Double Entry – Bookkeeping
It is extremely complicated to prepare a balance sheet after every single transaction and so a
double-entry system of bookkeeping is used to record day to day transactions. It is termed as double entry as giving and receiving, both ends of the transaction, are being recorded in the ledger.
Each type of asset, expense, liability, and income for each individual creditor and debtor are maintained in a distinct ledger account. Transaction to each item and person is recorded in the ledger account. A book that is bound and every paper contains a separate account is traditionally called a
ledger.
The layout of the ledger account is as follows:Debit................................................................................................................................................................................................................................................................................................................................................................Credit
Date | Details | $ | Date | Details | $ |
XX/XX/XXXX | XXXXXX | XXXXXX | XXXXXX | XXXXXX | XXXXXX |
The left end is the debit portion and the right end of the account is the credit. The term credit and debit are usually abbreviated to Cr and Dr respectively. On both ends, the columns are used to document the date, details and amount of the transaction. To record two aspects of the transaction, they are entered twice, once on the debit end and once on the credit end. The account that is gaining value and is getting money is debited with the amount and the account which is losing value is credited.
HOW TO RECORD TRANSACTIONS IN THE LEDGER:
(1) The proprietor started a venture by depositing $100,000 in its bank account.
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The owner puts in $100,000 in his Business Bank account and hence is debited. The Capital account is credited when it increases in value, and it is considered as an investment and thus the debit entry is followed by an equal amount of credit entry.
(2) Bought furniture worth $7000 paying by cheque.
Furniture account is debited because it is an asset account & is gaining value, while the bank account is losing value and will be credited, thus the debit entry is followed by an equal amount of credit entry.
(3) Brought motor vehicle on credit from General Motors Ltd. worth $6000
![](data:image/png;base64,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)
The motor vehicle is received and so the account is debited but since the payment hasn’t been made the account for GM motors has been credited for the same amount. Debit entry is followed by an equal amount of credit entry.
(4) Transfer $2000 from the business bank account to the cash till
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAngAAABkCAYAAAAVHE3zAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAnrSURBVHhe7duNUePKEgZQciEYYiEUIiEQ4iAWXn3v0rXN7PhfuzuWz6mawpJlLW5N97TEvU9fAADsigYPAGBnNHgAADujwQMA2BkNHgDAzmjwAAB2RoMHALAzGjwAgJ3R4AEA7IwG7wG8vb19vby8fG8BAHunwVvE5+fn19PT04/x+vr6/e5tNHgA3KLWqPzkPmjwFjFLnmy/v79/b11PgwfweMYHB8/Pz9/vXE6Dd380eIuYJU+asjRnJa97spaPj4//J25/vz/9Gxu88X0A9iXrQmp9f0iQ19fWfg3e/dHgLWJMntpOksaYmGnYarsSubbHz/YGrxpBAPbrVK2vdaJGbwT7w4KMqONzXO33l6G1afAWMSZbxrHH6b1pqwavy3uVsHWs5g5g/8ab/Jm+ZlTTFvXZ/Oxqf2/qst0bQ9aiwVvELKnyRK43eUmsHFPjVINXzVy/G5OMAPt2qEk7pB9fr8e1YnbOrFEeGqxLg7eIWfL0fUmkfudUT+XinAYv23Xcsbs6AO7bbD0Z1VO7Pur4+nxGrSOzc2Zdqv80iPVo8BYxS54kVj3BGxMp+y9t8Or1eCwA+3LsP8mpNaPWm9n6E7U/x8+O0eCtzUq/iEqecXR9f5LqmgYv8rr/6ReAfakndP0vNnmdtWNcM+rGf2zwos6hwbs/GjwA2KFq5Gr0G/s0ZrW/Xqd5G/90Ww8KNHj3R4MHALAzGjwAgJ3R4AEA7IwGDwBgZzR4AAA7o8EDANgZDR4AwM5o8AAAdkaDBwCwMxo8AICd0eABAOyMBg8AYGc0eAAAO6PBAwDYmR8N3tPTk2EYf2EAwJ9kpVmERR/Yk/GmxjCMPzMO0VUs4thFAoBHYT3chiguwoQGAOvhVkRxESb0+j4+Pr5eXl6+twD4E6yH2xDFRZjQ63t/f/96fX393gJg5vPz8+v5+fl763LWw22I4iLOndB5ipRjZ0+S0nzkvRpJskNyrGblPIljj2sGAHO3/rVDjd2GKC7inAmdhMl4e3v7LXmyr59j3B5p8M6XOObpXUncUsCA27hh3Z9+zU5dt0PyOW4niou4ZELPGrw8Du9NSOSc474yFsQqtDV6A1PnqfduefR+b+rpnYYOtuWGdX+yNuRalbw+tAYdc+xacz5RXMQlE3pWEGdNyJhsXS+IaWJ605bP9O2cu28fO+8eJdaJwTV3osBxs3qWGuOG9f5UbG+V83A7UVzEJRP63AYvx5zT4I2qOJbx3Dnnoc/uVb5z4pDxaN8d/qRz69mxG8tez9yw/ju5BrNrd6mcg9uJ4iIumdBbF8TIcTlHH2U89+zffySJR48dcL1z65kb1vvQn45eu07068X1RHERl0zoWUFMMzf7k8ZYJEsviJWQ5ZyC+MgNXr5/fwIAXG9WT2a1yw3r/ck1uya2/XpxPVFcxCUTelaQUtx605FjjjUh+Xxv8Pqx2a8g/iffuy8ckViN+4DrzOpJcswN6/0br8W5rvkMvxPFRZwzoVOEclwfvTCN78/0Y/r/NND3a/B+ymJTsan4ANuY1ZPkWL/pzDF9e5TP9wavH6ue/R1ZT8Y4Zvua2PbrxfVEcREm9NqyaGjsYDtZ+FP3+ujNwPj+TD/GDeu/N16za+ParxfXE8VFmNBryyKQAcBhaZ5vbZith9sQxUWY0ADcuy3+2mE93IYoLsKEBgDr4VZEcREmNABYD7ciioswoQHAergVUVyECQ0A1sOtiOIiTGgAsB5uRRQXYUIDgPVwK6K4CBMaAKyHWxHFRZjQAGA93IooLsKEBgDr4VZEcREmNABYD7ciioswoQHAergVUVyECQ0A1sOtiOIiTGgAsB5uRRQXYUIDgPVwK6K4CBMaAKyHWxHFRZjQAGA93IooLsKEBgDr4VZEcRH/YkJ/fHxIJACWYl3ahigu4twJXU1ZjZeXl+93LrfnBu/19fVHnD4/P7/f+d0Y07e3t+93/pMY9/e79/f3H+9lG/h3kuvJxWM5z9rGOst1RHER50zoaibSkJQ0I2NDcq69Nnj5Xr3xTbP3/Pz8vfVTLQbVmI3b42f7dsWvrse4DRw23jhlbEGD98ulN6CpbXXsWDNPnau/d8uDh8g5uJ0oLuKcCZ1jjiVoNRg1eqPRn2iNDUpP3By3N/U9Z9Icj8UoMah9+VyPYy0e2Zfjxnjlc3uMIWwtudJvTnve3UKD90uve1XnD8Ulse/x79tVQ6sWjttZU3rdG7cv1X9vrieKizg1oSuhDiVn9vc7rhTOsZEb1f5KxCqMlbR7kcLWY9Plu4+FqGJX8Rhjnn05Z4rf+PQ05+pFEpgb82fM08q/Gnm/5LhqWGqUMW+Tk/39R5Y4zOr7rNb1NWdWJ3P9sm+2vtS1udYtn+UXUVzEqQk9S6Jj+vH1Oj+72TmTtL2Q7kG+46HvNCtcOfZYg1eLy6zBy7YGD04b86cahtJr09gwJAf7dv9sz9ucvzeNj+xQPYvZWlDH571ZrUu8s7/qZVfnm/1b5xh/F64jios4NaFnCThKAuaYPkp9PqOandk5Z4l8z8ZFY5T3xvdrUThUECuGx4oecFzypGpSjdSkmTEX6yarVD5GHZtc1Nz9cqwWHlpf6prMal22s3/W4B2qneea/S5cThQXcc6EzjG9qHXZ389xKGFrfxJvdswske9VvkvGMVWkut70JT6JU+mFqx9X9hQ/+JPGXKl6VPlWNa2PahhmDV41GZWjGafy/1Ekzsea3dlaUHHMe7O6ltqX/T32pc5X1+tS4+/CdURxEedM6CTYmDRJruwfkyzJNztnJW1+zpJ6Lw1KYjE2X6UXu4pBfkYvapF49EWiilok5hXLuLWowSOZ1ZraN+ZS5WVtJ3+Tf6XXv37ssTrwKBLPxOOYMb5R1yASwzGO47XqxvXoUqd+X84jios4d0JXU1GjNx95XfuTjPkZleA1qjDOEnNWdO/NGKMa9b16kxbj8RWfkkJV741Fa4xtYgqcNtaaajKSQ2NtqjyrBiR52PM0rys3e7NSr8ecfhSpdYcarR7vyHG9icv1qe2qkRX/uj61ndf9WuZcfftSOR+3E8VFmNB/T2KtEYN/q9+Q1uiNWN2kZtTraijObfCimpNHy/mKwzjq5nZs0mJ2XDl2Mzv+W71RvEbOwe1EcREm9N+RInVr8QG4d6mDq9ZC6+E2RHERJjQAf0M9cVuV9XAborgIExoArIdbEcVFmNAAYD3ciiguwoQGAOvhVkRxESY0AFgPtyKKizChAcB6uBVRXIQJDQDWw62I4iJMaACwHm5FFBdhQgOA9XArorgIExoArIdbEcVFmNAAYD3ciiguwoQGAOvhVkRxESY0AFgPtyKKAMAyNHjbEEUAgJ3R4AEA7IwGDwBgZzR4AAA7o8EDANiVr6//Ack7IdfSot7wAAAAAElFTkSuQmCC)
The Bank account is credited as cash is taken out and Cash account is debited as the till is gaining cash. Debit entry is followed by an equal amount of credit entry.
(5) Paid rent by cash $800
![](data:image/png;base64,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)
The cash account is credited as the business is losing cash and that amount is going for rent and so the rent account is debited for the same amount. Debit entry is followed by an equal amount of credit entry.
(6) Paid wages worth $1500 by cheque
![](data:image/png;base64,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)
The bank account is credited as cash is taken out of the bank and used to pay the wages and so wages account is debited as it is gaining the subsequent cash.
(7) Received commission $200 by cash
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnkAAABiCAYAAAAsh8XQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAw+SURBVHhe7dqBceO4EoRh56JgHItCUSQOxHE4Fr/qfeq69hiE5F2NLIH/V8WySIIkOAIGo717+QQAAMByKPIAAAAWRJEHAACwIIo8AACABVHkAQAALIgiDwAAYEEUeQAAAAuiyMPTe3l5+Xx/fz/vAQBu5Xg8/tnwnJYr8l5fX/8s+t4eYfHXBDkcDue9n9H7aLu1t7e3L3HSpmOdFIOOZPEo3zMAPILT6fQlt2v/b1HkPbelijwVEbUg0gDHdyrosvBUkfSsxdKz9hsAbk0FWV33tC7+bY6kyHtuy1RA+qVy6V/LPPi95aDXtfmvW75X/svgx8fHn2P6q/1s70ng/eyL+pbFZ94zj/uYNv/yqhPMxZi3PKdrtJ/33/rXuVrkiWNgulc+K+W75znHxlv+glS/tO82jqf4vUx98T0yRpL90v30lyIPwN45j2ZurTJ/1jXAx7XVNSjXFfLt81imyNMA1EDconM5oF2keDK4qDDvu+jxIBcXKXW/3s+TRH/ddlRciSdSlcc9gXOCaT+fo3332e84Uvvhtu6/7pXn8x1qItG17kM+X7Tv/up6t8v4SL6n2mUs8rr6TmqXzwCAvVKeHK0vpvOZdzMPZw5ONcdeegYey1JFXg7ealQIaKC6IMnPUge8rvXAdlHnIkfq9eqLr9dnF0guUvJaUdvRxMl+5GfLe+dnGz1L3A9v9dn1ffKdR/0Qta/3ybb5HelvttW9FeN8juV9R9+zrwWAPRutATOZn/W35m/JNuIcjeewqyIvCwfJa2pRUwe2iggP7FEhUq/PyVYnntrpem1ZnOh5Pm7ZD/2t75gFUH2O1GdYXidql/fWOfclN73zqB+S75Wb+5/xzhhmX3y8bj6ve6h90nmKPAB7N1oDqprbnZ9Fn33cdCzbZO7G41umyNPgzqKl0qCshYDau2DIz1IH9i2LPFP7nEym57p99qP2SS49Z/TeomdnvGpf6vukUT+k3rNS39RH877u5eOXEki9h2y9IwDsidepWf7M3L2Vy3XMa0ltcylH47EsU+SJBl4dsC46dPwnRU0d2B1FXt4zZfvsh9tnQaN9P3f0nNreRgVZvVc9b2qjtn5/7au95D0q9c3txH3Ie4naZeyTrld7U1vtj94RAPZGObHmbuVT5ciag5U7R7lWbdRWcg2S0fqHx7VUkScuGrzl4u+CwFvSdVmc1IGt+/ia0SCv1+ckqRMm++D+1X5b7Yeeke22nmlqMyqAXGAlXZ/Hal/znNqOjjs2ubmP6puuSzpf+yw1HhkDtfdxv8foHQFgj2rudt6t+TnXl5pzLdvIaP3D41quyAMAAABFHgAAwJIo8gAAABZEkQcAALAgijwAAIAFUeQBAAAsiCIPAABgQRR5AAAAC6LIAwAAWBBFHgAAwIIo8gAAABZEkQcAALAgijwAAIAFUeQBAAAsiCIPAABgQcMi7+XlhY2N7Q4b8MxGY5qNje13thFWmWZbgQcAAP+GNXaO6DRjAAIA0IM1do7oNGMAAgDQgzV2jug0YwA+puPx+Pn29nbeA4A17C23scbOEZ1mDMDH9Pr6+vn+/n7eA4A17C23scbOEZ1m1wxA/epSO2/1V5h+meX5j4+P85nv1FYbxk6n05dYEiugD7ntfvaa2/Su2EZ0ml0zALONk6KTnSeu1f2KRLjNsU2Hw+H8CcCtkdvuY8+5bTZmQJHX7m8GoK7xP7drotZfvzpfj1lNhLqP2nvLf8b3fXxu9aSgRYSiDvg9mYPIbbez59ym7xfbiE6znw5A/crVNf61q8+ZvESTWZN6JBOh7pETvyaCmvxm912BY6v/ZwXAfZHb+uw5t+m9sY3oNPvpANQkzV+ro0SoNtckwsq/fK3eW/fcunYlSvh691FsAfQgt/XbY27L7x3fEZ1mPxmASkT561NGk3X2q7QmQrXzpPdm9d5qu6dfgv7POXtJhsBvIbfd155yW37v+I7oNLt2ADphVUp6o/9vZWvyZiL0RDddk/v1PntLhDJbVAD8O3Lb79hLbhuNLfyH6DS7ZgAqcWlCjtRzmrRbbUWJLBNhttXxPSdCvX++rxeGPAbgdsht97Hn3JbfO74jOs0uDUD/D7N1y4Skz3luJNv4f2yWPL73ROjEl9sekiDwG8ht97Pn3KZ3xTai04wB+HiU7CnuAKxmj7mNNXaO6DRjAD4e/Wee/BcBAFjBHnMba+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0WnGAAQAoAdr7BzRacYABACgB2vsHNFpxgAEAKAHa+wc0Wn2GwPw/f2dgQ8AWB5r3RzRaXbtAHRh5u319fV85uco8r56e3v7Elvtp+Px+OX8x8fH+cznn895Tm0BXO+Wue2W1JfT6XTeu55zQs0jt6DYZKy0PZv6Dvr+rY6FGv967TWubbdXRKfZNQPQRUhOBg3+v0lAQpH3VcbCsXYhpxjn+bqvz/k91H0A226d21anIidjox+Vh8PhvPf41N8s4v39Sy2O635912vf3ffHGNFpds0AzIE+Un/9ZMLURPBxTwi39wTTpnb4P8XDMVTMauwdO201ySgBX5N4AFzObeIcpS3nlq5TwZA5TscyH2Ze02fPT59XIaFj3s++5Nx3wVHb6W8e949Dfd7Kw/Wc9vM+s/xRizy/q9V+ZlvJfwn7jZyvZ+Zzs//qaxaAorY+pnYZN79rHhvx/TFGdJpdGoCeBE4elY5nUnASk5oAzMc92a6dLHvgWDjeo7govorzKCk5WQOYu5TbROezUNF885zzXPN57zv/1bymfDfadx6sc1f30THRM7MflvdL9TmZo/2czDF53vllpPYj4yG6l/sstR/ZVp9nse/g70Tv4M/ur/rn78LUTvFw29rf+r4jaoNtRKfZpQGoCfqTQZrt/dmT3Eb31IS/NFn2QHHIRDOKn9oo+WjLpCmj2AL47tJcUT7K4kfymnp+VAhkXqtFxOj+eb3O+Vrdp851UfssukzHnTfys+W963ndrxY7pj6ovbd89uh98p1H/fgt7n++Z/bV/E5bRV7GcYuuwzai0+zSAMyktkUTXW1yM1+vzZNhdE8lj1Gy2hO9f02SilNNjGqjttpq4leMa2wBfHcpt2ku1fmVi70LABsVApnXahFRr5ec77WAcIE1ukZb3jvvo8+1OMl+ZVsZ5RXL65xrfG/v18390ufaj3tT39UPU9+8X78fUXvFe/Tdio7ldzSSz8N3RKfZNQNwNpA9sW0rcfq4JsmoTSaPParJx2qiF7VTDHW8JnzdZytBA/hKc2mW2+r8ytxVz48KgcxrtYgY3d9zW0ZzX3TPWoxIvkveJz9b3ruen+WQmqezL6P3SaN+3NssFqP3zu+sXrtV+FVqg21Ep9k1A1CDvw5mT4o6sTUhRvfMCaGJUtvU5LEnitlWcqznFCPvO6ZO1lL3AWyb5TbRucxLs6Imc5xlXtN1vlbq9aLrXUjo3Ggu1/tYts/7qG0+R2103rKtqL+12LGap0f3GvVZdG3eV58VK90v79FJccjYeS3S3/ws/j69X/uv++T+lnu927MiOs2uHYCezN7qZPVxDXz9FU9eb578nkxJ98jksRdOJHXbiq+25Fh622MMgX8xy211fmaBoOuyeHJb/bXMa7p2dr3oehcVtWjz5mvq3M97a9/3kVkOqW3V34xByvcx9cfHRvnM7yBq6+O+Rn+1fw+X+qfPW+ck++/v4RK1xTai04wBCABAD9bYOaLTjAEIAEAP1tg5otOMAQgAQA/W2Dmi04wBCABAD9bYOaLTjAEIAEAP1tg5otOMAQgAQA/W2Dmi04wBCABAD9bYOaLTjAEIAEAP1tg5otOMAQgAQA/W2Dmi04wBCABAD9bYOaLTjAEIAEAP1tg5otOMAQgAQA/W2Dmi04wBCABAD9bYOaLTjAEIAEAP1tg5otOMAQgAQA/W2DmiAwAAsCCKPAAAgAVR5AEAACyIIg8AAGBBFHkAAAALosgDAABYzufn/wClFI+h2ESOFQAAAABJRU5ErkJggg==)
The cash account is debited as it is receiving value with commission received account debited, for the value comes from that account.
(8) Received rent worth $500 by cheque
![](data:image/png;base64,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)
The bank account is debited as cash is received in form of rent money and the rent received account is credited for the equal value.
(9) Took a loan from Alex worth $5000 by cash
![](data:image/png;base64,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)
The cash account is debited as cash is received and the loan account in the name for Alex is credited as value is coming from this account.
After posting and recording transactions in the ledger there is a need to balance off the ledger. In order to so, the ledger will act like a weighing machine. The heavier side will have a box of the total mentioned, the same amount and the box will also be written on the other side and the shorter side will have the balancing amount known as Balance carried down. Balance is always carried down on the shorter side, the last day of the accounting period. The same balance is brought down on the heavier side on the first day of the next period on the heavier side. Balance b/d will be on that side which will reflect the nature of the accounts i.e. Assets will always have their brought down balances on the debit side, liabilities will always have it on the credit end, expenses will it on the debit end and capital and revenues will have it on the credit balance. Once all ledgers are balanced off the next task is to prepare a
TRIAL BALANCE. Trial balance is a list of balances extracted from the ledgers to check the arithmetical accuracy whether ledgers are properly made or not. The sum of all debits in the trail balance must always be equal to the sum of all credits in the trail balance.
The following transactions are available in the books of the trader.
1st Jan: Proprietor started his venture by putting $100,000 in the business bank account and $20,000 as cash.
3rd Jan: Bought motor vehicle worth $80000 paying by cheque.
5th Jan: Paid rent $12000 by cheque.
8th Jan: Bought furniture worth $30000 on credit from Interwood Ltd.
10th Jan: Received commission worth $3000 by cash.
13th Jan: Took a loan from Abdul worth $35000 by cheque.
15th Jan: Repaid $30000 to Interwood Ltd. by cheque.
18th Jan: Bought machinery worth $50000 on credit from Machine Suppliers Ltd.
20th Jan: Paid utility bills worth $8000 by cash.
25th Jan: Received rent $6000 by cash.
28th Jan: Paid wages worth $15000 by cash.
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)
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)
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)
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KR2rSKZQImAAAVAbMgYAIAOgTMgoAJAOgQMAsCJgCgQ8AsCJgAgA4BsyBgAgA6BMyCgIl39vPnz4818Pnz519n/ty3b98+8uj1XirnmjX35cuXj/yq55ZH1hOQa+bqsxEwcUpH2rgdMBWY5MePHx/HX79+/TiWR7ZH5SjNImDila6Zq89GwMQpHXnjJmACf3LNXH02AiZO6dLG7U90mZLvdfr+/fvHeQcyHeufT31d56saZHSPjrM+OlY5ro/eO18mnXOdFETz2ojr6pTBN8/5fdYr71Wdsi2X2iGuZ14H7qH5tAoCJk5ptHE7OPmfP0XHueFncNF5z88MJA6EeW/y8xVgxMHJz3U9dD4Dpvg5WQ+XdymP6VrWyc/WedF7JfeNA2Je9/0ZwAmYeAXNp1UQMHFKo427Bg/pzll+utJ1vc9gq0Chc1UGRNE9LkscePR6TcB0e3xP1mXE9zp4672SZRDsAmL2QXddxwRMPIvm0yqWqMlKHYJzGG3cMwFT72vaCpi6XumaA4ny+H69+plyT8D0PZWDXKatgKnnETCxGs2nVRAwcUqjjXsrYDo4WAYLB7LZgOk6OMiI8uu8Xl3OowOm87qNWQ/ReyXLIEjAxGo0n1axRE1W6hCcw2jjrsHIgcfBSxt/zke9V1K+awOm8yuP79FzfY8DWA1+tU5S21PvSfWPAge8GjBdlq8rfy3XAVJJ12of+FnOP+p34FaaT6sgYOKUcqN38iZfr2VgckDIa3rtgoU4+Ol6x+U4gNQAJDVIiQORku6pgai7J/leJbdB5fiayvf5vCZZR5XvZ7u+WTeXQ8DEs2g+rYKACQBYFgGzIGACj/Ov/7ee/udf/uXj/X/8zd98HOt11+O//duPY+BeBMyCgAk8zn/89V//9u9/+Ze//f9/+qeP4PWff//3u77+1z/+42//9hd/8dt//cM//KoRcDsCZkHABB7r//3VX30Er81Pgk86/u9//uff/vPv/u7jPXAPAmahDiGRSCQSqUur4KMdsKCVNgkAv2NVAgsiYALrYVUCCyJgAuthVQILImAC62FVAgsiYALrYVXibvpqNL4K7bEImMB6WJX4+B7Q/C7Ra/g7Tf09o5Wu+UvAMY+AuYat+Y338jarMr9QWqn7ROQvo97a4GtZSrr3lfKLtJ1m3RMwdd+ltqserwyYl8a9ftG60qW21LJqn+W1Wk5+YbnS1gasPM/kQNB9ebvOZV23uB9f6Z75f8lZAuZR18FqXjvLd6TBMQ+4B8sTJl8v0f11o/GCfRU9PxeBf0Vixj0BU8+4dO9Mfz5Tjslo3GfUuVGP1Yfqc8tjjUs+px53Zut1C9XLY17nseqW86i2q3NNPz7LPfP/krMEzByfI62D1Ryrtg+Ug5xG51O30YgWaE4WvVd5TskTzeneBVk3jFpHL3wnXTfly+PkxeWUXGbKNntBbPXnnrI+HoMZaleOrXi8u3Lcb9L1r66N+lxm63UPPb+bx0ljuBV4uvbr2Cnnpcqqc+oRwegR8z+vm+9zHT2/j05tOMI6WM3xR/4GWlijjSIn0ogGuLs/y63P0LE3Hi/CnLB1El6rbhiexJYTOSexdBNZvAC8WShPPiPbJLVcPT/b+Wp1TNy+TG5rVftX1D6d7+ZD9p1eax8ofy0v6Z5n6+pdqR7d3Ehuq6lM92P2g6i/8th9eK86Pjq+Zv7ncd7r8dNrnT9HdaR1sJrnr8pF1Ekx0g1qNdpo8rxec6OpC08T7JFUXrbvUjuyLlLraloIuelU9b5uMV2qxx5mx13U1lGerm0ex24+ZB/rtfZBV17aqusjdPWWnEuX6mju45Fsf223znd1uFbW2an2uW3Nf71XeeK8mhuPqOereIycLllpHazm+atyQR68bqDqoHryOMloo1F5Pq/XvM9Jz1a+S4HoFnXieYG4LapzVxdRXXPDMNVxNJldfvKiScpTF8mrXBp3GS1q6Ra2+me0Ubh/RmUq/6geonuebTSPU26eqq/eO3n+1Lng40xu/2ie3uuR8z/7xeOnpGecgds0mn+jOSt7r4PVPH9VLkqDrFSNJkoabTSaNC6zLsKkCfLoxddNZJ/LSSuevD4e1XXUR9Jd6+ow0597utSm2i/pUnvdvynnSNe/W/1Sy3uG0TxOl/rEsv3On23L4zpHur67xSPnf/ZL5tW50dw5mqOsg9U8f1UuQAOiQU0aqLrAZGYAu41Gkygni8quecwTy8/R62jyzqobhie9yvbzTPl07AXRTWTRucynYz8j628u11SnLt9e9NxL465ruSnoOPPrvcel9oX71MdZrqhPfawyci7o/GhumMp7tm4eq805XnVMO+4bUX9kv/iay1T52U/ux3vVcl0PlV+f4Ta5jnX+Z79ke/w+8x6B2p/zWtQO95euuS9Ex5lf71+1Dlbz/FW5CA26BtMpB9WDXpPOdzxpMuUEM02QzJOTo5Zxr9o+pVzYWRe/9yRXvUabgPrJ97n+yjua6FkP5xv14x4ujXsdgzqGqnvmz75QynZ5M3XyBmO1Hltm8tyqzkslj2e3Fkay/0b9pHbnHNBx5vXz7lX7Vynn9DXz3/NWPK7O6za/ck7fovZPjkGOo5Lypleug9Ucr8Z4OS2CXEBn9KiN/FZH3ExwPq9eB6uhJ3A1LSD/xX1W+ks4P3XsjU0KK3j1OlgNqxJYEAETWA+rEoemwHLWBMzq5s+Z0ipYlcCCVtokAPyOVQksiIAJrIdVCSyIgAmsh1UJLIiACayHVQksiIAJrIdVCSyIgAmsh1UJLIiACayHVQksiIAJrIdViVOrXyzdffF3pvrF06mWVb8yLK/VcuoXnm99taDyAI9y1HWwGlYlTk2L0rzQvUiv+WJp59Vrd6xfdMhfZshj/7qD1ePObL2AGTmfjrQOVsOqxFvpFvsMLfrcCER/PetcV443JdGm0f0VXs+l2XoBt9D8OsI6WA2rEm9Df9Fq0ZoXeKbRPxFpU9D9SZuEzmvBZ7nislWeXr05mfLX8pLuAZ7hSOtgNaxKnFrdDC7Rwh/l6TYKHY82Cm8Qo42iKy9t1RW4xlHXwWpYlXgbXrSjBTpa1NItbD5h4oiOtA5Ww6rEW9HiVup4Ueu16u7z5uFNIeXmoVcdp9GGZLU84JGOsg5Ww6rEaWkhajEnLVD/RatruSnoOPPrvTcHLfTcRLw5+DjLlfzLWWV40xCdz+OOygMe4cjrYDWsSpyaFrsWsVMuZi9+p9wkJBe76H3mz7+MtWHkte6v8Ly+ZSYPMOuo62A1rEqg4b+cX+WImwnO59XrYDX0BNDQX8L1v7fsiU0KK3j1OlgNqxJYEAETWA+rElgQARNYD6sSh6bActYEzOrmz5nSKliVwIJW2iQA/I5ViUOrf4meKQGzuvlzprQKViWwoJU2CQC/Y1UCCyJgAuthVQILImAC62FVAgsiYALrYVUCCyJgAuthVQILImAC62FVAgsiYB4LX1L+HhhhYEFsvvvRz1d1XzB+TRDUz1jVn7Iy/RxW/cksHBOrEljQqwOmf7cwf+twZIVPV/V3Fq+pzyMCpsoY9dUKAbP+5mX+vqXbmelSfWtZte/yWi1Hf1Tk9fzh6iMgYAIL0mbyCt4883WL876SNuYMAtqYZ4PUvQFT+VTGyAoBM9vhgOdgdc34Oa9eu2P1Q37SzmP1Qz6nHh/BsWoLvIkVNpLcCC/xppl07JSBTIGjfkJ5xKeMGjD1jAxiekY+MwPkVsDM+naBTwEhn12fpWuvDpiV6uWx7cZvRG3NgChqm8515bjvpOtnXev6flWvX5UA/szsBvZMqoM31UvqRqmNsX568bE21zzWRvuIYKIyamDOjT3rl5u4bAXMWk4+R3Qu+0nlOY+D5yPa+Ciqm+pobmcmj09V+1k8hurDLFdy/PWa/STZV0dAwAQWpM3l1boNruNNcSTLqRuuztdN9hYqV8/JNKq7N28HBT3/UsBMqnsGvxokZu55BdfL6RIFwFGeOn7i9nUBM/tar3VMuvJWdrnnALzE1qa2h7rBaWPTOScHnBok6uas5HLqBlnvvdWoXD9Xm3nWR+mWgKl8epZ1z61BQ9fznldz8Mp6p1Fwk9pe4RMmgJeqG/UrjDbNypuidBtjHncB5hFt7TZyn/MzHCBdRx9fEzBVnsqVWo5s3bMKBbn8p+bUtcu6+2o/pwyiXT8rv+47ivtnKoCHqxvPK8xuZtoEXd+62fqay6mBrdtkb1HLdT1Ufn2G8mUdtwJmBggdO+8oECqP6+IyXhkwVYf6/KyjrmVw1HHm13v3gcfT+d0+H2e5kp8gVYaDp+h8Hh8BARNYkDaeV/AGWJPOV948lXKT1Huf12arTdH36zjz+nn3Url+plMGQW3WPu/3MwHTG37ea5fuc37nyQD0CrV/cgxyHJVqXd0Hlv2hlHNDfZrXsr+k1uNoCJjAgo64mbwTB4aze9QfNGdBTwALYpNamz5l1U9PZ6RPhN2n6HfFqgQWRMAE1sOqBBZEwATWw6oEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAkETAAAJhAwAQCYQMAEAGACARMAgAlPC5ifPn0ikUgkEmm39GxPDZgAAOyBgAkAwAQCJgAAEwiYAABMIGACADCBgAkAwAQCJvCmfv78+bGGPn/+/OvMH/348ePj+pcvX36dAd4bARNYjAOZk46TA5nSKNjNmA2YX79+/XUGeG9aD89GwASu4EClQKbXb9++/bryO33iU3KeW20FTAB/tEfMIWACV8h/ClXKgOYgpyBag53POX3//v3XlT//1KpnZMB0AFbyfVkP0SdN3+u8Ndg6j5PyAmehOf1sBEzgChmoHAQdeHxcPx3qfP7Tqc57fTivA5+O9T6DqMvP+7Ie4mDoYwVWHevZkgFVlM9lAWewx3x+2hNYjDijDFQOag6G/jQoOl8/4ZmDle53kM1PnOKys4y8bxQw6ydQ162W5YBanwsclebzsxEwgSvUQOUg5vMOQHqfAUrHNd0aMPWs2YDp63rfJQImzkLz+dkImMAVaiBywHMyvXewc6AzH+8dMLMs4Gw0x5+NgAlcoQYiB7Y8Jzp2gNJrrgfn172+P+/V+0cHTF/XeeCMNL+fjYAJXKEGInEgy0+JOnaw8z1Ozq+g2F3PQPqogCm+PxNwFnvMZwImAODwCJgAAEwgYAIAMIGACQDAhMMHTBKJRCKR9krPxsdAAJv22IyA1bEKAGwiYAIETAATCJgAARPABAImQMAEMIGACZwwYNavCDN/1ZhTfuUYgMsImMCJAqYDogKlgmENmL5m+l5NBVcA2wiYwAk/YcooYOoLqU3BkoAJzCFgAm8UMP27g/ok6vcA5rBegDcKmKJzWvhK+WkTwGUETOCNAqbO5T/BagPwsYNongPwJwRM4E0Cpt7rXPIP7ALYxloB3iRgOjjW/9FPDaIAegRM4EQBs/7/LJ0cOP0/9MkEYA7rBTjpJ0wAj0XABAiYACYQMAECJoAJBEyAgAlgAgETIGACmEDABAiYACYQMAECJoAJBEyAgAlgAgFzDXxD2WvR8wfkL2nQ6zuo39yE/bFJ3280j68JgvqGstH3XevLWfQ7v3ieU62CFf760oRVHTR5O5rsl67P2AqYz/r5svptSnsFsdxojv6Vhp4fmfIrG+s3UuW1Sn2Seet45LW6kXoeOm398aU8M2qdunnuPrjUNqllKb06IHTjN+sRAVNljPpNff2I/unaeIQ5uofXRpcHu2biPYsG3ROucsDR9dFfiTNczt4TSM/MCV8n+LOMNpojUp91QUS8uXhc63HyXPdmVY/VZznH8tgbntXjztZ1y3y1/llHv16i+1XvNFpbe6njpz6dXQejeez+2KJ8tT+S6vWINXnUObqH19fggTwgSYOgc0o5OHqvQcjrHsh7eLKp3Lo4dF7PdTK9dx10X/KEdBJNTr3Pa7lQdD7LqXnrMzwZnbrJ72d2feRreV+2Ufe4P/yMrK/yqQ465+vKa9mXzmce80v3+doKPD863TW1ocuf/Wu6X+e6deB+kOxPq31X3dp/uq+bM6PzSfVRXSu30/Re5TmlOj+6uX2NOka1jl4LTtmnXb+L66hrvk/PqdTOfHZ9lq51912rtjF111aZo3u4bRUsqg6CBseL0pPLx15kPtaAd4vzWp5QSnqf/LycSM5rOfncHi9yTRZdc1uyfB17Muk126JreZzPUF5dt3pv0vOU131mro/rKdlGt6PW13XwWGT9szzVx9d0j8vxc12fWg/dp+OVuA+d3EeS7TTlzzym8+4/Uz6d78Yw55Je6xgqfy0v6Z5rqbxaD+vqUHXtkCy3PkPHo/mh164vr1H7vY5P9pPnsamedXzFY1PLyedItkVUnvO4rW77PVSGynLKenVtqH1gta9E+XT+GXN0D2vtJndyh4/kYGvgcpA9SPfKSZKDrufqmtRnp7w2yue66tWUz8+tk7FOPuVzud2krvmT8up65hnVx8/oxkXlXOqPHKt8n/fle8v25H0rcr9dqm/XN9KNm/ujjr/kGOXYWVdequM34rF2GunqUHXtkDxf+yzb6f54JJWX7bvUjqyLdOMrW+tDal/M3PMIboPnRteGVeboHuZWwUHUSeSOz+TBroOcg3WPHNR8Rk60+mxdyzr6ml67CdLVNcusk1F5c/J50ope89lOdbJWeobzbdWnjovoftch85quub+y77Lueu/6ZnKf5X2rUrvdnq6+ulb7RnS+zg2XpTJy/MVj4LGq46v8tbyke67lZ3Xl1jqo7jrnJF07ROX5vF7zPic9W/m6vrtH7Xf3q9uiOnd1EdW1m48uIymf54V0z619o+t5z6McZY7u4fpVsLA68fQ+BzcHWwOXg+xB8uS+VU4S10fPzHrls+tky2v5PnV1zbx1MipvTr5cWN2knpX9eak+dVwk65B5LcvO93lfvu/kfavKtndjMWpD12e+v+tvlaGypCuzzpGqljerq6dsPU+yzkntdJmXxnhrftyiG6Pa714HdZ2O6rq1Pmo5snXPI+UYdu0ftasb+9pXKce7K1P5t+bMs922ChalDs5ByA72AHkQ6mB2k/IWdUJp4FVunstn1/zK62tuj+ukY+Xt6pplKp8nnihvTjSV4YVV+2xE+Vy+uD9drp7ndvia89dj0bHKFJ3PsmqdcvFk3d0Pvq/qFt0rqZ6X+lBty3bXflC7fb+veQ64LB/rvcdDcnxURs4Pnc/jTtZjRHXw2Fith+m82z2iNtZ6ea7YpbrX/tVr9v8t6nrNOejnmfLp2GOienbz0fdl3XTsvCqn9qsoj+viMrp816h95HL1Km6TrTRH97C9Cg7AA1MHIM+rszWYnoQakJwYnvgezFvVBVUnjeSz/VynWi+V5WueMF1d8z49MyeX8nrCi8rMhZXPcOronsyTZXoxKOnZKtP18bV8TrbRddd9vp5l67zHrdY9n1vvzftWkW3Mupr6Ia/nGLtfrY5bltXNq1THcstMHqnlZn27sVKqfWBeO5ly7K32mfrJahn3qu1TyjmWdfF7j+FoPqr9Htu81y7d5/zO0/XPtVSWy1Wq41P7e5U5uoc1aoFT88Ie0UKpiwV/tNWHz7bKhvVuHFSO4NVzdA+sAjwdAfN++mu7+5SxFwLma+gT2lHWxqvn6B5YBXg6AubxETABAibwUAosZ004h25sz5KejVUAYNMemxGwOlYBgE0ETICACWACARMgYAKYQMAECJgAJhAwAQImgAkETICACWACARMgYAKYQMAECJjArrov79Y3IdmlL6uu9DVkmbd+LVleq1/KrW9Wyuv5Bdod5cF7OOoc3QOrANiRNoX8NYfkzcUbQz1O/rpBb1b1WL8akV83mMfe8Kwed7au4zyOOkf3wCoAdnRpM+qu1Z9LMm0sudmI7tc5b0zJG5uoTB0nXavn0gqbFfZx1Dm6B1YBsCNtGFr4TrmhdJuEN5iq27iUT+dVhspK3qD0SUCv/ivfRpue6R68h6PO0T2wCoAX8cbgTaDbjLTBzG5GOh5tRn7WaDPqyku6B+/nSHN0D6wC4IX8F7d0m5GuzW5GLqvbjO7961334D0dZY7ugVUAvJA2EG823QbTbVCS95nv98aTcoPqyuw2qETAfF9HmaN7YBUAO9Fizw3Em4Y3AW0kuYlow8hjbTa+39f017i4LB/rfW5s2oB8rDK8MYnO53En64HzOvIc3QOrANiRFr02CidvRKaNIq97c5HcUMSbl1OWpfvyWm6Coo0tr2+ZyYNzOOoc3QOrADgA/3X+KqtsWFjXq+foHlgFwAHor+3633T2RMDEllfP0T2wCgBsImACBEwAEwiYAAETeCgFlrMmnEM3tmdJz8YqALBpj80IWB2rAHig+hfvmRLOoRvbs6RnYxUA2LTHZgSsjlUAYBMBEyBgAphAwAQImAAmEDABAiaACQRMgIAJYAIBEyBgns47fAEy9secAgiYS9FP43RfXnxNENRP5NSfyTH91I6+IBm4FgETOEDA9G+vzXwL/gqfrupvuF1Tn0cETJWh/B0C5ut18yPH69LvB1aaK5m3zp28Vsf90m8adpQHeHfLrgL/uKg2gVEgqVYJmPkDqtqYZoPUvQFT+VTGCAHz9er8SA6ADl71OHlOOKDWY82D/JeGPHZQtnrc2boOvINDrIJ7Aqbu1Tml3ED0XhtFXvdmc4+6IareeobVXxnPdo3a6XZ5A1XqAp/bZPVZukbAfK1LAbO7pjnR5ddY53wW3a9z3Trw3JFunulaN/eslge8o1MHTG0gDoIOHj7WxpLH2pQysN2qbnrexCzrl5uYbAXMWk7dSLM9kput26/64HXU/xoHpxzTbvzr/LE6z0T5dF5l1LnsOVTXgeVc6ege4N2dOmBWWY42l9yIvJHcq26ISnVzMj9TrzJqZ9cubW56ltVNcuYevJbH34GqG/86T60LmB7fOhck55pe65zsykt1LgHv6BCroG4kWthawE4OODVIeHPI5HJGAdNl3apuPK6TNyg9P+uTz7wmYCpfBr/uuXXT9IaKdWgOeky68de12YDpslRGHXvPIc9zz0dT/lpeqvMPeEeHDJgjNbDofd6X5ewVMMXnctOS+sxRO2u7JINfV/ete7CGnIfd3BnNiTp/pc6zpDJUlnRlKr/uG6nlAe/oEKtgtGlUypMLOzcBbyIup244XdC5Rd30XK6eXzcy5ctnbgXMrK+OnXcUCJXHdXEZBMzX0RjkGHpM9CqeD1bns8bO9/ua547L8rHe5zzU3PKxynDwFJ3P407WA3hXy64CB5qauoDizUMpN4k8rw1BG47v16aRm5ef5w3nVnqGn+mUddYzfd7v/cxLAdMbXt5rl+5zfuchYL6WxsFjouRgaTk/lHI+eg5YzgelLKuun5wvUufplpk8wNmxCg7OGyPOzX/8vApzDCBgHp4+ZdRPDzif/NeRVyBgAgRMABMImAABE8AEAiZAwAQAYAoBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAAmEDABAJhAwAQAYAIBEwCACQRMAAA2/fbb/wKVdvMcTSW/DgAAAABJRU5ErkJggg==)
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)
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)
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geaPhk2P/RCxDI5mXLq/7YdX5ZhDvTafojyQJ0T04k46/OcCVZ8Jd71cHCc7hqS3eF/XfJAtwPql2D5qBPffnxBFLXqj5zF56uafgjnaY/kixk3Bi8koWgH3UZ/tVkoevqgOEZuA08EfbvARw79JeXap+0yY4Bu1ddPqH5NFZ1/MmTCXPV5HIHnq5p+COdpq3aV40BQ6avFw/qGLvu6xoHgavJAmij7k4bngG6PQ0F9Vpkf9ip33c7huoXjmxZpY71ueUPd4O9hVl0mrZqxxjCu4gtzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOI8kibCe2NI9oOo8ki7Cd2NI8ouk8kizCdmJL84im80iyCNuJLc0jms4jySJsJ7Y0j2g6j8clC31mIcwhes4jms7jI8mifkfnVz58lmQxj2/Q0+3fn1ffOFPxDxBC9w2p6lf+wc7d1L2G59Np2qp91RhWH/jDqP+sYSdZzGO6njxf/RigoM19wev167ReV5LRvLW+G/YSZtFp2qp91RjODLi+HXlS8S/SyknUX0mIUt/GwrNAw6kQ+I/sExuuX42lv+5xLu4PSgjco1/9hc46v/Kr/Z1M1vRb6TT95WShwK7PiFe4787ijqKxFd2XA7oDhWdyxZaeCsEbm+YZVfTLYRXw9RIku66+wz36YP81Cbn/7IZ9hll0mrZqXzGGo4B/hPfXdU0CqzlxuO7XS7g3r9jI08A2Pai7Xa+ShdqPkgXJ4ChZrH6p7GKypt9Kp2mr9hVjWAX2Cg5DHy9C4ylKBqs5cTi9rYXnUfWcxMo2FfBXyYL7nEd+WYS70Wnaqn3VGGTcK+QY4ii5+NtWksU8VppPYRXUlSwoNbh7AuFcsHfhCWSVaFZr7WKypt9Kp2mr9lVjwKhl4AIn4X51Fgx9Na87SZLFPK7a0hPRC5HsX3WQXXNPeB279oSAf6guP1Ay0VyeXHaiZwxz6DRt1X7FGOQgKu4AXOu+JwslGRU5UJLFPKqe05BdqyhxgOxZpdoxL1Nqq79Cql950tkN+wmz6DRt1Y4xhHcRW5pHNJ1HkkXYTmxpHtF0HkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTeSRZhO3EluYRTeeRZBG2E1uaRzSdR5JF2E5saR7RdB5JFm9AH4b7FfgkBOUbiS3NI5rO48eThb79dPTtJn035+q3nQjK9Rs5v4K+zePf6xFXvznVJQt9v2c1v5Nk8TxkuypuA/qwn8qZtt7Xv50GdR23pVfX+RTsJcyi0/RtyUIJoyJDp/2qkb87WcAq2Gtv7phH5JfFr3HVlu4ELxFuh/Wlg2t/0ah1h3lce68zxs+n1l9Z55P4HsMMOk1bta8ag97OVwGV+wqS7iz0Y34VGT9//b47qxKSigd56prTxwjmZbxT79U9+aeg9WzeLlZfyfV+OpOzM/D1psHzPY1qH/5ygXbVzui/sr2VfUh7kG05tHHvlXU+zRM1DT2dpq3aV41ByaI6FzAHzuKBUo6iYC8nlMOsHIR5fW7W8v1x3TmQO7pwJ5VDq706OH29zl70PKu+7E9oX34GZ+tN46nPxr6lGdfSdWXrsuvKyp5df/5Sd2RDr6zzae6wh/BeOk1bta8aA8YsJ3LDx6hl6B4ovb/w9upcq0APvpZfH+Hrak7h6wv2wF7qNfizyfHrdcXXOFtvGkdn8gTQhf1Lb1gF8SPtqz2D2zR/q+3KVl9Z59PcYQ/hvXSatmpfNQYZNngQ9ODn9+lfg6I7RXWuGtiFz097dbiKz8t6Hqy5Zo5aNL+vBT6XOy/XvnfHz+BsvWnwbE8DLdi3XlKwGdVXQVz9K24rQjZzlCzozxqvrPNp7rCH8F46TVu1rxqDJws5QTVoD5TeX3h7dS45lJxWcE9O5tcd6sf83t/XX0F/9iV8j3rmel3xNc7Wm8bRmdyZqjnIdquNwiqww8omfPxqHdnpK+t8midqGno6TVu1rxpDDf4YN2P9ngdHHIB2Bf/6drVyLtZwB2FudyIf38EeGFcdUGvWhCTo7w7tTlz3y3U9D/AzOFtvGn4+T6HanOwU7f1aeL3qy3W1CdVlk8Jt+2ydnbCPMItO01btq8ZQkwWGzFgPhB4ogf70UamBHmfhvjur7lHcuWA1xwo5se9XaN9e9Ays5w7KtfagOYUcXEX7qmfQrTcNnu2JVH3cbqT7qk3aimoTbgeAnXu7062zk7rP8Hw6TVu1YwzhXXybLdUXqIkkPswjySJs55tsiV8C9ZfvRBIf5pFkEbYTW5pHNJ1HkkXYTmxpHtF0HkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTeSRZhO3EluYRTeeRZBG2E1uaRzSdx48ni/pdm6vjrlC/pxSeyTtt4tPIvvWNL8HnPNzmazt26+3+3a+z7z1134q6C3fdV/jzdJq2al81hvodHJzkXZ87SLKYwRMDiwK6/xUEfrdxJQ7R1fVRQX2Ystar/7zTn96JP1+YQadpq/ZVY6jJQs7lUFfx4M81Y3EGtcsp69tVksZzQb8n43a5QgFfvx6wZwV/QTv3sHds28G2da+upbm79XfAnsIsOk1bta8aQ00W1N0ZcBxvd0fCSdwRlDgE7UkSz+fpgcVtdAVt/oyr/vKDlU3L7mvSEdyryWc3/rxhBp2mrdpXjYHEQF8VTwzViYB2JZPqOHIWsXKs8DyqDTwN9t8li/pCtOqvl6qVTZMIumRBW5JF+Gk6TVu1rxqDnAAwaDd2JYtazpKFxq8cKzwPNH0y7P8oWWCfsmex6p9fFuHudJq+PVkAdTmDksUR1XGSLGby9MDC/lfJAtskyFdWvwQ0B75Sk4vbeV3rKIHs5umahj/SadqqfdUYarLQrwuhN6oVNRlUx1g5VngeTw8s7L8mC+zyyDZrEsGOVdcLlOaTzate52WuO/rA0zUNf6TTtFX7qjFgyDUZ1ATBXF7UdpYsVPcx4Xmg39NQUK+F+0dtbsv4hbc5eqFSqb9C8B+1edK5E+wtzKLTtFU7xhDeRWxpHtF0HkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTeSRZhO3EluYRTeeRZBG2E1uaRzSdR5JF2E5saR7RdB5JFmE7saV5RNN5JFmE7cSW5hFN5/HjyaJ+A4eij6K9G9byj6r95FrhfaDTE/FvNNVn8O+WUfy7UCu8r9swMNbb9W00eHWdT8Fewiw6TVu1rxoDhr/rI3/sMcni/jwxsGDTbtckDg/UPJO317pTx3qdMX4+tf7KOp/E9xhm0Gnaqn3VGI6Shb7M6XhfvrRJXW9V3K/3dF9wn1LftiisR1/GO2oDxtJHb4x+3+cK72XCmbptYafYkCO7qqz8QF+dBcbUr87Sxr1X1vk08ZN5dJq2al81Bk8AzpVkQbuPrfc0h36WK1kI2hTwgXFnyWI1xp1vNUf4NTjzp8MzKKivbES2W1kFfLfrao9Af9Z4ZZ1Pc4c9hPfSadqqfdUYMGb6esEJ5BAOfXEAWDnR6h51D/a/mix8PDA/6wo5sBJU+HWqHTwFt23ZLazsbGXvsLJptzH+ug2D/OSVdT7NHfYQ3kunaav2VWOQYVdWRu19X0kWCuY/lSzoU0uSxfvgPJ8OdqPnWNkZNrp6zpVNyzeOkgX9WeOVdT7NHfYQ3kunaav2VWM4ShZyBOenkwX9/kyy0PzhZ7hqS3fGfw2s7HQV2EGJwfHxK/uTzb6yzqeZoGn4PZ2mrdpXjeEoWQBzyBH4S/2dyaI6mhxTvwroS71LFuynrhney1VbuhPYtewGsBM9hxKH257Xqx1y7T6CvamOPbr9uT2erbMT9hFm0Wnaqn3VGLpkgVEzD4V+OIb60laD9OoedTlHDfbMpflrgqDI8bpkAT6GUvcQfg3O9Gko4Htxarv7gOxeKOirVBvEN7zd6dbZSd1neD6dpq3aMYbwLr7NlroXqCkkPswjySJs55tsiV8C3/DLNPFhHkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTeSRZhO3EluYRTeeRZBG2E1uaRzSdR5JF2E5saR7RdB5JFuFH4F8o8y+VrxBbmkc0ncdHkkX9fs3VIPLTsJc/89mF1Qfc3kX9DhDlJ5E2/H0nSRbfzTRNawyr3+/C3r29+pO3Vb+o357Td+zuBns7olW7G+joo2l+eBzsnwnS3wCG5GeDIT3x8xBJFt/NNE3xQQXx+oKlGKf2WmesJxevK8mIWr8T3b7aHV99IPqdvYHTR8UDI+MIOJ55uedZ3kXgmsNmDrUjmASg+F7opzr91Mf78dfvywC49gToe6xt1H0ef8ZKTRZ6VlH36X2B8WqrZ+PjhObTOdUAzzjN4+dO8bNc7SvJ4nuZrqnHjuqzQDv3qv+CYgH4PIK2eu8OdJq2al8xBh2UAuwK2v2gOXgFGR2q2lVXsFWAUmBWQKx1BTsXCc4EB5/PqetoT6B19NxcezvXq7Wg7sPPA5hLe4a6D+/LtZKAr09d/XSG/GUe3zdofvXTWj4O/JnU5nvpoG+YxWRNuzgisH38kfvue+B+xl/5lOjiw046TVu1rxiDDuWI7iChttcABYgioRBHiQFW8/t42jSWeVbBjf4r4bgvkf1a+Ny1nfl8nw57oL+Kr716Hn/m1T7A9wJ+jvVM6as1fT3u1fOhzn3XTKz6H1HHhuczTVP5iYr8Bap/gfxy5bPuc/ytPiu/uhvs9YhW7W6gWAURh4OsAcUPsh60twk/WA+csBKK8RKnisxctK/GUHxun4dr3xP4vrwvdIHUx7E3n1v1WrQvrus+gOepY9SXomvwvfle+FvHU7jPs9Uz83nOYJ4wi+ma8nzyuxpHANunfRWDFBflex4bgP7yuzvRadqqfdUY6FcPUnQHCbW9BjbwgIY4HtBX8zNe4tC22puErviz+Dx+LXzu2t4FUn8e8L2snsdZ7QOOnhPqmXrd73d7Zk36Ol3/Sh0bns90Td2+q8+CfG7lG+7HK9+k/8qPd9Np2qp91Rg4RPoq6ACHo8OlzQ+6C441gIEL9a5kUecR3t/noa+vQx/ahfcF9nsUSKvhreZa7RkY6/NyzVkxXz0HcXSm9Pe51O/IiGnTvulD3cd30DfMYpKm2H71H+qKEdi9P+/KZ92nGat6jR2dr+6m07RV+xVj0OGprIKQigdpxvnBHQU2P/huPDB+lSx8DxqjoKfic1P3wMk+vK9T+7Lfo0DqzyPYj+7V86LoGYC+uu/zsHcfo2dcnan08nmhngdFz+VtOtejZ6wwJsximqbVfzwWQG13f6o+W8d2seNOdHtrd33nhwrPIrY0j2g6jySLsJ3Y0jyi6TySLMJ2YkvziKbzSLII24ktzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOI8kibCe2NI9oOo8ki7Cd2NI8ouk8viJZsFfK1c9PfJLV5zbOoL9/PqTjlb67YI9hFtF0Hp2mb0kWq28dfZLuO0yfRN9bqmeRZHHdlsJzeKqm/m21+gy1jeJ+230fyr+dRqlx4Anfh+r21e746gPtThYIWD/ctQPOgX3oA34iyeK6LYXn8ERNiVMeq/BVjx36QOYKxvkze10+rrG1XuPCKk7cgU7TVu1uoNMli5pNu0zsAY+63tQpRwdb52cMe0EMtUkwn4/ie6Y/ddZRO3uVQVA0zwoZB/DXn8UNR3PV52F9tWlNzVHPV+cmvO9d8f2GGUzQFL/CvwR+eeTnqzbOgHt1HlAMguqjigl389tO01btq8ZQg5ngvh+ggiBwWB4wafM6/bzO9WoNQBSK0DourAI164IHcFCwlniqa16NP4I19ax1P1rLz4LnOZpba2sv9Xy57/29713x/YYZTNCUZ/A4gV9yT8X9jnr1M8Wl6vPAfdrl/4o9gnu+9h1gT0e0ancDnRrMoDugVWA7C4ASZEUVir4emGG1Rx9X50BEhHZWzyPoK+Hrs6zOwudf7c2fP8ki3JGnaoo/sXdK9TtHfia/5rr6mXyzxg+Qjx/FQo8Zd4F9HtGq3Q10VsFOB1TxA2IMfbwIrl0Y+rLOiirUqi/1Koz3q3NIaKfuScioHOo6k5WxMMaTRd2br0W75oK6nve9K77fMIMJmuLz3XPge4oLKz/Dh/HNGj+A+7QfJQvuJVn8l+6AOHAOyec/C4DMr8BeqUKt+q726OPqHK8kC8bRVovGr87C51/tjf5ai/m9/eys7ojvN8xggqZHcUq4b+KvRy91q5jjMaX66Nm6u+g0bdXuBjqrYAfc9wOkjwJkDcYKuKIe7koM4aLAqq+Sk8SRWFqjzvFKsuB+NSL6qb/W8j0xt86Mv7QL+vlafm7Atff3vnfF9xtm8ERN8S33Ffc9fFg+CTVmEB/cD90v3d+hxhfWdf9nLq/fhU7TVu1uoKPg5kWHpMBG8YMGH8fh8VdwXUU9Otwa6I/6yjBUfP46x9VkseonuM+cMhwZH6Xuz89Cc/pa1L2dv4Lruq+74fsNM3iipvgJ+/bi1DYlCuF+SnHcvynUHffho5ixG/Z2RKt2NzCEV4gtzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOI8kibCe2NI9oOo8ki7Cd2NI8ouk8kizCdmJL84im80iyCNuJLc0jms4jySJsJ7Y0j2g6jxHJQp/MqP/8PjyDBJZ5RNN5/Hiy0PdS/CNcDt9H6tqvcJYs9N2ncE+eqM3qO0L+TS/ZpIp/W2yF963fBpOPqLidv7rOp2AvYRadpq3aV40Bw1fCqMjQaf8VI9c87kThOVy1pTuhZHEEbf4CVOuOPiopvF5fdGr9lXU+ie8xzKDTtFX7qjGQCDBeHKB+aZH7OIWK4Jr5KfULjPXrjaBk4W3+dsZ9n6f2rWvIIVWShH4WzvhpdMmi2hvIByqreWSbwBjqDm3ce2WdT/NETUNPp2mr9lVjULKgeAAH5sBZPFmor8DwVZdjKXjjLLQpWfj81OVk1alo87qvQV/axcohw3vx834KskUvsktsqdp6tSuxsi+3c/5Sd2Svr6zzae6wh/BeOk1bta8ag5IFuOFj1DL0+svC8bajfnIqOSvQzxOAO6TvA+ineX2/ovYP7+WqLd0Z7EfPsQriSgCVVbJwe17Znmz0lXU+zR32EN5Lp2mr9lVj8ODrwR4HwVHA7wNtzK+iNv7WQA5HyULjriQLOR1/fW2VJIufg/N9Oh7YV0EcG1w95ypZKOAfJQv6s8Yr63yaO+whvJdO01btq8bgyUJOUA3aAzv9dQ3e5tfOu5OF9hs+w1VbujNug6sEsArsIJ9wfDx/qTuy31fW+TQTNA2/p9O0VfuqMdTgi3Ez1u95YK/96etBn7qSAnX6vjNZaI3wOZ543tiL2xt12ZDsEVsSXleC0Hiuq4+ojg277XJf9bN1dsI+wiw6TVu1rxpDDf4KxkeBXQ6g4m3AXGqrTnM0J2teTRbga6iEn+OJ5ys7VnH7ASUElZUPiJXNO8zt7U63zk7qPsPz6TRt1Y4xhHfxbbZUX6AmkvgwjySLsJ1vsiV+Cfiv3KkkPswjySJsJ7Y0j2g6jySLsJ3Y0jyi6TySLMJ2YkvziKbzSLII24ktzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOY0SyWH3uYzL8o647fP/nXSSwzCOazuPHk4W+a3P0eQO+g9O1X+EsWTD31f2+Qv2mz6cCuCcLzu/p/yL4J7QJe3mipvU7WxT/5lf19/oNr4r3rd8OU9xT8dj16jqfgr0c0ardDXQ4JCWMig6F9l85EM3jB/4JWNMTRDWInyK/LMLdeaKmShZH0OYvtbXu4KMe07xeX15r/ZV1PonvsdKq3Q10CKA86CrAcZ8DVBFcMz+lvjUzh9q0ByULb/PAzX2fp/ata0g8lVUS0poYWGWVvPwZ9X2go/3Sjz1wT+30FX6W6ifq29FqnNruwp32Et7DEzXtkgV+s4oT9R6s5pHfgfuvoI17r6zzaTpNW7W7gY6SRQ1qwBwcrAdS9RUckuoSQUGYg6VNwdnnpy5BqgC0ed3XoC/tYiWeUDBnX86VZEF73a/2QD/qvn+fj/2ojTGaR+tqP3UfjKN+N+64p/BrPFFT+aUX+Y77maixQqxihscu/taYoRj0yjqfpttDu7urm+fBFQT9kDgAHYoH0oq3HfWrQRHop3WreL4PoJ/m9f2K2t+hL+3e52g/WoN+tDvM052HJwi/9nF+Lfx5fNydqGcRns8ETfFBPcfKt1Z+DDXegMcE/tZ4Ij99ZZ1P0+2h3d3VzXuw8iDogasGR9qYX0Vt/NVczllwruLR18Vygfjra6tUcSusoX5n+1mJz3jtwfsK2nRefna+d661Xy86Mx93J9hjmMUETT2wu58J+XyF+x5vQD7vczr0Z41X1vk03R7a3V3dPA+uYKUDqw/vwZH+Hii9za+ds+BcxaOvi+UC+X5fxYNxtx+dg+N78L7C5/ZrH+fXK3zcnahnEZ7PBE09rtQYAkf+tvJvH7/yQ/oz7pV1Pk2naav2VWPgIXlYwUEw1u95cKz96as2DpK6gjB1+rqowuesAtD3KFlojTPop/lBBqJ5WU/PoTb1r3WgzpzAfZ+r7smNzfeuc9C4io+7E/5sYQZP1BQ/8hhCvfqW+4/X5dMaz7XHMY8H+LfHI+6rfrbOTtjHEa3a3UCHw/ZD46EZ66JweAqcOiwVbwPmUls94KM5WdPFoa8HVOaUUYCvobKCMd7H55TxUGQo2o/afB1/Ru2dcWr3ubkv46l793XrWB93J9hjmMUTNVVsUnG/gupb+J7QWLGKY06NHU63zk7qPp1W7W5g6JExHKFk8S3ElubxbZoS/O8S1H+KJIsNJFn8ntjSPL5JU/zZ/8vFVJIsNpBk8XtiS/OIpvNIsgjbiS3NI5rOI8kibCe2NI9oOo8ki7Cd2NI8ouk8kizCdmJL84im80iyCNuJLc0jms4jySJsJ7Y0j2g6jySLsJ3Y0jyi6TwekSxWn/P4NPXfRtz10xlPJIFlHtF0Hp2mrdpXjeHon8F7sF39IzX+UZr+VWRNFlxrzrN/4NbBHIz1wnyCvev7MEkWP4ef63Tq94fqP77ErtQm+xd1bLU/b5Pd7oI9hFl0mrZqXzWGP5ssnO6Xxa8mC3cqOeOKJIuf48/q9zRkQ27H1GVH/nICXtdY/q7q2KMnnlr/NN+i6TfRadqqfdUYMPYuWShAewEP5DVZdGPlRA79GFOpyaKug7PJ4eq82gNonIruh2v4uU5mZZuyo2p7oP7cc1sU2C73jmx+57nuXDv8DJ2mrdpXjeEsWcDK2K8kC+gcUBztoSYL6owVV5PF0fzhGldtaQLYimyMa9nfyo5l97StbAzb5D526HYLms+Tzyf5Jk2/hU7TVu2rxrAycvBgu3IUD+SvJoturEM/2rz4Xl9JFlovvI6f6zeATcnexMqOgXu0rfxIdr5KFp3df4LVs4Rn02naqn3VGFZGDj+ZLLy/z1NZtTFO+72aLIB5aK9OG86p+k1Fdlltl3pnx7St/Ajb5D7jq91pPvnMp6nPEp5Pp2mr9lVj8IDryAlg5Si/kixAziVnWrFKFn7vlWQhGLt63nDMSr+JrHxB9lZtHNzmVmMZx/iVD6wSyCf5Fk2/iU7TVu2rxoDR0heDFhi9G/LKUTxo13YP1KuxwHj6dfv0NQRjuA/uoFeTxcqpQ0+n0SSwq/qs2JHsxa/BXzzkR7Jz2aPqXMtuwe14B9+i6TfRadqq/YoxyNBVMOQKjuFtHshrQqCPB+o6FjSmC9xyXi/en2vVu2Th41fPFnr8XKcjW1WRjYuurdqrv4DJ3lU6u/8E7CHMotO0VfsJxsAeV2//4V4ksMwjms5jbLKovwTCfYlO84im8xibLPgZXn/Gh3uSwDKPaDqPsckiPIfY0jyi6TySLMJ2YkvziKbzSLII24ktzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOI8niAUz/B4axpXlE03n8eLKo38K5Ou4K/u2mFatvP/n3dH4C1nj3B9ySLMLT+AZNeUYv4uw7XTUmOvJ1lXfHkl+h7tVp1e4GOhyMPzAH966P7V1JFv6vuOuXO59CkkV4GtM15fmOvjtHm8c8r9f453UlGc1b67thL0e0ancDnZosVoGPuooHf64Zy2GqXb8ManZeJY2aLMDnAJ+79mW82lxgJR2VOh/tq+fkvs/jc9T9+760j6lMfrZvZbKm+OMq3kD1cVAMA87F44USAvdW8Yp16r1ddJq2al81Bh6UQxDU/eE5RG+nrkzKQfnh+qED7UeiQT186r5v2ny871UJQXDfk4B+ndSk4Pvnvq7B5z977npGvsY0Jj/btzJZU3xTPqkiX+av+y4oligxKHYI7tFnFc+Yj7XuAPs8olW7G+hwcPRV8QBZAy34YdfD02GL1eE6zOVru4gr4RBMwtDX9ypWa3qg92v6aU1f7+y5aVOChFX/SUx+tm9lsqb4qccA+Sd/3Y+F2lcxBxQzVrHFY9JuOk1bta8agwddHtwPS4dYiw67Hl497NXhOi6cxiqQq16LJwv1dVhvNU59PVl4kPe9nD0313pG8HkmMvnZvpXJmuKnimlCfr9KFtyXT1ffBu7RZxXPmO8rkwVQ14GcBcF6ePWwV4frVOH84I+EEyuDgLM1PVmA6syn+2fPTRt9RJJFeBqTNV3FAPk5pQZ3j0PVtz0O1XgFZ/Hmk3SatmpfNYYadDlMH8vBroIy1IOqAX51uE5t13iJRduREIz1fVJn7wrc2kOlJgvGcc/ngu652Zfvm7F1/CQmP9u3MllTxTDFAI9pijEeA7xefZv4o7pii+JTjVe70TOuaNXuBjocRA2KNVAylxe1nSUL1X2Mwz0XBlwcUCBX8fW41n0fI+Pwoj3VZKE9+ryiznF0JjKiqUx+tm9luqYeGyjyf5C/qtTY5DGHa6fGFo8lu2E/R7RqdwNDeIXY0jyi6TySLMJ2YkvziKbzSLII24ktzSOaziPJImwntjSPaDqPJIuwndjSPKLpPJIswnZiS/OIpvNIsgjbiS3NI5rOI8kibCe2NI9oOo8ki7Cd2NI8ouk8kizCdmJL84im80iyCNuJLc0jms7jR5MF30Sp3z7Rt5LqN09WfcN38OTAwjfD2H/92Jt//0fFvx/0K98W0poqd+Su+wp/nk7TVu0rxqDE4I6gD2XVD/xRr04RvoMnBhYFdP/rkCyOPgKHnfsze72+TNU6ScZfqmr9LvjzhRl0mrZqXzWG6jQYt96qHOpyODmIio+vb10UTzx+n3VEHVedO+wDPZ7Myp66ZLFqYw7ukTjqixR2rHt1LfnK3ez56ZqGP9Jp2qp91Rjc0AFHqQbOX3878rlxIK9zLUfDsXwc1/7rxJ3Sr8O9uGpLd8VtWWBv3FdxuzzqTx+9TDmyc/kNfx3u3c222VOYRadpq/ZVY8Ap1NeTgjvFykGEO0h1ljp33RNOpkTFukdrhL1U3Z4G+6/B35FtKqCv+mOnR8mCcV2yoC3JIvw0naat2q8Yg5xDzgByAOCvOw9tjPEiB+FajqE3LpBD1lJ/1dR7YT9o8mTYfw3+FWxOtr/qj20eJQvZ+VGy4F6SRfhpOk3fliwwfgweh5FRy/AV5IXqcojqIFx70f06T4ccM9yDq7rdFfZ/JVnI5rC/Gtw1h/zE8QRS16r+cReermn4I52mrdqvGAOOobd6N2qcgvvuHDXo4zwaRxv9j7iaBNxxw35esaU7wv49gGPvbl/U3fYJ/G7H9FVd9q/5lAxUx3bdX5jL63fh6ZqGP9Jp2qr9qjHQvxq1EkF9y8IBuE/RtTua2lSc2sYacjiVOzrXN4MmT0NBvRYF9Xpf9iuwQW93lFxUqn+QWNTWvTzthL2FWXSatmrvMAacpjoHyYMSnksCyzyi6TwelSz4lVB/FVD3n/zheSSwzCOazuNRyQLqz/f8qng+u2wp/BzRdB6dprdMFmEesaV5RNN5JFmE7cSW5hFN55FkEbYTW5pHNJ1HkkXYTmxpHtF0HkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTeSRZhO3EluYRTeeRZBG2E1uaRzSdR5JF2E5saR7RdB5JFmE7saV5RNN5JFmE7cSW5hFN55FkEbYTW5pHNJ1HkkXYTmxpHtF0HkkWYTuxpXlE03kkWYTtxJbmEU3nkWQRthNbmkc0nUeSRdhObGke0XQeSRZhO7GleUTTefxSskhJSUlJ+Z5yRF4NQgghnJJkEUII4ZQkixBCCKckWYQQQjglySKEEMIpSRYhhBBOSbIIIYRwSpJFCCGEU5Iswtfzj3/843f/KOlf//rXby3/n7N/sPTPf/7zf+1///vff7vzf/nrX//6/8Zy7WiMCnXH2/72t7/9djdcIZq+nySL8NX8+9///p3DK8gI1Qk2fr8i5/fAQt0Dgtc1n4JYrbMnn6vWwzHR9GdIsgjBINDg4Px1usCCwxOA+CvnX82jObjnfYUC02otvbGG14mm7yHWF4JxFECO7uPweov1YLHqr2BDG0GEYOQwlvs+p9B8NeCFc6Lpe/jjSYXwxeDQ1eHhKLAoUMBZYIEusFA/CiwKSkkWrxNN30OSRQi/obfAFatA4YEEzgKLgsNRYNH6+WXxPnSmK6LpayRZhPBfcOrqzM4qUNCfe6uiIOKBwOfwICQUbFZrrYJN6Imm7+X3uw/hC8GhKR0rZ6/UYEEg8DprqE6g8MCj+VXn2t9Smau+tYZjoun7SbIIX40cuhYFAJx51b6iBhbwMTV41bnZiyDAeFudNxwTTX+GJIsQQginJFmEEEI4JckihBDCKUkWIYQQTkmyCB/D/+deSkrKPcsRSRYhhBBOSbIIH2P1FpOSknKvckSSRQghhFOSLEIIIZySZBFCCOGUJIsQQginJFmEEEI4JckihBDCKUkWIYQQTkmyCCGEcEqSRQghhFOSLEIIIZzwn//8H3hxTobEy6dJAAAAAElFTkSuQmCC)
ACCOUNTING TERMINOLOGIES
1) Sales: are goods sold that were previously bought with the intention of resale. Anything other than goods when sold will not be considered as sales. (REVENUE)
2) Purchases: are goods bought with the intention of resale, if something else is bought other than goods they will not be purchases. (EXPENSES)
3) Sales Return: when the customers of business return goods to the business that were previously sold on credit are called Sales Returns. (CONTRA REVENUE)
4) Purchase Returns: when the business returns goods to its supplier that were previously bought on credit is referred to as Purchase Returns. (CONTRA EXPENSE)
5) Goods: all those things that a business trades in. (ASSETS)
6) Stocks of Goods: are those goods that were bought with the intention of resale yet unsold. They are also called inventory. (ASSETS)
7) Drawings: whenever the owner withdraws anything from the business entity for his personal use, it is called drawings. (CONTRA CAPITAL)
8) Carriage inwards: are the transportation charges incurred by the business at the time of buying the goods. (EXPENSE)
9) Carriage Outwards: are the transportation charges incurred when the business provides delivery of goods to its customers. (EXPENSE)
10) Freight Charges: are the transportation charges incurred when the goods are imported. (EXPENSE)
Purchases
1. Goods purchased for cheque or cash
When a business purchases goods, the purchase account is debited as the business is gaining goods. The double entry for credit would either be in cash or bank account depending on the term of payment made, which could be in cash or cheque.
2. Goods purchased on credit
Something that is also common in business transactions is purchasing on credit. The business makes the purchase and receives the goods but makes the payment on a later date. The purchases account would be debited normally, and the amount would be credited in the account of the supplier and when the payment is made later, we will credit the cash or bank account, and the supplier account would be debited.
Sales
1. Goods sold for cash or cheque
When goods are sold, they leave the business and so the sale account would be credited. With the payment method, the appropriate cash or bank account would be debited.
2. Goods sold on credit
Due to common practice, the business may sell goods on credit and in such cases, the sales account is credited as you would normally do but the debit entries would be made in the customer’s account and would be credited back when the payment is received later with debit entry made to appropriate cash or bank account.
Returns
When a business makes a purchase and isn’t satisfies with it due to any reason such as the product being faulty or damaged. It may return it back to the supplier. These goods are called purchase returns and the purchase returns/ return outward account is credited to show purchases leaving the business with debit entries in the suppliers' account to show him receiving the purchase back.
Similarly, the goods that have been sold are also returned back to the business and so these goods are recorded in a sales return or return inwards account. The account is debited showing the goods coming into the business with an entry on credit end in the customer’s account indicating the goods coming from that person.
DOUBLE ENTRY RECORDS FOR DRAWINGS:
When an owner withdraws anything out of the business account for his own use it is called drawings. This may be money, non-current assets or goods held in the inventory by the business. A drawing account records all transactions of such nature. Drawings are debited into this account and the same amount would be credited from the corresponding account. (cash, non-current assets, etc)
So, if cash is drawn, the cash or bank account would be credited. When goods are withdrawn, purchases account would be credited. Towards the end of the year, the drawings account is closed by transferring the total to the capitals account, thus reducing the amount owed by the business to the owner.
DOUBLE ENTRY RECORDS FOR CARRIAGE INWARDS AND CARRIAGE OUTWARDS:
Carriage alludes to the cost of carrying or transporting/delivering goods. Carriage inwards is the delivery cost for the purchases that the business has made to be delivered to the business. Carriage Outwards is the expense incurred when a business has to deliver goods to the customer. Carriage inwards and Carriage Outwards accounts are debited with costs incurred and relevant cash or bank accounts are credited.
DOUBLE ENTRY RECORDS FOR SALES, PURCHASES, AND RETURNS:
To record goods purchased with the purpose of resale and the goods sold by the business, accounts need to be made to record them in separate accounts due to differences in cost and selling price. So, purchase and sales accounts are used. To record the goods left at the end of the year, an inventory account is made.
BOOKS OF PRIME ENTRIES AND LEDGERS:
Before the transactions are recorded in the ledger, we need to post them in relevant books of original entries. There are six books of original entries which are as follows:
1) Cash Books: all cash and bank transactions are documented in this book. Cashbook is a ledger and at the same time a book of original entry as well. Transactions once recorded in the cash book indicates that one part of double-entry is complete.
2) Sales Day Book/ Sales Journal: All credit sales pertaining to goods are recorded in this book.
3) Purchases Day book/ Purchase Journal: All purchases on credit of goods are documented in this book.
4) Sales Returns Day Book/ Return inwards Journal: when customers send back to the business goods that were precisely sold on credit are passed through this book.
5) Purchases Return Day Book/ Return Outward Journal: When goods are returned by the business to its supplier that the business had previously bought on credit are passed through this book.
6) The General Journal/ The Journal: the transactions that were not documented in this previous book are documented in the previous books are recorded in this journal. All those transactions that neither involve goods nor involves cash are passed through this book. The purchase or sale of non-current assets on credit will be recorded in this book. Any correction of error will also be made through this book. Opening entries of an accounting period are also passed through this book.
Sometimes a seventh book of original entry is also used which is known as the PETTY CASH BOOK.
Large organizations that have lots of cash transactions make use of petty cash book. All those transactions that involve cash but are of petty amount (small amount) are passed through this book. So that the burden of the main cashier is reduced, and errors and omissions are avoided. Petty Cash Book is based on Imprest System, which means that first time a certain amount is transferred to the petty cash book from the main cash book. Then all the transactions which are lower than a certain amount is passed through the petty cash book. The total amount spent from the petty cash book is then compensated from the main cash book at the end of each month. This process of compensation is called reimbursement. compensation is done so that opening and closing balances are the same it is called maintaining the petty cash float.
Once the transactions are recorded in the books of original entries they are posted to the ledger. Ledger is divided into four categories.
CASH BOOK: is not only the book of original entry it is also a ledger. Transactions once posted in the cash book indicates one part of double-entry is complete and hence, we are not supposed to make cash and bank accounts again because they are already incorporated in the cash book.
SALES LEDGER: contains accounts of all the trade receivables.
PURCHASE LEDGER: accounts of all trade payables
GENERAL LEDGER: contains accounts of all assets, liabilities, capital and expenses and revenues other than cash, bank, receivables, and trade payables.
Source Document are the accounting documents that all businesses keep in order to have proof that transactions between two parties take place from the source documents transactions are made and then they are recorded for the whole accounting cycle to take place.
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)
1. Request for Quotation:
When the buyer is searching for the suppliers who would provide them with the designed products, they send a request for a quotation asking them to provide details of the available products.
2. Quotation:
It is the document sent to the buyer by the seller providing details of all the products available, their prices, colour quality, model and so on.
3. Purchase order:
It is sent to the seller by the buyer whose quotation has been accepted indicating the products that are required and the quantity needed.
4. Sales Invoice:
It is sent to the buyer by the seller along with the goods supplied indicating the products that are to be sent, their quantity, price, and discounts. Payment policies are also mentioned.
5. Goods Received Note:
It is sent to the seller by the buyer notifying the goods that have been received.
6. Statement of Account:
It is a summary of transactions between seller and buyer which is always sent by the seller to the buyer indicating the outstanding balance that the buyer needs to pay and the summary of the transactions between the buyer and the seller.
7. Debit Note:
It is sent by the buyer to the seller if he wishes to return goods to the supplier and informing him that the buyer has debited the account of the seller.
8. Credit Note:
It is sent by the seller to the buyer once he has accepted the goods returned to him acknowledging his mistake and informing the buyer that his account has been credited.
9. Statement of Account:
as stated in (6)
10. Cheque/ Cheque Counter Foil:
A cheque is a document sent by the buyer to the seller in order to settle his outstanding balance and cheque counter foil is kept as a proof by the buyer that the payment has been made.
11. Receipt:
It is a document sent by the seller to the buyer acknowledging that the payment has been made.
12. Statement of Account:
as stated in (6)
DISCOUNTS
1) Trade Discount:
a) Bulk Purchases
1 unit * 50 Rs.
10,000 units * 50 Rs = Rs. 500,000
Payment=450,000
Trade Discount= 50,000
b) Good Bargain position
2) Cash Payment
a) Prompt Payment
i) Discount Allowed (Expense)
ii) Discount Received (Revenue/Income)
• Trade discount is not recorded anywhere in the books of Accounts it is only present in the invoice.
• Cash Discount is recorded in the cash book and its ledgers are present in the General Ledgers.
Invoice Price – Trade Discount = Purchase Price
Purchase Price – Cash Discount = Amount Paid
• When the business allows discounts to its customers it is called Discount Allowed
• When the business receives discounts from its suppliers it is called Discount Received.
Janice uses a three-column cash book. Her ledger is divided into three parts- sales ledger, purchases ledger, and nominal ledger. You need to balance the cash book on the last day of the month. (31 January), transfer discount column to relevant accounts in nominal ledger. Balance accounts in sales and purchases ledger appropriately.
Jan 1 Janice had $60 cash balance and $1060 bank overdraft.
Jan 4 Bought goods worth $5200 on credit from Lord Traders
Jan 8 Returned goods to Lord Traders worth $200
Jan 12 Sold goods worth $770 on credit to AJ
Jan 14 Cash sales worth $680
Jan 17 Paid cash $650 to the bank account of business
Jan 21 Gets a cheque from AJ settling their account
Jan 24 Sold $1200 worth of goods to NE Stores
Jan 26 Bank returns the AJ cheque as it was dishonored
Jan 28 Paid Lord Traders through cheque the amount due with discount of 2.5%
Jan 31 NE Stores paid due amount by cheque after deducting 3% discount
Janice - Sales Ledger
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)
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)
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)
Nominal Ledger
![](data:image/png;base64,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)
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)
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)