{"id":60547,"date":"2021-01-29T16:34:17","date_gmt":"2021-01-29T15:34:17","guid":{"rendered":"https:\/\/www.9avril.ma\/?p=60547"},"modified":"2022-07-24T20:20:39","modified_gmt":"2022-07-24T19:20:39","slug":"what-is-the-expanded-accounting-equation","status":"publish","type":"post","link":"https:\/\/www.9avril.ma\/?p=60547","title":{"rendered":"What is the expanded accounting equation?"},"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\">Transaction 2<\/a><\/li>\n<li><a href=\"#toc-1\">Balance in accounting<\/a><\/li>\n<li><a href=\"#toc-2\">Payment of Accounts Payable<\/a><\/li>\n<li><a href=\"#toc-3\">What Is the Extended Accounting Equation?<\/a><\/li>\n<li><a href=\"#toc-4\">Debt To Income Ratio: What Is It and How To Calculate It<\/a><\/li>\n<li><a href=\"#toc-5\">Unbalanced Transactions<\/a><\/li>\n<li><a href=\"#toc-7\">Purchasing Equipment Using Cash and Credit<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"state the accounting equation\"\/><\/p>\n<p>Non-current debt refers to the long-term obligation payable within a period of not less <a href=\"https:\/\/buzzatee.com\/2020\/03\/05\/what-is-the-extended-accounting-equation\/\">https:\/\/buzzatee.com\/2020\/03\/05\/what-is-the-extended-accounting-equation\/<\/a> than 12 months. They are generally for financing projects with longer maturities.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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NzhU3g5ynPB7cZGDjyzDr0YuRUlqNR6e6oFmYc8E8+SwcD+l+8x3OpCghuZp1faaUVqKmnVAZxgjBJ+R\/SI6sSXmH9SbcYlPvuzTQ3ZwPvjg+nzjO\/jNF95gtk2dV9LafsZ2a8M+KyrO\/GRlLicc+XCyIqnaiSzZtR4O5+ptpPH8VCj\/AFiLQ9YNXRJ2zL0RSftpxYwnf3G4KPHn9z9RFeUUZ6l6cSMy4goVOVAvEFODgoOP0xFydY2VQ4jGy1XShcLRt2coJeTlaEOoAVk8ZSrgjP7Se3ERz1F0YzeqtH2tFanJVYwE57OfD4rEcPQu8nbZqbDiXylDbviFsqCQpBGFpyfUc+uRExX7SZet6g0StJSFsIkph5CxyMfZlP5nmFg1usXPF45t+pBfUdUUyVv0C1ZYja2ErUDz91OP6x+cNil12lTjunFgz9Bqteocof4QVyQpNNXNvP7FLS0gtoPKApask8YUI19RE2qYvJpsbkpbZUpPHqsp7+fCRD36R61bdOrkx48lLtVVTfgOTJUQ45KKUCQPXYsJOBg8jvGhPZHc10FnBvHSOfRrtenuj\/UzTiqy04zM2XNNS0oxPMqamUybk2hxkuIPKVjKwR5AJjhUaTq9n1G0KrdFSoVXpkte9LfXRKajwZ998JGxbRO5SkpJAUkYCjgZ5GLqTul2ntafrE1PWjTpl252Wmaw6pB\/wtDe0t7uecFtBz8PnHvTHQHR6070mq9QtP6PLTsmtLsk+ljKpclA+5uzgjk5HPMEdRHyXUxOMkqKxXzOS1k9S99axue6zal6yctPLA+7JTVPW2s\/H30tgfzodvRPIzkprvM1KooSmfrliMVybUBwt6bmi8Vfj4gixl76V6dVd6upqdo06YTcz7MxVg42SJxxrHhqXzyRgYx6R2rJsq0aNcqrmpVvycvVDIN0z2pCcL9lbA8Nr0CU4GB8IdZU1VCuLu7II6hXqbT+sPTCfvIsM0d2izjNOcmyAwmf3KGMq4C8qbGe+Sj4RwrtmqZOdWllCx5iVcqlNt+sruRUkobm5Yy6\/AS8pPmFqBCTyCpB8wYsnq3Ytn6gyTVCvW3pSsSO7xUtTKSdigfvJIOUnBPIIMNzTbSXTfTyl1FFl2dI0r20FuZWwklbrYzhBUolW3k8ZxEvJGHilwEYtlN7cnb7pOkNna3J1SvB+squhiQXLTFUcclHZZc0tCm3GyftMgclRJwcdgMOHUWpVGjL6nKpRqhMSU7Lz1KLExKuqadbJDWdq0nIOMjj4xZekaW6fmhfwQctKSNFkpxM3KSBQfCbeSsrCwO+Qok\/jCuu6ZWLUU1tE7akm8m6VtrrAUhR9tU2BsLnrjAx8oj3rDXxL8obu5LqiBKrS7i1E6gKlZbuo12UmkMWPIz5l6XVHJfc\/hI3eeOVZOACfOIwldSNTbnsTS+yX67XpxFbqNUlZuYk6kmSqFQTKulLLPtS+xwecnKsDOT3uvJ2TbMvW3LolKDLtVV+SRTnZxKSHVyyMbWyf4owOPhDbqOjWmM9bTVmTdjyDlFYmFzLUoWlbWnVHKloOdyVEkkkGI97w\/zL8oO6kMfplqV5hi6rau2o+2S1FqaUU5UzWWalPS7awrdLzLjRPvIKRjdg++RjAwGDNvaotdUGqCdMrat2ruLkaOmd+uX1NpaR7OnaUbe+TnPyEWOs6y7XsSiigWjb0tSZELLpal2iNyz3UonlR4HJyePhCim2nQ6ZcNRuuSozbdWqzbTU9NoQQuYS2MNhXrtHaKveccW3uX5I2PpRTy99Mrl0z0psS25irSIuCo6itVFx1pkrlJWYeQQEIScFSE7EnHHOcesPCtUjUmmdSmkw1Du2lV1TiKv7IqQphlA0AwN4V76t2cp+WD3zFiqjaFvXYptFzUKXn\/qydRPSYdST4T6QQlxPoRk\/nHqq2lQatXqXclTozD1TpHiJkJtaTvlg4AF7T\/KAAMR73jfCafUZ43V0d2mqSVfe8sRFnVnK+16K1pARv8MsLIx3w8gxKEicuDG0Y44ENrWakJrtiVKmFIIfbHBGckEH+qIg1GVjRfJVqn0FND0dmlzDQT4kkWwdpH7B3H+kpUO7Tl+WXY1FUnt7Knt8zHjWkIo2nYpLaEJJQGhjIGEpJJ\/MCIYs\/U6Wo9tyNLdnPDVLILZTg+SjFyi5xNUUpcstKAQYUNnGITp5xmFLSeR6RiKRY2ARnzjpNIbxx3jntIykEnvHQlhgZMJJE2LGFBGMx0WZlpIwe8c9tQxjHeN7cv6HMI\/F1Js6rK0EZMLZcpVwI5PvJwMYhdKlXfBhHEhcHWbSMQTeBKPY7htX7o1tLOe8YqC8SL+O\/hq\/dCJU0PdoZ1toHtywTgAoOc9uSIjXqQtEOMouBhhSUTCS4soBKQ4kYOccDI8z6RIdsTAVW1SqiApUsV7fkr\/ZGvV805+xag9UVNoZkwH1rXt2oAyFZz24UfzjalujtRGOWzImUmqLqWHGM92lA9+xzFzdELhExaEttUgmX3sqURwEjz\/BOI+fVy35LKnnEU0eMEKKUubvcUAeCBHoa86lNUxVJpVxzFNkySVMyoDe7P8AKHveXbIi+GiyShT4LdTqMcmqHjrdN\/WmqM4iWSpS1JYZBwBlZA8vxEWM0\/8AYbE02m0tPpBZa3lSckLUE4B\/FX74ol\/CSvIn01ZmeUqeQvxfEdO9SiOxOcw85HXW4GqbOUiorcU1PYU4neQhKwMApA7H1HYnEXvSyUUvQqlqI5FtJW0pmlzF9e3rWAta1rIJ2g5ClHvz5CLCXpSG7jsKakntqwAtsrKQQAsYJ\/A7TFRNLL0p8rcbAdfx46wgEpwVE+7j4fe\/SLj25MszNIck3AFIWhQWM8nPcRnljlFcojJNb00ULnZZyRn35CZGHGHVNOY8iDgxavpTvgPU9dBnnSTLFMuPeKsoUctq74GDlJiB9cqAKFfkw6G9iZrk891J90njjnCT+MdXp6qCmLweaYVtbXKlSsk8lK04\/eYfJ4se41Opxplmdfaahyz5l1xKt0vMIWlQT\/JX\/XxEL6SUzx9S6I\/yfZ3UuKJBwDnyPlziJo17qKpay0JcXh2cmANmMHbtOe384GI\/00p7tPkZm40pCFJASkg84yPwzlJjNL4kJidYGNLqXrwvTWGXt+WfK5eXW1JoI+7vWoJUoD8EmO5q9bLdMs+XZlEgMyKm3QQnA2nI\/cRETTVyom9ZzXJxzLCK2kneezaHAkH04AzFib5l0VuhzUsMkOSuCM7uUp7fmmLZJxSRM\/DtRB9AeXLtszLS1JLKwQRFgLTr\/wBa0ynNOOb1SbbzBXvzuQdq0gnHkCRj0EV4pTakU8tYOUL2n8Im7S4Ppk2VrwokttEeJu2qLaiOPLjEUYviaLdZWxMhTqGoj0jcbE6Ejw3ULb3ZPcKKhx8QrMMOzrim7WrcrWpThyWV76SeFoPCkn5iLaa3WCi57OdebCS600FNLCNxS4n7vPcZwUn4KimqU7cpUOfMERtxvfHayvFJSSPpRpPdLNx0Znw1KdT4SHmlEbAtlQG3j4Z8okaz0LTU6gHU4WkpT37jamKodKdempuiUppxfvS8w9JpG4glGNw47HG4D4ARbO2hsqs8AckpQT8ykGMiXioyZltkFzgGY59Y324rbMcQnuM7nx84KGrbMA54wPzjRFFFi26CTNs\/zD++FungAM1nn\/xH9sc+5nEmfl\/eH3D++OlYicTEwewKM\/qI8t7dtr2f1T\/4f\/B0eyK98xp+o8gEp4CRz8IwUIP7KQfLiPUA+8I\/Jqz5Vxvf5Po+yPWhtVjUfT6359yl1y7aTIzjQBWw\/MJQtORkZB+EIlaw6Tq737Qf\/wB2iGu\/dVNti7brNS0rqtzJeqCHEzcrIMPJQESTSlt7nFA7koSVkAHCTniFadR6GtZbb6dbk3BwMkCkSZw4V7Nn3\/vb\/d2988R+g+w\/2SaPtXszT67Jq8ilkhGTSqk2rPGav2ky6fPPDHGmk2hzUrUvTiuVBilUm8aPNTcwSlplqZQpayBnAA78Aw6AlHkAfwiC5yq\/XF72lUmtMK5bcpO1xhyXmJ2QbYaKfZnPcQULIyoKSrAAyACcxOoOQOMR87\/aD7LY\/Y7V4tPps0pqcd1v615Ha7G7Ql2njlOcUqdcGEpSkkpSATweIa+oaM0VogDImE\/uMOmGxqH\/AJDa\/wBOP3GOP7F5sku39KpSb8Xr8maO1oR9zyceRHMiFJcxnzjxdyQ5RyFAH3hGZMkP+feM3R\/kpw+gB\/WP1fR84TorrrhTHJy0H3OcyyyvgZJCgUkfqD+EUimFMJfcSoJyFHOe8fQW9Jb22jTkusHw3W1JUQOwxHz\/AK3JOy1ZnpYsbi1MOIyPgoiN2HxRo0QlxyfQpKQIVspGOR2jQ0jJyYVDCBxHNIPYJHbtCplxasDPeOcp4h0I2EgwtlScjPaBoDsym9IySk5hchKlK3bkj8IQy6sgAeULG1kd+B6wlAxX7MkkL3HiFrGMbQOY0MJU4MDzhW1KuAg+sV2gFkuj8Y11tBbpM04D2bI4+ULZZraMK7wkuJJFHmsfxP8AZCxfI\/kRDJ1xql3\/ACJmXfDaMoSslWAMqUcn+h3iqfUz1FzOotSmbStabelrbl1FDhSrBn1pPClYP3Aew8+D6RIHVPXqpQJJKqc\/4K5+VRKOLTnIQVrKsemRx+MU2cUkEjfn1OY7OjwbvGzPllzSPa1hRKUq8\/OPCd4VjG75COnb1r1C5JosU9K1+ZIH3Yl60unWr1yb9nk55KtiElZ2k4J8jxGnLqseHibofBpMuo\/w1ZCQZLv7C0qTyFYxGh5taue6hwVeYi3cp0gXM8dns0n4ZHKi5gwvnOlP6olES7lGS49tJW5uB3EDy+EZH2phXRnRj2JqPQppKTs1LzALSj9moEKBxg5zn8Iun07X7N3LaLrVSmy9OyayytWBnH7JV6nvzEHaiaBVagNrnpGUcASSQlJ3J+I+B7xnpvrU3Sbymqd46ts3LLSppQ7qSeMj1AzF\/e49TjcoMwZtPk00ts0SD1KstOCSqpcy6XQkgq9UKB48v8WI99LVtrqVamKksFCS4hjelQACR7y+\/ljaPmY4XURXRMVGSpJKT4YDyj3GQnHb\/jKz8onXpwtVNDtKWcmmwh51O4gDnJO5RJPx4\/4sZJJ7Ei3ftx\/MRdRVc9orchQUO5EukqWgHjJ5H6YhyUempkdLmFpbSTMLWSSjaPdSkY+PZX5mIf1Nq79YvmdemFkFTignJz7oUQnHwxiJatCvorNoMU15S8tuB1JWQcpOAsfgR2+MUf52vQslHbiiyntwNOSl1VWXeSUuNzj6SkHzCz5xYHSm5l3TRFomFjewnwnE5\/aACSQPiAk\/jEYa8W8iganTiGmSlD4Du7btCiPdzgeoAP4x1enWYKLonZJR9xaArBVj8P0EaZLdGxpvdFMVU6WTMTbkqwCSuYKQM\/EevzixsnR5e2bWoHjpSiZn5pTiknbnltZSPd\/kpH5xEGkFAVdl6KQ00hbSJlanFEb0hAPJJP8AJ3YPyiSepOtKpVStaXlVFoNzaNmwY94pVjk\/zPlGTFGpWRnluUYIkRMsJyhPSK2ipMy2oE5xtURnIPl2\/SKFakUhmjXtVZRpG1CnvGA443jcRxx3Ji9NsVVusUCWmQkoS82VEFPKSO\/x4ORFNb3kf4U6vqojCgA\/Msy7ikjG1OAVnn0BP5RqhanZVpm0miznS\/bqaZbckp7GUy5eVh08uuc52\/AED8onTTmrqrNYuF8LCkMzfgJIHfahAPzGcn8YY1vSbds2WuZYSW3WpZSwDkkKxxj5AAcekKOm55SqXX1FRJTVFN\/dIH+KbyeefziiHWynM91y9CR6\/kv9\/ONVHc2uoz6xmvKHiqVnseITUtz7ZA+MXxuyhi651D2+Xwe6DDhsUAqWSfvtZH9IQ17mWTNSi\/MoVDnscYWAP8x\/XHlPbz+HtV+k6XZH77j+o8IB3ggHf8I\/I76n0exn02bmGJbUFpi4ZaSSucmytLq5YFj\/AMjtgOYdWFrCz9mAgHByeOY6sjJMIqT0r9cUghyqonlMmakSHVe2JIqOSsYIwHC334xyDko6GqcTLX60zSkzKZidng2+plam2SmjNFfiqSCAkpPu57q\/GH83ZtWlKyprwJKZM4+zPFbCXFKbc9sGEBKWgEspKNqsJ+7lSiSpSz+2\/ZHjsHRf8qH\/AGo+Wdo86zL+pkPXEZbZpw61XJOZderMgpwsplgZnFOUAv7JRXhvlvCwOQSBg5MlA5GckxDtT1AduGq6fWu\/brciql1mWQqYDzi0u7JRaBsSpIASe52nG7OYmLzIHkcdsR8H\/bHrMOt1+mnglaUJLo+qk0+p7L2d0uXSY548sadp\/ZrgIa+on+RGv9OP3GHQYa2ouTRGgPKYT+4x4X2J\/iDS\/q\/ozpdrfuWT6f1I2l8h\/IMYupwiiTJSnJQ1u58+8eWCoOx4usFy3Z9B4Jl1Dj+aY\/Wytuj5ukQ+\/XGq\/QFzLCilSUlLzZGMLHeKO3yVSl31eXS0ohM0s5HxOf64sPpDck1UpFctNuHJDks6SfvqR9xXz25\/OIYvuiTUxd9VeQlISt8kZ+QjZp11RqpKXJdplwZ7RuLoIKcd4StpISV5AxGRknuI5xTdm9tJT55x2MLGSM8GEzaTsAPeFLYTjIiJEnZkk5H5R0G2xuzmEFOWCNp+EdVpIziKXwFi+USEjJha2skjkwhaUAggQqZycGKqJOmySSDCatq3U6ZRx\/ijG6X35GI1VhGJCYJ\/zav3QR4kSupUjqst1NSsKdrByp2n+ApBHYJ3kKz\/AEhFIZeTcfUVApwODxH0P1vlkT9gViklveqdlvBSMjg9wfzSIpbZdEaqk7LSLzITvdwv5ZjtYMvd47Ynd95MlPputlLhcm3WUp4wfczu\/si5lr0KRl5ZAlJRtjJSpYQnG447mIYtWk0y0qEl+TlDtS2CUgcqwIkC0b0vWdQo0u1fGYTyApWFACPO6lS1uVzi6R67Q7dFhSkrZNjEuwZXa42CdvHENmtAu7m\/DI8PIAx6Rzk6sVV9kUmoWMuQfSdofS8FbuPTHEdl+flm6UipzDavFS0CpHGSfhFE8G3izsYs8Jq2RBfVHEyz9o1vSr7ySODFUaZbCLZ1+dblmyhhUu5OYH7O5JBH9IH84tLf2o9afmVUyi2S7OhAyp0KwB8O3eK91ypz01dFSrtSojtPmpenuNYIzkKUMYPHIwfzjr9nQnjtN8M8323PHmSpcoj+bmhe2qm1fvtNzO0D+Mlvk\/Dkgxda12hT5CWk0gktthJzg84974eeYopppOtC+Jd59X+NLikhXbcQTF4qPNImmGHmXcpUEqCscpHBH59o6M1zR57M6SRXW8pJUldb7Cwjeha0q2knkLIOc\/KOlZleXS7ip7PikIfe8NWT7uFDBB\/Q\/hD21ttRXtaLhlk+64AVL34CSAAsY+IAP5xDc5MrlJiUmEuJS42+FZz2wYySVZTfGSy4eSQerKjo+vZesBISpLy21YTjIVkc\/ij9YYmhzLkvVKzWk7CiTlFKOR6IV2PkeREgdTdalJ+nNTZWoicfbWg7sp5SpRGB+H5wy7KZXQtLq7VSSl+oJ2J97G1CiAM\/MJz\/AMaNC\/w6ZUrWOmTt0pyKGqPUq24hS3WwdqlJwcrJz73Y8N9h6w2+q5uceco1SbwpSZppQPkBhwDnsOSI0dP9eqtNoE5T3ZB9pqYaSsLMuvnaVYPIxj3u4jsatsi4LXYfKvEXKuoWnbk5BWDwB3O7HEVpLeiuW6M9zR2bMrLdD0rn6pNuZbYbfU19oTtHGR\/SzEFdPlHXdupMxXJo+KlpRcWVDOVuKJPf+SFj8Ycep9y\/wV0xVb7DyvGdR4TmBlJ3HBP\/AFlH8I4PS\/cMhTatMF4oCy60cqOCQUqTgfiYucHsbQmOS2tlxK0yqoUKfkmkkFbCuBnvgkdviIT9N6Q3Ra1jkLqalhW8qzlpHngZjlpu1TkwlTaygtnCsK8vIfrC\/TuoNUr61RKL2svTynkjGAnKRkfHnMIlyUSl4WiRq4r3lZ9YQ02YT4iCCODDfqtdfmHC0yVLUSAABkknsIWy9NuGnMNTlRo89KsOK2pcfl1tpJIOBkgQ6RW+Edq6ZlKlyaARuUggesPWzkbHykeTH9cRXX51SqhTmirk7QP6Q\/siUrLc3zjgzylgZ\/OPIe3n8Par9J0ex\/3zH9R3CMpzuABH4iMc4zgnAzxANpJRvTkfe57R+SqfVI+kNkK6j6baf1bUGTkK7qlclBrV6eMJOlyM2221OGXaT421JaV2RtzvVznA9Ij5uiaEuLnV\/wDwi77BkGZxx1bj5bHhyqiJjw1KlQHfDKTuDZVjB4iQNSdAK7ft\/nUeV1BeplSpiaWKAymUQtmWErMF9zxc++fFUpSVbCjKQArcBiGG30b1\/dVw5e9NZE5J3BKNraYm3Fu\/Wbi17XEOzCmW0tqWD9g22pZQNxOST9g7G9p\/d9Diwz7UnDbGK2pKl1tLw8pKlxbu\/Lp5zU6BTyymsCbtu\/X\/AK+b5HDppp7owzf1GftrVC4K5VpemtXHKSMy62WlybwUht5WGE4GT93cFdsjBi5dp0a2nrYcmqghsuq373HD90jPb0irmmWhC9Ob3nrscrzU8iZNRbbZUyUKZlnnJYy7IJONjSZdQ+JcJEStJ1GviYmqe8ZdFMC0uNFLpUtw7QClSSMJSCFHuc5jLD2k0y7TyavVZfeYQxNR7xdZN\/Cqivr0+5Y9DOWBYoLu25K6flXUVzAbDziWVEthR2H1GeIaeogzRG\/9On9xh0w19QuaI3\/p0\/uMeT9i5957R6adVcunpw+h0O0lt0M0\/Qi5skOpwf2oUVxsO0p9HkppQP6wnGEup\/nQtnwFU9zIyClX7o\/WC6nzkpXozSX2XpskKUlM7NrVnkYT7n55EM671S5uaokqCftyME8jET5a9uytrUWpzswDsU9MKypIGBvUpX\/WJH4CKsXRVJ6YuGoP7z9o+pRycYJPbgRsxU22zQnvkXbUjf34+UCEYOMnBj2oHPHP44jO3BHn+Ec8qN6WkhIxmN7KcjuY1tlJQrJGUjgHzhQwkg9ohMnqdCRBSofHEdplOTn4RxJYlKxwY7kqQoA7v1iua5IFTaSlQAjoNo90RzkrKTmOgw8CkDAMJ8wTOhKqSkYV3jXVB4sjMA8ZbVj8ow373I4jZOpHsD+f82f3Qt82N5ESVe3ZaurmGZ7HgyLQmFJUPvnnAH6xB2q+j9LsO5JCfoDIYZmXUl1ls5Q3vGQU594DIIIPYxYOqIX\/AIY4hJUsMpxjue\/\/AIw1dY32qvQGZhdO3TMvNIKptDeUlKk5CFHyIx8vjC5JThK0+Geg0ccWfS0l4os5duyaZmj+ElJdUlOQlX54htVW8dZZLxZSxaEvc2oILSGN7jiTnJTyE8ccE8jPMPXShCZ58yjpI4Hc8gRO8pYshMSaDLNqCkjKlITg4+cYY5u5y247vqdSGLv4Um0Vsti4b4frFPlapNCamZmXbcmGg0pJl3SPeQo9iB6xLOpIm6VZsnOy25brziGXD5tBRHJ\/OHxK2zbVumYn5hhDbu3JdXypXonMc6rS6rntqcZlWsFHvJ3J7EH\/AGQ7n3krSo2LD3cNrd\/MqxPVLVhitSzUvLIZo77S1uTKGg6vO1RCTznO4J+BB7gjEM+\/36pP2iZ6ryCJaebCkOgAndx39RzFtrXs+lV+kt1ZUvtclyWXWknAStJ5BHl\/tiLOoC0qc3Q5zwJJLZKOA3xkk8Rv0+dSyqEY0cbX6RwwvJuv6lAqXNv0yaZnGNyHmlhYUSO4OYt7phqCqr0NotuK3bElO5QUcHyOPQ5EPv6OTSvQS8xc1G1Utq065cDVUSzTZWsoafdUyGt32bTn3k9zkDy+EWlV9Hxol9fT9ak36vS2ZuadmEyFKW1KSzCVq3eG2hKDtQOwAxxiPTw0rzpNHkcuZdGiqFfn11e2pyUfcQvw0+KNyQrCkg54PqMxWyakJ+aqrFOaQsn2rww4EEBIz94+gj63yXRVoEz4YftqZm9nOZmbUtRPxIwYdlI6cNFKMcSlhyf\/ACi3HP0UrH6Q39mN9WGPWbFVWfLvU2z7tvOhUy3bdtqpVB5cw2XVS0qpbbKMYKs47AYh62jTbXoNGpNHqEu274hPtaXUZSnZgJRjsDkD+jH09kNPrHpjfhU60aOwEjalSZFsKx88Z\/WIgr3R9YVSnGHJV+dlwt9a5ge6vcgnIQDgbQPJXMZ9T2VKUVGD+p1NN2pilJyzquOCvlmafV\/VR36jtAS8m9Ule0F6YKm0S0sj9pStqj73dIxz+OYkqj9D1aVTF06fvWiJUAEuPNJefUrkknCkpCT27RaWg0CVosqxJSrCGZeXaSzLttjCUNpG0J+WOI6zTYbGG0JHwAAi\/F2Rhxx5dszajtXJkdQSSKYXL9GfbF57DcWqlSaSgp92Sp7YzjP8dZHn3xHXsn6MjQSyp3243XetQeUnaSqbYZQRnzCWs\/rFs0zkmubdp\/tLSpthtt9xncCtttwqDaiPRRbcAPqk+hhRlXBGfgY2R0uNKjmd7N9SGZbpV0ekQVN0icmFK\/bmKi8VA8eSCkeUbU9M+nbCC1LSRlgTklkEk\/PxCvJ\/CJIuatu0CUl35anKn5mbm2pSXlkOJQtxSz7xBV32oC1keiDCKTul6uOqRb1OEzLJaYdM4874Lf2qA4ABtUskIUkkYH3gM8GHWnxrohG2xmU\/p208p8+1UyipPvsOJdbK5rYlKk4xw2lI8hDZ6k9S6LRmJPTibp887Uaw0mclZsIR4CEtOZUFHcFZwD2Se45ieFpVnngxUrrfaMjW9PK8gH3JucklkeYcDRGT+CvzinVYoxxtxQ2NbnTIzrM6lVcpzYVwAk\/qYl+wXvFnn8nj2cH9Yr49PreuiQGSQEg4znP3jE86Zub56YGc4Y\/L3hHzT2849ntX+n+qOz2Ov99x\/UelyStUnbdqklQ5xMpUn5J9uSmFdmZgtkNrPwCtp\/CKxUW0tS5KRQ9pzZNy2XUpa3JGl1yZdQyXJ6pLqMn4r7QWXEPqbYROLL6kkEOgDd2Ta7HqPP8AWMYSnkgDnMfmbsnt3J2TCeOOOMtzTe66+jXSS+vR8rk97qNItQ07ar0KpTto67O3pKzM7K1mrNUuoytPaqM2ywpcxIM3IFpecCEpbK\/Y0hZUlCTjkAdoU1SX6pJC2WRJ3HdEyuoy9InKk+ZOTVN08qM0maZk0JZwSCJPIUlatpWoHJMWlwAMYwB5QZAGCePSOr\/fGba3abE69Y3X0vhL\/wC6FH9mpdJv8kA3vY2peoNsaS064JJieqsvMLeuRypSWZZCjTn0b5hhh0AEulv3UL2hwgg4GIa1X0d1docjV6DQrln6hTpNu1ZbauSDjtV9mdBfW26XNzQQO4973cAkxafJOOe0GeCkHg9xGbB7V6vTw7qEIbFbqlVue\/7VdKuiLJdnQn4m3f8A6oyrG447Zhrah5+o0Ef59P7jDo7dobN\/pBogB\/zw7\/IxPsT\/ABDpn6y\/oyO1eNDkXyIsUCFIV5kwtmCVSC8\/xT+6Ebm5LgScnAhYDvlCkjJIj9Yrg+cEG6pOuSVsTDcuB\/hCwjkEhIJJOcfKKY1ht1yqzaxNFOXlcADHf4mLxXzSVVmkTkk2T4hJU3tVj309uf0\/GKX3FITrVbnEIk1KHik5J9efL5xrxdDThmorlF3ynAzmMoIUY8uKygwSygFEHzjCuhQLmVAAJ2A484VMhKjwDn09ISpcQhXELZJSCnee4\/WAZCyXb9RHSlRtPaErLiMDgQrbWd2UgYhJBQswFHj9YVSyfIHtCVCgeIVy4wc5PMVy6Ci9vI5zGZx1KZF4KBI8M9vlHlCRiNdQGZF\/kj7M9vlCIm2M6TG+amVKSDsQkZPaI51Qq7duUh+nqkBMIqJPhLU+pJZ2kZIQAQrv6jiHvRKgF1qs09TiSWi0sAnnapIyMeXOfziNOoidlZClym94bglxWNwHCikDyzxGqUVNKy\/TZ8mHJ4WLdHJhTs0XUrHJCTg8xaq2KsmVp6yQFZRxnvFKNGbnl6XXmpScXhEycJUTxui0slUw1LlJcwgo3Ag9xHH1MHjyHrdFkUoWjfW5f64lpl9yb8FwOpWykkdx6j0hj12qXFS6e+iVuUB1bZWpklOFDtgdvWOBc1lXtPpmKxT7imi28+VuSKTty3n3feHPbuPjDGr63EpRS3qeUr9nUnCph8qDm8+8QT35Ax8I04MakrTNt5JrlEwabXS3T6dOMzjyFPTuFqB4BUnjI9SR3hoa1TRnKK8kAKKlJ4PkCRHB00oMxTA9Uq+64XEL3SySThCT8D2huaw6iUqXqLdsCcbE6tr2t9Klj7NB4Qn5nk\/ID1jTpcTee48nG7T1G3A4SFnR5Q00zqkok0gFJcUsAFAHHguY5+SsfhH1XSAfKPlz0izQmuoW2ZkPpd94IBQd37DnfHyj6hidkRMIlVTTSXnM7GysblYxn3e\/GeY9lom1ipni865TPUzMS8hKvTsyvw2pdtTrq\/4qEjKj+AEcHT9E2xQfYalNl6fYmZn2jesqUhS3lOBJJyQAlYA+AEdSqSzFeo01T2nW5lmZBl3QhWUqTu2upJB9ApJBPqITW1RZW33KlJSyaew1MzXtjErKtpbU20UISSoDvlaFHdgDkDvGqyjoL\/rNIqopKZR5SvAD6nkqb2IBJABG7eDlJ\/Zx8eDjoBByeOw\/qjCmvE2JStTZBSU7PLHcH4Ht8o9F5nf4IfSHSMhvcMkeZA\/79or3DLk5tAYDLMyQVHfPTCzny98j+qOqlB3DGO8cWZXQ7SZm61UaiqWlnnhuLqzt8Z1YSkISnupSyAAAVEqwM5EdCTq1LnpJVQYnWlS4yCtStmwg4IUFYKSPQgHMDfBFHEo8rOpvivzM26lSXZSRDYS1sIaCpjaM5OeVL9O8OYjJzgx7DaCsuJSNxASVDzAyR+8\/nAv3Rk+ULZFs4VTaArtPnX5dbrEnLzDje1BVh5WwDgftbPEA+CiPOG1YNr1SkMyzVUYnS4htK3PEmsNIWGUIAQlP+Mzg8q4GOPhzLL10avm85uzqfZtUSuUZYmnJpeUMNy7gc5UVgFSwUoBQkKGXOCQhZHQmNXpNl+UalLfn576xdcapwZdaC5wIcDanUpUQEs8qUFqUNyUkgY5hk2SrHwU8ngCKv9fUio6d27WkAA024GCSPILQsfvAicKRqhS6whMxK0ioNSaXGGH5l0N7GHXT7qFYWc8FtRUncMOoPIJxGvW7TF1Lp1r7jKSXpF+SnE8ZwETKAT\/RUqFzLdjaLMfEuSo0ooOXZJEHhLKVfhzEnNzT0u1vlXVtqUedpxkenERdQm1OVenT24HxZBpwD0BAP9cSOXR4KQI8tlSncZco0u\/IX0moVBbryF1CZUArjc6r0+cLahPTyJN3ZPTA93ycV\/bCe26c9OOvlCh6wuqdPcZlnEqOcjHEJ3Gmf+nH8IZzm\/NnDkapU95SZ+ZKc+bqif1hY5UagAF+2zGP9KqNFPpjrq1KBAELfqtxxkZdTkHsBB7vpf5I\/hBuyerNaKnPkf8Ay2Y\/6VUekT8+VZ9umf8ApVR4NPdaJyRj4R7Ylyn3l5xFUtNp\/wCRfhEqUl1b\/JtcnZ3w1f4W+Tj\/ADiv7Y3yExMvURbT00674ayPfWVfHzjSpKSk+mDHikkqlppB7bgf0hVp8MXcYJfZDb5VVsRPFRdyCORCxsj2YqJ\/Zx+kI3QN578cRubdT4CknsATFyK3ZHdXbU4VJO0e8odogy4LIYm61OTTbuwOuFW3d5+fl6xNNQqjTtXnaW2MOSywTnzSoZB\/PIhiVBnM693+9GjHwixNx6j8AQRjcvJ7ZMbmkAGEE8mo0NQfrVKXLS27b7Q2sONZPxHI7+cdSV8N4JcbcSpJ5BB8oztNAuTaGSr3uYXyhRsIwmNOCOAOI3toCeAk5hBqFrXlxHRlRnk8RzmM+flC1lwjgQskB0EYAzgcQoZXz3hE04MbT5xvaWAe8VpCnVb3EZyY01V4SlPfW4vjwzyflGpU2hpretYSnOOYiPWjXK1bCpcxJVKd8eoOpPgyLBCnF8dzz7qfifwzDQxSnLbFckOSirZy03TK0q46\/W56bbl5GVCQ4+44EpTgJODngfdPxiset+sLOpVyt0uguPCloKGS7goU7k4OB3AyePWI+v3Uu4L0nZhyddXLyTryn0yjSzsSo45P8Y8dzDOS8sKC9yhtVuSocR3MOjUF4+pmebxWi09Bpk1N0Viepq1l1jacpyClQ\/78xLNmasTCWmqVcgWzNtYHvdlgcAjMQZoJqNIzjiaHVnENzXuhG84Dw8ykevwizk7ppQrip7cx4CUrKfdWg8g4+HaPN628WR48q+567RPvMayYWP6i3pR5hCCqab2ge8CvaTHOuasWhMTHtzDDe5sbSsnOD84h2p2ZVqOSwxUnFtIHCXUbh+feG3O0uebSpZqKSpSgrYkrJBz8TiKcOKHRSN3veTEqcR5ar6s23Y9uTFdW826vaWpSVBwqZexkJPwHcnyEUQrterF11mcuKtza5ien3S86vsAT+ykeSR2A8gBEj67odcfpqX1qUpsLIyeEg44A\/ARGjbQTxjtHrOzsGPFj3R8zxvaepyZsrUvItV9HBn\/d3palknZMNZ4yQNrgj6cXNbF4TtBo1w0CQnGa46wqo1CUQtLSl+6tfs25QBbcCphYSoFPKAFcDEfMX6Otwta9U0JyAZphJ\/HxI+t9c1Lo1BnZmTWy7NNSBbbmnGcEtvOEKS2B2KktBby\/NKEg8lQEdbHwjE5WkcCnStfdkJf2+2Zh2ZkJL2SVpkk4uUp6JlSVJd8RQUTtGUgLO\/A3KQCTGmjU277fpb1WnG5o1OVZW3Uao83vMy+6402HW2wVHwmmkb8YHbgElZLjl9QJOdbkfAt6oy9YmHlA0ydcaaclUeGhbj0wW1rQG0IdbKjuUQVJT944hXamo9u3KzLqC3ZOfcY9pclJlpba0skZS\/yB9kpOClZwDnHCgUhmxGN+pu1Zuyq\/TqIm4JyVnGpaQlJp9h5c4XptzwH5hCVAL8NAcS6FbQkYWRhIGGxd9jV6oyNKpjtpzk4j+ESalcc1sS467JtFQal5UAkqSQGEbRtAaDhV76jmaK7X5egUp2rPtuulIShlhlO5yYeWQltpAzgqUogDJxzkkDJhqV3UasWeqVZuSkSs7MzqVTCJCmOrVMoQCBhIUnY4ATlTiltJGQAM4zXbRCdnDoNIrbc5Juv2m4pEl483K0pp1ttEpOuuqGFBZADbbeEocbCgVLfIGQnc0P4E1yXu2kXHcdBnZ+emKzPPXLMtIcmZJ9KVFuSbblwVeKhthBSlIRuS4d6iFbsy69fNQm5dElRbccTW3JtUgqWnn0BuXcSyl1SnXGitJSErSMIySpW33eVJZ6Nb6zOTcvIUO1pepPGtO0Pe3NKbTNPocKFPtJKVFMujOVurPByhAcOCYcmSmPax5WpMKqbqpN+Qo7z6V02RmTl5kYPiKx\/waFK+61k7Qkn3QoIQ4piWS+240p1xIcSU\/ZkpUMjGQR2PpDekbkVNXGzKh0ENF+Qm0IIUz7W2207ubV3Iw4pJzg5GCARDpmEPKYWhnIUUEJIVtAODjnGR88Qu6iKIlZ0aqFJvtu+qfdsyubcd8ablFqU1LTDilFBecCVbndkutTbbajsSoJV5DHWl9HbUl6SiiKen1MtJYYQ97RsdEqy2WmpcLSAQjYtwEDBPiLOcqJhqruK46bKTNVumoTLFEcmZidlkImBMzE0wyhDSJZCghOPEdC3iRjCABhPvGOxWkXvJoMt41RfmEU8ewMyYWGBMrU4p1557GVpYQG0oQogrOcpWVjbYnwFHck9OKPJzDbrj8xNSkvNuz0rILUEy7Ly1le\/YkDxCkn3d+4JwkpAKQY4uvNvKufSW76Qjcl1yjTDiAONy221LQnnjBUkfrGhi66pJSqKyKjKzr5CGp6YfX4Um1NPbSlvjASllGSo8qJUlOcqIDjlJqcue2qlLzLW5h9lcs3MJYUyiZCmQFuIQoqUEblKAyeceYwosuVQy6nzesCeenGJLxF5UxKNtH4YBGP0iS23MoSODgRE9iNOUmcqFOfIBk5lTRwfLJxEjyk62rACifjiPLZVtm4mlMetmuqHiBklGe\/mY7dYH2SuOSPzhs2RMj2l1Cjg+hhxVZ8KVsHJI4wYqHo5EpuDh2uKTnyCYXtod2kF9RHpgRyWZgImCknGI6gmG0oypYBx6xFgeHUqScnMaiCRjvGHZps\/8IMQNOIUkqC0nb5AwWgDGB2jVS1hBmkEAZAIH5wGZSVFO4g+hjRKOlE48Fc5aJ\/URJG6hNMue8ogdjHmTmElK93YA5MeZhRCXFnsRCalqSpS0qVgckn4QILsheoVB9GrE9LEuBKloRx93BbBx+YzCWpLV7c8Qkj3v40dSr0wPalT1RaIUGW0rWRnO4p2pGPlDQrt4s06rTMkporLSgCQ2ojOAe4+cXRTn8JbPoiabWqDt1achyYQk+0yhDjajuAI7d\/hDV03m1TNDVLOKO+TfWxjzGDEjUK1KNbFHdpNBkzKS3hrUGy6pe1RTjgqJx2HHaIrsRxMtctwUlRUnE74ox5BRJhtRGuhTibJEYZKgAsc\/COglhKhwOY0ySArHJI+MdNbWxOQAD8I57lyaKEwZUBkCOPcl5UWzpRU5WnijIy20gbluY74Edibn2KbKPTs6vYww2p1xZP3UgZJiqt3XTM3lW5msOqWlpStrDSlZ2oHZJ+PmfjmFyZHFUU5cndokk9Qc8t91UvbbCZfP2Xivndj1VgY\/AQnOvt1oWVIkKalPknCz+sRQ0RjAEIrgrjVDpbtRfJISMJGfvK8h+cUQlkySUY+ZieebY8NROq66KfIPUmQZkWag8ghLqApXgg+eDxn0irtTq09WJ5+pVKZcmZqYVvccdUVKUr1JhPPTkzUZx6cmHFLccWVEkkxhpk4yU\/pHrdJpY6eCXmJObkuTU4xvG4jmEa2Qkkp+\/wDpHX2+7CZ9kfeSMGNdC36CSXeWwtDiFOtuNrCwtJIKFA8EGLLaJdWszbiEULUXfMyOAlmotoKnG\/8ASJH3h8U8\/A9xW\/skpwCsjHPnGADj3VHHY\/OMup0mHVw2ZEa9NrMuke7G\/t5H0xlbhoF1UtFVo8\/Kz8rMJC0OtKCkkH4j90Nys0iWUVusMJTkHPHlFBrevG7LPf8AaLYrs9Tlq5UWHCEn+cg+6r8QYds\/1B6uVSRVTpu7nAhaSlampZppxQIwffQgH8jHCXYWTHO4Pg767dxyh\/tI8nQ13qErMXMmlyzgcVLDLp\/iqPl+WPziOwPMjvGvxnZl5UxMuKddXkqWs5USe5JMbMkmPR4MfdY1D0PN583fZHP1LU\/R1Sni65sOkjLT8oQPmtYj6p3JpJad01qWuCdtOnyc6w6Z1c4ww0ZlyaadZcZccwn7TlrsrPHp5fKv6OzI1xYAURudlCceeHDj95j6zy1Yse56xOSUy07KVWTmhIvNuLVLv7tgWgeI2rnchYUkbskeQwY1LoIn0ENG07YnX6oKtNPzUlNqLUylbiSqfQftHBM8ZwXHXE+GnakNoSkggADNGsKvWxM1tikOmeTcTrBXVZ91Bdk5dtlDPghtKRvCQhSmwAE7nVlXnuUzLFoiltz9IVWZ5c9M+xSLf19PsomXiTwFFz\/FgJUorSFDakkbvPi1i7LZo9LenpWzqjV0SzsrJzIXUHHktzsw6ltDI8RZU4QVJUoJSSELBCSTthWxuWPyp0NhNKpshJTZll0xbSpN537RKFNJ2gOAkFQKSUnkH3sg5xHPrjFjO1BVSr9Xl3XG\/EZCJ2qFttkONEKWy2pQRvIVt3AAgKVhQ5BLapluP1Go0Go0a3xUZJSFral2E+80tKVBWxWVAAqxnz+Eca\/pqqWnM0hdGlJyVXNTiWGRTG5My60glx3xkPpSoYYbeUChWPd7g4hGwUWdClr02VRTSn7mlnm1PrmSfrMF9Dix9pl5pQUoqJUVHPO8j7uAFPgaQIlpqXZ+q2G5wMpeEruaUpLKcNjLZCgEgYAHqfUx5oWoc9UH5qpPyiU0qXpi6mW0sqDzDSjul0uEnBddb3L8MAFA2A\/eGd9Mv6vzVcfth+35RdSSwJlXsk4tyWkkkkBEy6pCdq+E+6kKJ3HjCd0VNsbg58hVbTdrMtL09CKbRqE14cm0zLFIfcWQVFCUJ91CQkDJGVFSuMDJcT96UQghlyqKV\/HZpE44MZ55DRA49fWElDvedrlFfr7FMl3KdKqcb9tTNEImih3YpTCdpJRgKIKiMqwBkHdHYvGVFQoyaSonw6lMsSj4zyplSx4qc\/FsLH4xG4hnIRM092lIpMnadXdkW2UNJbLIZG1OMZLqkqPYd+\/nCkVerBJSLUqGcZBL8v8Ap9pEe3pcta\/hjT5M0qtztKrFXbpErLUz7NLqJcFTrrzmR4TQX45VjlYYZSOFqB6GnV7zdy0CuX5UW6uhxhpbopj5ShDLaElWxpke+cKStsuLGVrQvb7oTFyZA6\/rKrse6LOmw332pelxjn03x4XVaoVFExa1QRn3SrxWVJHPOftIhd+dnZ2eqVMo9\/VlcypTU24mXmnHPHnypTzjrSlFWySlxtRtaCUrUgNkk7gqQdN6rWLoWxcLk09MtKkt84+FAyzkw6sLEvLhPCksJ3JLmPeK8AqIUE2ImuLPnB1HyNVsDVWsU6mVR6UYfmnVhLSQBnefMg84IiOZa8LlbIxdNU\/BxOP\/AGYst9IhZ5plyU27EN7W5t5TJ93G5S0FX4\/4sxUZh1QAAzHlu1FKGeVCqTfA+ZO8rqYWXmLqqTaz3UHRn90L3L+vN3CnLvqhI7HxR\/ZDNlnwU\/GN4dPnHHeSXqRvkjuvXLccwSXrrq6s8nEyU\/uhI5Vakv8Axteqrg\/lT7v+tHMU6MeWY8OPAjgRG+fqRubOkqccWkh2ennB6LnHlD8iqNtJr85QJgzlFmnJN48FbSyCr588\/jHBW8fWPBeA9Ijc\/UhykvMmWzNbphuaEhdykuMOKAbm0o2qQrP7eO4+I\/GJoprzUzP7m3EqS8wogg5G34RS4zHPPI9ImLRK\/D7ai2ahMK2pQoyq1HJ2Y5R+HcRrw5W\/Cy7Hmd0ya6shDDawlWfKObSiPfVnyIjfVXj7Oc+eT8451FdLji0JVnIIHPGY2JGnzGfdM9K0RqrVdSRuPKv5RSMJEVDr91Vo1mbLbxUC4TkOqxnzx+OYsxrVMKZpSkspWUuTuFFPwSf0zFRp9srnphTj5Ci6vIKB6mNWFpI1Yla8SPp9UJZtsrW3y2tJwR58RAVulLWo9dI\/aabXj4YH9sTRZlzJue0WKo4QVrli4snH3gCDj98QXb74c1Wqac8GVRx+CYnUrizJi60StT38BPftC9ybUr445jhsTjLSilWciN03WpSSlXpp95DbbCCtxauQlIHJjmNVyXt8EZ6436phhNnU1whx5IXOqSeyM5Sj5ngn4RCyVbEhI4wPSFdeq7lw12erK1KPtLxWAfIE8fpiEIJJxiM0nzyczNNydihtxQOcxHWq1SW69J0tDighILq0+pzx\/XEgJOASTgecRdqGw6m53HHAfDUw34efTkH9QY3dlQUtTyVLoNRtraMeWeI9+9jsmN6QlXBjypsjkR6onqJy4Ujn84wFhXMbPCKzngEeZjS60tteRyO5MSSkZXL7huGOOY0Lyo4AwRCthxKwRntwPjGXWAobk94ihhInkYPeDAHGO8ei3tOCTHpKQrgnETbIujY22duRiNgGI1hXgnkEpPAPxjaDkjtz6QCu2WV6EZa45rU+oM2o+y1V\/YkGScdSFIQ94uEEg8EZI78R9Xbhsq969QpKmocp7E3tmZueQp4qlHpxSF+GoICQ5hLnhqSSr3UgggqCVD5ofRgU9yoa+ziG07g1Sy+fhteQc\/rH2BQgDyHzxzFqfhoeLoj6h2jqC07LPVqrykzNy7c5KsTqSAZRp9xte5toNhBWhCfCSSP2Nx4WpMdKY0olnlsKZrTzDdOnUT9MT4CHPZXfDKFuHdnxHCFK2qUPdz2POXuhIjcgcYiqToezl29bVLt1Ex9XtLL045401MPLLjz7mMblrPKuBgeQHAAEKZ+36fVp6UnKg0p4SaH0IZUQWleKjYoqTjk7dyR8Fq7546KEDOI3JSBFMpArG1IaeWzISE5TpeXmAxOvIfcSuacUQtCklCkkq4IKEnPc4GSQBHtywaCZZyQlxMykm+yWZhiXeLYfBKiorUPfKiVrJIVklRJyYckEL1LKG\/I2XTpNmVkzMTL0lIlBlZNZQlhnYQUYShKc7SARuzggHuMwprMnUXZunzMmy2+3KLW4tCnNilLKNqSCQRgblH57Y68EQyGjiqqFeVkfUKQQnJHtiT648vhCFuXqqX35li1pJl+ZXudeVOBKl4zjcUoJOMnHziONEuoVjVzVfU+xWmpRMpZdRYlqc43u8SYa8MoeUvIwcPJWBjyI+Zm5SQRntiJTceGLQzDbVdnJlU1VbjclQAEtS1LbQ0hCRyApxaVLcOfTYP5OeSfwXmm0lDF21ptGMbQZc8fMskw6Xk7eSOISOrQgHetKT\/KOI0RlYrvyKr9funyp\/p7crqJiZnZih1BiYLz20ubFL2fspSMALPl5x8xWd6MDesfAx9o+oy2UXdoBe1CWvapVIemm1Dn32R4qcD47MfjHxo2J3FW7d8fWPP8Aanx7vUiToVybquBnvCwOEdzHPlztIjeVEjMcKXLEfqKC4c9xGtb2DiNe89jHlwgmIoFaPSlkiNS14GY8FfO09hHlwjZnMCjQ3UFK88wrpNUmKPUpaqSqiHpV1LqecZwckfIjI\/GOWpRBjck7k7sQ\/Rkq1yWyYrCatQpaoNqG1xoL754IyI8W5MBS1pCsEc5iINKbxIpc3bk88VKlz9gSedh5xj4HMSTaswXJh0704GY6cJbo2a00+hyL8pTVUkZ6UUvKtxWzntvHIiplctGem6vNTDaEoC3DlKhyFdj+uYt9W1gPurKuApWcjMQxW6BQp+qzM3MuOJddXlQQSBn5Rdjk+hohOkTboZPPS+naXJgHDUi6cfgfgPj\/ALIj61Z0OapVQg4IlED9E\/2w57Jr9NkdHTPNL8BYlCw824rDjbo9xbah5EKzEL0a65ui3xVrhl5UO+K2GWPEVwrhIz8uIu1DjFeJlEWoytlj1vtt7nXFJQkckqOAIiHWLUGnVaWl7coE+H0+KVzimTlBAHupz58kn8IZ1euyv3IpQqFSWGionwUL2tj8B3\/GOEacyXA60Nqxwcq4KY5U8ifCEyZr4QoYylvOeYyF4VGWnW1NABR4OO0eVkDgKH5xl87MbNqUleAPOGRqcwFJkpsJ+6VNE\/r\/AGw9GJgAhKjHFvyRTOW6+6nlUuUujHwOD+hMbNFJ4tQmHC4IpQfPMb0kKGCAYSpWDzz+UbErwI9Y2TwbHEIxgJEJXG3GwUABQMbio9\/6o8KWAec\/lDEiBLhl5gIUMJVgD0\/75\/fC\/wAQY9ITzzfjse5jenlPPn5RqlnPaGQSDuSOcjESAqebC07gOY0oWB7hTz2jDcyoHavg+XyjDoUftUj3h2+UAG4qBTtJ4jWklJ3pPHoI1hXiDBHvd41pdU2ogA4gIo+h\/wBD5T6TPan39VppomckKJJtyxyQEpeeX4vHYk+Gjny59Yvhql1M6baSXSqz7jbqz1QTLtzKhKsIUgIXnHvKWn+KfKPgjR7ouC3XnJq3bgqtJmHmy247T5xyWWtBIJQpTZBUnjseOBCqn1iq1y4UTtYqs5PvhHvPzcwt5xYH7JUsk45hck3BOaHiq6n2zd66NJG8FiTqbnHKVrYRj\/tDCmR629Npv31olpJGM7pqrSzePhyqPkjSpX2goQU7lY4KR2hwpprzQCS2o4+EcjJ2o4utorkrPrXR+svQyc3e3agW5LKHG1FRD5+X2aVR1HusPp0l0bl6jtOY\/wA1ITbgH4hqPj6ukr8UTTKlNujzSP3+sdaWueoU1rwp6TQ6nHKkcE\/MGEXaG7yNumWmyOpumfV1zrZ6dgjLF6TLx\/kUuZH\/ALSBDWrf0iXTzRVeGt245g+rMggZ\/pOCPmA\/eEk4gneZdB7gnBho1etJqjxal21kZASsxdHUuRfm0+LHC4yPqc\/9Jlovg+w2xcz\/AKb0MIz\/ANoY4VR+lF09lDsl9Oqy8rOPfm20A\/kDFENMdDbxv2RcqrEyzISRBS05Mbsun+SB5fGPVd0Cu2kza25+pU9LrB3I+1WPEHqPd4iqWuSbjZRHR6iaUlHhn0H1O6npTp1odu3YixpepzN1MvZQp5MsuXSFeIElQQSoe\/5+uYhqq\/Sr36VkUfSmgMo5wZidedz6fd2Qx+ta5KXXrG0xNKmg8wGJzJz2IKBgxVJppLnGRDajWTk1KqtIp1EHiyOC8i3VV+ky1nrwLDVp2fJZ\/aSxOL\/\/ANAH6Qyat1n641zJXOUVgqGctU8Ej4DxFKiBGaWpbiXArAHkI6rEqkDYcZPpGGetyrpIosn+e69OoKr2w\/ab9RojcnMSapFxbVKAeU2UbCrduICsZ5AA5iAUJ2jABwO0bBKAHtChLSANuR+cY8maWTluxepraHbiNhOO8eSFJ5AOR8I8KcPO\/iMztkpHsnPaPJV6xqDoHmIwtzPPlEpWSjKjgZIzGrfkY5xGS8k8bhCZ1ZSeFD84na\/MHdmxR74EbGConGfKEiXweN0bEv8AguNrzwVbT+MRJUSxdKqXLuqm5R\/wXwMBY+P\/AIRINg6gKpgSK2SpJBHiDkn4xGq3ghKkNnJPKh6DMLGJpDeEk54\/SHjknj6DQk4j0ubVNufmJuWo0st4FxQC3DsSB6+p+Xwhhusz804qYeqJStw5UAcYhW4zLvjfgAngEeUaPY3RwHyR6w3vE30Jc2\/M1TE\/PT78xMzT6lKm3fGeSn3ULXgDJSOM4AGfhHIuVCW6FMnlKto2lPBHIjteEwke6rPwjjXivFuzaR22g4\/GHUpZJq2K5EoUj6Pbq7r1Jka5SbDlXZOoSzc3LrNwSSdzTiQpBwXQQSCOD6xEOqukerGiFfatnVO2J6356ZaU\/LpeebdbfbScFbbrSlNrA4zhRIyAcZj6AdWNJ6dajQdHXtatfrt09n0WbLewy9DpUzNpmmtjW51amWlhKkqwBnB5iKvpITNT+l2g8\/ZVUcujTqWoq5Gi3NNzipipVWYcaYwZgKQlQWpuXCs4ypZcCggpAPZlp4pWieCtthdN+umpWm1Z1csu1HJ216D7R7bNqnWWlAsNpdd8NtagtwJSofdB5yO4MM+yrTvPUW5KfZtk0mdrNaqjpalZSWyVLIGSSThKUgAkqJAABJIj6zafSN\/9Pc3oB09W\/pxXKlaEzQ5xu95+Vo70xJszk0jeFPPIQUIxMFwq3Ee45zxiKT6bVijdCvXHcUjcNGqU\/blHXPU5oSrXizTFOmQlyWeSDjeUtltKuQTlRHoSWnXFBwcy7Po6+rC0rbeuVy3KXVkSrYempGkVZMzOy6MZUS1tSFkejalk+QMQ5bejGp9+aW3XqnQqSJu1bSyzWJxU802WFFCFYDalBa\/dcT91J7\/CLr6V6SaYXHqPU9S+hTrJTT71q7c25N0C6JMKnJsLO9xKkupbdUkL53qZexwd\/meHpLS7konRJ1Y0q7ZVDFdlK9NN1BpATtTNBtjxdoT7u3dkjGBgjET3MVJUiKKf6E9GvUR1EU92uaaWaldDYcWyqq1CcRKSpcT3SlSzuWQeDsSoA9yI4WuPTZrb05VOWpurdov0lE+ViSnGplExKzRT3CHW1EZxztVhQBGQIt79InV6ppn029O+kFgzr1Msyq267PzzcovYiovtsyi0qdUnG\/Kph51QPClubjyBFXLj6h9fbz6c6bpBdlOXWLBos8h+n1mdpTzr8o6latjaZ4nYAA4toJPIQso8hHRTbSZNIhYvuJGStfzyYl7U3pT1+0e08o2qWodlqptt15xhqTmkz7LytzzSnWw42hZW3lCFfeAAIx3Iz56S9Hndd+oaytOVgmnzVRRN1Yg9pBj7WYGfIqQgoB8lLBj6oalyWonVDQOpHQqu6Z3HR6JR2pU2DN1GiPysvOvSrQyWHnEhDu6ZYJSUnHhuJ8sxLlXAUj5DaT6O6l64XU3Zml1pzdeq60F5TTK0oQy2MZcccWUobSCRypQ7gdziJT1h+j86p9EbXmb8uyyZeZoMm140\/NUiotzfsSe6i6gELCR5qCSkY5IifujyoT2mv0dvUFrFYKXJe9jUhSfa2t3tErKJZlAlaT3SWxOzLgUOxSCfuxWvp56jOoPSecuKT0nEzcTVxSbiKtRJ+nvVeXmElQCnlMJOQo7til9iHMKzkYjcyKQ29D+mfWrqTqU1TtIrOeqqaepCJ2demES0rK7hkb3XCBnGTtTlRHYR29dOjPqL6caa1XNTrLDdDccSymr06cRNygWr7qVqQdzZJ4G9KQT2zFoLxrVV0k+ibsA6azTtGVfdwuIuKdkVFp58LVNFxta04UMiXZaPOShvYcgmKt2T1C9QFE6f7u0UotPXX9Paq2s1L2ulvzqKWFAHc08FbZflAcGcgKTux3iVJkpIVaA9FHUN1I0124tPbelpW32XFNGt1id9kk1rScKQg4Utwg5BKEqSCCCQeI5\/UF0ja79NC5WY1QtlDdKnXPBlavT5sTMk8vGdoWMFCsZwFpSTg4ziLP8A0iNaqtldN\/TzpXaM2\/IWXULYRPTUtKuFDM3MIaYUkO7eF4U4teD+0rPcAxnp3qc9qN9F\/rpbN+TTsxRrMf8AaLdfmVFXszyG2n0MNKV2AdCQEjsH1DsYLfUminWp2gWquj9r2heeoFDRIUm\/JMz9Cfbn2XzMsBttwqUltRU37rzZwoA8n0jpPdOer9uWBamr1Yt9tm1rzmUydFnE1Bhaph5W7CS2le9v7iuVADiLSfSOEHpm6TlJ7G0nOR\/+Tp0OfVYhP0ePTDu7m5Zb98xCybaphRWfVTQPWPp7qdLpeq1vLoz1Zl1zUkpucbmW3kIUEr2raUobk7k5T3G5J8xD\/o3SP1E16r25b9Ntht2duyhOXJSWzV5ZPjU9BYCnSouAIP8AhLPuqwr3u3Bxe3qtXReoi77q6RJ1qVl7yp9BkrxsSZdwhMzNIQ4mYlFLP3VKRxzxtWpWPs+ay\/SETVdtizOnSVS9P0qfl7CMvMISpbDza0tyYW2rsoEKGCD5iOdPTwfiZDihs\/73Z1h4ymwJdB+NwyXH5OxEdwaB6yUOx7x1EqlFQ3b9h11dtV2Z+sWlGXqCHGm1NpbC9zgCn2hvSCn3uCQDFjdbblrct9GZonVG61UW5t645hDkwiacS6sb6hgKWDkjgcE+Q9I41hPvz30VGrzzrjj77+oUqfEWSta1qXSOSTyScnmBYYLyIpdEV91U6ctZ9IbUt+\/L\/tlySoVzpSqmzTc81MJXuaDqQsNrUWyUHICsZ2q9I6VF6cr8pNjW7q\/d1LS1atzqP1O97Y04ZkgKJ3NpUVoHuK+8B2j6Z3xI2vqdZGnvTRqC0yKTe1gSU1S5s+65J1mWbbUyoK\/lAkEH723Z+2QeTVdOpen6UdPOnF509DaJG6\/YZyUWnCVeG48C2Qe6SQB8QfjEzgqdGvBiqSclwV4sHpB6hbwtuXrlFoqKXIPtJXJ\/WNREqqYQRkFDeSoD03BOc+kV41z011z0xut6l3tQJ5l9poOJa9pCy42cgKQUkpWng8pJ7euYuV1Rpq+pHVCqwq9eMrQqXIllinTNRf8ACk5Aeyh4uqJICSpWRu4JJQPICOZ1U2xqHS7Kses33qXQr1px8WSo09TmgpZaCEblKeA+1B2J5JVyCe+YocIxtqPKOismSbSb6\/UpboHp5qH1GXHPWJZ1tTlUq9Nknai7Kzs00w2zLhxtClIU6tI3bloBHfnzwYk2t\/RudXMm+7M06w5ZUmhBcJVcEkCgDkjHi84iyv0eEnKMay3BMIISXLXmAVAc49plogu+5HopRbdYYoPWRqdOViVlpgyUouiT6G5mbShXhsrcMqAlKlhKSoqAAJ5HcXx25VvoyaqLtwl5ED6J6C6ya+1x+g6XW3M1Nclgzs25MJYlJQHsXXVHAzg4Snco4OEmH7rJ0Y9ROhlv\/wAL7uosnUKC3j2iqUOoe1sS2SAPFBShxAycbijaDwTEqydUqmnf0TMhWLDddkJ+87vmJO5JuVWUueB7VMNbVKHKUqRLSzR9UrP8aOh9Fqm8Have9jV6mVJvTy5rTm5lTMyw4inPrStLK3Gdw8MkpW4hZRnPAVnaMS8EHxRzuCsTejGqLukLuuqKb\/8AEtme+rlT4n2ysTG9KAnwd3ifeUBnbiC2NF9VLv0xuLWO36aJi07VfMtVZxc602th0IbVtDSlBa+Hm+Ugjn4RZtJZb+inq6Jc70N3yEIOc8CebA\/TH5x66c1IV9G11BKwMGu+nc+zU6KXgV8egJIq9o\/o7qfrzczto6YUd2qVOXlFzzzbk2hhDbKVJSVFbign7y0ADOTn4R1LR6cNbL61UrWi9u28XLvt5l9+oyD0+yyGkMuttrIcWoIUNzzeME5CgRxzFrek6g6g6PdHF7a4aXWjVq7fl51Jil0Vun056ddblGHdilhtpKlbdxmdysYylAPYQ1vpJ7Mm6BqZbGuduyVSoA1JobJqLRDkq+1PMNoSpDg91SVeEWEqSfNok8xHcxUFNrklUMX\/AHuDrKAGNPpXvzm4ZH+9iLK5086y27Y9z6j1aiJZt+z687bNXmRUmVFiotvoZW0GwoqWA44gbkgp5znHMWe6gKxW2fo6NDJ1itVBuaeqjqXX0TTgccAE3wpQOVdh39I4VIfml\/ROaizS3nFzC75YcLiyVKUr2mQJUT3Jzk\/GLO7g5bUgpETaL9F3UdrtQP4W2dQpSn0FZKWapW58SkvMEHB8IBK3FjIxuCNueM5BEM\/XPp\/1n6d6mxTdU7dckGZ0KMlUZeYExJze0AqDbqfMA52rCVYGcY5iz30pE7NWy7pZozby1Stg0u1W5mSk2j\/g8w8lwtAqT2WW222iCRx4pPnGmk1urX59FVdwvecmqgLSuJligzM0tTjjTaXGAlttR52oDzqEjPCTtHAAhu6g\/Cl5EdSsmqvTxrRolRKBc2o9uKptKuZIXTZpqdamEOZQHAlRbUdithCglWCQD6HCG7dHtTLL03tjVK5aYmWty8wv6lmkzrTin9gJVltKitHA\/aAj6fa1zlmap0yzukC+PZJNV+aeylVtWov4Hsldlkq8IBXkVIBHxAUju4Aaw9Ylu1y0eijp5tS55ByRrVIm6hIz0q6MLafbC0LSfkoH1HxiZ4UrYceZSIzkyDuL7gyefe7jHMShLOoC108u4TgONK9R3iJV5w4OcgHj0z3h7fWragiU8YF1oFSCByB5iOfnxb0Sk2+BztTy5Z8S8wSMjg+sLTP4OAePnDe9qFYlQhavDm2B7uP2h6xoFUcSNqwdw4MZO43dRkovhjncdAPfmOBd8whVCmm1YO4AZ545EcR7VGzlg7awM\/6B3\/VhBOagWfNtKZdrCVJX3BYd\/wBWNENPkjJNxKmi3t4da3SZqpRbSktYel+47kqNpUVijy8ym4FSzYQhCAvCWXUAhSk594Ew0bw63ba1Lv7SuWmNH26DpZpVPt1OnWlS5tLrsw8ykezqcdUlCQlJSn3ACCC4FFe7MVPnbhstxYQzMJ2nustOj9MR26FO6ZMqEzPX2xKO4xhEnNqP\/wDFiOnvyNfCXRhuVtlhdV+vzqEvPUmtXhYupFw2rQ5qZQ5TKI3MpLMq0hCEpSoBOFFRQVK55K1eWId18dftMn+ou2+oywtNHpOqNUJVAual1OaQqWqrAVuQW1NgqbWCpQ3qCvuNcEAg1Rq8\/pWhszFMv1qYdGSWl0+aTu\/HwwI4qbvs8J2uKbcI7KCHR\/VC3kSqmLKO0uhQurHoz0vup7V3SXpcueS1D+3dkzVK4TSpN98EOKQgPrwkblAANJ4OBs8o9tLrEFN0U1n05vCgztUuDVurPVZVUlltty8o44lvcFIJ3EZQcY8iBECyV86cPtpZqbARg\/fDbhB\/IZjMxcmlx96VqSf5pl3hj\/qwve5fOL\/AvKLM6f8AWFpHXdEaVoN1X6Pz1\/21a+00OoUqcDFQkkIBS2199o4Sg7ApLoygBKkqxmI96n+ry3tWNPbc0G0V03XYWllqzHtUpT3pjxpqdfCV4ceIJxhTrhwVrKlHepROAIccuPT8g7KggZ\/8w9\/qw15ip237U74TyFN591XhrGc\/DEbNLKUvDJUCfyJ66N+pm1ulu4buvqpWXUa7cVTohpdBXLvNtsyTiiVLcd3cnKksgbcnaF+ZEOTQ76RLqF0\/1Po94amajXReluyqnRUKG7NICZlC21JG3KcBSVKSoeXuxWBNTtxPd5H\/AEa\/7I2IqttEcvIH\/Jr\/ALI1NJgm\/QtJpL1vUXR3V\/UmtUbTZVX0u1Qm3X6taM\/MoC2UOlZWWyAW8gOup24CVI2pJTgEOyd61un\/AEjse5bd6MNA63ZtwXrLqlKjX61UC\/MSbRBATLDxnlcbiU+8hIUAopUQMVm0+pWitcmUu39qnKW1KpUN7aaVPTT6x\/J8NooH4q\/CLPWteH0dNmU9pqnXI3PziEYXOzlJqa3lq9c+AAn5JAjJqNQsDqMXL6G3TaP3jmU1FfN8\/gZOgXVnSNIdLKh08dRWlExfWldedXNMSaXgzOU10kLV4JUU5BWAse+2pKipQVzg+9ZOszSdGh9R6cOlPSCesS0K8+JmuTtWnfHqE8dySUH33DghCASpxXujaAkZzxtfL06W7ytWalrKuaXFUT9rKFFNnkALByEne0Bg9vxirKJmnJ4UofEgHH7onS5nnhunFxfzI1Wnjp5bYSUvoXH0t61NKa5orS+n3q80gnNQLatog0Cq0qZDFSkkA4S0T4jZICTtCkuDKQEqSrGY5HUN1nWJcujDHTP03aTv2BpwJpM7P+2zfjz1ScC0uAOHcrH2iUqJU44VbEcgJxFV0T1IH3zkfzVf2R6M7QyPvH+gr+yNVL1MlsuLYXWzoPeWh9saFdX2iVVvKRsZKG7fq1CnfZ5ptpKChLa8OtEAN7UnCylYSgqTlIVDV6les+3tXWdP9PNM9ODZ+memsyy\/S6YuY8WbmC2UgKcVkhOEggDcskqUpSiTxV5T9HVkhfH81X9kbJRuizTyWnarLyiFHBcebdKUj1IQhR\/SI4XI6V8Fo9eusqY1P6kqJ1HaZUuetmoUGWkUSbM8426fFl1LJC9hwptYXtUnzSSI7PWZ1d0rq3q9m1ej2TP2+\/b0jNSsy0\/MtvpeceU0rLZTztBbI5AJyOO8Q7YtE6d5RCFXnquh0n7zMvSp0J\/peESR8sROttXh0J0VDe66ZYLSOSaRUSSfifBjkZ9TKDcYwk\/sdHB2esvM8kY\/dCa59XHtS+k7T\/pylLMn6fOWbVXak\/Vph9Bl5lKlTR2obHvgj2hPfA90\/CH\/AK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width=\"258px\" alt=\"state the accounting equation\"\/><\/p>\n<p>In double-entry accounting or bookkeeping, total debits on the left side must equal total credits on the right side. That\u2019s the case for each business transaction and journal entry. Another component of stockholder\u2019s equity is company earnings. These retained earnings are what the company holds onto at the end of a period to reinvest in the business, after any distributions to ownership occur.<\/p>\n<p>The remainder is the shareholders&#8217; equity, which would be returned to them. 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 is a concise  expression of the complex, expanded, and multi-item display of a balance sheet. Total assets will equal the sum of liabilities and total equity. 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. Examples include purchases made for material, payment of rent, expenses for employee costs.<\/p>\n<h2 id=\"toc-0\">Transaction 2<\/h2>\n<p>The portion of assets not subject to claims by creditors is called equity. To further illustrate the analysis of transactions and their effects on the basic accounting equation, we will analyze the activities of Metro Courier, Inc., a fictitious corporation. Refer to the chart of accounts illustrated in the previous section. Accounting equation is also called balance sheet equation and fundamental accounting equation. We calculate the expanded accounting equation using 2021 financial statements for this example. To trace back the numbers, refer to the same Alphabet Inc.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is accounting data?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Definitions of accounting data. all the data (ledgers and journals and spreadsheets) that support a financial statement; can be hard copy or machine readable. type of: data, information. a collection of facts from which conclusions may be drawn.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Stockholder\u2019s equity is reported on the balance sheet in the form of contributed capital and retained earnings. This expansion of the equity section allows a company to see the impact to equity from changes to revenues and expenses, and to owner investments and payouts.<\/p>\n<h2 id=\"toc-1\">Balance in accounting<\/h2>\n<p>They check if profits are being used as dividends, company improvements, or retained as cash. Owner&#8217;s equity is also referred to as shareholder&#8217;s equity for a corporation. This is the value of money that the business owners can get after all liabilities <a href=\"http:\/\/www.combatavia.info\/index1.html\">http:\/\/www.combatavia.info\/index1.html<\/a> are paid off if the business shuts down. This may be in the form of shared capital or outstanding shares of stocks. Retained earnings are the sums of money that came from the company&#8217;s profit that was not given back to the shareholders.<\/p>\n<p>It can also cause problems with taxes and audits, as well as customers who may suspect fraud or mishandling of funds as a result of an unbalanced equation. The following T-accounts may help you to learn these \u2018golden rules\u2019 of double-entry bookkeeping. Each form of the equation is correct as both sides of the equal sign in each case would have the same figure. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. He is the sole author of all the materials on AccountingCoach.com.<\/p>\n<h2 id=\"toc-2\">Payment of Accounts Payable<\/h2>\n<p>Pay close attention to how movement within the quadrants takes place. Comprising of Fixed assets forming required to carry on a business. Metro Corporation collected a total of $5,000 on account from clients who owned money for services previously billed. We want to increase the asset Cash and increase the revenue account Service Revenue. During the month of February, Metro Corporation earned a total of $50,000 in revenue from clients who paid cash.<\/p>\n<ul>\n<li>Every transaction demonstrates the relationship of the elements and shows how balance is maintained.<\/li>\n<li>In case of a profit, the owner\u2019s equity increases, while in case of a loss, equity decreases.<\/li>\n<li>She is a former CFO for fast-growing tech companies and has Deloitte audit experience.<\/li>\n<li>In this case, assets represent any of the company\u2019s valuable resources, while liabilities are outstanding obligations.<\/li>\n<li>For every transaction, both sides of this equation have to have an equal net effect.<\/li>\n<li>Compute the company&#8217;s predetermined overhead rate for the year.<\/li>\n<\/ul>\n<p>These are fixed assets that are usually held for many years. Assets include cash and cash equivalentsor liquid assets, which may include Treasury bills and certificates of deposit. Financing through debt shows as a liability, while financing through issuing equity shares appears in shareholders&#8217; equity.<\/p>\n<h2 id=\"toc-3\">What Is the Extended Accounting Equation?<\/h2>\n<p>A company\u2019s financial risk increases when liabilities fund assets. This is sometimes referred to as the company\u2019s leverage. The three elements of the accounting equation are assets, liabilities, and equity. These three elements are all essential for understanding a company&#8217;s financial position. Expense and income accounts would also have to be analyzed as they help accountants determine net profit or a net loss. The owner\u2019s equity increases or decreases by the net profit or loss reported for that particular year.<\/p>\n<p>In this case, assets represent any of the company\u2019s valuable resources, while liabilities are outstanding obligations. Combining liabilities and equity shows how the company\u2019s assets are financed. Assets minus Liabilities equal Ownership interest; the ownership interest is the residual claim after liabilities to third parties have been satisfied. The equation expressed in this form emphasizes that residual aspect. Another way of thinking about an equation is to imagine a balance with a bucket on each end.<\/p>\n<p>All adjustments for profits, reserves, and drawings reflect in this account. The fundamental accounting equation explains that the value of a company\u2019s assets will always be equal to the sum of the borrowed funds and own funds. Also, Given any two variables, the third variable can be easily obtained. The fundamental accounting equation also forms the basis of the balance sheet and profit &#038; loss account. Without a doubt, any transaction in a business will impact one of the three variables. Therefore, it is important to understand the context of each variable. Current assets include cash and cash equivalents, accounts receivable, inventory, and prepaid assets.<\/p>\n<h2 id=\"toc-4\">Debt To Income Ratio: What Is It and How To Calculate It<\/h2>\n<p>If anything happens to disturb the assets then the balance will tip unevenly unless some matching disturbance is applied to the ownership interest. If anything happens to disturb the  liabilities then the balance will tip unevenly unless some matching disturbance is applied to the ownership interest.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"state the accounting equation\"\/><\/p>\n<p>The revenue less expenses show the net income on stockholder&#8217;s equity. Liabilities are things that the business owes in debt and costs that it needs to pay. The business borrows money or purchases goods from a lender or supplier and promises to pay after an agreed period with interest. Examples of liabilities are accounts payable, short-term debt borrowings, and long-term debts. Costs are obligations that a business needs to pay, including rent, taxes, utilities, salaries, wages, and dividends payable. The balance sheet shows the assets, liabilities &#038; owners\u2019 equity. It is an extended version of the accounting equation showcasing how assets are equal to liabilities plus equity.<\/p>\n<p>The accounting equation is fundamental to the double-entry bookkeeping practice. Its applications in accountancy and economics are thus diverse. <a href=\"https:\/\/www.mptr.ru\/2019\/08\/\">accounting equation<\/a> This transaction affects both sides of the accounting equation; both the left and right sides of the equation increase by +$250.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is step of accounting?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>First Four Steps in the Accounting Cycle. The first four steps in the accounting cycle are (1) identify and analyze transactions, (2) record transactions to a journal, (3) post journal information to a ledger, and (4) prepare an unadjusted trial balance.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Even though the company does not have to pay the bill until June, the company owed money for the usage that occurred in May. Therefore, the company must record the usage of electricity, as well as the liability to pay the utility bill, in May. Revenue and owner contributions are the two primary sources that create equity. Consider using accounting software for such important statements.<\/p>\n<p>The company paid half of it in cash and the other half on credit. They include items such as land, buildings, equipment, and accounts receivable.<\/p>\n<p>Essentially, the representation equates all uses of capital to all sources of capital, where debt capital leads to liabilities and equity capital leads to shareholders&#8217; equity. Calculating total owners equity or total shareholders equity.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"251px\" alt=\"state the accounting equation\"\/><\/p>\n<p>All assets owned by a business are acquired with the funds supplied either by creditors or by owner. 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.<\/p>\n<h2 id=\"toc-7\">Purchasing Equipment Using Cash and Credit<\/h2>\n<p>The last component of the accounting equation is owner&#8217;s equity. Initial start-up cost of a company that comes from the owner&#8217;s own pocket &#8211; that&#8217;s a good example of owner&#8217;s equity. Liabilities include amounts which a company owes to another party. Like assets, liabilities can also be divided into non-current &#038; current. Non-Current liabilities are mainly used to finance non-current assets and include long term debt, mortgage, bonds, etc. Assets including long-term assets, capital assets, investments and tangible assets.<\/p>\n<p>Current borrowings refer to the short-term obligation a company has to take on in the regular course of business\u2014for example, buyer\u2019s credit for purchasing a stock or a bank overdraft. Mathematically, Liabilities equals the difference between total assets and owner\u2019s equity (Total Assets \u2013 Equity). Notice that the left hand side of the equation shows the resources owned by the business and the right hand side shows the sources of funds used to acquire these resources.<\/p>\n<p>Unbalanced virtual postings create an imbalance by definition; just exclude them from the report with-R\/&#8211;real. This also excludes balanced virtual postings , but that will probably be harmless.<\/p>\n<h2 id=\"toc-8\">How Does the Accounting Equation Differ from the Working Capital Formula?<\/h2>\n<p>Equity refers to the owner\u2019s value in an asset or group of assets. Equity is also referred to as net worth or capital and shareholders equity. If a business buys raw materials and pays in cash, it will result in an increase in the company&#8217;s inventory while reducing cash capital .<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Transaction 2 Balance in accounting Payment of Accounts Payable What Is the Extended Accounting Equation? Debt To Income Ratio: What Is It and How To Calculate It Unbalanced Transactions Purchasing Equipment Using Cash and Credit Non-current debt refers to the long-term obligation payable within a period of not less https:\/\/buzzatee.com\/2020\/03\/05\/what-is-the-extended-accounting-equation\/ than 12 months. They &hellip;<\/p>\n","protected":false},"author":14,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[70],"tags":[],"class_list":["post-60547","post","type-post","status-publish","format-standard","hentry","category-linfo-des-dernieres-24h"],"_links":{"self":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/60547","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=60547"}],"version-history":[{"count":1,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/60547\/revisions"}],"predecessor-version":[{"id":60548,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=\/wp\/v2\/posts\/60547\/revisions\/60548"}],"wp:attachment":[{"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=60547"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=60547"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.9avril.ma\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=60547"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}