{"id":37983,"date":"2023-05-15T14:39:11","date_gmt":"2023-05-15T14:39:11","guid":{"rendered":"https:\/\/dincubadora.undc.edu.pe\/?p=37983"},"modified":"2025-03-25T15:01:03","modified_gmt":"2025-03-25T15:01:03","slug":"understanding-the-accounting-equation-assets-and","status":"publish","type":"post","link":"https:\/\/dincubadora.undc.edu.pe\/index.php\/2023\/05\/15\/understanding-the-accounting-equation-assets-and\/","title":{"rendered":"Understanding the Accounting Equation: Assets and Liabilities Explained"},"content":{"rendered":"<p>The differentiating factor is equity, which reflects the owners\u2019 stake in the business after all liabilities have been settled. 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). Because it considers assets, liabilities, and equity (also known as shareholders\u2019 equity or owner\u2019s equity), this basic accounting equation is the basis of a business\u2019s balance sheet. Additionally, it lays the foundation for a double-entry bookkeeping system, which ensures that every financial transaction is recorded in two places and that the company\u2019s books always stay balanced. On the balance sheet, the accounting equation gives a clear view of financial health by showing how much the company owes and what it owns. As you can see, no matter what the transaction is, the accounting equation will always balance because each transaction has a dual aspect.<\/p>\n<h2>What Is Shareholders\u2019 Equity in the Accounting Equation?<\/h2>\n<div style='text-align:center'><iframe width='562' height='310' src='https:\/\/www.youtube.com\/embed\/FHgBgC5gbkk' frameborder='0' alt='the accounting equation may be expressed as' allowfullscreen><\/iframe><\/div>\n<p>It keeps the balance intact while showing how the company\u2019s operations and financial decisions influence equity with other elements like revenue, expenses, and dividends. The accounting equation forms the basic premise of all financial reporting in an organization. It implies that a company\u2019s assets must be paid for either by borrowing or from its own funds. It shows how a company\u2019s resources (assets) are funded either by debt (liabilities) or by contributions from the owners or shareholders (equity). Every time a business transaction takes place, it affects at least two of the three components of the accounting equation. For example, if a business buys a new piece of equipment for $10,000, the  assets of the business increase by $10,000, while the liabilities and equity remain unchanged.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"the accounting equation may be expressed as\"\/><\/p>\n<h2>Examples of the Accounting Equation<\/h2>\n<p>A credit in contrast refers to a decrease in an asset or an increase in a liability or shareholders\u2019 equity. The double-entry practice ensures that the accounting equation always remains balanced, meaning that the left-side value of the equation will always match the right-side value. The accounting equation focuses on your balance sheet, which is a historical summary of your company, what you own, and what you owe.<\/p>\n<h2>What Are the Three Elements in the Accounting Equation Formula?<\/h2>\n<p>Proper management of these obligations is essential as it ensures that a company can continue operations, meet financial commitments, and ultimately achieve its long-term goals. 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>In conclusion, understanding the basic accounting equation is essential for anyone involved in accounting. It provides a framework for understanding the relationship between assets, liabilities, and equity and ensures  that the balance sheet remains in balance. This straightforward relationship between assets, liabilities, and equity is the foundation of the double-entry accounting system.<\/p>\n<h2>Accounting Equation Explained &#8211; Definition &amp; Examples<\/h2>\n<p>Established corporations also leverage the accounting equation to manage complex financial operations. For example, publicly traded companies regularly report their financial status, showcasing how their assets and liabilities align with shareholders\u2019 equity. This transparency not only satisfies regulatory obligations but also helps attract and reassure investors by reflecting a strong balance sheet reinforced by the adequate accounting equation framework. Moreover, insights from this equation can guide corporations in debt management to optimize their capital structure.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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69CyrapRj4EU\/PikI7KV59MwWePgPv58XYOyicf8Aqgpe4HW+TWYxRVM9a5jpIqvimcXG2MBnExvtZu05nO1Kirhhb9WMYXiopqGr4iA0sMuTwelk5bzIHHNNA9+uUaXsmkoZ4Su8d9wPA\/vzwvwvwj\/R+I4viOJ\/n5c+fjfybZee+kq72vBAhraKjrH4lIzwqnhn4ttKzkcbG15ZmM5zZSbZsova9hsVed8nfRxLFhEMQqTUCAvMXxUEWQyZc\/4GJl75G7b7F9H+Dk++CYSf6DTjuYB6kJr5eboqDiZ54Qb8VNJFcixPFvc25HNe17LyUwBcA7Rtxc9Avqe5b\/fRZbEsQHRW1Y7p5AucSQrt7uuCBhlNR1lQyqr3SU9LUTsDn0+QvhifI0OApwcpLQDYg25wqxcHrcnBiWL0dFU5+JndKH8W4NfyIJZG5XFrgOUxvNsuvpjvlMz4fXj51FVD61PJ7V85uCK+26HDP65474JR600K3cHBEwEbWVbu2pP6rAvYzgnbnx\/o057aqb1OC9fDUq5IsAqpIpHxPZLSkPje5jgDUMabOaQRcOsvnbNulq3eNVVDu2aQ+lyElMPDP3t6LCK2lhoYnRRS0vGODpJJCZBNI0m8jiRyQ0WGmighZqmpe83e5zz0ucXHvJWJrrfvf7DoUk1Nu9dvc0VLTsxfH3mOkeM9Fh7dKvErWOcMu1zKXUfGEtDgQczWuYZLc73G+F93MMbXCLwd0U0sUlOHmRrWh3xbg4huYhhaC7KNc+gFgvnfut3S1NdM6oq5nzzPsC952AbGtaAGsY3mYwBo5gFbzgQ1\/F4W+4zNNVURvbe12uih+0E3W2z2kxQW4i\/8cFz7TcBAIdgbj3d\/GimSI7DbNlIuCCQRzXtrbm2rZxYrB8ulYetj3N+zX0rXYfXPjN2OLSdDY7e0bD5VtW7oXO0miilHSQGO8jgLDyBehjMcT2ajucQfoOa8vLvaB2qHvaCPqeSw1TKV4ux0kJ+a9pe3sBaS4dputTGvdiLqci8Yka75jrOb5HXzaflBa9smouLjoNwD1aEHuKtgtOjt8HY\/vmVVHI0vh8W4H98AnOsOv0JjnrYhsDxtdC7r+Mj6tQA9vc5I\/A5bXYGyt+dE4P8AsHKHlCkIzR2rvH74cCkYDj2b\/C\/ljxC2u9y1pleDbWI6dIzMukpN0TpJHNk5cMj7FhHitcbNLecFun\/nVc2HOY4bWuabjmcCNnWtrDugsc3Ew8Z9JlIN\/nZQcubnuBtWWNK6T3PArUCl9KU2\/la4M3osayujQmt1ag7CPobjVeHGKXipXx3vlcQD1bRfrtZdHuZgpnZ5BnjdGw34wtexpcCA4EAEka6aLnIi18hMz3DMSS8NznMTtLQRp2dWi30GDu4qSOGWKUSOY45XZZCGX5JYdBqQdTzdaJo+4GOcQbqm+nf3IlB\/iF7Wgi+guqMttcsFoK6lEbgBIyQdLCTp0EW0PVqvM5lv31T6yJ0bi1zSxw2g7e\/o7NFja0kGwvlFz1Nva56gSB5Qt7OyCTXvXPf2iAKd2S9OGUxlkbGzQuNr7bDaT5BcraSbmHOvxEsU1toDg147WkkfasWAO4qKaf5VuIi\/Pfq4jra0X71qXU5axkmwOLg2xN+RluezlC2vMVnJe550XUAuwrU0qe+4d+a0BsNkMabak33GlBWg7rzmMl6avCpmDlxPbbnym1vzhcde1a+66Dc\/iFUb5Z8jGWzOlcCxt9g5YdqbGwC2GN4vLHk41lNUMkGZj8l8wG3XmIuOa2qWsRGv0CGk9xp37RTvxU9XhOZpguA7wD3Yg17q0XH3Q1y6D7p0r\/Hpcn5UchHc3QelN8Fon+JNJEeYTMzN72aDykq3Wadpjh5V9CVRqoPYe0+dD\/uAWjczu6U24HX6Fuarc7NlzMyzNGx0Lg\/Toto6\/UAtG9pBsQQRtBFiO0FXQojInZNVTFhPh9oUSuelabi3RqPWsZKA9XUVNV1tk0uTQ5DlyKLp1RdAKakupUST3JpKLpLIQi6c1MukLkUSqnEjtSOcmvTbqQCRKddD0y6UFOiVUXSXQEEJoSt6ElkcYmvP2ooiqdnTcyYSkUtFKqyPPP0pl0rTzJl0BIlVc4dbPjMOPSyqHc6A+tVoVnOHYNcM7Kz00qrGvMWh\/fd5egXr7M\/yzfP1KEIQsa3q8\/8A6cEn8H4g3orGHvhaP1VE3\/qGMtjcR6cPgP8AvqkepSf\/AOm2\/wC9MTHRUU5745B6lG\/\/AKirf4Zpj04bD9lTV\/sTQq1L6k8GOW+BYUf6JGPqlzfUvlsvp5wS5c25\/Cz\/ADDx9WeVvqQELWYtwYMCnmlnlppnyTSSTSHwmZoL5HF7iA1wAGZx0CxjgsbnRtoX+Wrq\/wDvBUf38MeqW4xirBUThrcSrmtaJZA1rRVSgADNYADSwXCVGIyu8aWR19uZ7j6SkhfXDdVEDSVLeY00zfJxTgvmlwV5LY\/hZ\/pTR3tcPWvpRTnPRN\/KpB\/ah\/avmRwdZ8mOYSenEKVv15Ws\/WTKQX023cUFHNTPjr2wOpSWGQVLmthuHtLM5eQ3xw21ztsozO5zcczazAR+dLRn0yFejhlRZtzuJdTaZ3dWU5XzPQhSVwnYaJuM1gw\/wfwT4gxeCGM04+9oc4ZxXI\/CZ72+Vmvqo1QhJNCuDwLDfDJhsDa2QXPXDTlU\/CttwKz\/AAfU\/wCuO\/4EK6Vlf3x4Fcu2f8sfEKey4DZr1n1D2pshvr5FjulY77V6nRovHVSEpLpCkupqJT2OQx5abgkEc4JB8hCaAnOta+22mntUSAmCVtYN0EpGWQNnb0StDj5HaOB67lZMtJJzvp3dH4WPvtmHoWic\/uTVSZVuLfd8PthyV+tOwfR3\/lfzx5roKjc7KW3iLJmjnicCbc1wbG\/ULrR1MDmmz2lp6HAg9xCKactN2ktPS0kHvGq28G6idoyvLZm\/NlaHfboe8lICMzCjuR+o9FKsB+NW\/wC4fQjmtK51+vtXv3OvHGta7xZLxO7JAWfYSD5F7xiFHJ+EgdEfnQuuPqmwHkBStwaB+sNWwHmbKDGb\/naXPY1RiRxolr2lvlUcRVShy5Dg5jmuocK0PB1CsO6VvFMhpz40bXPkt8+Q3APW1tu9bWvdTww0zJo3SPLC+wcW5RIcxOhAJvoB+Tzc+uxHczU6uc3jCdrmuzl3X849ywfd6pi5Jc8dAmbciwtoHjTyLPoCK1oY4GhJNHUqT3ipGJ9Fo6QwnOMRpFQAKtrQCmw0BwHqvXU0cEEzC8PfA9jZWs0zXPih7SRcDXTrsb63w7qsQZMRIx5NuSI3My5G9LbEtIvt59RzbNLX1r5HF8ji5x5z0DmAGgHUFkwuoja68sZkba1g8st16A37NFpbLFtIjiS4DZS\/j63VWZ00HaUNoAaTW+t3Ct2QvAXmc5e7B8JfNmIIaxgu+R5sxg6zznqH2L1YhFSOaTG+WJ4FwyQZ2u57BzbkX6TovLhOPTQtLWOGUm5a5rXAmwF9RfYArXRHvYejFD8wp+DzCqbDhsiDpTVvykH7EcinTU\/Fjjonks4zi2vsWPcQ0OcQAdG8wub7FlduhkPJlDJ283GtBNup4s8Hruuix+iEga17mxsp4myTljP5SX5LWN0vySb9fWtDjOCBsTJYzJlc7IGytDXnnDhYm7TrzA9t1kgx4UUDpMdhpwvpjS+7Na40vFhEmGbtorx92puBuvrgvM91M\/mkgPV8dH9uWQf2lrpI9SGkOA+UAQD18oAjygL14lhMkIBkbbNsBc2+ouLtBzjTpAWvdJ\/45l0IIBFWOqPGvPHmsEYkGj20PhTlhwC6u6W6ZdK3rXOK11SXS2SOdZMJTSqnh9kjymEpb6didEVSXSEpEKVFFOB0TUrUOsOtCaAEXsmOemp0Sqskju5Y7pb6diZdMBIlOSgpiAU6JVRdCc9v786bn6NPShJKB5Er3dHOsZKUftRRFVWzh0R\/FYe7ofUjvbCfUqsq1vDjb97UJ6J5h3xs9iqkvM2l\/fd5ei9fZP8Alm+fqUIQhYV0VdD\/ANNWW8eLM6H0bvrCpH6q5P8A9R2G2JUTumht9WomP6yrTheMTw5uJmlizWzcVI+PNlvbNkIva5tfZc9Kx4jiMspBlkkkIFgZHueQOgFxJshC8q+lvA4q2\/5O4ddzRZtS3UgbKuo6V80kIQu94RMQGN4ra1jX1LtNQc8rn3\/tLgkIQhfVbcpuzoPAaYPraNpNJAHB1TCCCYWgggvuDfmXzV3mqxkWLYXLK9scceI0Ukkj3BrGMZUxOc9ziQGta0ElxNgAVyaEIX1OxXfTwCRjo5sSwuWN1s0b6inlY6xBGZpc5rrEAi42gFaRm7\/cqzZU4OPzWU\/6rF8zEIQrNcOndXhdYcM+5s1NLxXhgm8HaGhubwXi81mtBvlktt2FVlQhCEK1\/Aqf95VY6KoHviYP1VVAK1HApd961v8AXx\/bGfYujZR\/qG+fouXbA\/pXeXqFYFISnMjJ6h0nQfv2JbtH5R6Ts7tvevW1XjEEX170mnb6EcZfbz\/uFiKAEEp7noY77Uy6S6lRRqlckunPPP5CmBMJFKSnO1F\/J7E3L09wSsl8gOnWg9yF78LnYzbEJZC6zQ+7mgaWtG2xc4m+022aLdbpWBsDTLHFFO5wLGxtDXcXzmQDT9x1ry7m8figaQYXcYbgzNLS8Xv4oe0gWHNsPOtfWzx8ayUSSS8trntkbaSzSDYuBLXXGmlrdC5rmOdGqWkUvBx0qbMmjxxXTa9jYNA4Em4i4aNdpwLj4YL0UuF1cbeMa2VjbXJa7KbdJaHZrDbqE6HdbUN5LnNkHRIxrh3ixPlK3v3Xp81RUR53zCO4fIBaMuIjaxg7Trt0B11XCPNxfyH1Jy41ivSsF1MRQ1x21OV91ckpg6vToYhvrgailabKC++6+ma6A41Tv\/C0jQfnQuLP7Og7ymmkon+JNLCeiVmcd7NnlK55KG+TrK1aoG9hzh515Gqza2XdtrT5UPFtCt\/JuYkcLxPint9HIM1utrra9Wq1NTQyRnlscyx+WC0d50PkWCOQA6d\/sXvp90NSzQSuI2WdZ7bdFngiyYbHbcCD41B4ivokXQHX0LfC8cDQ8yszd0krZZJmOs6Q8oWBZbmFiNco0B0PetnRbphJLSGZ1+LdIZCQA0OfcMNhpZvJN+Zak40x\/wCFp4nflRXhf28m7Se1qxOo4H\/gpsh+ZOMvdKwFh\/SDVnfLwyPfYQaUqL7qEYi+4HaAr2TEUH3HgitaGovqDgbryNhKz7p8MkY58j3xuzvJa4SNc54cSQQ0a2At1DQBaS6y1MJbobXbocrmuFjss5pIPkKwLfAaQwAkHwFFhjuBeSAR4mt660v6E0lISkXNottU8nTsTErSmuTAQlXAb8W6mejEBgc1pkMgdmYHXDQy23ZtOxd8oi4Rjv4oP68\/8FbZBjXx2tcKi\/0KshCrgucG+vX\/ADovND1FObvsV3TCf9l\/\/pcGhel1KBuDgtnRtyXf\/wCdyu6Kc\/7N3qkCd\/nerfmU3m5P+8o+SXS1GBuBLo25KRGb71Zzx0x\/QkH\/ADVlG\/DVfQwd0n+NRsClRqMA\/CEdEzJSW3fjqfoIP95\/jT278c\/PTxeRzx7VGKFHq+X3fX7pdCzJSiN+SX8Wj847\/Cnjfnk\/FWeSV3\/bUVXSgpGzpfd5n7o6FmSlcb87uekb\/wC4P\/ZKP88x\/Ex\/7n\/9dRQhHVsvu8z90ugZkpbZvyDnpCOycH\/khZWb8bPxZ\/nG\/wCFQ+hLq2X3eZ+6WrsyW73+sabi8MMTGGAxSmTM8h4ILC3KA21tdbqGnb20n0zPquUlIWOL7PycV2k5pr4lbYMw+E3QZgoz\/wA28v0sfc72J8e9rJzzMHY1x9iklCq\/jEjun\/2Ku1+LnyXCQb2DPlVZH5tPm9MzV6W71sHPXSf+zB\/6pdkhL+MSO6f\/AGKjr0bPkPsuWh3qKQ7cRlH\/ANAD\/wBYvSzejoOfFJrc\/wDBxH2+FldAhP8AjEjun\/2Kjrkbe5D7LXQb0+E\/KxGq8lIB+u5eyn3pcE+ViNX2Cmse\/IQFlQj+MyWR4qOtRt88vsske9PgGt8Qrer4q3\/SlZYd6bc\/z19af0QP+kXmQn\/G5LdPFQMeNvnl9lt496fc5+N1R\/Tt\/wBKvVBvWbmxtnnd+dK8f3YWrnkJ\/wAdlMvT7KJiRj\/qO4\/hded6\/czpZ52c9RKNefmCzR72W5r8g9tXP6pAuKQmPZ6VGzkPsoF0U\/6juK76Ley3Mn5MI7ayoH\/PXZ7iIMHw9r2Ub6aISFrn3qM13MBDTaSR1tCRt51ByFJtgy7TVt3gAoPbEeKOe4jvKsa\/dTSnbV0\/n4v8ac3H6Y7KiA9k0Z\/WVcEK\/qtu9yWbUW5qyQxeD6aHzjP8SyPxOE68bHr\/ADjPaq0WRZLqsb3L8paiM1ZhtYw7Hs+s32pzZmn5Te8KsuUdCMg6Ajqwb3L8pagN7krQRyN2Zgb9BG3m1TTJ0adirCGpwKXVfzcvygyPzcvyrNWSWVZs56T3rI2peNj3Dscfan1ad7l+VHUPm5Ky79dfIUyyreK+X6ST67valGJS\/Sy+cf7UhZpHxckjIHe5Kx10+NvToCq5NxicbJ5h\/tZP8Sd93Kj8Yn89J\/iSNmuzHBGoHNWJc63N5T7Fjc5V8bugqfxifzrz6XL0Um6SqzNHhE1szb\/GO2XHWjq5w2hRMg7MKebp7jcX8h9S88dQ0mwIPYs0Z+3RYDmuemlCUMKU2HX6E6qKWHb6UOaBt16h7Ux0n\/hDzcX6ND6vYihqiq6klNLkrhznRNzdC5IXTS28iUu9mqxkoYU6JVSucof4RJ5VJ+bUemFS8VD3CHPLpfzJvtMXsXQswf1DfP0KsgH3worQhC9Uugmvcp+3mN5alq6GOpq+OzzOe+MRyZAIQcrLjKbl2Vz7\/Nc3oUG7nsHfV1EFLH488rYwRrlDjyn26GMzPPU0q627fHocJw+SfL8VSxMZFGNMx5MUUY7SWjqFzzLyvtHPxYehBgkhzjsxpgB5n0XQkoLXVc7AKv8Awgd6qDDoYKilMpY6UxTCR4fYubmjcCGtyjkPab3uSzZzw80q7u+fgrcQw2oijs\/joONgPMZGgTQkHoc4NF+hxVHYH6K72cn3zEEtiGrmnbjQ4fUeSjOwQx1W4FZHOUh72e9BW4i0S8mmpj4s0oJMg6YogQ54\/LcWNPMXa28+8PuKGI1zWSC9PA3jpxzPANmRHo4x+3pYyQdBFm99zd7FhNKJSwPkceKpoAcoe4DnsORFG2xcQNOSBq4KFsWxFhRRLSwq88q4ee2+4Dk5aWa5pe\/BcHTcGqity6usLucs8HY36roXn+0tFuq4Nr2tLqKqzuA0iqWhpd1CWPkg9Rjt1hRxiu\/ZjMry8VfEjmjhiiaxvUM7HvP6bnKSd5Xf6kfKKbFHxNa4Hi6w5YWtcBfLUbIgHWIEgygGwIOa450RlrwG9Lp6VLyMeVByVwMs86NKd\/6VBWMYbNTyvhnjdFKw2ex4sR0EWuHNO0OaS0jUEheYuVlOEX9za+kM8FbRPqqUF8fF1MD3yxXvJDZry5+l3saATmFh47rw\/vG7ifunWiN9\/B4W8dUEaZmggNiBGoMrtLjXK2QixAXdlLXa+VMeKNHR7Q+1c9nBZIkvSJotvrgmb3m9lXYjy4YwyC5BqJiWR3G0MsC+QjUchpaCCCQVKVLwZ9OXiHK\/IpuSPrTXPbopY3yN2dNhFIJHsFhaKnp47ML3AaMYLZWMY0XLrWaBoCS1prliPCKxV7y6MU0TL6RiIvsOhz3vu49YDewLhMtC054l8CjW7MPUg18rlrMGBCufeVst1nB6roWl9PLHWAa5ADBLb8lr3OY49WcE8wOxRDNG5jnMe1zHtJa5jgWua4bQ5psQR0FWd3kN\/Dw+QUtYyOGoIJikYS2GbKLuZleSY5A27gMzg4B3ikAHz8KXcTFNTnEIcvHwZeOykXmgJDbusdXxEh2bbkzjWzbaZG2JmFMCXnBjg7xwwuIPLb3VxZZjmacLgq0Ere7jNxtZXuLaWB0gabPkNmRM\/OkcQ29tcgu63MvfvO7inYnWNguWwsHGVDxtEYIGRp2B8h5APMMztctjbHdTj9Fg1G1zmiKCO0cMMTRmkeQSGRtuMzzYuc5x+c5x2lbLWtoy7xBgjSeeAyw2\/wDarl5UPGk40Cgqk4N9cW3fU0rHfNHHPH1uLb9gK5rddvK4nSNL+KZUxtuXOpnGRzQOcxOa2U\/oNd1rpq\/hOVRcTFRU7GX0EkkkjyOtzeLaCegNNukqRt5\/fxgxGQU00fgtU6\/Ftz54prAkiN5a1zZLDNxbhqL2c6xtzHz1ry46WI0Fu0XXDyv9aK8Qpd\/utJr+5qpzXrcbkdz01bO2np2tdK5rnAOcGCzBc8o6bFOfCg3tmcW7EqZga9hBq2NFg9hNuPAGx7HEZz8ppLjq05uA4Kxvi8fVT1B\/sgetdltsCLJOmIWIBuOwhZjLaMUMctFu23uK7D42y1UbGRueI2lsrH3eWucBZpvsa7VcldWc4Y77UFMOmtb9kE6rACrbGnok3L9JEpWpw7uKjMwhDfotXR7k9xNdXNe6kpzM2Nwa8iSFmVxFwLSyMJuNdAV4t1O5+popBDVRGGQsEgYXRuJY4uaHXjc5upY4WvfRT\/wMx97Vp\/pLB3RA+tcDwvH\/AMKs6qGD\/jVJ9ayQrXivn3SxA0RtvrgO+m3JWOl2iCH7VyWCb3uI1ETJ4KSSWJ98j2ujs7K4sOheHaOaRqOZaHFaCWCR8MzHRyxmz2O0c02BF+bUEEEaEEFXD4OzbYPQ\/wBXIe+eU+tcVwqtwXHQjEYW\/G07ctQANX04OknW6Ekkn5hd8wBZZb2icZwwIoAbUtBFc6Ct5x9VY+SAh6bccVWglb2h3G18rGyx0dTJG8XY9kL3NcOkFoNwucc\/RXf3jR\/BOH\/6tGe+59a6NtWo+ShtcwA1NL\/BUysuIriCqXQ0MrpOJbFI6bM5vEtjc6XMy5e3i2gvzNDXEi1xlN9hXtfuXrhtoa0dtJUD\/lroNzu6aOix2SsmD3Rw1uIFwjDS88Z4VE2wc5rdsgJuRoCpzoeEbhz3sjEVaHSPYxt4orZnuDRe0+y56FTO2nNQi3ooWkC0EnI33JwoENwOk6l6rQ7AKsbaSqHbTTD9RYzg9QNtPUDtglH6ivhujxdlLBNUS5uLgifLJlF3ZI2lzso0ubA2HOozh4ROEn5dSO2nd6iVzYHtHNRhWHA0vAn7K98lDb2n0VUGMcTlDSXa8kAl2m3QC+nOlkicPGa5va0j0hSXwfKkS4+2RvivdWytvobPZKQSOY2cFKnDFmthsH5VfEP\/ALeqd+qurGtl0ObZL6HaAvrhWuyncqGywMMvrgquF6RsgU9cC8XfiJOvIpB\/aqlJG\/8A734xCkLomDwqnzSQWABkFhxkH+0DRl\/Lazmuqo\/tCyDN6u9t13vVzAOFO++\/vTZJl0PTB8lUBMdIAmtf++xWE4H9BHIyvMkbJLPpwM7GutyZSbZgbX6l1LRnxKQDGpWlLq0xICogwekfoqvzX3TlLXCzp446+BsbGRjwRriGNawEmaYXIaAL2G1cVvZbhqjE5zFDZjGAOmncCWRNOzQEZ3uscsYIvY6gAkKBaLHywmH+6KVNdiHwSH6AvK5guTRKFcncnvM4XStGanZUvAu6WqDZbkc4Y4cUwfmtHadq3p3P4XP8X4Ph8tvkCKmeR5A0kW6QuFE9rIQd7jCRnhyWsWe6l5Co4HJVZzfJ4P8ATStdJQfe04uREXONPIfm8ol0JPM5pyjnbrcVmq6d8b3xyNcySNxY9jhZzXNNi0jpBXbs61YM60mGbxiDiPx3rLGl3Qj7yYstH47Pzm+kLEvRho+Mj\/PZ\/eC6LsFQcFOOAtu8\/mnU7NoW6JA6\/R+1aPBHXcfzfWFtrrzUNty85FPvLNM+4v5FiJRGebp9PMmFWAUuVZKcSlid9uix3QApEJVXWtP2ppTbpzzz\/vdcelF0qpLpEl0oapJJzzz+RQ1whD8bTf1cn95vsUyNcNnSoZ4Qbvjqfqif\/fC3WZ\/fHn6FXy\/bCjFI4pViqH2BK9O4roqbuCFua4yqnrXDk07OJj6OOlF3EdbIhbsmWw4Z+6X+K0DT01UwHRyo4QeonjXW\/JYVLW8duY8Bw2nicLSvbx819vGzcstPXG3LF+gFi3W702GVszqiphdJM8NDnConYLMaGtAayQNaABsAGtztJXzeLaUJ1omPEqWiobS\/C4G8jvK7TYDhB0G4nFavgv7oPCcKgaTd9ITSu6mx2MX+5dGO1pVbt+vc\/wCB4nVxAWY5\/HxdHFz\/ABlh1MeXx\/oK3G4DcBR4aJRSMfGJiwyB00soJZmykCR7sps4gkWvyb3sFEXDJ3PXZS1rR4jnU0pA+S8GSInoDXNkb2yBXWPOsbaDtCui+uOeIz21A8VGZhEwRXELNwMYBxNfJ8ozQsPTlbG5w+17ly3DHqXOr6WM+LHSZ29GaWZ4f3iJncFk4H26NsVVUUjzbwpjXxX55YM5c0flOjcXdkRXZ8K7cNLUxQ1sDDI+ma9kzGi7nQOIcHtA1dxTg4lo1yyOPyVoLhBtnSiXA4E97aDncoU0pajdn3VY2MTXxIjlFl1e9juHnxScxQ2YxgJlnc0mOPTkg2td7zYBgN7XOxpXs40aHCYXvNAMSua1rnGgXImNWY4GVI0U1bL8p1SyMn8mOJrwO+Vy4HfB3k5aClkqpayBzY8oDRHIHPc5wa1jbki5J8gBOwLpuBrjzQ+so3EBzwypjHzsnxco7QDEbbbZjzFedtmYhzUg90A1AIrQHYRmtksww4wD1o+GFXufiMEJPIipGvaPy5pZc58rYoh+iofZGrC8L\/cg9xhxGNpc2OPweotrkYHufFIR83NI9hdzEs5tle2vW2wHw3SbNHZcfH9vVU2HCIarHLACsbacDYAOwLp9we5KoxGYwUzWlzWF73vJbGxo0Gd4a6xceS0WJJvzAkdDu13n66hp31NQ6lEUeUHJM9ziXuDGta0xNuSXDo0ueZbok5LsiCG5wDjS7bfgqhDeRpUuUr8DXD2ikq5rcuSpbETz5IYmuaPrTPPlXC8L7FHSYjFAT8XBTNc0c2eZzi93layMforreBnjTTHWUhPLbIypaPnMewRPt+Y6Nl\/6xq0vDA3NvbUwVwBMUsTaeRwGjJY3PczN0cYxxA\/qz1LykGjbZd0m2tOApyXQd\/lhTzUGtiTWzuic2WM5ZInNkjcPkvjIe0+RwBWVrl7dzeAyVtRFSxAl8zwy4+Qw+PIeYNjZd57LakgH2UbQawl2FL\/Bc1ta3K90sLaqmLXjkVMFnA7Ms0diO5yqbwQiTirSdvgc5PfEPWrU7rcVZRUc850ZTQOLessbaNo63OytHSSFVngfNDcVt\/Qp2jtD4PUCfIvn9lg6nMnZQU4Gv0XXmKdKz9yUmcMw\/eVGP6Zfup5h61WXmVmOGYw+CUZtoKsgnoJhkt32d3KsxOi9L7Nf5MeJ9Vhnv7pVm+BoPvOsP9MA7oIvao24XDv4W7KOAf25j61J\/A3hIw+pcQQH1z8p6Q2npwSOrNcdoPQoq4V8oOLvA+TT07T1GznW7nA+VcqTvteJTI\/RaIg\/pm\/uasXvAtthFB\/UX73vPrTN6\/d0zEDXU7w3jqOqqKeRmlpIBLIyKQN52uY3i3A\/Ka7Szm39O8W22E4d\/q0Z77n1qp2HbrJMPxmoq47kNrasSsH8rC+okzx9trOaTse1h5lyoEhrcSOB2gSR41N3mtDo3RtZltXo39NwxwyscxoPg02aWmPQy\/KhvzmEuDee7TGSbkq1u8kP4Kw3\/U6c97AfWtfvk7mocbw0cU5ri9jaijm2ZZMt2ZudrXgmN42i50u0W3e9RSPiw6gjkaWSR0lOx7HeMx7Y2hzT1tIIPYiftEzMoxj+200PC4\/fvRBg6EQkYEXKkO6fWqqz01VSe+Z5TdzMV6ukHTVU4\/3zEmMOvPUHpnmPfI4r07jxetoh01lIO+ojC96R\/Tf\/AF+i5A7fmrm79p\/grEv9TnHewj1qjMMavFv6OthOIf6tIO+w9apDDsXnvZNtYT\/\/AC+gW20T7w8FJ3BYZ\/DEXVBUH+wB61KPDNd\/B9KP6ew91LVe1RpwUh\/C46qWoP2xj1qSOGcfvKkH9Nv3U8\/tVM9\/8vD8B\/8ApOF\/lnfuS0\/Aqb\/\/ACJ\/1Ud3hB9anCTdRE2uFA45Zn0wqYr7JGiR7JGj8pmVr7c4c4\/IKhbgWN+LxA\/zlMO5sp9a57hX4rLT4vRTwuySwU0ckbuhwnn0I52uF2ubztLhzrnzsrrVpRIfdd4hoor4cTo4Ad+4rzcKLcF4JUeGwttT1bzxgA0iqSC53Y2YAyD8oSbLtC7DgXD4ivP89CO6Nx9akjCKylx3C7uHxdTGWSs+XBM3aBcaPikAexxGoyO2OXH8Frc7NRNxOmnFpIqxjCQLNe3iWubIz8h7XBw6L2OoKlFn3RLPfLxe2wgX7QCPTA+STYQbGD24H7KMeGFL\/CkQ6KGE989T7FPu8VuWbRYdTx2tLKxs855zLKA6x\/q25Yh1MHWq78MY3xPsoIR\/vKk+tW0iOeAcX8qEZCPymcn0hRtKI4SEvDGBvPlSnqU4DQYzyqc7+e+TNiNTLEyRzaGN5ZFE02ZLkJBmkt+ELyMzQ64a3LYA5iY3iiykObyXNN2ubyXNI2FrhYgjpCKRlmgWIIAFiLEEDYRzEbLK2m5yPcyaeAS\/cjjeJi4zOaYP4zi25899c2a9763uvSx4sOzoLGNYSDujLafFYWNdGcSSPNcHuB4RklPTshq4JKqRhIE4laxzmfJEgLDme3Vue93ANJubk8Fvt7r4MRqhVQwPgc6NrZWuc12d7Lhsl2ga5MrDfmY3rVlcG3K7nalxZTw4ZO8NLyyExPcGggFxax1w0FzRfZcjpUX8KTclR0cdGaWnjgMkkweYwRmDWMsDrzFy5dmTUprg6OG5rnV8M8K92Svjw4nRe84EBQgF6cJHxsX9ZH\/fC8rV68HHxsX9ZH\/eC9o7slcp2BU1YGeU7s9a211qsH8Zx6R9t9VtWtJXnoXZXm4vaQsjm31HPt7f31TNB1+j9qVsl9OnZ0X5vYpHuUEEAbdeoe32JrpPIOgLGSkU9FRJXWpzB9qYX9HemFy49Krp1WQu6PtTC5Eh5+n0phKkAkSnXUNcIB96iD+pP\/Ed7FMahbf6P31F\/q4\/4ki6Fmj\/ABx5+iulu2o8W73uqWCSuphVSsip2yiSZ8jg1hbHy8hJ+kc0R26HHoWkTHsXfjwy9haDSoIrkuo00NVa7fl316IYdUtpKyCaolZxMbYpWue3jeQ+Sw1GRhc4HpDelVDp6Ww007NPQvW2JZA1cyzbIhybC1prU1qVfGmDENSvduJx19HWU1SHOtDMx7xdxzR3tK219c0Ze3tIVu98+uoK+gqqZtZRudJETF98wn41lpIj4\/0jWjsJVNXsWLiQqp6xWzEVkVrtEtyHfUKUKaLGlpvBS4fUvjcyWNzo5I3Nex7dHNc0ggjrB5j2FWq3q9\/ulqWNjrnspKkAAvcctNKR8tsh0hJ2lkhAF9HO5qshixyQq60bIhTjQH3EYEYj8KMGYdCNyvFV7h8KqnGZ1JRzOfyjI1kZz9bnM0eet103GN1WF4VFkdLTUzGgltPCGB56ckEQzEnS5y26SqMimts07E6KmA2ABcQezDnECJFcWjZT7kgcFq14C8NFVIW\/PvnSYrK0NaYqSIkwxE8pzjoZZbcnORoGi4YC4AnMSeMwLFZqWaOogdklidmY7aOcFrhzsc0lrm84JCwMYlLV6aDIwoUHoWj3cKeONfHasLornO0jirh72O+3RYkxsb3MgqXDLJSzOFnkjlcS51mzMIvyRyreM0bTlxLeQweR+c0YYTtbFLPCzyRxyNY0dTQFTCWC691NjdWwZWVVUxo0DWVEzGgdAa14C82\/2ciQ3l0tFLQdl\/qCOfFbROhwo9oKu6xmHYRTn+L0UF7m5DTI63XeSaQjQeM47Aqvb+m+kcUkbHCHMo4XExtdo+aSxHHSD5IDSWsZtALidXWbG9QXvdnkc57udz3Oe4\/pOJP2p8ca2WbYLZeJ00R2k7M7O\/bU96rjzZe3RaKBbPcXukmoKmOqgtnjOrSSGyRu0fE+3yXDn1sQ121oVxdx+67D8ZpnNbkkD2WnpJg0yM6nxna245MrbtJFwQRpSlzViizMcHsc5j26texxY9p6WuaQ4HrBV1q2K2bo8HRcMD9\/ooS80YdxvGStbiPBzw17szJKuFp\/k2Ssc0dQMsT397iuy3H7icPwmOSSJrIhl+OqZ5AX5Rry5X2axml8rcrb62uqmUu+ni7BlbiFRb8rJIfrSMc77Vosfx6qqyDVVE09tQJZHOa09LWXyNP5oC5JsWfjDQjRqt8SftzJWnWoTb2tvUmcIbfYGIEUlKT4HG8OfIbtNTI3xbNNiIWHUZvGdZ1hlaTH293ujdh9bT1bQXCJ5zsBsXxPaWSN6L5HEi+mYNPMtPHGnPYvRQLMhQpfoGi6hB76418VifHc5+ltV5cQpKLGKLKSJ6Wdoc17DZzXDUOadscsbtC1wuCC1w2hRS3gyQZ9a6fir+LxUfGW\/rL5b9fF+RQBuY3T1lE4upKiSAu8YNILHHpfE8OieRsu5pK7U7\/WMZcvHQg2tn8HjzduoyX\/AEbLzbbGn5UlstEGic\/+iPMLcZmDEve29WgLqLB6EAkQUtO2wubue4kmwvypJpXk6bXOKpPu3x99bVVFW8WM8hcG7cjAA2Nl+fJG1rb85BPOl3SboauseH1dRJO4eLnPJb05I2gRsvz5Gi61xj0XUsmxzK6USIavdif281OJWeYmekoAKAK8W8m22FYb\/qdOe+Np9apTupF6qqPTVVB75nld5uf38MTpoYoIvBuLhjZEzPC4uysAa25EoubDbZR5PKXve91sz3Oe62gzPcXGw6LkquyLMjS8eK+JSjjdQ95TmI7XsaBsU38E7d9xUhwyZ3IlLn0hJ0bLq6SHsk1e0fPD9peFZ1m1fO8Oc1zXsJa9jmvY5ps5rmkOa5p5i1wBB6Qpip+EjiQsDBRuIAuSyYEkc5tPYE7dBZc+2bAiRY3SQAL8RWl+fn+4q+WnGtbov8lENS68kh6ZHnvcStnuFbfEMPHTX0Q76qJahg2npJK9mC15gngqA0ONPPDOGkkBxhkbIGkjUAloF16uJDJgloxp9Fzgfeqrlb\/zrYRX\/wBTbvewetUoi2KW93O\/vPXUs1I+kijbM0NL2yvJbZ7X6NLLG+W23nUTMC4\/s9IxZWE5sUUJNcQdgyWmditiOBbkpW4Jjf4WPVRzn\/eQD1rvuGe770oh\/SnHuhf7VCm9Vu1OF1TqoQie8L4chk4q2d8b82YRv2cXa1vlbdNd3vyb6xxaOCM0vg\/EyOkvx3G5szctrcUy1tt9VnmZCO+02Rg33QBU1GR2Vqpw4zRALK3\/APSkngWt+Irz\/Pwjujd7VxfC\/N8UiHRQw\/bPU+xeLeR31WYTFPG+mfNx0rZLtkazKGsDbWLTfpvdaHfh3ZtxOsbUsidCBBHDkc4ON2PlfmuABY8Za3UlLyEYWo6M5vunA3ZDzTfFb0AaDetxwct333Pq+Kldakqi1klzyYpdkc3QB\/JvPzS1xPxYVxRGASbC5sCbam17XPPa5t2lfPCeK4U+b3HCFZT0kUFZDUzSxDixLFxTs8bbCMv4yVjuMDeSTrfKHXu4gZ\/aCxnxHiNBFSbnAcj9D5KcnMho0XHwXK8LbXFj1UlOP7Up9amvgzbtW1lBHA5w8Io2thkaTynRN0hlHOQWAMJ+ex3SFXPfj3Wx4lWuqomSRsMUUYbKGB92B1\/Ee9ttdNVzm5\/GJ6SZlRTSOilZsc22oO1rmnkvY7na4EGw5wCNUSyHTEgyE65zQKV2HIqtsyGRi4YFTTv3byFRx8lXh7OOjmcZJKdpAkikcbvMYcQJI3G7soOZpJABFrRNS73uJyP4tuH1ubZy6aWJnlkla2MDrLrKctyHCWhLWtrqaSN+wy01pIj+UY3vbIy\/zWmT2dPU8IfCGtu19Q828RtO8OPVeQsZ3ussMKdtOXZ0ToWlS4GhPEjHl3q10KA86QdRZ+DzvXHC4pJJi11XUZc+XVsUbblsTXfKNyXPcNCcoFwwOMK8Jrdo2trmxQuDoKNrow4G7XzPIMzmkaFrcrIweljyLghevfQ3+6isY6CkY6kgeLPeXA1MjTtbmbyYQdhyFzj84agxDBHZbLIsuMY5mpntHAZbPS4D6quYjt0ejZgszV7sCHx0X9Yz+8F4l7cB\/DQ\/1jP7wXqX9g+C5j+yVNe54i7htNhbovr3rYPkJ\/fRafADq79H1rby9PMdfb9q4MNtF5uKb026LppKQlXUVKyzdPT6ef2+VYyU+IX08o7R7UmUDafIPaog0uTK6e6Lpt0XXKoujVPYeb97pt0NHk6164qFzhmAAaflvIYzyFxAJ6hcqLntbipNYXXBeQBRBv2YZNJUxmOKWRogaC5kT3i\/GSG12tIvYjTrU1uiiHjSueeiJmn15Mv2MKQVUI2Qk9b5XH+41itl5swn6bWk8vWivhjozUkca+lVVZ2EzjbDMP8AZP8A8Kxuw+UfyUnm3+xWe4uIk3po9bnkyztN+0vcPsWJ25+KSwie6KQ7I5SHMceYNla1tjzAPYL6ard128dqHTz+1VrEYHskHuvHqFWTwKT6N\/1HexNNM\/5j\/qu9isPJg7wSCQCCQQbggjQg6dKZ9yH8xHefYrha7tzn+FVrYyVeDGeg9xSZVYt+EP23b2Anb22WM4a\/8nvPsQLXJ+Dn+EGbCrukzBWEdhL+hvf+xIzB3bMrdexS62O5z\/CNbb+lV8uEXU\/OwV3zG\/2VjdgX80w+Ril1t8nP8I1xqgW6VTsdz4+hj+rGiTc0DqYIvKyNHWw3DxTE21QSkspwduZj\/Foj2xxeiyxncvH+LReaj9ikLVbulGttUKIU0jctF+LR6\/zbfUFiduTi\/FmfUTFqM3SjW2qG0EKYXblIfxZv1T6ljduSh\/Fvsf6in1ozdKNbaohsiyl7\/I2Aj+Lnr\/Ce1MduOp+eE9gMg+26OtIWR\/fNPWmqJUKVH7jaf6Fw\/Sl\/xJo3HU30Tvryf4lLrOFkf3zRrbFFlkmVSg\/cZT\/RvH6b\/WUw7i6f5r\/rOR1lCyPD8p60zvUZ2SqRpNx9MNucfp29IWCXctRgayFvbKz1hS6xhZHgmJlpzUf2SgLtzufoB41U1vbPDfyC115p8Mw4bKo9vGRn7Az1qQnoWR4KXTDI8FyJCblXTGjw8HWqfbnsL91o155Y8PF7VMp7I3f9sKYm4Z2HgVIRO48CtEAghbWR1FzTTn\/Zj12XlfPS8z6g\/wCzj\/7imJhhz4FSDu48F48qcFkkqqfmM9+tsYH2SFeaWrZ8nN5bD0EpiMxSoSshakDF5\/DOr7f2I8M6vt\/YpdIxPRK9BYgNWDwvq+1Hhg6EabUaJXoITTGsPhY6D9iXwsdB+xPTYdqNErM1qUtWDwsdBR4WOv8Afyo025ooU90SQQpPCh1\/v5V0EW5uUmwLDpfxjs+qq3RYbcSFFzw3FaNsaeFvTuUn\/I+t+xIdys\/Q36wTEeFvBV9PD3gtGvfudHx8X57fSvZ\/ktUfNB\/Tb6yvTgmATsljc5lmtdcnM0\/YHXUXx4ZaaOGB2qL4zNE3hSVgR8b9H1rbs1BHlHr+z0LU7n2E5vJ61tg4DXaerZ3865DeyvOP7Sa1t06wG036h7fYkqHdx1AGxYVYBVVk0WUzHm06gkm6enX2\/asd09huCPKPWO5OlL0q1XVvbz7AU6miLjZoudpJsAANriToAOkrFmuPt9qz1r8o4oc34T8p45j+SzxQOnMefTimuAxXWaBicFlNQxnijjH\/AD3DkD8xh8btfp+SF55qlzzdzi48xJv5B0DqC8yA5SbCAv25\/v0SdFJu2Zfv1SpLraUVY7ipohbK5vGbNbsc24v+aCf0e1a2CJzjZoLj0AXP2Ia831up6UQ5lwpfX1qm3Xrw+kMjwBo3xnu5mNHjOPZzdJsOdZ\/uY1mszwz8htnSHqyg2b+mW9hWh3xMWPgVQ2G8LWxl4LXEPc5tjd7xYk7bAWA6OdRDjFIbD23V2D7+StZCDSOk4bfx535Le4+9rpDIAcst3AdBuWkE9NxmsPnBa4uP7AoFp8YnlpJhx8xfTysnB42S5gmywS\/K1DJhS2GwcZIecrnX1sh2ySHte4+krqwLLIGjpdm77ciFoiShc7Srjfht281ZtvP6+leV9awbXsHa5o9arK5oOp1PWjKOhaRZXzcvyo6j38lZGTHKcbZ4R2ys\/wAS8r91VIP9Jg8kjD6CVXmyFYLMbtcUai3NWAqN21ENfCI\/Jmd\/daV5Xbv6Efy9+yOU\/qKCUJizIeZ5fZS1JmZU4Sb5VENjpD\/s3frALzSb6VKL8md1+hjP1pAoYQpCzoQz4qWpw+9S5JvqQc0M57eLHoeV55N9WPmp3nte0ehpUVoVgkYOXNMScLJSXJvrnmph5ZvZEsM2+tKdlPGO17j6go6RdS1KDlzP3UtVhZeq7uTfRqOaOAeSQ\/rhYHb5lX0Qj\/Zu9b1xaFISsIfCExLw90LrpN8etOnGMHZEz1gryP3c1x\/0g+SOEeiNc3dKpCXhDBo4BS6Fm6OC3r919Yf9Ik8mUegBeaTdHVHbUTecePQQtUSkzqXRsGwcFIQ25DgvfJi852zzHtlkPpcvPLUvdte49rifSViukJUqAKVAlKSyfFC93ise781rj6AvZFgVU7xaWpd+bTzH0MUDGYMSFLRK8FkWW8p9xmIO2UFb5aWcemMLwU2ETvn8GbE81Gcx8Taz87b5mEOtYixuD0KImIRrRwuxvFwzT0XZLxZR0BJkHQO5dNug3A4hSxGeopZIogWtL3Oi0LjlaLNeXanTYuazJwo0OKKsIIzBBSc0tuIScWOgdwRxY6B3LdbkdylXXPLKWB8pbbO4WbGy\/wA+RxDG6a5b5iNgKk+h4N9cReSppYz81vGyW7TkYO66yTNpysudGI8A5YngKlWMgRH3tChXih0DuRxI6B3KTN1m8didM0vayOqYNT4M4ukA6eKe1r3dkec9SjTNzc40IO0EaEHoIPMrpabgTArCcD4JPhvZc4UTTC3oCOIb0BdzvM7hG4pPLC6cwcXFxt2sDy7ltZaxc23jXvqur32N491BSmpgmfUNjN52uY1pZH9K3KTdrT4wOwHNsa5ZotqS0OOIDjRxpsO3C+lFNsCIW6YwUN8Q3oSGBvR6U5rlKnB13CUuJPrG1PGfENpyzi35PwhnD82hJ8RltnP0rROTMOWhGK8XDIX3kD6qENjnuDQoo8Hb0fafal8Gb0fafapN4Q24unw6pp46YPaySAvdneXkvEjmk3Ozk5dBoo3CcpHhzMIRWC45i9ERrmO0SsPgzej7SjwZv7lZkLRoNyVdSsDqVvX3qY8CoGEjb4t9vNZRGVL25WT8Eelg7ixc60GD3TRYLQJ0R5rbfctn5XePYkOFs6Xd49i2Lo+7pPRzJMwGzXt2d3tWXRbsC4Wm7NeGPCW7bu7xb0JZcKYNhcecbLejVep7ydqUG47PRz\/ajoxtT6U5rz00GW+pN7dHN2LLdISkurQ0DBVFxOKytNwRzjUdnP7Viuhj7JXs1015x2IAojFIShh1FtqXKBtPkHt2BIZejTs9u1GOCS6kOtsXvr+LLrkObnAeHNs4crUjKbbHXbfPzbFrV7XNzRNP0bi0n8l93N\/tCTvC4kQXg+XH8rrwzcR5pvFxfSP80PVIU5kMPO+U9kbGj6xlPoXjzDt\/foTXOUujJ+I8vsl0g3Rz+63eFVkLXtAjJF8pdI+9mv5D9GtYPFJ0N15a\/EJQXR34sNJaWxgRtuDY3ygF36RK8M0ZbbraHDrB\/bcHrBXt3RaubKNkzGv\/AEhyH\/22k\/pKkQmCIDjXO+8ePnwVxivMMjCmV1x8PLitctPu1bekqv8AV5j3RuPqW2uvDj7LwTDphlHexwW9lzgVlYfeCg3cC8GpbE42ZVNfSPPMPCG8Wxx\/q5jFLf8AIWiewgkOBa4EhzTta4aEHrB0TQTzGx5iNoPSD0hdHvhtBqOPAAbWRx1gA5nTtvMOjk1LZ2afNXoOzG8Rzb9weS9Di392\/vNc6hCCtKgvbgWDz1MnFU8T5pMpdkYLuyttc82guO9dNHvS4wdlBL5Xwt\/vShbfguTWxeIfOgqG\/wBjN+qrEb8u7\/7lU8c\/EGfjJhDlEnF2vHI\/NfI+\/iWtbnXlrUtmZgTIgQWtNQKVrtr3jJb4Eqx7NNxKrbDvKYwf9EDfzqinH\/NK5HdTgU1HO+nqGhsrA0uaHB4GdoeLOboeS4KYX8KCU+LhzB21bj9gph6VE2+NusdiFU+rfG2Jz2saWNcXAZGhgOYgHUDoWqzpi0HxP6hjQ2mzO75j3quMyCB7hNf3uWliY5zmtY1znOIa1rQXOc46BrWgEuJOgA1KlrcrwfsQnaHzvipGkXDX3lm\/SjYQ1vYZL9ICkngy73bKenZXTNDqmpYHxXH4GB4uwNvsfK2z3O22LW6WdfV77nCB8GmfTUEcc0kTiyWeUkxNkbo5kbGFrpC03aXFzQHAgB21c+btmZjxzAkhhi4\/m4DjXYr4cqxrNOLwWmq+DPOByMQie7mD6Z8Y+sJpCPqqK93W4Wtw5wFVFZrjZkzDnheegSADK78h4a42JAsF2eEcJDEmPBmipZo\/lMDHwut+TIHuDT+cxysRuWxyjxmhLwzjIJgY5oZAM0bxbNG8A6PbcOD2nna5p2FUOtO0ZFwdMgOadop6gC\/xF6kJeDFFIdxVHpH6Kx+5vg+Uc1PDM6pqrywxy5W8SGgyRh9heImwJttUJb7W5F2HVktMSXM0kgedr4X3yk\/lNIdG7pcwnYQri70k2fDMOcflUVLft4ll\/tWi3rSiNgw4su4gOy2ilQoSkBpc5rxgqLwuNtdvP2rpt63CoqnEKSnnBdFNIWvAcWkji3kWc0gjlAbFz1bHlklb82SRv1XuHqXR70M2XFcPP9Lib9d2T9Zd+aiO1Z7mmh0TQ+SyMb74BzUwb+29Zh9Dh0lRTQuZKySAZ3TzP5L5WscMr5CzXNttdV6a5XB4T8V8Fq7czqV3dWQX+y6p0w6Lk+zUzEiyzjEcSdI3k1ODc1onmBrwAKXfdd7vCbnG1uJwxyMbJDG2SeZjhma5kYDWtcDoWmV8YIOhFwrXM3AYaAQMPomhwIOWlgabEWPKEYN7c91E3A5wLLDVVjhrLI2CM\/kRDO8jqc94b2xrtML3xQ7HajDC4ZG0sXFbP4ywOmmbfaS6CWPTm8Hd0leftyZix5p4hE0YL6HLE+RPJbJWG1sMF21VS3ZYE6iq6ilfe8MjmtJ2ujPKjf8Apxlju0kcyZuSr2w1dLM82ZFUwSPNibMZK1zjYAk2aCbAXKmvhg7l7Op8QYND97T26Rd8LjzajjGEn+bCgEC69fZsyJ2UDjiRQ+OB+65sZnRRCOCtxUcIPB27Jpnfm00w\/vNapLwvEGzRRzMJLJY2SsvoSx7Q9txzGxGi+elREr2bz8mbC8NJ1PgNID2iCMH7QvG25ZEKSa1zCbzS8j7BdOVmXRSQVG0nCaoPk01a79GAf89RHuQx5tRuhgqmNcxk9fnDXWzNEtxY2JF7uOwqPqqmyySN+bI9v1XEepbre6kyYjh7v6bSjvnY31r0cKyYMvAe6GDVzSMe5YnTLnvAdsKtRwoGXwapPzX0x\/8AuYgfsKq\/vX7k34lWR0rSWtIMkzwATHCy2dwvpmJLWNvpme2+l1a7hExZsHruqNjvqzRu9SjHgWULbV83yrwRA9DbSPd9Y5fqhcSy510tZsV7cQ67xIaK+WK1TEIPjtBy+6l7GMRocEoQS0Q08VmRxsF5JZHbGtBN5JXkFznuPM5ziACVBWK8JqrLjxFHTxsvoJXSSvI5iSwxtBI1sAbdJ2peGXibnVdJTXOSOmM9uYvmlkjv1lrYLDozHpUJMiWuxrFhRoIjRhpOdU3k\/tTiq5mac12i24BWq3oN\/aKvlbTVMQpqh+kRa8vhmda+QFwDo5DrZhzB1tHXIadZwoN7dj4X4lTsDZorGqa0WE0WwykDTjItpd8pgde+RqrJKXMIewlr2kOY4bWuaczXDra4AjsV\/wDDpG1dIwvALammaXt5rTxAuHZZxCyWlL9VTDI0C4HEeFKjwI4EeCsgv1hha\/iqxcECo\/hOVvzqKU+Vs1P7SrXS5TyHZTma7kGxzNFg7kna3lAHm5QvtVQ+CddmL5Cbnwaojv0lpjP6l1LPCnx6aijw6rp3ZZIa06G+V7XU8uaOQDax7W2I5tCLEAim2oBjz4Y3FwFOBp6KUq\/Qg1Oahnf43vDhlTeMHwOoJdAeaN211O49LPGaT4zOkscV2XAxl++a9vTBAfqySD9ZTDG+jx\/DOfip27NONpp2a+SSJ\/kc087X6xHwZsEmocYrqOcWkZSnUeK9omiySMvtY9rrjo1BsQQNTrSdMWfEgxe20CtdoBF\/iNvHaqxA0IzXNwP2TeGcy1Rh56YagfVfEf1lBjVP\/DRh1w5\/R4W3v8HP6qr+xd72dNZJnn\/yKyTopFP7sTkIQu8siFK+5CQZKfT+TYLnX5FtiihSZuPf8XB2NH22WCfHut8VgtDsBds91x1j0H2H0rESiN9j1bD2JJBYrKBS5efJqglKx9jf97JiVjSdn7O9MgJVSyCx9HYka0nYsulukt6NlvXY+lYXyk9nQNiQJKCE+wG3XqHt9iUyXFtluYdH7FgulY+xTLUVSXSXSyCx9HYmXUworr8w\/wDPsXrwt987NuZjiPzo\/jB3hrm\/pLX3WWjqMj2v+a4O7bG9vLsXEiMq00x+uxdWG+jhXD6bUx+nqTbr1YnT5HvaNjXHKelh1afKCD5V4yVNhDgCovbomhW7p3RmnDnsL3RycVYOy2ZJmkDth5QcHgX011TKiMGF7Qc3ESZmu6YpgBfqs4MJHMXFalrjYgXsbEi+htexPNpc7dlythudcOMybRK10R6OV4pPZIGFZXwtAF1cDWnr9eK1Mi6ZDKYjRr6fTgtc0XWOsaMrgdbtcLDrB51sZcOeHBryyO4zct4Fh1tbmcD1EX29CxspGZiHTNA0s4MkcH3+bdrTYbLmy0CM03g8Kn0VHQuBvHGg9VVhmwLpKwcbh8L\/AJVJUSU7uniakGohv1CZlWOjlgJlLhdGXSh9a+MMeQw+BPfxjbDlWbODGc1xldfQA31sN3uEwMy09c1ksD2yU0ruKEgbUMko3CpikMLwC5j2xvjzRGSwnscpvb0EzMMDQ+8aJBvBAvuOIHwk+fevQsaTdmFwiChBW4qpdxwc5suNUP5RqWny0lQR9oCshv8Ae4ebE6NlPA6Jj2VDJbylzW5WslYRdjHG\/LGlulVk3iX2xjDz\/POH1oZW+tWj39d1M+H4fJVU3F8aySFo41pezLJK1h5Ic035WmvevCW90gtCGYfaoKVwrpFdaUp0LtLD8BQpS8Gmt+VVUg\/N453pjaoo3R4AYKySje4OMc4gc9oIBu4NzAHUAg31XcO4QOLu+XTt\/Npx+s5yjvdFistRNJUSuvNI7O5waGjPpY5WgAbBsXbkGz9TrBbSl1M+AWWMYN2gCr27tKs01FVyxixp6SeSMDmMUL3NA+qFQWlj8vX09avtubxOLEaGOXbHV0\/LGmnGMLJWHmzMdnYesFUi3V7nZaCplpZwQ+I2DiLCSP5ErOlrxrpsN2nVpA5HsqWtfEhu7V3KoPA+q02gCQ0jBax8anLgZVzhU1sFzkfDHNbmD45Cy4HMS2SxPPlb0BQc+RWU4Im5GSKKeulaWipDI4A4WJiYS50uvyZHFob0iPMLhwK6\/tG9jZNwdtoB41H\/AGs0kCYootRw1KMXw+X5RFRGesDiXt7iXfWKl3eJlvhOHHopo2\/Vu31KCeGHj7ZaynpWG\/gsTnSWOySoyODT0ObGxjuyQKXODBirZcIp2gjNA6WB4+aRI57Qe2ORjvKvMTkJ4suCTmeB0qLfCcDMO\/clU\/dVHlrKxvzaupb9WeQepejcDLlxCgd0VtL\/AMeMLf7\/ABuUlosQqXvY4QVE8lRDNY8W7j3mRzM3ih7HuczITewadjgV595bcpNXV1MY2OMMM8c002U8WxkL2yZc\/i53loY1gN9SbWa4j1+swnSWmSKaOPl69y5ug4Rabaq0vCAizYRXjohDvqSMf+qqSufYK6PCPxVsOEVebbM1sDBzudK9oNunKzO\/sYVVfegwHwzEaOAi7DK2STTTiofjXg9Tgzi\/0wuJ7NxOilIkR2AJPBoqtc8NKIAFb3exwduH4ZTRSWZxMHGzk8z3XmmJ7HOf5AqVU27ST7ofdJusvhRqstwTZzy4xdhjJi7Cr07sd01LRRcbWSsiie8RgvDnBz3Nc7IGta4klrXG1tgK4h+\/hgbNlT9SkqT6ILLjWbMxGmJE6Jz9PEitNtdhxqtEeG00GkBRdRuuwuLFMOkjYQWVdO18LzsDnNEsEn6L8jiOohUb4tzS5jwWvY4se07WuaS1zT1hwI8ivDvfb4lFiRlFJI55hyGQOjfGQJM2UgPAJF2OFxs06Qq3cJ7cv4LiJmaLRVreOHQJW2bM3ynLKeuU9C6Ps1MOgR3S0QEVvAOIP5F\/kqZ5gc0Pb+\/pUWzq7m8XLfCcOPRTRt+ryfUqRy7Fc7g5y5sHoupkjfqzyt9S2+1o\/wABh+b6FVWd2z4KoW6iPLV1bfm1dS3unkCbuaky1dI75tVTO7pmH1L3748OXEcQb\/Tao\/Wme71rSQyZXsd817HfVcD6l32e9LDvb9FjNz\/NXa38474TiI6KWZ31Rm9ShDgZ441lRV0rjYzxsmj63QFzXjtLZWut0Md0Ke99uLPhmJNG00NXbt8Hkt9tlRnAsSlppYqiB2SWFwfG7bYjmI52uBLXN52kjnXjbFldakosLMinjQEcwunNRNCK1ysRwwtyz3tp69jS5sIME9hcsY52aJ5\/IDy9hPMXs61XVj1cfev31aPFIxG8xxVLm5ZaSUgh9xZ3FZtJoyL6eMB4wHP5cV3hMJkeXiGWG5uWQzObH5GOzBg\/JZlA5gtFm21qDNXmWkaOFMv3AqMeV6Y6cMi9VOwHBJayeOlgGaSZwaNLhoPjSO6GMbd7j0BXkx\/EI8PoZJSbR0lPyb7TxbA2Nv5z3BrQOkhavANy+GYPE+RjYqZlrSVEz7vcL3yullcXWvsjabXtYXVdd\/8A32fukRTU2ZtHG4Oc5wLXVL2+K4tOrYmbWtdqXWcQLNArjxX2zMNDGkQ24k8\/O6gHmmxolmEk3lavgvTEYxTXNy9lQ0npJgkd9papi4ZUGbDqc\/Nr4yew09U30kKEt4CcR4vQucQ1ueUEkgAB1PMNSdNpAU5cKnE4JMMLWTQve2ogcGNlY59uU0kNDidA7oV9osLbUgkDY31IUIJBl3ef0UJ7wu+GcLqbSEmjqC1tQ3U8Wdjaho6WbHAauZfaWtVwfuTC+eOsABlbA+FkrTo6CZ0cljbR7c0bXNPNd1vHN6AmPRT1wcN9yOniNFXyiOKIZqaZ9yGtvrTusCQG3zR9WZugawGftBZLnf1EEX4OA2jCv37vBKTmAPcdhsW64Z0fxFC7onlb9aMH9RVxYp14Tu7mhrqWmjpahk0kdVnc1rXizDDK0uu5gB5RaLA31UFMXU9nGPZKBrwQam4im1UTpBiGichCF6BY0KRNxb\/ioeo+h5Udrv8AcRrCzmAc7U\/nk+XasU92B4rFaA\/w\/P6Fd0soaSL9Ghv0c3sTC4DZr27O72obLrrsOnk\/ZtWQ12LzgS3A6z3D2lMfIT++ia8W0TVIN2pEp8b7H09iSQWNky6e83F+jTyc3s7k6UKVU1JdI0XTsoG0+Qe3YnVJOvcdY9B9h9KaWW2nyDU+wJWT25rDnA6O3aVjkbY2SAOCZIXVEpCUpjP7SjMBs17fYuUuitjWjMyGTpaYn9sVgO+Ix9xXgy62GpJsPLsXuwwGRksQBLuTLGBtJZdrmgdbHF1vyAsVTUhrXRxuDmEjM\/Llc8ACwN9QwOBIbpfQnmAzMJaSwZ8jePWgzotD2ggPOBHMXH0qcqpzmsjdaQiWw8WNxDM3zXPtcgc+TbzO51hdiL+UGkMa4hxawZRcWsPnECwNiTrrt1XjJTSVeII+K\/8AcsFUYxwbd4ffFbLGSC8vAFnWkA5rP5Rb2NeXN8i9uK0z55DJE08VZmVzuRGwBjQWBz7NGQ3Fmnm0uvM\/Ghkia2JjXRtLTIQHucCb7HCw1JPPqTay19ZUPe673OeeYuJdp1X2DsWdkOJccKAi++7wHgNu3BXviQ6EY1obrr6HafE7PNQtimC0MEknhFY6Z\/GPvBQMzZeUbB9VUBkTSNh4uOax01tde\/cdisY8JnhpoqeCmpZy5zr1E0ktRE+lp4zPKOQXyS57U7IbtikvcXXgqNx8sk1RNKW0tKJ5g6qnBEZ+MccsLB8ZUyWvaOEO1FiW7Vrt0+ORuYylpWujpInF4z242omIymony8nPl5LI28mNtwLkknvFgjDow4u3j8LRtFBQV2CtSMSu6x1AHUplmfwudASoQusqV0O9JLlxTDz\/AEuEfWdl9auBvrbkvujRS0Yk4kyOicJCzjMvFTMl8TM2+YMy+MLXuqRYdWPhlimjIEkMjJWEi4D43BzSRsIuBpzruKnfyxl2yqa382np\/wBaMryts2XMTEwyLBIGjnmDUbCt8tMMYwtdtUjU3BiaPGxBx\/NpQPTOVHO\/jvdMwqSnYyZ8wnZI4l7WtsWOaLANJ05XOvBJvwYydtfJ5IqZv92ELRbot0tXWFjqqeScxhwYX25IdbNawAF8o7ldIytotih0eIC2+oHhd8I2qMWJBLfcbf8Aveu13it9d2GOMM4dJRSOzEN1fTvOhkjB8ZjtM8e3TM3lXD7LVFHheMwtcRT1sQvlc0\/GR32gOYWzQu6W3aekKkDo1jhYWOD2Ocx42OYS1w7HCxHelaFgtjROmhOLHZj9FD3gpwZstGi4VCulg28vhEDxI2jDnDUcdLNO0W58ksjozbpLSV0W73EKiCknlpIBPPGwmOK9gbaXAGr8gu4RNsX5coIJCojiGIVEoyyTzyN+bJNI8abNHOI0Vhd5rf6hbBxOKSuZJCAI6ji5ZTMzYBIImPfxred5FnixJzXvwZ+xptgEVzjFobxeTTjWmdFrgzMM+6AG8FXirrJJpHyyuL5ZHufI921z3G5J5hrzCwGwAALsN6HfFmwqdzmt42nlsJ4b2Jy3yyRk6Nlbc7dHDkm3Jc3e7+NfhFVJ4Vh87uPe74+E088bJSdszC+NrWyfOBsH+No6+eMy1ethQ2TktovYQDcWkUp6eRC5znGG+oPmFcrA9+XCKhlzVxw38aOq+Jc09Bz\/ABbrdLHOHWm49v0YRTsuKpkxA5MdKOOJ6gW2ibfpe9oVMnQIbAuN\/FIOl2nUyu9aLV1g7ILtN97fHmxWZrnN4qnivxMF72J0MkhtypXDTTRo0G1znbfg97rKLDqieoqzJmMTYoRHGXmz3ZpSdQG+JGBrrdyjprEjmLuOsyEZfVxc3C7HPntWQR3aemcVKPCI3zIcU8GjphKIoTJI\/jWBhdI4NawtAe7RrM+23jqKBAszWJ6tk5GHLQxDZgFGJFL3aRXR70e7R2F1fhAYZWOjfFLEHZM7XWc03sQC17WuvY6Zhzrqd97fdZisDITRcS6OUSRy+EZy3Qtc3IIW3a9rtmYahp1soyLUgYq32XAdHEcj3hganZ4FSEdwZobE0hSPuG36aygpY6SGGmcyIyEPlbK554yR8pvlla3QvIGmwBR5ZJlV81JQplobFFRWvmoQ4jmGrSvXj+KvqZ5qiQND55HSPDAQ0OcbnKCSQO0leCRqygIV7IYa0NGAUSSTVdnie\/Bi8rHRvq\/i3sdG9gp6UBzHAtcCeILxdpIuHA6rh2RrIlAVUCUhQaiG0DwAHom+I52JXmlgut3RbsMQjGVldWNbzNFTNYdgL9PJZeFsDjsa4\/on2LLHhsp2RSHsjefQERIEJ\/bAPjRIRaYFeXEqyadwdPNLM4bHTSPlcOwvc4jyJjI1so8HmOgifr+SfWnjA5\/o3d7R6Sm3omCgIHBQdGbtI4rUyR3TI4AOZb1u52f6Pvez\/EsrdzM\/Q0drh6roMSHvDioawwfEOK0gCxviXSf5JTWBvHY3+Uebp5Kc3cnJzvZ5Mx9QQY8I7Qo6zDHxLmWRrKF0rdyTueQeRpPrC9MO4z50tr\/ka92ZR1qE3b6pa3Cz9VyKF1v+SbPpHdwHtTm7lovnyd7f8JRrkPNQM7CzXILtdxb\/AInse71H1pGbl4vyz+kPU0LbUGGCNtmNdYk3vc8qw9IAWeZmGPbQLLNTTHsoF1d0l0xrtAi6QC4FVmkNwD0aH1Hu08ixErJTi+nMdCejoPkSFoG3U9w9pUQaXJm+9MY0nYssVgdTe+hA2eU\/bosT5CezoGxMupaJOKjWiyyuOo2dQ\/fVY7p8huAejQ+o92nkWK6GhIlLdPdqL840PZzexYiU6F2vUdD5VIhIFdZIbi\/kKx3RG77dE1y5AGxdMlZ6GrdG9r2nlNNxcXGosQRzggkEdBXuEUDzdr+JJ2xyBxYPzJGgm3QHgEdJWoJStaSoPhAnSBoc\/wB\/clYyKQNEioyP7+7Vs3YK\/mdC7rE8PreCPKENwV3PLTt\/2zHW8kecrwOta+0jTq6vYsTn\/wDhRDYp+IcPz9Ey+EPhPH8fVbXwSnb485f+TDGf78hYO5pT3YrG0fFQtBGmaU8a7qIbYRgjra6y0yWN2vVsKZlwe0SfTgKc0awR2QB4C\/iakeVFB++VXyy1k5mkfIWyODc7i7IzaGsB0Y0C3JaAOpc4pkx7cJDLJJITKZHuHJaRYu0aA0ZCTfTS51Kyu3FUcVK6N8Vqps7HsLi973ss4OaS34oRg5RlOpc19+YDrdYwYLWsAOwUAHHwXWgzLXtqTgLyc6Z5qFkKasd3tYw6SWOmeYHHjGEOkAEcobI0ABwNmB4YSBZpFjZa5m46ED8Ba3TnJ+1ybLXgvFWg8vunEmAw0IKiZJZS8NzEXNTM8rQT9qyM3ON+gjH6Mal1i0\/CVSZ5gUOWCUKa4cFsfwbB5G+oLMcIcNOSP36gl1h8nP8ACiZ9uXNQk2Fx2NcewFZW0Eh2RyHsY72KaRhbulv2+xOGFH5w7ikZ9+7zUDaAyUMtwac\/yMvlY4ekBL\/k5Of5J3lsPSQprZg1x42zq0sfLzJPuU0fKLj2WHtKgZ6IfhCRtE\/tVDcG5WpOyI+VzB+svSzcnUfNaLdL2+olS07DQflO8lgPQlZhzAfld49iNbjZD981A2kVE7dyM\/TGO1x9TSsrdx0vO+Pvcf1VKsmGMB2Hq1OxJ4BH837Xe1GtRjkoG0XfoUXt3GP55W+RpPrCzHcT\/Pdf4P8A\/IpM8DZ80LKylYRbK241Gg8vt70jMRt7kFHrB\/7RRiNxreeV3kaB6ynt3HxfPk\/s\/wCFSYKVo2ho6gBf9idmA2AD09\/sS6aMfiUNfiZqO4dxkPOZOzMPQG3TxuTg5mPPa53qsu\/a+xuiUa9R1H7\/AGKOnFre4qBnoma4Vm5SH6Fx8sh9azM3MRfQd4cfSV2KLqXvnFx4qszkTM8VyztzTBqIGWOurWnya9CyMwEDZDGOxrAunabgjo1Hr\/fqRHCTrsHSdB3+xQpmTxUTMPP6VzzMHI2NYO71BeulweRwIGW2297AeW1luMzRs5R6To3u2ny2WOSdxtrs2DYB2AaKJh6WHNR6Y7VrfuXb5Qceq4b6Ln7E2ShcdC4AdAGnddbOYc\/Mdf38qx3UmwW4qBjOWubhf5f2ftWepwlujsxs7XQDR3OO\/Xyr03WanNwW\/pN7RtHlHoCk6G0XoERxuqtX9zG9J+z2JRhrOvv\/AGL2BOyW2nyDU+wKWg0KGm4rDSYew3bY8rZqfGGzv2eVNGGsG0W6rknuvp5V6ONts09PenVfM7mdr+l8od+vlSDKHDFPTNMV5uIYNjAOs6n9nkTfB2\/Nb3BPJSEq0MAVZeU6WNu3KNdug2jb7Uyw6AskRvcdOztGzv2LEhopcgmqddOhPN0+nm9nlSNjO3YOk\/vqsFXXxRljXOGeR2WNp8Z7rXIYwcp1gC49ABJsAShzhRDQSblnbGf2nQJbtH5R7h7SuD30N8M0746amZ4TXTWDYNS2O\/ypLEWuOUG3Gl3EtA10u6ndrU0kbKbM2qxWotlhiYBFT5hpYeM4DUjjCS43ccrAAsUS0ITC4En3caYV2N7ych5rdDs2M8NIA97CuNNru5ozPkpUkeTt2dHN3J0ouA7yHt\/aFCE2IyYWwRmSSuxir8VjnukZDn2WaTYNB6hnI+SwLEJvuS3M8mtxqt8Vty\/izIbCwGobfTSxkIyizWkig2oG4tpTtX9muAwvcd0cVeLKLuy6tezd2qYnG5g3j5BTcUhKhT7oS4THeeSSsxesPIp87nsiznnjactg7TkgZiMjLNDnLaS7qKnDKVorJnVmIVJHE0rWssxziQB8UwPcMxAOpBcA1g0Lja21Gf6jSKCrtujkD8xyFSqnWS8\/23A1NG4jSzI+UbxoFLMTubmOnsPkKYWm9udcnU7s46WOm+6GWGpnsPB4M07mk7L5Wl22zSGh3KNhmtddjLKSLjS+h6b81zt1HoK2wo7Iho033VG0VwqMQsEWXfDFXC6+h2GlxocCm5ANp8g1PsCQy9Gnp7\/YsJKS60BuaorkusWRzbgHyH9+xNzAdfWdnd7UNffQ8+nZ0LjldRFwOv0ftTXOumlJdTAUar00EOclo2lriB05Rew67AkdJFudOpoAWSuO1gbbqLpGjy8kOHlXlhlLSHNNnNIcD0EG4PkK6LEYmmmlnZYNlfCC0fIkbxhey3zb5XN\/Jc3oWaO8scMiWjzqKjzHoVpgQw8E7QHE+FDQ+R9Qudcw2BsbHYbGx7Dzrc4RTQZGySZ5PjY43NvxbG58xJuLvflDTsybQvHiuKcaGjK64+U6SSR3YASGNb1NamT1LRC2IX8cySbNXWytaNSMrW31OpLjoLap4e9oBqDW+h2eI\/CGGGxxIoQBdUbfA\/m5bvc+0Nqyx7Wtdd8TbXsyRp+LIzEkXLctySeVtXMZLbdOrn8vR5V6J8Rc9wLjrYNzDRxto0ucNXOAA5R10Xjf17edTgQXNcSdoA4V+6hGjNc0NGwkjzp9ltpMa0p8t80Ic032OaXEhvTYtcWOGmi1Ubteo6HsTLoV7ILWYft5P1VT4rn4\/twHoE54tom3TnagHo0PqWMlWBVlLdPJuOzTycyaGnsHWnRyAdfMSfZ7UFCa1vd0nYjMB19uzu9qbKTfVMumBVKqyCXXX9wmvFjZMunuNx2ehOlEqppKbdCVrb7FJRqnXuOz0fsTGi6yMIG3XpA9Z9ibM8jTYOr99VEZBNGUDafIPbsCVs9tmnr7SsCLqejXFR0sk+UWPVzdhTE86jrHoPsPpWK6bUinXTgbjs1HZz+3vWIlZI221Onbz+TagoBTLpwYewdJ9XSnSEA6DrBOunZsWFzr7UxekbllbIBs1PSfUElQ7Xbcc3YsV05puLc41HZz+1GjS9OtU26S6S6S6soorKw3BHRqPWPX5FiunRXvonysAO2\/OANnlP2aKOBojFYmi+xZG8kgk6jWw9uxY3y82wdA\/fVYyVLRJSrReurfzjRrhfT7QT1G68pKzQnM0t5xym+QcoeUa+Rea6TBS5DjW9OJWemNwW\/pN\/OA2eUegLzJWOsQRtBuO1Sc2oUQaJLoXpq4dc3itdqOnrFuo+pYeMA2DynU+wIDqi5BFErYztOg6T6htT5nDaBt5z08+n\/ledzulR9vm7vnQltDRN4\/EJiAxjbO4i4vneNmbLyg11gAM7rNADqJmMyAzTefLPuGZV8tAfHfoMHnsAzOQCN9Ld++F7aOjbx+ITWDWAZhCDrnfezc2W7g1xAaOU7k2DuTrqx2HERMca\/HKwBrpCc\/Eh3KDW5rBkbfGDTlBtncGsa1o8wthI4iD79xus8eTxzHn5R1drl0zcq2a3GPs0Nal0wkcXH9+43W+M7x+Lz68+uW+uti8jM6zWgLgRo73uLnmhGNLxDr8Ld6KeS9HBgMY0MYKg4VuMSnxO3YQ\/3J7CMJHFxjw3HK62Z3jmIvN9L65eextnIzOsxoAYLYSLD79xyt\/T4vP+r3ZyOZjUAjCRp9+45WfpmLPr25b9hfbmY1OkAwkcY8+G43XageOYy825tct9LixkIyizWkinsfLo+fR1\/5RXclb2\/m0vLpKf8AGE3mkJGEjO\/78xut2Dx+LLzbm1y300sXkZRZoJGNo+5Xx0335jlZ4kfj8Vn0Gjeb5PJtmtkZZoc5Ps3CRx0\/39jlZ+Dj8cQ5+SL5dbfJ5Fs9sjLNa5yRrRhQNVVffeM1f4OPxzGX8kBobsGxl2Wvbi2WaCUC75dHO\/o67TvRXbBsTPvfNpXXXdJTYN2E3adqz8W3CW+F1bvDcarL8XEOWY3O5IHI5tjCWDlW4uOwDnHA0DDL11d99YvVfgIByuKzckNaG3ta+Qlv9Wz5TisQGGg11d99YvVaU8A5RiLuSA0Nvb5hc3+rZ8pxQAYcDiGIffOK1P8AF6fbxV9A1oF8uW4aXN2eI25JJYGjdho3336FfjdvRHfC3YkTp\/NpXXXadPgZuwm\/E7agAYcPuhiH3xitT\/F6fbxV9A1oF8trhpc3Z4jbkkn00Nc\/DWyV+IPfLiFY3LDRseQAL8hrmNNrMJtsIZezbucV5GjwD+EsS+PxKf8Ai1N9FzNAbrly3AJA5F8ou4pGgUQ+6mKfHV838Vpfo\/mgN1yZLi5sRHf5T3JircPdpff8FfjfnEd8LdiRAdj71fdu+On+nD3YbfidtUm4BugcIqcV3FU1VPcNhz6ucNbBrtWusRdl3ZSQ25JsuiuoPLPBv4YxciWrl\/idHsMZbq0ZDfJlzA7Dxd8xzSOsO63F7oZ2wxuxN8UEtTKRTxeI\/K7VkbwTo4bBfUAsDjnNl25K0NL3Il123EDAF5uALjgFxJ2ztEacO++l2BN5IZiSGjEqYbpLqqXwkMR+hovNz+8o+EfiP0NF5uf3lcjruVzPBdPqGayHFWvlPP39qxkqqg4SGI7OJotf5uf3lA4R+I\/QUXm5\/eUC25YbTwQbBmshxVqwLr0QzkNLMxyuIJaNmYXsb9IuRp0qpruEjiR\/kaK3QI57f\/JTfhG4j9DRebn95SNtSrsa8ExYU2MKcVax7zs2dQ9fSsd1Vd\/CPxE\/yNF5uf3lJ8I3EfoaLzc\/vKkLclczwUeoZrIcVam6dJqL+Q\/v1qqnwjMR+hovNz+8pRwjsR1+Jotf5uf3lM25K5ngjqGayHFWmJSFyqx8IvEfoaLzc\/vCc3hHYiNkFF28XPf\/AOSn17K5ngl1BN5DirVRN6dAdP3Ca5wGwa9J9mwKqp4ReI\/Q0fm5\/eEO4RmIn+RovNz+8pdeStbyeCOoJvIcVaYuTSVVr4RWI\/Q0Xm5\/eEfCJxD6Gi83P7wpdfSuZ4Jfx+byHFWoebi\/RofV7FjVXG8IvEfoaLX+bn94TfhE4h9DRebn94QLelczwQfZ+byHFWkWSDb1c\/Z++qqw3hE4h9DRebn95Sv4ReIn+Ro+zi57f\/IQbelczwR\/H5vIcVaV4A26nq2d6Y+Qns6BsVXHcInED\/I0Xm5\/eE34Q+IfQ0fm5\/eExbsptJ4JH2fm8hxVok9xuOzTyc3sVWvhD4h9DR+bn94Ss4RGID+Ro+j8HP7wmbelczwS\/j83kOKs\/dF1V74Q2IfQ0fm5\/eEfCFxD6Gj83P7wpdfymZ4Jfx6byHFWijfY\/vqnPittNvSfIqut4ROIDZDRDr4ue\/8A8hI7hD4gf5Gj0\/m5\/eFHr+VrieCf8em8hxVoeMtsHlO39ixlyrB8ITEPoaPzc\/vCPhCYh9DR+bm94Uhb8pmeCX8enMhxVor3HWPQfYViuqxs4QuID+Ro\/Nz+8Jvwg8Q+ho\/Nze8IHtBKDaeCD7PTeQ4qzt0rH2N1WH4QeIfQ0fm5veEfCCxD6Gj83N7wpfyCUzPBL+OzmQ4qz7o9dO3yI0HWfs79pVYHcITEDb4mj0\/m5\/eEnwga\/wCho\/Nze8JD2glNpPBB9nZvIcVZ18pPZ0DYgG4t0a+Tn9veqw\/CAr\/oaPzc3vCczhBYgDfiaPzc3vCf8glNhPBL+OzmQ4qzF0irN8ICv+ho\/Nze8I+EBX\/Q0fm5veFL+RSmZ4JfxycyHFWbiksQRtBun1TLHTY7VvYebyG48irB\/n\/r\/oaPzc3vCzfCHxCwbxNGLX14ue+u0X8I2c6ifaGUrUE8Ex7OzdKEDirL8XbabdXP3e1Jxttgt17T+zyKsf8An\/r\/AKKk83N7wj\/P9X\/Q0nm5veFL+Qye0ngo\/wAcnNgHFWeZJdpadoOYH0jyjXyLzkqtLN\/+vBvxVH5ub3hI\/f8Aa\/X4qkHZHNp2XnP2oHtDJjaeCP45OHYOKlXfQ3dugc2io28dXzcljW2cIQ4eO++ma13AO0ABc6zQA7j2n7k2hg+\/McrPHk8fiy\/lfK2NHjcq2e2d9mhrVGG5LfCqKQzPjZA6ecuL6mVr3zcrU5TxgYBm5dshubZswAATclvg1FI6aVjIZJ5756iZr5Jhm1IaeMDAM3KN2m5AvcAAcWLa7Izw9xIN9Luw35c3ne2LuwrHfBYWNAIurf8A3HfNkwbu1SlIBhIyR\/fuN1ou53j8XnN7a6hoIvrYvtmdZgADBbCR+OY3W\/p8Xn7fk37M5HMwKMtyO+HPSSTTNjglqJr5qidskkrb7Q0iVrACdTdpvYA3AASbl98KoppZagMhmqJic087XvkF9oZlka1oP5uwAbBZUttGEKUqMaXV0Btd8z3ZnBWus6NfWhwrfTTOxvyw25DFSkXMwgZ3\/f2OVmwavEZebbBrlvppYvIyizQSMQthYM048Nxyt\/Bs8fis5y7G\/J+RyQMxGRlmhzlGG5rfAqKeeWpyQz1Et7zTte97b6HJlkY1txYbNAA0WGiNzW+BUU9RJV5IZ6mQ3M07Xuc2+hyBkjGtuLN0GjRlFhcIbaEEUpUX3XV0M3fM854BDrOjX1obvevppnYwbsMZYlSexowpvhVUfC8Yq\/wcfjmMv5IADdg2MJYNbcXHZoJSNAw37+rvvrF6r8BB43FZuSGtDdlrhpc38xnynGMcF3wKiKqkrHMhnqH7JJ2vdxd7g8U1kjGs5Jy7DZosLAm5hO+BUR1T61zIZ6h2x87XuEXN8U1kjA3TkjbYaC1zdi0YN1LqH3aiujm87zzs2BI2bGNdK+o96hppZMbusG3aVKDf4O\/hDED4RitR\/F6ca8VfQBoHi5b5S5uzxG3JJI5vgA+6eJHwjEqm\/g1MP5I8zQ0eJluASByL2F3EqLsO3f1DKt1a9kM858V0zXubF0cU1kjA2w0G23NqSUUe7+cVbq2RkM858QzNe5sVtnFMZI0NyjQXvbbtJKOsYIpo1uN1RWmcR2887BgEdWxjXSoai+hpXKG3dYNpxKk0WoQcUxQ8dXzfxWl+j6AG65Mlxd2ojB+U9yxsZ4LfF8X+Mq3\/AMUpNnF21aMhvkyXvY3yXzHNI7SNY93s5rDWysinm+QJmvMcVvF4tjZG2ya2uTqS7VxzIdu9ndWeGyshnlb+DbK15iit4vFsbI22W5IzF2pLtXcpHWMHZW43VFb9sR+87IYBPq6NtpeL6Gl2yGzdbvHEqToWCC+L4xy6hw+8qPZxZHKYMh8Utvzg8XfM7NIQGrFHxd8YxjWU\/wATo\/mc7AGHY8eNY+J47uUQGxjNu+qH1grZWQzSM\/BMla8wxWN2mNjZG6tOozF2vKN3WIdiO+DUTVbayZkMz2fg4pGvMEZ2gsjEgNwdeU51zqbkCz6xgjCuN1b6nbEfvHJuAS6tjHGmF9LqDZDZujediVyCEIXnl6FCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhf\/\/Z\" width=\"252px\" alt=\"the accounting equation may be expressed as\"\/><\/p>\n<h2>How the Accounting Equation Balances<\/h2>\n<ul>\n<li>This category includes items such as cash, accounts receivable, inventory, and short-term investments.<\/li>\n<li>This means that every financial transaction must be recorded in at least two accounts, with one account debited and another account credited.<\/li>\n<li>This straightforward relationship between assets, liabilities, and equity is the foundation of the double-entry accounting system.<\/li>\n<li>Continuous education and seeking professional guidance can further mitigate the impact of these misconceptions.<\/li>\n<li>Understanding how to use the formula is a crucial skill for accountants because it\u2019s a quick way to check the accuracy of transaction records .<\/li>\n<li>In conclusion, the accounting equation serves as a cornerstone of financial understanding.<\/li>\n<\/ul>\n<p>Understanding the implications of this equation is crucial for any financial analysis as it provides key insights into not only the current financial position but also future solvency and viability. 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&nbsp;to large multinational corporations. Other names used for this&nbsp;equation are balance sheet equation and fundamental or&nbsp;basic accounting equation. It records the assets, liabilities, and owner\u2019s equity of a business at a specific time. Just like the accounting equation, it shows us that total assets equal total liabilities and owner\u2019s equity.<\/p>\n<h2>Neglect of Time Value of Money<\/h2>\n<p>This structure works well for straightforward exchanges like buying inventory or paying off a business loan. However, modern financial operations like derivatives mergers or long-term contracts usually involve multiple layers of value and risk that cannot be captured by a simple equation. Liabilities directly impact the financial health and cash flow management of a company. Any increase in these increases the financial commitment of a company and reduces equity if not managed well. On the contrary, paying off liabilities improves the company\u2019s stability as it reduces the overall debt burden, influencing the ability to invest and grow sustainably.<\/p>\n<ul>\n<li>These equations, entered in a business&#8217;s general ledger, will provide the material that eventually makes up the foundation of a business&#8217;s financial statements.<\/li>\n<li>Performing a thorough cost-benefit analysis before taking on new debt can further help ensure long-term financial stability.<\/li>\n<li>For example, if a company acquires a new asset by taking out a loan, its liabilities increase by the same amount as its assets.<\/li>\n<li>Thus, the accounting equation is an essential step in determining company profitability.<\/li>\n<\/ul>\n<h2>Impact of transactions on accounting equation<\/h2>\n<p>For startups, the incorporation of the accounting equation into their financial practices is crucial for viability and sustainability. In the early stages, entrepreneurs often utilize this equation to examine their financial positions closely. For instance, when a startup invests in inventory (an asset), they may use a loan (liability) to finance this acquisition. Additionally, some individuals may not fully appreciate how equity functions within the equation. They often perceive equity solely as ownership value, without considering its dynamic nature influenced by profit margins and retained earnings. This misconception may hinder one\u2019s ability to analyze long-term financial sustainability effectively.<\/p>\n<h2>Streamline your financial reports with ease<\/h2>\n<p>You can witness the easy implementation of the tool and try it out to get a renewed <a href=\"https:\/\/www.business-accounting.net\/the-accounting-equation-may-be-expressed-as\/\">the accounting equation may be expressed as<\/a> experience while handling your accounting system. Deskera Books is an online accounting software that enables you to generate e-Invoices for Compliance. It lets you easily create e-invoices by clicking on the Generate e-Invoice button.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The differentiating factor is equity, which reflects the owners\u2019 stake in the business after all liabilities have been settled. 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). Because it considers assets, liabilities, and equity (also known as&#8230;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[62],"tags":[],"class_list":["post-37983","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/posts\/37983","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/comments?post=37983"}],"version-history":[{"count":1,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/posts\/37983\/revisions"}],"predecessor-version":[{"id":37984,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/posts\/37983\/revisions\/37984"}],"wp:attachment":[{"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/media?parent=37983"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/categories?post=37983"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dincubadora.undc.edu.pe\/index.php\/wp-json\/wp\/v2\/tags?post=37983"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}