{"id":4604,"date":"2022-11-28T14:02:34","date_gmt":"2022-11-28T14:02:34","guid":{"rendered":"https:\/\/i-wapp.es\/imarkt\/admin\/?p=4604"},"modified":"2024-10-18T15:02:48","modified_gmt":"2024-10-18T15:02:48","slug":"balance-sheet-definition-examples-assets","status":"publish","type":"post","link":"https:\/\/i-wapp.es\/imarkt\/admin\/balance-sheet-definition-examples-assets\/","title":{"rendered":"Balance Sheet Definition &#038; Examples Assets = Liabilities + Equity"},"content":{"rendered":"<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" width=\"206px\" alt=\"assets plus equity equals liabilities\"\/><\/p>\n<p><p>The company uses this account when it reports sales of goods, generally under cost of goods sold in the income statement. The most liquid of all assets, cash, appears on the first  line of the balance sheet. Cash Equivalents are also lumped under this line item and include assets that have short-term maturities under three months or assets that the company can liquidate on short notice, such as marketable securities. Companies will generally disclose what equivalents it includes in the footnotes to the balance sheet. Shareholders\u2019 equity is the total value of the company expressed in dollars.<\/p>\n<\/p>\n<p><p>This is because creditors \u2013 parties that lend money such as banks \u2013 have the first claim to a company\u2019s assets. Although the balance sheet always balances out, the accounting equation can\u2019t tell investors how well a company is performing. Like any mathematical equation, the accounting equation can be rearranged and expressed in terms of liabilities or owner\u2019s equity instead of assets. That part of the accounting system which contains the balance sheet and income statement accounts used for recording transactions. Assets represent the valuable resources controlled by a company, while liabilities represent its obligations.<\/p>\n<\/p>\n<ol>\n<li>These are also listed on the top because, in case of bankruptcy, these are paid back first before any other funds are given out.<\/li>\n<li>The claims to the assets owned by a business entity are primarily divided into two types \u2013 the claims of creditors and the claims of owner of the business.<\/li>\n<li>Liabilities and equity make up the right side of the balance sheet and cover the financial side of the company.<\/li>\n<li>Explore our eight-week online course Financial Accounting\u2014one of our online finance and accounting courses\u2014to learn the key financial concepts you need to understand business performance and potential.<\/li>\n<li>Accountingo.org aims to provide the best accounting and finance education for students, professionals, teachers, and business owners.<\/li>\n<\/ol>\n<p><h2>Company worth<\/h2>\n<\/p>\n<p><p>Both liabilities and shareholders\u2019 equity represent how the assets of a company are financed. If it\u2019s financed through debt, it\u2019ll show as a liability, but if it\u2019s financed through issuing equity shares to investors, it\u2019ll show in shareholders\u2019 equity. The claims to the assets owned by a business entity are primarily divided into two types \u2013 the claims of creditors and the claims of owner of the business. In accounting, the claims of creditors are referred to as liabilities and the claims of owner are referred to as owner\u2019s equity. Before explaining what this means and why the accounting equation should always balance, let\u2019s review the meaning of the terms assets, liabilities, and owners\u2019 equity. Want to learn more about what\u2019s behind the numbers on financial statements?<\/p>\n<\/p>\n<p><h2>What Is the Accounting Equation?<\/h2>\n<\/p>\n<p><p>For instance, if a business takes a loan from a bank, the borrowed money will be reflected in its balance sheet as both an increase in the company\u2019s assets and an increase in its loan liability. The shareholders\u2019 equity number is a company\u2019s total assets minus its&nbsp;total liabilities. In above example, we have observed the impact of twelve different transactions on accounting equation. Notice&nbsp;that&nbsp;each transaction changes the dollar value of at least one of the basic elements of equation (i.e., assets, liabilities and owner\u2019s equity) but the equation as a whole does not lose its balance. The income and retained earnings of the accounting equation is also an essential component in computing, understanding, and analyzing a firm&#8217;s income statement. This statement reflects profits and losses that are themselves determined by the calculations that make up the basic accounting equation.<\/p>\n<\/p>\n<p><h2>What is Double-Entry Accounting?<\/h2>\n<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAz8AAAGvCAIAAAD6zvx+AAAAFXRFWHRDcmVhdGlvbiBUaW1lAAfYCBAOHCRXO19KAAAAB3RJTUUH2AgQDh4fAQc3nAAAAAlwSFlzAAALEgAACxIB0t1+\/AAARRBJREFUeNrsnXtMVVf2xzc\/G7QFI2pHwE4BW0TROAhIQR7DFamkQm3JTc2UDEntbVWSNoWKySg0jWkZ\/9CKiU1oNdRmSBBsKFO80mgEcRDQ1gckOhZqK49RRCuPn1CR3xh\/a5993RzOufdy7vPcx\/rk5HjuPvuuvdfyxvN1P9bxIQiCOJ7Hjx\/b3aaPj4\/abiHuDf4sbcS+AfSq0BGMng1A6J6CP2Jjv1S7JwjiyVy8uMVBlu3\/7EW8Bsc965qamtR2zhloNBq72\/SS0BGMng2w0P2P2t1AEARBEARBLADVG4IgCIIgiDuB6g1BEARBEMSdQPWGIAiCIAjiTqB6QxAEQRAEcSdQvSEIgiAIgrgTqN4QBEEQBEHcCVRvCIIgCIIg7gSqN8QZaLWRTU1vqd0LBEEQBPEEnlK7A65CaWnG4sXzg4L84Xpi4lF39\/APP9y8f\/9hXl7cqlUHbTR+4cJmSYntNt2L5OSQGzeG1O4FgiAIgngCOPZGdLropqa3QLq1tfWBqIKjvPwSlP\/1r38C6WaXJsBmbe01dg0XriPdtNpIubJ0BMuXLzh7tldtdxEEQRDEE\/B29QbSTaeLuXXrflZWZUlJMyssL7+ck1Nz4sR1OzbEjfMLVyA5OcQJrYBG9PWdAVFV210EQRAE8QS8Xb3l5kZNTDwCrSa\/VVTU2NV1T+0OOhAQVfHxf3RCQzExwaCP1XYXQRAEQTwEr173VlKS5u\/v29zcY6pCQ8OvERHzxSX5+QkpKSGhoQFwPTj44MyZbqvH0kA8JSeHhITMAWurVh2EziQlhUB\/bt8ezcqqJLLVcny+lZf\/+OPNvLzj7LqsLDMqKsjXdwb0qrr6imSg6\/Dh15YseRbu9vQM19f\/zBbzbdmyCkq4QbE1M25Kug2WV6wIBLNa7VFTni5d+uylS\/1O\/ItFEARBEE\/Gq8feQFXAuadnxFQF0EDiNWogsDZuXA5CBAp3726+f\/9hdnYkyBfrWn\/\/\/fjo6GCmkMDI3bu\/azRfg4QKCvKvrNQSQa6BkiOCfhJ3A66hpKvrHhdben1OZOQfyssvsWo6XQxoLF4fjA8PjycmlkOf79wZ44v51q2r4Abh4NbMuynudmlphl7fBdJt9uyZZjwNDp7tUvPFCIIgCOLWeLV6A1UB5\/37zympDHooIyP89OkbTIjU1FzTao+Ojk6sWBGYn59gReug1eBg12fP9rJuMAkVFhbAyg8fpkNobIRMjL+\/L5\/tBbEFgq+lpZeNt1VXX4H6Wu0yXhl6WFBwgvUZ7INAtMVNcbdB+LIKXAjKge51dw\/b\/e8OQRAEQbwWr1ZvclVkBqaHiooaxYWgmeCckmLr2n\/JRCfvGGij27dHQasVFaXwuxI9FBUVJO4YM7Vw4WxeYWLikV6fw0fjTp361V5uKhG+ixbNxVwhCIIgCGJHvFq9WYRYD3HYci42jegg2tr64Lx69fO8JC7uuYaGSQXGctRduLCZH0QYnOMVOjt\/gzo7dqRUVmpBw4EiNJOyxO5uhoUFSLQg4hIMDNDDBVHesa1bSV0d\/L7J48dqd9rlgVgN4xA4gngOXr1rYXDwwbx5TzNBM21lsR7iwBdBFfGPjsjKW1LS\/PLLL4L8Yv3U6aKJbKzOfEObNn3H9hZERMyH3mZlRUCJLW4qp6gopb8fd5s6CyUixsdH7V7aj127yMyZZM4cpfWLi0luLomIoNddXeTMGfh\/CSkr86iYmGL9enJt+n\/lEARxF7x67O3mzf8lQj4L5V9h4knC6OiEQ\/t5+TId+mJzmmvXvmB04Zp4m4IckGu7dzezBCgg46bdaWEvN5cvX\/DTT785NDjIJKBCDh2avBYfeXmko2NK5cBAerggyjsG1QIUjwfv3Us++YTWh1BAQI4dIxkZVLp5CfHx5PhxtTuBIIjd8Gr1ptd3TUw8YuvGjFJSkqbX57Drnh4677Bq1UJ5NZ7MjG3eFB926WdBwQnoZ1hYAEi0hQtnSyYimahKT3+Bl0C11lYd\/8hGBGtqruXk1ICGA0dAwJlqS4mbyoHeYq4Qp7LZxJszvviCHt5Mbi49f\/yxIQ6FhSQ0lNy5o3a3nMLWrXSQ8tNP1e4HgiB2w6vVGwia06dv8AwdEnS66KSkELbrkzxZ+yWReiDvBDv\/dnRXu7uHfX1nbNoULd8BcO\/e70RYDFdamsFKtNplkvlKfottEQUtaKohO7oJAYSGlMxKI84AVIs3TBGaYsECQxDEfPedVbbcjdRU+BdE7U4gCGJPvFq9EWFz5YkT1yMi5uv1OXxfp1YbWVaWqdPFVFR0cPFRUkJnHkFCnTyZy6Yp8\/MT1qxZBF9XIlC4ccnuUd6i5ILfYjDlBEJTr++SWG5uNrw\/NCUllO1aAHd4Ib8FHrFruOjsNMxmsnE7cAR6xUYZlbjJtaDRCVZOcnLI1aveMbbhXsgX+0tKjhyhK9zhukeWyBpuDQzQW3BAnfZ2iy0ABw8ajIyPT1ogpnchmGrUIkaEtI6S74qHKiWtNzTQ7jEXioul1vbuNdSEA\/p28KBxI2bi0NZmsA+Vwb7EZVP25U2AHWbEDDEx5IcfrAkagiCuCv2\/eGzsl2p3Q2VApmi1yxYunM3W7IOmuXFjyOjSfhBVcXHPzZv3NBEmGUEkKcmaYXQ3g9FXKZh6vwIRUvI+fPhfo680AO2VmhrGejU4+KC+\/mdxr8Dm7t3N4CBLI9fRcVv8ToXXX18KXoNiE78uzIybyndmNDW9deDAeRx7Ay5e3PLYAfsifXx8jBhlDYmH2aBE\/JHtPWSL\/Vm5uOTcOdLSQicWQb6kpdHVcitXGr7ISo4dIxs20I+ghKKi6PL\/JUuUWiCCoMnOJp9\/TiuAKHn3XTp9yRa6yTtmvlFT\/hoFFBIcM2fS5ioqaOsSoPVZs2gFAJqDJqAO6KRXX6UleXmT43bMhX\/8g4o\/0FIFBXQnBHi9erXSOIDkunuXegRff+MNelfsghn7kihBP+vraYWAAHOLBUEmgmvy3w8NnkN+lk1NTXY364JoNBr7BtB7QkcwejbAQofqDUEcjprqDYRCQoIRcWNU5AEffTS5QApKHj6cfPCDCABxw78CwoKt+ucl01rYu5ds20aqqsibbxpKenroXbHykHRMYaNKJoVBvYFYDBHSFoKWkq8F5MbFWo3pRa69WB2xC0RQVCCnPvvMIAqnjYNETzN5x0qU2OdNiEtMAVowMnKKgH4CqjcbQf1hCxg9q2Gh8\/aZUwTxTNikGxwJFr4IRLK2faboHWgjI1OW+ZvaBmHGAhvHEuuS0NBpdpgqbFSha9DcoUPUJggyEEkgbcVw4+JWTp2i57Aww0dQVxIXgO+\/n\/ROSRxAyYFsZaaAb76ZvKXcPiHTSzcApBvmCkEQjwPVG4J4IjxXCM8hYjviXB51ddYk+wXx5PxGJWzeTOcZq6qohAJpO61BppB4Vjku48ScOUPPLJOcEi5fpkOAIB\/b26lcE28osYt9MUuXSrUggiDuD6o3BPFoTOUQsQ6QGiA4xsep+DhwwOKvi8efnNaoUUDQzJpFR\/UWLLBsG4TR5MCWjgiuXk3XsRFiZAjQLvY5Bw8a3ziCIIibg+oNQTwdeyUKKS4m+\/eT4GCSn0\/XUVmdP0y+hdMJjT5+PDlTyWFaECTUtLAtq+ZdkNQxDwg4nkI5IUE6h2u7fcZLL9H3SSAI4nGgekMQRBmFhXTwjCe8tQK2gm358imFR444tlFOaqq0RIkWZEKK50vrElL2rFljpKbynGpssTZ4BHoUNBzY5MsT7WKfExZmmHVFEMSzQPWGIIgy2KSeLSrqyhV6fuUVuvmUUVdHPzq0UY68IdaNLmkOxSmjdJlCokS2d4E8WYKWlDSlPhOgFnUSHGfAt5YsoYvw7GufCLoTzHr5OzYQxENB9YYgHgRP63rQ7Fva+HCX\/IILF37Bb\/UKKaDZKjFQBuLlYm1tiiysXUun\/0CQbdtm2BL76qvkqCiFobw\/Chs1P4DHgHaHhydrgnR77z2qb0pLpTV37TJ0HjRWQgJdo8Z3d27eTKc7Z86k2x1YHbCTnU23QTCdpCQORNhA2tBguIaLy5eV2ici5Wd+Dhp05\/nz04fFnRkaGmpsbNy5c6faHXFLMHpW4wqhw3xvCOJwnJTvTd6E0RVv0\/aEfUtSDQp5vjRQYBcvUinW2Uk3QoLAYknUprXAYBnUiDDodeyYNIeZ1Y0Ssyv8wHheHgkPJ+npdBsmyCPQbT\/9JE2Exvpw6BDZuJGqPWj0X\/8yJAoWAzosLc3w9i2xF0ZdlheyzoA4g54ALS3ULyX2lf8tEyFL3N\/+ZmbszTXzvY2NjZ0\/f769vb2uri4xMTE9PT0+Pt7Pz89oZXh8tra2Epob3PoWrcYFM5Zh9Kz+utuFDtUbgjgcp2brRWxBee5f98cF1dvQ0NCePXvg2blmzRp4cMID9fTp0\/CY3L59+9y5c1kdKMzMzORNwJOMoP7A6HnfDw9nThEEQRCXAJ6gUVFRWVlZbMwDznD94osvQjmv09\/fr3Y3XRSMntW4Y+hQvSEIgiDq0yoQGxsrKU9NTWW3iDD+8dVXX6ndU1cEo2c1bho6VG8GTp7MhcN17IjRaiNLSzNqajbK3xCPIIjdULjnA3EM54QMxuHh4ZLy4OBgfreqqoo9TTUC4mqNjY1Qsm\/fvqGhIXH59evXd+7cCbeqq6vZLTiDESiERzLULy8vV9t1F40ehs7q0Dkhek+pHTeHIFc5q1a58T\/HW7as8vWd4e\/vq9xfYGLi0eDgg46O20VFjWp7gCAuj3gJzrvv0sM7Vr+5DnV8L+1U2GQW3P3www91Ol1FRQWRrTe6evVqWlra4sWLc3Ppf56hJivv6+t75513amtr4To7O\/vmzZtwa8+ePexJ3N\/fv2HDBlPtuhd2jx6GzsV\/eJ459gZarbbW8GJmuFAi3datq4DD9qbldrTaSBvHzMCgRvO1Qn93726Gj3AcPXr14cP\/ZmSEV1ZqbffLdi8QxKXhb4blB+I+LBdSQD\/\/\/PNk6sP45MmTRHh8AvzW3\/\/+d3Y3ODg4PDycP3G9FqPRw9ApQcUfnmeOvQElJc3Z2ZHsQt2eJCeH2G5Eub81NQYZt3\/\/OThqajZGRMwvK8vMyzvu+l4gCOK1mB+NYGMblmJ0vIRjKh+EO2L36GHoGC77w\/PMsTfXQauNjI\/\/o4odqK\/\/Gc6RkX9way8QBPF4EoTXhfX19UnKWUl0dLTVliULkjwSB0UPQ+eyPzyPHXtTDkiT5OSQkJA5oaEBbI5VUlJUlPLyyy\/6+\/vevj1aW3utvPxyWVkm6CFWkpVVacoOebJkjTxZmvbjjzf5GBgYiYoKgruDgw+qq6+AWUnHoN3U1LB5854eHZ2oqOiwzjswm5cXJ14zV1KSFhf3HJiFa7B869b9nJwaoy4cPvzaihWBPT3Ds2fPlHhx6tSv4ppgMykpRBIQjlFPTbWl1R5V5hmCIB5FVFRUYmLiyZMndTqduLy1tRXKY2JirLCZm5tbUVHR0tKSlZU1NjZWUlLCZ688DLtHD0Pn4j88HHsj778fHx0dDBrCaAkoj7Gx\/9Novu7quhcU5J+dHQk6o7PzHpSAiIESvqpMbocIS9bYBVuLxqWbXp8D+q+8\/BLTeTpdDKgZ8RdBD0FbV6\/egQr\/\/OdPbFbUCpjZiYlH7CO4k5ERzszCAdItImJ+Tc1GuQulpRl6fReTbnIvxDUhIHfv\/i4PiHlPTbWl9s8BQRB18PPz2759+y+\/\/KLX6+GBR4Q0DXDd0dEB5bwaPFCJMKpRXV09rc3U1FRCXza2V6PRZGZmpqenq+2l20QPQ+fiPzxUbwRkh2RPgLgElMr+\/XTDMBugAnVy9mwvK2FSLCwswJQdU4AyAzstLb1sFKq6+oqv7wytdhmvAPpmzZpFoBcLCk4QYQVbW1ufEstymNnOzt\/Yx6ioIDgzs4Qukvs3nLniFLvQ0zNSU3NNqz1qdDOHuKapgJj3VHlbCIJ4CXPnzi0qKnrmmWdKSkrgsQdnuIYSnu8eePvtt+H87bffrlu3juduYBeSj0RIA7Fv3z723C0sLExLSxPfhVtqe+y60cPQufgPD2dOLUYyxcmmFC2CSSieyINNbi5cOJtXyMqKALMNDb\/yEr4pYVpAMDHLIAFzclaAMhscfLBp03fs7ujohLgyaKYdO1KM2mGCzMaATOuppW0hCOLZ+Pn5pQmYqgDPRb4YXLIq3Ogi8RiBaat5BvaNHoZOjKv98FC9qUBQkD+RJWkTL01btIjqfflKOCVkZITDwa5Bt4lX2hHRTC4R5iuXL1+grqcIgiAIglgKqjfVMJOFzhZ9M21yO602UqtdFhYW0N09XF19JS8vTkVPEcRubN1K1q8nS5aQiAjM1oYgiGeD695UQ7JNwTnodNHbtiU+++wzn33WmpNTY93wnlt4iljDkSOkp4e+dQCO8XHS2UlLyNT3ELgsu3aRP\/+ZSjczMNckB3gKXjNPEQRB3AFvVG+gYJqa3lKxA2zxWXr6C7wE9E1r6+Re5cHBB0TIGGL3pnNzo3x9Z3z55QWe1FddTxFXobiYDAyQxERy4oThTQP5+eQ\/\/yF\/+Yt7SDcgMJAEBExTB\/w6dMhwnZdn8PTzz6mAA0\/b223tw9atbhMuBEHcGW9Ub+vXL751676KHbh373c4x8U9V1qawUq02mX9\/ZNd+uWXQTivXv283Ztmc7LOkW5KPEVcAtAcoN76+0loKNn8ZJHiF1+QtWtJVZXanbM3YgcZhYV0vrWri0RFkYYGm4yvX6+2ewiCeAUeq974wJVON5koWauNrKzUhoYG3LgxJQNySUmaqQs+68ftmLmQf508GX\/Kz0+ALun1OXDd3NzLbqWkhF64sBmOiIj5vJAIqTcGBx+Ic6fxi6amt4wOHHJ\/zY\/Y3b49yq1Bt8W52Q4ffo0IWxnkcTPqhTxE\/ILfMu+pqbYQZ7NjBx18WrnSyK033yQdVmaKdjOEN9uQ2FjrLYAIXrdObTcQBPEK6Nre2Ngv1e6GnZn2feq7dzfz8adpK7NF9+Jq8pKurnugS4x+ERTP668v9ff3hTr8rQb8PQpEmCetr\/9ZnjUDpFVYWICv7wz2BgJoDi56e0fOnu2VDJ7JXTC1UQB0UnZ2JOhCUGPXrt0FmVhTsxHkLHuNhHwHA7cj8ULSojwgvNCUp8r77AFcvLjlsQMm1Hx8fOxgdO9esm0bOXaMbNhgvEJxMfnkEyP7ABoaSFISmTmT3LlDDhwgn35KCyVbB44cIa+8QubMIb29dGDPCgttbSQhgQ6MQQkRVualpZEFwl7pkRHS3S0VnSzO5nctmKojKTfTltFOPnxIfeE0NtLBS0cHxAZ8qMcO+Vl6cF4JMRqNxr4B9J7QEYyeDbDQeaZ6QxCXwqXVW2cnlQUffWTQCgrp6aESBJQffGtggF7n59O5yOFhehc+AufOkZYWOi8JogRkUEfHFKWlxAJoyvp6UlBAF7QFBhrscKHZ3k7nOiU6xmr1BiKprIwqsFmz6EfzbZnqJJN6YssODYhtoHqzEdQftoDRsxoWOo+dOUUQRBFsBMgi6XbkCAkJId9\/b\/jWgQN0uAjUDwCqgm8dOH6cKhVg7Vp6XrrUYguglkC+gGBiSiUpiZ75GCFbuGZ+k6lyWOuXn+zCNt+WmU5KcGhAEATxVnDsDUEcjkuPvZkZrJL3mVXr6aFSQ\/wVqDkyMiky5DYlJVZYAAYG6FksXKZtyIzLVVV0VR8RdFtBAVVmd+5MGreuLYVzsvYKiG24\/tgbf7MQR2JZXiFRICkpSfyOIwfhyqNHLh46gtGzrXs49oYgiGlAK\/A9p3DBpQPoDDI1dxp5MrWnEOssgJbicqquziCwrIYlQ4GjrIyKpMbGKVrNvm05KCCeDjwya2tr2fXx48flz2ZxhSaBDz74YGBgIDs7u6\/PyndDewYYOltwi+ihekMQ76ZX2AJ80MSWETY6Jb7gsGRp4sNSrLCwdStdgjY+TuXOgQM2OS5uF4Qam810UFuOC4inw0cy\/Pz8zFdgBAYGZmVlwcU333yjdt9VBkNnC64fPVRvCOLdsIQgL71k8RfZqixbsNRCcTHZv58EB9Pl\/CtXWrZWz1Kc2ZbVAUGMESgMmtbV1andEfcDQ2cLTo4eqjcE8W42bKAbLaOi6G5HhYyM0PMbb0yWgOwYH7egUessFBbStfwffzyZaNdxOLMtqwOCGGNsbIzQ3zXdcTI0NLRv3z6NRnPp0iX5WiVEgjh0BKNnIU7+4aF6QxCvhw0svfceHXBSAlsElpZG+P8yQWr09FjQonUW2Dow58gpZ7ZldUAQEdevXyfCE7RKWKz5xv+3d38hWlx3A8dnIZBeFPQqkotX0hvT0IsV0z\/WXpjEUrBWQ6CBbCCUgAlKb0LjVVFMSIg3myK0ENFAKIJrm0CploolKzWQaMObsksbql6UuFB4lZbqnbl63uOeeHL2\/Jsz\/+ec5\/tBlueZZ+b8e56Z+XnOmZnVUPidd955\/vnn\/\/znP3\/ta18buoDj5Wy6gtaLM9QPj+gNmHoiejt06G5Pj4jeFhe\/jOHEC+cowNmzX7zYvfuLKfazs18uVI97V+OA6oX6KJyCytSIJuUUPfk0UvGR\/ljSS5fWpB945Lya4Xc8eHfo0rychZRdaPPzdxNXsVd3DQLN3r17H3vssV27dn31q1\/9zW9+8z\/\/c\/dJg2fOnPnwww+L1VlKU3IzsBqcTVfQenGG+uFxxxCgc6O+Y4hOBBPbtt2dwi+fGfD553f7hJaX794h1uiFEtHJk09+cXPamzfvPmZK3snMqKacd+9cGJlCod0mQ8QuL7xw9xoCESR98snd6wzkrYZFpHXixN0HQvg2VAKJG+rlJeK2vXvv9tupO\/F22iDNjP+OIZIceAqkGVjhF7\/4hTiPPvfcc4888sg28dtu1ZjveVHaMjEr0HrFiH94w0Rv\/\/u\/L37zm8fl356zRg9a\/GbVA7WaJzjg7y2Z6A3TJPXoTZwgf\/aznxVlZ9k\/\/OEP86tzOt944412z6Ppxh+RTVfQeiP+4d3XYoqR1EmU0C1XLYZuKqmGsVfp02wBJOTTTz\/dbDzi1uNHP\/rRt771LbH+z3\/+c4b\/iipNV9B6lvH88Pqe90Z\/G+pp+LPhVwek6L\/\/\/a+9UJwRf\/rTn25cvcWxvNDPt+Zjjz0mlm\/YsOE73\/mOupRySjRsuoLWs4zqhzdA3xsAAKX0Wy3Yt1148MEH9YVPPfVU4RrG+s9\/\/vPOO++IF88\/\/\/zQFepPK01X0Hoj\/uH1Ou\/N6HhzvpUjXEZPiT75SV\/BeG1vbs+aiswlvLD0Uzt9O9+YdQIZldY3csaYL9MmTefsYa1U32LtWKfz6w5\/9Xa+zHsDdKnMexut8c\/cGjNar7bB5r1Jxjwk+VadX50TnvTTsPxIvTY2NzYs1p7gw7nErBDYxLm5nW9hBTqVyuZbWY9RYuIVXzr1mk7\/LuyM4uurf7n6wpiv3vcbYN4bACAbg93vzT5VF2W9RIFPnZv7euBKO2CM07\/8F7mJHj0YHUJGIBKugrPzrGpFIr8FZ6ZGxeO\/IGfvV0ybtFKFQL4NMwIAYCQSmPcWGBQrZXfX1ch96AaoVhHVZdVwoDB+2yZfEAAAqCqB6K0IzqYKyOb61vFXpN4XBAAAakjgSVmB3qbARKvIFOLXDyfivFygRjQT3jayIlX7GhtmGtkdWLtNApmGszbyjW9AfEHOKZYPbtL\/lW7Sdamc\/5rUsfWSNGyHHpoRQMr6ftaCPYvcfhv4SE+nWDtK6FuncEUzMbPKAgtLP428FNR5qWb48s+YihSuIClwSWbMNafxX1DDNrELEP\/Vx\/xUAk3RnSSvORUF1p\/IpL81PhpEoHh5lKT7GnHNaUNcNdkErVfbME\/KYnAtoN0HTIWvHugi04T0XOv0ojc7dOg6WqqaYBfBTb00uwuzOg7giN4aIv5ogtarTTZd3yOnTS4gQCSitDCaAgCQtAHmvRHAObUyMUve48MZmgRGfqft6yB0KxHf5aNPjNOXFIU5CcyYmmYscaYTP5vNXs2Yf2anbG9rrBkuf2lJjJXtxMOlksS3wAQ4AC7DXHPK6dPWSptUTYQvAnXI8E6FIPp8OEWuID\/SXxeuKXSlK\/iKESievoIeBumvfQUOl7+0JL7QTS+V8Va9HnxCIYAUJHDNKYBRUF1QKqZRf6XIyMMZ7fnyCqcj\/xkb6hFYZEkaMkpiJGs0VO12A4B70rjfG4DhVQ0yVJeV8xqIIjgyWCmvjqKfQPl7LgkArEXfG4B+qdHS1pMFgOnQcvSW7vz3yOeZNsyi9TWHqmONRMK5D1u25HLMhPNqg9IlvqTscNC5benddO3JcAAwMm2OnKZ7DtOv0+zodhKVGqejArRVx3qhWyD3YcvWXPOnyo6LfQ2B\/sJYbq\/pm\/uv00dO9fn7+lUCKgXntoUnAvNdoKBe60VyVsHOsfSyiXDLBN76XgcKAwDt9r2N8+xV9XTeUS1Kk+0z7GhYx043H7ZsuqoBd7r\/eymhpuQbw50xS4rCHQyp1ewXgaSc5YkshpGXc82q47mRBQi89b0GgCDmvQGwMGIojecBXACg8UZv9jwkdWdXu4\/BN2PJTkEtCbw2Ngwnbj+GPLLMVesVKFI4l0DKvsJHphNTO1\/6LdYl5nsPpxnZ1M3bubTMgbxKk8qt+y2DAK7JA+P1Id1BSk7oBsDP\/ZxTex6S83nqxsr2Y8gDK0fm4szR3lYtD+foE360VLgigZbxNY4vncAz1H2r+fItrWNbdQlkFP8txMyEa9LOlRqn0u825odUpPicU0wBnnPaEE\/qbILWq63kOadGT4M8J4WfnukLDuL7JOxcwqd8VUJf8WqLL38ga1\/jOOPOQJWdhWm9yvXqUrvd+ixbTCvF99KNc34nAGB6eK857W7yvupKMf7WSKrPlmqXisBSH2uzOz6726oqI9ItXbm7VgIAoEU8a2EAOd1dol5Feqt+5MgpAAAJKb\/mNNw5pPce6TPujeXd3d+rtITx6wTqZZc\/Jk1f4wRK5RtLDRSmobbq0lFRY4rnK1u9fs163xEAAL1xX7VQuCawq7fGR8XaiM2Y\/VaUTeRyXn9g5GLnGL+yfS2FLx27qL6V9ZpGljO8if2itDDh6ju3Lf3WatTFyVdU34\/B+amRV8N29n2hzp9TaYOrJb65ngauWsAIcdVCQ8y7b4LWq002nTd6y1j242jZV7CJ7hqH6A1pIXpriPijCVqvtpJrTnOVfWSTfQWbGCR0AwCgXVMXvWV\/is2+gk0QugEAMjB10RvQOkI3AECfiN4AAABSQvQGAACQEqI3AACAlBC9AQAApGRm4Pxf8bwG8tLRjbWGrhbSxs+yodbvWDZ0hXpF69Ummu6+LvbeeDOvftncw5YkFeoHSnOB30CA3FNoov713+bZHBUHKX82e8q0\/fAYOQUAAEgJ0RsAAEBKiN4AAABSQvQGAACQEqI3AACAlBC95WnmnqLKddT6VtmrV80paRwAwJgRvWVIRBiTeypFG\/Ky59Yvfh5hxEPoBgBIF9FbbmTopt5mcBefLtRrFhoTADAG9w1dAHTOiDnibzAoA0H9Xo76tvZrPUGjm0qPKY0CqFzscuopO1coLZhvfbumRpHCTeSrL+EdAKAH9L1Nl\/hBVTVnTl9ZH1pVf4119K0KazTWKICeiy\/3Ym0kZ6QTKJiz4nat9dLGNFGgvgytAgB6QPQGN98cOBWjGN1pdmdbEdEXFchFX+4rRiC6il8\/vrS+wjhbAACAjjBymj9nNKN\/Kl80GfUzttXHHzsaTNS75VSmgZra67dbWsZMAQC9oe8tN84RxvD6+rhhfBb2JvpIYuGfbzc2LUaZo60jACAn9L1lKDBzP\/BRsXa2me91ILvALH61rfNyh8h5b750jIXhQhZro0y74y3cRM5PnS0AAEBHiN7yFAgjIj8K33bEOVRa462vMM51wsnWbpPS2sV8StwGAOgNI6fIR+kwMQAAGaDvDTlgwhkAYHoQvSEHdLkBAKYHI6cAAAApIXoDAABICdEbAABASojeYBrPFQA1SlJ1k5l7+ikeAADNEb3B1MUVAPUCnciS2LfhjS9V1edMNKwRAADNEb0hH30+pZSrXAEAQyF6mxbG+KB6FJXdhxRYTR9nNMYc7aRmNMXaHjJfYXwlKS2tM2vf20DVjPWd+dYeaQUAoBVEb1NBDREaQYm+UK1pvNZXU08CNf7aSemDks41nYUxyuwrhr6anrivsuEN7RT0h59GpgYAQG+I3qaCjDaMx6uXPq\/TuZrv0fLOvrciYoTRVxjj8abxI5X2mvV6y8L5MnIKABgKz1qYCirS6q7HyPkI+cgArmuDFwAAgBbR94bK9FFUgzHc6RsM7UJp4vG5++bhVV0HAIAuEL1NBX3k1J6SX7gmmQX+BtK3x1LVEn3GmP5R+JKFcGn1le2JdPpy37w6PSlfLQKp0asHAOgfI6fTInL+lj3vrXS1mBUqJRVYHl4YWfiqSflSI3QDAAyCvjcAAICUEL0BAACkhOgNAAAgJURvAAAAKSF6AwAASAnXnKaKO43Bh4thYeBwAWSG6A0AkAOC1NpouuQwcgoAAJAS+t4Sw6AYfPjfM8I4egDZoO8NAAAgJURvAAAAKSF6AwAASAnRGwAAQEqI3gAAAFJC9AYAAJASojcAAICUEL0BAACkhOgNAAAgJURvAAAAKSF6AwAASAnRGwAAQEqI3gAAAFJC9AYAAJASojcAAICUEL0BAACkhOgNAAAgJURvAAAAKSF6AwAASAnRGwAAQEqI3gAAAFJC9AYAAJASojcAAICU3Dd0AQDUMTMzE\/nRZDIZurCDtYa9nNaYttYAskTfG5Akzrs6WkNHawDZI3oDcsaJXEdr6GgNIF1Eb0CqOPvqaA0drQHkjegNyBancB2toaM1gKQRvQEJ4xysozV0tAaQMaI3IE+cvHW0ho7WAFJH9AakjTOxjtbQ0RpArojegAxx2tbRGjpaA8gA0RuQPM7HOlpDR2sAWSJ6A3LDCVtHa+hoDSAPRG9ADjgr62gNHa0B5IfoDcgKp2odraGjNYBs8JT6fAQeW47pwc9AR2voaA0QwWeD6C0r7JkAACfC95wwcgoAAJASojcAAICUEL0BAACkhOgNAAAgJURvAAAAKSF6AwAASAnRGwAAQEqI3gAAAFJC9AYAAJASojcAAICUEL0BAACkhOgNAAAgJURvAAAAKSF6A6bdoVVDl2IssmyN27dvX758+cSJEzMzM0OXBUAL7hu6AADqc56Md+\/evX379u9\/\/\/uzs7NDF7Dlqhkmk8nQxUyjLvPz8\/\/+97+PHTs2dEsAaMfMsIe\/mVe\/PKhNDqdxIB4tcYZI5WSGFl27du3hhx8WL27durVu3TrxYmVl5fz58y+++OLCwsIzzzwzSKlu3769fv36hj9IVTUjHZH4b3\/7W1HBHn7wrVQkXJdz587Nzc31UBcZRHKUmFqcI3JC9JYP9syp5TwrnzhxQsQ3i4uLTzzxRP9Funz58ne\/+93mP0hfwNFWUNVbRcZQF6K3Kcc5IifMewPy9OSTT4q\/7777bv9Zi3DkjTfe6DSLdevW9dPx1nVFeqsLgJwQvQF5euCBB8RfOdXJmLR+9uxZ8UK8dU5mn1nLXn7hwgXxdnl5+dChQ3LJ\/v37T58+rdacn58XWahN5PqKeLtnzx6xXGx+8+bNFqu8srIi6yLSF7mIEooXdqV8S+zWsCvia5w333zTWdlKahRS1FE0vngtCmAneO3aNfkdiXXabWoAA5sMqnilUP+GLUkGBv82MRTnvnzr1q1i9QoG8XrfKrnapUuXxEfHjx8\/ePCgvlzfVkQtYolYwUhTLFlYWBAvFhcXZVJyuVgo3oo0w0WSKYscb9y4IVMTxROFqVo1Z8pLS0uqSCJNWQV9TbmCvkTWQi1xtobxVqQsii2WnDlzxiiA2FZkUakudkUqFVKU4fr162od+dU4G0SsZjcIpg3ffk6I3vLBnjm1nGdlGVHpQYZcTZ7vw5vLyE9ECcaaMhaUL4yYJhz0SDKeUCGOiOHsmKO0bDJSMVaTBdCTsos08cRP4SWRjSPqYge74bqIr8a5z8YXUgbBaon6dmQhxVu9Qa5evUr0NuX49nPCyCmQieXlZfni9u3bJ06cmJubk51bxmobN24sTWrdunXz8\/PHjh27du2anv6zzz4rX8\/OzsouKLV+TAnff\/99ua18K8d2L168WLqhPoC4Y8cOe4Vz586Jv9u2batapBpEyiIqEo2jGlz4y1\/+smvXrpjNVUXUqG5tsgEVOcgrffDBB+KtfsHKpk2bOmoQAP0jegMysXnzZhkWrF+\/fmVlZXFx8bXXXqudmgz79IDgvffeU9HAa6vk68uXL0fe3vbAgQOFNZcr5iZk+v841UiiToaAMYFpK3bu3GmUXITLW7dujdlWVUR1hnXhj3\/8Y2GFdwCywR1D8sHV4FMr8k4QvtV8y\/fv3y8CFHkbuZs3b\/7yl7\/Uw0F5o7JTp049++yzIqrbsGGDnogzzRp3rPClE5OyvbDGEl+ZT58+PTc3t7S0NDs7u7y8\/I9\/\/KP01nrOvGK+jraKzR1DphzniJzQ9wbA7Sc\/+Ulxb1DywoULP\/7xj9VHIph77rnnPv3005MnT4qopVIfjwj7GhZsDGcgOUoru98+\/vhjfdA2rYoASBHRGwC3rVu37t69+9SpUyLeunjxov7crcOHD589e\/bAgQOVppfJiyU\/+eQTtUSkXHv618rKihqxlSmLJb01zsaNG+XUwOXl5b\/+9a+9DdpGkrMS9WmLAHJC9AbA69lnnxVR2ttvv\/3DH\/5QXy77nKpeGbBlyxbxd8eOHZcvX5ZLzp07Z19XEenIkSPqQoGnn35a\/P3oo48qpdDwFmgyUxFByhcdqVfIxx9\/vFg7bRFAVoa95JU7hrRo8G8Tg1CT38WLwGqXLl2Sq+m3mZhoNxhz3qtM3XfDuCubvHmYvCGFSFDenUT+AuU9SmRn2PXr10WpxMpyK\/HWPgTZdzCxq2bkLm\/PYSyXOS4uLspi60VSjh8\/rtYR+cp7dhSrXXfyfh92azgrotjFaPg1VSqkyld9TfqXKMumbhqiGkTeMa7Sbwx54ByRE6K3fLBnTqHI\/4\/5VovZXIQs+m14JRE\/yQBOxAEyzpAxh1goo0MRdsi4x7idm4hd1K1GxItA6Fb6P0\/j\/mryFsTF6tWyskjOGqliy9vYFqs3GZZ3MHa2hq8iktjQbpzaX1ONQjrTV+mIMsuuTVlIPZ36vzkki3NETrjmNB9cTwToerjE8vTp01u2bOFWakgC54icMO8NAGo6deoUoRuA\/hG9AUAdp0+ffumll4YuBYBpRPQGIEPqZhmt3zXj0KFD8kERFy9e1B9FBQC9uW\/oAgBAy+SMN+nhhx8uWp39Jm\/tNj8\/v3fv3qErCmBKcdVCPpiRCgDw4RyRE0ZOAQAAUkL0BgAAkBKiNwAAgJRw1QIAN33uv2RPmqk6k6bhzBt785hCDsVX2dJGYH4SgDCiNwAOegARCCaqBhkNQzdfgpGl7ZOztJGNcPcxOOOoBYBxYuQUgKm30CEQ4tgiiyRDn47K0Hpp26oFgKlC9AYAAJASojcAa1TqeNP7h+Rr+RwCtcToQIpZ3+5zci6ML6GxuZ6vUQa7SJHpBMofboRApnS\/AfBh3huAmpyhjJqIVliT0pzRiXO+mvN1ZCgTTscop52+\/rZJOvZCZy0CmQKAD31vAGrS4wz52l7iW9\/J2b+ltiq9TlNylkGlaZczUIVA2UrTiWwEIx362wDEoO8NwFg06XYKRF1FG1FR5IWiDWsBADHoewNQWSr9Q7IrrrdwSuaVSuMASBfRG4BqWp+b5bxEQL7QgyH9woLmWVRdoXTNJkGbXke67gCUInoDsIYRMBlXaDqvVKjxV09Ezf3yzV3TF9rPWghcKKqWq2sCAmUIFNUumy8d5wqljWDU0WgZADAw7w2AVzh68E3Pj3ntXFL6RIeqV0KEcw8kXqOogRUqFQMAStH3BsDE5K3B0fEGIIDoDYADAVw\/wqPJAODEyCkANwKIHpTeMQ4AbPS9AQAApIToDQAAICVEbwAAACkhegMAAEgJ0RsAAEBKiN4AAABSQvQGAACQEqI3AACAlHC33qxwc3wAALJH9JYP7s8OKPJ\/MuwUALLEyCkAAEBKiN4AAABSQvQGAACQEqI3AACAlBC9AQAApIToDQAAICVEbwAAACkhegMAAEgJ0RsAAEBKiN4AAABSQvQGAACQEqI3AACAlBC9AQAApIToDQAAICVEbwAAACkhegMAAEgJ0RsAAEBKiN4AAABSQvQGAACQEqI3AACAlBC9AQAApIToDQAAICVEbwAAACkhegMAAEgJ0RsAAEBKiN5Mh1YNXQoA+bt58+bp06f37NkzdEEAJCbJ6G0maOjSfen27dvy0CxKJf6K1+JgXa+EY64mkJ9+DjJ79+6dm5s7e\/Zsae5DtweAcUkyeptMJrdu3VKvlaWlpeaJv7ZKvRURWL1D5\/Ly8vr16\/\/1r3+9\/fbbomwnT5586KGHxMG6eZXFC\/G23Sb1qV39JLIDfHwHmcXFxRZzOXPmTGnufe7vRb\/7IPs7UFuS0Zuwbt06e+Hs7GzrGX322Wc1thJHpc2bN+\/bt+\/ll19+4IEHZIG3bt0qIrnmVXbWvSP1qp9KdkCAc0d79NFHe869z\/296HcfZH8Hartv6AK0RvwfTv7nuMU0RRBWbw7cBx98IP6K6M1YLiO5VNSufhLZAVV1cZAZlT73QfZ3oIlU+94MKysrvuXiACGOuWfPnl1eXpazg42pJPpbYxLx\/Py8nJJizEF588035QrihVxiFODjjz8Wfx966CG7SMah\/9q1a7KE+\/fvF6\/jq6wXVbyQU+tEMS5cuFBaTtkUcgWRjkpQlEEslCnY1fdlKost34oU9KawM\/IV25kdMB76DztwDCmCP3KVlNzXxA4SmXsgze52efZ3YLwmgypeKdS\/ytuW1eXGjRti4fHjx8XrS5cu6esY66u3u3fv9n2kEjl48KCey759++TEFLtspVW4fv26WE0kK16LY5l4ffXq1dIqy9eqqHJzmZQojKy4KKR8rYglspwiC7HmjVVqE1kRsUS1m7MiRqYyKbGhXQZfRoFix7cbUKqV31LgIBN4G\/6Ri91BrOA8LgWqUJpmF7s8+zswWslHb\/K1PCgYK4jjozya2OsHjrzhY7SMsZaWluRb8WJxcTFctgBZQvlaHvuM0DCcbOCtTG1hYUG1jzx6TlaP6c4Tkop0wxWJL0Mgo8jGB2prMXqTr42DTPyOYLwVe6XvuBSuQvhtR7s8+zswTplEb\/Jt6QrNozfj\/46+YEvOeKtRBaMYtY+kRhn0Y7TviCnXFzU6c+ZMYOX4Mvgy4miOHrQevU3WHmRq75uyOyqmnJWymHSzy7O\/A+OUyby3wppP1pGNGzfOz88fO3bswoULKysr3\/jGN5yrbd++vVid0zZggzz99NOyDJcvX\/72t79tfKrmvihvvfWWOOK\/\/vrre\/bssW9AVZudEZCoVg4yLe5chjHs8uzvQD\/yid4keRGAvqT1o4k8RB49evT8+fM7d+50riOXnzx50i6emlZcrP6vt1gb5Mmx1MLV3VWVvLWBOCj\/7W9\/0++lIjP9\/e9\/X6xe9qXf5\/2FF164fv36wsJCKzd\/D2QETC3Z4yVn7rd7dBp2l2d\/B3o1bNdf7ZFT5400xWFo9+7daraHnF8iRxDUjXzlR\/IAKi8RUBOH5Xiokawc5rhx48b8\/LxaKI9T+hKbzFGsoya4iCXGJnIcVg6\/ymKIJaVVVhdJGEW1G0TGgkaaxj2N1USZ4t5cHJG+Ghq2qx\/OVH8byKgIDioZrQ3U0Pz4Zu9xusAxZBL8kesXP8nJavqGgdxL9\/dJB7s8+zswTklGb+F4VD\/UymOZvCxUP2rIOE8dYsRr8UJeKmXEtfKQJA61KghTCwORlspFFEBmJMqgDmc6cfhWs08CF5yWhuDOiFwk6DwsLi4uylIZk2NEvfat0iNOvfrhTO0y2BmFN3G2NlBDw+jNuZfpfMeQSfR+IcjrT9WGgdxj9vdJ27s8+zswWndvPlkMZ+bVL2\/zMzncbUnkLYVaqe\/NmzcPHz781ltvddw8AGpqcX8HgLHJbd5bP\/7+97\/bz1EAAADoAdFbNfJO4kePHu3imaoAAAClRjRy2q1XPK+rulAU\/1cUu4qi1ydHA5V1PRVh5Bg5BZCxfJ5SX+KVltJ5YuiKAACA6cbIKQAAQEqI3gAAAFIy8MjplE\/NAdrV30RSAMBw6Hv7YnbzzD32p2q5\/WmNjGps5StbD80SWf6eywYMIv5Y4du2UkY1itf\/scKZVyuNACBg2qM3cTSRV6WFr02LWaeUvnnkUUwW78t7K\/d17HNmFKh+n2UDBlHpWBG\/PLxy\/G41yLHCl0ugEThQAK2Y6uhNHY4V4+BirzCq4nWnRq05LiNjHCucOFAAQ5ne6K3G0dY4WBf3hir0hfYS46+9UB+ZjR\/1cG5lDPLaqelL7OFgZ\/mN9QPV57iMLNWLzJyHAuNT385oHzcGPFA4ixc4UDgrwoECaNf0Rm9VOY9l+iCFPnJhHBmNo5U+\/uL7W2qiPYfbeOssnrFEX8f4VK+msX6g+gAU++Dg\/NS5M6qVx3CgKNbu70XZgaJwhW4cKIDWEb2ZjIOavtx4XXr0rHqobTj4YszLcSalThXOdfSPnFWuVH0gb75jhfrIiMMC6RSe\/c6pzwOFc7XAgaLwx4sAWjQ1z1oYMXmgr32Mq\/Q\/2vCVB4V1XAZQg92R1hwHCgAKfW9DCh9P7bEGuztQH5WIP5I68616OGYcBOhH6b4WPlZwoADyQ\/T2BX3Ghn6M803ytf+qsRJ7W+OvytE+vBql0tOMP+z68lWpBabj2J\/6yq+nNvS3B\/Sn9FhRrB05tcMX41gRuGShiDtQFLWOFTEHisJz7AocKIz1OVAAXZjekVPjOBieumFvW\/o6\/qPScsZ8WrVIzkgxJoVA2ThAI0v1jhXxt4WLP26UlrP0o3aPXRwogKFMdd\/beC6DyuBwlkEVAJ+RHCsy2MsyqAIwBlMdvRUjOCjbd1oav\/AoMJCl2seKVsYNOVAA0E3vyKky7NEkxWNZeNQVyFW933kre0eKuxgHCqA70973BgAAkBaiNwAAgJQQvQEAAKSE6A0AACAlRG8AAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkBKiNwAAgJTw1DkgVTOvVnvw5eTwFO3s8vGaHN8AZIm+NyBVUxWNAQAUnlIPTIW8Qz3Z0xaznN44ABmg7w1IWN4xWTxiMgBThegNyB9BnkSQByAPRG9A2ojMJCIzANOD6A3IHOGdRHgHIBtEb0DyiM8k4jMAU4LoDcgZgZ1EYAcgJ0RvQA6I0iSiNADTgOgNyBYhnURIByAzRG9AJojVJGI1ANkjegPyRDAnEcwByA\/RG5APIjaJiA1A3ojegAwRxkmEcQCyxFPqgZb5npjen1dGUIZxoB1GgjAaaNcMOxXQLiIGwMCJBmgXI6cAAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkBKiNwAAgJQQvQEAAKSE6A0AACAlRG8AAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkBKiNwAAgJQQvQEAAKSE6A0AACAlRG8AAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkBKiNwAAgJQQvQFozb59+65evTpZJV6It+GVz5w5I9c3PrqxaujaAMBIzdjHTQBNzMzMDJW1c3f+\/PPPRST00Ucfzc3NdZr7wVV\/+tOf9uzZs7i4+MQTT9y+fXv9+vW+9UWp7r\/\/\/nXr1tmNJkO3DRs2tFU2ESbOzs5u3LhRNsiVK1fef\/\/9W7duvfbaawN+X9ODEw3QLvregHyIQOTEiRPy9f79+2dW\/epXv7pz584zzzyztLTUPIt9+\/b5zsTPPfeciMZE6CZe79ixY3l5WcRJgaREcOaL7TasaqVNREApojQRup0\/f142yOuvvy6Wv\/zyyyJ0ayULAOgZfW9Aywbvy5E7tVGMq1evbtq06cKFCyKuapL4mTNndu\/e7ayjiBFF9Fa1+s7StkV2B165cmXz5s3GRwsLCyKi7S5r6DjRAO2i7w2YCidPnhR\/H3300SaJ7Nu37wc\/+IHvUxG6DV1L04EDB0RMaYduwtzc3PLy8tAFBIA6iN6AqSCHC+UkM2V+fl5dZHDjxo3jx4\/L5cb1BJcuXZJXIbz66qsyRJObLC4uyvXlW\/21euvLwidwKUPVpBYWFkR9P\/jgA98K7733nr0wsk3E8lu3bonX169fP3jwoFgiWkMtCdRIrCYCSn1DVVqRncxXpKMPcxspiDWNjCZrqQ3FCsY3BSATEwCtGnqfLpzFkPPVRNygloggQLyV0Ym6VlQEauLtrVUyHRE3yE\/llQSBOtofBbLwbaVnXTUpg1xHRGPxTRfZJiIYksmKGGuyGkWJdeQS8ZFYosdeYisZrsnGlKuJF3KJvCxXbiUWyk1ksiJ3u02cGYlEZORnN4jYUFSqzZ9XLUPvlEBu2KmAlg19onQHWDIgUGd3GcwZ53UZIqhwR6ZjRD+BOhofxWThS7BeUgYZM8W3W3yb2EXVe9Ema6NklfLkXqymfyMy\/DKKqtaPz0huIkqrbyJWHsmNV4beKYHcsFMBLRv6RPnFTq2iENWHpJ\/IZehgbCg2mWhdPs7qBOpofBSTRWQukUnFF9WpXpvELHEuFBHh5F68Zd\/frkZGsvx69CmCddWfN6yhd0ogN+xUQMuGPlE6dmoRGRgzn2SXkrGh0eXjrE6gjsZHMVlE5hKZVHxRneq1ScySSgtFvKUmwFXKyO5+M7oABzT0TgnkhjuGAC0b\/A4Uk4h7cPjW0Zc71wkkbnwUk0VkLpFJGUQM9MADD+zfv\/\/YsWNN2i3cJjFLYhbuW\/X1r3\/9ypUr7733nrwXXdWMlpaWZmdnT58+PTc3t7Cw8Mgjjzivt+0fJxqgXVxzCkwvfRKVcvv27XFmUTWpf\/7zn+Lv9u3bx9Ymdsoi06NHjz744IMvvfSSiLfkBcI1vP\/+++Lvzp07xd8tW7bItwDyQ\/QGTKNr166Jv48\/\/rj90WeffTa2LOol9etf\/\/rzzz\/ftm2bb4WFhQX97h49tIlOhoky5QMHDtx\/\/\/2HDx+O7Cb0EemsrKysW7dOVG3Dhg3ibevFBjAGRG\/ANLp48aL4+73vfU9fKCe8NwwgusiiXlLio9\/97ncbN250PiJMBE87d+48cuRIn22iX3O6a9eu4l5vmbwPXyu5vPvuu+LvU0899cknn7RSZgBjNPTEOyA3w+7Rx48fl8UovZmtvETxxo0bMqSYn5+\/c+eOumJR3ZDMGElUd9AQ6esdV\/LaTCPfcBb6VqULS5PykamJour33ZW3zLUHScO5qIKpIEykYLSSvUSSC1XKsnnVDVzkbXVllCk2lMWY3LtVsjNrdTmF3Qjyogc9Uhzc0DslkBt2KqBlozpHhtfX7+9\/9epV465mznTEOjKA0zu0Auv7svBtVS+pMBHHiNKqG96KF4Hb\/Ea2ib3QXmI3kXpCg\/ir38tDRGwygBPL5dXB8iYv8nkMpVkbX7R8MEN3P7MaOtzfgKnENadAywa\/5hQjNIm4ELgtImr8+OOPX3zxxaErbVYfQFuI3oCWEb3B1mf0dufOna985StD19hRfQBt4aoFAMjH0tLShx9+OHQpAHSL6A0AuqUumCi9lKQ2NVfvoYce2rFjx9A1BtAtRk6BljFyCp19jO3iF3L16tVNmzatrKwcOXKkrfubdNoIAJogegNaRvQGGDjRAO1i5BQAACAlRG8AAAApIXoDAABICdEbAABASojegIFN7j0hauiCdFvBXOVdOwDjxDWnQMsqXXN693F1XKOK3HGiAdpF3xswmJ5Dt67PoNNzhp6emgIYJ6I3AACAlDByCrQssjvN6HhzvjUeba72VvWR+tR4G1hf38TIwvkkdTvlcNmcKYS3dTZOTKaBbUsbMz4jX1Orho3JyzjSOqvg\/BIja9R6rYvg760qTjRAu4jegJbViN4CZ83CFf0Yr8MLfasZWURmF1k2vZqFPwzyBTHxmfq21V\/EN6YvrAknXvrFlbZSpW855rtrUuvSktTAiQZoFyOnwPCMk6J8W\/XqB6k0cV8WgXhIT7lq2ewsSrf1BUOlG+rhhdGTZC+PrJ2zc9HXaDW+uNIWKK2RM8dArWs3L4DxuG\/oAgCoQA3VGR0hzvN3zDhjTI79V1OVvOs+m5ja9VaY3sTXyPd7AzAsojcgW6XjjOM0qgK3Upjm88bGViMAw2LkFMiKihJ83Sq1O5AiN2yxg6pqUnqQZF9M4Fwen5e9QnzxZKZSpYoHalQpncCUxEqtCmAk2C2BlsWfYsPz0At\/n419Mi6d1VRY09udWZSmU3rda6Bgkdcw+i6VLd3QrqbeXDFXX4arbww4hq\/8DdciUHJfIUsvBXVefBC4+jW+eX2\/t0o\/9cg1AcQgegNaViN6Q6eGbWdn6NNDeVrMxdd1R\/QGDIWRU2AwjElh\/JqHbgBax8kDaFmNyUmcCLszhssFIkdOx1brVq5ZdrYAgIaI3oCWEYoBBk40QLsYOQUAAEgJ0RsAAEBKiN4AAABSQvQGwJyWVHWWknP9tqY6NUlHf4xpP1Ovatz1d5xSKScwnXhSFjDtMg7dnI9771Q4l4RCIp5tCowZfW9Abmo8YCrwturm9RLxlb+t6GEkUchIihFf2oTCTWCqEL0BAACkhOgNGB19tpax0FhiLzcWOtdxLqlanshE7OLpZYuslC8vX8Gc6QRaKZxmjZVjShjT1KVZxzRd0eAXRfcbME7MewPGxTlby\/nCuVyfrmSsY2cRM7HJN3vMyCW8rbN4zplVzoXOAoentRnpOKOxmDRrrFzadDHNFVnO0t+D75sqTQHAmNH3BoyXfSZWIYIKgEo3DzwiPbJnxdnDpCcSLkB8RqXplBYsJoVA09nRXkw7+1Zzxo7x9TXStEPJotbvoUkKAEaCvjcAJdo9o6tesebdPF2EGiqUaWXEsFJqRiDVlo6SBTAgojcA+EK744Y1Uosf0R5DsgCGwsgpMF52z038CdjX2VMvNSNNI5GibHDQyCimL6pS11frM+urJlha\/dqJ2F9W1W\/QTrbJbwDAGHA9EdCy5udCY9KVvtA5MctY34757CLpqTk3L\/yTwOxEfBFAuACB2WzOwsQXrFgbshjbljZd4YovYwpQKbWY5tIvhvA1fuTvoVIKMV9TJZxogHYRvQEtoycjBl0+MQZvJaI3YJwYOQXQt8GDEsTgawJGi+gNQH\/kDT6ICWLETCjsNHe+JmC0GDkFWsY5DzBwogHaRd8bAABASojeAAAAUkL0BgAAkBKiNwAAgJQQvQEAAKSE6A0AACAlRG8AAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkBKiNwAAgJQQvQEAAKSE6A0AACAlRG8AAAApIXoDAABICdEbAABASojeAAAAUkL0BgAAkJKZyWQydBkAAAAQ6\/8BLCZSlkZiG4IAAAAASUVORK5CYII=\" width=\"201px\" alt=\"assets plus equity equals liabilities\"\/><\/p>\n<p><p>For example, when a company borrows money from a bank, the company\u2019s assets will increase and its liabilities will increase by the same amount. When a company <a href=\"https:\/\/accounting-services.net\/ledger-is-the-main-book-of-accounts-it-is-the\/\">the process of initially recording a business transaction is called<\/a> purchases inventory for cash, one asset will increase and one asset will decrease. Because there are two or more accounts affected by every transaction, the accounting system is referred to as the double-entry accounting or bookkeeping system.<\/p>\n<\/p>\n<p><p>This includes expense reports, cash flow and salary and company investments. The accounting equation states that a company\u2019s total assets are equal to the sum of its liabilities and its shareholders\u2019 equity. All assets owned by a&nbsp;business are acquired&nbsp;with the funds supplied either by creditors or by owner(s). In other words, we can say that the value of assets in a business is always equal to the sum of the value of liabilities and owner\u2019s equity. The total dollar amounts of two sides of accounting equation are always equal because they represent two different views of the same thing.<\/p>\n<\/p>\n<p><p>If splitting your payment into 2 transactions, a minimum payment of $350 is required for the first transaction. A balance sheet must always balance; therefore, this equation should always be true. Balance sheets are typically prepared and distributed monthly or quarterly depending on the governing laws and company policies.<\/p>\n<\/p>\n<p><p>Since the balance sheet is founded on the principles of the accounting equation, this equation can also be said to be responsible for estimating the net worth of an entire company. The fundamental components of the accounting equation include the calculation of both company holdings and company debts; thus, it allows owners to gauge the total value of a firm&#8217;s assets. The accounting equation plays a significant role as the foundation of the double-entry bookkeeping system.<\/p>\n<\/p>\n<p><p>Our PRO users get lifetime access to our accounting equation visual tutorial, cheat sheet, flashcards, quick test, and more. This number is <a href=\"https:\/\/www.bookkeeping-reviews.com\/website-builder-for-bookkeepers-and-virtual-pa-s\/\">website builder for bookkeepers and virtual pa&#8217;s<\/a> the sum of total earnings&nbsp;that were not paid to shareholders&nbsp;as&nbsp;dividends. It can be defined as the total number of dollars that a company would have left if it liquidated all of its assets and paid off all of its liabilities. If a transaction is completely omitted from the accounting books, it will not unbalance the accounting equation. In Double-Entry Accounting, there are at least two sides to every  financial transaction. Every accounting entry has an opposite corresponding entry in a different account.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The company uses this account when it reports sales of goods, generally under cost of goods sold in the income statement. The most liquid of all assets, cash, appears on the first line of the balance sheet. Cash Equivalents are also lumped under this line item and include assets that have short-term maturities under three [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[146],"tags":[],"_links":{"self":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4604"}],"collection":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/comments?post=4604"}],"version-history":[{"count":1,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4604\/revisions"}],"predecessor-version":[{"id":4605,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4604\/revisions\/4605"}],"wp:attachment":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/media?parent=4604"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/categories?post=4604"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/tags?post=4604"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}