![Amortization](data:image/jpeg;base64,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)
To pay off your loan early, consider making additional payments, such as biweekly payments instead of monthly, or payments that are larger than your required monthly payment. Ask your lender to apply the additional amount to your principal. The interest rate is different from theannual percentage rate, or APR,which includes the amount you pay to borrow as well as any fees. Entering an estimated APR in the calculator instead of an interest rate will help provide a more accurate estimate of your monthly payment. Input the amount of money you plan to borrow, minus any down payment you plan to make. You may want to try out a few different numbers to see the size of the monthly payments for each one.
- In addition to paying principal and interest on your loan, you may have to pay other costs or fees.
- Income-tax expenses can be equalized, however, by treating taxes not paid in the early years as a deferred tax liability.
- When you start paying the loan back, a large part of each payment is used to cover interest, and your remaining balance goes down slowly.
- This amortization schedule is for the beginning and end of an auto loan.
For example, after exactly 30 years , you’ll pay off a 30-year mortgage. Amortization tables help you understand how a loan works, and they can help you predict your outstanding balance or interest cost at any point in the future.
Positive Amortization
Intangibles are amortized over time to tie the cost of the asset to the revenues it generates, in accordance with the matching principle of generally accepted accounting principles . Amortization schedules are used by lenders, such as financial institutions, to present a loan repayment schedule based on a specific maturity date.
![Amortization](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCADqAYUDASIAAhEBAxEB/8QAHQAAAgMAAwEBAAAAAAAAAAAAAAYEBQcCAwgBCf/EAGMQAAAFAwEDBQcKDg4JAwUBAAECAwQFAAYREgcTIRUiMVFhFBYyNkFVcRcjNTdCVnW1ttEIJCUzNERSYnaRk7LC0kNFVGRmdHeBgpKhsbTwGEZXY2Vyc5XTJlOlJ4OGosGm/8QAGQEBAAMBAQAAAAAAAAAAAAAAAAECAwQF/8QAPBEAAgEBBAcFBQcDBQEAAAAAAAECAwQRgbEFITEyM0HwElFxssFCYZHC0QYTFBU0cqEiI1JDgsPh8fL/2gAMAwEAAhEDEQA/AP07h4qKXiGSysY0OdRsmYxhRKIiIlDIiOONTORofzUz/IF+avkIGIVgHU1S/MCptAQ+RofzUz/IF+ajkaHD9qmf5AvzVMooCFyLD+aWf5AnzUciw/mln+QL81TaKAhciw/mln+QL81HIsP5pZ/kC/NU2igIfI0P5qZ/kC/NRyND+amf5AvzVMooCHyNDh+1TP8AIF+avnIsP5pZ/kC/NU2igIXIsP5pZ/kC/NRyLD+aWf5AvzVNooCFyND+aWf5AvzV95Gh/NTP8gX5qRNve11PYtYCl3JxvKT07tFqzY84O6DCInVDJQHTpQTWPkeAaONXkxtU2eW9CRdxz93RsdGzLcXLBy4WAhHCYJb3JRHpHRxAOkeABkRxQF/yND+amf5AvzUcjQ/mpn+QL81JzDb1sYlHsVGx+023l3U2OlgiV6TUsYTCUC49yYTAJQA2BEeAZGp0rtd2YQd1o2PL33Cs55wYhCMVnZSqaj+AUfIUxuGCiICOS4AchkBi5Gh/NLP8gX5qORYfzSz/ACBfmpVm9tuyi3JxW2Zu+otpKoLFQUZnUHelOJCnANIBnwTFHPQGQzSbF/RSbPLr2a3Detszkc0eQ6SwFbSyokKkqKh0moriTOkipylEMCI4N00BrnI0P5pZ/kC/NRyLD+aWf5AvzVny30ROyeAbsGl739AxcyuwavHDZNc6iZRWSKoApmEgCYggbJREAEQEBEA6KtZTbhskhHEQ1mb/AIhirOtkXkeRwtuxWQVHCavEOaQwgODGwHAeoaAbeRocf2qZ/kC/NRyND+amf5AvzUhOdv8As6ZbWjbHXkqVvMFQQMB1BAE1HCxg3bYmMiKglEDjkAAAMXiORx8srbRbs7bFzXzOXPbKFuREwszayLV6YyQtikSEm+FQC6VhFTwC58IoBkeIgP3I0P5qZ/kC/NXzkWH80s/yBfmpZabZdlT61xvVrf8ACngiOis1H/dRQRRXMYAAigj9bEcgPOxwEB6BzU2yNpdg7SG7pzYt1x80RkcqbjuVXUZITBkuoo8QAcDgcYHA46BoC55Fh/NLP8gX5qORYfzSz/IF+asz2pbVLxg7+gNluz2Ntw05NMl5IHVxPFW7QyaZtO4SBIomUWMI6sB0FKOQHOSs8vtQtqxbaiZjavMxNqPZBEm8aLPQUAq+kBUTTMAAKoEEcCYAx0dYUAy8iw/mln+QJ81feRocf2qZ/kC/NWPzH0TFpQG1Vjb8xcsA0syRs8lwtZdRQ2tw4Ud7oiZBzgS7sDm0gUTcBHIAUQrQ5rans5t22Gl5zV6xDSEf6O5Hx3RRTc6uIAmIeGOMjgucAAiPABoC95Gh/NTP8gX5qORofzUz/IF+aqMdqGzoLPDaAN7QwW4IZCS7rJuBHo0as+Hnho8LPDGeFZ/Yv0SFsXROX06fT0KnaduvYxnFyiInw5M6SERA5hEQEd5zAAChjA5zQGt8iw/mlnw/3BPmo5Fh/NLP8gX5qUtpW02Ps627tViHbNzcVtwC04EetqEN2Up92Y4BgdAmIIcBAeA10qbZrItmyrZubaRdURAuLgj27oiSqunWodEpz7sgiJhIUTYzxxkoCORDIDnyLD+aWf5AvzUciw/mln+QL81coqWi52ObzELItn7F2mCrdy2VKqkqQegxTFEQEO0Kl0BC5Gh/NLP8gX5q+8jQ/mpn+QL81TKKAh8jQ/mpn+QL81fORYfzSz4f7gnzVNooCFyLD+aWf5AnzUciw/mln+QL81TaKAhciw/mln+QL81HI0OP7Us/yBfmqbRQEPkaH81M/wAgX5qORofzUz/IF+aplFAQuRYcOiJZ8P8AcF+ajkWH80s/yBPmqbRQCTfDBo17i7japIat7q3RAJnwcZx09I/jort2hG08n9u9/QooBlh+EQxD97JfmhUyoUKOYdgPW2S/MCptAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAYjtK2ebT9oW2iDkYxwwhbatSJcqNXj9mWQRfPnRRRVTM2KumbSVAw4MbgAiYAAdXBKtbZDtVaN9l1r3Nbvd7TZzdr0oSJ3DfS4iykN3I6BPeCYuBEpQJxOXQUe2tvuHYvsmuyYcXBc2zq35SSdaN+7dMU1FVNJQIXUYQyOClKAdgBVd/o6bCP9kdq/wDbEvmoDJHGxO/D7Pb7hi2ikMjK7VDXJGk37fUaP7qQMC5Ta8E9bKrzRED4EQxxwMW7dke1Ba39pmzCP2dISgX5dQy7O5zv2xG7ZusqmfK5DHBcDIAQQACEMA5HSHkNsv8Ao6bCP9kdq/8AbEvmo/0dNhH+yO1f+2JfNQETZvYUrA7Utpt0zMQQqFwPYw0e8OZM53KKDQhBEQKImLpUA3AwFyPEAxikK07H2nx+wa9djT+wHCD07CfTj34SDQyEgo5VVMgRMAU1k1AqORUAgFwHlEdOjn+h32DJkMofZJaoFKAiI8mJ9H4qQNn1gbGrugXl6Tf0P9pwtsKoBJRMiog2OKzHRq1LELkUj4ATY4hgQDpAcgdN523tOl4iw9mrzZlNSNmRMWxVuMrB/HlVknKKRAIyEqrkmECnKBlDZHXgCl4c4Vjbts3207TXNyERtG6eTX0QwRt6MjpyPYtETgAmXTlC73K5k1OcmBBOTjgDF1CYGpC2fod5Cz2d0ROwCJcOZabcQMbGKxKTdwu5SXWSHWCpQ3IAVuqobWAGKUogICbmjFSt3YfJFbxFv/Q0wz+6DLPkXkKZu0RFmLMUwWMdc3rZiiK7fRpyJgWKOCgB9IDLFQO0GC21Rd7GsV6/jJezo2DeLJvWhVI10RyJ1BWKZUBOUpTiIilryJcBnOaSnexraQnCzj5O0kpBw02yrXu2ilXiBRlIzBSFEhhNoKcdQmAqgl8AchnAC+RGy/6GiXsNvtGJsptlvDLRvKpzrxSQHRQBPWbWBQHBigAgIAI8QHGaTiRf0P7Rmqtcf0NsdEunEchKxDNSPaqKySKy6TdNMukdKa2+cNyHIcQAu+IOoQ1CUCmvTY7tPvhttDuVOweSlLunoBRrBKvWplRbsjevOljEUFEDHAw80DibmiA54COyQtmTrD6IS5r4GLIhCytuMGZXJDph3Q7SVU1aigOsTFIJA1GDowADwxWdBbew0p1LfW+hthCXeWSTjCQYN2hgUMduZyVYHHgAluSKGEw4EDEMXSI4y22Nsi2A3tbyc4nsTtyPWK5csXbNePbnO2dN1zoLJiYmSmAFEzYMA4EMDwzigJe3SA78G5bZkdhjq9487FZVGQayDJsuxeaigQqZl1CHTyAahUJnGChpOAiAZ/aOz7bNYl2WFtAum11b7esrNPb8kDd+2B7HOO6DLEUKZwdMio7s5UTHA+odJzZEBDU4F2efQkqtpp0ztfZ08LbqSi0qVsRqqdkVMDa96BREU8aDBzscQHqrnYWzH6GLaTarG77U2aWe6ZPUU1DFKybHUbHMQpxRWBMTARUgGADEzkBoDhDWXc8z9EEw2lzdiDFwxtn3I5knS7VYzV8L0TC30pnMA+tCbnl5olMICIDzaxlh9DztZjrT2Wruoe4yq2weZbSMdb9wN2EizK5dKHTcILCfdGAUxApiAcBwJQ+606g0sv6HeSt5/dcbsLgFYlKRRi452aPQKSSWUclbAongBEqALHAN4IcSgYwFEAATWlpbKtgl2uHDdrsRthIGBRSfKdwonTSdgoYhkCiBefgCa9XDmHSHHP4AJBNh1z27aVrT1t2VMyjyOvVe5pe2p6baunTwTlMgRwLnIIisUhU1gKJhwZQ4axEAzAu7ZNtWvKN2sTbPZ84jHdxTkBKxMY8fswVdEZgUqxROkqdMhh0ibnG458o1tn+jpsI/2R2r/wBsS+aj/R02Ef7I7V/7Yl81AZjcdm7U7/uLanPLbNXsGhO2ENvw6T2SZKLO3Ib02DAiscqWTKCUMmxgAERDIgC/PbGNpq122Zdx4S9iNEbJaQD9C17lax0jHOUOJimMdUE1kTjgcEU6QyOMABtu/wBHTYR/sjtX/tiXzUf6Omwj/ZHav/bEvmoCXsSsVts52ZwtsN4x9GmIkZy4ZPXxHirZdYwqKpisQAKppOYwAYAAB6aeqpbUsu0rFjlIizbcj4VkssLlRuyQKkQyolKUTiBeGRAhQz1FCrqgCiiigCiiigCiiigCiiigCiiigCiiigEjaWYQ5Ox/vvJ/yUVz2jE18ncOjffoUUAzQfsJH/xVL8wKnVChQxDMA/eqX5gVNoAooooAooooAooooAooooAooooAooooAoopW2mXuOzqyZW7ywT6XNHNlXANWhOJtCZjmMcw81MgFIYRMPVgAMYSlEBporJL/wBsMlarm0m5H1sRKVwRLqSXeziyqbdIyItQBMok8o90mHJuAAmPGtFnHU8lbLt9bbZm+lk2orNUFDiVFwqBcgTUHggboA3HGQHj0UBajwDOM9lZBsrhphvtCmZGLsN5ZVvEZi2kY1d4Q6DuXMoRTftEUzGTIkVMxwFUu7FUyoakwMmOJsXt9tiaeFfsRUGASaoJrLFarrvDyq5d4WPSbokMc6ySJTHWKUDCTUQMcD4v3u2HZ+xt9vdCsq9VjHBVzis2iXjgzcqI4WFwRNIx2+7EcH3oE0jwNgaATjWNekbb8TJsoEruSt6/pi4yx3dKRVHbFy6flAEzibdgoKDwqhSnMUMlAphIOcVbC0Npll3OntWj7GCekZw00aRg0JNuguwB13IZoG8UEElNIMEyLCU3NMsYxN6BOdqCu06yk7jbWmlKrO5R23bPEkWTFw6DuZcxipLmOkQxCpCYggKhhAhcl1CGouVraztTd2FcduQKMxaUQlNtn7hR9cj0WyBRbi3AqZTAIAJjb8RwPkKNAVUZZ06zsJH6Hpds1USe2S8RfzKDgxgavVfWtO6EgZIcyqpiG1AIggcBKGM1TXHs/wBp97tGdxPbbaR8xacYyasI5Z4lu5N6jIM3jg5FUxOCaBwYJJpCoBT5UOJ00wKGpyZ7W20ZIOGd4SsQVKOhUpZ85j2r46W7VW0prpHFIU1G+gSiZQpx0iB9QAUoiDC/2nWNHEkDuZzUEY5RZLblsstrdKkA6bdHQQd+sJRKO6S1HADFyAZDIGZL2btBUvJPbaSy1RkCzSRu9oz9sDzkwrJVoJwV1i33+tYy273ukSABd4BhxWgbIrambatJUbjZpM5ealZCcetEnALlaqO3KiwIbwAADimQ5CCYAwJiiIZAQGu1Ta7YCcKjOjMrnScPTRybZOOdHfGdl4mQ7jKmLjeFABMYm71FLzhAA4137M71DaFaZbpTSTTSVkZJqju9QAdJu9WQTPgwAICYiRTCAgGBMIUBlNm2Btbc3qjO303dm3sFLW+8VMux7mSVXVSVTWbIoAU4MxBHSXeGMvqOGohAAyg6HsoiJ5nsoiLJuSCeQr6FiG8IqdVZBUq5km5ExXRFFQ/rYiAiXXoPw4lClWydtF2TszbSUvG24ZjdMjJRyCDJ4p3c07lBwO+UTMAgZMQb6TCAl0iqn05xTY62z2SnHTrxmrJOHMDGqSqjM8S7QWcNy5DeoAokArJiYMbxMDEDICI4HNAZts32WXHZLkibDZWwYIxloqQEkmMgiZvdD8VEgSXMUBH1ohE1hMouUFQK5EhUzAXAvmzq1rstCcUglEVAgmybhQXP0uRB2qp3OKe6STHWmJBI5EwGKUob0pSaiFIVOXFbZrRe2nB3PIFlGSs6kUzaNCJeqvVTgmU6gItyo75chANxVImJMYNnA1IvLaQyiNlkltMtZRrLtmzIXjUQOO7WABAMCIcQ45AQ6QEBAcUA60VT3Td1v2ZHJylxPjN0VnCbRAiaCi6zhc48xJJFIplFTjgRApCiOAEcYARqiebYtnzK3210qSr1WMclXPv20S8cC3KgOFhcETSMZvux4H3oE0jkBwIDQDrRSVP7ZNm9suTtZe4jFFFu3eLKIMnDhFBsuJgSXVVSTMRNIRKb1wxgIGOIhkKdAEDABiiAgIZAQ8tAfaKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAUNoAAPcGR/8Ad/Qorr2im08n9u9/QooBnh/Yhj/FkvzQqZUKEHMMwHrapfmBU2gCiiigCiiigCiiigCiiigCiiigCiiigCl3aLbr27tn1zWpGqoJu5qHeR7c65hKmVRZE5CicQARAoCYM4ARx0BTFRQCBd1v7QXlnNrKtlvbp0HsOpFSTuQdLFM1EyZEwVRSKkYFwAoqjuzmT1DoDUAZq6tmwYW1+T1mi0gq5j4tCJKdV+uKR0kiFKBhQ17oDjoDJwJq6ePEaZaKAw2V2BzLli2ftnbRSUjrom5pNoSTdsG7xrIOTnFNRw3AFklSkFPBwA5QEpiiUxTAJeMpsKuJzCsoqI7kjG7ssgaVYJ3NKikm8cmTAj7fBpWfGTTTEu5VFIhxOI6k63SigMy2UbM56xnrZ1MOY9QqFmwNuYaqHOO/Y9070waiF9bHfE0j0jgcgGApklrWkH20i3LwRVbgyiIuUZLkMcwKmUcnaGIJQAMCAA3PkREBDJcAORw00UBnV22Veru85O67TdQyaj63EoJEz8Tm3CndJzqLCmBBKoBUz5KQRADGDSIlAdVJQfQ6zMLZ0dYVtzDdaGtSaLNQJXTxdo4cFURXI4aOVmhUzJ85dQxHBNQ4OBTJGAg7zeqKAxiN2P3Hba0JeVqxME1uJg9fLv413OPnjV6RyRJIR7uWTOsVUqbdDB9yIcDl0gBs00WFs1WhoWPLdjgFpaPl5eTTNGPnSDX6cfrOAAyQGKVTBVChpUA4FEBABHpF/ooDHLK2Jy1ihb83ArQ7OebPnqc8KBRKjKxzlyopg593qFZEDJHTMIdJDJ5AhxMFTa+wa8mk6tJXJPN3HdVsSNsvHZpZ6+cOjuDIm7v0L+toicUxy2TwUnkUUAQKXeaKAwx9sevyUYWc+kW8IeStKNWgzsG1xyLJCQbHI3wuDpumRRuoB2+RSFJYglHGrIFOVkmNlLtXYS/2Y280jY6QfMVAEhnrhZqV4qoKqxt8qB1jFFQxx1GATceitPooDMp+C2q3QpCzbmDtOMlLWliSbBuSccu278pm67dZJVQWiRm46F9RDlIrzg4lx0qUnsLv6SYCk5uNmoebVk3cu0Qk3zJozePDJiVdIENJ3hUEyGTBJUUyqahNlMR0hvVFAYfGbD7qaWZc9urPIcHE1s6jLQQMRZQyZXjZs7SOocRTAQSEXCeBABNgDc0BxnamaJm7NBucQEySZSCIdGQDFd1FAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAJG0oBHk7A/8AvfoUV27Qy6uT+ze/oUUAyQYYhY8P3ql+YFZ7tHf3TDXnHTKNySDWFKi3ZN2bFRruzSThY6SYvU1SCoZBQwoJlFE2opgOIgAZMXRIYMQ7EOpsl+aFKlyrbMgv6DNcEIk9uhoiZVg6JEqulGCJxEu8UWTTMVsmYQOAHUMUuSnwPA1AZbbF4bSpl+3tKZvS44IhZRBm9ln7aI7tB2WNcuXLNPdJHbFTLobKgYxBU0ioAjgSiEnZ3tGvu41bbuKXvA+Xsmwi3MGVq2IgokrCEeKOM7vfFPrMZUBBQCAQALp8ot7y9Ng03Z66MhHR0hBFeFEY1W3VlhXXVKdwVVJmKInWA5QVWBUiZimKVQ4GECmELVrcGx+SvhoVkjDOrkkY8qbaQSjdYqtjpCsVAHgE0ZMkAqgjvNQp8/Tp40AtX5edxs7pXkbevNQjKOC2wbQ6CLVRGTK/fqIqKGOZMyogZMMJ7o5QAUhMOoBEAlbGrlueZeIlm7wVuFKTteLnzidu3TKxcOTLakk9ymT1oQJzQUE5w3Y5MOav5Z1skt+67ciZKJh2820STawpyxWsY5JTUkkmVYqYlaFUEp00ymMQFBKYhNQgIV3bPZfZhIKzCOzlnHNjg4B1IdxxgswcnUEwFc5EhAXKcUzgVYuoptBsGHA0A5VFB24HpjHIekyX69Sqz8m2SDOnGKBFvsSjoWifgc0wPmjPI8ejW8Ib/lKby4AaynGG8zajZ6tfVTV/T+jHYXjgOiKdD6DJfr1x7udZ9hnn9ZH/AMlI6u2qBSMsUYl+IoOXLUcaOJkUnyph8LoEI5UA7Tk7cWs5tJioJ9EMXDB0oeYKkZISacE1u2LYNWR+6kEh4eQh/LjNfvYNX3mrsFpUlBw1vYMgPHA9MS6D0mS/XrkLtfzY5H+kn+vSC423wDdqu7NESAlbruG5gDRkRRau3BhDndAlZKAHaYvkziY92uQrKeWgFIx6ZZB63YicNGkTrHjSFHpzgBlEc/8ATP2Zj76ndfeW/LrV2uz2Hf19RvF85Doh3Y+gyP69APnI9MO8D0mR/XpDdbcYBpBvZ08RICkyUVTOQNGowps13Q452PBbmL6RDyZGrCQ2rw8fPu7eVjXhlmj5swMcujSJ1lmKRTBxzgBkExHsIfsy++htvI/L7Sn2ew7/APz6obgduB/axyH9JL9evgvHAdEU6H0GS/XrP5Pbtb0YyF8tDyJyBGBKYLozuxbyK+nwvC0xiodWVCduLsu0uKNcD63QYO98wcpNjn5ukxjqoJgIcc4y5KPoKPZUqtB7GJaPtMN6D6u+qGTu51n2Gef10f8AyV9B44HpinQekyX69Z/I7dbejY8kgrDyJiHhk5oCl0Z3R2r9wBPC8LTHKh1ZOTj04tVtqsOjJyUWaOeCpGOUGyhg04MZVym3AQ49AGUAR7AGoVam+ZL0dao6nB9XL1Q2C7cB+1jkf6SX69cRfOQ6Id4PoMj+vSC9252+xi0ZVSHkDJrQCVwgUujIInau3IE8Lw9LM4dWTF44zizebV4dlKIRR414ZRd4syAwaNIGTfM2YiPHoE75M3/KQ3lwAvvqe28PR9qTScHrGsHrkemHdh6TI/r1zB2v5sch/ST/AF6Rme2iCeosFk4p+UH8IhOEAdHNSVbKuAIPHwgKiYB8mRDjUp3tXh2cg1jzxrwx3b1dkUwaMAZKRaMBEePQKjwhg+9Kby4AZ++g1feQ9H2lSUHB3sbReOA6Il0PoMl+vXzu51n2Gef1kf8AyUnsdrsK/gO+BOMelR5JbS+g2jVu1maropenGoCImKPkyIeTjXIu1uFMrFJBGPcyrp00THmcwyEggxMJuPQJ3BTBj3JR8uAp99DbeHYLSn2XDX/1fkhwB44HpinQekyX69Au3AdEY5H+kl+vWfm252+WAa3AMRIbl20SeFJzNQFPFryIAPOxndtzE/5hDyZGrFPazDKPI5mEa9A0k9eMUx5mCnbSBWJhHj0CcwGD73t4VCrQexky0dao7YPq9+jG0XzoOiHeD/SR/XoB65HpiHYekyP69IDvbrb7SEcTh4eRMk3UXSMQNGoRSj13w452OJGxih98YPJkavGG0mKkHhWabB0UxnDtvk2nGpCS7gMPT0Cpzg+97eFSq0HsZE9H2mmr5QYzA7X82Of6yf69cReOQ6Il2PoMl+vSCptyt9OBNPjESAolXO30Bo1ZLGHkBHwsY3aYl/5hDycavpjaJGQz5NguxdHOos2RAxNOAFaQIyKPEfIdQDD96A+XhRVYNXpkSsFpg1Fw1vYX/dzrzM8/ro/+SuQPHA9MU6D+kl+vSCTbjb54AtwBESG5M4K30czVqGMLIZ8LGN2cC/8AMHVxqxW2rw6Mo+izRrwVGD9mwOYNGDHcPSNCmDj0AdQDD2APl4VCrU3zLPR1qjqcH1cvVDaLtwH7VuR/pJfr1xF86Dohng+gyP69ICe3a3lLZWugIeRBui3M4FPmaxKWITk8eFjO6VAn/OA+TjVmptYhk3sgxGNeiaOfM2Kg8zBjuZAWRRDj0AcNQ/e9vCirU3sYlo61R2wfVy9UNoPXI9MQ7D0mS/Xrl3Wv5sc/1k/16TH212FYWm0u5SMembO4laXKkXRrBNNkDsSjxxqEg6enGezjXcjtVh1nsgyLHPANHPWbE4jpwY7iRWYlEOPQCiBjD96IeXhU/ew2XlfwFpS7XY1bP5uzGsXrkOiJdj/SS/Xr4D515mef1kf/ACUiuttsA0ZrPTxMgJUII0+IBoyKJWvdGjwvC08OrPlxU5rtXh3cg7jyRrwDs3rdkYw6MCZaRdMCiHHoBRmcw/emL5cgBVoN3Jky0faYrtODuG4HjgemLdB6TJfr0C7cB0RbofQZL9es+S2628rEKTAQ8iCadvHuMSjo1bgrRJyKfheHpWKHVkB44q19VWH5RYRvJzzXIPXjEhubgp27/uMwjx6BPzg+97eFQq1N7GTLR1qhvQfWsahfOg6IZ4P9JH9evoPXI9MQ7D+kl+vSCy252+9i1pVOIkCpo2+rcQlHRkUSNGrkSeF4el2QOrJTccYzbDtQiQmGENye73r925ZkPzdJTIujtjCPHoEyYiHYIeWpVaD2MiWj7TDeg+tY1d1r49jHP9ZP9euIvXIdEQ7H0GS/XrP4/brb0jHnkUoeRKQkKrOCU2jO6I2YuBJ4XhaZFIOrJD8ejNo02rQ7uZZwhI14VV6/dMCHHTpKdBy5bmMPHOBM1OIdhi9tQq1N7GTLR1qgr5QY1g+dD+0zwP6SP/krkDxwPTFug9Jkv16z9vt0t5zbyFxEh5EEV1EUykHRqAVIxKQDPOxwTWKT/mAfJxqzYbV4d/PNLfTjXhVnb9ywKc2jSB0F3qJjDxzgRYKCHYcvbgq0HqTE9HWqCcpQdy/9G0XbgOiLdD/SS/XqQQwmIUxiCQRABEo4yHYOOFZ4322QbiEZThYeQKk9MgUhB0ai71ig7DPO8hHBSj98UfJga0WtnGSSk1qZxyXZl2W1f4p5ChtAMBe4M/739CiunaQbTyd2779CioIGmGHMOxH97JfmhSHtDgb0f3bEvbIh27Z0dNNFzNqSRyJkblVEyjdwzAgkcFEhjgmJhyQ6pxDRxEz1BjmFjx62qX5gUl3nN3hF3zEolmiQtsLpotwcjFd2FdSCypyAiqoBwFsAes6DiXSY6glE2rSUQEW0NnG1a0SRkszt+GVUh1mxSxK06opvwKycILKpuBQ9aLqUQ3aGndpkIsBALrAoWFlbKr6tBSItsycW7iIt41mDSQPDkWVWRiyNBbgiKY6QFUmrXqEATHTgRrsjbk2tvnx4ZveMEom+uBWGZSqkGYoARq1WUdGIkDjBzd0JgiGTBgEVh482umxNrV8XarAXK5PEIxElIM4ZeMTbHFferRZHZnBFhU6AUPgCaBymXVnI8ALa47Jvq45zWpExbVhcKUCvKLFkTHXjXDB0ZwqkmG6AFiGDQQhskEDCc4hjBasNlFoXfAHRUu1jGtBioGPt1qDF2ZYrkrbea3AgJC7sDaiaSc4S4NkeNR79vq8LfuZytFuowsLCjCFdslGpjuXpn70zc4lU3gAmBC6DE5ptRwOA4DFduyq87xn3qbe63cY6LK2/H3G17hamRBmDkygGbmExzbwA0l0qYKI4PkOoDS68woFHua0eePsyfq98MLXp6vLSMggVvaYCm55kycRw2UH/AFghh4c3jwKPR5cB0iADyWrZg80e/oPef7l5ZnF4A76Q54+y8t1fuK46c9oZR74bH55vrTTq8927SK8fIb+QDQ49l5X7XU8rK4g+5++D+3qHDhtBlGx7gskxUnYARJpnLNUP26t4eGS8fBHo8uA6RDPNHhSPYrfrKWOTE+TAeR5LnD7JSnV5nnKvJ4o+qQ/54+MEX1fui1KXJN8jyRJF0OM8pSf2upjjETYfc9ofzZHoAau52Qbm2ivlQTc4NcEYIALVUB4OLW8mnIeCPp4dYZp7GPozof6iP7X5olPMlH1PJ/nj9kverzHIU03MUfVMmuePjHEdX7vt6k+ZfoDs+niARxkzh6IZbKY9hJAOI6cBxH8WR6AEaaLlkW47SZlTdusDcMSf7FVzju63x6NOc80eHT0B5QzK3XhkysuNHwecBXu0B73zc4fFEnV5rumtDSKPqn3FzzeyzPq/dsbWa3Y9RNAGACOOFpkJxbqBx5MucOro5wcejp6hxoKUm29Uu4VN27waVaCAdyK54PI0eIach0f3dYUp+voyLVtXg84CNdID3so84fEJr1eaLkpyfFHvuu3nj7Kx/V52bUj3O9RNbSQARxwsVqnxbqBx5JuMPuejnBx6Okc4AcOD6Sb99l1m3brBpRgIfSqueEq2HiGnh/P0jw6aiGzruZetvR69qAsXAA957HnD7WbPq8zTVNk8Ue/KP54+zr7q98UDSbPvkRtFiUCOM+pq0JxbqYyEPMh06ejIhx6MZHoARpqnJFua8GBwTdYLNvTDlqqA4G4YIejTkRwA8OnOA6RABR3XgRU4tPHIrYEo9wW5zx9r6O6vNDyrqbKPfNDc8fZ+S6vfVC0vQT9AGFu+tuebYMemP0sp08kvA4c3iHHp6PLnFXE1ItzXJDmBN1gs7ImHLVUBwN0wxuAaeI4AeAcQHAdIgFWjuPruKVP1MOuUj5bhR9TQOePiVFdXmJ5XNIo912bzx9mZjq99EdUS3ZBANm+7FNznvMiy/YymMhBuw6dOMdvR5a5pSLfuu0B3brmTEuYfpVXoG5o4eHN4jgOgOIDw6eFFu4eqKz43+7/jkUSwD6mkNzh9g2nV7z5CmlsUeXLV54+MM91e+dOlBZ8j6m8QTQ4yEI0KP0upjPehIF6dOBDI9PVx6AzTO2kW/LVrG3bnAXBOj9iq543Mmbo09X4h4dPCohz65o2tO2Pi/LMXJoB9T6T5w/Zcj1e9eSrQ7aKPLqXPN7KTXV76wrNZh8iawJJMCOMi6kR4t1ADxYkQ6RLjpH8XHoDNaDbcm2CcSHdu/ZOZH7EV8t1AP3PV+IeA8eFTS3mZ27hx8fRiQ6AfU3V5w+yS/V70XFaTfRR742vPN9nRPV7529Zg5fIm2dKpgRxnlFc2RbqAGO9NwXp04znydXHo41o17yTY9xNRBN1xexXS0VDouVubyl6v7eHTwqae5IpaeNS8fVCC3KPqap88fZNPq96KNNL4o999xc8fGOD6vfA2pPbv0B2cJp6HGeUkxz3MpjxTRL06cdIdHVx6ONND2Rbjd1wn3brA3FBn+xVc4Cebj0aenHk6c8OnhVIbH1yZtW3o4eaIrtgH1In3OH2MW6veQ1pucFHvgujnj4xQPV75jUlNnyPqSPk9DjPJqofY6mPEpqXp046Q6erA9AgNNriQbjcFzYTc8+4YIQ+lVfJcph483hw6+keAceFIc+uTJtG1eK80QuIo+opCc8fEp/1e98lTmRR5fufnm8YYLq99T6qm4ZBAdi8KmCbnIWY+JxaqYyMAUOnTjGQ6ejHHo41NZyTcs/c2U3XOuCDEMNVR6LofGH3PDgPDrHIBxDFXW9h6HPLg/wC7/kRQzIDyC/5w+1wt1eZ6Y4Yo9803zx9novq99UzSrMv0BgX4btxx2dKp/YynTyPj7no7ejy5piiJFuW5prKbrjPRg8Gqo9F0zBvueoQ/nyHSAgFYb/xyNbRwMY+aIsMwHvIc84fauX6vMjOnLSPfVbXPN4wznV746SGTtM1luEwScZNsxXTAe51MZ5FZh04xjIDx6Ogc4EKcSvkBue3VBTdABJ6bOIdyq5EBuLUGA08Rx5A4gPAePCt6FlrVdcYu5/Dk9vgc1vt9motKdRXpvVfr3Wtm3bqFeAAe899zh9rF51eZYinYxR7+rb54+zkr1eeXFJEE4bp2k9IYjkRHZs7S4NlBDIw0SHSBejmjx6A4DniFOgyLUL1t8+5dYLMyZh+lFc8ZdwPANORHj0BXoUtDV4q+o0v52a/Dl3nj2z7SWWTuoJy9+xa1dz18+4SbXTOa2VtIm47P3fV5otynKFRP3+QRhUHhccyPk87ytKFuPkSW6sUxHAj3iuicG6ghkYq3w6QL0c0ePR0dYZa4eRbhfEGbducBcMuP2KrnjKyY9GntD0cQ6QHHox0LRoR7U25PX7lqTea7zx7R9p7Ta32acVFfF69W1+59wsRSBQ2ZR4ajCAOWXV70WgU3W4TG0WGwYQ/9Qy3kD93ztJsY+R9TdglocZByzHPc6mOFqNS9OnHSH4sD0Dmmq35JuXaFDqCm6wFwSpsA1VEcC/nPIBc55wcOnp6hx6MrLRoU5fdxS1PJniyt1ptc19/Ny1ra9W1cthRx4D3gQXPH67H9Xvfj69Sh0dNeU49+h3hQaehxkFGGfpZTHCAYB06cD0fzhgegQr1WmcFEyqFAwAYAMAGKJR49YDxD0DXJpX2MfQ10d7WAl7SS6uTuzffoUV3bQSau4Oze/oUV456QxwgYhWAdTVL8wKTbvb7MnO0O3Urmk1u+ENKzCPI5XFJfQcRRVXQIO7NoUE5kzqBwNqEo5KOHOH4RDEP3sl+aFZ7tHiLvc3fGqWNEv2cjIootHM8k6T7jSZpqKGVSdImyYRAqhxRMmGreHHJiFA2oDsuNLYmnYiUdNyjRC34t+o0QWQkl0lU3pQUBUqa6RwWMrpMuCmkwmEorAfIa6+x7HYaN+Mk4lxEhcK0eQGbZq8OCQodzaSHTRIbcgr3MGkpwLvNyGAHd8KRbOsXaZZLKLftbTkn7O2Fm5GsA7nknThZYGLhu4dNVllBImkc6qGhM509KZVxBMhjgmadYuzC+rRWhbTdQ7ZwxinjOdPNIuyAmoojEpshaFTH13eCqnkDCUE9wPhaw0UA2yMDsUgrptWFk1GTWajmzVpDM1H62TJI6ytQVT16VdBt7uTLAYQUE4pjr1DU3ZghsmbKzCGzF2yWOmsQj4qDtRfclAT7pMmsxt2gA73dkTwkAipoAMmpZuS1r9uiUQMpahGRLoQt9eRcBIJKDBqsHRnSyBxAQMsAiJSJGSAwbwyhjaC4E1lsitW64hZJe54JKI5GgI+2ESJuSKg97lFQTOiaM6UTay7sp8KB65qIXhqA0+vMaH2NaHw0f5RQtenK8woFN3NaPrhvZk/V74YXsrktWzB5o9/Qe8/3LyzI7z69IfC8t/grjpz2h+MNj/wDSafHdu0lPCm30h64b2Xlur9xXH2U57QyG74bH9dOPrTTyB56t3srmjwpHsVv1lLHJiPJ+w0l8JSnxPOVez/tkyH4QxX+ItSqGTKbkeS9cN7JSnV5nnOyryeKb1SH4bw3jBF8eH7otTs/ziqexj6M6H+oj+1+aJQzXtdz/APGXvxHIU0XN7Zs1+EkR/j7epVmSm9TyfHeG+yXvV5jkOymi5iG9UyaDeG8Y4jjw/d9vdlSt14ZMrLjR8HnAUbt8Xx/BAnxXdNaGl7Z9x/CzP/GxtZ1dpR73zeuG8USD5PNd09laGkQ3qnXEG9N7LM+OA/dsb2Up+voyLVtXg84Gf3T4so/gE1+KLlpzfeN12/Csf8bNqS7pKPeyj64bxCaj5PNFycOinF8Q3fddvrpvZWP6vOzbsqIbOu5l6+9Hr2oClcHiex/kyZ/Es1TbPeOUf8OvvlFA0o3AUe9Bj64b2s2fV5mmuymudIbvxj/XTezr7q98UD2UjuvAipxaeORTwP2Bbn8nsd8UPaupzxmhfh+S+VULVHAlN3Bbnrhva+jh8nmh5w6Kupshu+aG9dN7PSXV76oXsq0dx9dxSp+ph1ykR7c9rQPwJiviJ5XNL7Ls34ZmPlRHV1W6U3qagO8N4lRXV5iedlc0iG7rs71w3GZmOrh/6njuyi3cPVFZ8b/d/wAchcW9rSG+A2nyOkKaW3s5av4Qz3ynTpVWKPqaw47w3sG06vefIdlNDYhuXLW9cN4wz3V750+yohz65o2tO2Pi/LMVpr2vZP8Ajcj8l5KtDtr2dS+FJr5VhWdTRR9T6THeG+y5Hhw968l2VodtkNy6l66b2UmvIHvrDsqaW8zO3cOPj6MQXXtbK/CS/wAkXFaTfXjG1/j0T8p29Zq6KPqbqjrN7JL8OHvRcVpN8JKDcbXChx+nYnq98zfs/nq9GEqkZRgr2Y22rClUpyqNJe/VzRnLf2tE/hNP5Io01PvHC4vwkgvlA2pXbN1PU2SAVBD6ppcOHvSRDqpqeoD33XDlY/G4oQegPPzfsrqpaMtUlrhdf36vd6o4rTpywQkrql93de9jT8NiYmNvahffBi3yIa03uPGC6PwigflMalZqiUNkz0NRhDk1Xpx7y2vZ1cKblyDy9cvrhvGCD8ge+Q3ZXdT0HUiv7kkr+7XtuXu7zzLT9qqM3/Ypt3d+rY1L3/4/yQ7hIY2xWEKAce8p+HH8HyVPYpDy/c2RDjcEEP4rpfDUS4Cm9RqGHeG8TX3Dh5hJ2VNZENy9cnrpvZ+E6vfO97K7IaJoQj25Xt33fyo5Hk1ftDa6j+7jdFbdmu/e5+9C1Lok5Bf5yP8A9OlQ/wDh6Y4gpQuWaEAAMzsZ8qJil2XKbkF964b2vFR8nmjo6KYYkhu+SZ9dN7OxnV76Jfsr0PwtGjTvpxS2Zo8udvtVpndVqNq56r9Wzu2Co08SnP8AJkv8Ss6b/wDWm2/h+b+UVJ7Qo95bn1w3tZrj5PMzTspu0G76Lc9dN7PzXV74fRXRW5Y+VnHS54ZoVoLxRffyavPiaJpzHx4t34alPjhxSVBFN3pPvXDe1q7HyeZonh0U5iQ3fvbwb03s1KeQPPDjsqLRyxyZNH6ZoS7Z8W1/wCd/FNu02w3j1B/hFMfG0pShbRTDba/rhg/9BuurzTb3ZTbDEN39QfrpvGKY6vO0p2Va0bjxyZWjvfDNCpGe1nH/AMZZfJJpTZbvtjQ34RS3+PnaUYwo+powHeG+yWXDh70mnZTZbpDeqLDBvTeMMrx4fu+d7KWjhy8HkyaO+vFZoXI/2v4H/qx/yfj69S15Zjym7wIId4b67H8OHvfj+yvUoBgADOe2vM0r7GPod+jvawE/aEfTyf2739CiuraUIhydj/ffoUV456Q0wo5hmA/vZL8wKTruua7oe+oxii6Zx1vLNyBv14pZ33c8OoYoNt8moUrU3BLQZQDAoZXSUBEMC4QfsJH/AMVS/MCli8be2fyt0wLi7Z9Ru/FQvJ0apOKtkHyqShVCG7lBQpFzpnEpijpEQESj5C4ARbU2o7TLkYRkAuvDxl4yDhLuttJWy8aEjkDM1Vsiid2J3GpREyZTlUIHNOIlyTSMqydr94XatBT6jOGbwMm+aRK7MqKpnhXC0aR2KxFt4BBTA5wJo3eRKAn1h4NMMrs02UQ8IuM47ds27Ryk9Vk3lzvSOkFN2dBPL07jfEJoVUIUm8AnrpwAOeOZbSw9lcbdrc7BJs0miNCrN49CUVTKVEiHcpVyMyqAmBiogCILATUBQ06scKArb42g3VbtxuDRpIoYOGNDpyCK7dQ7tyZ+7MgO5UKoUqe7DQcNRD6xExeZjI92zG97tuR2RC6ixAlk4NjcDHk5BRMW6TgVAFBUTqH3hi6SYUACAbJuYGOM99Y2zRC44FeTPol0m6DONQczLjU8IzEyiWtEyuHZkTKGUA6hTmIY2vIDxrvsG1dnlsnkkrEUSOZI5GDwhZRV6LXc6tDUAUUPuCJ7w+ES6Sl1DgoZoBvry+gsTue0QwpwmT/sZvfDCj1dleoK8xofY1ofDR/lFC1yWrZg80e/oPef7l5ZkF2sQVn/ADVPZaWH62b9xXH2dv8Af1DTntCcJmuGx8FU4JNOlIwft1bvZ2f5zSg8+vSHwvLf4K46c9ofjDY//SafHdu1zR4Uj2K36yljkxCkliDDyPA/GRlP2M3mec7O2ryeXIO0iQNpUx3wRY/Wzfui1ezs/u6wqmk/YaS+EpT4nnKvZ/2yZD8IYr/EWpVPYx9GdD/UR/a/NEW5lYnqez5cH4uXv7GbzHIdlNNyrkHaZNDpU8Y4n9jN+77f7Oz+7rClqa9ruf8A4y9+I5Cmi5vbNmvwkiP8fb1St14ZMrLjR8HnATLsWIMAIAB/FEgcSGD9q7o7O3+/qGtCScJ+qdcRtKnGVZj9aN+7Y3spAu3xfH8ECfFd01oaXtn3H8LM/wDGxtKfr6Mi1bV4PzQM6uhYg20iAAfxDahxIYP2ouTs7f7+qnJ8uTvtuwdKnGVjx+tm87NuylC6fFlH8AmvxRctOb4BG7rtwA+ysf8AGzappxcr0l1cybTOMHFyd3/1ATLgWJ3oMgwf2tGYeAbzNM9nb/nFNk6uQbyj+ap7Ovv2M3vigezspZn0jmtBiGMf/TNmHH4GmabZ1IRvGPHIY5cfD/8A6KCH/wDldNKw2iauUHr2cszhtGlLHSqxcqi/pvvud92q7lkL0EsTuC3Oapw2fx4fWzeaXnZVzNrkG5obmqez8l+xm99UKPV2VXQSIAxtzJs42fx5f/iXlXU0QvfLDiIZxPSXyphhrqp6JtL/ALckk33v6X9x59f7Q2JVVVg3JLuXiud3eitt1cgbNQDSp4lRYfWzeY3YdVc0lii8s4AKpwmZj9jN7544ersrvtwpS7OAAAxizIsP/g3ddiX2VZ/wxL/KaPrqhoRr+mc/dqXu7XpdsPPrfaeLm50qerbrfu7OzG/b7veKKo52bQ5NB8hCNA8AfehIB1dY/wD9pqbGKE3a4iB+E/Om+tm6BuYg9VUCvtcxHwI0+SL+mdv7N2x8PzvylTrt/JrNRu2u/wB/ub5e9I4Kv2mtlpeq6N3csOd/JsT5jdd4MkQd4OXUgPgGxxtmRDq7a0G3FUizaXMU9k5kfrZh6bpz1f56KRZrxAk/41IfJmRrQLc9m0vhOZ+VIV01LFZ6ME4QS1+jPP8AzO2WqTVWo2vgtq5LUZ85VTLs8VKBTh9UVh4Jmx4qLh1Vol7uExuJtzVPsyL/AGI3vlb9lZ+69rtX4SW+SbitFvfxibfx2K+Uret6qUZ00utaOKEpTjOUne/+jOEFiBs6TLg+eUkh+tmx4qIh1UzvVyd9twDpU8YYT9jN59bj1UuIe1wn8JpfJNGmd743XB+EMJ8fN62q7VhnEzhsfXJic2VJ6lD0uD55NV9wPvMah1f56aa11ycvXKOlTjcEGP1s3vkMPVSu29qZ78Gq/ItrTYv7PXN+EEF8pDUq8vFeaJFPY8cmRLgWIOxuGLpUz3mvg+tmx7Ak8uKmM1yBO3IOlTjPQg/Wze+d6PVUa4PaZhvwMffEBKmsvZ65fh+D+VD2sXw8fnRouJh8rFiXWJyE+DB/a8WL9bN08kejo7aYIlcgXHMDpU4zkYP1s3vnlx6qopf2Bf8A8na3xRTDE+Mkz8OxfyomK0q8L4ZorT4nxyYntFid5bkMH9rNcPAN5mZ9n9tN2/J30W4OlThPzX7Gby3DnqpUaeJTn+TJf4lZ03/60238Pzfyiqa3LHysilzwzQoQSxAtJ6GD8dmzsvgG6eR4ns6O3opzFwTv3t4dKnCak/2M3ndx2UoQXii+/k1efE0TTmPjxbvw1KfHDior8scmTR+maEa2liBba3A/iI7L4BvNNvdnZ002Qy5O/mDHSp4wzA/WzedZTspWtnxbX/AJ38U27TbDePUH+EUx8bSlWtG48cmVo73wzQnxixPU0YFwfPdLL9jN702gdX+emmu3VyBtEhzaVMBcMr+xm/d872dtK8Z7Wcf/ABll8kmlNlu+2NDfhFLf4+dpaOHLweTJo768VmhXj1id4EEGD8FY/wDYze9+PDqr1OUQMAGDOBDPEMDXluP9r+B/6sf8n4+vUteZpX2MfQ79He1gJe0Yurk/s3v6FFdu0DH0hn/e/oUV456QxQoYhmAdTZL8wKzfaGEnGbR4aTtGDdvLikkG7HLhkRSNM0IucyhlF86250SqqKZL4eopdJxxo0mH9iGP8WS/NClSfvidjNosTZzSMh02D1sVY7yTkVGp3ChjKBuGhQSOVZUhU9ZyCYo6TlEOGRoDKo20L7tqVeTW0C1++pq3uMki7CNQUcqOlFIhRAzgqSuNZAOciQJkDBAObgBUwx2bPbGum25G34Kas14aWi3rGVWmSEIoiRmlCkanblXzkT74p0gS8oG3nQIjToy2t3dJCeHj7KgnU8SfVgxTQuQ548N0z7oWOLkGusDENhEye5yCg4zgDCX5ae21/drmIfNrPSQt+UdNo4z08kIuUXazArsCi3BHSKYaypCfegOvI6NPGgKW8Yiaum5kHzSyJRF3cSFtOY+RXbE1RINHqjlyk4EDDuFCJnHhkd4ZXQAmwOLHYdb0lGuCuHNnureCPt2NgnpXCRExev25lRWUKJREVSF18Fug+8HAjgcXt37T5K17jWYpWw3dwsdyWWTkDyIpLInfOTIEBJDdGBXRghziKhOafm6hAQru2d7RZi8XJW85azeH7siGk5HCjIi73rVwJwAFcpJgmqXSXUUonLzwwccDQD3Xl5Arjue0fXU8csnx62Pvhhe3rxXqGvMbdyw7ntQvdKOSzBhEN4GQ+r8Obr6iiP8AMNSrDUtmqDS5a/fr9DtselKOjW3VTd7T1Xck1za/yX8kF2VzvX+VUvZaW/Yx/cVxffen8YdXFy2gld98Nj6lkh9aaYwkIft1b333Xj8Q9fBTdOmIqvhBygOZWUHww4/Sdwcf/wBg/rB104X7IMFJ6yt29bm0ptAHChRx9WYAevqKI/zD1VtHQ0oyVGU973dxer9pYTmrRCm/6OTe2/V3PvEOSTdjDyPPIP1RlP2MfM832+n8Yfz3s6i8HaPICKqWeX4vjuxxnui1fJq7A/EPXwqJF4zGIkMO0RzISYh64HH6kzQf3iH4w66u5x8yNtDkFCvEBLy9GG1AoGMA4tjj6Oab8Q9VdMdB0VJU5Sb1X8uTS9Tlqfam0y/uwhFNaub26+9dwuzCDodn08ArJY7peZDdj5kkO2mi5EHI7SpkwrpZG4oofrQ/u6Ax7rsD+3r4Lcw8aDYU6QHSOoXDwQDWGRzCvwD+0QD+ema43zIdo8wYHiAgNwxY53geR9A5/NN+IequlaJssJKPZvxfJr6s4p/aC31F2+3c/clz187/APFCjdLdXkEdapBDvTIHAghw5Muft7TfjDq46Akk5DaVcA71HUMo0yO6HAj3ZHeTV6KQbpdtDwQlI6SMPeoUMAcB48mXNw//AGL+MOun1KQYeqRPn7tb6TSbQQHeFwId2R3b2D+Ktp2Oz0tyC2d3vX1OT8ytlfXUqSePj9F8BEuQi4W2jlRPHeM1wAJiHDkm4u30/jDq4t70rrvrur15LPKbDI7oeI8qN/vqT7keND24iUrpER7x2xcAcBHIRVxAIenJg/GHXTc9fse+q6T92oaTSTAQHeBgQ5UbjnprqqJRaS61xOGMnK9yd/8A4xWnyuO9Nl66nj1OGfDdj0cjzHDp6enj2h1cWibK5772GVkvZx7+xj74IP77rx/b/Mqz7xoNpsi91I6g2cMyCGsM6uR5cMenIh+MOumibfMjXewErxAfq496FA98EIP9wCP8w1afEhjkRHclhmVEIVz3Db3rqXiEwx62PRyU84eF09tXEyV13yQ+Vkh+rsj0Jj754f77rx/njVNCPWYMbeAXaPNsNgQfXA4GCKdgIenIhVvMPmRrkiNLxAcTsiPBQPLc8OIf2AI+gBqk+NHrky0eE+uaOi3iufU64LJY7zoz9jHo5Ed/fdWf88K5pFc912h66ljleWx62PD/ANSx/wB914/zxrqt98yDZ3pF4gBu86MLjeBnIQjsBD05EA9I1zSfMu67RDuxDJZeW1BvA4ZuWPEM/wAwCPoColxMflZK3MPmQvqlcep1Eeup45Fa8N2PR3pP+3qz/f2UzNyueWrYwslnl6cx62PT3yE++6/8+WlhV409TqIJ3UjqCGagIawzkLTflEPxiAekQplQfMgmrYMLxDAT04YR3gcAG5CCA+jAZ9FaVuWPlkZ0ueGaFmZK47wpL11PHdMhw3Y58WpDt6s/54U/28V1y2lpWSD6pzGMpD76A++6/wCzh21n0y8aDYckQHSOoXMgIBrDPG2pAA/tEA9I0/28/Ylm09T1AMSUxnKgcM3OBuvq4+iqWncXj6MvZ959c0Irorj1PVR3qenlFbhuxznvUX7er/PkrQ72K774m2Vks92Rf7EPvkb49111nbp40DZ8qQXSOrlFYcawzjvVXDP4xx6a0K9pBgNwthB63EAeRYiIKF8lyICPl6gzVa3Eh13E0tyfXeICBXHqdJiCqenlJLhuxznvUR7er/Pkpmeldd9twevJZ74YX9jHz63x7rrpXQeNA2dppi6RA3KSQ6dYZx3qohn8fD00zPXzHvtuA3diGBuGFHO8DoCdbiP9gCNa1dqwziUhsfXJio2Kv6lDz1xPHJq3DQOfExt29XD08eymtcrrl25fXks8vwefWx4j3yGx7rrpSbO2vqUvCd0pahjlgANYZz3mNi/38PTwprXfseXbkN3Yhg0/BmKO8DiAXGYREP5uPopV5eK80SKex45M6rgK59RyGEVUtPea+4bsc45BJ5dVTGZXXLtx4WSzy9CZ9bHiPfO9x7rr/wA+WoNwPWY7HYZMHaInCznxRLvAznkEgYx15qYzfsQnbjML1AANPQhijvA4gFzvREQ7ADj6KxfDx+dGi4mHysXpcrjkJ9lVPHqerfsY+DyR0dPT2/2UwRJXXfHMYWSzy5GZ9bHiPfPL49115/zxpdl3jMYJ8AO0REdnqxMbwPC5Jxj058lMEU+YluOYMLxAANORhgEVA4gFzy4iPowID6BrSrwvhmitPifHJiq0K47y3PrqePU0X9wPRyMz4dPTjy03aXXfRbnryWeX5rHrY++Hj7rr/wA+WlBo7aBZjkouks+pouTGsM6uRmgY9OeFNoP2I3PbhgeoYCemhEd4HABuHIfjDj6Kmtyx8rIpc8M0K8EVx3pPcKp49Td2I+tj4PI8Tw6eno4/2U5CV137W968lnlqTwO6Hzu4z7rrpLg3jQtpPQF0iAjs3dphk4cTcjxIafTkBDHZTkL9h37W8fu1DSEzJiI7wuAAZdwIeXq41Fo5Y5Mmj9M0JltFcd7a2FU/ER3nmD0ck29w6eno49g8OPBshiuu/mD9eSz3wzHHdj08qyn31KNtPGhbbWAzpEM2K7IGTh4XJVvBj05AeHYNNkO/YhfEGYXiGkLgmDCO8DGOVZMc+jAgP89WtG48cmVo73wzQqxhXHqaMB3qenullgN2OfFNp29XD08eymu3iuvVEhwKskBu+GVwIpjj7Pnc+69NKUY8Zhs1YEF0jqByyEQ1hnxUaF/v4enhTXbz5iXaHDnM8QApbhlRERUDAAL+dEP7w/GFLRw5eDyZNHfXis0LseVx3gwXrqeN7H4Ddj5gj+3q/wA+SvVBdQFADiAmxxEAwAjXlWPeswsGDILtHUVRhkN4GQ+oDAP7wEPSFeqSHKoUDkMBimDICA5AQ668zSvsY+h36O9rATtop9PJ/bvf0KK69pQCPJ2P99+hRXjnpDVCDmFYD+9UvzAqguyxT3ZMRbtzdkq0jmKyLpWKb7kEXS6CoLIKGMYgqFEigFMIEMAG0lAwCAYG+g+ELHh+9UvzArLtpw27HbULcl5KPRm5BVJBm3jnMUusdokZwIKPWbkoCm3UTKYTrZ5xk0E8GJgomAuh2LszFM+Pfl0mnzO03QTwGZlel0N1G5U9JW4ICTdrKBxSEcmA2dRSiXuiNi9sQMq0fQ8lLtWLDdKNokq6ZmiblNmDMjkNRBVFQECgXAqCTIahKJ+dWTxx9mbqCIA224Rsd3cijmSgUoN2DZo3Fgqk2FZuCeDFUUQBcdJeauojkNZdY9mz5hMNrjtw91xUz38slmJnD5dsuoYkKWGJvUzLgAlMn3SKgGT1CIuB1YEcGoDWneyWJkJOOkpC451yDRvHoPW6qyIpSp2RzKNlnXrWoVCqGE4imZMDiAAYDFKBQl2Ls2irCMsdlLyskYzVCPbjIKpnFoyQE4otkhIQnMLvDc4+o48NRjYDGb36shcd7x0nGx0ovMOkbee2k8OwcFTbpC8UO+EpjFAG5xbfXyH0CZPdEMAjgoTdgTRum9cOYyKkWOuDji3ALxqsgLie1LC5OfeAAKL8Q3ihc6tSYZEADAG015rb/Y1p/DB/lBDV6UrzU3E/c1p80vswby/wghuyvV0ZtfispHn2/YvB5xI7v66++FZX/B3DTjtA9n7J/wCk0+ObfpNdifevuaX2VlfdfvO4eynC/wAVOX7KyQv1pp7r/jNv9lejU/UU8cmcUODPD0EmS9iJH4Rk/iibq8nfbGkPh+L/AMRa1UUiJ+SJHml9kJP3X/CJrsq7nRU9UWQyUueX4z3X74tfs9FavjLweaM/9N+KyZRTHiBPfxl78SSFM9ye2RM/hFFf46ApWmBP3gT3NLjul55f+CP+yme4xU9UiZ5pfGGK91+/oDsqJcRY5xC3HhlIU7r9gR/BMnxZc9aAl7ZdwfCjT/GR1Z7dQn5CHJS+KhPL/wAMubsrQEhU9Uq4OYXPKjT3X78juyor7cPWJNH19GIVzeLSP4Ctfim46cHvjZdfwmw+NG1J1yifvaRyUviM18v/AAm4uym96KnfZdfNLnlNh7r/AIo37KmrvLrnEinsfXJirP8Aiiy/k2Z/E8xTTOeN7D4ce/KGDpUnxP3pMuaX2t2fl8nI8x2U0zgqd97Dml9nHvuv4QQfZUz4kMchHclhmVEJ9g27+AMf8UvKuJrxkh/h6R+VENVLCCp3DbvNL4hMPdeTkp52VcTIqd8kPkpfZ2R91/CiG7KpPjR65MtHhPrmjot72uf/AMNi/iN3XNL7Ks/4Yl/lNH11W8Knqc+CXxNi/df8Ed9lc0hU7rtDml9l5fHO/hLH9lRLiY/KyVuYfMheV9rmI+BGnyRf0zt/Zu2Ph+d+UqdK6on9TmI5pfYVp5f4JP8Aspmbipy3bHNL7Pznuv4Sp9laVuWPlkZ0ueGaFia8QJP+NSHyZka0C3PZtL4TmflSFZ7MifvBkuaXHdUh5f4MyPZWgW6KnLaWCF9k5j3X8KQ7KpadxePoy9n3n1zQiOva7V+Elvkm4rRb38Ym38divlK3rOXQn9TxXmlxykt7r+CjjsrRL3FTvibcwv2ZFe6/hK37KrW4lPruJpbk+u8z5D2uE/hNL5Jo0zvfG64PwhhPj5vSsgJ/U5T5pccpJeX+CiPZTO9FTvuuDml8YYT3X/Hm/ZWtXasM4lIbH1yYptvame/BqvyLa02L+z1zfhBBfKQ1KLYT+pO95oY5NV8v8C2vZTYuKnL1y80vjBB5538JDdlKvLxXmiRT2PHJnTcHtMw34GPviAlTWXs9cvw/B/Kh7UG4BU9RqG5pcd5r73X/AAEnZUxkKnL1yc0vs/CZ538J3vZWL4ePzo0XEw+Vi7L+wL/+Ttb4ophifGSZ+HYv5UTFLkuJ+Qn3NL7Xi3uvJyR6KYYkVO+SZ5pfZ2M91/CiX7K0q8L4ZorT4nxyYqNPEpz/ACZL/ErOm/8A1ptv4fm/lFSe0E/eW55pfazX8vk5GZ9lN2VO+i3OaX2fmvdfwh9FTW5Y+VkUueGaFaC8UX38mrz4miacx8eLd+GpT44cUlQQn70X3NL7Wzvy+TkaJ7KcxFTv3t3mF9mpT3X/ABdx2VFfljkyaP0zQl2z4tr/AIBO/im3abYbx6g/wimPjaUpQtoT97a2Cl8Q3fl8nJNvdlNsMKnf1B80vjDMe6/4tKdlWtG48cmVo73wzQqRntZx/wDGWXySaU2W77Y0N+EUt/j52lGME/qZsOaXHdLL3X8EmnZTZboqeqLDYKXPfDK+6/f872UtHDl4PJk0d9eKzQuR/tfwP/Vj/k/H16lryzHifvAguaX67H+6/g/H9lepQzjj015mlfYx9Dv0d7WAnbQy6uT+ze/oUVy2gG09wcP/AHf0KK8c9IZIYMQ7EOpsl+aFLspeyrfaCyshhariRW7iLIPHpXCCZWaCih0ymAhzAdXnJG1AQB08zOdQBTFDDmHYj+9kvzQpWvWx5u7bkt92SZjkIeJeISCqR48FHpF0Dicot3GoN0CgDu1QEphFPUUBLrNkCGO19s7i2zyCs24JB6+ll4hrHGSSaOTGSSOqdU5XBybpPQmPh4NkxCiUDGwHVb222FueSi0ou3pcYmVVQaJSym5KgR2syK8IgYm83ud0YoCYCCUDjozkBqTK7NpY5Rf25dSUbMIzTmXaOl4/ulEgLomROiokChBUDSbUAgcvPKQRAQASmrLe2Jja8gwbxV2Ld78adB6hHLNCnWF+ixKzIqdcDABk9BCqCnuwHehq1gXmUBdXPtSZWxcgQa9vybloh3ByhKIiiDZiL1cyDcpgMcFDiJy84CFHQU5DDwGudh7S218uFG4W5KRAnYNpZl3cKOXjFcTgmsUEzmEg8wckPpMXUXIcaqpPZPLTb5ivL3mDhsshFhcKPJpSDKOGCgqpKpmA+GwHVEBUJpPkhClKJOJjWGzvZy+spQysrc4zRm8e2ho4e5Ab9zsG4nFMp8HNvFh189QNIG0EwQuByA8V5rb/AGNafwwf5QQ1elK8xt42O3Fqn7gbajTBtQ7ouR+r0OHHh1GMHoEeuvV0ZtfispHn2/YvB5xPjv66++FZX/B3DTjtA9n7J/6TT45t+kZ1GxwKvgCPbBiUlADCReAAzuDAdH3pf6odQU3X5ERSU9Ze6jGhNabQTaUShkeWIAOPDqMYPQYeuvRqfqKeOTOKHBnh6ClJexEj8IyfxRN1eTvtjSHw/F/4i1qW5CNjixMgIMGwYkJMAwkXgARMyPV1lKP9EOqrqbi4wm0KQSJHNSk5djCaQRKAaRcWxkMY6Oeb+sPWNavjLweaM/8ATfismVUx4gT38Ze/EkhTPcntkTP4RRX+OgKT5iOjwsOdUBg3A5XDwANui5AAhX4hxx1gA+kApmuOLjA2jTBAjmwFC4YsAAES4wL6BAfJ5dRv6w9Y1EuIsc4hbjwykLd1+wI/gmT4suetAS9su4PhRp/jI6s3uiPYJwYnTYtym71SmyCRQHIxtyiI9HTkpf6odQU+pREUG0efSCMaaCybQpS7kuADuyO4AGO0fxjUV9uHrEmj6+jEu5vFpH8BWvxTcdOD3xsuv4TYfGjake446PTtxE5GLcpu8dsfIJFAdQxVwiI9HTkpRz96HVTc9iYsLqulMI1rpJJMClLuS4KAyjcBAOHDgIh/PU1d5dc4kU9j65MXZ/xRZfybM/ieYppnPG9h8OPflDB0nT8dHhajJQGLfUOzlooJt0XOrkiXHV0dOSlHP3odVNE1FxhLuYAWObB9W3nQiXyT8IUPJ1GMHoEeupnxIY5CO5LDMr4T7Bt38AY/4peVcTXjJD/D0j8qIal6EjI0WVviMe2ETWIxUN60XiYYp2ImHh0iIAOeyreYi4wlyRGmOahmdkAHCJegLmhyh5PuTGD0CIeWqT40euTLR4T65o+297XP/wCGxfxG7rml9lWf8MS/ymj6hW/Fxhtnes0c1E3efGHyKJc6hhXRhHo6REAHPWAV2JRkb3ZaJuT22Ty8tqHclybFyR5Qzw44ARD0CIVEuJj8rJW5h8yKVX2uYj4EafJF/TO39m7Y+H535Sp0oKx0eGzuJUBg31DDNTCbdFyIjab8wj0dOoAH0gA0yoRcYM1bJRjmogM7OEENyXAlC5CFAOjoAoiHoHFaVuWPlkZ0ueGaKCa8QJP+NSHyZka0C3PZtL4TmflSFZvMx0eFhySgMW4HBy/ADbouQALbkDBxx5BAB9IANP1vxMWebT1xrU2qSmAHKJRzi59IeT7nh6OFUtO4vH0Zez7z65oTHXtdq/CS3yTcVot7+MTb+OxXylb1mTqOjx2fqqiwb6+UVi6t0XOAtVcwBnH3QAPpDNaFe0TFFuFuUsY0ABeRYCAIl4gNyIAPk8oCIegarW4lPruJpbk+u8R0Pa4T+E0vkmjTO98brg/CGE+Pm9KCMdHm2eJqmYtxPyikXUKRc471UTYzjo1cfTxplexcZ32T5OTmukLghQANyXGBnUCj5PKAiHoEa1q7VhnEpDY+uTFtt7Uz34NV+RbWmxf2eub8IIL5SGpLbR7D1KnivcTfWEcsIG3ZcgPea2NnOPuud6eNNS8VF8u3ITk1rpJPQhChuS4KUbjMUQDhwAQ4eilXl4rzRIp7HjkzlcHtMw34GPviAlTWXs9cvw/B/Kh7VTcEbHBsehlgj2wKDZ744n3RdQmCBIOc46c8amM4qLNOXEQ0a1EpJ2FIUBRLgpRuZ6UQDhwASgAD2BisXw8fnRouJh8rKWX9gX/8na3xRTDE+Mkz8OxfyomKVpaNjgg3xgYNwENnyyoDui+HySA6ujpzxzV/FRcYa4pcho5qJSTcaQoCiXAFG5pcogHDoEoAHoAArSrwvhmitPifHJi408SnP8mS/wASs6b/APWm2/h+b+UVJLSPYDZrk4sW+r1NVlM7oudYQ7QQN0dOeOeumwIqLC57dKEa1ADT0yAhuS4EAuDSAdHkDgHZwqa3LHysilzwzQvQXii+/k1efE0TTmPjxbvw1KfHDikSDjo81pPTGYtxEuzl2qAikXgfkeJHV0dOREc9ORGnEYmKC9bfTCNa6TTMmAl3JcCAS7gAAeHkDh6Ki0cscmTR+maFO2fFtf8AAJ38U27TbDePUH+EUx8bSlJVtx7A1uLCZi3EQsZ2qGUi8D8lW+Oro6cmMOe0eumuHiowb4hExjmolGflyCG5LgShKyYAHR0YAAx1AFWtG48cmVo73wzQuRntZx/8ZZfJJpTZbvtjQ34RS3+PnaS42Njh2bMVRYNxOLlkAm3RciA2o1MPHH3Qib0jmmu34uMPtCiEjxzUxD3DKgYoolEBAH84AAIY8gFKH8wdVLRw5eDyZNHfXis0Ucf7X8D/ANWP+T8fXqWvKUfGxw2FBqCwbCYyjADG3RcjmAYGHPD7oRH0iI16rTTTSTKkkQpCEAClKUMAAB0AAeSvM0r7GPod+jvawEzaQfTyd2779CijaQTVyd2b79CivHPSGeDHMLHj+9UvzAqdUKEDEKwD96pfmBU2gCqK+irHsudK3uRK3lRjnAElljgQjEd2OFjGEQAoF8IRyGMZq9r4IAYBKYAEB4CA0BnGyO7GcpDtYi24N66i2Sy7RaVSnuVmRVSFKfCLtdTfuUx3mkpgLgpiGIIEEmK0iulmzaR7RFgwbJN2zchUkkkigUhCAGAKABwAACu6gCsjS2RXGRKFTF9G5jHxnSnrinOKMmwd4LzOnQzULx90YvkyIaFeFyjaFvOrhGCk5cjMCmUbRwJCtoEQAThvVEyaSgOowiYMAAj5Kj25dE3OPFG0ns5uK30yJCoVxJLxx0zmyAaABs6WPq4iPEoBgB45wA7UbROhudbfqZVaMau911cIC+xy5VTuTA/jA3z165DKinAqyEomUPA6QGQSEewh+zN7c+zubm5O3nrZ0xISIIiVYDnPk2h/GOR04L9wwVDjjiYnkyIUF8bYrtt275G3GMNHN2TVRJPlF62fKptkxRTV7qV3KYkFI5zmbkKByiCiYiIiGSldlb2k2uzqOvhxaj9R25bsHDqLbIrLOECrnSBXCZUxVOKRVDnEoJ6h3Yhgo9Grt1ZyU29aM1ZKai48mI7vYxcy7F01JIRgGXdPFyiKimAKqxkG5QHmdIGepiPYU3lwA2ElspuF5dTqeTexxUV5Nm9KQyh9QERVhjmAeZjIhGLY4+7T7cWdoXjtAmpRg7mLYRbwc0d2DYgNHaDxgRIw7szoq5CgG8KUObpKIGMUAA4ZME64rzu6NuZeGt6wyzbRgwbP3ihZIEHJirKLEAjZI6e7VOXcCIgdZLwy4zmrfmFbtdq/X19CPwdK7siW/wBi1zurYkoQkhFgs9VcKEMKimkAUj3LYM8zPhrlHo6AHy4AbiW2Xz7+7H8+k8jyoO5Rk+KQyh9YERcxipgHmYyIMFQDj0mJ24Y4K9X0rYr68lLbkgVbDInRjRaKIu1iN1lSpk3RwAwKHKmXh0CJuHDFKuz/AGq3PdNxLNDM7euCAMdJMszbLs7hJkschzblfWHPEoEKBjEEBKKieogAYdB2+s3ff1q+g/B0rrrutf1Kqa2I3RJRoskZGKKcYQsZkyimN4DOXR1eB4OqSRHrwQ/DoAWcmzqbLdspcAumO4fPEHJCbw+spSLtVBAebjOG5w6ekS9uJ+0/aSls3i+73ccpul0Fd0/WAQYt3ACQEyOlCgIokNqMbWIYwmYoCJzEKaRszu99eUI6fPV4l53K8M2SkYdUVGL9MCEOCqBhEclATimPOMGtI+B8gRK31p7X1q+gjY6UdghS+xK6JCITj0pGKKoS3EYYRMopjekZSqAm8DwdUgkPXgh+GcAN642Yzy03NSZXbAE5J42cJFFQ+opU3iS4gbmdIlTEAx5RD01GZ3xtiUaMbhfWhCt4ZyDJ0YhjOO7BSdrFIVqCYAIlXRKIGUMYu7MJylLpApzAybTbwmbPjWTiKbMyEdOBRcSL5JdVswIBDGA6hESiYdRigmAiJCgJwybOCml2+tLW31q+gVjpLYJMnsVud7CN4xORiyqI2mhACYyimkVyMH7cT+B4Gp4mPXgpuGcANzI7L595OtpRN5HgmjIuHglFQ+oSqSkc7AA5nToZKFH74xPJkQt9mF9St5kkCSDdk4SY7rdS0ek4SaPDH16kyEXKBgMmBS6tJjlHWXnAOoha+Mv/AGgNDSD+4rBPIQxZN+2auoIwqOkkUXSiJN+0UEDmyCYG1omUEdQetlABGjt9dtNvYFY6STXeVMdsfuRm2ikVH8aIsbZbQqmlRTBlk2S6AmDmeCJliiHlwA8M8KnSGy6fdyzB+m8jwI1knT04CofIkVmGD4oBzOkE2ahR++MXyZEHO817yRtpy72ftY1zMplBRBvJaypLAHSTJRKJTCHQI8M4AcAOQU9kl4X/AHk8nVrn5CIwinnJ5E2jJy3cgvuG6ogoCqhgDTvjkEMdJQwOOIw7fWclK/WSrJSS7JDi9lFwsbV5BVexxluQWcVrKofTvUY5dsY3gZ0idUohwzgB4Z4VyJsquAq0EoL2PxFvnzpX1w/OKtLtXpQLzOkE25ijn3Qh5MiDDM7Q5SNuV1bEdswuqZVat0nIuWSkcmgomoJgASC4dpGMIGKYDBp4DjPAxRGfdFzSsNYzq6GkAsR8k1It3C6EpjNxMJQMKu5McDAmAiY+7MbIENpEeA0/HVm77+rrh+EpXXdbbzOj7FLnNajGBCRi9+1j0Ghj7xTQJyQbmPEQ5mcb1cpujwQHy4AbdLZbPkkId4LyP0R0nIvVABQ+TEcS5XpADmdIJlEo/fdGQ41E2fbXbruu7G0HJwLNJu4IsAgg2eJqkSTLlN8IrJlLuFh4EKGTBrKAmMIGArHed7XRHXGzsy1bYXWfyO5OlJuWDtWNbpiDgVDLKpJ6CmLuEygQVCmEXBB6A4zLSFeW19a16kRsdKOzrq4T3+xO6Hdsu4QkjFgs4WdKFOKimkAViHTIueZngo4IYfvQN5cALNFbO5thIEeKumJildv3AgVQ+dK8z3cUPB6QT5o/fdYcavom45/vJcz87bi/KseR7vWDJM4mdHbnUIAoFOAGwsCYGIA+RQoZN4Qr5No16N1IhrNbPDNjy7tqmi9jnR5GP3Kpg1CdXdpKInAo5yokUgjgAMYRxUTt9aaubJjZKUHehcW2K3Opax4IJCLBcztRcDCopo0mhFWAB4Gc7xQDdHggPl4U1XFYEzLyqT9u5ZEIm4ZKiBznyIIyyT03QXpFNMSh98IeTjXPaptAc2M2ZEbPoGKF8VcSydwLnRj0jpgUSoCYvEVVNQ6C5DIJqCGoSgU1ps8ua4rngU3d12otAyZSJGVRE4nRUA6ZTgdMwgA452kxTABiGKYo5AAMZK3VpNNvYI2SlFNLmZ+nsWuclqFgRkIsViuyONe8U06QhSMMeBnO8IJv+XHl4VcONl8+tOSkoV5Hgm+lI98QoqH1ARvJJOjAPM6RImIB98IdAcaq7v28OIe4FLcj2UbHyMeRdZeOm1ToupPQppSSYAXmrGVKGopgEwAJylENQHAmgXpMXNHNY1race1WkpV6DQijwihm7YoJKKmOru+dgQSEgcQDUcuR8gy7fXltfWp+hCsdJajN0tiN0p2S4tkZGK7oWaHbgcFFNAGNb6MaA+BnG9SMbo8AQ8vCrtTZbPnkpd6DyP0SEpHPkw3h8lI3lheHAeZ0imOkPvunAcavbIuK/JGUcR18W8wjVDsUJJFNmodQWoKnOXuVZQQ0KKk0Bk6Y6R480AwJlO7trl0QN0PosBgYpBksCbZrJMpBZzJEAhTbxI6BBIUphMJA0lVEBKOcjkgJaQry2vrU/QKx0o7ESpTZTcL6wWFqJvY4rlpAuYoyhlD7sVVIwrUDBzM6dYZHhnT5M8KkN9mM8lJSz0zxgJJCTjnqYAofJSN5hw9OA8zpFNYpQ++Ac4DjV7clyXcnYLGet+FQZzsgeNIVjJlOcjY7hdIihFd3zuYChgEwdAlzgcYqTbF2Tsk+GEuiyJGEkE0hVFUhiuo9YAEA9ackx1+CoRM3AebgM1X8bWuuv9/835k/hKV9/Wy4Q32xq5nUa5ZEkIwDrWseCKIqKYBYzHufWPM8DVx68eTPCrRjsun20s/fneR4pu5Fm8KAKHyBEZh8+MA8zpFN2mUPvim8mBHo2zXttWsJJ3OW4zt5SBRj1VgcO2rhZVJ0QoiVNQqahQAh8ABT9ADwNjICOhMFrgZW93RPINn8sikooqlFkFMixgERKRMFT8BENIc4wBnygFTK31pLstkKx0ou9IylDYldCVvqxJpGK3qloKW8BgUU078zBBsB/A8DWiYevAhwzwq89TCe5YiZHuyP0MJOQeqF3h8mI4lO6ygHM6QJzR++6w41c2ltFmrsUYKBsruiLYPybwHz5aOBNIukRDWRN0dUBEQ06dGQEcCAYEQqNqm026bHl2bCCtpKRTXaisAKIuTmcHE+kxUxQTPpBEvrqmoMmJgC8amVvrS2vq64RsdKOxFHG7FLoZwbiMUkYsyi1pL2+BgUU0gudgxbgfwPA1tDj14MXhnIBfjs1nRuKLmAdsN0xkHjs5d4fUYqz5VwUA5uMgVQAHtAfJxq72a3dLXhbK0vJtG4qoulm6Thqkqk3fEJjCyRVQ1lKIiJeOeJDYEQwNLUNtJ2iXEunMx1jnaQqLtiwcs5CPfNpFQywJb5ZIFUyACSJlTAIiUQMCCg6igIVErfWntYjY6UdhURGxO6I+JUYKyMWY57aWhQEqimN8dlFoAbwPB1R6o9eDk4ZyAXbDZfPtLjjpk7yPFJnKP3xygofUJF3rxcoBzMZArkgD2lN0hgRaLwuS5od9FxdrWw3lnMhvzmM7enaIJlSAoiQFCpKZVMBhEhRAoCBDiJgxx67LvOTumUl2Uha8jCBGFbF3T5HSoKpwPrADlEU1SBpLg6ZjFHIhnICATLSFeaubEbHSi70IDPYndDe0WtvnkYsV0Fm6hjgopoEE4RBgOOZn64kY3R4Ih5eFXcVsvn2F1MJ5V5HmRaSj18chVD6hIs5klSgHMxkCvkwHjjJT9madttovB5eziJioSEmWLM77u+LYOFBmI5Ju4IiCipBDQYygGMoRLBBMUB0GOIBq0+6blRtSMLNO2DtyyTVKV2dskKhmyQ5ysYhcmMQo41aQEQARN0ANJW+tNNNiNjpRd6RmTXYvcyFsRsIaQixWZHamOYFFNIglGNWhsczPE6BjB96IeXIBsvprMNjG1p9tPIq6VPAOWyrBtIkNEOjLdwmW1D3E5EeG/IAAIiGM8ckLw1ahWNe01LRd2+RrSoQo39jmJ+0AuruD/7v6FFfNoZ9PJ/bvf0KKwNRlh+EQx/iyX5oVMqFCjmGYD+9kvzAqbQBRRRQBRRRQBRRRQBVdcMfKSsG9j4SeWhX66JiNpBJBNYzZT3J92qAkOAD0lEOIZwIDgQsaKAUbUtK7YtRpIXFtNuGWVBAO6WDhONFrvRLztJ0WSKpgKbOkclzgMh5K6bhseduC6HMyleUvDoox7ZGLGOenKCDkFFxXUVbGAW64HKZAvrhTiAEHSBB5wulFAKkHbt3MbIewchdTc8+6NIHTlm7QwJoqLrKnSOVBQ5hwmBycwTiHNxnFU6Ozm545aJ5GvuSLHIOmzl/FyblWR8AwGMCDxQwOAAR1CIKiqUwYKUqQVodFAJl67PRveaYrvpyVZR7Ni5SKEZKOGS5HRzoiRUDImADYIRQvOzjUIAAgY1WNm2p3noyUa2errRyz3fx6CzhVczVEUUimT1qmMY2VSqn6cBvMBjFMVFAZM12DRcffiE8g5duogFlHwIuZd7v2bjhpTSAD6FEBHJtJsCQQEMqEOUiTVtGtK67tjSMrUvgbaVMk4brrdyqLiZNVPRqICa6QkVJ4RD5NpHjim+igFe0LEb2XIyZ4mTdjFPk2+5j111lwbrE3m8VBRZQ5hFQDJgJQ0lAEg4CImEVaR2PT08rMqXFtAcuhUK673zNu7WZ4lRZZVUqihkngd0iTeJELwTwRAoF05HOo0UBUXIxuF3DClbMykxlETJqoquEQVRVEogIpqlDA6DhkoiUQMXOQ6MCkbKrGvm25JWTu1Vogoqz3TwrWedyZZJ2JymF0YHCSYNhLg4ARIBKYFhAcAmQK06igM8X2WyQ3NP3hCXjJwMrJvSLpC2W7oaLJkat0ikctFQ3ZucibJk9Cmk2AVKPRbXraEleVihasi8arul1WBnqyZVGqaoJOUlFhIBTHOnqKmfSAHEQEQ53uqbaKAUrcs+4rXkiJtL8fyUDg2WEwiDtyj06CouwMVTSGQzvwWOIB4YZzSvtN2YXleF0EmYO4iNWZGSCQtzyb9sBjJKKmVQ0tlCF0OSqJkOqYDGTBEBAigiGjVaKAULVta5YbZ0a2Vp0raYMi7BB2Q6j0jAyp1DIlIZcQOuVEDkIAnwJgTDIFzgFmwtmF1wVwGuV1Jmg87pJWJbXA9m2rwgApvFFDuypmIoYTp4Ehcl3XExwOYtarRQCNtPtS47oRYJw6DWQaI70rqMczbuJIsY2ndrd0tSHUEU9Jw3Ql0m3uoRAyZc2Ozy0peyoEkHKXY9nipFT3SrzJlUhBMoKE3hhExyCcDGLrETFA2nUYADDRRQHmidbQaVxyDb1VbEQfnfODDPOL4dJSLIxlTCUAYgpuhMkUQTAgqFIOgMlAoinWzbUnirG1gWbbRmtmrg5S3b90s1STWABydATuE1CFE5APgwEESiAGwYAEo3LS0LYZPH8g3hGoLyTnuxycxNepbQUgmADZAuQIXIFwAjkw8RERkzUHE3FHmiplkRy1MdNXQYRASnTOByHKICAlMUxSmAQEBAQAQoBW2dSEK+Xe8k7alb6EpCCZI7qMVBqGR5wdxIJiGro5+Q4cMcaVJt3CRtzTb5f6IGNgJ8r8BbNnU0ms1Ta7tPDdxHqqFIXnApkyYkUEBAd4GdIa4gyZtREzVoiiJuAimmBc/iqvNadtnl3c6pDNlHz5NJJwqoTVvAT1aBEo83UAGENQBkQAoCIgUoAAorMjsdikNHvr+Ytit46LReToSZkEXKRRRBYxHQCBib4gGKVUB1AKgCA5xUOxXMO5u5BvbO22NuqKaM1zJxZ36L18hqMQANv0z6lUigXHrpTKZMIiqOdNaJJQ8XLxLiBkmKK8e7QM2WbmLzDpGLpEuOrFcmMVGxpCEZMkkt2QCAYC5OIAHlMPEw8OIiIiPloDLr5jdmri8nrjaHtUbRSglbA3YBcxo45WxSiJ0VEwVKBiHOOsTYAw4AM4AKarURgEtmu4eXWyl4IEHZRkk34mQBlvFMF7p1iIgknhMVBPn1sREQHovndsW++mCT7yKQWfpthaAqcucoiYDaRDoNgwZARARLqNjGo2Z5WjUjbuMjZIqGkSboCABNI9IY6MUBhOyq19l8LtGO4iNpMFcCwNiow4Euc7p+oYBWMoCqW9EimkhuBgDiACIlKJRMZl23Q+z+WFie4b6i4CaaEMo0QfzpmKLxI2QMmsQqhDGII5wcuRIYM84NRDaFCWxb9uMWsdDRSDZBkmCKAAXUYhADABqNk3AOHT0cK5SduQcw/YycnGouHUaKgtVDhxIChdJy9pRAAESjkMlKOMlAQAWtkkZbETs8jou1Z1hIoN25EXLtjJGeoi5KkUqglUMYcBkMgXhgMcArO7cYWc6kmjqY+iFt6ZukshHlYOWMudHLdEESGag17tUKc62hXUYdWTLmHSOACt2btmzRPdNW6aJM50pkAoZ9AVWxNo21BpmSi4VqgUzhV14GoSqKKCoYSiOdIajCIAGADPAAoBS21yz+LtsSw20eAtaSdIOW6BZp8Roi5A6ekTEVHnpqpGMQ5TlAwZ5pi84DFjbDQaDGSqjCcg3LY7lMSMYi5lZxFmIJgBhFwqUpymUEM6MaQxkMiY1PsxAQ8+VoWXYJue4XJHjYTZAUligIAYBDjxKYxRDoEpjFHICIDKbs2jMolaNUUAMORBMgFAR/moDzzfUio+uZ0yf7X7GdoNTuU41yveJoh5DrnVEcnbIFMm6UR4FLrEgCVMCiACJzH03a1DWzLM7dVvC5msNFx8v3Uq5VljxqhjdxuUyAisQxBBQDqFNgDBwKbpxgWhraNssnb9+3hGoLyTnuxycxNetbQQmoANkC5AhcgXACOTDxERGRNQcTcUceJmmRHLU501BIYRDByHA5DlEBASmKYpTAYBAQEAEKAU9m8yyfuXrGL2wRN7M25CGSKmdsq9bAP/vKtzAQ5RwIAIpFHhxMYcjT3XQgxZNTCZq0QRMYMCKaYFEQ/mrvoBJ2lCIcnY/336FFc9oxNXJ/Zvf0KKAZYP2Ej/4ql+YFTqhQoYhmAdTZL8wKm0AUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUBXS9xW/b5UjT07HxoLiIJC8dERA4hjOnUIZxkOjrqnuPadY1qsGUpMTpe45Aqh2y7Ruq7IciYZOfKBT4IUByJhwUOukb6InYhMbaG0EhETTOPGJUcHUFyQ5te8BMAxp6tA/jrsjNj9yx0FY1sIXY+jQt5i9avZGIFAqpt6BNJS79JTADgciUoGAQDBgrrnSoRs0akZ3zb1x7lr13nNCpWdeUJRuglqffsNQNNRgR7eWSdA5ZuxQBBZqUy5VQWMUqZi7sByUROUdXggHOEQABGp1YtB7DULcgyNYmGKR2xupi5jzqPTqmbxTd6kYpCGOYdIA3KpzA6RMbORMI0ut9i15w7CPTQheUmJo6CPPxBpk6fKzpAr4rku8MYQDSdZmrgRAhwbgTgHCuQ6T0GR83UfrRpN7v0Ek1j5SOBNJxOBcHENJhyQ2SgIiHARAAMGexwuk1QUcrn0JIkFQ5sZwUAyI/irALtsSQZSEIuFhAoxlVIVseCJKZ1Kt2MmCiJlhEAECEM3LqHgfQAZqBb2yLa2wu6CdvGTNswakcIqqtn29OVgsg4Kk0cKnEFVzIHWSIHASCm2TMA6w0gB6Kj37SVYNpSPWBZq8RI4QUABDWmcoGKbA8QyAgPGoEvd9pW+5KznroiI1wcgKlSdvUkTmIIiAGApjAIhkBDPYNdFhMpSNsmCjJtkRo/ZR6DVwiRYFSlOmQCDg4Y1AOnIDgOA1iv0RH0MtxbZ71ZXRE3JHR6LWLTYGScpnMYTFVVPqDSGMYVAP5hrGvOcIX043s9DRtnstprqna6n3cLnruvN7RmI1xLuoJFyBnzJug6XR0mASJLGUKmbOMDkUVQ4DkNPHGQz3EfMlHqsaR4gZ2gkmuq3BQBUImcTlIcxekCmFNQAEeAiQ2OgazS7tmkhdW0YJN+yBaAXCLI6KDoUxVIgjKgcpgKYDCXW7b5L0GATAICACFIzPYvfrGOOLSMQSnpGxo6CPLhI4Uau2pl96QxgyYQVSOimChMiGgRHyCOx556Lorz1AbDbyFmyK/cKtlW8VOGjyuHJRJESKyjLuMxCIiJRKUzdZbAagKY4+Uahxmx2/mGzx5GOYZ09fnlkHTWJVfoCyAyaBymVXDUAKJHMYNRQMCgmIRQNJsjQHopo9Zv0zLMXaLghFVETGSUA4FUIYSHIIh0GKYpiiHSAgIDxCu+s72R2W9sla5mj+2mrNV/MOpEJJs5BQj8jhyssQugcHIKRVQTHUHEciAiFaJQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQChf8Aj6Qz/vf0KK69op9HJ/bvf0KKAZ4fjEMf4sl+aFTKx/lmXSSBNKVeEKTBSlKuYAAA1cA49HAK+jOTWR+rD3wQ+2D/AHPpoDX6KyDlya1D9WH3gZ+yD/c+mjlyax7MPugftg/3PpoDX6KyAZyb0FHlh90m+2D9QdtB5ybDOJh94Rvtg/WHbQGv0VkB5yaAymJh7wMOPpg/WHbQM5NeufVh9w6Ppg/3XpoDX6KyDlya4fVh90B9sH+69NBZya1J/Vh7xAM/TB/uh7aA1+isgJOTYiTMw+4iH2wfrHtr4WcmxLnlh94Rftg/UPbQGwUVkAzk3pH6sPvc/bB+oe2gZyayP1Ye+CH2wf7n00Br9FZAE5Nah+rD3wR+2D/c+mjlybwH1YfdBvtg/UHbQGv0VkAzk3pAeWH3hG+2D9QdtBpyb531YfdJvtg/WHbQGv0VkBpya1K/Vh9wEcfTB/ug7aBnJrB/qw+4B+6D/demgNforIAnJrJfqw96P3Qf7r00FnJoTphyw944z9MH6x7aA1+isgTnJodGZh9xEPtg/WPbXws5N6M8sPvCL9sH6h7aA2CisgGcm8D9WH3k+2D/AHPpoNOTWofqw98EPtg/3PpoDX6KyAJya1D9WHvgj9sH+59NfOXJvSH1Yfe6+2D9QdtAbBRWQGnJvSH1YfeEb7YP2dtB5ybATYmH3hG+2D9YdtAa/RWQGnJrUr9WH3DOPpg/DnB20DOTXH6sPej90H+69NAa/RWQBOTXM+rD3iX90H+69NBJyaE6YDMPeIhn6YP1j20Br9FZAScmxAuZh94QfbB+3toCcm9GeWH3hF+2D9Q9tAa/RWPjOTfH6sPvJ9sH+59NfRnJrUP1YfeBn7IP9z6aA1+isgCcms+zD7wR+2D/AHPpr5y5N6Q+rD73X2wfqDtoDYKKx805N49mH3hG+2D9nbX085NAJ8TD3gYftg/WHbQGv0VkBpyayr9WH3Do+mD/AHXpoGcmvPD3o/dB/uvTQGv0VkITk1lP6sPeIBn6YP8AdD218TnJoTJ5mHvEQz9MH6x7aA1+isfJOTYlDMw+8Iv2wft7aOXJvRnlh90l+2D9Q9tANW0oBHk7H++/QopUWevXoF7sdrL6PB3qgm05AM4z0UUB/9k=)
Amortization is also applied to capital expenditures of certain assets under accounting rules, particularly intangible assets, in a manner analogous to depreciation. When a borrower takes out a mortgage, car loan, or personal loan, they usually make monthly payments to the lender; these are some of the most common uses of amortization. A part of the payment covers the interest due on the loan, and the remainder of the payment goes toward reducing the principal amount owed. Interest is computed on the current amount owed and thus will become progressively smaller as the principal decreases.
Accountingtools
For examples of how the amortization period value works, see Amortization Period. Select a Term Source to control how the amortization period is determined. Account – select the target expense account to which you want to post deferred expenses. If you select Custom, you must manually specify accounts, posting periods and amounts in the columns at the bottom of the page. Amortization.To the extent not due and payable earlier pursuant to the terms of this Agreement, the entire unpaid principal amount of each of the Loans shall be due and payable on the Termination Date. Amortization.Such Mortgage Loan does not provide for negative amortization unless such Mortgage Loan is an ARD Mortgage Loan, in which case it may occur only after the Anticipated Repayment Date.
![Amortization](data:image/jpeg;base64,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)
Examples of other loans that aren’t amortized include interest-only loans and balloon loans. The former includes an interest-only period of payment, and the latter has a large principal payment at loan maturity. Summarize the amortization schedule graphically by plotting the current outstanding loan balance, the cumulative principal, and the interest payments over the life of the mortgage. In particular, note that total interest paid over the life of the mortgage exceeds $270,000, far in excess of the original loan amount.
Creating Amortization Templates
Most accounting and spreadsheet software have functions that can calculate amortization automatically. Amortization typically refers to the process of writing down the value of either a loan or an intangible asset. Now, this template can be used to defer expenses by associating the template with an item you purchase. This can be done on an item record or on a purchase transaction. In the Deferral Account field, select a Deferred Expense type account for posting.
- With a longer amortization period, your monthly payment will be lower, since there’s more time to repay.
- He covers banking, loans, investing, mortgages, and more for The Balance.
- Amortization enables organizations to either pay off debt in equal installments over time or to allocate the cost of an intangible asset over a period of time for accounting and tax purposes .
- Principal and interest are not the only expenses tied to the loan.
- In the context of loan repayment, amortization schedules provide clarity into what portion of a loan payment consists of interest versus principal.
This tactic will have minimal impact on your budget, and it will still help you save significantly on interest. Negative amortization is when the size of a debt increases with each payment, even if you pay on time. This happens because the interest on the loan is greater than the amount of each payment. Negative amortization is particularly dangerous with credit cards, whose interest rates can be as high as 20% or even 30%. In order to avoid owing more money later, it is important to avoid over-borrowing and to pay your debts as quickly as possible.
For Your Mortgage Needs:
This choice affects the size of your payment and the total amount of interest you’ll pay over the life of your loan. It’s also likely to affect the interest rate lenders offer you.
![Amortization](data:image/jpeg;base64,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)
Full BioCierra Murry is an expert in banking, credit cards, investing, loans, mortgages, and real estate. Negative Amortization is when a borrower is making the required payments on a loan but the amount they owe continues to rise because the minimum payment doesn’t cover the cost of interest. Refinancing the loan can help you save a lot of money in the monthly loan amortizations. Its leverage ratio—measured as net debt divided by earnings before interest, taxes, depreciation and amortization—fell from just over 12 times at the end of 2018 to under four times as of this month.
Amortization Definition
For example, if you make a monthly mortgage payment, a portion of that payment covers interest and a portion pays down your principal. Principal and interest into periodic payments to where the loan is paid off at a specified time. Amortization is used for mortgages, car loans, and other personal loans where individuals normally have a basic monthly payment for a certain amount of years. The amortization calculator doesn’t consider these added costs, so its estimate of your payments may be lower than the amount you’ll actually owe each month. To get a clearer picture of your loan payments, you’ll need to take those costs into account.
- Interest-only mortgages can be an appealing loan type for those who want to buy a home and keep the monthly payments low.
- An amortization schedule for a loan is a list of estimated monthly payments.
- Refinancing the loan can help you save a lot of money in the monthly loan amortizations.
- Some assets, such as property that is abandoned or lost in a catastrophe, may continue to be carried among the firm’s assets until their extinction is achieved by gradual amortization.
- How much principal and interest are paid in any particular payment.
- The debit balances in some of the intangible asset accounts will be amortized to expense over the estimated life of the intangible asset.
The advantage of accelerated amortization for tax purposes lies in the deferment of taxes rather than in their reduction. A financial problem may result later from the absence of any deduction in the normal income taxes for depreciation. Income-tax expenses can be equalized, however, by treating taxes not paid in the early years as a deferred tax liability. But you can also use an amortization calculator to estimate payments for other types of loans, such as auto loans and student loans. These are often 15- or 30-year fixed-rate mortgages, which have a fixed amortization schedule, but there are also adjustable-rate mortgages . With ARMs, the lender can adjust the rate on a predetermined schedule, which would impact your amortization schedule.
Example Of A Real Estate Amortization Chart Or Table
Interest paid in each period, returned as a 1-by-NumPeriods vector. Principal paid in each period, returned as a 1-by-NumPeriods vector. Of its debt; and by 1852 the revenue exceeded three million dollars annually. At the end of the three years, you will have paid off the entirety of the loan.
If you pay this off over 30 years, your payments, including interest, add up to $343,739. But if you got a 20-year mortgage, you’d pay $290,871 over the life of the loan. In addition to paying principal and interest on your loan, you may have to pay other costs or fees. For example, a mortgage payment might include costs such as property taxes, mortgage insurance, homeowners insurance, and homeowners association fees. Loan amortization is the process of making payments that gradually reduce the amount you owe on a loan. Each time you make a monthly payment on an amortizing loan, part of your payment is used to pay off some of the principal, or the amount you borrowed.
This results in the loan balance decreasing with each payment. This calculator will figure a loan’s payment amount at various payment intervals – based on the principal amount borrowed, the length of the loan and the annual interest rate. Then, once you have calculated the payment, click on the “Printable Loan Schedule” button to create a printable report. Interest costs are always highest at the beginning because the outstanding balance or principle outstanding is at its largest amount. It also serves as an incentive for the loan recipient to get the loan paid off in full.
First Known Use Of Amortization
Investopedia does not include all offers available in the marketplace.
The Difference Between Depreciation And Amortization
https://accountingcoaching.online/ helps businesses and investors understand and forecast their costs over time. In the context of loan repayment, amortization schedules provide clarity into what portion of a loan payment consists of interest versus principal. This can be useful for purposes such as deducting interest payments for tax purposes. Amortizing intangible assets is also important because it can reduce a company’s taxable income and therefore its tax liability, while giving investors a better understanding of the company’s true earnings. Amortization can be calculated using most modern financial calculators, spreadsheet software packages , or online amortization calculators. Amortization schedules begin with the outstanding loan balance.