkGJVLHbVRZn3Ir2W9oXfaR\/8AgsLgS20YN+zRedK2RjtsKZlh5WIgewheg6SUimhaWtNmNsDzV30z4Fb1P2z3K2n2jaIqyeR1hSVBhkEzQ0nS\/k243voOOiuqeqjqqeKoZcNe3PY8Wg9o5LMYfhDIqvHq6agaamaZ0kDpfLF8hDcrTpfTiq2gZi+F0Irpnyz4nLSSeDRNGWLrbXIcOJcLk8eC25Rco7GVCSlsjeDPK5pY0C7hayElm+U4nmAeWiw7qjEZ9mphUzHEayKIOe11YY7OPEDKBZo7EqZuP0+HxRYdQxReEPia2MVRf5BF3EOPA+lUmmpafsXVg2EsrG8dABcm3aklx4tILeZ7FncJxOtkdBh+I0jHHPIxwMokNm2sSQAO1O0tR1M0D47BlRK5j4hoABzHepIwk37uBy1SWWWddVOp8jWwPlke4Naxlrl3G2qSypbJRmoxOikoupcTlqC3Tv8AJJWD2\/202V2dxOkl2l2nkoRSRmcRUcjXTySHQC1ncBpwXEdsOkIMerhs3gfhraN7S+SeolD5ZRyvlAA9iuW9hO5\/bX+diKVTDSRZY3jeK7abeY9is2IPdQUMsdHQU\/3jWsHlO9axG1OHz45iopKWpLSx1yByIVVsxthDQYvWYdI8M8JkL2vcefYl1uNCHEnVcDi19ySRzWHew6dw6T5O39OqKpbKWSq2kpsTY1tKWxljRY54g7NbmsnJSvgkbLPTQxZDe7GWVtim3bGyllW1z3AkCw\/vWaqdoXYk8sBAaePoUeipwS3lxBJPJ2Hchu8rt4O1UOJVEQGFYdK2Sd7uduAXsWOONkbY4mNZGDbq2tAaAOHALjHRTpaaLdw+qicx8lTUnPleC7ThcctF2Zr7i4sb873PrViFJxW7Ocu63V3QDmucxuURNhdAm5umy8kW0TmsFAV1g7ERkPLRNuJAuEnOewIAW4vJvcJLnix0RZz2BNSyFugA1QAUj\/J0UeWVzbJT3nLwCYlcXWugVLITpXE3uotQ9wBdm58E69xaLhV88ri097kjeCSMWuQzUEC5ukOqS61rqM+Z2bLYIs57Ak1IeS21JAtqlicmygiRxdbROh5FhojUgLCOcl4vwT3Wt4Kv6x3cn4iPOcSnCNZRNY8CzbHXVPh4AtZRIyHeUOWikRnObFBC4tckqN4DWssdE51g7FHBsbpbXEmxQIPNdmRpsOI4I857AgDJbzp3w7NPcDYh7bH0Ll+zczKjFppWOJLog439S6VvUfbZs6A3ltquXbHW8PqLAaMt7CFm3UXKWUbVsn0EbUecD3KfT6NDlAbxHoU+n1aGlQRi09x491g7E27zs3LVKtrZIlOU2Uq5RHU32R4c6W7Sd7shH8XU\/vegi6Wzz8rj9B9rqf3vQXRR+KM5zSPo\/g0w8VYf\/Nm\/ssU7rR3KqwZzfFWH6\/6s39linAg8CsBvBcXJKZI0jUBJmewRu0+9JUdIn\/gndzSoqrzBk9NZmjisjnO23owTp4wJ+cL0VTG1PDa98rdbXtp2LznA9n1dU3lDWsdb2r0JC8CCMtfway47dRornpssQKHqzzMymG4ztBLUVFQHwujir3w+GTPIaWfghgHEd5WsfiFDZl6mM9ZmDHg3sQNbexZih2axVuHT4PPJTx0008ksk0TjnDS+4FgnqTZs02WA1EYpoBKYGhhuXPuS91+wGy3YxU1nVv4MOnNxlui8ixLDat3VxOikeYxM5rWC7m3spDcQwyCkM7p44oKe2YuNsgHIrjm3O87A909qbDYXYlXGCNkzSdBkBDfX5RXnTaTeftLjrJPCsSmo6E3Pg4dfncKel6XWq1FOSwhzqJbnpvbTpEbt9jGTw0z5MRqhmLWU4a1oJ\/KPD1LzBtH0i8cxmrfBg7KiijmcQGRucS0Htcf3LkuN7WSTzyRQMAbqM3NygYFJNPiUckj7WdfVb1H06jDCkslapWk+DR4jimKYrjIhfUS5nOzSSZyXXvr5XFOYPUiHa+eMaNEHVt79NVGwqXq6uqqpHWIJGvPVVXhZjx5lWwXzP5LRUYw+KwQQ1Zy2XuMSPp6hzg9zZA+7Hg+aRwV1s1tXTYvI+HE3NhqYWnrL2yvsPOb\/APOSx+8babD9m6JuJVLBNNM28MP4XeuZ4XjuJ1734zXkxNI+xRsNso9K5v1WxoVpaorc3\/SbqpCTT4OoY9iWz7quR8bw6RzyQXjLbVZurxtmd0FE7NwzSFpA9SxdPtAyqxvwGOGQxPb9jEj8wae1XMsjpQQxt\/QorWxil7txby+c20jabA74dsd2G0rcQ2fxF3VPF5qZxLo5NRxB4ele3Nz\/AEm9iN5UcGG1zjg+MkWMEz2iOc9rHenl3L530+H9a\/wiQZXWtYqfD11M9kkEr2OYQ67TYi3AgqWt6fGcMU1hmfCu09z6ykuBtmv3hJdoCvGe5bpWYzgPg+zu8Crlr8MDg2OtLrzU9+0ffADmvXGA7RYPtPh7cXwTEqetp5h5MkLw4H2LDr21ak8SiXIyUlksCSeJRIXBF7pt7m34qtwO\/wDA3OIcQCmHucb3KczN7U1NrqEANPc7LxTEjnaap5\/mqO9zTz4IFTw8jcrnZeKrp3Oy8fvv3qXUOb+EFBnIyEX1umtZJYy1DTzpm5pGd3aiOhseKIkDiUmkcOsNxfmlh7r8VHBB4IxxRpAmNcS6xKfY4nQnRQmecFKBBaACniN4WSXTucNAdLqWHFvA2VdF5vrUsHMdNUEUpaiX1oOgRtkLTclMt4hOAg8CgaSmuDhcI1HYQBqUrM3tQBjt673DZrQ\/6Zcw2NcfDag3+9\/eF0jesQNnRc8X29a5psJpNPfkCPnCz60ss3bf+nRuoyTa\/YrGHSMEcVVM4qwh\/g2qECQSQCU08k6kpwObbimZPOvy1SrlDHyeHult91x\/5up\/e9BF0tSDvbeQf9nU\/vegujj8UY0uT6KYM8eKcP0P+TN\/ZYp2e\/m\/OqzBnt8VYfb\/AHVv7LFMLye5YHJprkkXf2hM1MxZFJf8E8EjM7tTVU8iF38l3uUVVYgyxS+aOM4bI2TbaiJ4uq3ke1eh45RFBG62bKAbepea8Ekc\/b+iHAeEvXoyJxysjN8rmgE91lc9PX6eSh6oszK6jw7FMQqX12I4y8xZy6OGJ1iAOR1Cy29jeG3ZGhfTUlVarlZkjYDewI1J1WixHEBhlLUGfHAKekiM5jZThpaOwu5ryHvI2wmxrEKzE6ioe5zn5G53XIbaw+ZdZ6XQVSSnNbHP1qygtJm9sdo6mpeaqaZ8j5ZrSOJuTrdYzaDGDERA4u1AJ9BTuI1PhEDA03DZm217dFldsa0NxQQMNz1YuupTwsIrPjJExBhjrywkHM0OBHerbAGg1Djza0qnq3F1XBm4GLU81dQtdhuHOqHgB8\/ma62TUkhqerZj1VWCFnVNJzyeUTy1UNlnObK4XLTcd3eoJlfM8uc7W\/FSHSlsDjw04ps9\/aPit8ETejNsttM\/BYMHweso20NPkrJZp+s8ImJ1cOwLDVb5Y5hh0TQIgLaEcPUtNWzwPw+odPOGGI3jbYkvVHSRMMnjCcN1bYNYPf3rn6jamzorG2TouSJOGYbQU8TaxjS59hckahaGfC6mmooMQdSvjgqL9W5w42Wew1rvCur6xpje3Plurx8VwLySFrb5Wl5LRfsHJalBLTkxLhYngXH5oQc4NLQQfKNgktcWi1kds5a46ZTdOI09WzHY3hh1C3G7zevthu1xBtbgFdljcR19M5xMUo7xyWCc+xIsnWuOYalR1qUa0cSJVNx4Pojuh30bN71MMvBPHR4rC3LUUb3XIPMsPMf3LfOHA9uq+auwG2VVsNtlg+0VPK9gpaloflOjmHQ5hz\/uX0bwvFKbF8Op8WonZoauJsrTfjcXXLXlo6E\/4LdCblsyckOeLHih1h7Eh3ArPLAh7wW2UZ7coJuDfsTsnm6GyiPmyggoAYnI014KJKcxJCXUyEm4PFMOeQCLcED4ciHnys3JIc4OtZAuuLWSUEoprgBYpwG9imUsPIsLJjbyBJabG6eicCTZMJ+JgAzX4p42XBJheAMpvclSoeKhMH3ymQG+qCEfRtIBuUgPJNrJSAHAQeCNNtdl5I+sPYgDFb25Ws2daSD\/AAwXOthzeWpcOa3u955OAMZbjICsFsGLvqFlV5NVtP0btv8A06NswXLQOxWEYLWAFV8brOGnBTmyEtBskAcGpskSmwyoCQg3skyOzG9kq5Qx8nh3pZuDd7Twf4up\/e5BF0tvuuP\/ADdT+96C6OPxRjS5PoXgxIwrDz\/wzf2WKdnd2qrweQDC6M5uEDf2WKb4QO1c+3saa5HXyPB0KaqHuNPISeDXe5F147kzWTjwSTUea4\/Moaj9rLFL5o4ns29z94FLmPCoksvR0RJLLnQNHuXm\/ZZw+rumNwSZHEe1d6xbHaPAMJnxfEpAyCmjL3XNsxA0A71q2ENdNRiZ\/qm0zk\/SB20hp3jAqetcM8INaGm3kDUA9i8nY5jYraOqna+7DIMtuxa3eXtVPjbcVxyZ7i+ukOX8lp4D1Lloqsuz5YNS2XX2Lv7SkqVKMUczPDe5Mo6h8sUri67Y3NcO5ZTFnvxDah9vKaAGkK6wupIo6h5OmZqp8PdFJjE1RODkiOZx7Oy6u\/RDktqWibJWmrrPIggblF+3sTNdiLsQk8k2YzyWN7Aok9fPisxbDdtLmOnapMNNlNgEzLHR5BTMa0AEcAhWTNbC9gNgQpBaIeI4qvrWmQ9W0jM4gAEqGtUcI5JYQ1yWCjxEQZYgZHWHIHj6U66mdhr4TUxfY6hl2httR3pEvV4PNKcZhlaACWgCwf2ankqmHGW4hKBK0ucPMJdcAX0AXPzm5SydjSnGlRUEWWHxOhxSR1gNNBxsr4i+hVNQMkbUzSVETmlrfNtqArXXvW3b\/sJnK3X77A0XeQeFk4ABwSWAg3IS07BXGuMhB7UbXuuNU06\/hHclSvAOYEadidHGAyxmpnmNXFCJLMLxfQaL3b0WNtHbR7uWYZU1AfVYRK6Etvr1d7NXgyd4lr2Nv5ouV27oobdDZzeK3A6moyUuNRuhtfTrBqDdZHqNNzhkmt5PXye7HFzXFua9jZNSSvaR5WnPRQnYg6Ql+WxJNx3pmaocddVy7WHg1VySH1biS0yWF+wKLPJcAtfftTT5cwsdE0+QNGmt0E2EJc9x0J4JpznXOqSZ7GxTLpib96QMJDriQLhIzu7Uzc9pS2c0yT3FHmEkao0lnD1p4FthwTkkA41xJsSpQJDRZRWg5hoVMZq1NWcgLhcToTzUprizzTZR4+Ceh1KkEwiQ3zgnE23iEu47QgMINBFcdoSHHyjYoIZcmA3wT2wWBoPnSgFYzYYAMmeOJutVvnmy4PR6WPWLLbEWNI59xclZNTes8nQUFi3NfCSXG6ns8wKviIL22IViOAQRhonckaSSDaxSrlDHyeHult91x\/5up\/e9BDpbfdcf+bqf3vQXRx+KMaXJ79wh48UUR\/8AsNH9lvwKlBwKrsImBwiiFuMLDx\/Ib8VIfIQNAucw0a5JLgExWSsFLODf+Cf7klkpI1CZrXg00\/8Ayn+5RVvg2S0d5o47si9km3VIQdA51\/arDpJ7adRQQbM0Uti4dZOA75is5s7WR4ftWytkf9jhZLI425DVcw3nbUTY1jFXiE8hcZ5XFvc3gAuu\/wBM23Uh1JcGL65V0VNH2ZfaOo6zZ15GhMgNr8liaecvw+ojJ4ODvUr3HapzMBFzcPeOayUcpjzi9w7l2rsdKjsjnIptbkjxp4PTOiDRaU5vZwTlFhmIVNO2CCmdaR2eSU6A9gus3jlSaZsTySBciw48LrZbNQz49h0VRX10pjaLMhjdYWHaUq+WBcMfgwiOAZJHxtI5MddShSxsbeM8O1S20FHACI4soHDW59qi1TxGDY6WT5cCx5K6seAVS4gXvJcCLDXjZWtS9r+JWcxuZ0ZLIySXBU7l4psvWUU66bIGJOrHxM6qqdKAbiKTy79wSMLwNlRVvqq9zaUjy+raLWPIWUihjjfC2obOxs0euQ6uv6E8\/wAKqpDVzGQvv5RHkhc7FpvB1cbWKjr+yXR1dTUTOkqC0vY3Iywt5HK\/erBrSDcqsw93WyzP1FhzVst63i1SSOSvfdXeAAE8EZaQk58mtrpmqmfkzR6OCsTksFdLIVSwtGYEAntTOcPabKtlxWvp3l08QkiHE8LKRLVR+DioYfIdwUWpA1gJhBrZZQfJY3VWmyWKy4FtVhOKwOIkp6uNwtyBdqfYs7TPkdA94BvNJx7AFLp3u8NiA0ytJPqGihr01Vg8DobPJ9N6GuFZQU9a0gtnibICOdxdKNayxGqwu6LHPHW7rBKh0mZ4g6pxvfVpI\/ctYTpdcZXWibz5NinFuKZJfVNy8CmXVIda10y59xaySotSLA6ZA43KLO1IAHN1vUizNva6bJ5AcztS43t1TJA5Ov6kbXZeSaBKje3gnRxUSN9tbKS14IB5qRNASw4E2CkRyNtbVQWSeUNFJZpY9qcNlwS4yC247U9G8NNyo8Tg0ZTz1TvoQRJN8EnO1DO1NoIF0McztQztTaSX2NrIExhnOd9srG4ZQtJ16z3LNbDA+BudyKt9+EuWkoGXv9kcqnYUf4uLlk1P3WdBD9hGtpf4RWYcAAD2Kspf4RWB4+pBGLLwQU3mDdSgkyealXKGPk8SdLMZ97T3N4eLqf3vQR9K77rD\/wA3U\/vcgujh8UY0uT3bg7QMLo7coG2\/7WKWXE8VWYM53iyku4\/wDef5LFNz\/lfOudcso1x4EjgVFxEnwSd3Pqn+5L60N4uULGq2KHCqqSQmwYdRyQoKp7fI6FRUnrf0ebMcxmroXVs80DoMkckcRuCH5gQuM4liNRVTPDibBxtrfit9vOxZrpJKaB4DWuNhfkuXMlzyOB9K9H9Kt+2tYxawcn6hXdxXcyVtLKW4FA0nQuWbc7WPKdFcbTVIkwmJjbEtdwHJUHWB0bS12tu1X5zUFuVVwZ\/a\/EAySOMsJLDmW33eYrJ4v8FbTsbYZi4u117lgcYwjEsakrKmlB6mhY0yu11LjYAK22bdW0ETGi\/WW1vxIVehVdSesdOOlHU5J8zSXgD0FU9dU6HVJpaqpqYA\/IQTx0SKyBzYs8h8o8ldcsojjyV0tR+UqHFHxyve6SRo6vgCPOVpVuAjzNIVHO2SSdsjgAAddNVmXldKOnBpen0nUrLA9TxNpw2okc65aDq0a+hWLKR8sPjLy3xROF81gwk8G\/8AztR0TPFxbiNbTdfA8FrI5WHX0XUZtU7r3PlLBTef1INxflodCQsSnvJfwdfKWmnJkmhqRV1FTNHTCFp1LRwHoVjnd2qrwaoY5k5Isxzzl9CsHSAg6WXR0niJw9eWuq5ByPdYapqRxyonuJAs7501I7yfO+dD4I48jFSWGI9aLDtVBBXCWjlpWuzBj8rHckra\/E3U2GtghcRJK7LcHgqnBNWtiHBozHvKgU8vA5rJrKBpyRt+8a3KhG4txCwS6LSNvpTTXDxjxCsacRf8iZ07Hsbov4u+r2Hkw9z7+A1LtOzMS7967OZmlunMLy50atssI2e8aUOLVogZMGvZoTcrunyj7IH\/AGwB\/wBBXD+oro1dLN+1pzrUlJI1edyMONiexZRm8PZEu8nGm372lOfV\/su\/zMajFuN2rPVaD2RZdtU8GhMjr8Um5ve6z5242YOpxyEepODbTZYgf47g155v7krqIb29XwX7HuzcU5ncs79V2zA\/29Af+v8AuSmbYbMi\/wDj2lH8qQpOqg7er4NGx7sqeBNgbrMja7Z1zXGPH6K\/fKnKfbDAsgE2O0Wf720nL2JyqIO3q+DVRPcdSpjHEtGqzkW0+A2+3VGT2dZ\/cpEW02BvNvHFN\/Wp6r028JiOhJrBfZ3XBvwUiF7nAXKpRtDgeg8aUxP\/ADgnodoMFGvjOnA\/5ieppjFbzjuXed3ahnd2qr8f4V\/GVN\/3\/wB6AxzCnaDEqb1PCHOKF6U\/BaZ3dqIm5uVW+OMMPDE4f+8I\/GdC7VuIQkf80fFKpRf2MdCbecHNd+JPU4ePynn12UXYX7Vg9qTvtmZXR0oppw8tH+jde3sRbD+RhDRm4cTdZclmbkbajoopM11L\/CKwPH1KvoblxJ4ciVLJN+JQQjiZle4G3LVKu7tKSSLHUcE6KzgTGWeJelc93ysP\/N1P73IJrpY3+VmS38XU\/vcgukhD2ox5Q3PdWEvaMLpAT\/oWD+wz4FSs7e1VWEPccNoyf\/RYf7Dfip3Wdy5xxSRqDriCdFgN9G1FZstsbNVUVOZZKh4p7DvF7rddZ3LA752mTZO4LbsqGvsRfgCLd3FXvS4RncpSRUvZOFJtHiXaF+LVtc+ukfUxlxuGSAlvr7lEpcWeJBR1sZhmd5l9GuHat7jO09FC90VPTiV7Qbh4FlzXHo6uqlkqiXSgnM0c2HsHcvR5PQkkcqvf7mWGKzHwVwuO5UFLUF3kuOgPvKjOxiscGtdDdjRZ2tyFe7v9nqnbLbbDMGoosxmna+XLqGxg6krPuqujeRNRpuo9KNLt9snFsnu9wfEKOKVtXi0zXVDSbZuBB+dUWF4eaoROYPLeBey630lcSoKGownYSDq3y0UfXOPNotYC3oXMdm5WQTNZISRrY3tZP9P91PUFytE9Js8Kw+loaYeFkHS5BWe2kroaypbHSgRsjHLmpNY+cyuPXOcwjQKsNPTvkcZn5Dx7VfZXTS3ZTzxuka2FgDnEgAX4qNY4e+WkqqOISPFg5x8xWOJwwMhLWPAcdQ7NZVDJfIEbXtdIOJdqD6SePxWNfPE9J03o1PTFzf2LZUztYI5JWOa3Rl3aAetKphTyTHxqQ2ka0m7Bxd6uKXA2mdTTeHvkiqW\/wQDLh49HJMVOJVFRTNpJQGNiFowABb09qz4LEsGxc+yjLBJwaONtPmB8kvOU9ymP80qJhY6uiYDy1Uoyadi6CHxRw8t5MLK617aJmYWdbuQcZ5SQHaDXgmXOkZfM259KZKeFuEWk9zHbXvddgdo1rr+pDAyGMMjvNdoF0Wl3PV23uydZj+EVUfhdDMQ6CQ6FuUm9+XDsXOqKN1KBSyWztOqq0pqc2STTgkzXUZBguFDicHV5APNP0UjW0mbjoo9E3PVmXhc8FoN7YIm8nQthWzzYl1MFQ6Jzm6GwIK33inG72OJD+pasHu6c1u09HG42D\/J+degPERcdBcnh5K4r1iKVc6X06pLpqP0c8GE4ww3GJD+pb8UpuF40\/hiLTbthHxXRBs7JfWMexK+p+RvmxfMsbSntg0VVkjnfirGRoauM9\/VD4ovFWNcRURewhdCODysOXJb1JPid34HzIcFHgfGtJmAZheOl1jURW9ad8V423hNCf+klbtuEOabmP5kvxY4cGEepOisg60kYA4Zjx4SU3raQgMO2kB0dS6cNCuhNwguF3N9oR+JRx8r2KNxWROvMwgotrCLtlpD3eUlsw7bEakUndbMt9Hh2TgzX0KbDhzpLDUWQopcEnVfg51FQ7dg3a2lt\/LcE\/wCB7eHhFTnv6566WzDHNba59ikxURsG5DpzQ1kVVmvpHLG0O8FwBbTRG\/D7O5OMw\/eIDrRs\/rnLrcVA4sDSeHcno8P8o3B4JViPLF678I47Jh28FxBdQNd6JXINw\/eCBYYcP61y7N4CR5oKI0Jvq0n1pHFPdMOu\/COPQYTvFnlj\/wAH6ojS\/XONl0LZOmx\/Dx1dc\/M5zfKJFxy5laZtG9gsEptNKDc6+pRjKlR1Uk\/omU85YLOU1s8bmh2ZVrWutYtKVlPYUEZY9aXAgHRIJAFyoscj2fe3CcM5cLFlvWpIfQk3pi5I8W9K57flYf8Am6n97kEx0rpP\/Nh+n+zqf3uQXSx+KMdybeT3Dg5PiulPZCwf2B8Apedyq8Fe7xXSeUf4JnP8gKb1mXUm65aTeDUH87lyPpAS7TyYTT02EuEdG515nlhIv2FdW64di5H0hcVxluBU2D4UBlrX\/ZXAahvZ6FrejL9dMpX\/AOyzzNitDNAf8Ko4S8\/fwy3v6exVBooQ1\/XzyUp4hps\/MPUtBX4O+kh66pa7rXAgG9yqmWpkLeoip5X24vefmC9D2fJyieEYzGBSEPipHOjlJtnDbBy9G9EvZXDNn9mMZ3h4nJG6RudjSQCYmsBJPrIXCMZjh6hznMyOHzraYVtWdkej\/jDqStf4Tj2IChjj\/BaB5RCyvUaXVagi7bN0nryYraLaGp3gbyMc2tlc\/qZJiyBp+9j1AAVhR0zszWtvxus5sq4x4eZHjynG5WwwtvWlrrq\/bQUIqKRBUbm3JlxkBjGbjZRJqKKZuZzrEFWbow2MkgG6rKsloOtlZqbRyiJR17FHijHQBzaOYCQk3BVbKYY4o5KIPfVx6vLm+aVJxCunpai0chLZBY+T28dVEDaaM3AMp\/lHVc3dSbnuzsfTaeigg5pWVdquqc985F3gi1yovUtqopamMtiMJAyHi5TZqSOCkp64TM+yXPVNdroeHcos8sdZUNmgp207bgdW11yPSe1RUFme5Yvm1bstoYhHC1vO2qacXvBaOJUloIYA48uaItaBcAX7lvrg4sjBtQBYaepRaqnnI6wyWA5KwzEal3zqBic4kLWt00tooZR1rAJZ5OibgMXdNXbQ7JunfetoHyQNJ0zgWIHqK4XWQzYdistFUl7ZYpXMc148pdI3TV5wneZhFQCQJH9QbHjn7Uzv4w2jpN6df1FIImuyvFmgBx5nvWfbxcK+C3PeCyZ+mu2ksTqRcehP0gGZruaYdpGy2gsn6K5dzWuU0azZesNJjuHVFwMk7PnK9eUuWSCOWw8oArxfTSGOpheCRkeH+xew9lK0V+zlBUnUywNdc9y5T1uKT1Y3N\/0t52ZakAixRBoHBHcdqC5012lgItaTctBQyM\/BCNC47UZGZwFkZ+CEMjPwQjuO1BGcD478hZWjgAhlb2I0EDXyFkb+CFLhYy3mjRRrHsUuHggVN5HmWJtYKTEAHWyj2KPH5wUuENJ5Jsh5IhAtwCeYBfgOCZhIzOF0+zikSzyAuw7Alta0tHkhBgFtbJWncncDG3kFh2BCw7AjkIDhZFcdqMIE3kIsaeSQ4AGwCcuO1NvIzHVGEOk9grDsSX6NOiSXG\/nfOiLrjilSxgjznZnirpVtDt6zyf4up\/e5BH0qvuqu\/N1P73ILo4\/FGTLk9oYNphtID\/6TP2Ap6qMLe5uHUuY2yxsBFvybKb1x+9ufUVzCzk1NSJSwm9nAZMTwE11PUmKWjOfQec0cQtk2QniSPUU1WQw1tNJSVAzMkY5pBHaFdsq3RrxkQXKVSk4nivHDV1UpllmuBy7VRSxvY+72kaXC6JvA2WfgGPT01WGxxC7mXNs47ll6OCmqMz6elMxbwdfQL0OElOKkjkpU9DwZGvp3TNu9tjYnWwF+WpVPt8yvoMIwjZ11TRTGNr6oNgNwHPA0ce2y2GO4XUljqiaJ1j5OTlZc0xoOFdbqCzJppfUetQzi9RLGSSLDApgKfqed7BazC5eqAN9Vj8OikydZEwho19CuaKtMbg14fb0KxH6GM2wq39W1QMXqQ2A1EhsIwdUmjrIp42hpJPoUTHpB4OKcmxedQexOqz0wbQtKGuaRRmobVBrXxAdYRZ1zZt+frUr7Hg9U6GphbWDLcNbJYC+gPqJB9SRDXU8cDsPZTQdcDpUucczfyQOCZDAGmKWYukc67Rl4nsuuXlJzm8nd2tPRSSG5GRRhz5n5S469Xz9F0qOjqIpIpzE\/qpDZjiOPsSmwupKjwbGmmnY8XuW3JHIDsukUsj3SujDpRCDeOMk2arVr8yj6s10sFxKDlAsmg5rHDMbKLVV87HZWREjlZQ31hdqC72LZzsclkm1EsZvZygSkFyiy1DnHRx9ib688yT6lGnngVMs9nJTS7X4VWCTLkqouX5S6z0qaSCJ2D4j1ETah5ex0gbq5o4LkOAtdNj2HAcTURn2OB\/cvR3SEwzDavd46vrdZKORpgdbU9qyK89NxlF6jTzRxI8zwzB8LWk6kaK0owQ3UcFS4Wesb1jgQwGwuFewuadGAn1LbjPUkzNlHDwiUzz83Jeqd1dZ4XsLhkpN8kZjPpuvKrdBYtd7F6M3G1nhGx5p7kmGbKANbLC9aTcdjY9L2Z0oOB0BS2EC9000WN\/3JV+4+xcibz25Hc7e1NniUL9x9iF+4+xJkbqQEuPmm87PwvmQLr+Y6\/qKMippjpcBoSgHtvxTYDjxQsexSKSwLlEnO3tTkL25uKih9zbKfYnYnAO1v7FHkTUmWTSCNE5E5rT5Rso8cjbZSU7a\/AoyGUiW3zgpjCA3UqDmvwUiN1m3c7T0IyPjJYJGdvahnb2prMD5oJ9SMAkXsfYUZGyksjqBIHFFm7QfYkve0jS5PoRkMis7e1Icbm4Scw++uPUUM7O0\/9pRkbqQ2eKI8EC5l+J9hROc1rSSdBxSx3aSFUlnJ4s6VX3VXfm6n97kEvpTsD96slpGC1BANTa\/nILooyWEZbi2znMe\/zfDGwNZt7iIDWgDRn0UZ6QW+YcN4GI+xn0UEFbVOHhCtsUzpB75rfdAxH2R\/RSnb\/t8ZGY7fYjc9zPooIJsqcM8IbNvSZraPelvA2jljmxzairq3t0DnhtwPUFW0+3O1tMwxwY5UMaTewt8EEFtW\/wAEZNTkTPtttXUNyzY5UuF+Fx8FWVGLYlUP6yeske48SSgglkxqSFQYxicLD1VbI3nxSjtBjLhY4hJb1IIKRcA0sjsG0uOwW6rE5m+ghHLtTtBK77LikzvTb4IIKOr8CSl8xxm0GMOYb1z\/AGD4JluN4s0i1dLobjVBBZulZexsuUsLcen2hxqteH1eIyykCwLiFG8f4wH38YS8O1BBSUklIguW3T3B4\/xkkE4jL7Uk41itv8tk+ZBBXPoymkNnF8SJua2T2oeN8SH+uSe1BBNXIqSJFJtHjdHK2emxGSORrgQ4WuPmWhx7envBx7DHYfi+1FXVU92\/Y3htufYEEFUmlqRbh8TLNxjE26iskCeGPYw0jLiEo9aCCuQ4KjSyK+qbHgbDFJrekLRYDvP2+2fpZY8G2nq6Vr5LkMy6m3eEEFWuknyW7bbgs\/lz3tfjxX+xn0UPlz3tfjxiHsZ9FBBVOnDwjTm3gHy572vx4xD+x9FD5c97X48Yh\/Y+iggjpQ8Ihywvly3s\/jvX+xn0UPly3s\/jvX+xn0UEEdKH4r\/BBUk88g+XLez+O9f7GfRQ+XHez+O9f7GfRQQR0ofiv8DFJ+Q27897V\/8APnEP7H0Uo79d7YtbbnEPYz6KCCOlDwi2m8h\/LvvduD9XWIexn0Uv5et8A4beYj\/Y+iggk6UPCHSbwLO\/zfDb\/P3Ef7H0Utm\/\/fG1txt9iPsZ9FBBN6cPCCLeAHpB75gdN4GIj1R\/RQHSG30DQbwcS9kf0UEE7pwxwhsm8hjpDb6CbHeDiXsj+ijf0g982X7oGI+yP6KCCb04Z4QangSOkFvmPHeBiXsZ9FH9cFvl\/H\/EfYz6KCCV04eEJliPrgN8hNvq\/wAR9jPoojv+3xt4bfYjw7GfRQQS9OCfCFy9LMntLtvtXtLiIxTHcamrKp0TWGWRrcxAJsNAgggrCSwVm2f\/2Q==\" width=\"256px\" alt=\"accounts\"\/><\/p>\n<p>Looking back, we see that Ed owes the bank $25,000 and his employee $15,000. Things such as utility bills, land <a href=\"http:\/\/www.sweetnovember.net\/richard-hudson-takes-the-helm-at-dynamic-recycling-and-waste-management-business-cawleys.php\">http:\/\/www.sweetnovember.net\/richard-hudson-takes-the-helm-at-dynamic-recycling-and-waste-management-business-cawleys.php<\/a>, employee salaries, and insurance &#8211; those are all examples of liabilities. Company ZZK plans to buy office equipment that is $500 but only has $250 cash to use for the purchase.<\/p>\n<h2 id=\"toc-2\">What is the expanded accounting equation?<\/h2>\n<p>Sold T-shirts for $800 on credit, the cost of those shirts were $550. Sold T- shirts for $1,000 cash, the cost of those T-shirts were $700. Hearst Newspapers participates in various affiliate marketing programs, which means we may get paid commissions on editorially chosen products purchased through our links to retailer sites.<\/p>\n<ul>\n<li>The total left side and the total right side of each accounting transaction must balance.<\/li>\n<li>This formula differs from working capital, based on current assets and current liabilities.<\/li>\n<li>Valid financial transactions always result in a balanced accounting equation which is the fundamental characteristic of double entry accounting (i.e., every debit has a corresponding credit).<\/li>\n<li>Reading a balance sheet that has been created with the need for reading it as an art can be a glaring, glowing red flag for investors or lenders.<\/li>\n<li>The beautiful thing about accounting and the three-statement models it helps inform is that they create a closed system.<\/li>\n<li>To record that transaction, you would credit liabilities in the amount of $5 million.<\/li>\n<\/ul>\n<p>If there is an increase in assets, there must be an increase in the total of liabilities and equity. If there is a decrease in assets, there must be a decrease in the total of liabilities and equity. The purpose of the accounting equation is that the organization\u2019s financial resources be in balance. Adding up the sum of liabilities and the total owners\/shareholders equity, which will equal the sum of the assets. The Accounting Equation is the primary accounting principle stating that a business\u2019s total assets are equivalent to the sum of its liabilities &#038; owner\u2019s capital. It is also known as the Balance Sheet Equation &#038; it forms the basis of the double-entry accounting system.<\/p>\n<h2 id=\"toc-3\">Why Is the Accounting Equation Important?<\/h2>\n<p>If you&#8217;re interested in pursuing a future in accounting, we can help. Explore ouraccounting degree programs, including ourBachelor&#8217;s in Accounting, Master\u2019s in Accountingor MBA with a Specialization in Accounting. On December 27, Joe started a new company by investing $15,000 as equity. Fixed assets such as real estate, heavy machinery, furniture, vehicles, etc. Metro Corporation earned a total of $10,000 in service revenue from clients who will pay in 30 days. The corporation received $50,000 in cash for services provided to clients. Metro issued a check to Office Lux for $300 previously purchased supplies on account.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"money\"\/><\/p>\n<p>On January 3, Joe purchased an office table for his company, which cost him $5,000. Accounting equation explanation with examples, accountingcoach.com. We want to increase the asset Cash and increase the revenue account Service Revenue.<\/p>\n<h2 id=\"toc-4\">Cost of Goods Sold (COGS)<\/h2>\n<p>Most companies maintain the <a href=\"http:\/\/educationtip.eu\/management-courses-creates-future-leaders-in-business-world\/\">http:\/\/educationtip.eu\/management-courses-creates-future-leaders-in-business-world\/<\/a> equation using a double-entry bookkeeping system to record financial data. Under this system, a change in one account must be matched in another account.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the basic of accounting equation?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Assets = Liabilities + Shareholder&apos;s Equity<\/p>\n<p> This equation sets the foundation of double-entry accounting, also known as double-entry bookkeeping, and highlights the structure of the balance sheet.<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Showing You Understand the Accounting Equation on Resumes Example of the Accounting Equation What is the expanded accounting equation? Why Is the Accounting Equation Important? Smart Ways to Spend Your Tax Refund and Grow Your Business In bookkeeping and management of ledgers, the basic accounting formula is extensive. The accounting equation shows on a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[12],"tags":[],"class_list":["post-1901","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"advanced\/featured_image_src":null,"advanced\/author_data":{"display_name":"admin","avatar":"https:\/\/secure.gravatar.com\/avatar\/4965df9d238a2d8c2cd4f419115d878df4277aec6183f0dee6a1d2b24bb847cf?s=96&d=mm&r=g","author_link":"https:\/\/anglass.pl\/index.php\/author\/admin\/"},"_links":{"self":[{"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/posts\/1901","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/comments?post=1901"}],"version-history":[{"count":1,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/posts\/1901\/revisions"}],"predecessor-version":[{"id":1902,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/posts\/1901\/revisions\/1902"}],"wp:attachment":[{"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/media?parent=1901"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/categories?post=1901"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/anglass.pl\/index.php\/wp-json\/wp\/v2\/tags?post=1901"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}