{"id":315,"date":"2022-03-31T12:32:55","date_gmt":"2022-03-31T12:32:55","guid":{"rendered":"https:\/\/systemintsol.com\/?p=315"},"modified":"2022-10-20T08:03:06","modified_gmt":"2022-10-20T08:03:06","slug":"an-online-lender-giving-you-the-flexibility-to","status":"publish","type":"post","link":"http:\/\/systemintsol.com\/?p=315","title":{"rendered":"An Online Lender, Giving You the Flexibility to Move Forward"},"content":{"rendered":"<p>Get fast approval with the  customer service you deserve.  Before taking out a loan, you need to know minnesota loan laws. The conditions for obtaining loans vary from state to state. Are banks refusing to get a loan? You can get guaranteed approval loan from us. Do you want to call and get a loan? In that <a href=\"https:\/\/cashloanusa.net\/\">net cash loans<\/a> case, phone loans is the best choice. New Term Loan Repayment Amount shall have the meaning provided in Section 2.5. Cash Advance means a disbursement of funds in any currency from any Account made or obtained through or in connection with any Citibank ATM\/Debit Card other than any Cash Withdrawal.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"net cash loans\"\/><\/p>\n<p>Different banks have different debt service coverage ratio requirements. According to the Small Business Finance Institute, lenders typically require a minimum debt coverage ratio of 1.25. In other words, for every $1 of debt, the business has 25% more cash flow available to serve as a cushion. The debt service coverage ratio is an important measurement lenders consider when evaluating a business loan. Your historic cash flow is one of the key indicators of current and future business success. If you\u2019ve got a year or two of financial history, potential lenders will want to see how you\u2019re planning for and moving toward profitability. Has the business\u2019s net income increased?<\/p>\n<p><h2>Approved funds are directly deposited to your account the\u00a0same day*!<\/h2>\n<\/p>\n<p>On the federal income tax return, he may deduct the interest onl&#8230; Question # Which of the following are true? Law firm a&#8217;s stock has a higher price to earnings (P\/E) ratio than firm B&#8217;s stock and have the same required rate of return. Assume an investment costing $24,869 will earn $10,000 a year for 10 years. If the discount rate is 10%, what is the discounted payback period of the project?<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Check out NR <a href=\"https:\/\/twitter.com\/hashtag\/DomainAuction?src=hash&amp;ref_src=twsrc%5Etfw\">#DomainAuction<\/a> \/ CASH ZEBRA .COM \/ Payday Loans, Money Lend <a href=\"https:\/\/twitter.com\/hashtag\/Brand?src=hash&amp;ref_src=twsrc%5Etfw\">#Brand<\/a> \/ Namesilo  <a href=\"https:\/\/t.co\/XYmPSs7s0Q\">https:\/\/t.co\/XYmPSs7s0Q<\/a> via <a href=\"https:\/\/twitter.com\/eBay?ref_src=twsrc%5Etfw\">@eBay<\/a> \/ <a href=\"https:\/\/twitter.com\/hashtag\/paydayloans?src=hash&amp;ref_src=twsrc%5Etfw\">#paydayloans<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/fastcash?src=hash&amp;ref_src=twsrc%5Etfw\">#fastcash<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/moneylending?src=hash&amp;ref_src=twsrc%5Etfw\">#moneylending<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/loans?src=hash&amp;ref_src=twsrc%5Etfw\">#loans<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/banking?src=hash&amp;ref_src=twsrc%5Etfw\">#banking<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/online?src=hash&amp;ref_src=twsrc%5Etfw\">#online<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/internet?src=hash&amp;ref_src=twsrc%5Etfw\">#internet<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/business?src=hash&amp;ref_src=twsrc%5Etfw\">#business<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/web?src=hash&amp;ref_src=twsrc%5Etfw\">#web<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/tech?src=hash&amp;ref_src=twsrc%5Etfw\">#tech<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/net?src=hash&amp;ref_src=twsrc%5Etfw\">#net<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/invest?src=hash&amp;ref_src=twsrc%5Etfw\">#invest<\/a><\/p>\n<p>&mdash; OhioGuitarMan (@OGMDomains) <a href=\"https:\/\/twitter.com\/OGMDomains\/status\/1180674398518464513?ref_src=twsrc%5Etfw\">October 6, 2019<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p>What is her amount of markup per pot? The type of bidders in a Treasury auction who specify both the quantity of bonds they are looking to buy as well as the price they are willing to pay are called _______ . Negotiable B. Noncompetiti&#8230; Which of the following is not a test of the semi-strong market efficiency? Tests of the performance of active mutual funds Tests of the performance of money managers Stock reaction to merger announcem&#8230; Which of the following are NOT true?<\/p>\n<p><h2>Getting a loan is fast and easy<\/h2>\n<\/p>\n<p>A line of credit account gives you access to cash when you need it. Draw from up to $3,000 and make monthly payments on your balance like a credit card. Net Pay Advance offers an installment loan product option for Texas residents. You can repay this personal loan in smaller amounts over a 6-month period. Include cash activities related to net income. For example, cash generated from the sale of goods and cash paid for merchandise are operating activities because revenues and expenses are included in net income.<\/p>\n<p>Dividend changes follow shifts in long-term, sustainable earnings. Repurchases are generally tax advantaged relative to dividends. Firms seem to have long-run targ&#8230; Expected return and standard deviation of a risky portfolio are 11% and 21% respectively. Mr. Yen constructed a complete portfolio with these two assets that maximises his utilit&#8230;<\/p>\n<p>Here are a few ways to get your home ready for winter. Are you planning a trip to South Carolina in September, and are you looking for different activities? There are so many different things to do in South Carolina all year round and endless possibilities. AmeriCash Loans will no longer be offering loans in Illinois. Credit Karma is committed to ensuring digital accessibility for people with disabilities.<\/p>\n<p><a href=\"https:\/\/cashloanusa.net\/\"><img 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' alt='net cash loans' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p>The company executives want to understand financial options and its application in corporate fina&#8230; An investment requires 12,000 today, and produces the first cash flow of 500 in three years . Cash flow is expected to grow at 2.5% a year after year 3. A) What is the NPV of this inv&#8230; In New Mexico, we have installment loans online and in stores. There are no penalties to repay your loan early, and you may qualify for a loan extension, depending on your state of residence. Extensions may come with an additional fee and must be approved at least two business days before the original due date. Despite these limitations, net cash flow remains a valuable metric for assessing a company&#8217;s financial health. When used in conjunction with other financial measures, it can provide crucial insight into your business\u2019s overall financial performance. Net cash flow can be used as a predictor of future success.<\/p>\n<p>A 20-year, $1,000 par value bond has a 9% semi-annual coupon. The bond currently sells for $925. If the yield to maturity remains at its current rate, what will the price be 6 years from now? Calculate the value of a bond that matures in 14 years and has a $1,000 par value. The annual coupon interest rate is 14 percent and the\u200b market&#8217;s required yield to maturity on a\u200b comparable&#8230; A hedge fund is currently engaged in a plain vanilla interest rate swap with a company named NeverDown. Under the terms of the swap, the hedge fund receives six-month LIBOR and pay 8 percent per annum&#8230; Dan is considering borrowing $375,000 to purchase a new condo. Based on that information, answer the following questions.<\/p>\n<p>Investing activities refer to money you\u2019ve made from investments or cash spent on purchasing a buy or a fixed asset. If you run out of cash flow, you run the risk of not being able to keep the lights on, both literally and figuratively speaking. This is also why it\u2019s important to consider other metrics in addition to your net cash flow \u2014 things like free cash flow, operating cash flow, discounted cash flow, and others. When I needed money urgently, I turned to this site.<\/p>\n<p><h2>TAX RETURNS DELAYS<\/h2>\n<\/p>\n<p>How much more could he have earned over a 7-year period if the interest had compounded annually? Which one is likely to be used &#8230; In a free floating exchange rate regime, the demand and supply for a currency determine its price. For each of the following conditions, explain what is expected to happen to the demand and supply cur&#8230; Pinder Ltd currently has 5 million shares outstanding that are trading at $18 per share. Due to some unforeseen problems, Pinder Ltd needs quick access to capital and decides to raise $1 million placi&#8230;<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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pTsJX8ieu2pXVqsxW0cepz+gNZmTJ52oB\/aZ75fPzhpzTqN2Lcrxd3FXNkLYdfUlLzOF+jYjaTjlIKs+6gayiMaDvib8qZNmszo7jrq3ElW1R3OBSOoI9KfT86yuZXJ4morKgqec6dSsSmytKutMl3Ybv4K++arWBeVs5iyVKS4g4IzUq3c2yCd2SRk+1eQGBll0ZRDxN6Hl8q6nBGaXevLQbPqPz5oEZuG4nKhjtk18uF9aiRFuLWOAec0PksZLZgBGWobob1qaPbkKJQ0Qpf9qOlONtsNoSEqSkAY96qXTL7km4u3N0kl1Zwfl2qxIr7jikpCslXAHvRZU2Uo9IvCfMO6EtrguqaU8BgEH61vNT5Z656A8UT6Zt6HIrbajkq6nHSo7V0BMVWWzkJpR+mo80eJFx9QSbWjZuKmge5\/KO9TkfUUabhJeTjuQe1BobMqK+p0elSSgDPNV2b9LtM92C46v+EspB9xng1YX6xEBtpqdFMuxSjzFPBIIwOayPcmpqnxFWkoaWlrKe6z\/Yf1rn+f4hz2oqWWnlbz6U8+9WBoO+txbcwwpYJB3qJ\/mWepNEFI7HEIZL9ZYyX5MGaLrbnFMPMub0KR1611X+HvxOj6ymxrTdH0tzmykEL6kD2rk0TG5UbymiPV0+gz\/f9qf6avV20ndo19tLqkSIqwrrwod0n7VZ0urfSPX6T3F5sXmoSO56spcSE7QOAMDHSvqXkDjdVe+DXiNA8RdIQrqy8C8psBxOeUqHBB+ho7IIPfPWtngixPLkFTRgL4\/6va0b4UX68Id2umKplrnBK1cDH615bqT5wLy1bvMJJV9fevSf8R3hVqLxd0lH01ZLyxb0IkB99TqSoLCRwOOnPNcjufh2TpS6uRb1qWDcg0CPKh7iAr\/UTwPtUswVbMlFsylmLY8\/lTqAhpB5czz9BSs+K15LL8UlKU+leTnJ7GjXU+mXojpS03sZQcBA4xihtiI4+HYIyfOGEhKcnPyqmM7bwI7yxtnY\/wCAnSLsPSF41VMSfMnSvJaUf8iB2+Wa6rGepNVt+HrTatI+EWnLWtOHVREvO5GCVL5Of1qyQsE4x96u1cQZ85SSSOKAfFOeGocWCk\/85wqUAccAUf70dMEe\/FVN4kShMv6mcqKYrQSAACATz\/arGkS8ov0lnRruzD8cyspetdOtXM2p+4JRK348tQyc+39KJ9OqEie0CQBuKzxjigOb4WWOTf8A\/H1OPCQhQcVknaVZ9qsrSFsUXXHyQUoASPrW1mcLj4mjp31P1\/MAAX9Ne35k5drmImxlosLU4PUlbuw49xUM+mW3IIjyZrXmHq24lxKT1PBpaZCU\/IJcuCW9yleh9tKkpIPT3pqIIXJbSHbY89kuApUpCyO5wKzLEWTZirF8fZaUZFzWFKxtL8Upx75xRNBlomRUPofQ4MYUpPvQwGZhjlMeHIU2FEocYlBZKSRg4V\/Sp6wuOOQih1p9KkLI\/joCVc\/Tg1xi2ny6kreYaB\/MrNSjCEgDjrUU\/wDxbulI58pP2qXQkpAHbrTLpajkFLFgAPSrp7e1KBCegHIrQpB9W6lUlRGe4pZhT4kLScdj70oB74961GU4JrcHOMjBriJ00cO0p+VbJVwSD1r4rAABHJ7VnUHjkV3pOMZTFZdAHYe1M3lDBwelLyFZdVk96auBWc9fenAUIsyE1Olt6H5EiS2wlYwFrAI+mDxTi2aXsKLRGbd1VBaJbBILLPU89\/rUXrC5x4SmWn4zL\/mdEurSnH\/iqaXq+yRWm216btR2pSMqlsjtStTe1RA1RIRQJJ+GLMGFf9TNwrizMZZTEZ81tCEpzsWoj08fzj9an9XyUhMYBQ\/Mo\/tQt4POR9QQtV6hhRmozc6\/usNoZUlSQGGmmiQU8H1IVX3xMfmW9+Mww+UqDKlnA7kgD+hqrgTfnodynpLfMLiW8KkZCkkjtmsrmHxbunj\/ABdUJn+HMl9cJtpKFoSlBBcyckpV8sVla3yTejCFl1\/lZChxOa9Qtgzzc1NLjoBfTjzVHgjrUAzeJ7Q4dByO4rS4urc2latxJpqOBzXj8SBUoy87lm4ksNSXMDalaU\/MCmU25TZYxIkKWOuO1IHgYxSTn5SB+1MVRcB3auYWaOnNeUWs+pJwR\/1qzdNYdf3qVwnpVEsOybdKDmxbbiDylQwfoatDSV9RIaQ40evC055BqnrMJB3L1LmjzWNp7l4W+d8KyFg\/So65yTcAQrJ+\/WoWPclONBO44xSiJygvPQj51nPxNNGBnx2KGYpbQohSuufmaF5\/hvctV3ZiJp1jzpaWlKdz1UnI5\/ei1Lgkq8wEbEZJz0JpKLqC5aauke+W9S25DCjjb0Wg8FJHcEU3BkCuN3Ur5se6DWu\/w3az0ro+JrCS0p3etXmMpSctoHf+tCOnb45GQltS8EcYr1E0Wxo7xD8NoMmLJZmRZ0bC0lOVNrx6kKHYg8GuRPHX8JdxsEuRqDRbSlMLJWqPyePcVvZ9MHQMkohvLb6epXun9SrU8jLxwOCPerJtc+PLayoglXFc6RJMuzylRZra2nWlbVJXwQasPTesGGkoS48N\/bJxWS6Fe5eXIGFidN+CPifL8N78qMp1X+GylgqTn8ivcD+tdwWvxF07IsCL5MuLLTAQFFRV+bjt7159aG0JeNQNs3a8tuQIXC20qGHXgeeB\/KOnJ9+B3q3wWLXb0suPeTFjJ43rO1I+prS0ruiU449Jj6xMbvann1lk+IPjHc7+XLdYPMhwDlJWOHHB9R0FUrfdVwLQ8WVuh6UoZ8sHkfMntQvrzxYt9piO\/CyUxmU5SZLn5l\/JA65+dc56j13c9QLWYjjkSK5kKXuJed+p7Cudy\/RlYUnAlqav8WrU9dGoCVCVIUva55f5GhnufenHlLgSo94t+A60pDyB7kHPFUVEQ22jcE+sDOTV2aGuyNRafSwsgvxQEE\/akMNouEp3Gp6Q+DWsGNceH9pvDSgFqZShxI7KA5FHAH\/oVyv+EHVK7e9L0jJWQ25\/FYye\/cD711UB6unFaeJg6gyq67GImqylCSo54GSa508QtUrtbN11AUeZsWopQU\/mwcAZq+tSTBAskyUDgpaIGfc8VRsyPEktliQ024jaSpJPBJ+VamhXksZd0mNmRyho1QP5gfoHXbmsvOV\/h3wwbUN\/8TOT7D9KuWxNiNBCVoxvO45+dCGndPW9qSGokVDQGCrakc\/XFHMhUaBCckOEhDKNxA68DpTtW4vass6dcuHAuPO+5\/U1VyNuFnjLUXIVvZfcWfWHnD0+RqJRan4EwTGLBIQodfh3ELHTng80o61MmoM2ddfLjkgoYZPqP+n\/AKZrWOhp9zfaJ0lh8ekIdUQFn7cZ+o7VUDAxZNHmaRtNPT1uKYnzogSsEtrb2AjIOBjqOKMY7amWEh1zcUJwVHv86jNO3h25x1IkIKJDPC8gDIyRnHbkEEe4p1dJRjxVJSeXBtFFVmoPcbWkF+XIlKJOVYFTgTgDp96GoFziWxlPnlz+KSrcEFQA+1SkTUNolLCI89pSlHhJOD+ho2PpDObGDtsXJQJJ6H68UoMj8ygaatXGC+55TMtpS+gSFAmnW7J9WKWYYYMLBig6192j0itWyOtLJB74riZNxNacnaew6VphSUkqxzzmlFhSSVY4HHFNZ0lqJFW88sIQlJP\/AJVI54kEyv8AUni5onTeol6avFxcanJbS8UhhaxtVnHKQaVs\/iToe+zW4Fs1NBdkOq2pY8za4o+wScGoPWVp8Obq45dL5YkOXBZShLoUW3VjoPWk54x\/SorTnh14eo1LD1DEclty7SvzI6XJvmtqUtJHG7k9KtUCIVCH0xE+RfojES2MSwXE58x7acjnHQ0ZPL1IhClf7nW5SEpJJVLGf\/wqE0mn4vUrS8Z2Bbv07f8AWibxK1AjSfhzqbUzx2i1WmXMz0\/I0pQ\/pVHWNTqsp656YD2EgPw4tKX4S2+7OspaXeZk+6qSk8D4iU44AD7YUP0qE8YrjGj3sGW4hLaGW0YIOSSScDHU\/KjXwYtjlq8H9HW9zhTNkiBXHVRaST\/Wqt8bJEZq9XO5PNBSrYwpxpZI9CgwST+h\/eh8P5z3+IOgA839hK\/tGutOXD4Vbct2O9cFJUy28hSSrgdMjB61lQPh9bLkzcYKE2aOGhHQpTjgcaLagkIUEtkEbikdRwcVlbJmxU8npKipYHOBWiW3FqwhBP0Fdn+FvhLpPxB\/DHAgW9Nsev5ekSXn2221SGV+arahZ\/MBtCeD71zxqvw115pGW4xNs74bQogOoaJSR9RXhU1WMsUPFSmcZ7Er0RpCsAsq\/pTuBaw45vfV6U87R3pSQ5NaUQ6ztOecgg1rHuC2l5W1x3xVjcpHBgFCO4rc4XxCi8nlZ4Oe9NLTc5NlmB5AKk9FoJ\/MKem4sK5GR9RTSU2xJBUghK\/60KmxtbqCCVMtXTmqbTc0JCJG1WBlJPKanEr\/AMRWGmnSlsdVDrVCQ5DlvlIkDPoPIz+YVeekJkafakPRVAgjJ\/tVPUacL1L+nz7++4RtMoabSkK2tpHQ0wkbnHitKdwSOCK0lSHAhQIwAeo71o1NQnAV1xyc1SKXNFRuE6B\/B7rWNa9fDw+vM5UWDqIH4Z1SvS3MSPSMf6xlP1Ca7cuHhdIlR1MGYxJQoHG9GMV5ZNuvx32Lrbn1R5kNxL7LiOChxJylQ+YIBro3w+\/Fx49qil\/UE2yvMqSQzujfxFds+lQA+lbvh2tdcflE9dTG14yYmDIeDM\/E\/wDhOttvgv6teucC0rIUWyVjLyx\/IE9SfpVLfh58MWI+pVXq8obmLhoJaC05bQsnAIB6kfPpRzr3xAuerZTl71rflynFZ2l5fCB\/lQnoB8hX3S12XGglu0NqbD3qU4BhRHb5JFOysjvuIlA6jJtomXBOv8G1pIWfMexkNpOMfU9qrTU10veoZuX3w3FBwhCfyj6DufmaaXO8huNshpXcLgtRShpoZTuTjO49uo5PvX1hyY5HQJiEoeThS0JOUpPcA0piWiwbEFPEPTjN1004223ufjHzEnHqI781UZh+QhCUq9BHI9sV0c9GRIaU2QNridpqo2\/DK6z9QvtuSvh7Yh4jf1UsHskf9TSxQEk36QKiNS5ksQLZFVIfWfShAzj5k9qufwz0RP08w9MuEhTr7w9baB6ECpW2aRtumooj2mMlAH5nDytZ91K70Uadf3MuRFlOVZwPekO5Y0I5VrmEXhPrCHYdasNtPJS+2oLxn+XPIrve2TmrjCYltKBS62FDn5V5ZahfXpXW1uvTRKE7\/Ldx7E16E+AmqW9RaRaYDgW5HAAOeqTVzRvY2xWoHrJnxRuHwtmYhpJKpLwGAcHA5rmzXl01RHuzIs7UsMKwhRbSFJz71ffie+49dY8ZKV7WGtx9ORuNBUKKqXObjltOEncpW3Fel0dJj3GHk0R1ej8sOVs3Y7kvoiNIj21p+UpZecQkqUrgk45qavDbs+1yI0dY81aDsz03DkUqyW0BLQbAAGBTlAZVxwD8qq5PrJMt2Uoe0EWfPu9rTFR8JFfZXtUp7KVdSduffr\/Wt3I15tshgJLJjBQG0KQckDOOvTOO2an5djt9yOZDGFdloO1X3I60xl2XT9jj\/E3KQ55O4J\/iuEpKjwAAMbieBiq+xgYJYHmKaeDs+XKvC0FCHAGmx2PqKjj6ZA+ua1vMnzpBQhXpaykEe\/ensu6x41rQ+0r4dCxhPmJ8vYnpyDjFQry0uvtRwsblrHQ8nnmrWJfUzsai7mlzZcYditPRmEsvIDYfXu9KvY4p41pCPFt7q5dyUhSsqU4k7UgVMSYaJsVUWS0FtrGOnI+dRty06\/Mt7FvFxeCGe6hkkdgffFC45lHNgJdn27r69IKTIzILcSwuvPvgnLyQU5PbHt9a+SL3eZy1vKuDjfw6M+hRAGCE9vc0QxNMXa3Sm1RbghLSlAuJx1Tnn9qiHtI3tqW+xGZQ628rG9K8DaDxStpmU+DMqWFIvsD\/AFHjOt5qbUy2jauWFKCnFD+UYwfqakrHreZukMXpKf4KVLC0jBJH8uKhLvpyRaFx3vKL7QSFLKASAvPOcduRTZFnuLsJ67LbWEpXnCk\/mBOSR8hXWRJ87V4nrmx6enUK2\/EFCnx58Hy2CraVBeSn60Q3UMyIK0uIDiHBj61VTKX5qo0JjdvWdvHJKifb2AA5qwtT3mHpy2x1SvMcKlBlppA3KcXjgD+5pmKy1TS8OzZc27eb6\/8AcqdMV+8wInxkZwNha1PbwQW1g425+WcAn2pdNsgwLpFhRXdqpqlNqcWNx\/5W4d+owT96Yz9Qyr9AuLyiqEzLeZEdsJ5U2XSta1H3yUj7GiOHcItxvjzbxR5kNbiY424yk4G7PvsCf1NWvqL1\/wDek01BbJQljeG0TZLkEqU4WGkt71dST\/8A5pL8RduXevB+96abdLSr8uLaCv8AyokSG2ln\/wAKlVL+Gsf\/AIGXJOT5j20H3AH\/AJ1C+N8\/bM8P9PJOTeNUsBSQf5GGHnyfpubR+orM1R3Zz+Jn61t2Uj+0s2zwmrfaYVvZQEtRo7bSB7JSnA\/YUM6n8N9I6rblsXm3eaJqVNvlLiklSVJ2nkfLijEI2tpA\/lTTVxKsnI5NChKcrxEKxQ2plYRfAHREGQqVBdntPef8R5heC1AlISUgkZCcJHArKskpKTg96ymjUZR+qN+ZzD9Rn539K611Noyem6aavEm3SE8BbCyncPZQ6EfIir4sP4sJd1iItuvLU06rABlstj1fNSP7fpUxavwkaYt7qBqC\/wAqUQfUloBKf71bGh\/CvwY0TJbed0HDujqTlKpg839jxWE2LHk+4S154H2ykLq1Z9fq\/wDlzTguTq+hixypXPb0ivtp\/Bn4yaseC7XoKZCaWeHJi0sJH2Uc\/tXoJ4fa\/wBHxiiDC0vb7U2nCUiOwlAH6CrlhzYk1pL0dSFJUM1yaIDndBOrYdCeZ1m\/2aXirOKVXrVFjtrZHqCAuQsfYBI\/ejOP\/szrVFjlVx11PmP448qMhlAP3KjXoG4UHgqwMdqavJaAO7B+9W1wosQ2pcmeXHiH+DW9+HrapiLSbnDRk\/EN7nCkf6k9qqxLcjTbgaajBptB5ShO3ivYO5JtxjL+LS2ltWQrzMBOPnmuT\/xEeHvgleYsmZCucW3XdCVK\/wCEA8tw+yhwn7g5qMmGxx1G4tVR+r\/M5CcuKZTIdbcBBGetN23kr\/mwc9aEbtKuOlLw9FmRHExQvAcAJSfYjjoalY90jSWkusrSoEdjWZlwleZs6fVK4q4aW6SP+WfWTTude7lZ7HMetqEuORFB9CD1CCfUcd8Hn70Kw7sGQk9x86fs3pp51K3lFKVpLa89ClXBBpGPJ5LAx+pxjNjIienn3r9NbumqLi4oE7m46Dlbn+lI6D7VdE27XS06dQ8qzNQGHlhptpSsuFkpwd3sr+lAvhs1ZNNxESSx8ZKbeUUBQ3KT88noOBRFrbV6blDSz5aD5eCo49O72T71siqueVZuSIXaJlWqRZiqx4wMJkNr\/wCYVgAZV8\/2qXCg4HCUEEKIwRyKpuzX9VrnN3WG+uMraC+k8pWOCQoe1XLEdE9tqUgJAktlZA6hQ\/8AcUN3xJUzWOUqZ6528H3pGDFGCvuV91exp+IyozaunKlA+3uK+IZPw29IBKjgEYAHfAoSI2+Y9lx29gIB3KGenH60zj5jSkutpOQcE460Na61HKsziisOfCQo7byy2CfUT0OOaIoEtu5QGLhHPD7YcwB+XikkRysJGeKNnE+2GW2fVt3D61df4LfEUqdYtMp0AkfDrCldx0qltR+a+hsLcUW0gjb2oc8INVuaK8Rgwl4obddCk89FZyKPE2w3BcbuJ6zPWsPJUVMtrKs9QDUajSbBcU6uFH57hIGaHdLeJci62WLLMZv1NjkZPI61Jv63nIacdTEaShpJWsqzgJHJJq+MhHRlMEg1HbujYDqshrYf9KuKbq0OACWnyk\/6hmhM+PFgC\/KXcYaFqHGULH0rR38QFkQlKETmFKUMnbHdOB79OelEMrj1hjM\/vCc6MmgZ+IawPrUbffDNd\/ZjJkS2N0SQJDYca8xBUAR6k8Z6n74oYk\/iEte1Ply0FKudwhPnH7U0e\/ERao4Shbsl0kpAKIKwCT06nj71xzvC85m7MX1T4NXObaGbZJ1Qj4dAcKkiPnKySU8E8JTk4HyT7VBXjR3xsq2puD7ajGWhxbm0gqKCNyQc8Zx+9O7l+IezNFTU1qcFNgFSPhOUnAPc81tpjX1o8QHH1Wlp4hlCXFh5rYFJJIB69cg1PzWUDuEMz9AyciXFuIy2xHb\/AIaQQkZJx8vnW7txmIKXAUhI\/OgpyTxxg54pF5hTDalJbWptWM8coV7H2+tfEJacSfiVqSrIJPGD7ChOoynszvOf3mMam2Xly1zmUAiIJKdg5xu2nn\/w1GWPXLlyvDFtehNgSfPUpCNwVHQ2cblKUNqwfSPT0JHbNR7pP+\/JKkkJTatxPQ\/8759aX0HbGLg0nz2W1rK3\/L3kbhk4IGfcE0zFqWsK0NMrE8yZt2r4t1vrFogQXlRX2n3kTVEBC\/KKAraDypOVgbuh7ZrT\/fdgsi4Ktkg2VcpMP44qTtKivy9+zr5ZWcbvvjHNKRfDdq3ambvcVTzEZiF8GzERvCG8nKlfmxggAYxj0iouPojUf+Gw9Iy34iLJBfbc85G74h5ptYWhooxtTyEgqBOQOnNXLB5EdZPMnrlcLLpi4W5lUHbIu0oQ45ZZz6ykqO49hhJP2pvruw\/7xW9McPPofjkOsrZUEqC+ehPFI6hg3ebrbTLrVvfXbreqTIkSApO1Lymi22ME7jwpfIHtU4t1S5Czg7UnFNx2DDx\/SaAlT3LS17Yb\/juyFeQyUoceaByACQCUk5PHtSEFy\/XN6FGchxo0W3OB1byN4cdIyACFAH5fT7VYV3ubJKUl5O1PJOeM0MP3B6Wf+F2tNK4L7hwn\/wCkdVd+nHuRVzGn6iJdxYh9xEs3SGoYdqsjDMjhby1uHKgDyo4\/bFBmvr1F1H4\/+Flljr3CHHu1zWk9jsaaSf8A+xdDMmSQQgyA4hvop5G5X0Ceg\/c\/Oh3wvek3n8YTjD+CnT+kmgQnOErefUo9zg4CfbpVPU6UIDlvmUtXpQAct83OxDjnAPtTZwnjHWnRPpIB600UFbuecVQmZNVIBOSO3Wsr6gHnOetZXSJ5h3vVhTaX5cGEJT5G7A6jionQ3iDb76hyMtARLayFocOCk0LRLuuAVPKcUUHgpx1FNH9HDUTzl+0nKEaagHLaDy4fbFYmDMM3B7mjqdL5JJHUuKFfEoV\/w7w8xCs8GrG0d4i3uJLZQ9KKmcZwTxXJdsuGprTLV8Uh1uW0f4jCx+YCrb0pq5N0abcJ8pQISps9QatC1MqUOjOuWfEuzriBxctO8JyoZAoXu\/jC7KmLtllb8x1KQoqaTvwD3z0qr12NF2QUtuFDuzKOeoPWmlh0zfnHiyGlR0pUW3F+aUbkjoeOtcMpvmQU9pHeI9+1tdXFrdv75jlRQA0nGxXsrPTjuKr5zR1yuAZdegtvuutkp85R\/i8EZCj0V+ldAWnQUO1v\/wCLX28uPvrSQ6jdhtfzIP2FNJNqtpW4LeyVtKVv\/iflSf8ASO1T5gPcAKSZz5P8JWtRhEa\/NoejlBQFNt5KFD+VeefYbhVV6z\/DFe7YV3bQ0gqTlSnYK3BlAH+VXQjjocGuvJ70O3ENzXsuK5SnGSfokdaakypydsS2BKQPzvfwwfsOf6UovuljEhx83PPKRcbzaJK4V2trzLzZKVJUkggg0\/tNwTc5jUZ1Kw0pQS5s\/NtzyBngce9dsX7wl0vqhkt6ot7MkJ4bKEhsI47Eer9SarO8fhns9tKn7DePLQn1eTIwNnfAVSGwqeQJc+aequCVxsbdriQbjCecRa3kobUrzN6s9txwMVt4iv2hsWaw2R1K1+Wp10IOQFHAGT0zgE\/pRXH0nNZsrunlx5FxjOg7ilICUnrwTSzGhbBJa+AhyWUSkN+cpKvThR\/lz7iriG1EzcopoAlltsMZAI4QefzAAZ6\/KrF8Pbs+hTNnkE72krDfOSpPb+32FBt1tD7LqkrR5LjCj5qc\/lGe31qb0pKES\/wVBaRuyFEn+X\/0KH1iw0tx1suW6QFkJKCD7nkD+tbtsABsZTtzjkYHA6mmEKM9eJmxb6EMrc3pCj6QB0z88DpU+qOyh5IJLhQ5jHUGuujcaDEIlghSI0ue62lan07HU7fThI7frQxpmb8c3IiJsj8BMZZ8tLp\/O2TwrPbPt2o0kPXeJZZ\/+DwES5jY\/hRyvaF+4B6e9ANn1W7YROtGqJTzk95ZU200wVtQgRkNKdAwVDNKJrmPTkgSSmQ\/jkONxUFxSCSQDVNa2Yudhvrd1THdQG1BQWE9MGrs0msLc3qOFOHPz5pzfNNxrgHokppLgcBPqFUhle+fWa\/yC9E8y+fw1a8jap0a0yXQpwoTjnJHvVo6ouCoembw8hzHlwXl59vQa4x8KdRyvCK7PxorQcYWklltZwM+1PtR+N2t9WJkMSZ4jRXQULYZGAUnggnqauHWJiQM0oZPDsj5Sq9SwI1y07DZckXOU0pSEIPrVySN3GO3QfWoOZ4p6UhuNoa3PbAR6eAD17fU9qpydNVIyVulRzySc5rSMywlHmPYJPSq7+KH9AljH4Qi8ublnSfFqEVvKjMuKSvgckFI6jH9KjG\/FdxtvyvgwEk55FAm8FZ2NgCtVgqTyOPpShr8rdRh8Owr6S34PiLbNTTN0lYjqKUpAKAeceo9f6Vbnga\/bRc7uxb9qvJjxkqSBtBJKySkE5wMVxtILiDlB2kdwaL\/AA58ULtoe4l5hWUP7UuHJ\/KM4\/TJq1i1m4bXlTLoADaTvqS0pAK0HC+cgJzkfOouTF3oDzLKkrGVFIPKfmPcfuKG9DeJNq1LbGpLtzZbWtOVb3Ug9O2as+1WZi62th0FC05VjPPc1dQ3KGQbe5VRLj2uHkSWlkN2tG3zfTkl0\/2oL1F4iW7wv07Y9UTo78phV3U0WmiN4BS4cgnqARV03DSKxq99TEZCkG3oBwkkbt6vn8q5d\/FNCFs8MdPtubkhV6WE7gAMhDvQdfegyk41LCTjAZqMuexfjM8IriEIluXOAsgZ82NuA+6SaPbP49eEd+2iLrOCFK\/leJb\/APyxXmZAIUkBCgfvU5D3pPOCPaqI8QyKeQJZ+UX0M9QY170fdUhyJdbbIzz\/AA3kEn9DQPq+7Qo7pbYZ3ea4W20tL4Ue5JzwP\/XauC1zJDEB9xl9xo+Uo5Sojt8qBF+ImtbXIUqHqa4NeW1hsofXgAkDAye4J\/WtXQa\/eSWuMw4TjaybneD0+M6tUiQoPj8qArhoKzzgHG7A7nA+VJIlMKdXKffU6FKSoc7s47fTH7VxtYvHXXsR8Jeu4mpQAAJDaV46YAyOOn70fRPxGXd+SiPcrHFdQ0MARgUEk9++TxXoseswng2JpJlTo3OhhISqSy4pglveFJSpRIzz1wOwz9qivwuvC\/8A4m\/Fi\/KbATERbrajByBsayoD75qvbd+ILSsxAbkmTCUTghaNwHuSRR\/\/ALPVab+34ga7Cy8i\/akkvMuKTtK2gdqOO3pxQa7KjYhtPcq+I5FOMbTOxnE4SeaRPHbmnDvTJxk0gSCSMgkHk1lTDifRRx1rK2Vkj2rK6dPES66hDYW2F4OfsKgrJ4n3HSN7ZukVzchCx5iOyhnn71A6vuoalOKaKgkng0CzLip0n1V5jTqwYMJ6XMylaM9E9KO6E8eNNtXWyqZYu7KRuAwF57gisb8IlvlSYBMO6xzyk9HMVwX4b+KWpPDLUTN7scxaQlYLzO70uJ9sV6QeD\/i1pbxssMe52yWiPeWEje3kBQUOoIrcUrlXnuYWRTiPHUV01aLzGW3HuKFpmN8KB6YouCC2oBaSlYHPHWia0uRro+mJdGUsT2uisYCqe3+wqlxiGEBuQ2PTjoqkviJ6nK4qoOf4Yu5sBDqE8j0knmhq4WeZEeU1KcKWSejfGfvTqPq96yyTbrwnyOcHPQ0Sok2m8RVeQsSAoD1jsfYUIWx+YJFGASbZb2suNR0byfz49R+5qKus1mKotl4KUU5S22NyifbiibUWmXomX3X3QwOdiKDZt5dQkx7bbEMgZ\/iuDn9OpqDz3DDxmifd5C\/LditQ2iCd8g7iUj5DgGhObqSzsS3VQo798kNn8xJLYP8AQU9mWqVNW49fpUl1pfqSlSilGR0ASOacWKy2m6qCNvlx4nHloRtCz23GoHHcI2eoKX7XWoXogiRrPHS9nKm21cNj2JIA\/TihJm9apt0aezcNMqnNzFpKDG2qcRu+YUOOB2NWpf8ASLYfck\/FFlttP\/CkgHaojofl8qC2Ls6xLmQbst2KpDSgQkE5I\/nRjkHHtRLwYt1sUYGWtUmey47cm1KcWSlYUdykqCiAD8wMCto9mmm721q3EF0y0qb8z+cJOSPoQMfejuNpiF\/u5Em2bLsVxJwsghQIyDnIzwaiJ6TbjFucba29HX5zfP5Vg\/0zRn3lepYFnZlpmNw7rBLa0EZa3haSD0IJxkcCix1tpW9aEoO4haCls4OOOAR0GPbvVXXbUkKHKtzUBDi5jLHmylhwqQtPHQZOCAc5FWbbLgxckJeY3uFSMgqQE5SenfnHv1qPxGA+sWt7panBpKFAOJISpSf6Yqv7xqRUS1XLSs3TVwTMbkOLMr4f+ApKlZC\/M6d\/2qxQy4haAkuFTRBQDjBz\/wC9DviYYM2Wiy3Ob8O2ITkthsubEPPJIGD77R2+dJcGjH4Wp1P5gppWWhpbQKucjHNGz7qXrsEfyhAPWqt0086VIkjhLfJNGcG\/NzpgkpIBACetUCAABPUO1sKjbW9tcU0qTH4WgbkkdqrJi8L2qS4r+IFHf9aue8FMiKQU5yK531utyx3hSiCll1XX2NV8\/IqEvIuF8FwzXtqTkd6fvICDtKjgUN6LmKktl3GRjNTqy48\/gA4qseICsWNR5HHmHagHinBZcTneDindujBtAUtOAaXmloJOCBRJYhMIMznNvbpTZsIWMn01JOxUuZUelMHWQg4R2p4auJXYcyas+orpZ29sSSQkcgZNXZof8XmoNOxWbZcbeHWmvTuQe2c9K52+IUnjtil2UoeUCTg9eKtY9Q6Dgytk02PJ9wnf\/hf4+ac13eX3lOpjuLjNoAUccgqJ\/rVF\/wC0AtUi7+FOiY1lyXnr284FNqwT\/BX\/AHqkLTIulreTMtLzzbrZyFN55os11ry5az0fpiw3BLhdtE1x1ROc4KAAf3NNzarzdOw\/VUqDSeVmVl6nM6NIeKVqaS40ieEAcEo3Ait2tVa\/tSimVHQsJ6lbKk\/uK7J0VFC4iEK2OoKQSlxIUBUxcNP6QWku3Czw0c\/m2hJ\/TvXnfOyni5o7UPYnFL3ijeHoDsOVZ0HenaVNu\/8AQ0KP6sS6SHoL7ZO0DjOMHpxXbtw0P4P3Y+VNs0FRPHmJACv25qAuH4ZfDG7oL1tcfYzyC25uCfqKtafX59PxXEjy8Z64nJtr1Va21AOSlNr9nMj+tT0HU8dxwuR5LSnFDcFbugHarjuv4O4b4JtmoMZ6eajI\/ahiZ+DzVsfJgTYcnHflBNaePxyvvWC2IHowGveo0RbFMdR6nFMLbRg9FKG0H969Ef8AZ3WA2LwOhJcBC5BL6j\/31FQ\/YiuCJv4ZPEWClRNqefQBnYh3IPPsa9MfwqWdyweGsG2ONFCo0dlpST2KWwCK1dLr11p+gVUzdcmxRLrfKtuAKbDCTu70s4vKRkce9IL4TgHFX5mTFAqOAcVlaervWV06fnpvMlEjc4lwkDtmhhaiVEg5pZ6atwq5\/N1poVc1jYk2jmbLtcxRxyP3on8PPEjUnhrf2L\/YJi21trBcbCvStPcEULEn618Ix171ZTiV3oip6veBnjfpfxw04wtqWmPemEgLSSAtKx2q6bXe3ErFpveG308NuHosV4v+H2uNS+HuoY9+05NWy60oFSATtcT7EV6beA\/jxprxt061AuchEW8soAUlSsKCvlVi\/MF+soOmw8dS09eaEiakhq9KUvgZbcT3qnrbcLxoS6rgzC4hHIGRwfmKuyDd5tifTa78CthRw0\/jjFNdaaKgakhl1tKScZQ4nqKUyn+8kURUBI2snJC9z5Q60TyCORWlwscO5ufH2x8BX8zfce9C8zTd1skhTMrdsC\/z+4qZhNiRtdtankqb\/PuV1pNG+ZP4jlvS8iQUlMBSznAJ6\/vS8bwwmMtyJQnoZccHoaQn05+ZPU1NWbUYKhGmgJx6Qr3NGLC1PQwQlDqO2DyBXVZoydxH2ygbzGucDzINz2R3Eq5Ck7wpI5BBPSq81na4kxlSbahQlKV5iFtk8K6fpxXVGsNJWq\/xwxIZ2qUklCh\/KfrVRXLREm0PGOLe46lsFXmNJ4X+lc1qYasG4MrPTupr7pWHMReIZlthCVsJWtIQleMHn26cVA6j1jpa4MOhnzoTjxwfPjKDRXjnavlOM571aMKzxrvIegT2lMR32VNIW5gHf2wO33oCvNpECXIssmN64ycqygFKhnOeRz1qQ0TkAUwcfmpszIvT6EOszISmG5IO4IWkcoAHcgA59quDRTExmx21+YlRcUwncCk8++flVByi9p6NMFmlyIrLpC1ttuHYcHsnOB17fOulLK409b2HgpOChKkp5PYdP3ruoIMmwlt5raQT0AWkAD+9KT9GWPV1vZa1BamZqoyiWi6MlB9waZsyPJVtCFEHoMD7mpq13NtvchSwhKxjnjmuNHuMVuZzpqlCtM3aXp5tIZS26dv\/AHT0FOtOrW5jYeKZa9RIuOvLmqUs4Q5tSc8YxS0CSzDQltgbldzWTmJ3Us9FpmOwE9yw2Eh5gJVjOOlVV4p6VRdIrwCCHEglJx3o+s01RGVLBUe3tUbqJKpPmZAI60mye5ZsiVJ4ZpfaaehSk7VtnH1o6YSEujAzz1qLtFtTHuTikoxvPNEpiNoAX0pOThuIWM7ibkhGBKBzSE4J244r62+lIwD2x1pGUFLIJzQqDGmpHqBJOOlNX2iTkdfpT5aNoyRzTZS0hWCRRqYhlB6jFTBV2+dP7PGh+aTLWBjsTgVsEIVyPrxTeUktp3JBzTcb7Ws8xLpYqFUeY00opiJStGOCen2prcnZK0KW2hO7tioW13EZAK+nap9p9p0YPOflmhJDMSRO8v6eTIi3eJ940nJKXmFEZwCD2opg6hk6qxOkSitCudgPCaGNQWeLMjqykFWOKhNIz5dkuCoas+USQM050TbuUcwcfDcmWlKjR1M4RwoDgimUHVV609IC2H1raB5SfanTMkOtYIznk81G3GKHAcDIqoSCeZYKiuJb2ktawNTspbz\/AB+6ScEfeixDSQUglYUf83f+9cyWe5SrBdES4zhACufmK6J0vfW9QW1p9ISslIzg96q58Ow7x1E1XEmHGSlJDalEY5Scf+9XB4JyfidIOSIu0NmW62lRGd204J\/XP6VT1yUE259UdsF5KFFI3ck4OBxV4eEtuRadBWyElsI2N+oAfzfzH9c1reB8l2\/aZniB+lRN9e69maOYbWzbUXB1TanAylwtqUE44Twck0FsfiJeTIYjzfDi9pDxKQ4y42tIUNvBztwPUeTgek89KS8bo4uc9iEme7EU2ylYdaVhSTvz3BHOMY9ia5wsmo\/EiTeXI1rvLMqO5PdQl2TF81ISHloOVIUNu0JQdpxkK4r2uPChxKzXZjtJoMWbEGbv+86yb8edDtzEW+5i4wZDgBCHIpc6kgctlQ7VlUTGkSnddKQ6IyvKgoQtKEevcc5KTk7QSQffgVlPGixn3hN4bhWu\/wDU8eFK9Wc8Gk1L54\/StDuzkmsSCQT0rzgUDuUib6mwUScEYpSNHckym46clTigkfetEpCScgGndocLE9mQo48tQUT7VPAEBhUNn7FbbI7iY6nc22klPzpjZdfXfSOo2b\/pWWYrzKwTtJwsA9D71CXy8OXOc695pUFH3qPZStZSkNKJVxTC3tFDrmenv4ePxSaZ8YLQ1pnVCkMXRtISQ4QCT7g1eiJE\/SoAe3S7as5QsclIrxotFwumlJ7F5tb7sWUy5ubcSoj7Y9q7\/wDwv\/i8j60hNaT1wEtvp\/hhxZ4X8wTXbtxo9xLLt+3qdPXS12vU0FT0basEduoqsbpZp9klKLQUGhxwOoq4U22HCtxnacWl5DvO1JyKa3qx\/HWguBtAfUnlJ65oGBEgdSqWHY92jKQwAw8g9xjP0qR0xqp+FKXb5To9B2A5yM1AXzS99YW7Mt6XPLb4c29c\/Koe3qCHg2olKz1z1B+dLZiahAy8mUKuSA4h9J747Cmz7fluKbcCcjpQppnUDyCY3m5cR8+1FMRIlBx+Q6QVc9a4UeJDCpT3jR4b3y\/qYu+klttvMAqdQVqAV7EAdSKAbza77J0sJtzdDt5tiSiQ9sx5jf8AKSO+K6deQ03FU6VFRTk5H9MUJ3ywQZgVLbaAU4gocAHCgexFdREgmxRnHF6Eltt0LQFpcQtBJ5yo5Ht7YxV4OapsOjoEZGorwzDSWkhvefU4AkA7UjlWPkPaq9d8NbmvXh0o0C6gPGYCegjJyTz7\/wAv1ow1pC+MkRLVbYMUXO7oXFExzGYsVI3OqB7HBwAO5HtUseeICioYm+Q3RBVCT54uEZyQyRnlCUpPTrzuFCEa7S75CWiRLTdW2PKlyGIqQgsk7h5RAOTtwODzxSkLU2n4l4t5gmS9GYtQagIYjrdU4FObTjA4x5QGT71ITbAxaYlxmT3GPhFtrS2lhJbcWFr3qLhB5PbigI9YwCzKhvd1VOuTzqGlsJR\/D2OHKhj3PvS9qW46nc4fLSe5pgpDTklS2WRtWslKQOAM0QW6zOySlySrYn\/KKxne2uenwJSAGS9vkhtHlxQVk9TS8neWj5nU+9OokduO3tZaAwOvzpCY2sAndmhJ28iPo1IBMcIkFeOM05ckJPoKgeKh7lNkNPFttJPJBpJp1\/bl3IJ+VKb6jBxnb3J1LiEqBCvtTxP8RIyO1Q8JK31Agk9O1TzDCkpG4GuHtGE3GT7fBBFR6oqiSoA1MSE8EDtTbZt6HA6\/WoEnbIpxK2zx2rRw+agpPXsSakZDGecVGPFSCSOnWmA13AZDUj0x32pG4E4qZhvuJxnP1zTIryrnt05p1GUEpBODUn3iqMkFvFxshR61DrZ8uUHNgBCqlWwSOlIyWCeQPnmmo\/FGLIhRaHkrYTlY4GKdPAqGB0ocs8xTRDav7VOh1QTk88VUyCjLWE2KkbcIw25A5\/SiPwy1iqzXNMCQvCFHjJPWoOU8haVDt7UOvuORZaZKCUlCsg0xP5q7TF5VrkTryO83PQysLBS8ocFOevzq\/wDSiA3YIiemUbunuSa5Q8JNQf4yxCbU5lTZG4E5PHzrrS0vMRbRDQ48hOGU8E47VoeD49iPfvMPxE\/UBKj8YblCjX6Q7PktsssR0blrVtx1PX9K5r0xZbHMc\/xmEi3yn\/JS9KiS20guBS1lJAKCsEqUPUk9sc1fHi5ZG9X6kkNt3IxxDebeS8naUpKUY9QUCCnkn9D2qJ0X4Tu2pVuu8XUdpuCm2Gmy+5bsrUyB0QtLnGc8cfrXtN23GgI9Jq6XImHCNxo0Ix0\/CmTtTzGVRGFBlLYTtbKXEjanjdnnryMCso908YErU11LLEMSIy9m9pGHAk4HqVnnOPasoxmJ5ismoJPAnh9bbS\/d7nFtcYpS7LdSy2V9ApRwMn2o4Hgbq4cGVbv\/ALyv\/wBaiNAw1ytcWCMlaEKeuMdsKWralJKwMk9hzXalw8EdRQ7PYr1FvlluLeqFSUWVqK68XJy2JSYy0thbaRkuKyASMpBPyr5l4z4nrdJkVdKARVnj81PsP8Kfgr4Z+J9FmzePMwcZAqUxUH6Nx9D6Bj+wJ6BnIo8DdWZ5l27\/AO6r\/wDWobUvh\/edJpjG4Ox3PiisIDKirG3Gc5A9xXZdz8GdWWtGpVLft0hWjprMG\/IjvKWqCtxwthR9PrQHElClI3YVjsQTVX4oPDu7+GGqkaL1G\/EfuNrK\/PMVSltgrQ2sAFSUk8Edu9VfDPFvEdTq0xZwApsHj8N\/5U\/4M9N8e\/w6+C\/Bfh7U6\/wjIzZ0ClQXJ4L4gSRXW3Kp\/wCyn1E5vg2xTqlKdGADnmniIvlPZaadw2FqChj1HHAp\/CaUolITkcU5atKkvqWIKVpJJClOkHd249s17ZeBPzAxuDlzDydocU7xztcOTWWm+XOzTWTAeW04gpwc8pUe4x3pxNiOTLmiJ5WFOO4WkK3AHqef1qehWeIz6nIYQ4D0Uck4PBoMbCyTFnqdifhx\/FVKskuPpzWUwqjZCEOrV1rs5V1t2o4jN5sc9txDiQdqVcYNePjiilJKSQo9CMjBq1fB\/wDEdqnQzjVumXB2RDGAdyido6UwMpFGCy+09K5xZXC8iIlPmK\/N8zQFqvw\/+KaM+2FKJCUkqQO5qvdM+PcG7BmdEeLg43jP\/Srbtmu7NfY4lR30pdSAFJJ5\/Sg2gwaqVTp52Xbr4WJra0OHj1VaVuKHmy2Hih1QzntW920zaNSoRcoTiESmzk7TyaZMPKtzqm3kgqAwaUw2NZ6jVG4SUlyFsMIbylRxhWahH3iyysKOQofvWj03zHFEk+r3prIkJSkl1YSk+5ogwYxbKe4PQrvCjal3yGUB2QjyEunGRzkDPsTQ9rnRMHUEppidLmxVRXlOsPQ3i05tWMKTkdiOD9KaaoQ38Up6M+pSm1ZSBxgipo36HebGi8tSUoXDQUSsLzsAHJP6VJWu4FyNYu+mtOWxMGO4yxHt2yOG0jJQB0GOuOev1oY1xrH\/ABHTzibewooW4ponJPHv8h1rdyJpGDYpmomSi8NxWTIWVOhwkAbgMDpwTgGg7VerUagU0zbWVMRNuC2U4KFjBx90lJpOdtiEx+lU5MoEjLS3tUCRlX0oxgMrdIzkCh2zMbikkUa29r0AdsVhILM9YBQiiGfLG1Jz702dYUvqjHapVKAnJxn50xuMtEdskrxjtVhlFQdwWMm7HCIU88B70OXNtr4jy2cbRW87ULgyy2rOewNNornmqDjnKu9VmYAxaCzZkzaIQSEk1MupShvoPtTCC4lKMjAxSr8kEHBFBdSwgsxB5afrSaSkjJ5+WKZS5CkHOeM+9MXLuWhjOAD2NEIyq6k06lBSe\/FQM9IQok9K+KvwJ2hYphNuiFjJOeP3qL5gmfC9yAFU4YfyODzUQJAWT0yemDTyHnIycUYNjmJKyfiLK8cfvUi3HDiMEAjFMLen0jFTLA9IGaIGQVkcYqmHd45xUo1KStvYVdu9aSUhSTgfWohx5UdwkK4zx2omTeLgAnG0knuc4Gcmoqe0VgkexpwiclwYzgjikHXAf0pSAhoTtui+k9Y3jTswJhyC31AqzUeJ+ubwEIf1DJCEp2hLZ28VTUhkIeS4gHIOelG2nipbSFj2HerbZGRaU0JWVEZrYQukX++Ft3fcXz5wIWSv82Rjmn3hnqPT1q1PFVd4bbBaBbaLG5sKJIIUoJIBIx1PvUBJ4b5V2oSu7rjKy+0shQOQQeQaPBrcmNwbuMdPp+nidjaGaaeeulyDjKm5UlS0KbcSrIzxnBOD8jisqtvwzasTMt8m1SAnf5mc9z9ayvY6bIMuMN7zLysQ08pdCBb2rbTlzITNZJBSQfzCu4HfGlTGnvC+22iwqj3DwzlyZjEp2UHG5bjswShlsISUBKgE\/mVkVx1p62PWW7sXR5px5TTrazhG30pOcD51Zrev46+tpkp+qk1808e0+rzZlbSrfFHr3B9fyAZ+gP4OfEHwx4V4bmw\/EOYIwybkB3euNsZP0ggjazLR456ujOhZ\/jfCKvEKTZ9NvRpHiTMRIuJXLC0xGfiTIdZa9A3b1kDer8qRjBOTVOfjB8RWvFnXUnXsWym1KuuVmG5KD+wobab4WEIyMJB\/L3ofGu4vGbc+Ae+4UKa7vab21FcbiFox\/MQNy87t+09v+5VXwjTeIprMbZ1pAST13Te35Y\/5\/E9H\/ET4i+BtV8NavD4PqA2oZVVR\/MsjfhsfUK4XCnf\/AB45JsIt8l4ElswyUJ3LyvhPP7cVKfGTwjn4IbMBZLnTPT\/yqHi2mW86r4lxBbeKUrBWVEpGTjp74rJ1nuUWN57j7ZCS1uKXCM7RgenGD75r3ZYAcT8nkGNbc86bi7NDjILAK8unAJPb9zTe0Xm4ybwyh6US2tZyDjBHNSNlssqSw9MQlCilxJSS4UkYBzg\/ce9OxYZi3WClbSEs4KiDwVBPXbj3PvQ4mULI2x6662s4QtJyNwwc8e\/0qPwppSkZ788c0pb7a\/DcWuTtI8pDSMLKsAZ9xx9K2dCUukjA64+tQpFyahLoXxCkaWlF5MnfHTncnOduDzXROktcIusVNxt9y2KWNykJV1rjX\/C5QkOJUUBS9+FpB2kH\/wByMUWaIvlx0vORsmJLBIJSEnCeg4574oyIJHtO2rd4qXm1JQth87RgKBPJopi+KEW7pCn3QiQeqCea5+t2obfOiNzkvgqIHoAp2+48h5Nxbd8spGQBQlj00EWDOk4t\/jvthRwlRHB96FbrJvEmT58qWGmWlkpSk8Eds0A6e1mu4bWEukON8FJPWp+RO+PZUw64RnggGh2e0liGEaaivc1cT4wRAtxl7avyh+dOO9DcWxXdm6NSLUxM+CmYU+02opz7pIPpOeQSrgAmrw0FZdNzIwalltSiBlJ6nFHj1mtsWP5MaI2lOMcJ61YTGXHMSRRnIfh1Zp8LSeobC5GeZcfilO1GHCk7SnA6JwclXHvmo9NqbgrjwEFzCWkqWFkcLIG4YHHWuyIOlNIm1Oznbcwt6Okg7gMJ46YHHSuWtRrZuOrZ7kZtKGQ6UISkYAA4qlr08vGLl\/w0XlJEdWqC0hAI69TRBFSM8GouC35SAkDgcVMR0+nnjisZODPSA8R4VgNZxwBVbavvLrcsshRx7Zo\/ec2MqJ7A\/eqn1QfibgtQVnB6imv1zK7Hmo0RKLit5Vyak4cnGMDOKh2msCnbGUcjgCqxHNR6ChzCuLN2t7SrpXxyconJJNQIm7U43Uku5Y43jj51G2OXgSXlSRtJJFDdymBGcL+1bP3IkHnHsDUHOe35V1z2pq8DmRc+KmrzkK49qx2e4obTxTDfnPOPb5Vsk84x964idclYbyj1qdgL3EfWhuJn8oJxU9b14IzweKkLUAwqgcjrj7VMsqT3HBochSQAMninxuASnrioIowRx3JV91ATnioGe6MkgZIpOVdDztVx8qinp4WCoqBBpgsCQwuLMyiHSM4qQbWFJGf6UJuTgh\/O\/jPAqdgv+YhJ3Z496lx+oSv0Y+dTlOFHkdKJNLSMo2lXI96G3f8Al\/WnWn7iI8rylHAJ9642V5nDg8Q5mOK8rHyNC1xG4K3EVOy5QLJOcgjqKGbk8Fk+qqqmmlpxayyPw53JqFqd2OtwgL+dZVe+HmoFWLWMR4uYStYSTmsr13h+W8ImPmU7+JSqGGknAbHatkIT02isrKg9TPmhbbIVlCevtWKjR1BO5lBzzymsrKAjidNfhIpG74ZrOf8AIKGdfsst2JJbaQkl9IJAxxg1lZScn9NpB7E30awx\/usF+SgqUteSRyelP4zDHmKT5KMYzjFZWUenH8oST3FFR46lBJYbwe2wVqq3wephs\/8AgFZWUQ7kGfRbLdtz8CxznPoFKs26AjlMNkEdMIFZWUR9IMl4qlIKEIUQkHgDpRpCWp2G2HDuHzrKygydSHkbNedhXJpyK4WlFWCUnrViWt1xcIOKVlRSCT9qyspadxcntMTJLE9BZfUjnsatHVV6ukbT6XGJi0K8vORjNZWVbw9SH7EWaddg+F782M4pL77aluOE7io+\/Nc5WZanJTrizlSlkknuc1lZWf4t0s0vCeS0KWifL60qHF7Mbu9ZWVgjubxml0cWm3qKVEHFVdOJU+tROTu61lZRseIgdz4xyg5+dLHgGsrKE9ywI0dUoE4Jpm4tWTz86ysom9IYjV1ah0UaZuqJ6msrKOupxiXbPzpQAe1ZWVE6P4gBUjIqbZ4RxWVldAMfNKUDwa2eWvH5jWVlCe50iX3XCVArOOaaLWvKfUeRzWVlPHUg+sipLi0vDCj+aiyxklKcmsrKJvsld\/uk+oZZGajUkomApJB3VlZQY+zJMM1EmGjJ6j\/pQ9cVKBwD1zWVlVf1R4+yD5dcRdo6kLIIcTg\/esrKyvQ6H+nM\/L3P\/9k=\" width=\"303px\" alt=\"net cash loans\"\/><\/p>\n<p>Do you agree with this statement? Use your own words and example to support your ans&#8230; The primary parties in Sukuk contracts are the Sukuk issuer, Sukuk holders and Sukuk trader. Sukuk is structured using normal financial contracts similar to bonds. A fund manager is required to submit an investment proposal to the Investment Committee on the merits of investing in ABC Corp. As an investment analyst supporting the team, you have been asked to a&#8230; There has been a rumor that Company Z may become a takeover target for another company in the industry, or even for a private equity fund in a leveraged buy-out . Here is the updated data on &#8230; By accessing this website you agree to be bound by the DBRS Terms and Conditions and also the Privacy Policy.<\/p>\n<p><a href=\"https:\/\/cashloanusa.net\/\"><img 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' alt='https:\/\/cashloanusa.net\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'\/><\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Get fast approval with the customer service you deserve. 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