{"id":36233,"date":"2023-02-13T21:15:24","date_gmt":"2023-02-13T18:15:24","guid":{"rendered":"https:\/\/chayatex.com\/?p=36233"},"modified":"2023-02-23T17:54:31","modified_gmt":"2023-02-23T14:54:31","slug":"why-is-the-accounting-equation-so-important-to","status":"publish","type":"post","link":"https:\/\/chayatex.com\/index.php\/2023\/02\/13\/why-is-the-accounting-equation-so-important-to\/","title":{"rendered":"Why is the accounting equation so important to accounting?"},"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\">Assets = Liabilities + Equity<\/a><\/li>\n<li><a href=\"#toc-1\">Introduction to the accounting equation<\/a><\/li>\n<li><a href=\"#toc-2\">The Math Behind the Accounting Equation<\/a><\/li>\n<li><a href=\"#toc-3\">Call Us Here at Protea Financial to Learn More About the Accounting Equation<\/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=\"256px\" alt=\"components\"\/><\/p>\n<p>Sally\u2019s purchase increased her inventory account while also increasing her accounts payable account, keeping her accounting equation in balance. As was previously stated, double-entry accounting supports the expanded  accounting equation. Double-entry accounting is a fundamental concept that backs most modern-day accounting and bookkeeping tasks. The accounting equation can be thought of from a \u201csources and claims\u201d perspective; that is, the assets were obtained by incurring liabilities or were provided by owners. Stated differently, everything a company owns must equal everything the company owes to creditors and owners .<\/p>\n<ul>\n<li>Adding obligations lowers equity, but lowering liabilities raises equity.<\/li>\n<li>Examples of assets include cash, accounts receivable, inventory, prepaid insurance, investments, land, buildings, equipment, and goodwill.<\/li>\n<li>Today\u2019s accounting software applications have the accounting equation built into the application, rejecting any entries that do not balance.<\/li>\n<li>You can settle liabilities by transfer of money, goods, or services.<\/li>\n<li>Financing through debt shows as a liability, while financing through issuing equity shares appears in shareholders&#8217; equity.<\/li>\n<li>After then, the money would be divided among the stockholders.<\/li>\n<li>This equation sets the stage for double-entry accounting and highlights the balance sheet\u2019s structure.<\/li>\n<\/ul>\n<p>The total value of the corporation stated in dollars is called shareholders\u2019 equity. In other words, it\u2019s the amount that would be left over after the company sold all of its assets and paid off all of its debts. The balance is the equity of the stockholders, which will be returned to them. The  income statement is the financial statement that reports a company&#8217;s revenues and expenses and the resulting net income.<\/p>\n<h2 id=\"toc-0\">Assets = Liabilities + Equity<\/h2>\n<p>The beautiful thing about accounting and the three-statement models it helps inform is that they create a closed system. What affects the income statement also affects the balance sheet, and any change on the balance sheet must be captured by the cash flow statement. If you understand these relationships, then you will also know how cash moves through a business.<\/p>\n<p>Rent, taxes, utilities, salaries, wages, and dividends are all expenses. These ratios help us to know whether or not a company has enough liquid capital to pay off debts with ease and has an excess of money left over for expansions. The only way that investors can see the information is by a spreadsheet or at a company\u2019s webpage. The accounting equation is the most important piece of information any accountant can learn. Anyone starting out in the field of accounting or wants to just better understand the account equation should take time and learn the equation.<\/p>\n<h2 id=\"toc-1\">Introduction to the accounting equation<\/h2>\n<p>The <a href=\"http:\/\/www.bestpapers.store\/university-assignment-help\/\">http:\/\/www.bestpapers.store\/university-assignment-help\/<\/a> or (owner&#8217;s equity) part of the accounting equation can be divided into two parts &#8211; revenue and expenses. Until now, the accounting equation has focused on the balance sheet components. To understand the purpose of the accounting equation, it\u2019s first helpful to take a closer look at double-entry accounting. At the heart of this is the balance sheet, which shows a balance of total assets, total liabilities, and shareholder equity. The double-entry accounting system is designed to make sure that assets will always be equal to liabilities + owner\u2019s equity. The totals above show that John has total assets worth $7,500, while his liabilities and equity are $3,000 &#038; $4,500, respectively. The balance sheet shows the assets, liabilities &#038; owners\u2019 equity.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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UU8x4HwI6ggg1inbH1rM0ltE7Ct0hTT+oJabaooOD3JQpbg+gpTwn2KIrzeifi2Immw8TvbI+R7SczrgNy768rla9navIYCbkkLVmoNbbKXjXUXbrZ7ZHTeobhJkiKmfLa7qIVfnKSEjiUhPMlXL5JwCME7ZnbAQotlXKg6B22n3JtsqEQ2V5ht1Q\/MS6X1cOegJT9OKjp2HrUxcd45Mt9AWq22WRJaz+asuNNZ+x1Q+up8cuQ8B51u+M8Tm4ZrYsOonuIa0Fxc4uLiSd7nTQfZtus1Y807wxn\/wCqLmzCdrtztW3jRt87P9i0\/PsUcrmNrQHFd73gQUgFIwBz658K3MdhNmB020sH6omrhF26tNu3KmbkW4hmVc7YIE5kJ5OqQtKkO+w8IKT5gJ8c1lprkMb4ilnqRLh8r2MLW3bndo63eGpvuo8sxc67DYLAfgE2Y+bSwfqiafAJsx82lg\/VE1n1K0\/lzFP6h\/8Ae76rD20nUrAfgE2Y+bSwfqiafAJsx82lg\/VE1n1KeXMU\/qH\/AN7vqnbSdSsB+ATZj5tLB+qJpWfUp5cxT+of\/e76p20nUpSlK1SxpSlKIg6itW2jW9vTrbU2obhatSyQl1Fmt6oWn5spkR45JcWlxppSFKU+t0HByA0jPSsy15qB\/TWk7jdIPAqeGwzBQojC5Lig2yOf\/wARaf569WkbBH0tpm26divmQi3x0sl9fNTygPXcPmVK4lE+ZNb6hMdJRvqJmE5zkGttBYuN7H\/1Hz6LK2zG3I3XNnfixRLDunfU2y2z4MCdIVOiMzYLsRxLbvrEBt1KVBIUVJBx0FTg7LOvV682dtC5j4cnWbNqknPM90B3ajk5yWyjJ8SDWrO3hotmTZrBr6KhPpEN1VslKGMqaXlbef5Kg5\/+fsrB+w9r5dh15P0RNdSmHqGP3rYUeSZLIKkkZ5DKC5nzwnyr17GWt4s4NZWRjvxa23Pd7rul7jX3razDxqjDrahWbttRH2N7VvOA8Eq1RHGyenCApB\/nSqt59hNSfgfujYUCpOopBI9hjRsf7jXt7WOxV03RskPUulGS\/f7MhTZigjilxlHJSn+Ok8wPEE+OM6z7FmvY2jr1edsdWrVapFxeQ\/DblgtZkpyhbRCh6qyMYB6lOOuAYU9U3HuBhBSm8kQbmaNxlO9ultVa54now1u4UzOYq1alQJ+mr1CiOJW8uE+xhJyUrU0cA+R9YHn5irPuZuZpva7TMnUd\/loBCVJiRUq\/Gy3ceqhA6nnjJ6AHJrCOyxqC76v28uWqdQOFc27X6ZKe4h0J4MJA8EgYAHgABXl9LhU8VCcYeLMY9oF\/tHc\/Ky1rYiGdqeS52NoKZaUrGCHACD1HOuura0uNIWnmFJBB9mK5+dpLs96h251PO1TYbdImaXnvmQ2+2gq9DUtWS05j5IBJCVHkRjnmpf7C7lWfcrbu1Tok1C7hCjNRLlHKvxrL6EgEkHmQrHED0OT4givS\/CRKzHcMo8UojnjGYG3LMG79NrfFbDED27GSM1WxHnmmGlPyHkNtoBKlrUEpSAM5JPICovdviM8vRemJKUkts3R1Cz5FTXL+iaunaa3thxlQtqNJzUSp9zmMN3d1k8Qisd4k90SOQWo44h4JyD8qtq737ZMbtbfXHSa3QxMOJMF49G5KM8Of4quaT5BRPgK5LAqZ3DVZQYrXd1sjnaEbNsBmPxvf4BRoR4u9kh6qJ\/YPON0rwD\/gNwf7dmpu3tQTZbgpRwBEeJPs4DUF+zYm5bMb9JsG4MVdkcnxnbcpUwd2jiUUqbUFn1SlSkgBWcHI51LvezV8HRu1epLzImtsvLt78aJkjK5DiFIbCR4niIOPIGt1x9RyVvEkD4BdsgYGkag69VlrWF9QC3Y2XMKFFfmS2IkVsuPPuJbbQnqpRIAA+s1OztvtFjZa2sFXF3V6ioKs5zhh8Z\/mrTXZW2Av2qdVwNf6jtzsPT9qdEmOX2iDOfTzQGweqEqwSvp6vD1ziVfaA25kbpbWXXTUDhNxRwTYHFgAvtnPDk4xxJ40ZPTizXS8XcQUY4ioIQ8FsLruPIF1hY\/C2vRSKqdhnjF9ioj9iEf251\/oiT\/Sbqftc5ez3qX4Gt7IitdQ5NqZw9bZ\/pLakKilYwFKSRnAWE58hk+FdBJWrtKwrUq9ydS2tuAEd4JKpiO6UCORCs4OcjGOucVzHhRo6ibFo5omFzXMABGoJudBbn7lHxFpdKHDayttoz8IOpTg49Dt3\/Orw6FONZ7ifpyL\/wB2xK9OgxNuj961pLjPRGr5JbMBl5BQ6mG02ENqWk80lau8c4TzAUkHnkDy6EcbVrLcPgUDm9xT18PwbErkpmkCpb6scYNuRaWAj7iCojtj9yiP20dqVaV1sjX1sZAtmpFKU+B\/7KYPlj6Fj1h7eP2VTYDdQq25v+013ezwvRJ1qUry9MZLrX+5Y\/8ArqX+7e3kDdHQN10jMbT3r7XeQ3T1Zkp5trB8OfI+aVEeNc2tNW6fZNx7XaLgwuPKh3liO+2oYUhaXwlST9BBr1vhTEIeK8ANHVm8sGU3593VrvwsVtaZ7aqHI\/cLqurqfpP++o7dun8jUD\/SGN+wkVIknmfp\/wCNR07c60K2dgthQ4hqGNy8f3iR4V5PwSCeIKW3rfsVrKMHt2k9VpTsMflim\/oKR+1Zqeo61ArsNlDe8ExTigkGxyACTgH8azU9QUkBYPI9Dnl9tdD4VGny4D\/6N\/UqRiX+soH9uv8AKxbP0K1+1crcHYU\/JZdP0y5+ybrUHbow5utbVJIOLM1nH+Vdrb\/YWKU7XXRviHEbw4QM8z+KRXTYyD\/0DAP9n6lZ5f5ILbe3\/LUm4HMj\/wBZE8x4f2Ph1Dvtj7UHRmvf3Z2tgJtWplKeISMBmYP31P0Kzxg+1XlUwtvXWl6k3ACVgk6kTjn1\/sfDpvLttE3U28umlH2kelrb9It7pH71KRkoOT0ByUn+Ko1yWBY+7h7HmSyG0b2xtd8Cxmv3HX4XUWCc08+uxUTdhN1\/SdsrltRdnsuRbtaJtrUpfNTarpF71rHsJCxjzV5Ctl9veHId0HpqahJ7pi7LaX5cS2VFJ\/7CqiboOFMtu6Wn7bOYcjyI19isvNLHCpC0yEhSSPYRXRveTbaNuvt\/c9HPP+jyHh30N4gkNyEElBP8UnKT44UcZNdnxQ+j4f4ioqwaMe5zndO8A0kfK5UupLIKhkg2JuVEnsGLA3ZvSSea9OPAe0+kxj\/wqXG6mu7xtxpOfrCHpyHdodsY7+Qhy4KjO\/KCQEAMrCvldSRUKdmV3zs9b7QGNw7e9ZmHkuQJTzycNFl3kl1K+ikBaUniBxyPkalv2l5sNOwuq3fSmil+G2htQcBDhU62E8OOucjpWq40o21vE9LK5gkhmDBfWx1sdWkbAg781jq2B9S07tNlr3a\/tiTd0dc2zQ1t2zZhv3Iu4fevpKEJbaW6rkI+SeFBwPPHSpKH6MeyudfZGhSmd\/8ASsh6O620pNwCVqQQFH0F\/oa6KE55jx51z3hFwigwXEY6fD4w1pZc6k3OZw3JPILBXxRxPAjHJKUpXnqgpSlKIlKUoiU6da9dqjRJdxjxZ0hTLDqwlbgx6oPjzrIk6IUJEiOl5bjYbUpDySB3K0gnhdSeYyBgEHHlWN8rI3ZXFbGkwqpro+1gbcXt772vt++yxKlCMHHTHhSsi1xFl4Llp+w3pbbl4ssGcpoENmTHQ4UD2cQOK9MODBt0dEO3xGY0dvPA0ygIQnJycAchzr9qVlM8jmCIuOUcr6KtzsrZcdL6au8gy7tp+2zXyAkuSIqHFYHQZUCa8w0JodJynRtkH\/2DXu1fKVlbXVLGhjJHADlcqud211RKUISEJSEpSMJAGAB5VarxpHSmoXA9ftN2u4uAABcqI26rl05qBNXalY455IXZ43Fp6g2VASNlZY2itHQ5CJcbS1qbfbACHExG+NIHkcZFXdtlloq7ppCONXErhAGTyGT5nAH2V90q6Wqmm\/1Hk\/Ek\/qhcTuVRaEOIU2tCVJUCFJIyFA9c1YBt7oMSVTE6NsqX1fKcTBbSo\/SQM1kFKRVU9OCInlt+hI\/RA4jYq3W\/TenbSy5Htlit8Rt3ktDEZCAv6QBzq40pVkk0kpzSEk+83QkncrwXaw2K\/tCPfbLCuLSeaUSmEugfRxA4q3t7e6DacbeTo2y8bPJtRgtko6dMjl0FX+lZY62ohbkjkcB0BIVQ4jmqJAQkISAEpGAB0A8q+s881SlRy4k3Vp11Ktd40ppfURH4f07bbjgYBlxUOkDy9YGvFbNutAWR9Mq0aKscJ5Bylxi3tIUk+YIGRWQ0qS2vqmM7Jsjg3pc2+V7K7O61rorC8hfMHkfbVtt+mNNWmR6ZatP22E+QU97HiobXg9RlIBxVypWFs8jGljXEA7i+\/wAVQEjZM1aX9I6UlTVXGTpm1PS1rDin1xGy4Vj84qIzn21dqVWKeWG\/ZuIv0JH6ICW7JnnmrRL0dpG4SXZs\/S9pkyHVcTjrsNta1nzJIyTV3pSKokgN4nEH3G36IO76KsX7gtC4x+4yyfqDXu1eo7LMRhqLFaQyywgNtNtpCUoSBgJAHQAADFfdKrJVTTACV5cB1JP6o4l2pKsjuh9FvuKekaRszri1FSlqgtFSiTkkkp51+0HSmlrW6X7Zpy2RHFJU2VsxG0KKT1TkDofKrrSshr6pwymR1vibfJMzrWurbbtM6btEgy7Rp+2wn1JKC5HiobUUnGRlIBxyH2VcutKVhkmkldmkJJ9+qodd1aXdI6UemquTumbUuWpzvlSFRGy4XM54yrGeLPPPWrtSlVknkmsJHE22uSf1Qku1JXjudms97jiJebVDnsg5DcllLiQfYFA1bWNAaGipbSxo+zIS0coSITeEHzAxgfVV+pV8dbUQs7OORwHQEhXB7hoCvyMaKSyTHbPoxKmfUH4slJSSny9UkcvAkV+px4ClKwukc+2Y3srbnmUpSlWIlKUoiUpSiL2Wd1lm6xHZCm0tpeQVFxOU4z4jyrM9Usx3I5XcGAhsoIi3GJgpKfBpxI8PAEcufLlkVhVqchtXKK7PTmOl5JdBGcpzz5VmL6p2ZcCMy1DlONrcbSynMOa1jJKUnICuHnkdahVTf4rX\/wCf58wuuwJ16CaE63O3O9ja\/K3TUG+xusExjkKU5jkaVNXJE3KUpSiolKUoiUpSiJSlKIlKUoiUpSiJSsf1hrzTegoBump3pseGElbklq3yJDTSQQMuLaQpLfNQxxYz4dKwu29p7ZK8zmbXZ9XSJ0yQrgZjxrVMddcV5JSlokn6BW0psExGri7eCBzmdQ0kfMK9sT3C4C2pStb3vtDbU6YcQ1qO9XK1Kc+SJ1knME\/QFsjNZppnU1k1hYompdOzfS7dOSVsPcCkcaQSOigCOYPUVjqcKrqSITzwuaw6AkEAn4qhY5ozEaK6Uqwav17o3QNvFx1hqKHa2l\/vYecy46fJttOVrPsSDVol7tWCDZjqSdZNTMWgI7xU1VlfCEt9eMp4eNKcc+IpAxzqkOF1s7BJHE4tJsDY2J6Dr9yZHb2WbUqxaR1zpDXtuF10fqGHdY3LiLDmVtk+C0HCkH2KANNW62sGiYBueojPZhttqcdkMW6RJbZSnqpxTSFBA59VYqwUFT2\/ipjPabZbG\/y3VSwg2I1V9pWqYPaj2Nucxi3W3WT0qVJcS0ywxa5a3HVqOAlKQ1kknkAKud07QG09gmtWzUmoZdllPDibbudpmRCpPn+MaHL29KnO4dxZjsjqZ4O9spv8lXsZAbWWw6Vb7FqKwaot6brpu9QLpDWeEPw5CHkZ8RlJOD5g86uFamWJ8LzHI0hw3B0KsIINilKUrGqJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi9doXDbukVdwQlUdLqS6FdOHPPNZXCVdIt7lafPHGjTGHSwlpRU2jCCoON56JOOg88ViEOFJuElEOIyXXnMhKB44Gf8AhV0t10mRlLtNwus2LDCVtrS3zKFY6Y64zyIFYJmZyT7tv3C3+EVQp2BrwQC69xYX0sWk9LH7uisg9o5\/TShABODkeBpUgrQlKUpVFRKUpREpSlESlKURKUpREpSlEWse0zj4CNXn\/wCUb\/bt1Bns2fl30d+kf\/Aqpzdpn8g+r\/8ANG\/27dQP2AlS4W8+lZUC2O3GQ3Py3FacQ2t08CuQUshIP0kV7r4PgXcL1gG\/f932BzK3FD\/LP+9dIda6Y03rLTsvTOqmGXYNxSY\/rlIUHFDCS2T0WDzBHPI8awnQ6Xdk9jHBqRBc\/cqxNzkcHfoQ853Sk9f3wcBHX5QrC9Ubhbh3ffTQGkb5oqVpuy+muzEF6S2+ZrqWXEglbRKAEBR9UEn1snwxkXa+kyGdhL\/3WR3z0NDhH8H0hB\/3gVw1NhtRG6jweqcDHUOY+wIIb3nN0IJGo3sfxChtY4FsTtQ43+CiVtxebtvh2jdPT9aSVS1TrmJLjRH4tLTKVOhlKegRhvhx5E555NdGVIadbUytCVoWClSCkEKBGCDXN7sm4+MDpT+VLP8A+o9XSLx5DGK3nhWPi+IU1PF3WMjuANAO8R+w+SzYn3Xta3QALmTb9ZXvZTeG5XDTTikJtd2kMORQoobkMJdILSwPAgY9hwRzFTs3hu8TUHZ+1JfYC1KjXCwOSWeIc+BbYUM+RwRmufW8H5VdXHxF6mftVVM9hx1zsV8TpUVHSaxz8gkgfzAV1PGdFE9+GYhb+IXsaT1BsdfhbT4qVWMB7OTncKG2yf5XtF\/p6F+2TUtu3dFhu7aWea6lHpDF5ShpRA4glTTnEAfI4ST\/ACR5VEXZv0g7r6P9EDZf\/DkLuw4SElXfJxnHPFb37al113+HdO2TWbcFrTig5Kim2KUpTjoIS4V95j10pKcADGF9efLb43SPqOK6CRjgMrXG19TvoBzWWZhNWwg7D6rHuxJfbzC3dNkiyHfwfcrfI9KZBPd5QApCynpxAjAUegUQOpqe\/LPKo59j3S20bNin6p0PMuE+9KxEnruTSG34qCeIIShBUkIXw8XECSeHwwRUi8V5F4R6yOtx15jYW5QGm4sSRfX5EWPOy1de8PmNgq0pSuEUJKUpREpSlESlKURKUpREpSlESlKURKUpREpSlEWV2G2ts25nUNmLsybFkNqeZCSFIbKVBQx+dnlzHhn21dIJtD0d+1QpIkQ3RJlXBb6eFxsEfiwc81KSRzx9PjWIWu4vwx6MiW5HjvONqccbTlaOEnCk9DnmfprOIDUtanLk+zCnFUd0R7k0rg4vUPJ5PInI9nL6emtqQ5jiXH4f5tpf4\/Fd5g8kVRCGwNtYWdpf4kbkXAAJIIO1wtcHy5\/SapTnnnjOeePOlbMrhHCzilKUqiolKUoiUpSiJSlKIlKUoiUpSiLWPaZ57EavHj6I3+3aqDPZtBG+2jj\/AIx\/8Cq6E7k6DVuRpmVpKRf5Ntt09vu5aWGULU4ApKk4Kvk4KfDzrUekOxnpfRGpbfqyxa4vSbhbHe+YLrDK0BWCOaccxzr1fhHiTDMKwGooamS0kmawsTu3KLm3VbKlqI4oXMcdSt36g0vb9QTrLcJJ4X7FPE+KsDJ4u7W2pP0EL5\/QPIVZN5tGObg7X6j0kwjjkTInFGGcZebUlxsZ9qkAfXWRWiDd4SXRdb8q5lZHAVRkM8Hn8nrnl9lXHNeeRV0tFURSRPzdkQW76a5ug5qAHlrgRyXNPs4S\/wBzO\/2lVXVC4ykXByC4lxJSpDjrbjISoHoeNYFdLByHET49fZWqdx+zZt5uJev3VOJmWW\/hxLwuNtcCFrcTjhUtKgUqIwOYweXWrzJ0futNtKrJI3ahobcaLLk2Pp7upqkkYJCzILaVY\/ODfXngV2vFmMYdxbJBWMlETmtyvDgdNb6EA33PTloplTMyqLXA26rnrqG2XPcLd+7W3T8RUmXeb5IRHbT+cVvKwSfAAcyegAJqeW5unY+kezbe9LRlBSLXppUQKSMBZQ3gqx4ZOTXu2s2B262kUqXpu3vSLm4goXcZy0uv8J6hOEhKAfHhAyORzWR6+0e7rvTs3S7l7dt8K4x1xpZbYS4taVeRV8k\/bUniHjKlxaupIoLtggc03I1Nra2HKw0+KuqKtsj2gbBc2dk+W72jM\/4dhH\/bJqSX\/pA2XDD0M+G1FCHbmlSscgSIxAP08J+w1lmm+xRo7St\/t2pbXrW9GZa5TUtjvWWVI7xCgpORjmMgcq2hubtDY92tHt6W1dOkKejud+zPjIS2426AQFBOCnGDgp8R4g4I3eKca4VLxBR4pC8lkYc12huM19bc7XWaWriM7ZGnRRn7Bc70PUGsQ++G4ybazId4jyHduK9Y\/QFK+2pnxpDUyM1LYKi0+2l1BUkpPCoAjIPMcj0POo67d9jSJoe9Pz5G5lzmQZjCokyDGhiIJcdRBUy6sOLJbVwgKAAJHiKkfgDkkYA5CuM48r8OxXEzWUEmfMBfQgCwA52ufuUOtkZLJnjN0pSlcKoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIs2t0JLmlkvSWmbYpt9l5mWpHEh5WFBJWOeOuD9WRXthMNqMm3XOzLZVMaW4kxTxRZCkgqCkcsIVyzyx9VYU7r60aI0ldpuoOE2+OlMl4upKm0Npzx8hzBxjGB1r6sG6+169Ox9UWzXBZsV5Igtp4luNd+56qEpcSPUPGQn1wCCcHFRDh1bM10jI3ObmsCASL2Btcc+dvlZeg0NZSzNiyEXDLOvYa673AB6aWNt7q3k+VKHrSph968\/duUpSlUVEpSlESlKURKUpREpSlESlKYNEJtulKUoiUpSl0SmTSlEPvSlKURKUpREyaUpVblEpSlURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlEVh17GYmaLvUSVdo1sZehOoclyWkuMspKSCpaVcinzB8KjNpzRlt0\/eoWjd24cuBb7rLYXbdQafnL\/Bd8AcDjEeSn1gVZSnhcOHDgZWcBRlVekFyzzW0woswqjuD0eWrhZd9U+q4cHCT0JweXhUQNQK01Zr3b7dNn6p0lp6fcI5m6WQ+HGGXg6lSJcB7C2nWeIDiS2UrHMjI5D0vgh8stLNTMcQCb6b3A0Isc1xbmC07aGxU6kN2OCmZ4YpTIIyOhpXm8m6gpSlKsRKDmcUrDt3Y3Fttqe5sy5saVbLJcJcV6LMdjqbdRHWpKstqGcFIIzkVKoacVdSyAm2YgXtfc2VzBmcAsx+kD7acvHlXM3bzczcq77gaZtVx3F1U\/Fm3iHHfaVepOHG1voSpJ9foQSKkJ2tLnqvaZ\/T180BrTUFtRcFPsyI6rk8+0pSOEhXC6pWORIOOR5V6DWeDqSjr4cONQC+UOLe6bd3cHXT5FTX4eWyCPNqVK7OOp5+VBUfuylvzft2oF007q\/u3bvaG0PJltICPSGVHh9ZI5BaTjmMZB6ZGTo\/tU6t1jofdqRYNKa41NbremFHeSw1epRSFqSSojK61tBwNU1WMSYLPIGSMGa9rgjTW+m9xyVkdG98phcbFTxI9o+2nI9DUc+yxb3txNqHLxrDUmpp803J+OXzf5qFhsJQQAUujGMmjeiNdbadoHSa2tfanu+j747JbRHuNzefSw8I6z3S+JXCr+EkkZ5H+Dkx5eGaeGrqKE1NpYg42LLB2UXIBzb26qw07Q4szaj\/OqkZ15Aj6aAZ8D7fZWG7s7n2TaXRcnVt3HfKSQ1EihWFyn1dEDyGASTjkAfHAMatkdXbj9pPcqY9rDVNwhactLIlvWy1SHIjCyo8LbJKCFFOck5USQg8\/ER8J4XqMQoZMUlcI4I93HUk9Gjmb2HIKkVM6RhkOgCmRwqHh16UxzAJ+2sA1btJbrrY3o+kbtctMXVts+iTYM55ASsfJDqOPhcQfEKGepzmsL7Ld83DukPV9r3Mucubd7NdkQViSoHu0pbHJI6YJ9bIHPOedRhg8M1BLX081+zIBaRZ2psCNSLdVaIg5he12y3kMnny+2mR41DDtm6j1TofXNmjaS1fqG1MzrcqS+3Gu8lCFOd8sZ4ePA5ADAwOVZ52LLletXaPvV71RqK9XaZGuRisuTLnIdCGyykkBKllPUk5xkeFbmp4NNNgbcdM92OA7uWx1Nt79VldSZYRPfT4KSeDVcHnULu0xB3G0nLumsdH6+1RFs8K7otL8Nq7yuCOTEjuoWCVnkpTrgPkQnzr8OyNv1qVWunNFa51NcLrHvyQmE9cJa3lsyk54UJUsnAWCRj+EE+3Mx3g+mkwl2KUs4fZty3KQdrkbnUDVZDQkxdow3U1wCaHOfOsL3ZiBzSbk5uZPjPxn4qW1xZr0cgLkNJUD3ahnIJHPPU15N2NOhW30iJa7zd7ZJaVHjRpka4yEvM97JbQVFQXlZAUccRNclSYbFUiHNJl7Rxb6N7WtrvqO8FFYzNa53Wf9eZIAp9HhXMvVmtt7tA6suGmLzuPqlE60SlMr\/sxIUhfCeSgCrBSoYI5cwRU+9ltyYm6m3ls1U3wIlLR6PPaSf3uSjAWB5A8lD2KFdFxJwTPw9Rx1wlEkbrC7QRa+oO5uCs1RRup2h4NwVnOOvs5051g+mLQxG17qRKZ10cbhIgrYaeuch1tsuNuFeEKWU88Dw5eFRE7VGq9ZaG3bk2DSmudUW+3twYzqWG73KIClIyo83CeZrBgfCjcdrjQxTZTkD7luliAbel7wqQ0wnfkB5X2U8wMjNDy9tR97MtnO4OzsS96t1FqabcHpclpcn8PzUL4UrwkApdGMCvys2idd7a9ojTzCtdakvWkNQsz0R2bhdHpAYfbjrc7pwKUQccOUqxkgHxBJsk4Zp2VNRReM\/wAWEO0LbB2UXIBzHWw5hUNO0OczNqP86qQ5H2UxzAGcmo2dtK6XrSOk7Rf9LajvVqnTbqGH1w7pIaSpsMLPDwJWEgZSDyArXvY7v+qNw9cXq1ay1jqO6RY9oU+027epQCHO+aTxcnBzwpQ+uplLwX41ghxvt7MAJIy66Gx+1ZXto7w9tm0U1fo6j6qcxUHe0hqzcnZbdEWrSG4uoU22ZBZuMePKnOSQyFKWhSMulRUOJtRGfA48MmQvZl3eue7+gHbhf0I\/DFrlehSnG0hKXhwpUh3A5JJBIIHLKc8s4qNivBlTh2Fx4vHIHxODTsQRm2uDp7t1SSkdHEJRqFt0c6rwnlkdRmtF623Vkai31suxNnvLtnh4VIu81l0IkPqDJdRFaX1byEgFQ9Y8WBjHPYd02r0lc7e5EQLpAfWghM2Jc5DcptX8MOcZJP8AKyD4gjlWsnwUULIHVzyztW5gA29mk6E6jfew\/wDpYnRdmAX6XWYeQB5mlR92ZVuxpre6\/be7i6ouF7gxrGqbapLy+JDzPpDKQv2r9bhOckEK8DkyCqNjWFDCJ2wiQPDmhwI2Idtv+KpNGYnWJulKUrULElKUoiUpSiJSlKItP2zdXS+\/Gmb7orT7tzsd2udseMNNyYLKn2FgpS+0cnjRnrg5AJrXtn1Jp\/amXDahRX7HNjTY0PUOiZrq3WHluKS2JttU5kKUFEL9RR4kY4uHAUb1ZLJZtG6+sm22uVuW1mzXZy6aGuzawhEiO5xcduccI5EFXySRxDhA6jiy3XDDu3G4Fn10wp6TYNQ3Bq2XiE8nvG4klw4ZmM8We7JVycxjiGD1r1iI0VDK6ipmuMMrS9rb6OPTNY3uBtbM14sCDvsBlY7K3Y6rbec8\/OlVPny9tUryl2615SlKVaiVim7X5KNbf6N3P+quVldYpu1+SjW3+jdz\/qrlbHB\/+4wf72f8gr4vTHxXNHbJ9qLuTpOS85wNtXyCtaufqpEhBJ5VIvti6zs+4t+01obScpqRKiOPOOvSFphx0rWEhKO9f4EdE5znh5gZzyEd9qvyoaP\/AE9b\/wCsIqaHbhsdvn7SsXx1hAmWy6Mhp7hHHwLC0rRn+CTwnHmkV9E4\/UwU3EuHmVpLiHhpvoCbC5FtfmFvqhwbUR9V6uynsZJ2rs8\/UN7uEOVdb0lDYTDdDrTDCDnhDgOFKKjzxyASME5NR17an5cpWP8ABsT+iauHYu19f7XupE0Oia+5ab6zIDkcqJQ260yt1LiR0B\/F8Jx1CvYKt3bTP9vKSf8AF0P+ia1OF0NXR8byGskDy+IuBAtpcAC2trWtuscTHMrCXG9wttdl3dfQm22xMuZqu\/R47se6SHBESeOQ5lDfCEtjmckYycDzI61u3ZfUatyNsbFrO9xkPPzJU6YyHAFFkiZIQ2E56FLeEg+QrWXY5stn1DsPLtN8tcedDl3WW08w+2FpWkobyOfT6R\/\/ACtl6EtkPZfa+3afvLuGLbOehsFBClLTInuCOPaSHm8\/X5Vw\/FTqKSqrIadrvGTM3ne4s4HKAARqdd+SgVOQveGDvXUdO31e5Cr7pXTaXFdw1DenFPgVLc4AfqDZ+2r12AYaE2jWk8HK3ZEFrHkEpePL6eL+YVaO31Y5AvWldSpbJZXEegLWOgUhfGkfWHD9lXPsAzgq360tiiMtuwX0jPM8QeSr7OFP211U9j4Ox2PQX\/v1\/H8FLd\/I2apbjrw+NeSNabfDuEy6xoqES7iWzKcHV0oTwoJ9oTy+gDyFaR7WmpNVaA0Qxq7SGqbrbZr9yZiqQ2+CyGyhwnCCCATwjnWv+yHuVuFuVri6xtY60us+NbbeJTTBcSlCll1KfXAHrDCjyrz2l4TqJsFkxqOYCMA3GtzYjTpvb9VBZSkw9qDosa7e\/wDd\/pv9Dq\/brrYnYK\/J1qA\/45\/5KK1329\/7v9N\/odX7ddbD7Bf5OdQfpn\/korvcT\/8AHsXwZ\/zU1\/8AIN+79VtlzSdq11btxdJXthLsO53UMLBGeBX4PhlKx\/GSoJUD5pFc5dTWG\/bb6zmWKf3sO6WSYUpcTlJCkKyh1BHgcJUkjwIIrppo7\/rvWX6eT\/3fDqOnbg2o9LhQ91rSz+MihEG6JSnOWyfxTv1HKD\/KR0xUPgXiDxLFXYXOf4crWW6B2Rv\/ACGnyVtFOGSdm7YgfotnWrciHupsJH1UytPpanYUee0ORalIlMhYx5H5Q9ih9FZ7ud\/cfI\/zyB\/XWagPsJubL0tJmaFkcTlu1NIhJSAf3mSiQ2ULHsKeJJH8k+FT43O\/uPkf55A\/rrNaniXAvIGKQQx+g6Vzm\/A5NPuNwsNTCYJQOV9PwUce3BtSl6PD3YtEQh1opg3fgTyKejLpx5H1CfageHPXnY23U\/cXr9WjrpM4LTqfhYTxq9RqYP3pXPoVZKPaSnPTlOrUVhtuqLHcdOXdgOw7lHXGfQRnKFDBx7fEe0CuXev9F3rbDXNx0vPUpMm1SfxTycpDiPlNuJ+lJB9nTqDXUcD10PFGCS4BWHvNHd65T6JHva78LKVRvFRCYHLpVp7H7v8AV3j+Ktv7NyoQ9tP8uUz9HQ\/6FSc7Mu4y90rfd9USWy3NSzb4c4Z5KkNtuBSx7Fclezix4ZMY+2n+XKZ+jof9CoHBNHLQcVSUsw7zIrH7gwLHRtLKnKdwPotydnHd3QW2vZ6Zmamv8dp+NLlqEJtXHJcJX6qQgc+fmcAdSQBW5tnNQvbhbd2LWl7jtOS5T0qa1xJ4vRip11ASgnoEtqKB44rXfZOsFm1N2dmLLfbcxMhzJU1l5pxAIUkrwfoPkeorP9GxIGyu2dssV8krW1Cm\/g6MpIClv99LUhggA4yUrSojPIBXlXP8Umklq6uGmafGTN1vcWd6IAFtd9+Wqj1IYXvDfSv+y1L29c\/B3p4\/46\/5Dlap7EN8tVh1\/f5N2mJjtuWRSEkoUrJ9IaPRIJ6A+FbW7ev5OtP\/AKa\/5Dla47BRI3H1CM4\/sEr+sM11+D5RwBLnFxZ9+X2vgf0UuKwoDm\/zVYtv3qGZv\/vMpvQFrkTmYURq2RCpHcl0JUpSlq7zh7sFbiwOLHIDPlUruzHtBdtoNByLdqNbRu91mGZKbaUFJYSEJQlviBwojCiSOXrY54yYb9qFhm3b+arbhNJZHpDL2EDHrrYbUo\/WpRP11M7ssaiueptkbBNu8lb8mOH4feLVxKUhpxSUZJ5khOB9VY+N+1h4VpBSENgIjBafS9G412+Og\/ZUrMzaVoZtook9rGx3rSm+9yvae\/jC5ej3GDJQSk8kJTlKh0KVoPtHKvXo7tnbvaZSzHu78HUMVvCVJntEPKSOv41BBz7VBX1+MyL1bdtt6Y980XqK2MXBVhmiLJZWeB+M4UpWh1tSDxICgRggjPCoHOCK0XrnsIWeRHdlbfasfivpypES5JDjaj5d6gBSfrSqr8N4owOuo4cL4jiyyMaG3c24tYWII1bca9Od1WOpgkYI5xqtobLb\/aA3quBXEtv4K1NCjLR6LIKVuFhSkFfdOADjTxIQSMAjhBxjnW365y7Nac1Rt72ktPaXu8ZyHdIVzSxJbCsgoWgkkEclJUhWQehBFdGq4Tj7A6XBK2PxF14pG5mi97a8j6p3Ch10DIXjJsUpSlcIoSUpSiJSlKIlKUoisurtG6a11ZXdP6qtTU+E7zCVZCm1eC0KGChQ8CCDWAQdgQw\/b4d23M1RdtPW2U1MYs855DiS40cthbvCFqQCB6vTlW2aZra0mM11FEYYJCG720NieYuDY+8WKvbI9gs1OXtxSlK1ZJO6sSlKVRErFN02507b\/UVjtlpmTpl3s86DHTHSkgOuMLQgKJI4QSoc\/prK6VJoqk0dQyoAuWkGx92quacpBXPbQ3Zt3rsGudP3y4aElIiW66xJb6kvNKUltt5KlEDj5nAPKpEdpawbj7vadgaI0Roue3H9MRNmTJ7zMdB4UqSlABXxEZUVHkOicZ51IGldrW8f1dfWQ10sLM8V8vpWueZGbW3JS31rpHh5AuNlH7s5dmBW0Vwd1hqm6R519dYUww1FBLMZKscWFKAKlkDGcAAEjnnNat7SOzW6W6G5r+qtKaFuDkFcRhhJfW02viQCD6pXU06VGpOOsRp8Tdi8gD5XDLrewHQAEf5fqrW1kjZO1dqVoHs423V+022S9Pal0Bfnp4uD0kMwkMOZQpKAPWU6lOcpPU1jGt4faF3T3I0q7P29fsmk7Leok0xvS2lkhDqSp10hXrEIBwAMAE4znNSlpmscfFxZXSYl4uwyvvqc2l+gzWHxVPGe+X5RcrFdzdt9PbraRlaS1E2S06Q5HfT++Rnh8lxB8xkjHQgkHrUcNqtod3OznuQ9cmtOr1Tpye2Ykl62LT3xaJylzulqBC0kAlPMcyAo8jUuc0zUTCuKKvDKSTD7B8Em7Xe\/mCLEFWx1L42lnI8loHtL2DVm8GjLdpHQ2lLq\/INwRMedmM+iNNIQhScFTpTkkrGMA8gfZVn7LuwmvNntZ3WfqxqEqLcbSGm3ob\/eJS6HkHgVkAhWAT0I5daktSpDeLqmLCnYNAxrYXXvuTqb73\/ZVFS5sRhGyiZ2s9qdxt1NZWm46L0hNlxoEBUV1xxTbQK+9WfV4lcxgjnWZ9kjRGsds9K3bT2stMToMqZPVLaV6jjZQGkj5SVHBJSQBUgKcvKslRxlUVGDNwR0TeyaBbe+hvqb9fcquqnOiENhZYho16ai9ajMux3KI3crmJkdx9lKUlsRI7XMhRweJpfL2Z8av+oLBbNU2Ofpy9RUyINyjrjPtKOApChg4PgR1BHMEAirhypXOT1zpKgVEYyuFtr\/AGQAPfyWEyEuzjRQBtPZc3d03uVBeY0y9KtNvvLS0TUPNhLjCHge8wVZ+SM4xU09yUzZWn12y3WmbOfekRXR3CAoJS3JacVkkjHJJx54rK6V0WM8Z1eOTwT1LG3i2tfXbU6+7lZZZat0zmlw2X5RJPpcdEr0Z+OVj97fQErT9IBOPtqPHa02Guu48a3at0TazKv0RQiyWUKCTIjnJScqIGUKz7SFfxRUjPClafB8anwKubX0mhbfQ3sQeR1v+KxRSuhfnatAdkDbfWm22nNQwdaWRy2vy5rLrCFOJVxpCCCfVJ6E1qrtIbM7qbn7myNVaU0NcXIDkSOylUhbLS+JCMK9Xj6ZqalPrrfU3G9XS4tLjDI2GR4sfStaw2F99OqztrHtlMthcrRfZ+i6t2q2njaY1Dt9f37nHkyHSzDSwsKC1ZThSnUp+nnWG60g9oPdLc7Scq67fv2TSdlvMaWI4lMuKwl1JU86Qr1iEg4AGAM4ySSZTUz9dR2cVmOslxAU7DLJm1OY2zCxyjNYKgqe8X5Rc\/FR+7XGidYbm6atendF6YnTpMG5CS65hCGi2WVD1VKUMnKgMfTWE9lHarcfanW90u+stGXCNFnWz0RtbRbdw4XmlesAvkMJPOpb0zjmKy0\/GlTTYQ7BhG0xkEHe+pv16o2rcIuxA0UOO1X2ddeai3Cf17oizPXiNdmWfSmWlJ7xh5tAb+SSCUlKEnPPmVdOVZ12YtPbrWbT1s0ZqvRz9htVlnv3Fct+QA5N40qCGA2BkALX3hVnB4AnHM5kbSr5+OKypwluEzRsc1osHa3FhYHe1wNBp791V1Y58XZOAsovag0Bv5pjfa\/7rbcWWNNt0yQ20\/Ddlob9NZDDYVlKiPzgeFQOQodMZzvG07hSZlubfuWhNU26dw\/jIa4PekKHUJcbJQoHwJI9vD4ZhStdiPEIxVkbaqBhcwBocLgkAWF9bH5XWOSYSgB7RotP6P2nn3bdmfvlre3ohT3GhFtFpDocXFaS2Gw68pPqlxSc+qkkJ4upIGNwUpWqxPEpsUkbJLs1oa0DZrRsBv8AU7rHJI6Q3clKUrXKxKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSqZHiRzqoaXbJYqtKpkeYqtXFjhqQljzSlKrwnAODz6cqoGk6oqUpyqmR5igY52wT4KtKpkHoRVaqWOG4TZKVTKc\/KH204k\/wAIfbTs32vYpYqtKZB6YoeXjVC0g25oNUpX0GnSjvQ2ooH53CcfbXzRzHN0cLIdNClKUq1EpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURK3V2Wf+m6zmWyWS\/ETb1vBhw8TYXxoHFwnkDjxx41pWt1dk\/wDKDP8A0Wv9oiuq4JAdj1M07F2vyKkUms7Qsm7Q15l6O1zpZ+whMdotKW9GQkBl\/wDGAFK0fJVkcskZHUVkm+202j5Oibjqq2WeNb7nbGe\/DsVsNh5AI4krSMBXLoevIeHKrJ2jLXabhrrSjl9vsO2wGmFKkKdK1OKbDoKghCEkkkch4Vad5u0JYtTadk6R0cw+81NARJmuo7tPAFA8LaT6xJxzJA5eeeXp2Lz4dSSYpHieWxt2bdL3yfZA1GttfctjIYmGXtPu+S0JAgy7lPYtsFvvJMl1DLSB+ctRASPtIqVm4+2Vpl7GR4Onww+7ZIbM+LKaA\/6QEoy4oEdQtClke3hqOugrJdZqrrfbZbpcxy0RD3KIzKnVqkPfi28BPMcIK158O79oqVuxki43DbGDadQ2mXFkW8LgOMzGFtlbQ+QQFAEp4FAeWQR4Vzvg+w+nq456Kob3p2ENJGgANt+tzf8A+Kw0DGvBjcNSFCltxTa0uNrUhaCFJUk4KSOhB8OdTf2vt0CftjYJ0+GxJkv21Djj7rYW4tRHMlR5k+2og7h6Vc0VrO7abVxd3EkK7hSuqmVes2c+fCRn2g1MfaP8k2mwQT\/Ytv8Ao1m8G9IYMTq6WcXLGkWPUG10w9uV72nkFprs03F\/U15vuntTNIu0RuMJLXpyQ8W1cfCQCsE4IPTOPV6VjfaN0DYNJ6ttq9ORG4bV6ZUtyM3ybbcCwMoT+aCFDkOQIOK2D2YGrC7btRyNPw3490Drbbz0t0PJKDxFGAkJwM8WR48ufStRb7SdZ\/CHKY1jJackRkIENUZBQyI55pLYOSOfFkkk8QIzgDF2KtipeEYXTMEji\/R4GwzHQnfbS2yuksylFxc33Wc6r145dt8bJpOzd1Fs8C8RITzcdAR6S53iQ6HCPlJySnhPLlnxrPu0alOnNBM3OxNt2+Ui4MgOx0BBxhXqnA5jkMg8jUbdtHXHtztMPPOKcccvcRa1qOSpReSSSfMmpJ9qf8maP0ix\/uVUrBa12JcO4lXSAZrkt92gsB0sqxPMkEjytG7qasja00joq9+hx49wCZ8SeGUBCVOtljC8AD5SVBWPDiI8KxDSV4uFtu8SNDdaQiVLYS7mO2tRHGBgKUCpPU9CKsxccLaWStRQhRUlOeQJxkj6eEfYK9lg\/wCv7b\/njH7QV5lLiMmIYjHUu0ccgNudgGk\/fZa50pfIHKZG+0CHF2g1AmNFZaCWWsBCAB+\/N+VQpqb2\/v5IdQ\/5Fn9u3UIa7fwrMa3FIQ0W\/h\/uVNxMWe23RKUpXlq1qUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSuaPxn99vnEnfdNe7T4z++3ziTvumvdr1nzR4n7eP830Wz8lS+sF0upXNH4z++3ziTvumvdp8Z\/fb5xJ33TXu080eJ+3j\/ADfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/wA30TyVL6wXS6lc0fjP77fOJO+6a92nxn99vnEnfdNe7TzR4n7eP830TyVL6wXS6t29ldtUfWk25PpLURUBxoPLwlBXxoPDk8s4rjKO0\/vt47iTvumvdoe09vqRj4RJ\/wB017lbfAvBtiOD4hHXOkY7Ib2u4X0t6qyQ4dJFIH3Bsu2HangTr3frI7Z4jk1tiG6FrjjjSjKxyJHSo+YJPIZUenjXNIdp7fQYPwhzsjp+Ka5f9iqfGf31xg7hTSP8k17lZeIPB1iON1768SMaX2uLuNrADTu+5Vnw+SZ5fcarqzqWyzdP6Vs1tlxHkmatdykqUjCULVlDTRP8IIQpXs72ti9lS+LtWqLlbHkqRAuEYFTh5NoebJKeI9ASlS\/sArjEe09voTz3EnHHTLTXuVQ9p7fQ\/wB8Sdnz7pr3ay4dwBieGYnFXwysDWW0u7a1iPR581fHRSxyB4Oy7a9qPSKJ9xtesLGlMpx1HoUxDCgsjBy2sgeeVJJ9ia27tdKjQdsLBBlyGmJLVtbQtpxYSpCuHmCCcg1\/PaO07voP74c37lr3aoe07vn84U77pn3K6ak4draPFKjE2BgMwsRmOnU+jzWdsEjZXSC2q7bdl27RLJfdR6ZvLqYM2WGHmWnzwFzh4uIDPjhaTjqc15O1LYUnUydTS3222DaY8WIEuIK3pQkLK0lGeIJDRUSrAGeEZOcVxW+M9vpjh+ESdjy7lr3KoO09vmkYTuDOH+pZ9ytZJwfiM2B+RpSwgOJa67uZJFxl1tdWGlkMHYm3zXVzai3zpO4GnpseM44xDu0RyQ4E5S0nvQcqPhyB+ypH9pRCr1t2iJZ8TXxPZWW2CFq4QFZOB4c64KHtO76HruHO+5a92nxnd8x03CnfdNe7WPB+DMQwvCZ8LLmO7Xc3cLaAaDL7lbFRyRRGLTVdLjxAqChjCiCD1B8qvGlbbPnXuC7DhPPoYlsKdLaCQgcY5nyHKuXXxnt9B03DnD\/VNe7T40G+vjuHOP8AqmvcrloPBRiMMzZDMywN\/tcj\/tUYYXI0g3C\/oH3vfaue1l9hW55uTIdaaCGmlhS1EPIJwBzPSoTuNuMrUy6gocbUULSoYIUOormd8ZzfPOPhDnY\/yTXuV9fGf316\/CJOz\/kmvdrpOK+CMS4mqGVOdjC1uW13HS5Pq+9SaqjkqXB1wultK5o\/Gf32+cSd9017tPjP77fOJO+6a92uU80eJ+3j\/N9FF8lS+sF0upXNH4z++3ziTvumvdp8Z\/fb5xJ33TXu080eJ+3j\/N9E8lS+sF0upXNH4z++3ziTvumvdp8Z\/fb5xJ33TXu080eJ+3j\/ADfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/zfRPJUvrBdLqVzR+M\/vt84k77pr3afGf32+cSd9017tPNHift4\/wA30TyVL6wXS6lc0fjP77fOJO+6a92lPNHift4\/zfRPJUvrBatpSle\/repSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiL\/\/Z\" width=\"252px\" alt=\"total liabilities\"\/><\/p>\n<p>This is typically followed by an <a href=\"http:\/\/harrypotterforever.org\/films_december_boys.php\">http:\/\/harrypotterforever.org\/films_december_boys.php<\/a> of how much money was spent in each category, like dividends or capital expenditures. An investor needs to look at more than just a company\u2019s income statement and balance sheet . Cash flow statements are also important for understanding how a company is performing, since they provide insight on whether it can meet its short-term financial obligations. When looking at a balance sheet, you will see both current and noncurrent assets. This definition means they can be turned into cash within 12 months or less. On top of that, you will also see financial ratios like debt to equity ratio, working capital ratio, and asset turnover ratio. The accounting equation doesn\u2019t consider the type of assets and liabilities on your balance sheet.<\/p>\n<h2 id=\"toc-2\">The Math Behind the Accounting Equation<\/h2>\n<p>Liabilities and equity represent the means of acquiring and owning the assets. So, on the left-hand side of the equation you have everything the business owns and on the right-hand side of the equation you have everything the company owes. The accounting equation uses predetermined cost to evaluate values that ignore the factors such as inflation, price change, etc., and thus lose the relevancy of accounting information. Show the impact of the following transactions in the accounting equation. By making this an international standard, it\u2019s easier for global corporations to keep track of their accounts.<\/p>\n<p>Add those business transactions in T accounts and calculate closing balances. Assets can be broken down into Non-Current &#038; Current assets. Liabilities are the debts that a corporation owes and the fees that it must pay to be in business. Whether it\u2019s a long-term loan or a payment that needs to be paid, debt is a problem.<\/p>\n<h2 id=\"toc-3\">Call Us Here at Protea Financial to Learn More About the Accounting Equation<\/h2>\n<p>The <a href=\"http:\/\/zverozub.com\/index.php?r=104&#038;l=2&#038;zz=3ba12c9b8a8978075bc7ae4904cdc365\">http:\/\/zverozub.com\/index.php?r=104&#038;l=2&#038;zz=3ba12c9b8a8978075bc7ae4904cdc365<\/a> equation helps determine if the company has sufficient funds to purchase an asset, if debts should be paid off with the existing assets, or by creating more liabilities. The accounting equation states that the total assets of the individual or the business equals the sum of the liabilities and equity. In the case of an individual, the total assets equal the sum of liabilities and owners equity, whereas in the case of a company, the sum of assets equals the sum of liabilities and stockholders equity. The accounting equation is the fundamental element that enables to build of some of the critical financial statements that help represent a company from an accounting standpoint. Indeed, from the accounting equation, you can derive the balance sheet. And from the balance sheet, you can also derive the income statement and cash flow statement.<\/p>\n<ul>\n<li>This is because creditors \u2013 parties that lend money such as banks \u2013 have the first claim to a company\u2019s assets.<\/li>\n<li>What affects the income statement also affects the balance sheet, and any change on the balance sheet must be captured by the cash flow statement.<\/li>\n<li>Add those business transactions in T accounts and calculate closing balances.<\/li>\n<li>Liabilities and equity represent the means of acquiring and owning the assets.<\/li>\n<li>Recording accounting transactions with the accounting equation means that you use debits and credits to record every transaction, which is known as double-entry bookkeeping.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Assets = Liabilities + Equity Introduction to the accounting equation The Math Behind the Accounting Equation Call Us Here at Protea Financial to Learn More About the Accounting Equation Sally\u2019s purchase increased her inventory account while also increasing her accounts payable account, keeping her accounting equation in balance. As was previously stated, double-entry accounting &hellip; <\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[2339],"tags":[],"class_list":["post-36233","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/posts\/36233","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/comments?post=36233"}],"version-history":[{"count":1,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/posts\/36233\/revisions"}],"predecessor-version":[{"id":36234,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/posts\/36233\/revisions\/36234"}],"wp:attachment":[{"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/media?parent=36233"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/categories?post=36233"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/chayatex.com\/index.php\/wp-json\/wp\/v2\/tags?post=36233"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}