{"id":728,"date":"2025-05-26T22:53:33","date_gmt":"2025-05-26T22:53:33","guid":{"rendered":"https:\/\/klecet.edu.in\/alumni\/?p=728"},"modified":"2025-10-08T20:37:53","modified_gmt":"2025-10-08T20:37:53","slug":"current-worth-factor-pv-what-s-it-method","status":"publish","type":"post","link":"https:\/\/klecet.edu.in\/alumni\/current-worth-factor-pv-what-s-it-method\/","title":{"rendered":"Current Worth Factor Pv What&#8217;s It, Method, Calculator"},"content":{"rendered":"<p>In the Present Worth Factor formulation, \u2018r\u2019 represents the discount or rate of interest per interval. This price is used to discount the future money flows to have the ability to get hold of the present value. Present value is a way of representing the current worth of a future sum of cash or future cash flows. In accounting, the current value factor is used to low cost future money flows to their present worth, ensuring correct financial reporting. It is often utilized in valuing long-term liabilities corresponding to leases, bonds payable, and pension obligations. By making use of the issue, accountants can recognize the time value of cash and adjust to standards requiring current value measurements.<\/p>\n<div style='text-align:center'><iframe width='564' height='314' src='https:\/\/www.youtube.com\/embed\/fapaN_X1F_s' frameborder='0' alt='present value factor' allowfullscreen><\/iframe><\/div>\n<p>When t approaches infinity, t \u2192 \u221e, the number of funds approach infinity and we now have a perpetual annuity with an higher restrict for the present worth. You can demonstrate this with the calculator by growing t till you are satisfied a limit of PV is actually reached. Then enter P for t to see the calculation result of the particular perpetuity formulation.<\/p>\n<p>The word &#8220;discount&#8221; refers to future value being discounted back to current worth. Present worth, an estimate of the current value of a future sum of money, is calculated by traders to compare the possible advantages of varied funding choices. The PVF is commonly introduced within the type of a table, often identified as a Present Worth of $1 desk (or PVIF table), which provides the PVFs for varied combinations of r (discount rate) and n (number of periods).<\/p>\n<p>A mentioned, the discount fee is the speed of return you utilize within the present value calculation. It represents your forgone price of return if you chose to simply accept an quantity sooner or later vs. the same amount right now. Current worth is based on the concept that a particular sum of cash today is prone to be value more than the same amount sooner or later.<\/p>\n<p>The property is fully leased to a single tenant on a triple-net lease, with a lease time period remaining of 8 years. The tenant\u2019s annual hire is $1,000,000, and Summit Capital Companions expects to promote the property at the finish of the 8-year period for $14,000,000. Whereas these tables present fast lookups and are helpful for widespread rates and intervals, they could not always include elements for every attainable rate of interest or exact interval, which can be a limitation. The variable \u2018n\u2019 signifies the number of periods, indicating the period over which the discounting happens.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"406px\" alt=\"present value factor\" 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\"\/><\/p>\n<p>By utilizing the PVIF calculator, policymakers can better understand the current value of future prices and advantages, aiding in budget allocations and financial planning. Setting financial targets requires understanding how much you need to invest right now <a href=\"https:\/\/www.business-accounting.net\/\">https:\/\/www.business-accounting.net\/<\/a> to achieve these targets. The PVIF calculator can provide readability on the amount of money you need up entrance to fulfill your long-term monetary aspirations. The Present Value Factor Formulation is essential in finance as a end result of it allows individuals and companies to find out the current value of a sure amount of money they anticipate to receive sooner or later. For example, in case you are because of obtain $1,000 5 years from now\u2014the future value (FV)\u2014what is that value to you today? Utilizing the identical 5% interest rate compounded annually, the answer is about $784.<\/p>\n<h2>Faq Part: Current Value Factor Formulation<\/h2>\n<p>Customers input the rate of interest, variety of intervals, and a future value, and the tool computes the issue immediately. Current worth tables offer an alternate method for finding the factor without manual calculation. These tables listing current value elements for a variety of interest rates and durations. To use a desk, locate the row for the number of durations and the column for the relevant rate of interest.<\/p>\n<ul>\n<li>PVIF tables make it easy to reference values for different interest rates and time durations, as proven within the instance calculation within the article.<\/li>\n<li>Treasury bonds, which are considered just about risk-free as a end result of they are backed by the united states authorities.<\/li>\n<li>PVIFs are often introduced in tables showing values for various time periods and interest rate combinations for quick reference.<\/li>\n<li>The PVF is calculated by taking 1 and dividing it by (1 plus the curiosity rate) raised to the facility of the number of intervals during which the cash shall be invested or loaned.<\/li>\n<\/ul>\n<p>The discount fee used within the calculations is the chance cost of utilizing the fund for some other function. The Present Value Factor (PVF) estimates the present value (PV) of money flows anticipated to be acquired on a future date. The formulation to calculate the current value factor (PVF) divides one by (1 + low cost rate), raised to the interval quantity. An incorrect rate will both undervalue or overvalue the lengthy run cash flows, potentially leading to poor investment choices.<\/p>\n<h2>Current Worth Method And Calculation<\/h2>\n<p>The current worth issue is a financial software used to determine the current price of a future sum of money <a href=\"https:\/\/www.business-accounting.net\/present-value-factor-formula\/\">present value factor<\/a>. This issue helps people and businesses understand how a lot a future amount, corresponding to an investment return or a debt payment, is value in today\u2019s dollars. It performs an essential function in numerous monetary decisions, permitting for a standardized method to evaluate monetary values across different time periods. A Gift Value Issue (PVF) is a figure used within the calculation of the current value of a future sum of money or stream of cash flows.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"406px\" alt=\"present value factor\" 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z5wAEVBGSNhC1U8mzUVKkxtjH9PiiWO1bDWEXyfUdZzanfxy1bi+t5WZmbeLtwPkpyaY2IjY4fQbPdj+e92OdkuWuVPq0vT4JHRxepjNJQjq3W0I\/mva0o8qDOdmLHSGlXqJKWJqWhIJmyp5GzS7r03Kz0tJFauiOK1nWtYUJsAJBUACSIm5MUNmxYUbPYK5ZuL0PK490CIc3o2up4jrt\/OtxyxacfVipTnAARQRrm1QIqeTZqKkI8nVyvU4KWrkbEUsRTya2qTSQdWBHHm3w1sfQoac+VZi3fL6LerHW8X3bVerBna2lMhbppU3xhsZ6\/U+JbiqxGrLXn+V94RUyuCNFEJDVQRFbJK9lstPO27\/sW81drZPTq7N0M+82RzbXUBICkWTTv5rPecl3Mq2iyWeaPBtcRl0zSIuHpuRCLN3MO7fDrGOh6fJ\/\/xAArEAACAgEDAwMEAwEBAQAAAAABAgADEQQQEiAhMAUTMSIyM0AjQVAUQjT\/2gAIAQEAAQUC\/wAQiMkaqGmGmezEoiVQJOMxDGEdZastWASuLFlfc1iCZmYWhac4GgP+piYhWcZwgSBZjYwwiMJastScO6iCCURTMwtGeNbDYZkxXivFaD\/VxMTHSYYZYJYsK9wJjatorznGtnInoMrBiCD\/AHTDGlgjCDYxTA0yT0hcxa4qQLMf7OegwxpZGmYWnKKYOgLFripAsA\/3cwmFoWjNLDHaFpzmYIDA0QysZipAsA\/3SYWjPGtjXT3YbIzZjx2gMSJMTjK1lYiweTH+gTC0Z49sa2Ekw7DayXQGI+IlsDiIZUIggHmP+aTC0Z41mZbywdsQiEQQSyX7CCAyp5p3lZgmJjx5hP8AmEx3ll0JZpRVNV2ToM4zEeWrCkx0V2sp0eo5itoPFmZhaFoD++z4geZ8GYWj2Sx8z5apBian7NwhMWmGuOkIhSGuNXOM4z257RlDGttNbyCnwZhMLQtCdlg\/dc4lz5KOREui2QHpJjvHthOdsd6viWDKlO61RaYtcCQrLVh+QJwjVxq5wirMdnE0lvFqnyAenMJhaFpnoWD9wy94dwxES6LZmBtsx2l9kBgO2JT8Qz2+4SBZiYjS6P8AKmLCI6xsQEQmOYDg6S3IQ75hMLQtM9SwfuWNLDk9IYiJdFsnKWN2c5aLF7xa4q4Gy\/IHQ0tlnzFac47x2hacjvprOL0v2BmYWhaZ8CwftmXtsTiNfgrYD0gkT3Izw7IMmquKs4xux2Q9Blgl477MYzmZ6DB86Z+ytC0z4lg\/bsMc5aah8AnJVyJXfFsB68ShYgg2tXtBtk5WwbuJqF3eN1IuTSMRYEhGPEIP2jL32c4F75O6uRK74tmeqgxGgO7rgjfEBKxXzDLFllcxGjb1Vmxjo3EGlsMq0jRdPxiJ3xGGYy48Ig\/asbsxyZqX7dSFortA+eio4ZYGi2QGEZjDEz0YncTOY6Zj1x1jiGCen08EYRVgEJgXEOxjLjwj9ky9trGwLm5N06dPctq0yquoUKNSOMruivnYfKfBjuUarUZi2Zmcxq8ziwmenEZcy2oiOkNc0mn5OBgTOI+oAmnza25M1Or+tG7dY\/ZsbsxyTNTZ16A41Kn6b\/qfXdkEVyIl0V8yjus1OyWlZVeDFfO2AYahCrCZ6OMelDDpzmpOC7anOAMmteCE7Ga3UylctAYMzGOkfsGXtta2BY3JuqtuL0NzqJ\/l157bZiOZpD9GJquiu8rKrwYrTMJjYMPaB5nfE5ETGRLO9ekTk5O+t1AVfk0pE0rGJUibMuYa58biD9exoxySZqX8Po9+ZqayH13xvSMtS2J73a+\/kwbPRnEq1BES8Ge5C++YtkDZ3+IRkWfh0w41baq32EYlm02iYytK6x0PqqlLaktA8EEH6hmYTLm2vfAduR8HpZ46nsy+o18Rvpl7CXWYHLJWzES2BujOILTFsgaAZnty2siKxBVxjO1ZxLVzWq9paVStvc1l2n09VMP1EDa2+uoWep9y11sACjYHES4QHP6hh7R7ZnMY4GpfPi0RxfU09RXlRtWMsowMzUWZOwMWzES2Bs9FdTsaqQu2drKuUIKypgVnLEDZhMz9LhtXYvFFAhsVJZrUWX66x4K2tNaBOtWKxL\/0jtZ8WfdL3wG7nw6f81bRzyrtHGyaddrGwrHJ6AYluIlsBzEYIarlbozA0YBo2a2rbKqhMxgAT6rmj2qss1oll7vAMyuqD9o72Sz72OBqHyfFT+bM5dtR+Ze7IMCahuutGeVabG2Nq9SVikETG+MytOEV2llmIjryt19VQu9QZozvZAsSvMVAP2hsdiZYZnJ1D4h7nxUDNp+Jqfy6Yd5Y2AxyeiuprDTogIqhdsTExCsRnoOnvW8TEVOR7LsjZ1LqHHqNL0bJWYqRa+geAzH6RjGOMiz6Jc+T49EPrM\/rVd76Vws1D9FdTWGnRARVC+AiPWQ2l1YcqMx2OAPpxAoBjgEXen1w0FCFA8z2Kn6TmYgE1dfJbamU+PRQmWXABP5Ll+HOAxy0rqew06ICKoUeKugtFQJM8FEqxx3MEtQOHUo248DMqC7VRnJ\/RYwd2chQG7OYyAyzTgyzTlYQR4dImJYZreQmkXCzUNKqXslOhCwAKPFXS7xKlSYijv8A3KsY6M5hl1fuh0ZPCcCXarEsuLTPnO9jSvsNbZ3Or4xbw0DbESykNLNNGUr0LWxnsPK6jy5hArcjqK+QrXAMppQkYHjStnlWnVOhvnajpJhh2soDRkKno7AWaqPaWmf02MJyzvxW55YeRBKxNSRK7wZzzsY9YMt00r0TsadEiwUKIaRLagJasrOD8wJG7T+keA756R81abpPRUPq3MPx0MoaWacjbEt1CrLLSxJh\/TMtaZxL7My9+j4iXssr1IMWwGAZiVwACFsQ3YlmsCy7XZi6jkZR3L9lxMdorYKuG6qqGeV1rV0W2JUun1X\/AEPtiYi\/f8TPgE+Jq0XhZaWhh2z0HxnYbOY5yT8ahsRjk9KVs502mKxVxMxmllkzmW08o9GJg8qx2pjbCP2bZbMQY2RS5p06r0MQov8AUcz2bLnprFVe5hgO+YYOgGO0tck3DjZn9MbGWtAMy08ZqW79ABaUaQmV0hR8QtLLgst1ndLuUDbNHTusrEYzMDCWMD0BuMpPutVxrXO3xLdYFlgNrTSpB0f2e8x0MYnTanNWDK3qA+v9E9DmH6mxgaq3MY5O9OmZ5Tpwk7CExrQJfqo9jPMT4i3ERLwZzzOJlad2bjGsjP2stfOmsPu9Gj\/ODFMttSquy17oNhFHFBu1gENkDQHbG2p1Ht3VHI6bKww1VQNf6tkUTUWAJqHydqqWslGkCwKF2Z8S\/UgSy1n6cZlWkd5RpQouAUKMI1TNE0ZMOk7X0RKGFnRScWic4LveI6KrSRznuGO7TBMXYHEDbalxXXbebG9N1nFlbO2ZyENgEsvh+qXLws\/UeWHE1NkPeIheUaWKgXYtiWWGOL7INFaYNAYugJI9Mg9NSL6fWI+mRYiAQy08nA7IkVYQJrWSdzH7dA7EGE\/TT9Irs3EDcCp5CHoMBjXBB6hrDe8M02vZA\/qHajVGxGuacjBt6ioz5z02fF3IyzTXWGr05pXpOMFEFM9kT2FllIEXE7bD6Spzvd3aai3ArHdIvaW6xElmostgHeOO3RSc1j5XtZEsxFbOz\/Glu4tDuNrGCjWaouRsIfkment9XRrU5af9Q95xE4iY6mGZauCp2MRuJEMb7734IAScYLWiuWXu8EEAya9Kxn\/IOLrxbfSHNZmpHHVbBsRLQYx7PNHqOQMOw+Lr1RNTqmsgHQdqG4W7Abf044v5TsD5rFyCOJB2MqfBY\/Sn1NeuXCd7W7N3mIBKdKWldSJMgR7QJqjm7fRn+QzXjv0K8ac+B0utWwOez2KJbrwouua046m20x507j59RTjf5TDsD5rkzBBsY1wWtXAjWK0Zsi60bZmTlbboDbBznDM1leFB3rPGya1eWmHTywLGyRkH\/st4mx2mJjw+mt9J6PUl\/i8zbqfJmNDUM8RMYlhGFw7MAZfzpt5s0CoIPbgUGDCz3MQXQaie8ZaxZPhhvQ3KphmV5A6W+7y6JuOo6Ll9yjzN0A9WZmcpmZmZyll4We7bZM8Y+XevPu4lta2J7JVhQk4IJiYnGcZjbBM1NBQqd9E0aaocNV03fPlB4sDld1ly8LfK3Sp35TJ6MwtGeNcWKUMW5YXg1tnH6sTAhAmoGJhjBW0FRgqMFMFUFMFU4gTWsvtk4KvMyh+Fv9epJ\/F02DKZ7eQzQvz0\/R6iv82+ISPC3U9uIGinodwga4cA7sFr7rhQO5YxG4nG5MtYc60DAVz25wnGY2Mcy4Zl1QMYFGR4DNO\/Ku1Oaac5Tp+D5fTHwej1Jc17MwWKHc6fTAeAxun4nztXHtVZ7zGEWvPYZounxPajjgFPOXakCVNYzqPpRoYY+QiLEJplbhx0ZhjRk7WLGrBFlfCI80NnfMuHta3ps+fLpW46no1K8tM7qk9xnlFGZVUAFTt4G6dWcV1nAM06+7FqRZjodgq32sxaxnKJBEMBxEaES5\/5F2XKGtw69BhjiMsZJYksQqaLeLI3IepJ2z0v3TzVtyTZ7As1HqVaKgBCDtSWWV2Lmp6seA9OpObJfacUjhWD06plWsrk8QNhE+X+Ul+pVaw\/es9th9LI\/MdJEKxljpHrllU9PujgOvx1HsfJmaBs0MwVdX6kqS2+28quZWpQ6WkkJpcTFShlA6zsel+9rSj+TUwGKc76jUiuW8nlb4mdgYDHIwjPzsoDw0sppPErsYCVPyOjEIhWMsZI9cak5pv5TXV4aZ6LPny6ANNcUsanTc4KCrJTAqLNHqiaFbKM\/Y583\/p+w9PG4M5jF+pLSuvEvHYxW25Yhf6lXlMRZgEX0FZSeQAmJiVfSegkQusNiw2QtM7WLyHPKMrIei38Y7jxVUNZK9OiQL3OlVy1XFtWvtXZztpH9vU9swjyn4X4u\/H6eMUbWWhIedpVAIRHEYY2DiBTZKNOFnGY2EE4+zYXXPuLg3qJ77GDU\/SbzDcxhczl4LUzD3BrYDf5FXx4M\/VTpwIIBK17MZbfXWL7fes2PzQfdq+IR4D0v9o+3Un+LS9qOcPNotYGxYCLarRxmXrGPemqaemcYYcTmJ7s94zU3E1pYGnJMF0zY3Ja\/s8liT05f4NXoOPR9up6mYJLdSWnpin\/AKAv0qsVOztNVrFrjM1jD42M9Ms7D4Px1npf7B9ur\/Fp\/wAA3MaW\/NP26n7x81QfaxMYw9F\/22fkHyPtf7KPxeXRfgnqgA1W2o\/Oen+rjmzSgZX8r\/any\/26s4p6P6np\/wD9S\/P\/AK\/\/xAAsEQABBAEDBAICAgIDAQAAAAABAAIDEQQQEiETIDAxIkEyQEJRBRQjM2Fx\/9oACAEDAQE\/Af0mupNyCEMop+QXIuQKY9RvVorIK22mwEoYqkgpFtftVqEAmqIoaPjtNhA0JUkw9J5v9ylSAQao2oaUncJ821PmJRdf7obaZCSmY39rogLaBpWkj6CkdaP7gCigLkWNiFlYr97bVq0SrpNN6SR7lKwtPdS2o+eCDqFSYhHpFhbq1lqPHrkptAcKUncsB\/xITpgE\/J\/pRzWnIPpdRdVTM6gtObWtIBVo7zNFlQs2N0dG13tSYn9IxkLGjRCc7apuXWo3liMhKtRHlewnMKa1bFSyI6KpBqrsd5sWOzaAQCLdC0FBtKR+wKSUuV32MNKJ1t0rWdGh3O8rRZUTNopAamlwfWkzNzF\/KkWkdgKhmpNeDpPL022hmPT5nORNpppA3raPlxY75TR2f5F7twCwpXiatC1T\/CVMjbLGLUuIW+kW0q1ZM5qblKaUyFN5NJ4DRo1u5bAAiK1PkY3cVEzaKQ7M+Pc3csQDrDRztotSu6kixmlsYvSTHa9S4rmrYQtiLa1CebKAvhACMJ8t+ldpt\/S2lO8mND\/Ipo7ZxcZWO6pAdM+bYylhRdR9r12SMZXKke2\/ig8hUH+kRWo+CJtCNxQhA9r\/AOaFoKdER68Tfaj\/ABHc\/wDEprqeg742suXqyUsKLps1uk\/KA9KUmXkotrUm0FRQiJ9oRgfoNNPTKruldtYSt3\/Ip5tkKxI+rJaHCJpPyAPxTnl3vUi0+Pb2MlH8lY\/QYPtPBu1DmlnBUeUx6vsyiBGViwdSTlZ0lnYFgxdNllOnA\/FOeXe+10gCc++2N+3hXfbXhAtbeKX+u3ZtKlwPtqdG+NRZr2e1FmNen5TGo5\/9BZuW6QcLGyNrk+cB+4qHI6rb7XODU6QnwBxCbKD70rxwR3yoRudero2u9rJxo28r0i9QFpPyXRic3hTRCN9hE7ysJ3G1A0g69HS\/0ibQaXek5gaPBSiP142iyj8G7Qom7W6OeGclT5\/0xFzpSocEu5cnYLKpS4Lm+l1Xw+1NkCQ8KCB0pUeD0vlq9xPCq02L+9HGz2gX2Mdz42GioWdR24q6U+c1nDVJO+UqKDd7KZ0IftDIjPoo5LFkf5Lb8WLNnLhysfD3NspkYYFJ\/len8Byo372h2kiiP2gb0kbR7WNpPj+wthCrRpseKk3J2igFJK6T2ukEGALIiLfk1brUMxjNH0r4tSvolxTSZ5LKfnMiFN5UmXJN7Kijc78QsQOaza7ST0ozoHWnC0RWgTW1q4caxn68A7yp4thsL2o8jY0hycwFtWngMCKxtgNvTMxrRTWqLLLn0RoRYTeDqCnM3IRoMrspEUdGHnwDtMjQjOEZypJRXyQmafSe\/c8ccKWPchjOcEcNybjSD7TYH\/2mwFMPGhFFDUd8nvxDWTJDTQReXaOkaFue\/wDEKSCj8zZRZ1DR9LbtRpYu2QltroNXSatgVJpQNqQfaZ61He\/1q08abu0aSu2NJ0ihe9t+l\/qD+RTcaNv0sudsDePaMzncBQ\/FMdfBU3xCa2uW+1jZPU+LvfbdK9wTOD4jpSFtC5Pgyz8aTQXODEONJpmQt3PWRmCd9kcKx9KNyaflQWVBI5ROvgqvtY03UFH32VqOfEVDF1EMZtUU8Fjtvgy\/pYouXSbMaz4s5Kex0jt8htTso2uQsfFlm\/8AAo4BGKC2qfFAO9q4TZAw7kDYvS1erTWo7bpFyJWGHbr0zGc7vBlfkFin5OUm5\/srYG+k95CyKLbWFjtI3FNaAOFSpZH\/AFlN44Tjwo\/wHeDXc0bzSmZsNBFY8QdyU0VpkC2HT\/\/EACwRAAIBAwMCBgICAwEAAAAAAAABAgMQEQQSISAxEyIwQEFRMmEFFCMzUHH\/2gAIAQIBAT8B9nk3Mz0q0rYNo1\/wUKzQo2yN\/wDBVs2ZuM+\/wbTaYHZDfv0jBHol7uUsCqCfQo3ibhyEyXumN5spNEagmRVs9Kti2PbzdsXTwQrYFUTGxdK6X7VvPRgxaEsPrXBkdn7Wb6aSKkVtMWhzEk9siM8mevGRrFkhxHHHrsb6ab+Cb8tksihhFT8rKbQppmTJ3uhiOw527m1+rJ9Ue5NcWoxyyrLCti8WxL7FwdzF+x3FFmxXcUxx9N9S7jWUY5KcdqKssu+MkaDfcjBR7DV8mGYZsMewxwPqiss+CnHMirLarYI0fsUUu3Q1dv6FP79iyLJU8jptdNNck3tRRjxkqvc8IjR+xRS7dLlg3Zs7xfsMm9pka32JqQ6SZKk0KDPCKFNIqUzbxgxt6W8DlZWdlbJn1ZMfCum0U6jdsEs\/BukmRnlWn0OX1ZLJhLpXQvUSySdkskKP2cIlWx2FVZGqmbVIUcEng8XLuzAo2dsXiOyF6bG8cWhSz3IxUSVTA98ipUVN4kf2olGG+O5lJYNVr\/DltiLW1Jsp0d63PgfFmK7tm2CKGjFl6Lkl3HWh9j1MSVeT7C1Ekf2qg9RUfyafV87Z21FBVUbcSwylHhJE\/JDgpfx06r31OClpqdH8UVKkYfkxVo1H5br1F6OofmH1YNHqM\/45Wq6XxJKSFwxcs7FZzaxAlopT5lIpaVUecmTJF3z6S9DUfl0x085fAtE\/li0cPkhQhF8I2sSwiMsE9dGEsM\/vwHr4Ete\/hD10ynV3KyH6TsvQrfnejo9y3TI04w7K2CdenT7soVXU82MIXBnNv5GLi1PBvkzzMxbRxzyYsu3r56av5O1GG+aVq2rUHiPJLV1X+iUpy7s0mjdaWX2FTUSXI0RJebhmp0vheaPYyNjZS1kIR2pC1ufgjNSIem7KzXTPvbQrM8lafh03K9KjKq9sTT0PAhtzZonJQjukQ\/kFv\/Rw+Yn6NXpvCeV2Gh2jMp1cFOsn6eCp5Te0Z3LIuh9iXe2gXDZr5f40rUNFKfM+EQUaa2wI21OtpUP2yvqJ13mVtFXafhs5JU\/EW1kuHgZgSVslHVuKxIjJSWV6LZVllYtSfx0y7X0P4M1vMoplKMKfZG7Ilkh3P5HVTi\/DifscjczSturEZHuVv9kv\/epFHiCELolIpy4GycsXg8MZ\/8QANxAAAQMCBAUCAwYFBQAAAAAAAQARIQIgECIwMQMSQVFhQFAycYETQmCRobEjUmLB8AQzgIKQ\/9oACAEBAAY\/Av8Ayrj8HwnKOvB\/AJ\/ELf8ADOfw21OM+5xKkH1Lnf3WmlbYONWbu1jnayFzHa3loU+10+hjCbIUhlEix0wQFnLQfmnx29ppKdVXDUhTZCkKMCn7WGin4sIWYsonGFPs\/wBmei5xtoNbCm+bHC5lV8kPOL9eic7lPxMqagWsDzHsFFACn2g3vqxg74smHVDA1VGAnaP2QPxV9zY9dQXLweG\/zX8ast\/KFFmZR7GMDc2lCmTZG6ZebXJhduAP1XLQIwk4NTAT1KL4KzexU4FVDB9SQ6i6U6fCFmKasEUDp3XQMoP1RzP8kegPTCfbKcak2LXwFmxhNxNu6cbWsjD+E3IxPYp2W8+UQC9XhNQGWY+xnVpQwqT6GUJ65UXPRNP8qenfqLMuB8BMVl\/2z1xhT7e+JxazKE9clQNHn4eWpCji5eJ+6lctKFjVBwn4WU\/omr3Ua0n2Um3KFnlRpzAWQN+68qVNzFGk76mYpqIHqYU6Lm1llCeuSoGn2HdQHPc4vo+Vm0ZKy+mAU3QpsgFbLNc9clRp5QnqzVXnRyQeyzWysq39OScIU3Qp2W2lKjRfifko29ExT0SMJWVb+oa2NGVCnQ83dqe5WUT3seupgjyUkUDr39Cahut\/VG\/KFN0qNKVGDUyU9eY2PUWHlcv+loNX9RT8WskoUUj0O8Ij18LPa2vCFOxWVThKbhU8x79FzcU83YdBhzeikABCr10wLYUnGdGTaMXqLnoAs8DtYBbFwCe8j1DDR3uhTFs4SEDTbT88P7rmOjNxqRK+z4h+V0KSiPTnCAnqsgKKVKkrdSTh8KgXymDE6FSYdCpsdPoSuSk5MWrULmW63xFQ9NAK+FZvQMN7GElbsNCnDi09qjdynQ5adrqqbO6ft7MV5XlMvK3jGFMYEWEecK\/6g9k4QuWre5htfSbWVQ9jY4hOo3szFlGJNhHfDhVf9bZwdMd8N01MqdGk2v39kzIMvOHLTZC+JfEpTiyk4Vd6Z0HG6ZSdM020nz7A6jEPhPXYreFJx2Wy2Wy2Wyaykpj1XKd6YuOsPNtVPsOUMO5UlyuXomwapGirS5rDT9cD2rD3A6wPZA21Dz65qA65uJ+WHgLxZ+o0iLKThTxOtB\/T0o8RaD3HpGuepPTK2ZZiSoDJ8GFvyTjT8YgqunuFO4i4jWro+ttFeMqIC2f+\/opKyUqVmnF6k\/3U1G6zYuMCV5Kjbsnp03BwNP1wrHSrNcDrUeYtrUlZICclQp21mHXElzyra1ynMDsmEBTg1nLjzUJxpvSgeydUcQfdM+kcIVWGmnMfCfcralfCFNJC3nzrAYfZ0\/eQF2YsgXsCjDyvnZzUp9ON19nV8Q2RpOxXKdxFxGsPEJyj9kOc\/os9UdsH6dVFPM6\/iLIH+S2pH11qsPAuYTUuaspjtaHXTlXlSsxsjUBpiobLl4o5a\/3X2lPXe4ax3AK5KTWW37BGlk1QkLsu65KWHKpDnypP0C2A+escK6rHK5eF+acybsq5qgxxYrmpUCzfe7e7yjw+Jt3TVeh7BOznuU65zHlBEAYjsYw7eAtvz16kMe5Wb4eygXeE939NSbFqaeZDDdb6LpiuZsvexkR20eXr2QNUmxnhZyEa7KKlu3yXw\/nqnAqnDsLGwdQnMlObdsG3UtQt18kQCAUNWFVzCCUa+BI\/lsI73vUU3DjyuarqN1tjCaiak9U21cM9JC7Lb89U4fVU6m95\/wA6L6j9kPp+6P8AnVUfL0Bbtjw7y62VHzVONTXj5YFf\/8QAKhAAAgICAgEEAgIDAQEBAAAAAAERIRAxQVFhIDBxgZGhULFAwdHw4fH\/2gAIAQEAAT8h\/g2iYkEPg8WOcnchC4xIMrk9+GwTFsCrM8zeSp\/yUDDxGVnCECCeugVRxOXiRhyjg+4h2JJBv5SMEUEsMfocmYV4JwR4Ko6hgjEiNksqFII\/kGPCFlsbGx5NcFhqPCPD3BIknDsOPgjEIGhr+MgggaGiBYkkYbGx5NBh7FHA7YXExMSbGvFHnUswNDQ1\/DwJEEEEDRBGZy2PJE5WwhGFNjsasMvpyqXraGhr+Fggj1wQQQPJQikeQvySZCIlZcQSiQs0RLMvZaGhhr+CQvbbySlgc9Y5GS0PIkJQ8Dx2wg7QtsQxOBYQvZawf8EmJ+2S0SICJMZvZHoGkYaCCUYMN7Gp2yeLENegQR7EjwG\/4KRMTJ9LeOAg0zThy7RKROENCSJigkkpFwVEhCZIggLskXtJGHmMov8ANbgQFvkSvEiYmTiRiMjG6Fo+SJEkhJ+IgSEnxiPAQogxTZ9lFO8KPOhCbJxP1SP0E5Sb\/wA8jDok6GGzsEPkSyRMTJwwHGmN2Gikh64kBk0MZ4hK4ycSYokLo8ZaKGJqsJ0h0RBMvRI\/QTZn+AHhESgshY1B2CuQhiYxAiGkNbv0TTjQi5QLWFYkoSmbcTpiWhIiCwlrYouURlk6EyR+g22f8GQIl8R6NQyDYt8jU4mIQ2KbfoBosIIylC0xIcTh43T0qGxkEuCZcbzts\/4QeEceEJImGRbsTn0aRifkkElziqIowaChJEjVTJnK0VMgzesSbwhYPCwOgU4XL+GYVmpQY1nMnYKCZ9LRYSKExJJCzgoMVQTnQ0UEskQzgQXCwh4GMsGQO\/hW8I4FiUKtPMmtZ2CBJJPpReHaL7g0y0Y2q0J3piyToicocMVGIglYg2cIjrERrZ+JglBj+uCBcF\/kxC7GQsNy59KZPqwrpfQvYT9ANRDsQxLFKN+HpNGJ80oabUQMUeBBLIRFrZO6IlosOL0AqasmV6UIgWC\/yHhHD7JZ0A2KqSEEgaafYpDY8IPKiUVfQijdiuQkCLLY3e0U6Cc6y0ns8BEpCqYldrIwCKEUkKxpuK4syUpXQxsbQqJYx8ubZKvIWUL0F\/kRMXI0IgTQ9i9KpGIyh6LGHOHcIDQjVCXh3uUQtikE0x7iPAHl0VfATnL7IGNjdoX0dyEoUDExYUdcjF7GxeY2g\/uxF6Foehm5fgbbKBCJJwX+O8I4UMnic9TIN4YlCPaI1PEWFAWaQthBoWFlNrQyu0ciJZDAuwSdy8JHySMfOrGpu8o2L4Sz0eIjiFhoUt+hKo0JJZcqXo1qXbKfCEKPQadEgkT\/AMiZEiYZEjal7DHo33p8H2oCb+iDGKoEquxcLQj0EzWghVqIdjXsk0NyMksBWjJGi2khjoyvlD2jyawkzkXIt9BiscOU6G45NoPZE+h6iflNYHmxb6Ftf400Y1k9DwU77NL2iLQ7qcZkgkPBJjdshuwhinloTaM5jJxbH6iWLLWyL2MRUFIZabUC23IQTcIjREmsKOy08ILIP1BsaELWIgRPdO9Cx+kURhUkTh7UzQSPIpJZNf4bGHEVDknEToXtIeKUJd5SkeIdEUOCKgSSNQ8IfIrBoaK0hdsQ2BONCMpirVDNhKSfkiRyC6xoWqQkTRgs22aeiqEFej\/mVVnSF9b6JECYDc9iRQFW0LZwLWL4LByZwL9r\/CYgUoyiYGmZHsvHzkMClvB4ReI1LkkSEiyScJkIzYQ+SLRNSULw+hPsZLJjORXAVBPyUTTFLbRO1L5HXRWhL8kA\/wDgUPbRwGSX2GJQTPwtPyVh8xN\/kZASrX6ES0LHMY+cJ4r\/AAEstIaiLeOMZQL23\/KUgTzRK3sWLAUcZ+iSSRtcbryyIUIYhpy0MeiJbZYjCBo5CmRaorbUtFNlkPaK\/YcQ0TjSPggqAZJDTtjS9+OMDmr8nkWJCFBpmkKcVBwOiffSTjBYq2XHkjMez22QuHiLTH3EsglwSZLsXoin2ES2XQmhEiCww4EiPnYMTVhNm0bwd1LljV\/5PkTSTfLHoXH7RlSmnRcM3XLjwxJvQ9ukdCSG2EktCRvg0gX6xd0fZHbNEcie+SFQ3BsaMbg2plX7kkxxNMPBXJFDZJQWYoz5I9vgFkKWIxAxqhqsKIxp5QoPhXQS0bdHGVbJeDxjIOcR+u2mhhNa6xEWAoFwSuhfeHo3yRGZl5SnR2d0veVEjc5WxIhVGxseyY2T61lrfyKSkc7G6mSgSM8yS9MdkW3l0QRYQvRpjwh+SOiDc++LfwRcLcvbfYlby+xKnbcieVmiurLIjXffKEQwgl2ho4tUMIWEcYSJB9A1\/kBy5fuokbnECProeGxAndnAi7Q2YYwkE5ZJJOHeQUwhvgIBvDVQf2x2x0m+IjESws8iJfovY8o\/GgDZ7YpS5Wjb8OBUXHGOP\/pA3CYpNFIYqiEumPoSu1oRss5J+BHJAy5iEI04w5JENr3FY8EMiRsvbKq9WyJDHMCGiZEsTWiOTrjJxvBprMLCkdAJwdXiOKWCaiYRJEiJENk+l\/DX54ICDyaQ73iUi1dFlobWR75Pv9FeBkjVQPIvJErhrolH\/WEWSGdiy3KeEKVLHku5DZs+hk+7JvECKPgU1uKQx8hk6bAVZ58SCeiL2IXQhuRxEFimT7FGkOom8oJwIrI0WENaEl6YTrDg4JqCexJRJS3wa\/w\/9ipQkJpLLGleSIRGLE9Ght+fyX2xqxLGn4IQghlE58IRd0QSloRKJ5ZImwx4Sx2x+Pc0SbwxAiVhmyjallib2QbVyjbOGcgP1E841KCgvskIerZQUJlyhGmdYFnYrxbYyplZMBDJNGx3IH54Ntk5aFlHYI25dG3JEjC8BtOCeTGhNnA+ULWV5FUULtQ9BpVPyS8t8DsajjLWLa9txCYhWNdYJsPQ8Xg+SIbtsQuhFKWzpGxR3DiSFTUEpgi+GFCRMeiWvYzKWlCIJPoEv0vCJbFh\/XXy0D5MOtS+iGafCFOkkhaQhlCSZIKCsNh8sciPf7IVbwJmqx+WGcnPnHBHtMYuHhEY5JQwSw9DHkJLGk\/gK0JIrQVyKHYigVsxA2QYlyQ0QkQXgiIDGiaxwOaWIE7BYafL5YpOW+Gf2Okskh987UHNy1v9AkkWN\/oa5EIQ2GQpiRMjLL0MQxMoQf2SJ6ajE5eEP3CxEiY8ImN9F1lJvRakRKEJIrEpdiFKaxxwYS9Hi3IENBMVk8xNEWjNBdlMDcJpJxOKeVNfo63D\/s\/DpolY+QMfz4Kv+zQkS4FoOsETAl2PY7yYcYOkc5p7I1NP0tFwQw+1aPo4OMfOXXtMW86iUm+SdFsoFltShdiJNqX2KBsTuxLCsNdtIjDGSaElj5Ok077ZGErxLF8DCzI6m1XCKKRrYiSSchpWvoUE5\/8AwPkrdfQ2JgTaIA9oTdDkpDmiZISFhomEx5HEIYfnQz7EEJKY2hKNHJzQuGJu3IfI+JyiRNcr2XhZSUR3ZvSNKRsS01YxZSJFBZWMcXJDGYH\/ACx078CuUc9N\/ZwQ0qhBooijROiEdCVwIILsAuGhaZTGhfkmvhnzUFnkl+yWqkpqcbEaFIQaEIxOEQyN6GCk35xKE1tCnM\/InzFkDPREv\/Rv\/ti+2JctTFWOcsj2W9LwEnnFVivI7Dj8ECKIeRPMngPAi8SIeBINIf4BSUQPQ0KEKkhNJliCS6P1LD+PpkcneJvjjnMz8QcDVMvwkxzqRZTHF709CcrBjZphxbY7sCwhLFINMFh+UNWRX+xTX9siexWN3IyvbeFmREh4DwCTr1QBsyyoM8A0o1HkmUbCXOwo5Tdhzw6IQQfArbOjhy9yOf8ADwiTxhg6Ulf6kiY16FCWxMKOdkdUMjOceG2pQ0bWhyPCExZWPleBtNJpFyc\/7ZE+f6KbxTTK1iHnjOvYcbj\/AAAnRlXoBXGK2uNsShGhSdxCdk\/K2IWQXUTpC+iwl+xSjnOiB3iJRBAuXL94Q9CcOimBfQmWjhom1Cm1JtcJCQtXQoWyRCxIl0W9HYkEJH\/pY7XY8eHgd1VnPN449tXvbIg9wxpHhcgqlUseNSoFBpH+0CckCg0QkmhfA1txH2wn2NnhYnWeuUxaaKArI\/RZJ8Metk1lSBjhpW0hvWjc7EzFBDFhDwxEvLTlHE6\/2bv+yeLYxxdBNrDd4Xgn2HlPusOxk6GaCJUEmwgzEhlbs42hGVKLdh2abY52lHMnhBGCBqg9Bm0WpMKXN2WWEdgRD+hc9SQK1vG\/0M4y2JCniPAoJHhCoWHm+OqjWF\/6R2JYbijW8t459b9xNFyNcG\/Y8DVCe2Ivj0sf2RjRypl1tRWDgv4fQvy47F9j1CHBMXcSISdHwh1UiiKOAnFL\/gaJo+JR8rZ\/XokWPRZJv0TljPOaRSzlSPs5\/wCj7\/si9yzwPgsL2H6qZw4bS2x9ByDZJI0IiFNkuzeCmnYcFUOQtXNijOZhQkdtJs8DGtl5cqwXYHOPRQeE8AlbFxytJY1k4lM6UmGbYmT7fy2Jo5xyMnOxSQkeVjW88E40Li7B0f8ArOP+mmtkSfmxyIQQ8vx7DxfoRJS7HzZKNjJhEwEkQUzPSGyVbgvN6\/waMREnM2dg3hWOalGif\/QJQ422qCDC0eEQSiQgMYroc4iagbhIiQu7iH8mpXMv0NUuwWHr0RlllZnKGj8SBOzR+h18+SKFpxip7ENr65I0jkiOWd5vS47P2NDb0twbEnNty5Fa8l2Vd3SGza1xI+ToPmPkM0QnQlrISOUohhu7DA2rVkCxpfrEsg4\/hRU2+xjCbzsS8lZkbGHw2asrY6S1ZH\/CJi8vdDgzjOkNzhvKwR5WI9fBNtKw43ByOiev0MQ5ikIpUn0P9hMUykPl8lURFON\/C\/6LlGNHH9L1yN0bYeWoobEaNU8K2xCvkOo5NIs9iRcIjLU+Eixq3XZHweEi+eB2rz5JJ2n9jHg\/YKdtwJWlwbkSS8EvafJ+VCGMY8FJEScCuiaaP0oO1WEpTTsf4K+DNPQxZF0K0hYWVnRs5JG2mtickVaaTGN0ILcISrMoFcp3ZNT8TGycgm7+\/kiY+GnrZJv6fECkmGNc5rfgivhE\/oY+3uPJNMlwPQUYYbQQvoWXxZEFfEdNuWx3KZ5XljVQI17OV2KjU+V0MaGMa9FMvB4znoKNf5CNYbBbvYy+iSR5TAIXoZxiRnwMLSfMThSXb0Lk8xwJo\/wUhoq2eL\/ZZJeir8kaWS8JwTKneP8AsmY+RL3RjfGo5Cx0KIBPyw2ap\/Qht4bsY\/1BzVDfJAvBq7JWyU1BPJwTRd6ESRx2dSdMbXRtT\/6xKf2TO92uxOxYaGhofoMTHjLtsSw9qtp8BaEV\/wCmJ4JzlId3WW8P0PeGQMTU025Wxne6O3+gla7UKeGMFyhobEunkQS5f9EOW1pbQ\/8AIoa4PGfSve\/rYx+h6FbfJ9AXKOXlqIJqSXY6gdrQlp3yYFhzXkTkSfBf0PUL9DI0AURJKoOQEjr5dlXwQ\/ZCvr\/pYmn9hjGhiHKE8MrhHjHIYn9QXIxQuhCW+1piciZOFs1tWPA+yMR6mMvn8rIsAqwGJKfoLh2tCt5XI5LZwfaWKVm\/hDcKJX3Tkr5e\/YY9+h7fA1mPd4Pk2UX6EKzoCXUQInTJhMOtmwapR2FlLIJDvYlgiahkZU0v7BaBj5jmP7GDrljQvtQ6gVquLHtYg3yJPZJIx+jQbF6AiZnKMFhqTsh7u2gXqrCRxW4pH0cCE+E\/sQ+oxEeJpcC8DZqjaI15\/s008LM2P8m9k\/R+ligH8QNFqxhGk7ZCQtkZOVkah6ngMokshUUhNQUQo6bY08kFodaQ6ttwa74Lo3En3+uOBHtLl9b4FPWRz+b\/AGVXMwvVI36WIanYW1IdpNbHwD2vkvjs0IQ\/BXIjKyuaSQ2hh2FIrbgTDoyLP9ikkr6OH7Mnf+WOzpMoiJ4KxmITQ0NeXIk8vl\/Y0H6P1MOr4H6Iohm+CJUoZuzHc1wL+wmitCRsMu36Dxfof7DOAnb+Iv8Ax+WEeOPS\/SzV8nJARKUbj0xwLY8ch0o3fI9dH9FIqrjIjsHNM18G3YuDrD0Hof8AMN5uez\/\/2gAMAwEAAgADAAAAEPw3\/wD\/AP8A\/wD\/AP8AvvvvvskNScp2hsH7qLkIV6kNNPAllow\/\/wD\/AP8A\/wD\/AP8A\/wDvOMc5iElJsbVvdZSm3w446BiAJ54MNPff\/wD\/AP8AvPMMMf8Aj+WrKWXjygpalPsYuqTvhG++DDDDTzTzjDDDDDGgO+u7\/ugKBpwmV9UOn3LDHJ2WDDDDDDDDDDDDDH3kV+GWDyB7lVZmAK2SSTjGH53+DDDDDDDDDDHPPUjnSoNCEJYTqlJOFGhr7CDBoRH+DDDDDDDPP\/8A\/wDf1P27MsDas6kRixeBtiQsBEhDVr4MMMN\/\/wD\/AP8A\/HEFPoKOuKbocVd\/+Da5LeOYWRwklr4MMP8A\/wD\/AP8A\/l94zHX770YCN5q4iFEgkTONXy7lhP5eDDD\/AP8A\/wD\/APWdY0zt1cz23V4eo3SkiCxvDgXpDFOVMgwx\/wD\/AP8AffeZJMj4XrwvHlPBKANT0T3hof1v3z5pwgww\/wD\/AP8AfeYucy4iVlTO+ouPrSKafbxrre0v0n5\/fAwz\/wD\/AN9932vRH4KIEn0SN+WLNiMngI21qphxiLuRDD\/\/APfeeoKvk8RWvS\/kO6ctOWKKcPvQ\/tDCWjjnrAw\/6VfaSFnIDZtmfC+UI1tYGCuqDls67z0KPmoURAg0RfaVt7YGMUNTFoUZjNZWOsqLFCkL3RvYnjiP3ggnPfXYEDeSd6phfbel0oVmHyk8WhRJBE4iy4g\/BBnPPOcV5gED4Ur4m53R1w0qlHE3zD7FxTZK1QtCmnPPPOTKcRJOE2SU62ymkeUz5LgzCdq7sy9nb+M71vPMINvWjkYnKZi2IQXnggtMrlofWvafNQ7egp89uzDHLE2P\/wD+fkd\/Qe9X29rFQ9GGpiO8VHpuaaJMq7PzQCedNPH+oRTYedEw5LgNWVenwGojF0BJKexGXh0AAEV1sciB6nil6nKHOgWbmUvGZetKCNKKA7j8sHYAVh3X\/fBev77r3hD1GEjDVlaGVa5\/IpLCqeiMvW0RzyWpPcXp2oHo9iWKz2anTRpbKfYkvpawibdQmKb77YIr\/AdCIEtq14gcW1pevQn957U70wZjmxRbBYbb5paHnvytmlhTiKCuy6LCalHWFCuYGQxCh7I2\/wCv\/8QAJhEBAAICAgICAwACAwAAAAAAAQARITEQQSBRMGFAcbGBoZHR8P\/aAAgBAwEBPxD8JdZ3UObncRXjpl0yiuK4ItTqZgzH1jL8kLhDZLYOAShixHh59gVqAbhikNXE\/FqVwQZVwkh2PFGYkMzKClw8OEblUT8IJXhcFjR1spzBF1IbiupaccL8j+ESpXKM6CW1zNCjDARugiUSvRHQxWX4ZQUNfO2TUyucxiRJUR44yKUOQsAZO7juIR0zSXoYS1zGtx1UqVCLYE\/APUQAO+CcIxmV6SBdssIG0QoimJ3EUyqKgBidwzuBCpnDkBPDf5sh6l0BKlGuN+Q9ZlWMXMmYy+LkAoBKcXGJTLGYI68T8rkEo4qIYgxUzDsXEl0QWzm8jxcpmvfG3B9yUsxXMRRYAY5Yd\/LavwHIgtFQxbDMO5YQ2V7jgMzNZEbY4VBrXCiksDqGCpG2EZUTFHAdRII\/GlBAEQUcXwoHqCbgEXUvE9wQip19MRsLJ3CIYvLYl\/EVJmkVdCKWZloQotIKj8QW1EIdnFy4Su\/U\/YUuYDtjitEMKOKlDuXzjCUziFyneDEVMPcBcxgvv+RFe3jc3nADArg3MyGXxaJlDUvkZmX1MZ9yoL1GoQQe2XLiRazFG2MWRnTMQKySvncCtQBoOYQoaj4V8IXDAZcU8SF9BFuHuVHtI9jUIKIAtZhMo\/b5AUxMjULlxc2TUgosixfHPw9qYzKnOQnDAPJLSYN6wMr4h7qYzKL5eOB2xN5cd83ragBZ4ntNa+CxUxB2wphHinqYCMc4he7meBGk23F8B6wp1HkTMwpglw8mbGYjB4PaFGo+NeFi2oL+vINCFUaYU8Rpk2WpDWD2spUPpChayzqlFbHMJmWV5qVw8Fo1Wl\/FgIwtjKy98FW1DJZZmdEERVG7l2NEvUEQwRhlBg1MoglRDMzool08Bcr1KjrEcPBiUB+PIRujIgW6nYjM4ZfsgjLJuDXZDahJDMujywCjjTVQW5EADvjBGU3AaRmSNQ4GAupUuXMEGYSASgfgqUwUU5t0xLW2aYgVv+II5nYBKtEHo0A6blOrEQqg9ExlkFDkhBdpUpBrULaV6iOngK1O9CJZLFzifhB8gJTG66LSXjx1LOyYjDv+xLMIr+phhICoDCXBHR4BCP3C4HDaXBxR8Vd8OJuWD0TpR1niZM496IgHZUHM3LOf7lnNTCFJ2ICjbGTfGIisvio+F8RtwNNwbL4Pgd44Vay4rS59Qq63txAA+o0EIlwhrqKmSUjkOvqBQLqA6JQ1EGBwTunLl8HgbtzcItRJrx04+lZhLgjQwfYxSzKUYZa+vtn3rthBS3BMM5XeJgtQ0yhp\/wBX9f8AXASpVSyxA0dxYGVweYsqJBMUF7IteJrig+7BZ25\/XcAKOFDUf+1MAHT3\/mdkDio2Jd+pUKa1UYaEirBs1PSrf39w4qMJUu246XyeVQgtS6nrgRwuvI4WRMp6P7P3GUP4n7mTJ0dH6jTFlmpU3+ydkPcAlM1O9zHFwaNnqEA7l8LeAG9cLPgRMMxeoRUxUuUA\/qD5v\/gjCHomjh9EqwjiHBTdhlaikpNP6YuiUoqGv0n880WINlzUOdzqEXZG6lv0QRjg73UJ\/8QAJxEBAQEAAgIBBAICAwEAAAAAAQARITEQQSAwQFFhcbGRoVDR4fD\/2gAIAQIBAT8Q+zHFLfGR4Hh+BtuU+L94ocTaQe\/Di34\/4AjDhNGWTHX34mExAXHwvAv3B5fKNkIaWWQyhtk37j1InuB85t+WADiSWEgkZvLbWeftlhtsm6CF4YG0ZJxPPM9ee0mk5g8MyTPtcOPD5L0k4MDxIsvV1ZsiRPSZ+DFn7JcLRvw\/WUd+YTTSHYdstsHqTAPwMupNkzzv1vR8QzfchuTORlCoEPaHaWfjwMr4II543iTJOk\/WWFo78c2cnxqyQ8lq+EwfhD9xnS5LjwesNcuDzM9SsD0kuZ+pvwfLrsUWXOMeZPMx4ttWEyRziOJEdt2HP7lVKgO+bg68dhKdfSTiXPjI88RBpPRBfH+MvUXKcIbB5Ryxlo5ZPBH5QDrw\/VW53g4\/LAI48G4El12E8EzzetfD2ECuXUajNZv2C9Wxkb08TnnJk54HDSaRXm9S+IRUOJc2x19cZcu2xoETx4dzN0Ev1B9sjzbEYysLPiHaR8YObbt4EOXDmC\/V4MPhOkuCyXSBYHCLF57cLtsKQjdXpi73L0kn7mGTfJhkdghz9NcLbrbPh1he24MXCa9bjGOlYchOzwPL3ifwhO\/C3wK5LYaxx8KX0xpZsXbJzgXFk4J+m6dsn0LZnuvS9WjyMN44kMYNZ5cTYd8DG4nUmzGDm2nH0\/coUKcd3QC9QT6m7mIDr\/NnstX7LeVzvhrne2SlMP8AmE9n5gNwngty2XiekMOybJjFkF1MzcI+htmGfB8OjLufPq6YO07zN4C1WHa3CH7ZvlSidT4ObLYYiDZB8Ekzwvodt3Jj4BeC6KN9UTstrOaPZGqPMnCZVp7YnQsqPwyAktljdti2Hzv1h6pu5A6H1cRl43mvV7rfwcxKfwfyyQp4AYsbExf3eoW9kP2zhOVdTmfzLYeD5pJHl+Jb4v5ts9SctH+Lo0\/gXKu3pR7\/AH+iLz0dEohyS5sBHRmXZ\/X+Zx4VjfJgOQniXqIj6Ay3JbwWER18F4lrm1PxL85hx\/LbpJYd1\/qcOR\/+6sffiapgXqP4+\/5lEbRnEVyMnv8A1+v14hcnJKTrRu\/ebfcMR8Dxkht3ZpbAyz4PFLV4\/wACsvyX+o1cI7\/vLFuH9z0yOeLgV\/SWlePR6I4vWl6\/T\/7J+FvlwzH\/ABuXkhzqF3dwz+owmjDD8S216iFd+Nj4u+e\/B5P3A69zZjz2+8UOYulB\/ucOXK2XRFCW+z+5aw0X+8\/u9+DwXa6H8S0l8FOpGJKeJdefGTkMb\/\/EACoQAQACAgEEAQMFAQEBAQAAAAEAESExQRBRYXGBIJGhMECxwdHw4fFQ\/9oACAEBAAE\/EIfQTn97dKUC1k\/85DzUNwS7lBEcnmElfhAKxBOIJKboju4COJjwji4jlaigYjqpqgplYlAmBuGcwTmCXmDe4C7h94KS7P0Xox6HU\/dv0toLDgdoLxCvRCOIQalPEan0HC3BRxCbxMNJWEqSUVAuBgVMW4XIgnJCLpmBItuGdKOrJKRUtIN9H6noxh9B+4Zcv6GX1WNoF46VXEAj0Po5Q3coMuWVRgTDUtygTEZlbVl9izG88zyhREJEMEpbWo9LlJCGH6n9Df7t+ipUEw+jGX9BTjnOC1NuIBNIqMQzvIwYY4lghG22YGIyWxYol2UYNIxKJWanr1RK+l\/RP2Ny\/wBIMwg+qAGuh+iI+jZlRZgZhWzB5QTmC7QHmDi2H3l3M4ScTFUsggxKqxCOIYTEoj+yIX+nf6bAuHQkEHUGGKixhWLKIR2hnMPvBckNGptzK0XKG5exSnEm2Y3MtBABZCQQhgYgkrgfSlyzo+GJUf1+el9Oet\/qBmEEEV1ZUSOEYYYYSvmEEC1ssMkEuWChuJaoHbMymqi7lisQELiiWMRqIvtGDE0IipSvov8AQGp6v\/4IfUyokqBKYRzDG2EXn8xjK465xHuVYtqLSyEkzIhanAYobEaFscH9oeyMqkqUDEo0QJBYmL6DqSr6AIc\/\/gXBrqA\/QTEoi1KeYZeYY2xba1jz5RHJ6aQE1LXpLJNkRvEVRRzSw\/KGRYTtJDMIhCPSFYfoKECFno3++vpdQ6kOgenEogHMMuYViyMNjcb2RYhmplBuC4EXQudlBCUmO9RQwpalUcYgZFHEETg4uUGYrCHR+pBKpXzK7zMu4kuz95coZjuWo\/iOQJdwp1Qi5hDIQcwi5i6KiNA3kQyBxNaRyEDdyiM0YrkZcW\/dD0TJltkPOpcOIg3UcY6zUMo1\/ERrWcxBo3KBMEuL9CCV9AzmWRILQtfuVy5fUUuXlAcw\/SrzKKHTC7pANwHH0BqNwS5lq5ERtXL4QL\/XFlUriEMaY2KMI30SANQwcQFVKEeYfCIbE3wwsfiWNQcYmhFwYK8RmCi+kXDoglco5hnMtuozHyiwcxajx+1v67CWgcsyF3DSMvMVFPqIUSYVHIQeJUblhmKlMywK2EkKY2jr1RZkiW5GYQYgHEI4gKmdjp2EMhACNLCFuKsU2TDBKznMUmyNwjOWpSUy4iA6ZnME5lumObi3Liy4bnCP9W5cuXL\/AEnBCduK68GoFzDoxIjcGQOFlCONzOVES2OuiFAEStJTAai5i2THjEQCagSVEmRL\/V0k+KVBmDygI5ht5I14YNzF3YaiIOTDZfEtNyvmU8y9aZvGX+039hlYhyyrjNTBbcAYQdHpUSIihKuUQ1L0SkjgIBSZggRF4jjphYhRKloDR6VLIuhbNcxMwUMQdpiWKss2QUzWHERuwytrMBjLiPtF6XLj0qV1KGv29y4tEv47N4jQMMg8Rwu2LWKpnB0wFkuAFnRelX0UqoWmswQVDogExRkizUEcNkb5YjuxAFqyYmXKKEEVSmZUYmZZVMygTtgsii8EYEvQbiAox3Oul\/RUDpXWNfoP6r9G8jZTLLrcNV8RlwOYFQcQpFiGQHUDM7gEwxy3CLuXUGjxCxmIDMG4SpiYWUFCopUcxS9Mzx4JivkQxjMJhIqhUbBIcMzQ0xwFYW3tLABfUexA6W\/JEBR+KlrAxBTDKVRc1DEYfQQ+gOn6D+o\/Q4IDZjpDogkGO65YdRqUxorjsXCz56CgVMJ0wcRlYcMwEinKpiLJtGUVzLWhYq2DqDcqVBK15jePAYPQtCRqyDnEe1RxcStcREFWuiDhb\/8ACOCMQcg+0psB9oAWq2ELOYI4ioGZlNHodRBCDT+7MZx2xaIS5ioXYQPpt3uvUM2o7R9tdYgOuspBQOmDskGmGWDsy6eJc5cG+EpqXlCioIzTL7DGqQrgFeYYyuGWczSIo7zsytBX3Io+9hLVxLnU26uDuwTGohUwq0EZJ4CX4sUO8AHqBc7CAXBCp2K8EDVIiEsblSugyqIOYv3FaITLjtbmXCygHMdpdvQuerid4mCEB4qKuxGHOSKnGI6ZIQEBQK7l5MkyJWGCjY5hwsHeGBo+YIpnbYdgjspXiKcd7mJqCvMEWNwZQ3ZcqEa3HEZLP1\/aVHIV2PZAhRCOUJLggYBDcugQQ4oyxFo1Lo3GK8Sx\/pjxG3VPMdE7RnC+oSXe6iqvt36FHCGUcf6D+uaSxu3FUwJzGyLB6XHUuXFiOypNvxCtOWyKjzxL692cIM4DLWLbABeCKLCDoxEUjAw2A5RHtBTIwQg1C2pEdw9lmECnvNYMylSiSlWxbJQO2g5sHkNjBRqGemE5juff5jcoCric3HcCpThHAbW4wPrwEOPmEwO\/nSJt+xKckfXPxG7C8xwmTcVzT66\/XVEJ8xXITrL7GZeberrqw2RFCF25inioqnEVGWGXBxLigrBLEOCc6oeSxCtksdPSu8uyLxF7PlDiH7xJpOei7dA0pSpThagWJ8QtAd6YGejZw4mCDga9ykfEPj0VvMUrSkpQBXuIjMK\/bFmbj2svUPBp\/UoIeWy+2HJc0dAxbqPxdSOD2XRC0ScO0wCF41K5KzxBU0\/aUoC9wR5l6ruLEFS4inUvoxb30OjqBa1X9mYEDZCIG+YWD0VTMsEAS\/3msR4K1lYJihbBzJLExHoP2xAoMwqWwUmvUPLCUzXmLrvggpSVuA7HLuSqIiVAf97nPOQ\/slvKVv8AqMatgepuDHiHlDbvfY8xOESi58p7xueLY9DiCirTZ3gNACLRlD3EIE4vMySfA9e1EwdJ7P7rLDlxaCovzZ3mUFs+Je3L\/wC1GV6Bn7wr3gH639RUS5YtmAW2Y7rmCixFbcDpeOixhBhENtEJfmxUHxdRFLnaiAA0EW3UyF7h0NC1Hi24aQFuYToWwZdzwFvmGEK4TuMS1ia+D8xmWPbhlCI7IBBGyEAKN3ZxAh0dni5dbO5zA+GbWqO8aMbps5T\/AGCWxGkTDjBlHgDW9kt+Vbzt+xN6bIm\/XiUNmTZYEZ6q6jLFDGWtCUmCIauDwxzct0GIvycsWoDdMPS17fj6n9TgmRKVXaYBcTAhEuO7m3HU4l9MTE5huW70nNYqIFsaNyoNOFRalSWYMqiJd1Hf5eoMp5ioplFBuYoEPuCCeFag1DvpZFuIhywPXREYZNMv4Q13SpS8nzKFGKFxC64YNf8AXAGyScztN8AX+Gz+HMwzD\/Kj13gosCNICV3Ps\/RhfGVYVIfwStYzKncycn3GUFeCcrtIbBR8XmXhb4iZbtIYyPQMv3T3YgXioouCx8TAv+\/pf01fUFGIlscj0z4YC\/cJ1ajo195xF6M46LXQag3Knlyx2Som7NSpK22xKWznMqg0EWFY99RfVMoCHHesSieIcStbRU7hElA6SEb16PHuCh1EYXMcxy1HGVQ4xwqrl4IllAQCiCBIrzzcvnYwInDpJZ6soAI5EGTKntcXNDby+yXO\/wA8ftjpQAedEFN3uuJc0AYtj1ihu77TDDreIA8kRsyvrcptGrb1ALyp57w28nOIoHJy9phH8QcvgSHsH69rOpRgTEYOWFFEuglB9KqUoYqLb0YsWX0YdCeQQz5FROLdRjzJfc2pQAhOdVGc+Oi4uJcszTuMTuAPYQyMI4eImBd5IehCQSxjo1tzHs7MS6Jwl8koVBHwlcKHbolkChh\/6YlD6yJWjt4lfKTNckvPwQ56WHtXeOLuslr\/AOKeYjQ\/EAHuLYa1YPtCoD1AePGIoaLvdS6U0\/uAPyXHeNU4gFNKZxMLFl5haGzvUFyd4XYDHMGrazswaMr64l0Ea+l6n1WMAMQxcVdsqM4iIgWmN+3S5DiJ2i1Fvo9OJfiHS4ChrEF0Igy+JyIQQgVxKS2bxvoWpcLJHdgJgCM9kCCDsRC45RqqmJdQc0BBikBpgJnc0ozx34e5M4R0PvH+ogWqX3V3e0Eqq5dpKlVzFPEdSnvqOCZbajbmMtKyR+8VKcjbT2rZ\/wBiDV7K4TxW5RgalAUhxkmxMr5gcDR2lxv1isuZQCh2upkFYeCFFBa4hbZoMDBa3R3hiNfMw4vHqYMC\/EQUMwrfy4Ppep0epmYPMaSz4jglWDcYW1AsY6MOKReFb2S2AT3EMYxaeiy4pcYRIbWMRlRgir50MwhjheCZkxcIMDFyKJ3ZvsgAZdibblVq4N+HzMLhslchUQGH7xsLS5kXQPaaQoOUTH3TA8P7YHw7SB\/L7Q18Jd57S97iq2vH4hF3UK\/mNlY+aY12PvEXH3ljgWxEUoY4\/OonwWQ7O8sACnsneIOB8TKJu6iUHxC4i+O61Da3X81E73fmYW9eLlN4u+8O59EC9GWLes9iOjGNNwdK3htikjnd7\/QPpDVxpLFcQwSxm05gxIV37zmYbbEPbDfEfIR7kSLocS4P26FIsWOg6F3rc3YWsjNzJDMKNzBEZcxe0Mtyz8KmJVCPh9ocAWACVZmYYckDsVM083Gy3MSOSWXx7hebiDjxCjVsqT3NofHeUq3Oaz0cSsWXzzFScG2L9yvvF38wCyU2ljX\/AGvfqZJZvgrjxGrv+VIt7MN+Px\/kRm00MZHDGQxcQKDGsfx4hmz2UuzswVR4pceWeYjwbNylkwG3vDFN3uNNGEV3Q+YKisHqCoGu5K1iQugdzcRqo8s2YwygKV+qvqNp4TWCo6JZZgwjscxH2bfaaLXi4IUUfMPUk4Nk35EFL8RWsfEWSl3nYy4CsCsXLR3qBWoJmyZskBQpWCWr+YddXbGAlJLcyd4fOhwOiENMFEGtEsXbBaHBEXmA5H7zIL1zClLPWI5OI4cvzCzBvmVcBh4vbCwcKmb1zLYKyqrRGtxqLq6XtOZs5XvNrvxj3MHwceGVK0tHPol3Ap4blhY\/dF2xj8kGFw\/eCigHtF5LcUaHuIbCto3LoG1W3+Qc3yalOy37iwWN+4oFlS23zKlzIGm8nMYUh7jS83Fozyibpal739dy+u4NEQEu18dLjMq1o2ywYWDzGFW9syDRHrc8SoDHcgut+YWZlEyg0JZAfiaUviBh5vmMgdwWzEC+JqhiOIqFajdRSGoVe4AsYi0Eu2hSO5XEWDug+DLzmHbiHCrJYafmZ2oqKRRHjMoGRfiIhagLV8EqVeT+x\/RKCTUFBOMAG5Zvj+Jv73LHs1jcxDmo53qr\/wBiW4+PuwqMCGnWMPM2A9i0Miw91DEbfLE2Qqm5llenOZUbtfMoyfvuOWw2zJ\/sMoFGxmDe1YKEfLHil9mMBa+YmzOIgiJGWOE+YLVX3iF\/prDeLYIFEoIK5iRd5ziD2w7xVsuUZ1N73GAiVovDGi6QIeEWClWuUrepas2wYaJhFBB22NflGOwH7QqizEJBkE1SoNHOAgHEpVyQgoH8wRXCzzHi6U1EWJZ7hqmiXtd9pnUL96hKi3BR8HMKqyn9M7EU1cd0H\/2bnEWhyvgOWFotLB8Djz8QBBrgivYjRbzTzLgQEVcyJZUpNB9oNsajmNbI8JlnuYY5RwoXKJt5RR3mWoaBC+UtcfabHMVfKdj6iFIJ6lYW5mMzBaF\/TyYiVlBbFollMNeBzGPA0cM0TzFRVxjF6EgIR+BCuxpcEIiD1KMGIwsRsiZf5ZaNlLZv6iukMpWrYRMkd86I0OJlZYIYczhEGxzFCzMdkEVLkbiEsq\/PMKsDg7YbMHPP\/f8AiIB4qitfEpzc8BB5RaQH3iC4EAi9+4igpUaTxMkhVG3lZQDiUrMNuIqK1nEp2q8zkZe8UCOYiWsy4b7wbegsZahhjWyXlVExM1JoRTqsj0xqYFTMVJwxFsZmrZIttm7O5Sxtv6L+p0TJmS3paSsg2x6Ct8S0tRRmGtlxZcWKHXpwENFjcBAh4hVVceILLmEBNotu5Qo54izCS2AchAwFkoiy4xHFoJMjmDXi4CEWdoQHXmIWzbL6MZrvLAXZLkoLX7cSoOnlPc\/5K0COnHwwdteQfzKKZ8rMUdi+n55+InHyTfo0+WUwBWgCiV0laEss+IrxLNHBA3BooNd4RkIPSKmIuNK6jmPLzAgxzDmyWI32GoaGbRuGJ7yLRakpTzFHNwcXBechNIZYHTqeH6XbK4hoI6ljEo4uvUcKldx5l4UAoLjqtdFiFBXxGj+4ZVj75lKJ95QW4+ZjJjzFbbgROoLiI9wVbDFQSkAzl5mIZL2lkCDHfgcw54twmlw6SrL2TL5geY0xcsohh2ZaGNn4iHXUYtlHHepymKeWZH\/IAuGtz7B\/epZEJ2x8uX8QIKErGIqk3fmMkKW1c+ZdMMVBcSbWouEPzCRlUObuCNyztGzBZKmyvjBQCF4nE9TcqcpEdV1tIj+1fJFtTQxGjyipSpg2MG1jF0ZYLqYP8\/SyYOhmwInaspmMhOPBoidOuCLO+J5MKlAD8TbwQu4LAPYRjk\/MDtyxDqhSE0BLyV7bgLJfYxvlMEywZSLwtoHvEx5yELSDmpcgbK4CKgBmIrMovhhYtc6zGvOBfvEoQtb8vXZ8RhK6Gkpfl5IgGs0xQHFQFoyQUcX7lhjfeMbuCs8LWVDVSCphC1b9wAIOIhuDXpDbtMbrDr0lgFO7k7Q8BGCLuL5m2gbIgAr7WNYX7GCMloSemF88TTMuyxqJjPMXxOHeEbt+a\/RdHQ9GWi4ltEdwiFitiqtspqPniBj4+CFaCoVKMeoY25iUWdVHgj5WYol3asKXl7CVq5D\/AM9QFfOqGDf5S46KRqghrlGO4IXHDUGgmPBBQJloDzFHhJmo3oUOxRFT3e2WwziFWTMUvYEINrFHOs9\/9hZ1pnnP\/eY9C0fFKXLLcJzAgPzBUvAT4PMzIpeZXSiXB3RDvREQaYWBmRZLGWF1Kd43qzIx\/wDEKECCxo1iRpRCvKPebTVQGKFonMXs8qJrXnlbnO2seKPkcEA4M\/dEimqY3luC8BINszTSd4LB1KIf7+jkhuGugW1LD1G6ouKOJRWt2qmwL7JW4A7EqbfBAbKHPCl\/xRb55UKVQqKMBK2pm68oHafHRgovCmZgRFeW64ifPQ2LmZQd2OuF40PmMPROFsXdhXgjOh3QZfCDSsqwTKRmHL7rMf1qIEStPBfbx44l3FVq9tyg2w4WL5gmdnaYsmPMJYYnslGACNnSuk7mqMwSpRdR1+VKO\/Ey1ZYikBVMLFqPgrMpZwlT+Z2nz2gBPblClU+z+pzN1eiWI5OfHMy3ol47naNphpmFXFzioIf3c3oK+q5cVEcu4ZZLIUYwE3CYHRgdAlHYldKhBcSMtVzgl2EsJU3eGaRZyzdsT0ikHLK8xwNhllHfQRkK7xiUNuXzMQwN2KCU6jsbYI2yNrMLSxLa4lx1mP3QrUvVV4T\/AMm987u7v\/u\/3gKoBnzt\/BNHtKVuXxRGEfNwqhsI0EpLGGbVizzBZBUpyzgZhOwcxOI7O5Q8k4m5MGvma\/ccKO5mzuembgWbYCwp8yoUW\/BF0ofJagVQVE4jIpOVKAvmZW7iJbiDhHHMxZmxIIKJcuXL+jBGQw3D+lXQ6GtkcrXEuyfUu4IpJjhgHAqa9IMewbySqawxAQt4uO23degqAKuKJQk7pmEwD35gTCRDhNE81ZL1BpnMvhjCeTP+y23Nb\/v\/AN+8zesrwSg\/aLlLxxKW2zIvMTIbjFlVgpeYy0usZhIOAiwQAU+YYpnzFWZ4YmULg4hd5Msw4uEWBNKjDYQiuTIkV\/YD7JiOPbiCjdY+CbGffBGMvLDTEpQ5zyQt3kheclEFdnxHmtceJdaXBQsq\/quXHmFxEjLmmGf0Kh1FlMNUMkcT0kpYhWBG83MAO3eDlFsHEoO7MxEL3W4K0sMPdNhxKMGYcgDiLInD43PBAfm9GBaxvKF4oUyrMbmUMG67aYrAjz4f+7x0sg7xa9eogtsMPHQGiZKYuYwnJUpi6Gody2sY5iIVcZWy4uXi7hXbY7q4BKhqguG9QVmLYVKrklDRUV5No7MN2u05dERy29\/8RKWtO+B9pVKYXVUE3DUX4SYDMKrO4haoazuLCbPeNHn62bQY6FNTJT9VQ39ChtCJ7EHwucjIFlEsql+4LKhUvaEritCr1Udt2cAf7AmgUu0Q2N8RYQUD2CJUCz3goMvUHa32ljS\/aDuD1K9hU4uEMtJVamRXEZ9UfIwv7QShefyVGd\/NLf2qbaxqBlcvBmHlmContRCBcsHsqNFig3uAmCYF7mbu4uCUhmVlzqUOgLyg9OLi6VPb\/kWV35\/xNi2ibWgjB1sByZI2uXeNPqVkyQPZM9geIvs89L6H0tY9BRmMGH0XNkLgjBcXTgIhixyrEVLhUi9EdxYbn2fBBJ8EhAgYK7k9RC1pWxTMsVDbI+BXc8zGHTYNDuQWyMVxgJRqLuIi5TZQuoLP8Ycpz4l8O+2tQzJgaviFfES0yO74f66INwAL7V\/SbqBobKlxe08pTmnDKpgxcTZgsAgeIQ1CiLqZc3LKszFieLKgURseGJVdQWUKpS4t\/qLVmr77RiPhtyyiRN1RLn5g9bl24wcy\/EyKUZlOSpVmKt+vSV0PRiFQGkxJkAICQrJgXLV46Qb3A3YXHBcvK0BFQZhuNQADATJglGYqKBhqJA9pdnzLi0HxmF5JWpsCk8jyPbE0QpkmEbGP3E2y3ug4haxDLpiY3IJA4oXiXFXKlr6lzv8AEOJQYpf59ykNXvsP6PxKhrP3i0vJFBoyS1wib1KvsZJ5iFMIWMS6mPUscwfvLthCkg0MXOGBepY8agvxgDRFXxA7Ndlyxw4o85MQcsecn7QLTpnOPxDEA2ew1A\/M7IL9Sw89qj6WhxsfXWIcTabTiBeYRI7jZ0y7nPG3a9DVmLNaY5C1erjMqNXn7SqOvTMypPJ4IzwSLr7JogNBFRRVF8wMA5r1KbFecQDpecTK3+f8mmb+P9Tsj6z\/ABFOqR4V8y41mEiEGbhcsHwSjggCVxRWYrFa5hEyOZiBRzALMpBe4D2T8JiFWhWsPe70cmGLb\/NxFKI73LzRGkR9TWMDZHcYMQKZWJyikUqp2Vcz4qJnxFbgxLDxGScIB+GM25eeZeQ4V9sGmuXO1mRQwLNl+JyJbo0J\/pM7du4cwDs8wM0cDlfELJAAcjwvHmUy5a6xOTmjRh+s10M4dTiDUHMuVCi8zJLqosgUN+Yly6A3KG52lsxlhpqYEBmgxHb7zwipgCF6IRU1+\/UthJYpxcc0himo4UqoFD4iIu8nMUZv+6lHJTwoSwus+rhtQTC2YCvyFyxbmV3fkgc\/Icj2eix6mxTO4y3hB0Waq4SYiswWuhA8pT2YfPMRY2wTygdm3D+T8zYs8TX+MwQbpi0scXThjRqBBmBCuJpYzHuPqZCbHRDzHVXDFOZfDYU8P\/sDFR6bjYhwuwysVDZfbL94gu2XjJYOdL2XkzLQwYOV+JQANWxfXac9AXK9H8fdii4Vdcubu82+IakBFpQ8XYo9Df0PRcQwmRFD0cy44NEX45gE5YF9SwMV3hk1AKqEyzu5lmuD0SnaVHULF+U9obZ1TTBIpTWAV2g56PZBnFNacOGU00Q4V9u0cavHZ\/sfQdltyqmjmvVwNM9j3yxoO7X5ZcAUulBPA8mxiiijlm5giZFo4hWuMxBKAcPMWg1zCnWEUZRamB9xz+e\/66fhgN6V5mHnJMc\/mBRWJ2Tv0LJmncrphhu4ivMHFsc4dTAg4zDNxYuKMrhu3mY3DB8kC4u2eJw7PB\/sMWcHBgiNMN20ESw1SlFlbh3fgta+O8MbLw\/+tRjDcGy9a+8VlNbH2Bn7kXonLgenD9TFUIfQy4x+H+8YMqwBfqBksAf3HuHglWCEC\/ocVAss7V6lEVWByRxqV4mkrjN9vPzGUav\/AHtKUdZxjUIbHMwx2vA+yZPO2LyeZZdBVXvzLS0RUfaE2tlFB4MEuCMiH2LZdAVwOBVwiDoTag7TBC3BLyWy5iVgmZcbiM69XbmKt98P4IENtZ4Y8mH3qpR16jbxxE3n5mK3K3emUBw2eoFZnKEN7lRcZMTnEGsSqWdzxtJQd0xCvBBxhApKlPCpTwalUuLsoRCllXaT3z8R4AtJT8c\/M1wvl1DwDPpOyEWik1L0xiQ85Twu2VIDulz2tjT3zEFbOL\/46MdL+hgl1MljHompcO6MHseYlkfhZhQRX4gFXh0ohq68VV+yXD7gOdfj\/wAgpr5O0DO+ZifurmWgvk3+ZmoAmne+Ja61o7zgoCrcES+SU1C2QL0GI2NZ2Rk5MEXnKxDvqv0r\/Idh5HxiFyLIfeXHmEGhiY6j4JZASVGpZeJmYxLFqLtUomn\/ACFWZf5If6moqY9+Pwr7Q07cwobJQzviPEu\/ELT7IlYeIeJoOg1TiBm4ObihV9BLC4LxWIjDuDNtAQDECNDhsGLUe5VeOT5mkSnOww34juhLM0kBVN94XKg9i4tC7ZsZl1j8QUPxKP8A8mjwVXg1h7H8RUUJwl5Lx\/Pn6mCyCbpGMdR0me7piEasFtx1xVIpDFS+\/wARmy4qhS1UUPiLsSD\/AABm+IGQZaWvIn9Ti+0rC4FJ\/czrb5imCg+\/KHL7tLbDMChBs91FGDUVZwReEktQc7cpMhWqtGtV7uZC6yr0UfmZwUoo32C2Pdcl8raLJVtLYbY+8GcTKASpyQbJfM2gXxOFbH9mLekybr7Ql6JS0KZVRUNqRlafk1CRAlmYe49oAxxAHEo55ZYnZju8YDhxcAVHBEbGp3IGKtjRi6jYHJMXpgvUvWQIKB4vL6JUtPQW\/BxLg2deouOAIUMZHlyChhuio2W53+Y20fLccoMneGtauTjOn7xCtPDUMa9xALJXL\/34gg5RjJ2fz9TGGboxjqVO8KWeUygWxxU8q4OoPHfmITOgyMwArxTLMFDqiMtXAIn\/AA\/+xnOzX2YoHAQFJpNkXA3eEHK9NuWGpPULL7CUNGumpBThuXust8dvp\/qWQJgUNZuPSim47qv+7xlEB6QCvw88MvgbAMgVd3j1EKnHk3mszhp8RTb4xH6fuRVksu7Zdioii1F7xllPDZ3gZhPHb1FOgQWD2e0FeM8zSjcHEu7TEt2CgWVuK1mBZcKJRe4mblAL30Acoo5rvAQULKYf7KaAxGGN\/wAQUKUfz5hqK2DiXgiZTfxDQHgLwQLYObiZspWokVOwThjswSW9hh\/JFKKWcFkspp8pz2+frZpN2MY6mK+UoNl2sFQ93KPcGUKxU8Rqh9W44Zbm2clzGCcytkCGYHkdtRYC7Kv2m01qoILT7CIRVcFQFVY8QAxHMJG9n0TlC+WUa\/5mHEiq78TA2Tu7NJvF\/lgTOoUtwYscFdnK2RViyYOkF25N57JiULZXbvaFQGqeU4iBgKBHDUVY6rV9pdY7cy8Re0adC4ue0W2M0YtKuR3i8MFgDVJH8m9vz9jxv3KUlZ1nicO0QJTM+0BllBzuWrOWcwuZogVX32+o6+\/b47RojVhuDRjsuLjuDX\/NRxCjVt+4GcdeCBuKuHHsxyKtuj1Dnro4mH8\/MULuCxSXWT8Bwn3p+YJCeaWoKLXXGvJr63pbM4jzHU\/NdAdAMq0faArXR\/NAN2EBpF3CoIsc8szI4GLxApg4wuJojQtWOJ\/uLEtvvRNuYzibRo0URK+5P4CKLl90oSq7V7sYmm8Vr4P6n4fodM5R1DcY6m0Yx3HU0YQqKy\/mf0mlFYq1Mr5ho+ZwTBzdTYhr7m6bdH8UC6XC11NWo5DEnaNRiKxdUYlDgwYxqNGHNxoJW1UFRSq5XmYINT\/U\/wA6D++NVbSP4n2eo4+IvDnkn\/\/Z\"\/><\/p>\n<p>Where i is the interest rate per period and n is the total number of periods with compounding occurring as quickly as per period. Summit applied PV Elements to each year\u2019s projected money flow\u2014including a large 12 Months 8 sale\u2014to calculate a total Present Worth of $13,310,403. They compared this to a $10 million buy worth, leading to a optimistic NPV of $3,310,403. Discover the strategy for calculating the present value factor, a key element in assessing the present worth of future cash. If you\u2019re a monetary advisor, you&#8217;ll have the ability to leverage the PVIF calculator to provide deeper insights for your clients. Serving To them to understand how their investments will respect over time fosters belief and promotes smarter monetary habits.<\/p>\n<h2>Current Worth Of An Annuity Method<\/h2>\n<p>The PVF acts as a multiplier which converts future cash flows into today\u2019s dollars. Often, the factor for the money flows that shall be obtained in the close to future is more than the ones that will be obtained at a later date. This implies that any sum of cash might be value more if it is acquired earlier.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>In the Present Worth Factor formulation, \u2018r\u2019 represents the discount or rate of interest per interval. This price is used to discount the future money flows to have the ability to get hold of the present value. Present value is a way of representing the current worth of a future\u2026<\/p>\n<p> <a class=\"continue-reading-link\" href=\"https:\/\/klecet.edu.in\/alumni\/current-worth-factor-pv-what-s-it-method\/\"><span>Continue reading<\/span><i class=\"icon-right-dir\"><\/i><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[28],"tags":[],"class_list":["post-728","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-7"],"_links":{"self":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/728","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/comments?post=728"}],"version-history":[{"count":1,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/728\/revisions"}],"predecessor-version":[{"id":729,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/728\/revisions\/729"}],"wp:attachment":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/media?parent=728"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/categories?post=728"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/tags?post=728"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}