{"id":413,"date":"2021-09-29T19:07:08","date_gmt":"2021-09-29T16:07:08","guid":{"rendered":"http:\/\/serefboru.com\/?p=413"},"modified":"2021-12-08T09:23:04","modified_gmt":"2021-12-08T06:23:04","slug":"balance-sheet-accounts","status":"publish","type":"post","link":"http:\/\/serefboru.com\/?p=413","title":{"rendered":"Balance Sheet Accounts"},"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\">S Corp Vs  C Corp: How Should You Structure Your Small Business?<\/a><\/li>\n<li><a href=\"#toc-1\">How To Calculate Quick Assets And The Quick Ratio<\/a><\/li>\n<li><a href=\"#toc-2\">Trade Credit<\/a><\/li>\n<li><a href=\"#toc-3\">General Information On Ratios<\/a><\/li>\n<li><a href=\"#toc-4\">Current Assets<\/a><\/li>\n<li><a href=\"#toc-5\">Assets And Depreciation<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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iatqG\/9Y7qotEkNQ9NxaNORMrcZHTB4zMwEYJ3s8AlKjhOO3mY7Gq1q0y1Nsq2GaTLoYYqNw0GpFpsbqUOOTjYcwB3qQpXd50Z\/t98bZtD\/wAfNfzaIPrI56umfsD123ub3HZwVGUksFHUM2z6ptbce3itZEaL6qO22zd7NjVN2jzDLcwzNtpSsONrICFBKSVHJIxgdsZGjZW18XSPs0nT2Y6II3+hM5LCY3cZz0PSb+fwcb3hG5VhXE9aOzBQrol5ZEw7SrTZm22lnCVqQwCASPEREWz7tV6gX\/qbKWfeMvTHpKrJdDKpWWLKpZxCCsY4neSd0jCuPHOeGDh6WxCdsj4WN2WE31zAWboqhhdGyVzrvAta2RWoE1KzcjMuyU\/KvS0wwotusvIKFtqHNKkniCD2GM3tDQnV+\/qemqWpYc9NyahlEw4tqWac8ULfWgLHinIibtre07Wk9eLIqtYQ3L0u4VSqK0Qd1JZbmkodcKueSyvBP4GecbGaunV6n2xJnQuSor0xLq+6ysyEgqYCfMSxvFLQ4\/siOHKMtRjrhFC6IAGT3tBu13rHT4G0yzNlJIZw1N+xeeF5aZagaeuJavS0qhSt8gIddbCmVnuS6kltR8AomOlZdebta7aNcb0sqZbpc8zNraQoJUsIUDgE8OOMfTEs6\/axaw3VQ5CwNTbUNvvSsyZt7cZW0mdUlJSg4JUCE7yj5qiCSD3RBmSRxiYpXS1NP\/mALngbi3G6iKpkdPP\/AJe9h7wsb9y3Rc2\/7XQ0p0aeVg7qSrhOtcfxRP2q+okvpTZc5ec7T36i1JONtKYZcCFK31hOQTw4ZzHlXNf82e\/c1fkj0a2xv1i66f8AKJX+fTHK4phVLTVUEcYyec8z2LqMMxSpqKaZ8hzaMshwKh3ULbWt69LEuG0Jax6tKu1qmTEgh5c22pLanGykKIAyQM9kQXamgWst7SYqFtafVKYlV8UPvralG3BzyhT60BY8U5jCabPzFKqMrVJQIL8k+3MtBaApO+hQUnIPAjIHAgiNwU7R+0RqC1Lu6TaQbsmW0BUzMyy3UOKwN7dWpTbaU55cTw+mJiWJ+EM2KJrQDqXOsoeKVuKu26xxJFrBovdavXppdqHp0621e9pT9JS7wQ86lK2Vq7kutlSCfAHPhHatTRzU++KSK5aNmzlWkC4prp5dbZAWnmkgrBBHDgePER6BSdLuPUzR2Zomrdps0irz8o+zNSaHW3kIWCejfbKVLA5JWBvEg8DGlGzJrc\/pNdzSKpNLFs1sttVJpWSlk\/ezAHPKMnexxKSeZAiykxWorKeR0bRts+YPcslVhlPSVEYkcdh\/yI7woteo9Wlqsqgv019FSbmPJVyhQS6Ht7d6PdHHezwx3xk116N6o2PSlVy7rMnKVIJcQ1076mwCtR81IAUST4Y7CeAGY35Xorp\/Naqsa6JcZU4iS6VSApJllvY82cCuQV0fDPL4KuYJjULaC1enddNRpS3qC8U0CSm0yNLQM\/2Q4tYQqYV4qJwkdicd5itHjT6+UCJtmgXeTuPAKlXg7KGImR13ONmAbxxKjmx9Mb+1Im1ydk2xN1VTf6Y6jdbZaPct1wpQnwBVk9mYvd77P2r2nkgatc9mzLUgji5Ny7zUy22Pwy0pRQPFQA8Y3huqSr+iukUpb+itkOVaqMluSYaZZCwhRSVOzTwyCokpPbkqWnszFu0DuvWq5hV6FrdZbsqlLSXJSddkkMtvpJKXGVpT5pPFJGAMjeznEaTuUE5a6dgbzYNrE+se1bgwKAObA8u2yL3t6o7O1edyEOOLQ202XFrO6lKQSSewY55PdEmU3Zl15qtNRVJTTaoCXWnfT08zLS7hH7k64lz\/AEYmDS2wbTszbFqltuMsIlZNL81RmVkFLbi0JWhCc9qEqWE\/tREv601vadt2vpqeltBolXtxDKCZcNhyb3wPunSJUtKiCc7vRZOOYjaq8akEzIqcNG00Ou42Ge7JatJg8ZjdJOXEgkWaL6LQSv21cVqz6qXctDnaXNo5sTbCml47wFDiPEcItsSNrpqjd2qN4pnbvpJpL9LlkSTdO3VJ8nI85ZIVxypSiePZujsiOYn4HSPia6UAO7M1BztjZK5sRJb25FIQhGVYkiWtmTVGQ0t1PlqjW1luj1VhVPnnAM9CFEFDpHalKwN7uSVHjjBiWBGeEYaiBtTE6J+hWanndTStlZqF6B7R2z0nW6QkbptGqSbNck5cNsKeV\/Y87Lk7yUlac7pBUSlWCDvEHGcjXi2dizWOr1ZuUr0tTqFJJV91m3pxDx3M8ShDRJUruBKR3mMIsDaA1V01k26ZbdyuKpzX6XJTiBMMtjtCAvigHuSQOJPMxmNU20dbqhLGXZnaRTyr\/pZaRy4PQVlQB+iOdgosVoWejwOaW7idQp+Wqwqsd6RO0h28Deu\/1fabYm0lbNg3Q+3VLeqswJqWU\/u7000kE9E6kcAStO6RjCh6SBsftA3FrbbUrRaRolavlKJoOomZliWQ6ZbG6G0JbPmoBBJyQRwxwxGgNTuy561cH211Svz8zWQ8iYTPLfUXkOIIKClXNO6QMYwBgYxEvS+2drcxSxT1T9KdeSjcE45IpL3pODuk\/wAGL63DKud8Uh2XlosQbgX4\/wA4K2ixKkhZLGAWBxuCMzbgtxtI5LUuR02QjVmeE1cTxmHnjlBKGlE9Gg9GkIBA5hOR484182Ev1W39n+9Sn86\/EO0nag1so7c+21eC5k1KZVNPqm2EPK31IQjCN4eYkJQnCU4A4nGSYlzYFdU9cV7urUStUrIqURzyVvnlGjUYdLRUtTJLb1rWA\/ZbkGIxVtVTRxX9W975q2bRuzzqzdWsVbui2bYVU6dWVy65d1h9HmFEu20oLCiCk7yD4YI4909ac0mU2aNCC\/eMy0X6a29UZ1LS8hcw4chhs8N4k7qByyePKIV1n2mNVNMtabrtuh1CSmaXLvSvQS07LBYZ3pRhSgkghQBUpRxnGSYgnUrWjUTVhxsXjXS9KsLLjMnLoDUu2rlvbg5qxw3lZP1mM0dDX4hBDFKWiIBpy1IAFlifXUWHyyyxAmQkix3G5uVsNsFTL07U7\/nJnHTTAkHXMct5S5kn8ZiCNoVwNa7Xi6QcIqy1YHPgE\/mi16cavX1pOuoLsiptSZqYaEzvy6Hd4N727jeBx8NXLnGP3PcdWu+vT1zV2YS9UKk8X5hxKAgKWeZ3RwHLsiVp8Pkhr5Kn9LgAOO5Rk9eyWijp7es0knhvXofrNaFU1c0DdotnKZmZmoyshPSW84EofShbbuAo8BvIBweWSPTGreiei8\/b+0Bb9q6q0JqXWqWeqUvKvONvIeUhKi3kJJScKSTg892MJsTaH1a06pLdCtq5yKeySWZaaYQ+hnJJIRvglIyScA44xb7q1n1DvG76ffdWrYbrdKQhEpMyrSWeiCVKUMBPA8VK58wcRpUmGVtKySma4bDrkHeCRktupxGjqXx1Dmnbba43Gy3K1\/unaLptwSNv6OWwpVNflErXUmmG3lJeKlAoPSeYgJTunJHHe592b0ySvOQ0OmpXUKdTN3GmhThqDyVpUC4W3DglICcgEDzRjhwzGnb22hrg7TvIUVKktPYwZtEiOmPjxO6D9EY7K7Tms8tQZi3HLsM3KTSX0PKm5dDzqg8VFY31DP35AA+CMAYAEaLcDqzEyMtaNk3JGp+a3jjdK2R8gLjtDQ6D5LYTYGwbJuYBQP8AbRn+ZEam6nfrm3j\/AOYqn\/tTkXfTvW7UXSuQm6ZZdXZlJeddDzyXJVDpUsDdByoHHCMOq9UnK5Vp6t1FwOTdRmXZuYWEgBTriytZAHLio8InKSgkgrZah9rPt9Aoarr2TUUVOy92X+pUg7O2pMtpbqlTrhqbhRTZlC6fPrCclDDhHn45ndUlCiPwTG3O0XoRLa70Om3RZlSkBW5NjEpMKXlielVHeCFOJB5ZKkKwRlSgcBWR59EAjBiQdPtetUdMpZNPte5nEyCVFSZKaQH2EknJ3UqzuZ\/BI74x4jhss07ayldaQcdCr8PxGKGE0dS28Z8QpJsnZF1sqtwSsndbqqHRmXE+VP8A2SS6otjmlpDajlRHAZ3QM5ycYMubZWo9LtHTZvS2lPpNSrYZacbC8ql5FpQVvHtytTaUDPMFZ7OMH1TbQ1uqMoqUl5ykU9SxgvSkkN\/6CsqAPoEQrWKxVrgqcxWa5UZifn5tfSPzEw4VuOKxjJJ8AB4AAchGvFhtXVVLZ60gBugHHiVnlxGlpad0FGCS7Unh2L0KsClu6ebN9MqGlVBYqVXmKHL1JCMcZ2bebQpa1cQVEFRwnPAJCRjEWTQR\/aarl2zNf1ccckaAmUW21IusssFT6lJ3VJbQN\/AAVxWrtGM9mq+mu0pqlpZRhb1v1CVmaY2pSmZWdY6RLJUoqO4QQQCSTjOMkx2Z\/aq1tn6\/L3D9tnQOSoWGZVlhKZZO8CCS3yWQDwKs47I034JVuMrLNO2b7RzPd2LcZjNI0RP9YbNgWjId\/apN19I651iD\/L7cx4\/2fGT7fQP2s2ef8vmv5tEav3Fqve11XzT9Ra1Umnq7S3JZ2WfSwhKUql3OkaJQBunCuPLj2x2tRtatQtVpSSkr2qrM41T3FusBEqhrdUoAHJSBngBG7DhU0ctM82\/w2kHvWjLikL4qiOx9c3Hct0JAZ2N5XAziyE\/7PGqGyif+Xe2c8MLmD\/qFxbm9ojVRqyEadt1uXFDbkBTUseRtlXQBG5u7+M5x284w+0Lurli3FKXTbcyiXqMkVFlxbYcA3klJyFZB4ExkpcLmhhqGOtd5NvmranEoppYHtBswC\/yWzm3DSKncV\/WDQaNKLnJ6oSz8tLy6BxcWt5sJHHhgk8zwHMx2LftrbL0ddat6hGWumjMEJYQp9D7KUfsQXCh1sDlu\/BHZGvN6606j39WqXcVfuFxNSowUJGZk0CWcZ3iCSC3g5yOcZpSNsPXOkyglV3BJz26MJcmpJtTg8cgDJ9MYOjKxlJHTtDXAXuHD7FZukKWSqkncXNJIsWn7hbG7XyafNbPpnLrlJSWr\/lEgqTQle+pubLiOnQ2rmQGenz2YGe4xoMOPbn6MRleoGqN9aoTzU9etfenzLghhnAbZZzz3G0gJBOBxxnhzjFYksIoH0FPzchuSb5Xy7FHYrWNrqjnIxYAWz1PauGa4Srx\/xavyR6M7Yuf0Cq7kEZmZUcR\/j0x51LSFpKFclAgxJ17bRuq+odvzFsXVW5aZp80tC3G0STbZJQoKTxSMjBAjFiWHy1c8MrLWYbn6LLh1dHSwzRvBu4ZfVdPQC26Ddus9qW9c6ULps1NrU62s4S6ptlxxts94W4hCCO0KIjdDaBuTXK3\/ALDUfRW1g+xMoWJmbl5VDqpdQICGwhXmoGDnJBHDHCPPSTm5qnTjFQkJhcvNSriHmHm1bq23EkKSpJ7CCAQe8RNzW2drc1TBTvsjSVvJTuicXIpL3pPHdz\/BjXxTDZ6iojniAcGi2yb2WfDK+Gnp3wSktJ3i11uRpFI6kyWm7berNQTNXE6X3nTvoUW21fAQejSEZA57uR4xods56Nzesl3StOfbdRQqeht+qzCMjDf3rSVdi1kEDtACj2R3aVtSa30lqbaReKpry55Tzq5thDyt5QAISVDzU4AwkYA7BFr0\/wBetSNMKGbdsyoyclJrdLzgVJNuLcWQASpSgSeAA49gAjDSYZW0jZizZ232sRkBrfK3bks1ViVJVuhDw7ZZqDmTp2+K3yZ1P03ldQGdBJdtluYRS91MulCfJUJCcCUAPNXRZVu8t3HbwGmOt+lE9oHqhI1ansl23351uoUp0DO4G1pUqXX+EkjA70lJ55Aixy6K+7chvBdVmPsyZz7IeWBWHBMb++Fg9hCuUZlfe0FqbqVQTbl41STnZLpUPpHkLSFtuJPBSVpGUnGQccwSO2MlHg81BKHROu1ws8HjxCsq8Wir4iJG2c03aRw4Fb431UL0vbTGXuTRC45WXqcyluek1rQ043NskHfZJWCEq45zwwpG6cAkiD6P18au6805NSdODSFq6SdZk0JWQOCU7qVEk8hwx3kCNddONc9TNK2VSVo3AW5FbhdVJTDYeY3zzUEn4JPaUkZjM65tka3ViVVKMVSm0veGC5IyQS59CllWPoxGnHgtVTOMcbGOaTqRmFtvxemqWiSVz2uAsQDkVj9u23qrr1qxONqnvJrqYC5iam5hKpXyRxjCRvFpOW1BYQjgnIJjZfS6o7YFDuqmW3fdElaxQw+hmcn5l9orbY3sLcS8ggrUE8QFJKlEAHGcxp1b2ot9WrcT110K6qjLVaZUpUzMl8rVM5OVdLvZDgJ4+dnjx5xJytsvXNUkZQ1imb5GOn+xzfSY+rH4o38RoKmoAjjYwsta1rEdoPDsWhQVtPBd73PDr3uDe\/es6292aCi5LXeYSymsOyj3lO6BvqlwsdGV9pG90mM\/hRqpFxuG4q5ddYmbguOqTFQqE2oKemH17ylYGAPAAcABwA4CLdEnh1K6jpmQONyBqo7EKkVlS6ZrbApCEI3LLTsUhCJB0M0ul9YL8RZszWXKWhcm9NeUNsB05Ru+bukjnvc8ximlbBGZH6BZIYnTyCNmpUfQjcwbAFFxkamz30UtH9ZFg1B2J6TZNl1q7Gb+nJtdJk1zQZVTUoDhSM4JDhwPHERjMeopHBjXG57FKPwKtjaXuaLDtWqUIchx9EOXOJhQ\/ekXy174u+ynZh60rjn6SubCUvqlHtwuBOd0H0bx+uLHzhmLXNY8bLhcKrXOYdppsV3q5XKvctVmK3X6i\/Pz80Ul6YfVvLcKUhIyfBKQPojoxXBEcUw4pph1xJ4pbUoekDIio2WNtoEuXknVckI2w2nNnTTDSvTgXLaEhPsz32TYlCp+dW6no1BZI3T+1HGNTzw59salFXRV0XOx6aZ8VtVtFJQyc1Jrr8khDIxnPARk+mVNtms6g2\/S7ymhL0SZn2m55anejHRE8QVfegnAJyMA54c42pHc2wvI0WvGwyPDBqfBYxjwhGzm19YejdpUu3pmwJWmSFXffW2\/KyD+8lyVCMhxaN4gEL3QFcCd45zgbusZ4c416OqbWRCZoIB4rNV0rqSYwuIJHBIRXEUja01WskIrFDwODBUvuGqcuUIf0whqrrcUziEbTbL2z5ppqtYc3X7xkJ56cYqK5VJYnVtJ6MIQQMDtyTGtVxycvTbjq1NlEkMSk\/MS7QUckIQ4pKcnt4ARpwV0dRM+Bt7s1W3NRSQQsnfaztFboyrTvTK7tU6y\/QbOk2Zmbl5czS0uvpaAbCkpJ3jw5qHCMVjZDYS46p1j943P59qGIVD6WlfNHq0XVKGBtTUsidoSsd6m+u\/yfp3tNr88Opvrv8n6d7Taj0NhHEdaa3g3w\/K7TqvR8T4rzy6m+u\/yfp3tNqHU313+T9O9ptR6Gwh1qrODfA+adV6LifH8Lzy6m+u\/yfp3tNqHU313+T9O9ptR6Gwh1qrODfA+adV6LifH8Lzy6m+u\/wAn6d7Tah1N9d\/k\/TvabUehsIdaqzg3wPmnVei4nx\/C88upvrv8n6d7Tah1N9d\/k9TvabUehsIdaqz3W+B806r0XE+P4Xnl1N9d\/k\/TvabUOpvrv8n6d7Taj0NhDrVWcG+B806r0XE+P4Xnl1N9d\/k\/TvabUOpvrv8AJ+ne02o9DYQ61VnBvgfNOq9HxPj+F55dTfXf5P072m1Dqb67\/J6ne02o9DY6FQr9DpSt2p1iSlVdzz6UH8ZivWms4N8D5qrOSlI82btH+dy0B6m+u\/yfp3tNqK9TjXf5PU72m1G+H282b8qaX\/G0fnh9vNm\/Kmlfxtv88OtFd7rfA+azdTYfdd\/PktDupvrv8n6d7Tah1N9d\/k\/TvabUb5fbxZnbddJHpnG\/zxcZKq0ypI6SnVCWmU97TqVj8Rh1prh+lvgfNWP5IU7BdwcP53Lz86m+u\/yfp3tNqEehv\/8AkIp1rq+DfA+axdV6L3j4\/heQkTzsUfr4s\/vTOf7kQNE9bE\/6+TP70zn+5HZ4rb0KW\/ulchhf9bF\/cFLu1vpnqtfN1UOd0+otRnZWVkHG31S00lpIc6TIBBWOOO2Nb7v0k1ws6gTNevGgVaSpLBQh516dQtA31hCQQlZPFSgOXbG1W05tC3no1cVGpNs0+lzDNQklzLpm2lqUlQXu8ClQ4YjXTUnan1A1QtCbsuv02jMSM6tlbipdpxLgLbiXE4KlkcVIHZ3xBYMK7mY7Rs2OO9TmLehc9ITI7b4brrLNmXSzQ3WGkTVIuVips3RTyXHW2p8oTNS5PB1CcEeaTuqA5cDyVFstnZWrs5rnOac1pUwKFSt2emaghO6XpJSj0QQcYC1lKkk9hSvnu4iLdKJ+9KdqLQpnT1tT1e8rSiVZ+8dzwUhziPuZTne4jAyeGMx6c3C5crdsVF625eTXXxIOmTZedV0BmQglKSrGSje7cDPh2UxerqcMqCI33DxkCfZ7QmFUtPidODI2xYcyB7XYVoZtJ2Lo7pvW5Oy7AZn3awkh2puvTpdRLIUPMZxjHSEece4bv7KJwrGxxouxQJCuv1qpUaUlujm6nMPzoUhbHRq3kArADeVqQd7jwBA+FmNMKy\/Wpm5Jx+5FPqqrk4szpfH3Tpis7+8O\/OY3x2rTjZpqIHI\/YvP8YZjJiHpFKaaBkpu64Jvr\/Nyx0Ho9SKmZ0Qs2xAtp\/N6x23tBNkPUeXmaXYM2mYqEu2St6Srcy4+2OA3+jdWpBGTz3McRyzGqGuWlNU0euuftSfmBNMLljMyM1u7vlDCsgEjkFAgpIB5juMX3ZhmKnLa6WmaVv765pbbwT98wW1dJnw3cn6Imb\/6haJLyKzHAlInA1VE4HElrdY5+G8eHpMXROnw7EBSOkL2vBOeqtlbDiGHmrEYY5ptlopG24eOjIx8eS38h2IV0C2e9K7zsU6jagX0BJtTC2JiSafEoiUWk8EPOr4kqSQoBOMhQ4mJq24j\/AMjII+PJb+Q7EPaNbJ0rcVkov7VK6XqRRJlvy5mRl3UtjoAnPTvuL81HDJAAzukEqGSmNGgmEOFetJsXcdBcnsW9XQ87ieUYfZo1yA7VI0jsz7Luo1PmWNOa0pM1LDDj9Pq65otE5wVodUoYz3YzjnGtrOjz1va8U\/SW8SZiXdqbEs49Lko8olnMFLiCclOUkcOODkccZjanQeU2aaNfkxS9H6hNTlfNMd6Z8uzC21Swca38qUA2Tv8ARkYGe7hmMC1pSE7ZNk4HEmnZPf564uoayoZUSQFziNkkbWTh3LHWUdO+Bk+y0O2gDs5j5rEdqzQiwdIaHb8\/ZrM+h6pTbzD\/AJVNF4FCGwUgAjhzjPrS2R9LLr0notzPT9SplSnqfLT0zOGZCmm05St4hChgAoCwCThJOeOMHm2\/f1L2h++U1\/MpjOHjjY2mh\/8Ao73+zKiz0ypNBTubIQ5ziCey6zeiUza6drowWtaDbtssatbQLZCvhuZoNpzaKrUpRs9NMS9bfVMIHAdJub\/RkZI4hBHGNW9cdJpvR2\/HrWXNqnZJ5tMzITRRhTrKiRhQH34IIOOeM8M4F\/2R5h+X2hbUZZdUhEx9kGnUg8FoEhMLAPhvISfSBEzbUzMjMbQmmLVQ3OgcEslwEcCPLOAMbsT58OxDmOcL2lpdnxAOngtCVkGIUHPhgY4ODcuBI18V1dOdkywbbstF9a91BcvvsiYeklzZlWZRCvgodWkhZc4jKUqGDw44i8TezFs\/aq2xNVHRGtCTmpYltLrM+\/NMdLjIQ6h5SlpB7wRw44PKJX2hpDS6o2dKS2rdYnqfQzUkKbclVrR0j4bXuJWUpUcY3jg8MgduIjHS29tk\/R+bqE3Zl+TiV1RttqYRM9M6hQQolJx0YwRvK+sxFMrKupidUsc8vubAD1ddLqUdSUdPKKZ4YGWFyT62mv8ACtUrR0uuu8dRW9NJKTLNW8pcYmukPmSyWz91cWf2KcH08AOKgDtjPbOGy5pfQ5Uao1EvzcwN1M1PVV+WU4vHnbjTC0DA9CsdpMdTZ9rVsXXtMak3TbjyH5OdlUuyToQUlYUpvpFAEAjKgcxEG2nMVV3XGbl54ueSy1OlBIJJOA0W8qI9LpdB9HhEtNNU4jWtpS4sAaCba3sMvqouGGnw+jdU7AeS4gX0tci\/0W4Ghtpad2naz7el9dFUoU\/Oqmm3BMB8NKKUgthQ44G6OCvOGeJjzgvL9WNf\/fWb\/nlRuvsLqP6FNQGf+2nf5tuNKLy\/VjX\/AN9Zv+eVDA4jDXVDCSSDqd+aY08S0VNIAACDkNArPGyOwj+unV\/3jd\/nmo1ujZHYR\/XTq\/7xu\/zzUS2M\/wBBL\/aVFYR\/XR963qhCEeVL1LekIQgiQhCCJCEIIkIQgiQhCCJCEfLq+iacdIzuJKvqEN6AbWSi3VXUqbpj67ZoDwbmEpHlUwk+c3kZ3E9xxxJ7MjHGIaccW6tTjy1uKVxKlKySe\/JjnqM07Oz8zOPKKnJh5bq1HmSVZP5Y+ZBmWmJ+Vl52Y6CXdeQh13dz0aCoBSvoGT9EbTG6Ab16rh1FFh1O2wztc8dFwcxkjs5wwO6M5vKhSVAE2y3ZTzVPKiin1ZmbU6h5OfNcUoAtq3hx3RukZ58I6LNiNvFqlG45NFwTDIfapim18UlG+EF34KXCniE454GeMbTqR+0Wtz+n3SPFIDGJH5A6aH55XtbffRYoccOWPTyjnkahP019E5Tpt2WfQcpcbVgxI1MotJXTKUt2kyilvWpU5lxSmE5U8hxYSs5HFScDB5jERkOQEWTU5hAub38gf3WWlq467aZs5DLPvI\/ZbB6aX+bvlHJOodGipSqd5wDgHUct8Ds7iB2kd8IiXTGdckr4pamlEdO6WFgdqVJP9MI03sF1wOPYfHRVWyzIEXC0WiXdlq9rX0\/1XbuK76sim09NOmWC+ppxwdIrd3RhCVHjg9nZER4hiPXaiBtRE6J2hXg0EzqeRsrdQt+Lw1T2PdQpuXn70rdLqsxKNllhx6RnQUIJyQMNjhmMDvmo7Fa7NraLSbowrKpB4SBblJ1K+nKDuYKk7oOcc+Eah4hiIeLAWwbIZK7LdfJS8uOPnuXRtz32zWzWypcmhmmUnMXne95yzdzzYUzLy\/kkwvyJgc8FLZSVrI4nPBIA7VZpZ+1xPo1znbouKYmGrPrG5IeScVCSl0KV0L24M+cCpRXgZIUeeAI1mxDEbD8HglfJJNdxcLZ7h2LWZi08MbI4gGhueW89qn7agqGjN43DKX3ppdcrM1OcdDdWkkS0w10qvvZhO+2E73DdUM8fNPPJO3upE3p\/KaVE6osB223WpNicyhSt0rWhLa\/M84YWUnI4jEeYzSgh1CzySoExtTrjtN6cai6Ozdh0BitIqb3kW6ZmVQ219ydbWrzg4TyQccIjMQwuS9PBFtOa0nPeBlvUnQYlGPSJ3hoLgMtx13KQ7SrGyDoo3M3Tal00l6cdZKUlqdVPTm4eJQhGSpGeAOQnuJjVDaA1an9Z7wmrgEu7L09lgydMlVrG80yMnKscN9ROTg9wycAxgGBDESlJhDKeUzPe5zzlc7h2KMqsUkqIhC1gawZ2G89q3D2r9cNKtQ9MDQrOu9mp1A1ViY6BEq+39zSlwFWVoSOah2xftNdatF9RdFpfTrUa4pSivN01FMqEvOP+SpcCAAHGnTw47qTjOQeGO\/R7ECBnIjXOAwmnELXEWNwRqCswxyfnzM4A3FiDoQt1bFvnZG0VuVMpaNWVMTc204zM1tQdmkMt43tzfCTkKUlIw2kjOMkYiO9UNU9P67tNWtfdIuJqZoNP8j8pnEsOpS30a1FfmqSFnGRyT6Mxrdx\/4MMRliwWOKUzue5ziLXJ4q2XGJJIhCxjWtBBsBwW0O2Fq7pzqXQLck7HuduqOyM6+6+lEu82UIU2AD90QnOSOzMZU5rtpMrZkmLEF4NGvLtRynCT8kmMmYLBSEb3R7nM4znEaaYhiKdCQ8zHDc2YbjvTpmbnZJrC7xY9ykbZ0umgWVrVbN0XRUEyFLkVThmZhTa1hG\/JPto4IBVxWtA4A8\/SYzfa41NtDUG9LerOn9xJn26fTy2t9pp1otPB0qGOkSk55HIiAsQxG3JQMkqxVk3cBbs3+a1G1r46U0jR6pIPbu8lu\/ZO0ppBq3Y6LQ1qVJ0+fW2hudTOIKZSZWnk8hxP6WSRnBIweRIjpTNM2HLFkZqb8vo1ZXMMuNhpmcXUnQFJIO4kKUEK48FHBBwQQY0tx6IY8BEeMAja4mKRzWk3LQclv9OSPaBLG1zgLAkZrPtK9T16Q6ltXdb7T03S0OuS78u9hDkzIrV8FWCQHAAlQPEbyRzGRG2t13Tsma7UySq94XTSmH5RGEeVThkJxpJ4lsgkFQz2DeHPBjQzEAB2\/jMbFZhLKqQTNe5rxlca\/Na9Hir6aMwuYHNOdjoO5b+af6+7L9iU+YtO1q43R6dIPjcWqTmFCbUQN50KCFKV3ZVg8OAxGitzTUvP3LWJ+UcDjEzUJl5pYBG8hTqik8e8EGLbiGIvocMjoHue1xJdrf8AmqtrcSkrmNjc0AN0sqRsjsI\/rp1f943f55qNb8RshsJfrp1ft\/tG7y\/dmoYzlh8vcUwgE10fet6oQhHlRXqGqQhCCqkIQgiQhCCJCEIIkIQgiRRaA4lTZGQoEEemKwggNs1qxc9Gmbfr89SZpspUy8oJPYpB4pUD4jH\/AADFvlywJhrykOFjfHShsgL3c8d0nhnGcZjYm\/8AT2TvKXQ+24Jeospw09zC05+Arw7c9n4o13rrLNu1mZoVQqMj5XLEBwNzKVAE8eeefgeI7RGyx218l6LQY\/RzU7W1MjWPtbMgabwSQstlaxbdv0mrytHrtVn26rJuSqae\/Khppsr4BxxQWQpaOJBSkcePCLtN6ht1Ntqoqu+u015MshpyQl5dK0qcSgJ3kOFY3EqIBIIJHHHZGCS1Erc6wiak6LUJhlwbyHWpVa0KHeFAYMchtu5AMm3KqAP8id92N3014GyLW4Z\/e6zCgoZDt84CTvu3O9stLbuF+1ZTJXvTGZGnMPJmC5K2\/PUxw7g4uvLWpJHHl53GMFB4ZPDHCO+zQK9MtIflqHUXm3BlK25RxSSPAgRkFA0svKuOJK6Y5TmM8XptPRkDwQfOP1YjBLUGW21uWyx1Hh7XP2wL9o1uT9yubSGju1W8ZeaQg9DTgZhxfYDghIz3kn8R7oRNdp2pTrQpaabIJKyo777qhhTi+\/wHcOwd\/OEahfmuBxnEBiFSZG3DRkO5Q71I9Eu64faI9yHUj0S7rh9oj3In2EbvS9d8U+K5noqh+EFAXUj0S7rh9oj3IdSPRLuuH2iPcifYQ6XrvinxToqh+EFAXUj0S7rh9oj3IdSPRLuuH2iPcifYQ6XrvinxToqh+EFAXUj0S7rh9oj3IHYk0Sx\/9xe0h7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5DqR6Jd1w+0R7kT7CHS9d8U+KdFUPwgoC6keiXdcPtEe5GX6Y7O+nmkdbmLgtH7KibmZYyjnlU2HUdGVJUcDdHHKRxiToRZJiVZMwxvkJB1V8eHUkTw9kYBCQhCNFbiQhCCqkIQgiQhFhvC+bZsSnGpXLUEy6SD0TKfOdeI7EJ5nu7AO0iKgErFNNHTsMkpAaN5V+hEK0zapsiZX0dUotYkQSd1aUNvJx+FhQUD4AH0xmVL1s0uq4T5Pd8o2pXJMwFMn0eeBFSxw3KMp+UGF1WUU7b99vus4hHVp9WpVWbL1KqcrONjtYeS4B9RjtRapZr2vF2m6RQqSgFSzhIGSewCOKcm5Wnyjs9PTLUvLsJK3XXFbqUpHMkmNYdWdcanfMyuzrGRMN0x5zoFONAh6eOfgpA4hBPZzV28CRFzWFxUPjOOU+DRbcubjo0an8LINY9oHc8otKwJoKWolqaqbfHdzzQye\/sKx\/B746mjugLk90N2X\/LLS0pXSy1OdT5zvaFvA9mcHdPE9vccj0b0DYtoS1z3ow1MVYfdJeUJ3m5ThwKuxTgHpCc8MkZE14AjI5+yNlqgcOwSoxacYljWurWbgO0ft4qjaENtpbaSEISAlKUjAAHYBHSr8w5KUKozSCd5mUecT28QgkR34xvUR8MWjOo6VTflG4zvpxlIUoA8yOzPbGIZld9St2pmMHELHdHLhemaUi2ZtKkuyTAcbKuakFZwPoBT9cSMePDkPCIw0wl35evqYmQsusyBC1Eq45cGCQccd0JHIngcmJPi5+q3cXaxtUSzfn5pCEIsUZcpCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCokIceJwYfTBV7EhCEESEIQRIYi03RdVAs2lLrFxVFqUl0cE7xypxXYhCealeA8SeEazX9rZd+pU99q9myc1KU6ZV0KJaX86Zm8\/syn4I\/BHDHMnsyNjLlA4xygpcHGy87Uh0aNfmpL1R2h6Naweo1oqZqtVBKFvb29LS5HPJHw1DuHAdp7DFFpaa3\/rVWDc1enn2ZF9Q6WpTIyVoB+AwjIzjiBjCRx9BkLS\/Ztkad0VZ1ADc0+MKZpragWmzzy6r78\/gjCR25id2mm2G0sstpbbQkJQhIACQOQAHIRcXBuTVAQ4LX8oZBU4ydmPURj9\/5fuUWO7NWmbsk1LJlp9pxCd0vImjvrPaSCN36hGLVfZNpq0qXQbxmWVj4KJuVS6D4byCkj1TE\/Qi0SOCnJ+SuEVAs+AfLL7LU6f2adTaS8JmmOU2cU3xQuUmi24PEb6U4PoJjjEztI2anBVc62UcfPBnUAfTv4H1RtrDJAOCRk8ou54n2got3ImmjuaSZ8fc7Lz+q0yrN9ap6rvyllTTi5p3peMpLs9EVLHEKdAx8Hnk4A590bA6R6K0nTuXbqc\/0c7XnEYcmMZRLgjihrhkDsKuZ49nCJL3U7\/S4G\/jG9jjjuzFeHZFpluLBbeFcmGUk\/plZIZpNAXbu4XOfakIQjGupAA0SMeu4NTLDFMeYYebecQp5LvEIQFDzsYwcEd45dvKMhiJr4uBqeufyNxplbFOl1zCVFreVvBQASFJJI3iAOQyMRc1SGHQOnmy0GazSzpcNrqBbYLUuw6mWlh0pWChKQSeJOOKsfwYyWLbbcium0SUk3d7pUo3nN5W8d9XFWTgZ4nGfCLlFDqteoeXyuJSEIRRYEhCEESEIQRIQhBEhCEESEMHuh4QRIQhgwRIQhBEhCEESEIQRIQhBEhCEESKLWhtCnHFpQlAKiVHAA7yeyOpVqxS6DT3qtWZ1qUlJcbzjrqsJSP6T4DiY1b1M1huHVOoi0rPk5pumPOFtEu2j+yJ09hWByT+D9Jz2XMZtKCxrHqfBmet6zzo0ak\/sFlWqe0dMtTaqFpvMIy05uvVItJcCiD8FpKgUkfhEHwHIxjEntL6pUvCalK0qbTyJmZNbavrQtIH1GJM0h0GkbQDNw3U21OVspCm2eCmpMnjw\/ZL7N7kOzPOJZmKfT5sETUjLvA8+kaSrP1iL9pjchmufgwnHsSBq5qkxOdmGAaDdfPzWvEjtaVDAFSs2WX3ql5tQ4+gpP5Yv8ntWWs5gVC2qpL95bUhz8WREmz+nGn1Tz5fZlHdKvvjJoCvoIGRGNVDZ40nngpSLdclFK++lpx5OPQlSin8UU2mHcs3R\/Kin\/wBupa7+4fhdaR2ktKZoAzNVnZHP9\/kHVY\/9MLjpXztH2fQ6ekWi+3Xag+nKAkKQy14uEgHP4I4+jIMdKd2VrJdyZCvVmWJ7FltwD\/REfFv7LdtUyqtztarcxVJVrzkypa6JK1dm+QTkeAxnt4ZEXDmtbqySTlVIOY2GC\/6xu+tvoosoVpala71xdXqU46ZRCt1yemAUsMpP3jKBwJ8B9JjZSwNMbX07kUsUWVLk2pOH554AvOnt4481PckYHAc+cZRKykrIy7cpIyzcuwykJbabQEoQO4AchHLFjn3yGilsH5N0+Gn0iY85Mcy4559l9Ez3whCLF0iQhCCJCEIIkIQgiRbq\/XqfblNcqdSfS20jzUg81qwSEjxODHfccQ0hTrq0pQgEqUo4AHaYgS8rn+3q6W5FM26iiy7mcA+aUpzvOgDtKTgZ5Z7Iua26ksMw810h2smtzPdwHapNGoDYtBy6pmnqZbcKksN74ytI5K444Zz444xhNlUBdaudD02tb3RqRUpzeUVFH3zDBOcEgkqI3fvQIsD1yzt412Tp9OpKjLyywinyScJSAMBBd4lPmgE+BUeyJrtK2WbXpKJHpC9MOEuzL6skvOnmok8TywPARcRsKVqYxhELgBZ79BwH4+6vUIQjGuYSEIQRIQhBEhCEESEIQRdKtTy6XR56ptoDipSWdfCCcBRSknB9OIgWmbRGp1dZMxQNMkz7IVuKclpeZeSlWAcEo4ZwRwidbmRv25VUc96RfGP4BjEtihze03qqP2FXUfrZb\/NEnhVE2vm5pxt2rjuUFRV+nw0tPMYw5pOQBzCwYa160I4u6OTZT+DITYP5DA6+altcH9GakD2\/cJlP\/txtXct1W\/Z9KcrdzVWWp8i0QlTzy8AqPJIHNSj2AcYsVoawab31Oqp1sXTJzk4ElXk5Km3VAcSUoWAVAdpHKOgdycpmuDDLmd38KjS7EI3iI1xDjuIb9lrh1hdQBw\/QfqPqzH9VA7QmoXZo9UfUmP6uNuZWekp5CnZKZZmEJUUKU0sLAUBxBI5HiOHjHPkY4J+uLxyYhOj\/AKflZgzFiLisP\/Rq0\/6weofzO1H\/ANOZ\/q4dYTUEfC0dqGf2kx\/VxuASBzEY5fOoFs6d0huuXRMuMSbswiWStDSnD0igSBgdnmnjFruTMLBtOky7vyrXjFI2l760gD\/4NWsQ2gNRF4CNGqkc8sImT\/7UUe151UZYdml6OzjLDLanHHXpeZCEIAypSiUAAAA5MbghQKQQRx4jjGMappCtM7rSoZBok8P9QuKu5MQtaXbf0\/KtlGKsjc\/0w5An2WqJ9H7\/AJ7Ui15ivVCQl5N1mfclA2wVFJSlDagTvdvn\/ijOIhvZVJ\/Q5ngeysvD\/UMRKtVuCg0JLSq5XKfTg+opa8rmkM9Ie5O+Rk+iOMf7VgunwSrdNhkU9S7MtzJyzXfhHWk6lTqiM0+oSs0O9h5Ln8kmO0UqGPN4nv4RSxUsyaOT2HA\/NU7YsF6Xxb1hUlVZuCdCE4IZYR+mvqx8FCe3xPIdsWLVDVyhabSRacxOVh1vfl5FKsKwTgLcP3qMjnzOCB3jXmg23fuv90LrE\/NK8lbWGn5xYwzLI59E0jkTg8EjvyT2xeyO+ZXMY1yiNNJ6Dh7ecqDlYZhvafJUrtxaga\/3M3S6dJqTLsq6RmTQsiXlUcukdVjie9R9AHZGw+mOkdB03kiplKJyrPoCZieW3g4\/YIB+AnPZzPDJMX2zbHt6xKQmj29JhpBwp51XFx9YHwlntPd2DsxF\/wDpJ9Jg+TayGiYLyd9Fea2vdzk7tSdB3JCEIxrq+9IQhBEhCEESEI+ela\/vqPWi5rHO9kXVjpGs9o2X1CPnpG\/74n64ot1ptJWt1CUjiSpQAipieMy0+CoJWHRw8V9xRSsDPYI4lTsknnOsDhni4B\/THGuoSBSpPlrHH\/GCLWEFwB4q519kuA3ImoJWcIZWr0DMffla\/wDBXvUi3qJDKQk4B547Y48eAjvRgFCRex8VwZx+sB9r6K6eVK7ZV71I4Xqk20FlTDgKBkg4HZmOjw7QIrMqKpNwkcUpIB7cYMDgFDwPiqHlBW2NnDwCwPUrUAzVsuU+myzrCptaWnnFEcG8ZI4dpwB6CYiCUl3ZuYEtLlRcWCAlCSpSsdmEjMSYpCFIUlxCVpI5KGYl2l0+QkZVtMlJS8uFISVdE0lGTjwEc9i9DHh5Bj0cu75Fcs3GkfTSRXeCSXXtcHQWtuUR2RZF7Bs+SNC32XwEvzrg3ptaP2KAfgD6uzicRLFCosrQKemnyzz7uFKW44+4XHHFnmoqPPJxFw4DlkQiDc4u1UnXYlLXOu4W35fvxSEIRRaCQhCCJCEIIkIQgiQhCCLoV7+4dS\/8I9\/IMYRsRqzYVcHYKoD\/AKpMZtcKt2gVNXICTeP+gYwvYkbxp\/W1j76q4+ppH546Hk3\/AFY7j9lxmOf+Ypv7XLI9pPTG7b9kqBV7Ralqg\/b00uZXSZtQDM5vbmM5IBI3CnBIyHFcRGI2hd1GuWuzdqU6wGdM9RzJlqVmTTkKb6MKStzCd1IO8lBwSMEZwo9sr6oWDeV4mnTln6hzttTdNU4oJbaC2nyrGCsduADgHI848M8Rjtg6H1+mXunUbUe+HLlrkvLKlZUolksttJIIzhOOxRwABzJ4mOomgkNRtxtOeulvvcHuULU0krq3biabGwJNrWA1H6gRusoq2cJi6rVs67L6VcaPtdoFQqL1SpCZRJcnJhuVbUXEuc0Z8wbv4PjF2Tdu0PM6dr1yau6ktSKEqnk0HyJJR5IlZBG+RvZwCeecdueEZxZ+gVVtCsVmnS17mZsuvOTbs7Q3JRGXC82UEFzioYGB5pGQkZiwDZrvxNHVp+zq6+mx1OlZkPIkGY3CveKOk54z2Z3c8cRrMpqmOJrGbWQI137j3di046OthgZE1rsgRk79W52vs\/yyVnWC\/dR7gtWx9MJuVocxWqK3W5+dmGw6phCgT0aArgcEYJxkkjBABzj20DStQ6RoyzKai3LJVp8XIwZaZl5boldD0Tnw8cN7Oezh3mJDvXZ+XOVGg3FpvdDlr1m3ZFFOlXQ0Hm1sIBSkKB54BUDkEHPER1Lj0Mv29LAVbN4amiqVBVWaqYmnJFKG2kpQpJbQlGOBKs+HHhxjI+nqHteH3JN7EHLduusstNWyslZMHF5BAIPq6DK19b33Kum9+3tq\/fk7XKBVhTrBornkiWUtNl2oPJGSVbwK0JO8D97w3Rz3sSNqq50GmF2ukfAoc8o\/QwuMRo+jE\/aOqkxftm19qRpVVANVpTjJLbyjneUggjdOfOHA4JUORjJNaHei0ivNQPE0GeTz72VD+mNqJssdM\/nvaz+y34GzxUcvpHtjaz3HLdwHYtatFbzounmjE9X649wcq7\/k7CT90mHOiaAQkfwSSewAmI5lKbfm0FeUxN7zadxO8p1zIlpJrPmNjGT9HM4JPImLDZFoXJqNVpW2KW44ZZgqcccWT0Uo2o5Us+JIHDmTiNybMs6iWNQZeg0OXDbTYBddVxcecxxWs9pJ+gDgABHnTiGEkKMwejqeUsEUE12U0QAy\/W7etb5rZav5jjKT1HmCOWHVo\/KmOIaMa80dP9rTNHc5CUrAQPqK0xtjy5QjGJSukfyGw4\/7b3t7nZfULV2ydnu8rmr66rqR5TIyyXAt8uPpdmJtQHwQoFWBjAKjk44DvGy9JpNNoVOZpFJkmpWUl07rbLacBP5zniT2njHbhFjnlymcHwGlwZhEObjq46ns7gkIQi1TaQhCCJCEIIkIQgqKivgn0GLSClDQWQFKUcAEkDHbyMXZfwT6ItCv0pHoP5Y63kxm2Qdy5LlOfXj7j+yr0iO1lH1q\/PHBNuNGVeBbQMoPIn88dGr1uWpa0NuNqcccBICeBA7+MdgzTU7T1TLRyhxoqGRjsjoaoNMD8tx+y5qjmHpLQNbj7q2v5Ckg\/wB7R\/JEfCPhoHiPyx9P\/CR+5o\/II+UHCwRxIIOPpjyPIS3PFeyvBMRDRuWRK\/SUfT+WLPcUtPzUj0UgFKUFgqSk4Kk4P9OI7Rn3ylKRKOebnv7890fInZj\/AARz6j+aPSxj1Bs2L\/ofJeXS8nMQkuNj6hfFDYnJanoaniekBJAKslKewEx3ZpW7IvEcwkn\/AETHW8smP8Cc+oxxTk5Mrkn2hIr4pPHjnl\/8w6wYe0e2fA+Sozk3iIbshn1HmsCxkH0RMrKd1pAHIJAEQ35PPDj5I6cccbp4xMbCythpa07pUhKiM8siOdxjFKbEdltOb2vuI+9lNcnsErcJMjqpttq1swftdckID0wiEuF0yQhAkDnwhoiQhCKXCpdIRjE9qVZkg4pp2spdUDj7g2pwfWOEdX9Fmyv8OmP4quN5uG1jxdsTrdyjH41h8btl8zQe9ZjCMO\/RZsr\/AA6Y\/iq4DVmyicGffHpll\/mi7oqtH\/qPgqdOYcchM3xWYwi30e4KNX2y5SKgzM7uN9KFecjPek8RFvu+\/bUsWVEzclWblyobyGB5zzg\/BQOJ9PLxjUdE9h2XCxW2+tpo4jO54DBvuF3LoVu21VyTw8hmD\/qzGKbFAxpxV8cf7bqH+pbiFL92i7luzp6LacmqlyD+83vAdJNPoIwc8MIyOxOcDPnRN2xSANN6sR21lf8AMtx0HJxpbVi\/A\/ZcBUYzTYvjMXotyGNdnuPcptelbi6Za2qgwhoqJQCBkDPD73ujj8nuT41l\/qHuxdJ6Rbn2egdUpIyFZHhFu+1iU\/wh76x+aO3czgpdzXg+r912ac1VELWahONPJKfN3AAQfoAi0qWuc8qm3qktlxhZDbYVwwOXD8UXeQo7FPWpbTjiisYO8YtjtuzDqphxx5KnFqCm1cQOPPIijgSBcK17HWAXeSuozlLZdlnW2ZheCSscMcfA844PJrj5CqSwHoHux21UsTEg1JTT5V0ePOQME44COr9rEn2TD4+kfmi4g\/wqpa4\/\/q+fJbmPKpy5\/gj3YxzXHpWdF7tLpBcFHfSojkSU4MZjT6OxT3FONOLVvAA7xBjE9dmi7o9eCR2UiZV9AQT\/AERinb\/gv7j9lhqmkU0hPun7KHNmqQlJfS+Un2ZdtD87MzCn3AnznClwpTk+ASAIlSIy2cCP0JaYntTMTYP\/AK64k2PKnm7iug5PNDcKpw0foH2SEIRaplIQhBEhCEESEIQRIQhBEhCHHsx9MFRUWMoV6ItCj9zQO8ERdFutgKSHEnhx4xa0qbKQhwqTjtSnP0c47Dk0xzGyXBGn7rj+Ur2SPj2SMr\/suhUaRJ1PcMylW83nBSrdOO70RyLYal5FbDSQlDbZCQOwYjuES+P0x31B+eOvNPSXk76UvqKgkpwUgedg4HPwidrHsjgftm1wfsoCigc+oaY23zF\/FWh\/\/oz3tp\/JHHk44cD2GPt1SVBsJVkhAB8DHylClY4HicA98eQPBL8l7M0gC+ip9JgTmOTydf7Nv1xDydQ5uN+sIbDuKpttXF9Eccxxl3eXwD+SOz0H+Nb9YR8Py5LDg6Vvik\/fiBa+yqHNusFxnhw4+ESjJXTL+RMESyyA0kcx2CI1EmrH\/OJf6HRGQUtxKWegKs4SMYP14jFTbbCc9VsVjY5AL7lnrNWS8462Jde80rdVjBGckcPqjm8rPPydz6oskopaZudwcHpez0mO0VKP3xj0TCcIpqqkZNIDc3+5C8zxjFqikrHwRkWFt3YCu+Z8I5srBx28IsL9\/SMtMOyzkhMFTLimyQUkHBxmLk35yVIVxASVfTiI6rH91pzxeUfxxuyYFRt0B8VCVPKTEImgtcPBSBRLrla9OOSbMo42UNF3eWRxAIGOH7aEY1p9\/dp8\/wCSK\/lohHK4pAykqDFGMrBddgNZNiFGJ5j61yMuxQ9JyM7U5hEpTJR6bmF53WWG1OLUBxOEp4nEc1RotWpCkCq0eekS4MoE1Kra3h4bwGYyDS8oF3NFa1pSJOcKlN\/CA8nXxHjGQUQUyp02nScpNVCfkxcNP8uFTA+CtRSlLYBIwQVBeTkgJwOEeqryCCkbLHtXzP4UZ8O4QjMqRKSUtTbvqEzS2nVU1+U6BLqBhJ8sAUkZ70ggjujsV6gUq3pSr1pLaHparBpNCCk5HQvAOqcHi2nDef2SuMFZ6E7Z2r9\/ifJYZIz85TJpE9ITLkvMN8EuNnChnhj\/AOI6lraHXJqPWputVa4SiQD+67NurL0y6QAd0AngQCBknA7AcYjk49kSjoe8501YY3lFG6wvHYFZWPx\/0Rz3KKmY+mMw9pts\/mt\/AqaKvrY6WpuWZ5XyyF\/2V5l9NLQsGz6ym3qUhMwabMJXNv8A3R9X3M5G\/wBg8BgeERToBtE2zpFac5QK3Q6rOvTM8qbSuVDRSElCE4O+tJzlJ7O0RsmtKHEqQtKVIUMFJGQQeYMdD7Xbe+Iad\/FW\/wA0cRSV0tG\/nI9V6JiPJx0ssUmHvbFsAi2zcZrCuvBp\/wDJG4vql\/6yHXfsAnhaVxfVL\/1kZsLfoKTlFDp4PhKt\/miqqBQlDCqLTz6ZVv8ANEmOUVbvI8AtXoHF\/wDlN\/6BYa3ttadr\/TLYuJvxKGD+RyOyjbR0wPwqPX0elhs\/78ZE5aVqPfp1sUlf7aSaP+7HCqxrKXxVaFGz\/wCBa92KjlHVjh4BBgeMDSob82+Ss3XQ0tHH7G17+LI9+OJzbV01QPModfcPgy0PyuRfPtDsn5I0b+Itfmj6TZFmN\/AtGjD\/APga\/pTFesdWeHgFQ4JjX\/IZ\/wBVi523dPwf1J3Hz57sv\/WRYr82vbFu2yq9a8pbNeZfq9NmZJtx1LG4hbjSkJUrDmcAkHgDEmt2xbLY3UW3Skjlwk2x+QRX7Wrbz+p6mfxNv80WO5QVb2lptY9gVJOT+LSsLHVTbHL2BvUd7M8wHtL2mxj7hPzLZwe8hX+9ErRwy0nJySOhkpRmXbyVbjTYQnJ7cD0COaIJxJJJ3rqMNpDQUkdMTfYAF9NEhCEWreSEIQRIQhBEhCEESEIQRIHlCEVGqKzOj7qv0n8sfJ484+3v0xX7Yx8R6jT5RNHYF5TPnK7vP3SLRMf9Z\/d0fkXF3i0TH\/Wf3ZH5FxzPKw2gZ3n7LquSAvPIDwH3XWjssAKEulQyC6R+IR1o7UsR9wH+NP8ARHF4eL1DAeI+4Xc1+VM8j3T9irmqRlA2kiXTkkx0ai9TqWyH5hjIKt0BI4k\/8CLoo5bQMHt7I6dQp8vUmAxMhW6DvAp4EHvEermip90bfALyB9bV29WR1+8rjkHKfUZZMzLsjdJwQU4IIjnflJXyR4+ToyBzx4GKSUlL0+XTLSyVBCePHiSe8x2Fg+SvcOY\/oMU9DpwM42+AVBW1Wz60jr95UXltIHwR9UXOXc6FSVAcgMCLf2mO6geYk9wjk+U1PFE2MxtAudwsuk5FVU08komeXWA1JPHiszYcUXJ5xlO+sq3kD9keOItFu1OqTc88zNqK20g72U43Vd3\/AMR3aI9vuzbauaVJOPri7enhE5gI\/wAhH8\/uVFcomF2KPIPD7BcjPNZ\/AMR1Wf7qzf7sofjiRmQcOcDxQfyiI3q391Jv93X\/ACjErLoudrT6jQr5p+cVp7xlV\/ykQilgHFbcHfLL\/lIhHBY9lWG\/AL0HkkR0aO8rWOnbSmjtIm0T9L1lteWmWwQl1urMggEYI+F2gmO3P7U2l1VQ23UNcbdebZX0qEGsMhKVdigAoDPjzjx33jFMmPS9orlhyciDdgSOAXsXUNqjSutNtStZ1utyZlkOBakfZdgFR5bxOfOVjOCrJjkuHad0HqbVPptN1UtpinUtlTUuh+tMuOZWsrWpRBAySrkByAEeOGTjEMxXaKudyeicCHSOzXrr1gNDTw\/RbtT2qz70S9pftGbNNu0Nb0\/rtYbU7PrDjiFV2X3kISMISfO8VH+FHhbvHnDfPMRpV9IK+HmHuIHYt3CsJgwqoFRGSSOK\/QH1tdmH5\/rC9vS\/vQ62uzD8\/wDYXt6X96Pz9kkwye+ILqtTe+fp5Lpukn8Av0CdbXZh+f8AsL29L+9Dra7MPz\/2F7el\/ej8\/eT3wye+HVWm98\/TyTpJ\/BfoE62uzD8\/9he3pf3odbXZh+f+wvb0v70fn7ye+GT3w6q03vn6eSdJP4L9AnW12Yfn\/sL29L+9Dra7MPz\/ANhe3pf3o\/P3k98Mnvh1VpvfP08k6SfwX6BOtrsw\/P8A2F7el\/eh1tdmH5\/7C9vS\/vR+fvJ74ZPfDqrTe+fp5J0k\/gv0CdbXZh+f+wvb0v70Otrsw\/P\/AGF7el\/ej8\/eT3wye+HVWm98\/TyTpJ\/BfoE62uzD8\/8AYXt6X96HW12Yfn\/sL29L+9H5+8nvhk98OqtN75+nknST+C\/QJ1tdmH5\/7C9vS\/vQ62uzD8\/9he3pf3o\/P3k98Mnvh1VpvfP08k6SfwX6BOtrsw\/P\/YXt6X96HW12Yfn\/ALC9vS\/vR+fvJ74ZPfDqrTe+fp5J0k\/gv0CdbXZh+f8AsL29L+9Dra7MPz\/2F7el\/ej8\/eT3wye+HVWm98\/TyTpJ\/BfoE62uzD8\/9he3pf3odbXZh+f+wvb0v70fn7ye+GT3w6q03vn6eSdJP4L9AnW12Yfn\/sL29L+9DrabMJ5a\/WF7el\/ej8\/eT3wyRFRyWpgb7Z+iHEnkWsvfN3an2aS4pQ18sHBPx\/Le\/HyNqbZp+f2wPb8t78eB2TDJiebTua0N2tOxQD8Pp3uLjfPt\/C98TtTbNXz92D\/nBLe\/Fsf2ntnFXT7muthq33EqGK\/K8RhX4fiI8IcxXeMaGIYOzEWBkrjlwAW\/h2xhjy+EZnivdXrN7Ovz5WJ\/nBK+\/HYl9p3ZzBZ3tdbCGHCTm4JXgOHH4ceEW8YbxiNh5JUsLxIHm47lKzYxJPGY3NGYsvfBO1ds07u45rxYahnIIr8sCP8ASgdq3ZjH\/frY\/wDnDLfnjwOzDMdLzQ4rlzhkfEr3w612zF8+tkf5wS\/54o9tW7NCmFNta7WKkEHh9npYknj270eCEMmK83wKt6Li4n6L2yO0XoEP++qx\/b8r78XRraE2fFNIJ1609TlPEG4ZbI\/0o8Ot4w3jEXiODRYkGiVxFuFlv4RGMHc50We1rde8FK2ldnOTmnZhe0Fp0kOEf9uyysgZ8fGLx1qNmf8A\/IXT\/wCity3vR4DZMV3j3CMlPhrqWMRRSEAdg7+CyVLIauUzSsuT2kdi99l7U2zQtO71hNP+\/ArcsB\/KjGZzXbZsm5x+ZG0hp6kOuKWB9m5c4yc\/s48LsmGTGQ0cpGcp8G+S1ZMPopfbj\/8AsfNe8Fu7Q2zPQ58zrm0Zp+6C0W90VuXB4kHPw\/CEeD+YRHVPJyCrfzkzyT3DyUlRysoYuZhbZvefNIQhHQrXSEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBF\/9k=\" width=\"254px%\" alt=\"what is short term assets\"\/><\/p>\n<p>In addition, stockholder rights will be highlighted along with the introduction of the recent business influence of stockholder activism. Long-term financing providers are typically institutional investors, such as large insurance companies, that given their capital base, have consistent capacity to lend on a long-term basis. Short-term financing is usually aligned with a company\u2019s operational needs. It provides shorter maturities (3-5 years) than long-term financing, which makes it better-suited for fluctuations in working capital and other ongoing operational expenses. Traditionally, short-term financing is provided by banks and has floating interest rates. Sometimes companies will artificially \u2018fix\u2019 these floating rates with a financing derivative, such as a swap.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px%\" alt=\"what is short term assets\"\/><\/p>\n<p>The valuation of long-term investment assets at each reporting cycle is a key factor in figuring a firm\u2019s worth on its balance sheet. The ratios that you can figure out from these valuations are important, too. ROA and ROE are different ways of showing a company&#8217;s profitability. This item is an aggregate of several accounts which by themselves are too small to be disclosed separately. Accounts that are most commonly included are prepaid expenses (e.g. rent, utilities, insurance), deferred tax assets and interest or income taxes receivables. In some cases inventories, short term financial investments or accounts receivables may also be included in other current assets if their size is not material.<\/p>\n<h2 id=\"toc-0\">S Corp Vs  C Corp: How Should You Structure Your Small Business?<\/h2>\n<p>As seen in the example above, Ashley\u2019s Clothing Store\u2019s quick ratio is greater than 1. It means that it has enough quick assets to cover all its current liabilities and still has more left. Long-term, or non-current, assets are resources a restaurant expects to own for longer than a year. These assets include fixed, or physical, assets, such as kitchen equipment, booths, cash registers and buildings.<\/p>\n<p>Both savings and money market accounts are FDIC-insured, meaning your money is protected in the event of a bank failure up to $250,000 per institution, per depositor. Not all purchases of goods or services are paid for at the time of the purchase. In this lesson, you will learn the basics about accounts receivable. If you assume that product prices are increasing over time, then LIFO inventory will be smaller because it is based on older prices and therefore the current ratio will be lower. Short-term investments are typically reported as a current asset on thebalance sheet and are often grouped in with thecashandcash equivalentscategories. This classification makes sense since numerous potential buyers easily convert the securities into cash. These investments can also be listed astrading securitiesif they are actively managed.<\/p>\n<ul>\n<li>Now, you&#8217;d want to generate a Journal Transaction in which you debit your short term asset account, and credit the expense\/bank account for the value of the Certificate of Deposit.<\/li>\n<li>In 2017, MGP elected to borrow long-term, fixed-rate senior debt to term-out a portion of its revolver borrowings, and to fund incremental investment in capex and aged whiskey inventory.<\/li>\n<li>Recording of bad debt expense increases allowance for bad debt which is a contra-asset account (i.e., an account that appears on the assets side but behaves like a liability).<\/li>\n<li>The difference between current assets and current liability is referred to as trade working capital.<\/li>\n<\/ul>\n<p>Given the intent to dispose of the investments in the near future, the belief is that the changes in value likely have a corresponding effect on the ultimate cash flows of the company. As a result, the accounting rules recognize those changes as they happen. A high quick ratio is an indication that a company is utilizing its short-term assets effectively to meet its financial needs. Contrary to other kinds of assets, quick assets comprise economic resources that can be quickly converted to cash. If a company would have to pay an insurance premium in advance for a period longer than one year, the portion of the prepayments that will not turn to cash within one year would be reported as a long term asset. For this reason, a company\u2019s \u201cworking capital\u201dis known as the \u201ccurrent ratio\u201dwhich divides current assets by current liabilities. If a company elects to pay for, say, three years of rent in advance, then the remaining 24 months of rent are not counted as a current asset.<\/p>\n<p>The cookie is used to store information of how visitors use a website and helps in creating an analytics report of how the website is doing. The data collected including the number visitors, the source where they have come from, and the pages visted in an anonymous form.__gads1 year 24 daysThis cookie is set by Google and stored under the name dounleclick.com.<\/p>\n<p>That means your current assets equal 120% to 200% of your current liabilities, and you have enough liquidity to operate month to month without falling behind on obligations. However, for companies whose operating cycle is longer than one year, any Asset expected to be converted into cash within the operating cycle can classified as a Current <a href=\"https:\/\/en.wikipedia.org\/wiki\/Normal_balance\">normal balance<\/a> Asset. An operating cycle is the average period of time it takes for the company to produce the goods, sell them, and receive cash from customers. Nowadays, it is very difficult to prescribe a desirable current ratio. Technological advances in stock and inventory management have reduced the value of stocks on many balance sheets.<\/p>\n<h2 id=\"toc-1\">How To Calculate Quick Assets And The Quick Ratio<\/h2>\n<p>As part of the Macmillan Group, we represent an unbroken tradition of 150 years of independent academic publishing, continually reinventing itself for the future. Our goal is to be publisher of choice for all our stakeholders \u2013 for authors, customers, business partners, the academic communities we serve and the staff who work for us. We aim to do this by reaching the maximum readership with works of the highest quality. Having a positive net working <a href=\"https:\/\/en.wikipedia.org\/wiki\/QuickBooks\">QuickBooks<\/a> capital signals your business is financially healthy and able to meet short-term obligations. Prior to founding Lumovest, we worked in the Investment Banking Division at Goldman Sachs in New York and at the world\u2019s leading hedge fund and large-cap private equity buyout firms. To learn more about Current Assets, check out our online courses. To calculate the total value of Current Assets, we should add up all the items categorized under that section.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,PD94bWwgdmVyc2lvbj0nMS4wJyBlbmNvZGluZz0nVVRGLTgnPz48RXJyb3I+PENvZGU+Tm9TdWNoS2V5PC9Db2RlPjxNZXNzYWdlPlRoZSBzcGVjaWZpZWQga2V5IGRvZXMgbm90IGV4aXN0LjwvTWVzc2FnZT48L0Vycm9yPg==\" width=\"256px%\" alt=\"what is short term assets\"\/><\/p>\n<p>Examples of noncurrent, or fixed assets include property, plant, and equipment (PP&#038;E), long-term investments, and trademarks as each of these will provide economic benefit beyond 1 year. Current assets reflect the ability of a company to pay its short term outstanding liabilities and fund day-to-day operations.<\/p>\n<h2 id=\"toc-2\">Trade Credit<\/h2>\n<p>This section explains why some types of assets may be short or long-term and presents an example. Learn financial modeling and valuation in Excel the easy way, with step-by-step training. The numerator should only constitute those <a href=\"https:\/\/en.wikipedia.org\/wiki\/Bookkeeping\">bookkeeping<\/a> assets that are easy to convert into cash without jeopardizing their value. Though both are classified as assets the recovery rate for short-term assets is for one year and the recovery rate for long-term assets is unspecified.<\/p>\n<p>The investing information provided on this page is for educational purposes only. NerdWallet does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks or securities. Many or all of the products featured here are from our partners who compensate us. This may influence which products we write about and where and how the product appears on a page. Read on to learn what it is, what it costs, and how to prevent it. In this lesson, you will learn just what debits and credits are and why they are important to accounting. In this lesson, we&#8217;ll learn the basics of cladding, an architectural term that refers to a covering or coating on the outside of a building.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px%\" alt=\"what is short term assets\"\/><\/p>\n<p>Too much portion of the balance sheet is tied up in the current assets; it can be a sign of bad financial health of the company. Cash and cash equivalents are the liquid cash that is present in the current balance sheet of the company. It also consists of a certificate of deposits and cash in hand and cash at bank. If you&#8217;re making a personal investment into your business this way however, all you&#8217;d need to do is record an income transaction for the value of the certificate. The account will be your Short term asset, and the category would be Owner Investment\/Drawings. Running it through an equity account like this then won&#8217;t impact your profit and loss, until which point the fixed term ends, and you can declare the interest earned as profit. This series is calculated by using the core measure of liquid assets as the numerator and short-term liabilities as the denominator.<\/p>\n<h2 id=\"toc-3\">General Information On Ratios<\/h2>\n<p>Demand DepositsMoney deposited with a bank or financial institution that can be withdrawn without notice is known as a demand deposit. Due to the shorter lock-in time, it does not pay any interest or a nominal amount of interest.<\/p>\n<p>In the Hershey example, we can just add up Cash &#038; Cash Equivalents, Accounts Receivable, Inventories and Prepaid Expenses. Different companies will have different Short-Term Assets so there isn\u2019t a single formula.<\/p>\n<h2 id=\"toc-4\">Current Assets<\/h2>\n<p>It is also helpful in determining when assets will need to be replaced and when your company is in a good financial position to purchase new assets. Investments are seen as current assets if the firm intends to sell them within a year. Long-term investments are assets that they intend to hold for more than a year. But, once you know how to read it, you can use the data within to get a better sense of a company&#8217;s value.<\/p>\n<p>The absolute level of profit may provide an indication of the size of the business, but on it&#8217;s own it says very little about company performance. In order to evaluate the level of profit, profit must be compared and related to other aspects of the business. Profit must be compared with the amount of capital invested in the business, and to sales revenue. When you pick up the published accounts of a company for the first time, it can be an intimidating experience as you are faced by page after page of numbers. Financial ratios provide you with the tools you need to interpret and understand such accounts. They are essential if you want to look in detail at a company&#8217;s performance.<\/p>\n<h2 id=\"toc-6\">What Are Short Term Investments?<\/h2>\n<p>If current liabilities exceed current assets , then the company may have problems meeting its short-term obligations. If the current ratio is too high, then the company may not be efficiently using its current assets or its short-term financing facilities.<\/p>\n<p>The seller of the equipment continues to hold title to the equipment until payment has been completed. Assets are items or rights purchased by a company that have <a href=\"https:\/\/business-accounting.net\/what-are-short-term-assets\/\">what is short term assets<\/a> financial value and are expected to be useful to the business. Assets can fall under several different categories, depending on their purpose and lifespan.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content S Corp Vs C Corp: How Should You Structure Your Small Business? How To Calculate Quick Assets And The Quick Ratio Trade Credit General Information<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[12],"tags":[],"_links":{"self":[{"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/posts\/413"}],"collection":[{"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/serefboru.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=413"}],"version-history":[{"count":1,"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/posts\/413\/revisions"}],"predecessor-version":[{"id":414,"href":"http:\/\/serefboru.com\/index.php?rest_route=\/wp\/v2\/posts\/413\/revisions\/414"}],"wp:attachment":[{"href":"http:\/\/serefboru.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=413"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/serefboru.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=413"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/serefboru.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=413"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}