{"id":12539,"date":"2022-08-12T17:37:24","date_gmt":"2022-08-12T15:37:24","guid":{"rendered":"https:\/\/artburomaroc.com\/?p=12539"},"modified":"2024-09-16T15:54:21","modified_gmt":"2024-09-16T13:54:21","slug":"what-is-a-good-debt-ratio-and-whats-a-bad-one","status":"publish","type":"post","link":"https:\/\/artburomaroc.com\/?p=12539","title":{"rendered":"What Is a Good Debt Ratio and Whats a Bad One?"},"content":{"rendered":"<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"259px\" alt=\"what is a good debt to total assets ratio\"\/><\/p>\n<p><p>If a company has a negative debt ratio, this would mean that the company has negative shareholder equity. In most cases, this is considered a very risky sign, indicating that the company may be at risk of bankruptcy. If its assets provide large earnings, a highly leveraged corporation may have a low debt ratio, making it less hazardous. Contrarily, if the company&rsquo;s assets yield low returns, a low debt ratio does not automatically translate into profitability. The periods and interest rates of various debts may differ, which can have a substantial effect on a company&rsquo;s financial stability.<\/p>\n<\/p>\n<p><p>For example, in the numerator of the equation, all of the firms in the industry must use either total debt or long-term debt. You can&rsquo;t have some firms using total debt and other firms using just long-term debt or your data will be corrupted and you will get no helpful data. A lower debt ratio often signifies robust equity, indicating resilience to economic challenges. Conversely, a higher ratio may suggest increased financial risk and potential difficulty in meeting obligations. These liabilities can also impact a company&rsquo;s financial health, but they aren&rsquo;t considered within the traditional debt ratio framework.<\/p>\n<\/p>\n<p><h2>Submit to get your question answered.<\/h2>\n<\/p>\n<p><p>Investors and accountants use debt ratios to assess the risk that a company is likely to default on its obligations. The total debt-to-total assets ratio compares the total amount of liabilities of a company to all of its assets. The ratio is used to measure how leveraged the company is, as higher ratios indicate more debt is used as opposed to equity capital. To gain the best insight into the total debt-to-total assets ratio, it&rsquo;s often best to compare the findings of a single company over time or the ratios of similar companies in the same industry.<\/p>\n<\/p>\n<ol>\n<li>Conversely, a debt level of 40% may be easily manageable for a company in a sector such as utilities, where cash flows are stable and higher debt ratios are the norm.<\/li>\n<li>Conversely, the short-term debt ratio concentrates on obligations due within a year.<\/li>\n<li>Consider that a company with a high amount of leverage or debt may run into trouble during times of stress, such as the recent market downturn in March 2020.<\/li>\n<li>While it\u2019s important to know how to calculate the debt-to-asset ratio for your business, it has no purpose if you don\u2019t understand what the results of that calculation actually mean.<\/li>\n<\/ol>\n<p><p>In this case, the company is not as financially stable and will have difficulty repaying creditors if it cannot generate enough income from its assets. A ratio that is greater than 1 or a debt-to-total-assets ratio of more than 100% means that the company&rsquo;s liabilities are greater than its assets. A ratio that is less than 1 or a debt-to-total-assets ratio of less than 100% means that the company has greater assets than liabilities. A ratio that equates to 1 or a 100% debt-to-total-assets ratio means that the company&rsquo;s liabilities are equally the same as with its assets. It is important to evaluate industry standards and historical performance relative to <a href=\"https:\/\/www.adprun.net\/accounting-explained-with-brief-history-and-modern\/\">accounting explained with brief history and modern job requirements<\/a> debt levels. Many investors look for a company to have a debt ratio between 0.3 (30%) and 0.6 (60%).<\/p>\n<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb\/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD\/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD\/wAARCAFFArwDASIAAhEBAxEB\/8QAHAAAAgMBAQEBAAAAAAAAAAAAAQIAAwQFBgcI\/8QARBAAAQMDAwIDBQcDBAECBQQDAQIDEQAEIQUSMUFRBhNhFCJxgZEHMqGx0eHwFSPBJEJS8TMWYiU0Q3KSNURjoxdTVP\/EABgBAQEBAQEAAAAAAAAAAAAAAAABAgME\/8QALREAAgEEAQQBBAEEAwEAAAAAAAERAiExQXESUWGBMgMiQpHBYoKh0XKx4cL\/2gAMAwEAAhEDEQA\/AP26hWQSQCMfw1Y2sAgyCDMgdB8araPmf+RJgxggAzMD5VbsAThQBnpxHyryHoH93btSSYMgRkftR+9gE4GTxjig0QEYExyqZxxg\/SijYtG5KjAE9sUAwVtASOonHSnSoLSYzgnt\/DSABUAHqJJ6VYIKClsZkY5qMqGSmUbUKwI56dxTBQKNoVBkUqEgo2TyfeJjn4\/jTJT67iMDpnH4VDREpViFCTM\/OrEJSmdsEjoO\/wAKVuEJO4e8qU8An4gU7IbQsqUCrtnIrSMBQgEAKWCcwT+VO22VHcTkZEDPPxpNjZI3GSDwZj+TUCZJ94gkkwJED5U2WwzSFbilfXqI7\/hVaG1Iu1bWkhBEkgwZx9eK0NqIkoggckgY60qgQ6kqEdfdzmak6ZmFYZQAXtSTHeoTtgpVGPu1HJCgIkgZjEZ6duKZcGOOBmAMxxUKFSVORLgngde+TREqSSqQBgH\/ACf1plArBlcGOIPbmoUK27goQQMcwe0UAu2Qr3pIEyYHxp25KYJ9e9ENe6fM6jIj6UBjAxuwATPxPwoAoKo3e8AMgJB7wP1pgkKJJV8QQZ6\/jQSvaracYyDFNOREEnggGQKARIKHSOYMenw9aiQQoj6R+AmrAmCVFMzx8acNSoIA2lPAwZ+NABGVKIIJ4jp86gACwASDyRiB8KV5DgcCHEgJVBiBz2OeKtCStQBmRj9KEbgUAhR2qgEyJ5imCVlYA4R1SB359aZQV5mwpiBBgYOMU8JymSFc+7x61WoInIjglWVciDj8KRqAspCQQkcE\/Wrsh0piASM8xjP\/AFTI8sLGEycE9OM\/hUNFQB3EomB6fmKCUhSVBKuBk9JwP2q4JRuIABEQduRHeilCdnklUjiZxyM1o5FW0kBLa4iDPOewNWLBJTBAzkHntzRDSEylPKcApmCOpz1qeW4NoQJPOCfx78VpAI3BSZiB1GMTwPzpEqUp1YCjuSJBjkT3Hw5qwpBWhuQcHvzic0oS4VEHIAIJHHoI5qgQLUttW4GBjcOue00rij5AKR7p5k+kfAcRVrZUplxJABTBMfI570qlr9lSswkbiQYzHJkRzRGXgV3aFtqkEYMJ5OczVikqOpJcEgpg5GeJB\/xTXACltbk46YGOfT05ouKCb9KlQNwKQDIEwOsYzQqKbeUvvmCpRBkiY4MyPlzSMpbTYPzBUrkfORPQcVoZV\/duNyVBUGJ4GDM1S0G\/YLhIwoymQDgcSauSaEulJTpzEcFRCoGQYJOOn871ZdiLyzaScAQQMyCRBntikvFbrG3WZKQqDIMjBkjvn8Ktf8r2+1X5h2gEQeJnBGKgt\/0KkIOtqcKidqZ45gZj1g1Vp6R516pZBJ3kSB6irmyj+tPKCwAQSASeYGPQSaWwksXal7VqAJIHzgfDP5VQnvkzMKbRpFyQYBOQcCTyfjFNclJ0llkJwTuBnk5PHTn5VHW2W9EDRJSFOAZMkDd+1G9DSbKwabSQkkgTIJPqfhNQisvRL8NFdk0k7kAAlODOYnmRTPrZXrTQWJCE4HECD2+NG7Sk6tbIxCEggARnJAj4RQR5a9ZWCSFoAiMcAAz15J5iqa37Et1od1p947jtBJCunAz6VTpewO3lwDJKScZ6Ekfz96s0stm5v3juJTvGTgCTketCwUlOl3LqIlRKR6CB04HPPWhE5ifIlokI0y7LZABJCTwJj9aillnQ+RK1iBMCCTn8KO9DWiEgbkuLAMH17nEwKF4sf0m2lobSvAOCMGBH4zUiF6CcL0LcLLekMtBJJURwcTJP6GKW\/LzdrbMpTBMz6YH+au1FakptGA2MkGBxMjj5Gjqe72u3biAkDHGJH6RUdKvYtTzD7FWorWfZmhkhUxmRIiO4yas1ouKubdhHQZSTJSZ7\/AUbgqe1JpBG+UpCto4knv1\/zRud6tbb3OABCUp970B59cj61WslqczImrpuHLy0aC8gRKeBkdfgKTVQ49qTNuh0hKQAQDMZJwe\/+KudSHNcCd3uoyZMiQO3xoKaL+vBTRhLfKj8IPp\/OaZnkVJVTyU6u0u41BhlKowNxMmcz\/jpS6qku3jLCnSSgAEjkzM9ImO9XpaFxrJz\/wCMEZ7Ce3\/VQhFzq5UCkhtORGZA\/ejqLCc+WVamUruWGFDAIkAieYJz1xNDWyFOMWsnJkdcEj8c\/jRWlu51oHeoBBEemOPrS3CmXtYbakrLYgjseg+EUnqliq8vuw66ttJat5TtJ3c+uaTWXG2rNi2TkEAAg88CjqAS9qTTUAhsgSBmO3eI\/gpNWIXdNMgAAQIPTMiKrVmWt\/J+htTdQjT2kISQSQO8AQR+dG6\/s6Q2RuAAAPc81XrBSpxhokwBxxzA\/IftR1dxxLLTIJCCYIAyOgj6GkRIrq+fpBdDiNGBG1BWAITkDM8d6G4s6MueD7u7M5P50dXdKbFlPllJVPu47DNTUHVt6U2hSUgkAKTwIx6d6Rc23DfhFNqpY0l1ZJBgxnCTMTE1LTenTHHCkjB2\/D0q18qRpDaVISgGBtCefTP50rqlsaQEzCzCUxIMTzQuPVItmp7+mOyTsE7R6xx+FVWZcTprqhABmJOY\/OrCCzpCgUwSAQnvnJ4pULU3pBUUxIAgj+Z\/aoFKjxSJaqWjTVrIATBwOeZ\/gqMko0ta9mCTE4gUG1KRpQJTEjIjHP6UZI0wEgifpE5+dTQuv0IytR05RXIGec4nNIpR\/pqRwAQTj16\/pRV5g01KlDrgAx\/OaFxA09oKWAQZ2\/5\/KpsOyh9gPH\/RIj3cQBHp27Ul+pAQwhwbjgjbgAdD8Zp7ifZWRyQRIHHFS7I85j3oAjEUhZK7p+hLjyzctQJKYJkf4qve2b5REkjpGJ7\/AAq18j2xBKcAEgdCMdarAi8UCmTtJkDgY5qtwKnePJTbqQHrhQAkCCqY+lUMjbbu7OqiVKOY\/Sr0CQ+tAlYn5j+GqQlBtFqSAATGe80bgin1cqdSPZkKgSep46YNRxI81opUQOZ5z2FR9JVZoH3cjucTBxUeSgXDEGABMEwSI\/SjY0VqBNyVETCZ75zzWNwv71S2mZ9K1Sn2pyEkDaZk9OTWPdcKJUXDJP8AOlRuTNalHbCncnyp4EA1a2HFABKYnJHbjGfpVaFESofeMZFWKQ6EKLKgh3aS2tQ3BK4MEjEiYMfKqzpFjgaD43tNW8W6p4Yb055pqy3otb5SwWr5bKkpukNjkeStxKSTMkq7GuprHivw1oV5baZqmoeVd3KQ6hhq3dfWlrcEhxflpV5aNx271wmcSYMeS0H7KF6Anw09a+OPEF3c+Hn1urF46hds\/wCeFe1w2EgpLilqVlRgxzFele0TX7PxO94r8M61aWq7+3t7O\/ZvLJT6XG2VLUhTZStBSoB1YzKcjGJJw8FhPBYz408I3OtL8NW+tNLv233LYjynA0p9CSVspe2+WpxIBJQFbhBxggc1v7Wvs3dZ9ob8ToU0EIfC02txCmVGA8DsgtA4Lg9wHlQqu28A6sFWejr8RsHw1purv63a2SbGLo3LhdWlK398FpLjylwEBZgAqIBlj9mLzugL0VOtgBXhFHhUOlgmNqirziJ4zG0fWi6XEsihK51leOPB1trZ8Nr15pN+i6TYrSGXChFwoBSWlO7fLStQKSlKlAmRE8VY54z8K2t1f2V9qq7N3TLd27uDc2jzCSw1HmLQpxAS4lMiSjdz2NeZs\/CPijU7zX9NutWt7Lw7deKWtVdYVYlV1dIYTbKQG3ivahC3GgFEoUqEqAiZGNH2L3Vwb8u+IbJZu7LVbJNyLJwXVwb0gl25cU6oOKQBA2pQCABjpemibsvSez0rxt4R1l4Wlhrbbry7hu1ShTLjZW44hS29oWkEpWlCilQlKtpAJptZ8V6Vo\/hjWfE7LqbpjRC8i4Da9o81pQS4jcRA2mQSJGDnBjgfaH4f1BNpruuaN7Zd6xe2enW2kNWtsXV29\/auOLYeUSdqW9607iYASlXMxXXX4CSfs4d8BN3wSt6yNu5dqQVeY8pQW66pIOSpZWr4q5qKIRmFBpsfG3hO\/s9Q1G01c3LOnOoYuC1a3CnEKUJTDYRvUlQyFJSUkZBMVW59oXgm1s9P1B\/xJahnVA6bTahwrd8sw4SgJ3pCCIUVBISTBiud4v8AAN\/4i1DVdQtdWYQb5\/TnlWty04q2eTaocSW3w2tCloUXAYCgJQJnIrFoP2c+I\/CL9tfeGfEOlt34Yv7K79psHHGDbXNybgeWnztyVIUYErIUBngVUqYkkKD1OleKtP1PwpY+M3QbSzvrRq8jYp1SUrAIADYJUcjgTV+keJvD+ulo6PrVtc+e088gAlJCGVhDpIUAUlCiAQYIJGBNcG88Bain7NdM8C2WtpD+mtWbS3ltuIYvEskFTbiW1pWG1gEKCVTBjOQeS99kWpf+nDpNj4jttOv3NVu7ty5tbZwtt2V2gIuLVAW4pWW5CVFWFBKoxFZimCwpPWr8deCU3enWn\/qax83UWmnrZMqIWh0w2oqiEBZwnft3Hiatd8b+DkIvnP8A1HaL\/pT\/ALPe+Wlbht3ZKS2oIBO6QcZOJxg15XVfsmbf8T3upWbrbmh6wu0Vd6e7qN+wlHs7aG0oQi3eS0tOxtBhacQckGB0dR+z\/Wbjw2nSLHVrcEeIbrWn7d1T7TF20644oMuqZUlz3d6VYkFSEyCKsUt2JbB1brx74H0+x06\/v\/GOksMau2t2ydXcCLhCT7y0xkJSTBUYA4JFaHvGng22urGyufFWlNXOqNNvWbargAuocP8AbUM4CiYSTyeJr5w\/oOs\/ZVaWzum3idRvLzSL7TLoJ0K9vkKS5cuPoDKmipSXJeKdrhCVwCVCM36b9iesLYs3bu7U7a6npel2+saevWb608py3YQ0oJRbL8p0EJHurAgg5IMCQgkj6Pq3i7w7oWtaR4Z1XWGbbUtdcW3YMqBJeWgSpIIEA9MxkxWC4+0r7O7Ow1i\/d8aaOtjQWi\/qJZukuqt0JO0kpSZI3e7iROMcVq8T+HdV1LVNA1HSri3QjTLi4TcofWtKlMPMKaWUKSDDidwKZx6jmvIo+y\/xRf6RZeHNQ1HQWbLw9oV9omlv2TDiX7oPs+UldwCIQlIAUpCCrcv3pEAEkrEUNXPYs+L\/AAW\/e6bZNeKtKNzq7aHLFo3SEruAse7sByZAwOa06T4l07U9Hd1oKTa2lvcXNu6u5hAQWHVNrUTMBMoJkxiMCvCa19nvjnxBqlre6rqunlAXpT4bb1K9DVkq1cQpxppgJS06HCgq8xwBYKoggAj0o8J6\/a+A9X8OaXrTVlqt7cX9xa3jRWAz59wtxIKgNwMK2lQkgyRMCo0rBwlZ3Ognxr4Kc0U+JE+MdDOlIfNuq+TqDXkJcx7hXugKyPdOesVtc8Q+G2tRsdLc8R6SL3Umw5Y25vm\/NuEHIUhMysHuJFfN2\/su8S2lpqV4m2086hc6jbahaJHiG8W7ZqRalhZTeONKWtRBOFtqBSopxAI6TXgrxyzrOiaq1c6OLlLFk3rF808UIuAwTuBsyyWlK2khDiFMlMzGAKNLQR6zUPF3hKwa1Ny78WaO0nQmlP6mlV60V2bY5U4kK3JEwMxkjuKutPFHhXUV6c1ZeJtJfVqjCbqyaRetldy0RIW2jduUnnIHQ9q+aeGvsV1rTm39M1fUHbtizsdRtdOvV6sFtuG6QpMuW3syVAwsFX95Q3JCoOI61l4G8ZN65omr2+i6DpziLewZ1VaNRNy0sW6NhAZctsr2j3HG1tFO7O6MnC5CpnJ9A1XVtH0jyFazqdhZJfWGmjdXKGPMWeEpKyNx9Bmuda+MdFvfGt34C095dzqemWyLm\/DRQtu1C52JcO7eFECYCSIiYkA8nxv4S1q48R\/+odM8M6D4hbu9Hd0Zyy1l8totStZX5yD5bgIUDtWiASEpg4IrR4A8D3vgy\/u37x23uy7pWk6f7WE\/3nl2zKkOKVOQCSmJJOM8VbQZUK7K9I+0zRdb8WXPhvTtI1xbFu2VI1RGnrXZPLQ46haErTKgQplxO4gJKklIJxPS0Lxrpet6qvQVaVrel3pYN2w1qunqtjdMbwlTjck7gCpIKTChuTIE14LTvAvjqy+2N3xNovh3TPDdqtLTt5fWGrOm01ZIW+Sh2z2R5qytoqUfu7VKClbiK6um6b4x0XxTq\/2hXfhTy1HTltP2LGuOaku\/uPNSpPswdSBatgBXuCArcmUjaDVdKmxqEz1A8a6Ha+IWtBvNP1iy9puPYmb6401xqydudpUG0vKG0kgGD90xAJxOG2+1XwVfaOvVtKur6\/bVqrmjW7Frp7rtzeXTaQtQZbA3LRsO7f8Ad2jdMEE4nW\/Hus\/aFbXmveC2nvD+jXgd0pu31pgBS4IN3cII3KWgFWxsYElRKlEbeXr32Yay9rb\/AIj\/AKWNUYa8SajfHTGtVXZG7srq0Za\/8qYhaVszsUQCmcjAKyMwj3lz4m0ax8Lu+KtScubKwQkOOJubVxp9BKtobLKh5m8qISEAElRETIJ5jf2ieFl6Jc6u87qNsuxu2rG4sbiwebv03LgBbZFuU+YpSwUlO0EESehjzifDvi9fguw8Fv2i3NVsLhPiGyduL5VxbMC3v0vW+mu3Ch5i1eXCPMg\/dJzAJe\/8M+NtW1t\/7TndCtrLVrbVdNurTQ3NQQsvW9qy+0sLfSPLS6sXTpTyBsQCRJhS08jpPQL+0TwynSLbV2n7903N6vTm9Pb015V\/7UgErZNtt8wLSkFRBAATCpIIJ7Wg63pfiDTWNb0a8Tc2d0k7HdhQpKkqKVIWlQCkqSoKSpKhuBSQYivBW\/hzxraeJmvtW\/8ATjD+puavdXb2gN37YWm0dtGbVO18w2X0+QhahITCikKJAJ73gFjWNEWvQ9a0laL3V377xDcrt3Au1tHH7kkW2\/BUsBQMgQSlZxia4J02k9LZ6pp2ot3arK+tnkWTyre4U26hQacAEpWR91QBGDHSo5eWYuGdIcvbYXrzRuW7dTqfMW0CAXAnkpBUkSO4718nf+za+0\/Ur+5R9nOmalpTPip\/WrjS0O2zSNaYetyltRSqElbDpKtj0JO4kGQKyWf2ZeKtIfstd0zwhow1NzRtfsbEPrZfRoQuH0vWdspaxLjSEBxuEApSVlO0o5tpJ02k+vaprGn2H9Mdvrlst3143Y2ziSVhb6ydqCUzBwc4HrW9e1N6knb78JSpWBMcDOTjivh\/hP7MPFejXaVW+huadpy9d0TU029y9Zh1IYS8m4cUm0SlkK95v7okgJkmCB7HxV4Uc1D7RUa5rngZHi\/SnLFi0tWjcMoXpL6HVLceCXlJTC0qbO9BLgLIEEHFaSuhCPd2y\/Meu2oHmAEqQDJAzyOlYLrVtN09m0s7l\/y16u+u3tTkh1aUKcUJHACG1GTGBz0r5Ifs38Z6l461LXdQ8PqaW+datb66sHrKyRcWb7C0WyGXG0e0FX\/j3Kf3Q4JAIAq3w99nGpXTOhWeueBdOtdCsPERunLRxi2bW4wdOdaK7hlhamFHzVge7G4e8pIpCRIsfVvEeq6foegL1fVX0Wun2LS7i4dVlKW0pkkwM4HGfnIFZtI8TaN4puFXOmuOFFmG2blFxbLYWwtTaXEoWlYBB2uIMH\/kPhXhNS+zu\/vPsFvvs7vNDt33nWb9iysXyhbaUG4cVbJBUdqQlBb2\/wDGAMRAx6t9nepMeLXtQf8AAzXiDw6jV1Pnw+h1ltFw2dOtWGXktuKS0oNLZdTsWRhW4cAGpJqWRpN2e0fXm9ydQuVOtZSCIxxGAR8YzVFsjybK8EALcJSCrGTOM8n8eK+MW\/2T+M7y307QX1Gz0\/VLJ9Gspbvys6cm3fdudOYSsnc4UeahoqHRnkgicOqfZ\/4x1Lw9Y+Kta8If1XxHdu3l3cWjj1tdWVo+4ptLSHEvKSQEoYbHnMnzEgqABmsVNJSjSpT33Pu1y2kaM0ACJXKpxBkgA9h8fTmubrmv6NY65onhy8fcF\/ftret2GmHHSEIKQpxRSkhtEqSNy4EqA615\/wC0rQrjWLfwtdXHhlHiTStNvXXdU0NLqALsqYUltSQ8pLbnlrVuCXCke9PIAPnfAH2cXmheMtC8Q+IdAsWXbXR9Rt7dRWh93TW3b5LtvZh0+8oNMFSJHujKQSCJqUmYUX8HrdW+0jwXpf2i2fhF+9uVX7gKHFMWLzrFsuGylt11KShtag62YJxuTMSJ6Hh7xZ4b1vW\/ESNH1Zm7XoDpt9RW2klLKwCvaFRCoTglMiUkTIIHzXxr4b8Zn7aLLWfAHhrU9K1FSnVP6vbao2dNuEzahS7y3XlK\/KbWmEIK1bW4XglPqdJTf+FPHHiy\/b0J5+y8S31tb6cphSQhry7ZwqcdjLbYWgpKoJ94GDViIg6U9M\/s26R9o3hG7s9WcTeXjTlvaC+Wi40q5Zdctyrb5rTbjYW6ncUiUAj3gOoprb7RPB6PCuo37mov2qdOuGLe4t7myfYukOux5LYt1IDqlLkBICSVHAmDXltHb8faPrHiP7RGPAes3azo6rVnTdS1m2ddcuy8lSWbNwK2sW0BRWV7SYR7spg4rfw740vdOa8Xan4Uvk+JmPEFjrt2Lu4tEM3qGELaTaW3lOueWlpDiigukBSyVFQ3EpkbOaiJ8H0JrxZoGreFF6tb3iWrDTHHU3xuml267RbSCpYeQ4ErbKQQYUJiDkEGsH\/+S\/B+oWFzqKNQds7fRmEXd4L+yetHUW6xDbgbdSlakLIISpIMkbcmBXlta8PeI9Y0\/wAV2Oo6C9p2ofaNcOv2duXm3WtNRa2zaGxdrbJSC6puFbN4AUkSYJo+KPDHjbx\/qN7r174aGh3lpp+m2tjpl1ftum8dt75F44VONFSUtqLSW0E595RKU8HNWXY00od+yPUu\/aV4Sfs7jW37y6tmtJdatbq1urB9m9S66U+S2LdaA4pSypOwBPvTgmDHT0LxBpvi26XqWkOulNu6ba4YubZy3ft3kAFTbjTgStCoUDB6KBzINeD1jwx428T+Krz7Qz4XFhfWepaRcWeh3F60p24ZsfP8wrdQS2hazdqKBuI\/tp3EbjHd8Gr1y18W6rrOueH7qzuPGGoLfTatutvjT2be2bbR7QtJ271lJPuFQ95IkwSLZv2Gp\/Z7BDgb1spU8ygu7ktJWsBS9oM7QeaSxcbuNXu3kXNsfIB8whYOwTGc4GDXhdP8K3DX2l6rrmqeAbPxIL27YudM1tx9kL0VLbYSGShwhYSHApwFqd3mGQIk+E0b7JvF12dWvNc8Ob3b\/Rbm31MM31jbIv743TDqVMhpkJDUIcKUXAUfeKFRuUTpwogv011ROD7Q34g0m11y3tbrUGG16i0\/cMLUoeUpDe3eSv7oErSMnk+lV6v4g0Hwfpl\/4q8RakLWwYSCVQVLUVqAShCRlSlEpASmTn414Dwv9m2o6g9o7njLwloA0\/TrfVwm08i2KEl8NBlTrLY8kuHa4SWxtGDgk1tf+zq\/1H7CtN8EX+nWN7qNkzpSXE3W11pCrd5pS9pUCCQhCgCOmJzWaH1KluwdPTEXPXeHfEOg6ii91xvURbW1vdLsnFXwDBQ+ACpBC4ggKA+M9q6liq3F\/cXT7rQ8pwIIUsCFLJ2g\/GRA6mOZr5Uj7PdbsdYf8R3vgjSfFmmI1HWnG9Iurppttv2pbJZukhxJb3BLakKESlKpTOQcFp9jPiYabp2jXOpWp09OjNPajcNvqO3V7PzfYUoBG5TaPOR7xgxatiMwFMylJaVTb9n1xu+0xnUFu3uoWrCnnyy0hx9KN7sAhABMlUQdonkdxXJ8Q+MvD3g\/WNNa1dx5d5rF0LGxtGEBbzy4JUQmR7qUgkn4ckgV82uvs58X3GkaRqzWi6Ze+JX2bx\/U7l+5Yds2bm5eDq0LafaWXGkhKE72ih3a2EggHHv9b8Lu694g8Na4iz0+4Tob966846lO5JXaLQgokEj3yk4iInpRK9KJQp6Z5O25rPh9q8d1S71vTWrZl0MKfcvG0tJdPCSomNxBBA5471LvUNNGts291qFmhbqgllC30IU6SCUhIJlRMEiATAPMGvmeifZ3qGg6b4OXZeDfD\/iI6Foj+n3ekXLyGGPang2VXSFKbUlSvcUhSincUqMTkHm2X2Kai\/oOoaTeMaRqN9\/SNH09t50EpZUxeOPPIbUsbktpQtKEnkhIBiosXRaYq6b5Z9fZ1PTtavW39MvLe\/ZCy2ly3eS6jekiUhSSRIOCPSqrnWtJvr51u01fT7gacoJuw1dNrNuqTIcg+4cEQYrh+HPDDlhe+M7KxDGlsa3fvO2K7JIR7Oldo0yFpQkAJUFoUqB6Gc4+W+KfAWu23gq5Yf8ACvh7RWvDXha60VZ0x5TqtacWWkhTifLSUtyhS4VvXucV2JUdtBRW4byz7Zfa9ot8wvULLWdOftbJSk3Tzd22tpgpgqC1hW1MDJBj1pdT17RXLKyvmdb05dpdmGLgXTZadMhICFTtVnGOtfMfE32Z+KvFV7rF9baLonhdRVpSGNK0y5bUi9Fm644pbq1W5bSVBaUoBaXAbG7oE9Pw19mtxp2ueHtS1W0StdtqOoalds310zd+S+9boabU15Vuy2MICjtQDKlGSSTWm1D8lab6r5Z6\/wAQeNPC2naffXF34t0VNvorZc1JSr5smzSCR\/cCSSkziDnoAeKsf8T6DcaZc3adWtEWdk2w69eOOoRbJQ4gKQsOk7CkgpMz2FfKHvsm8cX7upHW3rF68vNF1fTV3Luol5F4\/cqaU04loMpFu2PLI2SvaYOck97VfAfiZzV0eJH9H0V11vUtN1FGhO3JNs95Fh7MpCnPK2hSFkrQrYRKRgYIk3Za\/wAj3up6\/oNnoLGp3Wv6W1ZvtBbdy7etoaWiQNyVlW1QkpEjGQOooXusaTbptNJc1jT03t6gO29qu6bDzqBMrQgncpOOQCMc14XSfsyvbPVrLV\/ENloSm1HW7o6YwC7b6au9Ux5bTO9IBAS0sqWAj3lqhIBrFY\/Z14s8PXvhhVnp+ktm2sdMtdUvHLwOpdFs2EkC3cYUreBuS24263G6SDEGVWwV36vR9H1jVdM0nTLb+sarYael9xLLPtdwhoOrjCUFZG5URgTzxXIR410bUfE154A0x43mqaXatXN\/5Smy1aBc7G1nfvCyBMBJAlMkSAeV458M6y74gV4isPD+ga+LzQ16L7LrT6m0WZLill5B8tzcle4BxA2qPlozjFvgvwZeeCH7t67vGbwv6dpNkLsCHX12tsWnFLByJXkAkmMk4yFeKuCaV9o9h4g8RO+FdK0HXHbZhA26uLObJxYceaWkKB3JSF27id5ASpSSAeCU077RtM1zRbjXm\/DviC10ez093UVahcW7CW1soSTKUoeU5KgFKSFITMdMA+as\/A\/i2z+1pfimz8PaP4esFpYVfX2m6q95WqIC7kqbcs9gSXFF1oqWonaUkpUoqIF9r9nN6xq9stvwB4K8PW1pp1\/Yv\/0+4cWNa9oQEobfQGkKSwDKlBSlrmAkjJOn0rAazPZHsdH8Tf8AqK0XdveH9Z0a2t20PKf1RFu0hQ2lRI8t1ZTCcqCogH4xXoXjjw74r0d3xNp1w+xptm6+08\/fMG32hmStwpVkI2woHqkgwOB4y3+y691K51FhWlaP4DsL7T7TTnLPw8pF0L1TT\/mKcfC2UIKVJAb27VKKFLClZArTbeDPElno3iPwXr2rP6434z1XU0m7baZa\/p9tcMq2vLShCQTIAKO6hB5qJUlrs3D2js2f2meGbpu51G+Z1bR7e1046uleqWC2DcWMgB9lMqUpMlI2EByVoGwbhMZ+0TQGLTUr\/VLPWdJf00MF+wvtPWi9ULhe23DbKdxcLq\/dSEydwKTtIIHD1nwb428dqV\/6ka0TSbnStINjp\/st25courvz7d4vuShBbZm0bT5fvK99RnABbV\/DnjPxbrV7401Kw0jStYsf6YrTNORfruGl+x3LlwovO+WmPMU6pKdqVbAkEzJAhuKZzs9P4c1+y8QM6j7PaX1ld2TwYu7LULcsXNs4UhQC0SQApJCgoFSSDicgaHtQ0totaZcanaMXtwdzNs5cIS86O6UKO5WR0muBoZ8SseItT8Ra5oLbVz4ou2WF2lneee3plpbW6tjjrpQkOLWsqB2gAbkAboJrzPjfwV4r8ReI\/wCpW6WXbFt7THbJxV62ymz8i4Q4+FN+QpbriwklKw4mAYxkqsdzm4cJH0NdxYuuo09m\/tXLsJ3qt0PoU7sCoJ2g7gNwInjBrCdb0a711vR7PUWH7kMOXBDK0rQlDa0tqBUkwFBS0jac+leKu\/sxe\/pdkjTmtO0zU13XiNy61FhID6UXyLlLKytI3LILrJInG3nArT4R8MXemeJ7TVF+BdA8MWtn4eTo\/k6XcJdLzqHUL3kJbQAiEq2zKpJmKjSNwsT2PaEH2pxzd7hHfgTms7afdMuJ571cFJ8x1So95IAE5+gqm3aK293mHnp\/3RyYqOw2QHCIBMDMYrQgSRKgEwd0mAPj2EZrO0tbZUop5MDOY+H\/AFTe68hbL6SW3ElC0nhQIIIPyMUTTyVOcnL0vx1oOrWN3f6ZbaxcWdqz7Qm4Tpb4bumgraVsKUkBxMnkdMyRmlZ+0vwu7Z2txajVbl26efZFrb6Y87ctlgJLxW0kbkpQFoJJx7wiZFclzwBe3fhP\/wBFX3is3Wk2fsn9Oaf01tflC3cSttt+VRcNwhKSlQEgZk5rM79kiXtAf0O21+1ZVc6jdai67\/Rbchl19CEk26QUlgp2SkpOCchUTVXQ8m7Hdb+0nR2PEWpaBqVteW5tNSttPbuU2jy2St9ltbfmuBOxoqU5tCSZwOJFUeOvtIvPCWss6Jp\/h16+WdIv9auLhxLiGG2rZAJbStKFArUoge8UgCMmQK0OeCbV+01G1\/qd24L\/AFXT9UW44ApSTaJYAQVH7xUGASo9VGBgVr8S+FbfxM+6+u\/cYL2iX+jwlsKATdFuXOeU+WIHqe1ZTpTRLWGH2g+F2L9vSn7t8vbrZi4eTZvKtLR95CS2y7cJT5aVkLTAJn3kzEibmPHfhAlpI1ZCF3Omv6wlK21JKbRhRS6tQj3SkhQ2nPuqwYNca4+z9+4N1pVv4ouWPD+qX1tqGpaaLVClPvtBr7jx95tCyw2VpgnBAUkE1k1H7ItN1ROptOa3eI\/qesIvztQj+xaSovWSDz5ThdfKjz\/eMDAqxS4Chu7PTaR4y0HVtSc0vTzqLzrI2uO\/058W6HNiVlpTxRsDgStMpJkTHIiuU99plhp3jDW9DvrF6z0vw\/Z2z95qDzVxLr9wopZZt0JaIdUSAICtxUqAkwTVw8Gv\/wDrxXjEay20gqWtVvbWKGHHipG0IedSYdbTO5IUndIB3GILa34HY1e+1HVG9Wes727c064tFoaSv2W4s1LU25CsOAlcFJjAjrIi6dGZSLz9o3hE27Tq7u9S8\/ff0wWbmnXCbtN15Zc8tTGzek7BuyIjNbfEXjHw94avGLLU3bs3F2w4+zb2dk9curabKd6whpKiAnekknpXHsfBF2Nfa8Wa54iVqGsnUTf3LyLQW7S0ptFWzbKGwVFCUoWpUkqJUTnIAfxDp\/ix7x1peseFdUa0422jX1q5ePWYuWkrceYUlBbK0EmEKUCD\/tzMwdpU3Fkbrbx5pd7c3rlkl680600yy1Fq6s2HLlb7dwp0Da0hBWY8qeDycCKD\/wBp\/gljTrPUDqdyoXybhTbKNOuV3CvIIS8FMpbLiVIJTuCgIBrzt19j1mjRf6La64p1AY01uL60D7Vwu1dedUbhsFIcQ4t9RLcpAhPMV1PC32eteFri2vBqqXSynVf7bVoGGgb1xpwhCAo7UoLUAZwfTMdNDRLXOzonjzw34h1668OaSq+fdtbC21JNyLJ1No6w+CUFD23YowJie4EwQNbnjTw5b62PDt5dv2t4tKlNl+zfaYdKUFagl9aA0ohIKoCphJMYNcTwf4LvPCV7b3DGtouLNrRLPSX2XLUhbi7cr2OpXv8AdH9xQKdp6ZGZ5TH2TJT4zHip3V7FezVH9UBd04ru1+Yytv2dx5Tm1TKN8pRsEARmZOUlIaU2PSs\/aX4Jc05erp1h4W3mNstzp9yHH1OAlvyW\/L8x4KAUQpsKEAnoTWm7+0TwXpTNm\/e64lCL5o3DW22eWUszBcWlCCppAVgqcCUggiRBrxtp9l+tW+kXmnO67ozqXX2HbOyOnXIsrVTYUC4hHtPmNOLCgJZW2AEiE5INWo\/Y1cag\/Y6jc+J\/6pejTEaVqTmoqvgi5bS44pJSGLltUgOKRC1OSNskmSbFKZITWT1o+1bwWL3WrJ\/Vbhpeh3DFrcldk\/sdddQFthghB88lJB9zcesEZrt\/+oNBRoh8T\/1S2b0pDBuTduL2NJbAypRVEcRBAzjHFeN1T7PL1bmqsaTeaKjT71Vg\/aW11ZXBNq7bspZGx1p9C0p2IBSpJCgZyZrpXngzUNU+z5HhDWPEr13qAShwak41vHmtvB1uUrUorQkpSmFqJKUwVEmaWsZaTM+v\/bJ4N0vQGde0u4OruXOpMaUzashxpYuXSNoc3I3NDad0qTBHEyKf7RvtNf8AAy9K06x8N\/1HV9USFN2zt8zbNhsPNoWEuOEeY5LoCUJBJgqwATVavBfiLV9YX4o8T+INPXqz9\/pj6k6faLatkW9mtakoAUtSlLWXFSomB7oAxJb7W\/C\/iDxr4eRpGjseGr1lTjS37LXLJbra9ryFb0OJMoVtChEGQSJGDSy4L002NHiL7SHNAeetVeCdVdcsNMRq+pNLu7ZhdmwoqTtSFLh9wFCiUtkjgTKgCivtVsXPGSvB2n6Ky64HLZrzLrWLW0cWX2UugN27qg64UpWJAEzIANea1L7GtXu9NsbFvWNC1j2bSEaYh7XLN91emuBxSzcWW1cpV76QAo7h5LfvmCK7\/ifwT4i19i40P+o+Hl6ZqCbQXeo3GnLOqpLG2VpWk7FrUUSlSoKNx+9AFRKQ1Sjpr+0e1b1Vxn\/0\/qf9ERqY0RWubmvZhe7ggN7N\/m7PMIb8zbt3mPUW+IvtCY8P6heWbHh3V9VRotq3d6zc2IaKNPZXJSVBa0qcVtSpZQ2FHameoB5S\/AfiBxb3hxGr6YPCVxrw15xCmXDfhXnC4NuFf+MoLwnfztJTtOCM9z4e8e6ijW9Q0x3RNKd8ZWSLTWGLouuqs1NhbSXmFJELUWlD3F7QFAZOQSibiEzs6n9qOk2lxcBrR9VvdI0x22Y1LWrcNG0tFvhKkBQUsOLG1xtSlISQgKEnmL1faTYMaq7Z\/wBE1VWlW+pp0a41tLbfsbd8pQSGTK\/NKd5SguBGzcoJkQSPPX\/2d66zY6v4M0DU9Ma8KeInLdy9XdBw3tqENtNuoaAGxwOJZTBUU7CpRhWAL7jwN4kWq78KW9\/pCfCd\/rw151RLvtzf99Nwu2SkDYUl5APmFQISSNpIBo1T7HSj3Gu6headYrurHRbrVnUEAWlqtlDiswSFOrQiAMwVA\/HivH6X9r2jahpOk67q+ial4e03WHC3Z3WrPWiGlAMuOlaih5QQmGlD3oMkCDyPZWzt6u2QvUWmWblQJcbt3CtCTJwlRAJEdxjjMTXj9E8C3un6H9n2mXz1k+vwndquLo7SpKx5LzYKARzudScxwfSooWTNj0r3jLwbpllZazfeLNGtrTU4Npdu6g0li5JGA2oqhWP+NdPUNQ03S7K41DUb23tLJhHmPXFw8ltttP8AyUpRgDPPrXxy++yLxJaP2V7pmqIOxnU7J+yZ1JVkgMXN6u4SpCww7J2rCFIKADAyIg+x8Q+CH1+F\/DelaALV5zwtdWd5bWmpvqcYvEsIKA284ElUwrcle1ULSk7TEVYSwIR2z4w8Hssae+54v0ENarixWdQZCbrMANGffM4xOcU2qeLPDemNapbv61ZrvNHtXL+7sWbhtd02yhJUSWQdwwOsDjImvn\/2jeA\/G3jqyXa2zek6dbXukP2itPt9Xeat7G8WtSi+QhgC7CwUgpWlO0pJEySLdU+z\/wAU3Ora+jTmtJstJ1e01EOFV4Xy+\/cW5QlYbUxvt1byCtSXlJISRsE4JJ7EI+i6NrmheILc3GiaxZXoaCEui3uEOFlSkhQS4EklCoPBg157wz9qPhLxZr7uieHr1dyW7u7sk3TZbVbOO2yUqeCVpWTCZAlQTJ4kZp\/Dng0eH\/FB1i2Ysba0c8Padpak26Ag+dbrdKiUgQU7XAAeeRivJ6v9kWr6pp95plvqFlYou3fEa1PNAykX5SWtyUgEiBCwIwSATVUNFtOT6Vp+u6FqrZc0nWtOvm1vlhKre6bdCngCSgFBIKoBO3kQTGK0N3tm+00E3tu55xX5YQtJ37D74THO04IHBwYr5Xe\/Z7401Nep+KNN0nwz4Z121tdNRo1lYvrdtlXNq6pXnPrDSCkKQ4tpICSQhRk5AHY8DfZhd+DfEb1wu5Yd0PT7Ms6K3uJdQ9cFC71awRA3ONJUkjPvqwOuoTWTMbPcvalpidXa0dOp2SdSWnzU2XtCBcKQJO7y53EeoEetPY6zpWpai5a2GrWNy+htDrrTVyha0IV90qSkkhJAOTj1r5jc\/Zx4hPiB2zTpmhG2vPFDHiX\/ANSLuFf1FhCFtr9mDeySqEFlKg5t8tRBTgg7PAf2a3fhK98GXBstNYe0LSNQstSctkgKddfW0tB3bZcTKFElWQSDmTUhJFaPa2fi7wveXGuWlt4k0xa9EOzU0e1IBtCU7h5pmEYIMnH0IFL3ivwulWmaW74g0wXuthbumte1tk3iUZWpvMKABGRPbPFfPtZ+zrxJdeINf1ex0bRb62d1+w8QtW9xcBtGo+TbJZXavp8s7SlSfNQtW9JUlIIGTVFn9nPimwv9L8XWmjaDZXR1jVbs2TTgca0du8tkNILZLcOkONF1aUhAKnFQRybCTM26ZXY+jar4y8MNaaxqjesW17bW92xYOrs3kP8AlPvOpaQlW04O5aZmCB3iujfavo2l6tbjVdTs7Tz9rTAuLhDRcXOAkKI3GTECfhXxDSfsg8cW7nm3zVqy9eMaQ3chWopfNw\/a6iH3npSy3tSpG4oRmJ2+7Neo+2rwD4r8e6kvT9Jbt7mxe0q7tW2l3Tdv7PeuJhD6yplwutxjYIg5zIKbFPVE2Ik48z\/B9It9Sshq91par+1N\/wCWp5Nr5yA75eZV5c7gMRMRNc5rXNGX4Zf1RGs6eqyaVseuBdNlhszkKWDtSZIGSO1fO7X7NfErfiV25ttE0lVjdWi06o\/c3wdNys2PkENnyPaGHCQkFSHSjaFHaSo1w3vsn8eO+FGPKt7Kwa07Wba8t9Mbfs1u3bTds4yUuvm08lRSpaVNFbKiNh3KBIUD6US7X7PsF94m8OpvdJ0H+uaaL+9t1XtvaC5QVvsJACnUgHKRIyOkmTBI3Wt\/p+rXLN7pV9bX9sEQHrZ9LqJEyApJInORXx8\/ZHqWnM6Dbf0K3vw\/o+tadfovr9lt+2XeONuJShxhhKfLlCkw2gbfMJgyZ9f9m\/h\/xRotnqem69YWFkp5avZGmiwp0I8kJl5xhlptwlQO0hEhO2SSMSpJYK05jg9IjxJ4aa1F99\/xDpLTb7hYaWu+aAddgHamVZVBSY5ggxkTgtfGfhvdqmkN6tbP39tct2d1aWqw69bvPAlCXEoJ2TIEmI6npXy3WPsf8VXfgrQPB+m2GlrY0zw5cafcsNXDVs2zqK2kp9oWosOF9GCCn3TMKzgp67X2d+JW7u5um7LTG23dT0LUHNQQ+A6s2rCWX0FOySrcneFEkGehBNElYym4l+T6czqWl3Vi\/plrqNm9d2i0JurZu4QtxkkiA4kElJxEGpqupWTNxp2kuajaNX12PMZs1XKUuugDJQgncoYMkA9a+X+Evs38QaDd+FE3uh6JpzPhpN229q9pcld3rpdSRDiAhJQCo+csuKWfMSI6mqtd+yXxJf8A2n3eoXN9c3eja3e2V\/5jF1aMv2Qtw2kNy5ardKQtsqHluoH9xQhJknNUL4qcG6aZs3pH1O81rTF68jTf6nYl+3SkP24um\/NawVALTMp90E5AwDzmjdanYsaiLh3UbFFom2Fyp1x9KUpax\/ckn7mfvccelfF7rwBrmk614b8I3\/h3RJPiHU1f+omXiu5vvare8cC3keWFIVC0pUSsglIjoBotvs8+1O+09llDOj6beaT4YtvDzaWdRLpuvKuGi4Q4pjayHG21JSraooUoGMSCqU3R16E3Kez6hbeKtE\/rWnot9TYvBrzj6LO4tnEusLLTalrJcQdohKDnInGKu0XXNGu0ruLDXtPuUXbi2rdxm7bdDq0gqUhG0kKUACYGYniK+V6H9kuvC3vDqWn2KrW4u9UfVZO6mte1q501NuG1vobQoqKwrctKZg7pUefWfZ1ofi\/w\/plyjXdI00tuvgMFFwyu4tm0sBO9TjbDQdUVDaBtBCSJUqCDmh3XsjoVKTXk9lYhYtLh50wCDMiJwZx8PnQsm3kaY66SVAykRx2wPrRbQtnQlqcIJJITkAdRA+nJqKQhGjISpSoWocYxyOek\/wCa6K36OSsvQtunboxWon3pAjHXjNQlu30YqLkrMgA9CTg89qN0EN6U0y3BC4G4wZzjpzmfwpb9DTWltIUcHkHvnjsaY\/RI6V6IQ23o6lLJEqIg4JB\/LiiFNMaOQoRu6Z6n19KmohtrT2WvMgGBggSIMD6nkULxYRpjaBASUgAzM9v5\/wBU78Gmov2QlqWU6QtaeMyDxzEU1mtq201akgoJJKicgmDGemaF2GWdHaaKgCsJmBJnk9P5mhc+U1pCISBIB5zM5npPWkJP0ax6RVYvJbs3bhsEAEnocfz\/ABTaM+EsPuBoEA4POO31E1FOIa0hKktzKSIxE9I78VWyoN6UsoRsBBIMgk5j8u9IwKbNeETR1AuPOASRjjn5xS6coqvn1hETJJB4E5P7U2nLDenOOKTBg+96xjPXrS6QAlt14jETJAPA4\/zU7IUT9qKW7p1OpF0tLXCiNiRJk47+nJ9acqec1TaRAE5Ekgx3ptKUtdw+4cgY3QI68GPXp8Kr04OPai64kgxJJIBHw9DHaiwKF8V5Jcrcc1NDbI3bVTGSAetHUFqXetoAPRJOT1Mx0pLdK3tUWsZCSTxmfzOahUpese4qEpJI3CemR9ajuaX3Llkv1u+1MNkhRVAA7Hg8UdUW55zKJJJMKIE9RxNVvlbmpIQYITiPSO49al2Vq1FppIkCDt5E9TTuWqYq5DqqlBbLZyTBVicz+lLqIcLrTaInnjgzU1JJVdoZ+7BAJ4+VJfIWbxptKsgASeuJ47R2qiqWquQ34UnyG+SVCcSZkR\/1S6gHDcMpTk8DsD\/mheh5V4hKT72JA6EVLoKN20SZgwI78k8VHcrUzyiXJX7U0D7pwfd5Hr9aVRU7qISDIQJJ5jHXvzQd81zUEzgA5jiKgdUL8wmBtIk8cjJ9PhRrJrc+SttalXbiYyI94gikYBSXlESVCAJz8qdhRVePAyQPwziq2wQ2+opgCQTxmOKasE00nyK08PIWFJggk\/Ks7rgVZADCATIE8+tODFqtUASYkj8vrzVT0izbCgRJwn58iqZwrdhbpaJaABIgYjP6Uq4F1HUJIHxjk\/pUuikvICkEgHH8+PWgSBdlU5Skk9YGfrUZdlKSUh5YPvJMd4\/CltkILQJUfSYmghtBbdUJIPb+dqLX\/jTBVx6UjuRKTqIIg7SogmMxz1NOlR\/3SCep6x6VWggmSJB5zx6npTtZwBkA5FQhckkphJJJjH84qxuBIJIBjJOJ+NVtiAQQUngyefhViCoAbe5yMiJqWmxt2HQeQhQPvcZgiP8AqrG17AUgEDmRVaE87TEGYGDTJUAAmMkHj6RWdIjLUKTA2gnvOPjRCg2kyTkkT0H8mqwS3CwZxiefnRbyqYlXWe\/M1VoPA6VIkpiSQZpt3+5QVJ\/2nAFKlJbJWoySRAIwnHSirCyrcZIwSeP2mhkZXQFQnjb3+NGCVSmc9v8AA+H\/AHUUPeB3YAGO\/wC9FSlQnaIImSPz9KrcSCxZ2onv1J+VQLISSoZilO4ICiZBEwTH40wSkhRKgSf5ipwTksQ45tACU7SMycxntRaO5RJMAceo+FVtkKGeAJyORTpVJICYI5jH8FSZKOYOBugE8CaJMe8DzmR3+NKo7SZUQSZG0ZIntVhbSRAXIP0rScmGo2RK1EjrInnFWbiUnb0OJOB+opBu2hKcQIxnFQAmRtmepx8qSIkdKvcEgkciQe8\/CmBTIBUIAnFKhSg3Ksjgdh\/PSrBJkFMjEK9YrLNLwO2TJJkARM81AvaopkkHABHGZilQrcvaT93oTgmMVYkESTiMAdvWjCQUOJUC2N3EiBgD19fpURKkwlJxz7og\/pQbJSVp3BIKYJ46UWgnKQCmBAyavcy1OBkmAUnrgiZj41Eq2ABOCTjEUASkndBAihG0wPej\/cen89avkjYxUEphKcj8+3rzQ37QkkiCB9fhOaPfy1kbTiCKEBKAFJBVtlRmY6ihBypBIJMkxHGPX61FEg7InaOSf58aRw7YSlJBkH3uB8adSVLPug7hgxgfGgCkpI3JwAck\/SlAbyQCATE4\/wA+tFIUtJBOB\/IqCVJBJ92T06\/OgLCWykByYAgAd\/X6UNylLUoAjgEQIIoJKISpQJ94JEZA9asVHmAmUkmZBgj9aAVvy0717ZkYGJPc0pSlpoLStRBVOemPSn3pONkgJkz0pFlCmAUyQCMR93ofnH5VpSNDvIKvKUkgSZTJGc5n0pm0f6uFKSIhUHIjGTSPeWrykkkRERiR0P4UyQn2z\/yAAGTHMAdat4ECJyw8lJMKJJ4B+H86VS6lY00JOCVYMjHPbP1p2kNNsXCm1QSSM5yT0\/L9KrWn\/wCHtqQpRRumCQO\/PrQzotfSBc2iFLkmATJEYmT06U6N6tWWpaiAlIGMY6T8hSvpCX7ZEyCkmSeMmBj5fhViGY1Rxe+AEjClHJihrZitA4bW7dJIJBhM5Bgzn4xSPNqGkNpXncvAGcZMmrG07NPuSHFBa87QcAxifXNB+RpzKARlRwcDgifXP50MvHouvty7qzbBBgA7oEiCATRSFnXVgL+6IJPMQP15oXLaTqdowlwghIkjqc4j5fyKFu1GsPuFyCUTHrAHFDW\/ZXalamr9yYASQmYxg4x8apIfa0JyVcuEDqeZPT8aa18pvTbxW9RBwSDg9x8fT1pbgIRoSE+ZlS5g95OfTpmhh4T8E1APBiyaClb0woxAgwCAT3k1fcpC9StmwoEpSSZiD8BVWooPm6eyFqISIkE5Mjn5U69q9eAUQQlISkCZOJ5+Pw+NXZd\/oIleuOKDkbE+nOJx8KSzUpVzdP8AmkJCSCBjMzx0o2pac1O5eCj7pUn0jt9BVdkpHsl26DuIJ6ASckE\/X60nsVWf7BZtrZ025ccOSOSZHrPbmOlBA8nRz\/cJCztJV0n1\/wAUGdjehKWomFKAJUeMjpM9aj2xGktAOkoURHoeRQkW9DXbLbeltN+aZVABJEExPwqakEIs7ZkYBgqMzBgR8c9+9S+YDlvapVJIIx8vjTaolBet2FKMgAdsyB\/g\/Wncr2JqYQLe2ZK94IkRjOB8jml1Tyyq1ZWZEDtnMHP1qzUkoVqDDRCiCIAT8R0nmAaF2m3c1RpsKSsgBMDHUkD0NHsj2V6uWfOt2S3uAAie85\/Kjqi0KW1bgGDmQmByPke9PdLbXqre3IhAjnuaqulF7VG0JMpCQNuBHXPY9aO8mnuBNYW0W2rcNxJIBPTI\/GOtDVXNls0zBBjnpHw4+dWagvzNRab2zEHv2npE45pdRU6u9baCCTAPoDP50qWS1fkwaovyrBptAkTHMGImq7sqY0tBSn78CD06mO2abVS8642nYkBciDiMwBTauD5TCECVD7wMgRjJo7Nlb+RSFOM6PJkBUAJ9ZImhZpU1pLrocneVGYyOZA\/Cjqi3k2qGtsxAHUx3xjv\/ADFPcJUxoiUb8kBMHPc4qOzNYb8Ir0sqTaPr3AjOeJMYn8DVOlp3OOLOBJBA54x+NXsJdRpC1EwSCE9QeZn8qr01Ck2bzrgIgEjPX9IqrRaVFVPAmmAuXTizuTOSZMjnFJZ71ai4RkoJGfjHxmrdJbV5T6isECQAO4BAg0NKkOPPOkkpGe85JqaRmhfArbSlWpKQZxKh8Jgj44\/KkWFOasAngAj14H\/VNp4Ll869xJJlR6STA+tLaoL2pLWlcQDg9+vPwo7FouqeRXklzVdpmBBx0gD1ovoC9RQUyiDE8wfn0zxUQFuaksE7QJPyotpK9SKhIEEJntxFRlSn3UV3SCvUQEqJggkj4ZpXUK9vSZIHIkY4j8qYAuamuVQB+OKiQpWokCSlBye3YfjTZVn2CVnUFJCQRznj8aqTvN64s5SEz8p\/KrGZVqCzMRyJxzUZk3Dzi8AZSDiOoijcFV\/2Z2FAuPqOUnp+MZqppThZeUjEnE01uVKU+tXAP3VYx8KZpbirR1RiQcfD0oyLCXJnSVewlxaZBJ46H1E\/hVTzixbNKVk8g9Ae9WuKU3ZQpWSSQIgjv86R4uobYEAkwM\/hNRbGF6Kn1f6psLTMpkCcD19KUKm5WmCIBI6Y7Voe969QFYhI9cxn5VkSSp10pyczOB3HwqtGt+yps\/2X2wIBJz0H0oWzKlNDYrAxxQJ8thaVAiVc9\/xqxgktghAj1NHJfp5OjG2duBEGauZHJBwDmk2gnZEweeDTIQ4kLDYBKJCAo4UecntWZUyZavKNPKgCeeVelFPuEpCgCZMwOJzzilabyfugiAYMicfhVm2JRvSQYgxx8amIg1q4zaZTtGEGRxHSmQIG0FJIzMZFRuBvSntHHPSaKJUSIBEEgiR1otGXoZOZCYJ6nmetFCS2SNu4kCohMLIAkjGBH5UYTuIJM\/7YxUWjIQlIUU8kDnqDULZUZCozIkH580JSHYVicEQauI6gSR061e4EKCoJlBAJwelOpJ2DhKThQPIwYNFRJAKSAB3ooVuBTAiO3WkXY2Q7S0EhWYj1IqNiDC\/eBme9WICG2ypUEpMDHHrTBIQFFUz2GfhRGdittgq2gzImImf3pyCCQkyAMjmqwfeBScDJ4APeriobgkAEhUTBiayjQFSCCDyOs0wBSkbsfOnO1PvRBPbHwqI97GSZ+PWqiNSKjchJKUyCYx2pgDsgK3AnE9u31opQkEhQmJAz1njHxpkJ98BIIOZER+dayYwyIKvu7UqE88iflRbltY3AgDnaeKKEFKtu8EDBMflVmxIUM5AgqI60LdWJBSSrOR7oOM9OtEBw42yn49J7UoQrd7zhAGCAPXtVnuhYgkA5z1n\/AD\/IowrBSUpcIMRyAaKQmCkAg1AjcCAMGcdQf53pQXZJEAnorn4VI7hucEbG0wkRPE9vnTBKjKYM9x0pUJgkEQoCTPHbntTNqJcJAiOh6fqapkiGSoEpBEcEd+0USApATMkfekR14qxMFRSARMGSDHz6GlEhCpSCUnBzNAIQCQCMTzOfhBqf3NwkHbiQOO0x8KdRSpxM5KxHHWOaeCqAAQOIIjHegBu\/2kgk4EfnTBJTKQkkzEdeO9QtpkgiYASQQI7fGpsSPeUZkYiTHegAVGClSSVJPHIGMYpU7t4Ck4gyYkDNOhtaobjKiCDtA+fagoK3DaQEKwQTn1g\/GgEkZEycZA6U25ItyiI94RHU\/wANNLu07UgJMzPNKrDU8QQSI655NbVwBwJCWpQQAMSc89+aKSgXxSoQVAE94gUi\/NDiCoJgwQe4zxHBq5K3W7ko2ggpkKifh8aOSSZxsLFwoFQG4mFdPpQdca9iSnbEEgd+OvarmiTbvw2kJCuB3gTNV3K0Is0DZwoDaRJ4NCMd0oD9vCCJbweR3Eij\/ZRf3Cp2qKTB5MxzH0xRuHS3d24QkEmBHMDPzimSQm+fcLfAkkDg\/wCcCmpNbMdu0k6ZcS5lREkmSMiQfTpQukJ9itUNkbS4TmZ4JMds9KiFITpLyU4JIAJ\/3Tnr1prhxHsNojZwoFQIgjBn60MuGi57aNZt0lwQEbvWZPb4\/SqrbyV3947nzAk7ZnGDn49KsK92tNoUygyhOQIjB5MZ6ftSWa2jcahiCN3vEZAg\/wAirI37M1u02jRbgySVABRj4dKF75J02z8skpWoKIjJEHnrQC0p0NZIkAgARE54Hf8ASmu3G2rWxZ8okKUDjkiOZjnPFQiS6fRddhsX1m0SSNogevc\/rTNNtL1p1xRjYBEY4AEmlunWzrLCVt4SgAACdvJBnp2qW706tdKDcQDuwDiBFVZNfl7KtOKN1+6oQRuyoTnMcVTa7U6M84JOSkjg8jj5VbZuIXZ32IMFIUcDjn8ajiwNDCGkiQsJUBGcj+RQix+xLjanR0IG4AqBUCcET3PrTXxbNtaJwAPdCTgzA5Hz\/wA0dQChYWiS3BkK6c4ie+KOon\/U2jSG8RBEDjGIj5VGrDEoa92rubZsKMAA4wekjvNLdKSdTZglSAlMxykyT\/n+dHdM6kjEgESOADJMQaLK1q1VYS2DgkHgTGMjjvV2a78lalhWrncmYgA+oEwOsc0EFI1dYUndElIiCDAyaa2W4rUnjs+7MGZnA6xxSWanXdTccWkxkn4QM\/z1onMD\/YqCk6otaRKkSEiBnHE\/E1W0FuaopW37sqJ9YAgVbYKUu6eUvBBMEdBMz\/O9Jp6HV3ji9oIymZnv0+dKbwVfdHIE73NTKSkmCU7uTMD\/AD1oeYt7VAlsghJPHaMTTWiXvbXHVqGwAyR2PYd\/WqrNKl6gt1UJQJx84+tRXS5Kr\/se7zqaGycJIAgYmOT61VqqFOXTSUKER7w7GefrTIStzVlFKgdiiYUOBEcdTmhcM+ZqRIWCQRAPQR+p\/OjuvYiVyw6wi4C2mQqVJ\/4iSr04qvWB\/pWmkkgkiREmYNLqBdN8huZAgQR85oawncWGgsAc\/Mk0byxU56oGuv8AT6aEJUoFSQCTOP2+FK0hbOlHgbkR3655+NHWITbNMBZASSf\/ALsZ+HNLqC02ulIRKogQBzxwY+tXDsbqldXALEeTpr7wX7ypwOIzn8KTS21ezvvuSZmAT0joetOhBa0hAJAJEKyMZMD8aqs0Kb0hxRI98EJiIE9QeKmUiKzXAukt7XH3lFUDABHB9frS6btN486taQCAEpJyT1+PSrNPbSiyecVkGY29DAqnT0tttuXDgSogkJBiRPY\/zFROYFCjpDaNqN664XJ2\/d59cY\/eksAo3y1K4SScz681NJSf77hgk4EZ+Bjn9qTT1I9pdcO4lMgCf5NMloh9I1u0Fag8CrBk+70zP5YpLcly7cUVERIEdTE4HSjYCLh074MyY6HpS6ckG4fdUqSkEjpml5FGiWqVe0OlKoMYPOOp45quzCtz7i1AqTwCOcHMcVZaJUlb61pEgng9efpWe1bIQ8pSogxPU\/w0tBVaHyGzC22HFA5kkY6R3pRvTYkpA94zxnn8qZkEWrpKjgmSePh9KVSFjTgRJEyD2HY1nyML0cnxHruneGtD\/qmsPOotkuttqKGislThASIH\/uMTxmujcAhxpCjAChOY7UH0pUw0hSgskAntyCDB6TUu0OC4aTtJVifh60Uz4K4asK6o+1AJxAJ79M\/Ks7aCXX1+792R6n1q5aXFXi1oiAMzzVbC3gl9agCEggYwTnHrWphF2ZlGbMuRJJIGMzNABOxHup+72\/agSVWu4oOCRH1NXIX7oG4iAMQMVFJaWdJH39pMpHX8xVxgBSwoFImT0A5iqkZJHWO2T60HMWrxKiR5Z6eh5qRDFUxYDerWOSVnvhJOasTq9lEBZgx\/tMV5puCQCYBH1NXNpChjifrV6Ygz1M9GnWdPjb5pE8+6f0oo1ewxtdVg8lJzn4V5xAKllPQZxz8KtTJWcSJPwHpSEmhk9B\/V7ATtfM9wDM49OKc6zpxVKnSD32mZrzoG3mYOePpTbRIwc9en0qRgnk7\/APVdPKwpbx3DI90\/pTHWLEGfPJAG37pz8+1cApMgJTz0Jp9pG3dAJ4H7TikWZO56FOraecC4IBxOw\/hTnWdPiQ9GAY2nHpPevPRIClYjECogbk+70IrTSkQejGracqSq5gAT9059KidX04mQ9BCSmSk\/jivPBKDG6ZkiDj5fCilJ38gg5\/OsxiSWg9GnU9OgEXCZk8JNN\/VdPVw\/mAcgzXm9oXAOMzFWHAKRj8z2qQkJPR\/1XTgcPoJgCSDzRTqunK\/\/AHIED\/iQD6V5kI2pJ2wTz2ogCEzxyR61PRT0yNUsCYFyhIPQg4pkalpohftrZk8BJHwrzEGJowAoTkHB9fX9q3Eqxhs9SNT0+Sn2xsbYzBP4xTI1TTkuFab5s5yM5HWPT0rygiZIxPzp1gJJB4AJJGY+dGjJ6tGp6cSVm8bHXnnP8NMjVLBS5F2gTjKifj04ryKdpVJOBBz2p4G8xx0PX96kSWT1n9TsNxAvmgByJg\/lT\/1SwKQU3zXaPT+fCvI7ZJKoJI5qR7wHQnoaMnB63+pabBAu2yCYKQen8+FM3qOnEke0sgAdSIie56V5IJKZKhJzBIogkgAQRwR2PpRFZ68alp0Ee2MA9QFyR8OlROpacQf9czJEAbxzivIAEKJKYjkdOY\/nSjlIwQYPHTNCHr\/6lp0JCrtiQJysTNO5qNhgjUGQSmJCwc\/rXj0JBA2g9OTnvz0qEhvbAODz2zx\/IqwD1o1GwSf\/AJ1gk9FKGO0mnTf6egFJvWNvOXB8ozx+VePhIJVIHU5oK2RnAAO4mDmrAPZDUrBKZTfMBRyolwfh+VQ3+nTuTe25CehcBJ+FeMlGzInsT\/OIpilIggmSAf0\/KkEPYm8sCoqN+wPd2ph0ET3iaiby0S2Qb1glJJA3jivHBAgpn3imNuIA9TSpSlCSkYAnBzHwPWqU9mvULMlLib63AAyN4n880U3loXi4b5kbBAhwfie9eLUkbhwAJHfHerktbnTthIUOD1FIRnLPXovrMMvJXd26RkpCVAT+NVO6hZKs2x7UwCFfdKhzHJPNeRbbISskETg9cYkkUFNg2yQpRJCuO2OmY9PrVWQz2i7+2RcNE3TBCRGVCU8zOec0BqFum5uEKvGAlQMKCxMwR3xivIOIAuWgMQBMZ759f2qNJaU6+C5gAx6ntHWli7PT+3WydLUC+wTvBSfMBJP1+OaF3e2znscXLQCVe+d45GeZryYaKdOU4ggSr3ZyRyKd5txQtRvBzGeB147VCRKPYe2Wo1kOe0MSpsEneCOIMj8azWN5bqaviXmYlWQoAjmB64rzrbK16sP78QiSQPXg\/WszDCjb3pKhAURB7ZyaFf8As9Q5eW40cILrKSHBCS4DByJqXd1bpNl5d00diveJWMCvJOsOo0dtaiCkqkQcnnntTXiXFvWrRVJIBABEjsAeKQZ1HB6xy9tUa0HPaGyIG4lXAjg57ZqWV9ah68V7QyCsmJUJgx1n8K8qpDjusFDa9hA95Q7QJ\/Oq7ZtzfdqBSACqY4+WKLya37PVW95b\/wBGfSq4ZzJCd4knEAZ9KLt7bp0loeayDu94bxEGTPPrXkw2tOlbiSJUQkHiP19fX6JdNLTYsI3DJEdcR+FNEh9Po9deX1ufZUm5YEJ94lYwBz15xFF29Y\/qbCE3LQQoAz5gOeQPwryl62s3Nug5O0SRxOOJHM1Fha9VAKgFQDyR0J+XNUv\/AIetau7dWrLPtTQSCMqUJGMgZ4zRtb63GovK9sZSJICt4wMY55x8K8cyFIvnClwQJg5yJGD\/AD60bVClOPrKoSMn68D86KHcu\/Z6u0vbb2t532tkFUge+J747npS6fesKdeUq9ZSCJI3DPp6V5VhCg0tzBBPHM9Pl3pLVCvIfUHAMZ79PrVp0E4g9ZY3dmFPr9raAAyCuMScfvzU0u\/tEeaVXLJUokf+QZHQV5Nhsotlr8xOQYHehatj2RwqIAyAT14mmIC0ep0+7s4dcN8yCABuCwI54MxzS6be2iHVrXeMmc5cGfj3M15mzQEWa1gpkHaAc7hBBn5mq7VlvyluEjck7QBJ6cn6mlOaZKrNHp7W8tDeLcN80mCVH+4JVnmaW3urJWplw3jJAKpHmAxziK8xYswFqCgfeiP58aSyQFPrWB6dYmaUqek0r9MHqHNQtFaruTdtifdjePdxBihf3tk5etJN60ShSUkhQ4ma8s0lsXS1yMTOc\/KgChWqDP8Auzj0\/es\/Kn2SZXs9Nqt9ZOqaAvmRiMLEnqKOqXdi5btoF4yQCZJUCBiIj4yM15bUA2b1CSSngEACOtTUVBRab5IHXiZ+M96rWWG7VOD1F3d6adLDCb5BMg\/eGRnEUE3VinSvL9taO6AQVCOCcV5bUSkstNgQCSR3Ip7sNoskpSIBUAfjB6zTpuVynUz0lveWLelr\/wBW0FlJzvGBOPl0rNbX1kbQpVcs8lSveHu9p\/SuEsNjT5GUmBj6\/Wsw2C1URIBie3wqRZI18avR6ixvLJDDyvamgcpwocRgil067sEofJum9wmCVDJ6DmvNMAIs1kqxnPrQtQRaOKyQJBjp61IJR+M9j0djd2KQ9uvGYPHvD6fjQ0+7skh8qvWQCSAAoRHc\/WvOWgIt1qJMAEf4oW4QLV1U4JMgfnV6cOS0Whcno7e9s0svqVdNSZAG4cR0qq0ubdNq7\/qmiTwSoR8q8+yEC2cUV4khP4zNKEBNoexwT2zSLIJxHB6Nu8shYE+0tyomJUMGarXeWos0NKvGCAMncBn6158AKtAngnMxj5mq3kQwElUADpz60hCbX7Ho7q6tAGtl2yeCQVjt3ntVb97ZruURdNCEwSViPkZxXnrlAJbSlQiQfh1qtSN10AIAAmRxH\/dTpsU76b1kXTilXLZ93jcIIx1mkaubY27wL7WCYHmD6zOfh6159tKi6tROROearSFeS4oZAJOf8VelYkt9eTvqKFWqQy4lcHBCgQOfx+NF9wIWEwkYEiuZpSVeW7EAkoMCY6\/jFdS5LzbgjbBSDO4Z6f4rLOlCh2OokjbgEwelM7PkvkJIBaOJxMHig3tiDA4ER1qxyVWbsYOxUk9MGr5Ms80icY6d+lWoVsBjj\/PeqW\/onGY6VaACSBxVOZazlUmMDPqetW+Y0xbuPOSlDSFLWoZMAEnHUwKpTJhSRABEiOtM9b+12b1qHI85tbRxxuSQTHXmaiypKeds\/tJ8NXuj+GNXtxdlHiu7RaWbBaHmtOcKLieEhJ2gnOVJGZFdu91\/R9OtWLw3qH27lbIa8pxKitLryWUuDOUBa0gkYj1xXmtM+zHTtOv2bxGpurVbDTPKaLY2NG2KFPKQP9qni00VHugcyaGnfZtdsGzavvEaLhrTGba1s20WQbKWWr1u5AWorO5R8sIkQIzHM1xFi2djvWHjPwtrNqnVdO1yyf08JcUq8TcIDSSh3yikyZB3YmIyM5FaEeJ\/D9xcWgt9Tt7li7t7m7bumnkKYShgpDm5YMAgrT9Dx18jq32dam3pAtbXUba5eQ+2i3bNmlKUsnUk3alLBVDhSAoHiQBitGo\/ZajW7TUUa\/rDT72rJvTdez2YYZ3vm3CQlsLJASLZMgqJUVK4mK1FP3SRxeD2Tet6Dd6Q7rzWr2bun2yFuPXTTqVtICAVKJUJGAJjmuO140YTpr2r33hrXdO09LSHmrm7tkIS6ha0oSQAvcgytJhYSYk9Kr0PwFpmleGNT8OXFpp6G9ZDibxWnMuMJcCkbNxDjjit20RO6MDAqP8AhzxPrOh3HhzxH4ptL2zdbabRt0zY4vY4lW91RWQo7URCUpBJPwpCb9BRMHXc8QeGG7D+ru+JdKFiXzbpujeNhpTvBQFlW0qnoM1dc61pOnIubjUdRtbK2t1NoVcP3DaGlKcTuSArdjBHPPSea4Gq+Crl7VX9b0O\/0+2uV3txcNN3enh9hKHmWmljy96fe\/tAhQP+5ScgmczP2bOaemyd0fWLZy405TBYOo2Pnsq22wt1FbYUnJEqBSQUzGczmF0qSQnDPWuaro3tjWmjV7D2t9sOs24uUFxxBEhSUzJHWRitQAQkEwCMSfwrxI+y3Sk+NT4wft9MuFuvM3TiXGH0rafbaShJZ2vBtKISkhKkKjPM17bfK9qhg5xmazVCwRxob3jAGYE88GkSACd3I6UUiZnr3kflQiCZPPfjmplkvAQSoSBj0\/KooyQJwOJop5npxjrUkgkyIGI9fStZZl4gKADAJAGDNEmFcD0mjIMEkHv6VCTgDI6YiakpsgyuAogEmeKhG4BXXOfpSglRE5IyKs3ImYkHv3NOzKQCZIIBioSVQDjr8KilxJIHA4\/KgRuUf9oGB6moQfClmCQJk9\/WikRknBBgfp2qERG2DOYJnHeodvPBGDHemFAIdokkqE4IGfnUASJ3Jkpx8T9aioCsGMDJ60UGRJEEdetVAg3ASgT8eBU2pGYAxJ70x+7I6YGKJIABGCRKgCc9PrVSApOJ2wnmevp8qggkBQwIOf1\/6pkgwDAAH\/KlgjcZTg98j0iqCE8EpxgR6fpRI8zaSCYOJOAKiEkzJyRGZ4pvukCIAycz8vhQAG1tWUzAI+PxHWlJByEkA4IB+PyNOCUzPoTPPXj86VMpEkRMzIkfyaEYFnaRvRkdZ47VZuShwEpMiEx1HzpdzsAhMqkQI6U3mLLpXtzEHqBjmhNlewAORJVOVTBHeotTZZanI3GTkZ7DHaihStq0hODyYHNQqKmGwESUnB6z6VsaHKWkPthRMASJM9+cZ5HzpGi0FuqSjmQBB7QZ\/OnKj7QgqaJIAICufyzStK\/uPqKYJBBECRyMVllK9qRYERJKgYJx1xFS4S0HrZBBKSBM4gZ9KZ1TSNP3JbUQVATMg881aspLtsgicAgHg5ORApsn\/gA2wNTWN5I24SCRiMA9jWa3bQLW6USZVgkGZGJ\/zWhv3r9whBggn3hjryf0rOw4hNhcgIKpUElXJxwfringT\/IjyWzprTZUcqkjJJycfkae7S0Lu2bJmAmVTjrMflSOrR7Fbp8sSVSSO\/GfTPNWXOz223BQTgAjpHT8KIjv\/gDPkOao6oJJ92QAZzER9ZrPbKBYu1KKgRIjqfn0rU0QnUXxtABSQVCPdGMj8qz2+32O5V6iQDNFJcP9gKUJ0tKi5MqiImB1FLdCG7ZoKUuUgAn4AD\/Of4C8lr2BtJRO4iSOCYn+dKa8U2XGG0IICUiDziBOaMRCjgLwbXe25WsqATKgSf4aiPL\/AKmoqWqQkepJjGfgaVZSb9uWyQAIHJiJH8+NFh5KtSdcCZAMQeJxVVy7nyS0Sh26eUoyRMDqc9KWxaa2XDhKiY4B+sfz9pZrQV3CyFZBAIHB\/Tp0pWJTauq24Pu5EEH0+tVaC0wW6W0WTiyoyeQMx6fjUZSkWDhBIO3bHT5UUJ22SlYO8wQDwJ6j+frAUJsSBuJIO6ZAmcRUkSiIIbsyo5kmSOCDAobm\/YSSVGeAMbcjP0qL2iyQAmI5IOYmc1W6UeyDYVAkgEY7g\/tVZbDNhAsSUKJScqHzgVGUtItFqyFEEk+kQPSirY1p4Jk78HM9T6Y+dKpaUacGy3kjkYJ60\/0WYBZFKGHXIEkEkzMCOnSaWw2lpayVAkjvHp0pm1BFgtSU7ZBmIz8MUtoVJYcgkgkn44iPpSmzXApd0JYBKnFmCSOcwZn8aqa2G+JJ2qKiJOczHFXWHvodcAnEETmQKrsiFvLWEGSTB7Gc1KValFpv0piPwrVBuRwZJTETHwoXyUm8QgzIIGRGfhFRoBV8T7wkn0zPSo+qb730yUkDjrFSftnyMr2JqStz6NxIEAbeRz09asv1p9mQ3Jk5APbg\/DNS+KReIQRIEYx\/JpdSKQptBA94A+vPFHbqK3KqDdJQNPCVJMEyMxBjniqyW06cEwQJEjqTmn1VZTbI67jkTJ4\/HikfxYokAAmM8\/yMVdleauADamxUYMYBzz1+FKzixVBwJyMzTuJCbCCIBhUDqIpS4E2AAAHAMDk\/91lQV2dtIVqG7BStoyM+maDQSiwJ4JndHQTx60Z\/+H7gcZ\/PrVavd08HIECQOc\/4rSdhKV\/AUAJsSN3JJPx+XrSq92zBG7M8dc\/Dij\/+xJCcYien8NK7t9mQACATnHNB\/ojsCySkkiTODzS3ewoYhQIIEgZo3AAYQlMwTntP86Ur4AU0gp2zgRUwRzdCXO0PISgYAz8Y4qpQHtZWDwPlEVc4B7UhJyUiD3+tVEAvLClRIJMjj4URqJ\/ZWkAl0ziBAHWqlhSbcpEZPXvVrSAlDq5BITE9CPWqXG5tQQrBP3QZxVakLB0dICiHEiJJQMdcGt12FB33UkiBmKw6RJ3BOCSnryM1ru5S+QHD9YrEXN6O23sUoBA2xkz+VM6sKtHIGPLVgmMRmla24JPMRA5Pc07yVOMOIUdo2kHHpRvAqdoPOI99JJMDEfH1NOkkA9zzHFM3bhXuhZAI6Ad+tXIt2+SsgjAkcUTOYiD0BABx8RPSnQZgA5\/eatTaoKtskYGe\/rTJtEIVG8mI+dSS2KxhQBUCRgif804UErJzE\/D404swTIcIzBx1pzakwQ6QRiABkdzR2XsjKycgrk56DpUckoCgDAJPbpV3sgn3nVRu4iii2ABSpXY8cfjVaUVEaRVv2oEKHT8uhOKIWRkz9KuTYyQd+0RIgRRRapnalyT8oqykylSTncD1yCKdBBURHbM1Yi3GR5kwdsxTeyCdocMxmBH0zWdIzBWopjkye9CTjsMD0q02gEguScEx\/wB0ybRKTlw+8CRjHwqSiRBUlUYJwYIH5ZpQvdJJPzz61oFoJjzcwYEDOcdab2FJV\/5TjsI6dc1U0hDMyVAHdkmcz8aclIIjE5ntVvsSQBLpjuE9frmmFiFffcIBAjAz9DSUIcFKvdSCCIIx\/wBUTCQFAg9xWhVghAnzDM5kdfrUNkrhLuMZIkD8aKGSCjBIJjJ+GKcKIAA6duhir02YiS7kkT7oj8KnsaR75eyMSE\/lQhnkBMGJ5BnrTKUQBtTBmZH5GtHsWB\/cwepEn8\/0qexqIB8+JwRHpUBRyQZ5GZ79aIyYjaRV6bRQAIdEc5T\/AI70U2hCh\/dPcEDpE96AoA2kpSIxQiZJxn6Vs9j3E\/3AIHUc+lKLBKElW+DyMc1pEko3JKR7xwIPxnkUcAgLBG6CPh\/OlaDYQQfMBmCQE5HxpjZzkuZJJB2wYnHWlpHgyGAZUR6R9MihIgniDn61s9hQVR50HnicetQWO4JBdVEkzEAHHIqiTGc8GCOsYPoaYbCBuVOYKa1ew7kGXRAVA92M\/WouxG5KfOB6gbeB9eaEbMyoCpHBHXEHoSaVRJSIUJ4GcDOa1+wBSj\/eyATEUhsZRu84z1xx1xQSUGYA3mSQST2qe6DuTIEYjp34rSNPSIBeATJPGZ6xn0oex\/3AS6VQO2D06c9KqcEMw3lKwDACsp9ac+aGW4MkmEicSP56U\/sJHmBL2SQPu4A65pxZNoQiHxJME7ev1p4QKFFRuQdwJCQCOOuc8c\/w0qFCXyuYIjGINal2c3CT58CJ4gd459KCLBSW31F7qRkRwOtaNGVSSmySmBO4Aepp3lPF63KjCkpOO2SB+f51YuxC7VEviSqJINO5YqF0wpT44g+6RjP1rMkMyCo3Lh3yQInBHB\/6qpG4WTp+5JmB1M8fX861tWAXePlL4CY528mT61W3ZL\/pzu58TIhMGQZz86g0ZbgL9lthggKCQI69vXOKd4uJ1JpO0SEgqAM5PTPHar7qxWlFqn2mFEggAGQOmaZNi8dUDbd37wTBUMACP0qoR\/BiZWs3jqtklIIjp6k\/gKDLhRpzkNgysyQMdCP0q+2tSXrkC42wknKeSDURaKTpS1G5gAkbTOcjP1qaCx+zPcOn2JgFAIQoRz72Ka6U4bm2Ts2jaJEcfH96teslG3tx5uVEEA9oMZNW3OmunUGkB4KWEiTBjmP8TVmMlz\/gyLJVqPuIyBBKeD6\/QiktnEpubgQZAMAfLPwrU1auJ1BcPAEYJEjtQs7J3fcQ6CDIkjJx+1VFw7GazWEMvkplJBnHxjnrmohZOnL93YRnPJMj9Kut7NTdgtxL42kEAHqeAOaCbNw2O9T8hR28E5nn\/FSUS8FBKvYPuAZEQc8zSOrItGm4MmIjt1rU7aXCLNtTjiZMQCJI7D0PNC5snkMNKLvIEAAzEdf1qtq4gyXS4t2kqRBJ2g9Ij6VR5akoBSFEEyeZPzmteo2rqE2wLkyJMp\/D4RT3lo6020CpI90TAMnGB8M1HeYK+xnuFzatIiIJHqBzJ7UzjqRZISpInAx8KvvbF9TbZ3gQJ93r6fGku7V4MpQVyUgRHaMZqtq5cSZ3lf6AGIkZjI5Efz1pGyoWI3JkAHrmes1puLd4WaUreBmBEdOkfz6VFW602gG8DtA5zR2bfgbKLNRTauQCIkzPpER2zS6etJ8yRkqz06cVobYX7Ao7gAAcxk9+vpS2lkfKW9IISokYI6frRSnSapd0ZLJSnLpagnImfrxSoM6gcGRuwT1rRpts7vccUsAE5Pwo2ds87eqSXOOVZwJ+nzrKvSuSUL4mS4UlWoRBMET34zTagQH2wBJECDjqcGr1MrXqCglxKkgn3hMcd4pbq3cVfoShUjAAg9vzqvFTC+PszaxuAZRgQk8DkzQ1BQSwlEyJPHYHMGrtRYc9oabQ6MQcAzMkH5xS6harR5SAsExAAHWfxpVllqaivkqu1KTbJM7UkDB4iO1K7CLIEJJk8ekVo1BkoZaQXBJJxEwMYPrS3Vs8i2S4V5VyDI6fzFTBamk6jM6QLVGJAECcHPpQcITabOZjHEfGtN1auItEqK0++NsDHSpdW5TaNypJJAOB0jEn61StwquDI+r\/AESYBAwDHfvRuShLCOIPHofXvV14wRbNguAkmCMzQvLY+S1tIyJHukGJ6\/P+d2ESq08IouspaAiVRHPz60r8LdbTGB9B3z1+NaLm1CHWUbsHgCcdM0HbRabpCCZJ6R06UwVw59GWUi8k5AHaemKrSSpbqk5I7\/nWoW59rWkrggHJ79qpbtt3nkKgg8gVSzf2ZEgJYcUYyYJnpSKKSwgAAAAgmc9xNaDb\/wClUEOjBiTmc5x2jH+KDzCUtNJStKQRERAJ4yKchYNejKR5qgpUHckgCeINaLrLyj5hzniqtIZCH1eYuQCMAfGrrhBW8o+7AMDispwWrB3EBYClCATg9c+tOXAphwEQdpJ+naq09jxMT+FO4P7LigmBtJz8OKy73K1c5DZlB6iIBPf+CnSCU5GJ9OfhFIjOIp04iTkZxUMFyFEJPuFWcDvP5CmSVFcKSoSMYNarPaWTtHXPwrQkJkKHO7npHagMICwSAlQI5x+dMVrQdmyZiDBzXQCdyiYyDj8DmrMTCcCBIHcdAKPAOYd0kBJEmeJ6U8EEEJk5Cu3wrpIkJSIkg5EZmiolIB2yTmKsw6kR7OckFUDaUggHM\/Wo2lQ3SlQE4xk10iG9oXAJHUHE0yJ3Eq2hImABH\/VFdopzWytJ2rBAPGOKbc4mDsJIxME4+FdQJKioCASI+RqJCRhOY5Mzn1mszYHNUoqg+XAEAyIzVkOY90gRAABreTk4yR0jA7zTBKp3EAfz0qTcHNbQoySDyQcQah3g7SjBJT1rpJSROIkkHr9KIgEKAmBkfmaA5xQsHbk8YAMUwBIGxEkZkAiukCQRAExn41Ep3wZiT70d6tkYbeDnkAkQkkzMTiagSsnbBgdgSK6qgUgElII4MAUzachQI3FJyTROWV4OSoGdi0EnHIJMT0pxKoOw4wCAcda6YjbuKZ6T+gqwiUme0wcfKrJg5KfO2mAZnJI6elFIWAMEg4zyBXTCCECDA42nmOxpgtKQITCcSBkk8E1Uxo5exwAQmIHY\/jTjdJKhEc4iMV0AkiSF5k+6eaiSoQUykg5zg5xUQOekrQSQkxtiiUqHvRkn1iK6ilAkJAEDJJg\/WiOIJ+8Zn+elXJg5R8xLYhJJMTgz3qwBW77uJgkjA+NdMNEBMHE8joZ45\/Gn24BBE8RPXqPx4qFmMHJgodCVZPoMHioJKQraRFdNZAWOSBAjtVoI2mQkn\/aTB2j9atkQ5Ct4bmDtIgehoKUsxySROBkV1FcAAyQRHYCRTERCSQBwTxmrYHJUXAYE+p+UVAlTZIIkR8CPwrqbxv3KV96AIECf+qgPulUEkAkA5PPE1QchRVCQUyJJgDjFOTKiltGQkkHoMYj1rppQtSkwIIido4OSBUVuS6Y\/4zMD1x6UBxglRCklHE5HwqKJKUSSDJgxJrsFS1NOKEGMg8HtiopKQhChk9xHHwqpwWOxzEqULgAJ4G3g+vHegpXuPYMYBHpP7c12EFJe2mCB1I6wcZpCs+S6kpQQDE9e\/P40bk0cdRULdolv3RIwOk9\/nzReWhV4glBA2jH89e9dN1Sww0SBII2z17iKZ5W2+bHlpHugmOnUfnSWQ5DCwH38QYM9xmq1KCtPJVMhXvfCeSa67Ej2lTiJJBBPBiTFUtqT\/TZLMncBJGZnp6YqE0c242EWnvKKTCZM8SM\/nRUtJvyPeQCkADpxma6t35XmW+xsEDO0RnuBjnFFBLuqvDypASCD2HBj+d6uyxDOLbIR\/qyoGZIyJzk5njmqwR\/TCdxIBEZMATkHp16V2Lc+ZbXayiDkkSM549fx4pFhI0xB2gDcAoCJ6xI\/zQzo5t6kBNoEHKgCSc9xxTqCV6i0kq4SACSc9c\/XrXQuYUq0K08pSQSM\/HHxpyWzqg3ZSEg8dYMU2aiWchpCjqD0ue9kYwOOP52oWe3yX3UrIyVSAeIMYrr260qu7hbiQoiYJ4mBP+az2+wWL5KATB9cRwRURUctBJsFpGBJPftn6UVkiwSkTBIM9Rn4dq6aUtDTCPdBJAJ\/AY5qOpbTZtpazJJJOCTPX6UTIct33LRCN4JMSZ57AetC9MNtI3yUxwI6cRXTvQgMsgEAeomTAprkMJQ0IAAjPXgGfrVe2WLHGvQVeUQUyACABnjimvd3mNgEkAcDOYBFdO9aQt1CdwAmJPJHxo3KEJuUIKwBAiOnHX8Kdw1s5l4p0lpvzJIgg8bjj6UL1TkIbLgJIGflGJ9fpXRvQn2hCQMCAAfiBQvBKm0AyMgTHM9PlSpfIPZyrlCgw2hSgQMjr0\/SlfSRZpSowCRGIxIrq3zSW0NNklRBkxxMcfjQvAPZwlZT0yfgDgUqt1Fbyco+YLIArkEYxxmD\/M1LYupsVuAgpzkpie\/zrqLQn2BMiZA97HMnn0maRvaNOUEiYClADiif3ei7OXp5WlpalJwDieJg\/WlslKU+tRIAMCOMzMD5V1rBJRbuqBk52mBnHHr\/AD41Xo4HnLW4EgAAjbyTGPWpSp6BTZ0wcq3Spd6s7upyf+u1FxRGpGDIBP06\/Cuhp6V+3rMhYkqITHf8arIcXqqlgJKUgmMHH\/dZ\/H2KcU+Wc2\/AOoIglWYnp\/OlLqPml1oDpGDyDNdW6bB1QFMJMY4x1\/LH8mq9RQDfNhIAKSIzye\/89K1U56oFXxfJztT8wFtJVCiMwMEzj16UNRWrymgYJxiOvTHT5V0tVQVvMoQEiCnPrNLqZSFMhKADIz3ye9Ktmq38jnagqLdsKkKMDjpxxSX6loYZTtgEj6fw\/wDddPViCGUBIBJE7oyfT8qGpEKDCdoB5M4nPHr3o837Frt1Lg518QGmkEAAxPf40L5ZJYQpO0wJ7j0P510b8e\/bygbpnAmDNS8927tpSCYG7HXifWpplqvK4OXduE3TYVziO4FK46pV6FLwQIEdR3rpvEDUmgG0qETxx+lVqk6kpRCQAMER6VWGru+zmtuA3SyAJAMnHr\/iqEOQl1QnOD8PpzXUt1JVcOlTYlGTAEen5VmOz2F5SmkwCSIEd+3WqReX3OctSU2xG2AT8M96V8f+MKBCVAFIM89flTlSRbIBQM89\/wCetJcA72sRIwJwKXGEbdM2m6X73vCABzmD9adxIU6vcrIURVekBAunZJBABKiePStCUtKKyrncalRup\/adhEKkkARnnrOaZ3d5LiuIByPhiq9o5BwCBTOqCmnEjqDH0rDu5IsXOU0QYJwIzTpBIHvYIzPNUgkQCYAzj4frVoUSQodTQydKwO5s7QY3HFaQTtgGB0PSayWRWWSYJ94yepwK3IVwkJJMcfOps1AyZ2wkD1UDzXD1Txv4d0bUBorjtxeamUh32GwtnLq4SgkAKWlsHYPVUfOj4y1rUdA8K39\/pTSFaiS1Z2IUAUi5fdSyyVDqAtxJI\/8Aaa6fhXwrpvg7TRpWnFS1KVvurtzL16+R77zqjlSlGT2EgCAAB0SpVPVUZu8HJtvH2guX7elXqdQ0m7fV5bDeqWTlqHlH\/ahahtUfSZr0hwg+6ZBgj96u1bSNO12wc0rVrRu6s30kOsOCUkenUHrPQ5xFeV8FP3rDGq+GNTunLl\/w9fGxbuHcrft1NpdYWs9VeWsJJ6lJ71alTUqqqSOU7npE7EoOAeggcfzimQfdIJkZmf1pUghKie8mOY7U7YkSeJO0HkZ\/OsU2aKFPBnIiQfn0phvKpSqCe3X0riaz4qsdH1nSNDdtrm4udVuENS0AU2qFkhLjhPAKhtA5OY4MZ2PHmnvaFrPiB\/SdSt29H1BWnezuNgP3DsoCAlE4K1OICQe8mMxIfSEnmD05EJhPM8zmO1EkAAAGIgRkEx+deaX46t7LStYvNZ0S+stR0ZxDD+lkodfW64nc0lsoJSveOCDA2kmIJrEftT0Y6raaUbG533li1dMje2XFrcaDiW0tg7yIKU7wNm4xPNOl5F+x7NCinjIIkTMg0TuSCoDuTPJ+FIdxgLb2qIG5MzBgSJHPbGKAUsEQZzHrWQWqlIjbJGT6DrUKhvACcxtmfxoSOnEZj8vXNAKSFAhMicnsO31p4M9ixRwn\/coEHI6U\/vBCQoGRxn8JoKlKQJknJI\/WaIA2AmRznt9KIQ9MIKgQBjnr+NN5ildd3YwPxqvIEnmeeD8KJWQd22OhI5HrWjA+8TsCSZMenGaRxbyYDSUqKJJBJE4wAZxmM1EhSfdXmcz1+FOAraDGJJHxq4AGHFLbQpxktOrTKkkglJjiR+dWbgn\/AGiD97r36UAoqWFFMBJI2wZnGf5ijAKlNqEAD73Q9qAMoErmBH3Umes1Yl7GExIBOcT\/AI4qlalhv+2iAoxnmnSopa27IyMHr3MUMsuWdsEZAzAPp+9FwqUdgG0ge6AOT\/iqwslYBQSYgR2pg6papWBPPxEGI7VCBWAFHZIkSJMx3j1qNQkKkkEgfCPSgN0lSUySIznFCUlsgApEEiJzx\/P8UAy9gSIVjE9v56UVJQVt+8FbQTHP1\/OoolDQUZJmAmMfH6UFrSFoiCe3pHWqCbR5ioBk4GeMdvjVZgI2nBwQeSB6fM1YF++SI3cEwIB+HwxSyCgpEifoDWgAOHahSSQBJUepOKIjeZMk9z9KCUJSoKIjoFTJ4M0zSQpalQciD9OnegAkpDS05JEJEc\/OhthDTalHJJKvqYGaKikhZxBMA+vqPhQKEpbbS4ohBJMDnqMfKgCkEPkoUCCQY+UfpSpBDCytMjpJ6z1+VOVhNwVkEymYAk9Yn5VUkhTDm4TGD0+f4xQFiyryGAmCuSJPTEA0oS4q\/R12pGTHY0twAWmiBiTPTPY+mOaeSm9ED7rcEflmhoRtRKLna5jIMxJyR\/isyytNikSkDeAnOYnPFXMxFyokgIkYHXPXqKrdR\/oW9xAhQ9euaEY76le0MbTBgZ69jB\/z+VOwp439wsckQcQAcdetUPmby0CnSAlMScn44p23U+3vlKpBgk5gZ4+lU1tFbRUbK4XtkkGZ4+NVPOH+nsJKVBW4Y78xQQZ091wCSSUwIJORj4UzwUbC2SDPvYAxAk\/rUMaGfcWH7QhKSIEZ6EiR+9O0FnUlqUj\/AGiJMRj9KrcTuuLdtZnHz5FO0VHUnPfKgIkTGIzQ2LbSF3KgCCpRUZ7en\/VZrdSvYHJRIVIPc4yI6VfbKWs3JkSJkRzms6VP\/wBOMGUzBI74n4\/vRBdxwndpwhEAndPPXj8Kj65tmoEEGB1kRk8UVhY04GAElQSI65n\/ADTXalFtpJkEgBJTAgdzj1oxoW5dhLQCQE9wc9OtJdKQpxpRSQCAQPXGKtvd+9DZRmJj1gY\/CqrkrNwjEkEECOBP6xR7K0G5Wk3KAWwRiAZEZpLh5CrpASARj0x1FNcCblAAPePXrSXG32gFxMzGOJ5\/T6Ud55EBuFD2hIWJgkDE4kRVd55Yca2ApRkZ\/M+tO68DdhcTgEjiDP41XcuhT6SUSQfjOe3xo3kPYNUSguIDYABAGSe3UfXNG+SAwgqwQRP86ijfOt7kqUkhJBJBxj070t+v+2gASATI5IECM\/5pX+RO4tyEJ09EYSY+eOf80pTs0zakwNoM0LsgWiEIUAhMY5Ex1pV7E6WlMzMD5TVxW+DUzIbHciydJVBAMccx09elLpiRC3DJIEegPT5\/vRtwE6espBJVJVM4HEUNNQkNuKQrqYBJGI6j8alDvQF8lwJpqlG6WCcgCO0nn8KW3So6o4o4CSZAMyJz+NPo2XVuEAHAPwnj6ZqqyKRqTqiZBB5+PFYpvSuRR+AVyrV1KKoGREj4H+fwJee9qbSRg44jsMx2pkoDmrOFJJAJJMfIjFVvEq1XGCDAIyRgfyatWKuSL4+xr0KVesIQQkgAZOJ70uobvPYAMAR14M9DT3u06mgdABA5Hw\/Oqb4lzUGhsxj4\/GK038vRp3nkmoqSt9j3gIgH4yaGopAeYKf+QmTEnA\/alvZXcshK52EAwOs01\/uVfsQolMAAqP8AMUqeYNVT93INQUTdsFJymD2jv8e1G7Uv25pCII2\/TvNLeFSr5oJBIgTjrzRdC\/6mkJ6DEZ79KlWzTX3PkR1YGpBInYAecGOp54pbdSzfuAJBgSVDt6dqiVgak4nO0AwT2n8qRgqL76kyISc8Tzz+daJv2V26jFwUj3MpPWTmqlLiwcITBMxPTMHj\/NWW+4MPqVIKjBPr1+VZ3ys6aEoSQASScT\/JxUVoIrK3kwvEBpuUgzkGeRNKoEXCARMCflmaZ1KiGEkz6Qe9RXmC6ASIJTAHyq5NNX\/Rp01YU\/cBKQJAgniYNaWG3fL6jJ4jPrWTSQ4RdKSUjaoEqI+M11LNbxZlt4pEnCU4rFU3NNwpNI3bs\/dGB8YqxceUswQAkzI9PxFVpkJCjlPfp8ascG63WpJgFKoHyrLyRXOSg4BjGJ7VYR0Jicj61WykYBXyMD1\/6qwgEAgnMiqYN9i4S0YHCjW1sARGB69u1c+z3BCjIjdgDnjitqSmJPA6fhWXk0jk+N9L1DWfDV7a6SUi\/aLN7ZpJgKuGHUutpJ6AqbSJ6TXa8O+I9O8WaYzrOmKIQ4YdaVhy2dn32Vp5SpKpBHp6imS4mQSkgiI74rh6l4L0fUNRXrNu9faVqCwEuXmnXJt3HgOAsD3XPioHHWulLpqp6arGXMnqtR1Oz0qyd1XUrtq2s7ZBcffeWEIbQOSScR+NeR8EJu71vV\/Fl5bO2y\/EuoG+YYcSQ4zaIaQzbhSSMKUhsLKTkb46GonwLpTt41qOuahqmvOsOB1gapdl9plYiFpaEN7sTuKZFelWZSVjJPKuDVqdNNNSpJdzI6VkDbAIPU4I7iKdpODtn1SoACetUJ3f7CYnJ5Mf9Vc3uIKSv3iDgHPHNYeVwV6g8vrn2caRrmus6+5faxa3aL61vXfZ9QeQ077OCEILYXtAgkSB1Mcmtd94NTfWus2Q1R1lnWL9epqKGk72bn+0WlIV\/wCwshUGZnpFehSoAkbkmASfQ9BQQsKIBwYOPSp1NwSWzyT32a2Wsou73xHreq32r3rxuF39q+qx2nyCylKUNEe6lBUIJJO5Wc1Ze\/ZzZ3vhfTvDC9VuFtaZZtW1u5cDzipaCP7jm4y4IBTsJiFKA6EeqXiUhcAYwOvpUD8GcEDnGOwzV6vImoweHtEXoGl2+k\/1Fy8YtmUNNlxsJVgHcSRyCTgcAADPNdEbikmACcg9PlTlcykpgRjtPqfnSBQjAIBIII7Vkrc3Y3vggrgR06d6IKVKieeg455pfM3glRAz3z6UFJVAIUCARB4+VESyLglW2CoY7UdvQHjFV7TtBgzwYxHarADmTgc\/Cm4I3KkeATtBwc56UDCgqMxmQDSH3oJmZ5GflVo2pTJwOoHPrWjAqgvbuPBPQ5HFWgwAEjIyDNKlKwkrBmcx1jpQDZbc3eaQDmAJHx9aAtSlaBuJESBHyqKQfdDmR0AxI7mk3kBKoMA\/D69ajyjAWMxj0H870AVyWwDIHInqPQ1dvWUCYBBM9cfSqolO4e8SAAeYGORT7koQV+YBPIj6iqZZCsgpgziPj3piqFmHgQIJBHBjoKrUR5iQMgDkf91aCkuZIMfCeO1QhEq3b0ZEGZ9PTH8mgn3EQCVe8AD6Ykn1pU+WVkBWAcbacAhhYKjIIJAxOfzoAqnYkCSCoGD0HNMpIQsKgEECSOg+H4VABsRmRMTPX0\/GhltYhUDv3FAQqKVkggDI547UqSrbgQBACYzHUz+GKaI3DGATB44qv\/yJC\/eJ49OvYVoFhCyqec8\/L9KGQ4qYAjJAHypYPmhKTHQmOTzP\/dPCVrUlRB90BPSD8KoFA\/srAyARBA\/LvQUpSQhRTO3oQJP7etORtaUmROSDAAAqt3b7gAzGSBMievYfCgLPvOmRMjjM4nIqraE26wkEEqyekduKsTsNwqSUEgbRx0Ij6Uiir2ZcgdgR2nmhU4EcXLLAUJIJEHoOP4auS4k35JbkJTMgTHPNZ3Ur2tJSADgYHSTHyirAD7YrtEK9RBx6nihUBtKfLf28rk7unJx+FUPKHsiAlBwrk9B1pmFOFm4zAyRPxPfPpSuEC0YQBgKGRycGKEyhXdpumEkYA5PzNRtaBd3C1ExBMjBnHSmfzfNAAQkAZ+MZ\/hpGVBLtyQAZBTBEihXlFaFoVp7oSggzCjPGYweOKNwU+y2sGQCIV0Tzj1qhsumwcTsSQR97MzI6U76Sm2twUqiOVds4oIsWukJvGUgnKck5jOSOtK24DeOg5SIECQeOPSg+pIv2BEQkEz8fyxRSsJvXdwAMEg4welMwa3cqtw3\/AKgFZ96Y6Z\/WlQFewrSlRBEGCYxAmmZ2Ft0EEASSfrQQkpslyOQByOMcd+ZonaSLsO9CtOQoKkkiYMAH6ULwKUw1tXnBBJgn0pXC2LJsoMEnJUI9R6GkuiNrEEESInPAxijED3gUlxALnvFImAOw7cdqD0KukKBJJgAE45H8mluilVwnaZBPE9cZqObk3aNqoAxjI5q4k1ljvhZvQkfeBH7iaV4KXeQRuVjjHyiP8VFkrvESSDiYHTvPwoFCxf7t8GQAZk\/tisv+SMrdK03fcyAoYwJHTtUuj\/q0Y3GRIj1yKjiHE3QJV7xhUkyTxzReUVXW9BAUSMes9KPfJBb9xSloG0cH3eBBPFV6goJCFFIkzIyMekcDp8aN\/wD+VG4ysZMd5FC\/UpQRBmARHyExVrxV6K9gvdirZpXllMlIjv3Hx6VHlo\/poKUGYAAj1mpfHfbsKEAkg7QIxHM9aFxI05CigEQNsGZ5OartVVwXuKyr\/wCFrIMDIJOJE9KWxW03bvrGQJJUoYGMyfhTICDpa1RkpOeIMmBiksyF2TqSAUkkqBBJB6D\/ABWaPlRwXa4F0k\/+UpPzHwzS6YN18tScn7xJ+NPpS0hL+xIzgCMDGOvek0tYVdLnK14AIODOZA\/6qUfGjkUq9IrBB1Vw+iiAeOeaVbgOsKKsZPHHHTFCyAOprE5znic\/lRb2L1VRCSIkGR1xFXT5JRinkl572rCVQAZA6cfjS3qQdUQpMAggxxiD+PNRwRq\/OZOCOPTPWluBu1cDdkCD+3ypVP3coquv7iXgK9RagbRAkk8mKFwpStSbSMQIkjg0Hzu1UZghMdvUekUX0rc1YgqByB26YgTR7N5t3ZHiTqg94gD3emMYpFuNr1MqUCU4THbMGmAB1MmQAAZPOYj86Rj\/APUXCQCDOJzzxR3bCV4\/qFZKTqDpmABCQe3r\/OlV2qR\/qHCcETExHxFNbJi4fcSZGSDVNqVBl9ZQUyVAbiPeHfFWZKlj2BBKbNagclUz8+1U3SFI01IKpKhIEEx84xVxBOnFcpkmBBEjmqb1ShaoQZEwZ7\/yKagz+MeDHclSVsx24GevEcUilKN4qDAAOT86Z2TcNpSYG2M5iqiSbl3alQhJ4OR8\/wDFaRtqP2jbozmxq5Vt68QOx5+fetdstwMjdyZPFc\/TQRaXCwpIJVAPfk8V0Lcr8lJXtkiT7tcqs2NUPBuE7ACQZgH9q0OH\/SkjkJMgGOnSs43FtO0wBBEZ+Xwqx0wyvEgJPB5gUgxMI5aDMKEdo6mrIARukiZEfT9aobEdsZ+dXJKkwSZMGB270Mm+xSpTBA\/5fStiCAQoiYEVx21uIA2KUJxg\/nViX3QqAtQ4zPNRo0mdlpQkLOYMAHIPQ1FKCyIEgdOJzXK864BCw4RGAB+dMl59RhS1RgCD+FQp1SSCEp6EQeMdYp9wXKAmQBXH85+Z8wiME+lWIuHgSPOVEgx0rTVmZezqbolIwZ64n9qKFZKjg9fTtXLU8997zCQScTn60Q+8J\/ukCR8sVdong67bY2qICcwfWehoyieIJ7cfya5aHnEzDipIPNFD7u4p8wj0HesRgjOoglRMJweQe\/emUDiAQRkkc+lc1L7qVT5iiZ7\/AMxU89bZI3kEYJmhTqhxayIRAiDSoSNgA5Eg\/WucX3uQskYPy9aIuHwAA6R8D+dPJHex0CiE+8og9D+FMAYiZB+Wa529ak+84sgSecTQDq8nccmZBzTyHayOqsSQhB3GBPpinCSniASK5XnrA3b1SOTJ\/OmS67j+6SBnJrUNyYk6oABGQDORU3biTxBGCcRXMU88OHFGcHJpkPuAEzJ5kn+TTJDpwUDMkEgRz8vrTbkmTGR3zGa5gdWeVH4g9aCXXQCQtWO5\/KmQdRv+4FAqgATPSew9aZAkErHqQa5aHFlJJUQR2+HP1p0vOKlYUr1Vu\/xQHQUA22Pd2yYn09Kd0NqSgEAyZ2gxJETiuWXnQkblqIEESTjPIp3HHAEkbhBySTPIqszZ3OpKQ6kbYHASB04+lQIKXCAkgHHf+YrlqduA4j3lSBtjdJP7U\/nvF4p3kQIJkmoQ6DAV7yh93IOOfXmlTKWCARkiT6zWBDz0LT5ijAMgHn0oJddLRG8hJMjP870B1ViEIMQEmTGYMjAp8qUIyD254HFckPPAIlxROYE+lTc4l0Q8oECZBM\/CrAOuNqguRuByT2HWqlKCGx1B7dvSueh51BWfMVEEEbucd+tJ5zqWhucMZ2gHrNVIHTUqXERIjn17VYiPNXAkjAPM\/CuOXHZAKlE4n3sDtioh91tZUhSwY7xVB1GzLC5WYJz020jiUbGiYyBxgdf1rml93aQVqiMCeai3HFhGVCJxuPGTQHSk+eTkGSMDnmPl1pjItlCZIMQDA5\/OuWhxxLqiFKkAk+906\/hSKdcUwZWqSoAgGPp+NAdFwlXkkK2g9T8e9WJBTfK3mQhPvRkE81yHnVhto7lSDAEmJplLW9dFRWuQJJB65\/DpQ1JvQolh8KVBJ655J9aRaVeysKJwVHHQdq5yXV+U+UrMEcE+valdecLbaUuKyQSTJ+f40CwdNyVXbaUK4GSc9\/8AEUWTDtweSSSQR6yK5bjqzchHmKAAE5Palaec8x6XSAZiSaJdhs3thQ01cLwSDxOcf5mpdOKdbYSTtGCfkOPzrlh102R2uKAMT73HYUz7rgQwPNVJBmT1\/wAUB0rnzTqDe0BSikAEcev5VW0FK1B1KkY4JP8AtEQfjWRdw\/7Y3D53QIieO9VIefFw6UuqknJnEcSabsa2b7dRU2+kJxB\/6oIcCLBUpAlUGMxgVzbd+48t8BxRBJBnvOKPnPJsSA4SCRun4CMVF2IjfcrSq2aCUkxEHj\/umuSEhp3\/AGxAjoIHHyrmOPvG3RKyAMCefjTXN06tDSVKJIA6zIj04o7p+gzfdJT56CUCDGZx0NR+BeAiQCocZ7VznnnVuplRmBwekgUHH3Q6kJWqCQZPUTxVbyVnTdSPbAQUkQM8SOefwpCkC6EuRkE5wSP2rnOOr9pypUEgYOee9Bbqi+YWoCQfnUfbyIOg8Cq4SpJjAEnMCYHwqt5BDoSVZxB9ZrEu4cU\/t3kCAOOeKD7jvmgqcUeOvOaO6fIZsvN4eTOCQU9YImY9aF8HAGx2J4HWBEdetYry5fC0jzFACQJ6mf1oXjz8N7nSZOP045zSqyqkTk23y1qYbkQQR0jpFM+4pWmIChBURtjmsF68\/wCzoHmGRGR1x0NC5fuE2KApRACQQY+kfOq71VLwWYk2pCv6UtMZAhIB9f0oWSosnUxBG4KniYxXPRcv\/wBPWFOTMwQOuMTHwqWt06LV1JcyZjjmPhmlHyofgqzHg16MQEPJUmAQcziIPrzNLpSyXVkCTxJ4Hy\/Gax6bdPKS6CoCOkCQIpNNuX97u0n0OCJ57czWKfjRJac0mqxcb\/qKztIzz6yR9aDCt2qLkGZM9gZrLp1y+u7WkrIUDn3RgyTNLbXLqtRXtVBCiSqAZzHwq69maFHTybAS7qxWockz8Y\/maVzYvVlQZ5MdJ7VlYfeOque+J3HMAjmkbuHP6oTvO5UhR7mrOeSpfHk2PBK9V+\/74JJTHWIgUgPmamZMKBKSJkk8EVmTcOL1JZ3qCpgEc\/OlYuFf1Aq3ysTM\/H4UvfyzSvD8mqQrVFnOCRHJ60tolKrx1RJlP3Z5n+Gs9s+8rUHVBySTHAmcxVdncLQ5cKS4ZCTnk\/lVvPstDlp+WabZG0PubogkGIIA+s1U0UmxdXGFSBPIM5is1u66WH3JGZ6ccR8arQ+4jTlJDh98noPWKquSm0cM0PCNOQQoEn68+lV30FDSIiPx7\/KqXHnU2jaCvBM5j3e\/Sq7hxZW2hSjAgx35NRMNTT+gAlV0FREDIHwxVaVyXXFGDkkcZgxIpgN1yv3iMH\/qqpO10jIkj1HrVwaiWatOUfYH4SQQoARzOeK2+YlCUpcRJ2iD6Vh0\/wB2yXJMKXhUx0rY86lKgN6h7oxWMmqFJ0mxtZB5iQfhVqhDJWTEgkj5T9KqmWkBEAbsjr61c6Itt5A2lJ2z8KmbmIOUkBKUkdcx9KsAI2lRBkZPYVQiQgCZFWyo7RyT86ELEA889ZPFMEQEkdeRVlvbhxskqKTujHyrSuxRGHDznHpUZpYMqVSApRnMZP0p0kEEGQJOIzVosUFR\/uKEdI\/GrE2GBKyCBPz6\/hUKZkqJMGY7xTTwCT3gZP0rV7EiZKzHSep+FEWABI82Y4gVqVDMuygzwfdzngCnGN6QZBwOxq42MqI3wRGY6VYjTkKSB5xjoAMj0+NWbshmSoZI9ckRnrTJJKiT+HetSdPSP\/qkJCSZOYPAEUfYEBRQp04iSBWexCiInIiY+VKQNxSDPcVrTYhw7UumImeaYWDYJCnFDseZNZkplmB7okd4xHFGQMA+vFaTYthIIeJzBqHTkDhaiTVlaJFzOnokYjJj8qZO0kwYMyR+NXpskhAUVkkjiKf2NrCgTIHUDNaMPJnABHQyJj9KaU5kxA4\/StKbFEAb1GMdIoqs0EkpUqemevJoGZoBglQB7DpTbsEBIkH71aPYPurKiB0j9fjR9hTsKg4QAc\/z41bdyGVKinOAOtNKjic9\/wBK1iwTsEu+4ansQKQC4okkgcYzzQGWNyQIM96sgBoKWrPQCtK7Ftobt6iInpz6RmiqxR5YV5iyJE8EgciJqAyKkpAjMDH6UykqlJJMg5nrWldijYmFHKidw7elWnT0gpCnSR1E55\/OhloySoupUlYjnnM4qJG9xazAJkY79PyrY1p7Bfys9xxx2HrFBuxQHHFEqgHAia1bAvkxtkbVKJjGDz8h86Cj\/a3CSYFa0WLJYJ8w4GB2Hf4zTqsWAw2N6gVHPqO01JEWMi9vuFJmIk8fDnrUlW\/HAgjgn51s\/pzJUgJKgDBjr8aHsrPmKSHFDO0Cqh4Mu0e8ojJB+E\/w0ijDcQcRz\/gVsFkgpXDijIkbT0nt2igmxb8tJSpw5BnFWZIZt07QROMkUhKVK29M9fjW9yybLgTuVEZiDH870g09pJWQpUBOCI\/zQGIK3NwTlJ+lBS5LcEgnM\/mK1qtGQ0f7iiZGSQMZx3maY2LPmIG5XExOJjNAYkkpUrAJGCecfH4UVBQYMREjHc1rFm3vUFKUZSSR2M0PZmwxlRCyQfQ5kUBz1EAtmJIBBGc5xFWIJTcxEKgiOfnWk2LSvLJWqTwfSR1qK09Bul7FLITJkYjmhryYB\/4nRPc47T+VBSyW0EjhWAMTWr2RPs7hKz7pxxJ\/zRcskpbbkqIHbpQmjK6rdeBREyJPrikRhVxABO0pArUqwSLoCVcZODt9OKjNo35r6SokGYJ49ZpguzCVk6epBzkHj1H\/AFUuCny2fWJBgkda0os0mwJJUQSDHMZET3FG509pDLCQogiBiCD6ijhFM6y0LpG0nKRSMwbp0cJ2kDE+kVrNg0m9ZJUdoSCZ6CetRFsz7WvctcE5mMHBz+NNjZgacbSVpP8AuBjsPWo3AtSZJOfd9Yn6VrZs7c+aHVKkHBHAHy+lI1ZNG2Kt6pmAPlzUVqRFjKoHyUAiRM844x+dM9tAbhUgmZjgRxV7lm2LZGxR3SdwMfL8KZywT5TcrJBPBjHxo2oDZlenzkkxBAic\/wA4qPCHx3x73+P3rW\/Zx5RLhMgSBEdIFLcWAQ+EB4yQCMDmj2yvJjcIS8VEZkdcHj6VHVBLoIyZmJrTcWgFwIdUIA3Ejk4yKj+nlNxKlkqMwR1MU78gyqUnzxv4wSDyeIpHFIDo3nABMHOIGAOprTcWMPIIXJIk4HpSX1qlLqSlZgcgj04BpUvkCi4QgrSqZCgTH8\/nNC8EtNyQAP0GK0XdmnYhe8hRkQB1jjmpeWaQyhZcJBjEcYzSvFQayUXQlhvtAyODjpSXBJsEgqJJgc8CcCtd1YpNqhSVk7UpPvCBOaRyzR7ACl7BgnE9TVfyf\/Er2ZW1JRp60KMkgkRGDJ4ihZbhbr9+ZnH51e3ZxYlwr3Jgg7QMGY74xmpaWRNo4S6IEiQOOvHapRCqo4Kpn0ZrAnyncbgTM9eM0mlhXnOFSoOTMZODiOladLs1qbehwTBAEY4pNHtFKcdl2IMHrGKzRij2KYmkosFbbt4Abs9\/U1XZqUrUHNyZVkDoYrXp1qRcPbjMc\/8AuE4x+NU2NpN84FKHJzGec4mqsJLuWjNBVbqJ1F0LBJIOY\/kfjQa9\/UV7oBEgfXp86vs7dStQcO73SYnbmJ7fCpZ23m6i8nemZJCsjqauvZKI+3lme1AXqLiIggkZ+PWltwP6g6CM5Eg8ftitFjaLVfOp34AIUY9ZoabaKdvXgVgAD7xHWD+lWf8AstF+nlmazA9qeWkyRMEfPJqu1UCm4WiEkg59IrTZWgWX1BUHIkYmktbQ+zPqKgCCRHfOYpTIpi3sysqV7I6DCRuz8OlBW0aclKiCCcjmMmr02oOmlRIIKonOeTnNV3Nt5do0ArJI6YmqmRY9FFxBbabOOJPGO1K+pJu0GcgA5Hbp+Nabq0AWwhTgAMSIJzVVxbpRdGVg7EyRQ3v9FG7c86oAApkEH6VSlIWy4oqCTxzTtKSA6VZgnnvmkUUC1Sedx\/CiYj+TTYhItYJwFgRJmtDykpXG+IHEVVZrSlpO5ESoBJ9YNR4W7jiitRkY5rMwPipO4kn2fccHj96ueg2kKBB2mTz0\/OkbAQ3kTI7euasWgm1WTwUkZ+FZK1GDkIMbSDBOfXpmriAniD3NUgkAAGSUzx1q7G0EZJkn49qEdjfZIHkhRMkqOO3H+a0J3JBE5kegrNZkpYwnkyPwrU2iExOOY7jmss1I21Y90pn8\/hVqSB97JGM96y3d3aadZv6rqN0hi0tGlvvOrMJbaSncpR9IBNef0y08aeM2m9Zf1R\/wxpVwkOWlpbMpVfOtH7rjy3ApLZUCDsSmQCJVMgbpo6lLdiHrIPMCR6de9MRKhBgTnqfhXnbvw34z0PdfaB4lf1sIEq07VEtgvAcpbebSnarGNwKZ5jmuloOs2fiHSmNY05Sw0\/MocTC2VpJSttSeQpKgpJHcHmlVMUysGTprUIEyAfxipMyUcK\/WlAnKlEdIPH0qzygIlRJ\/gxWZux3D\/sUJxI+ExzTtpCAQCVHrPwoBqUHaSSSATHAqxI9yIBnEnrRK6JsCZE4APbiBQA94e8oGO2OeZ+FOAvAiQQR6fKilJneAQYzP+Kwk4RRIKlANmUgkk+vaKaQOsAD6elAFQVAODPAwPSjvCoKgCTiJ\/wAVYJKyExnangSM8esVAv3RCIxz\/mgoqCh7pJA7daKvdQABmZPpVjZlpodK07AkgiecfzNWbglYhPukduPSqlFJVt4H0n5USSUBJkkHr2rRkfeQk7Tj04qSQj0pUylJJUTiZ\/xRSr3YIjuKAtb95gyoknoehoFKUoBBknODzmkUhKE7BgmMjrUIhIAjEDiM0Ba790BZkkAEhMGY6fWnUlC0JQpXqD60jhQohK5ERkfjTLKNyUoTgAjrgdqAD0NrbAVHQAfKndKS8kGQAAO59PnSOKSq5QdqQkRt5AjrPemKtz4gTA4IxQDsEi6UokkiMRGZwPzpW1Spwgk+8ScnA9KjbpQ+oIAMRBAnP0zVbSitDgkjBUTHrPaaE7FiSDZmcEnJHPIxUeUF27ROBx8eKQHbZgZO4zg9ZoKUShoKBgKkDoetUNSWkp81KQYVO7v04HyopWA+sLbIgEcz0zHrSFZLwG2AE98\/yKkL85zEb4gjtPIzVRIIj+5aKkwCcH59fSnBWhtILgkx9KrStYYI5HHEA\/yKZRAQgqEknpj0n6U8jKLVrb80Kkmf9vpSHaouBM4zg0i\/feBBk45zI+VBAJQtEwBOOvyqZEQKlQWwoLGCfh0PNNAlBJxAAHcz0pAfcQDwJPryadwSpKgJBiJ+JjP1oQIhSyRIIBx6zilRv8hRVwDEc4n8ag37lJKv9smfj37ZpIUGVGZPTuagGeMKRthQGYIIx6fKohSvbHTJgxAHHGeOeKqdUQ43JIHOMRmrErT57kYMECOOtabRspEeQ4SYPX4z+lB4qCWwlRgkQenH5UQpJaWv\/dz6Ui3d7Tfu53ASeB0+nSpoFj2bxJK8kCQMDgTH0qpj3VvmDInPbvUeA9rEe6CP8TSifNd2mBk5OZ+FJuGSQdMKiYIgEdjIg0j24NsokwBM5wYqtIJtF5IAIx0IkUz6lJt23FghMxJOBxHymq2QsdKvbGhEykY4HOKLRV7W4o5A6CD2mT9aR1R9tamCYwR3nAqe8b1e7MnMDH0o3dGlkjDnuut5IJjEZMnGflSoWDZrSAQUxGKFuAoOwCSAT8fh8qLSlm0XA4xnmKiwBXVj2RtYTEKzPUzyPlTvKQWGIJE8g9570is2YjgHJJ46UHQpTCBABBIHT+Yo7pkeB7tY2tKQonER9MH6Urq9zracAECI6GluFQ23Mgj069PyoPFKi06lMcAgccZP1q1YforGuNxeQRBG3G7vMxQfStLyVK2yeesGB0oXhG8JCpSIzEesUtw2oOJIVk5A+n6Gq9+gw3i1eejBUe4HTHSq70ArbVBHXvTXIO5CZwUwDMTS3W4hA2gHAmMccVK\/yA12pIQkgQdvrPHSluShTDa9pIIG4YkY6ilvSFtIKh70AAR0iD8KZ9YVYIBiQUmfQiIpVmpPsHsW6IGntKzIiZGeuTSrSlelSk4Ag84E\/lRWpC9OBPKEhO0DrOOPpUBB01YbOACCM8T\/AAVV8v7S2U8CWyR\/TXgV4IMAfEfhQ09SvYnwlUmFSOYH0qW+1enL2iDBHMCP+6XTwPZXthzChE84zWaPw4LTlcA0lcNugSZkED4dPXrS6OtbTrgORuz1zFDSSlLLse6AeBicQIihpCB5zwPMYAPODgmpR+PsU36RdMChdOqH3Uk8yZ5x+VTS94un\/NVvInIEQJOPxAn51NOQfanl7gNs\/PnFHSyTeOknGRA56gVFZLkv018fYmnZ1B4FUJJPJ+PNLZE+2vlBABESDJ5OfpU08f610ggjg\/z41LARdvQCRkAjoK2v5FH4exNNURdXCjB6Z6nuKOmKHn3JKICpEdsHJo6cAlT85yRiBB+dJp3uouSUARJB5zHFFf8AYoxT7BYq329yQCIkz0iD8+vSq7dcaetSeAogDnqf0qy2JNi+sj3pOB1yZqlJCdMJSMzkDM5q069il2XDFWUp09BJkKURH1qXhPlWyImFAHP0o3BBsmgf93Hp+9S7WQppJBwRjqnmIqYQWGl2QLhU3jAVwlPb0rM8At+4PvghGVDr+1aFqi+BVkJSM+kZmqFu\/wBu5IIIKefStZNv5ezljYG3VdJ5OTSL2m3QlMgEyU9f5\/mmUFC1VunKjA6k0HhtDUgoJGY7frWUjKxJtsljeEBOQqY+QpLgJW8pS0wZ\/wCVPpsm4Uo8JIJjoI+HPzoOOK8xcpBO48ijyK8HfZILKTHyJ6fCrlbBaqQ3mATHM4qpALdvuSBtAiRn0\/OtCzFodqckHPXjNZ2baOPjYlIBk8g9MVZlLaRIgkme3pSJ2lAB5nn5TVignYkgT0MdarDRutUlTAGICiRj0Fa20yNwyCkcc\/Cs1mAhshMElRMemI+dbCISAP8A7j0z3rDyWEeW+0xDLngxTN0VeyOalpjd9HHsxvWA6Ff+3YVA+hNe+KVB1YWMhR46HsPSuLfaZY6zpl1pGqMB+0vWF276CYKkKBB44OZkZmO1cDTtd8TeEmkaT4h0i\/1q0YSG7fV7BsPOLbEBIuGQd4cAgFSdwMTiYrrD+pR0rRMPwe6CowOTnuDXjPCIYRrvjNFoSbVHiA7ABADptLcvgdI8wqn1nrNG78Y6\/qqXLDwd4ZvmXVgo\/qGr25trdif94bJ8x0jkJgCcFQ5ro+HNBtvDekt6TbuuP7VLcefcP9y4eWoqcdWRgqUoqPbgYgCjp6KGm\/RjLsdEJTuHJJHTp6VcTACT24Oeneq0ZVgiTxjMVZtkgbpjia5PYPn\/AIr1LxKjx5oAToevf0u01a2t2XLTy\/Z7kOMuF1xz3wSESlISRHuqVmRBtrW\/t\/Bvi3QUeIrtq8Gq37ltc3bjhdVbocbKiFJTKUkFSQUj3QqQMRX0KdsbsiMdp\/nWrlLWs+8TEYnOesVrq+6fBZg+PaewNX8M6\/u0h51h7UGbLwwy1qN2420+62lDqw6SlbjSFErKle7KVAHqdHiPR9T8Bal7TY6rd6jpyGGLa6S688kpZhCUJceKlASWlGUI3f3FSTuBH1pKiYO6CMd8R0opcO2VIJ6fnzUVWJKq7yc\/StSY1K2RcBlbDuxCnWXEkLZWtIXsUO4CgPwrQSouQoYnH+Kv2qWVLKyTHbgdqqaWlzcpCt0KI9JHI+s1kwg71NqyCoExx1owQoSflSELJzkGTzIFMSveJ56f9VXYaG96AVAExMDP40xSpJPvyOvY9qXaFLHvGABuA605SlSwCQBPA4+NaMMMQoo3e7AyOeelF0pHup+9Ecc96C\/eWJVwcDiishRAiInP5UIFQIbHvAwcnjrk+tQmCJBkmfSg4FAgK4GCPn0oqWpa0IUJmIigHcG4jIIJ5A4NRQhxIgwTPrTLID7SUgEYIIPBPFMoOqfQARIScnPEkk+tAVpVuuAFJMAg\/GmazcqSBwNwnt+UVGdyrog9B06D9aVtShcOGZAkk\/4FGUdhag86QkAFR5qtJWWXCBCT0\/OnZWtxpaTiRJI+dIAUsLG8GTzHGYP50A6gfYkQZO6B29f560rytvlQoSBJgetFSz7I22cGJ9OelF0AuIJiNskdaEyFKi5dAtgABOT+YosCVOqOQkEED4HNBopF4UiAkAz2JotlKEup4BJAqyBUz7OZMkGeMR1oughDRCsk\/P60pUfIAJOCOnX\/AD3qbE+WgJUSZ+hmmiPBcpIU8UnASkSRnPaq20AoXmIPUfP9qK480AqkmB8aiF7d853npVsCtRIbG6ASRx8fxouErcQjICY+v8mlcKfLBiT1PQ9qhKQWyk5B94CZioxAFElxZOAQYM\/n6USSUiMCRz1oLUlSFBPPb\/NIHFFvaIMHn9qggLqPeRuPT5RNCQXCqJBkjER6fnUWoBaYVn0mJ5x6Ypkha3CHDISnJkTxMjqaFKJUWilXJIMg5+dVLBQlAKpAM\/nVsjylTknEjr680qhDKCCOSO+f+6ECVBV4gL6JEg\/hQaCCt8dc7cceooEFD6FrG4GAenXH4UGzscWAMyYJPWm0UrAT7GsAyR\/Iii6VC3bSQAZBgdcYoNibZ1McZx8aRwrLKJwAYBg81XgFiiS61AhR5JjHb9aCVOe3lsCACNx6RHSosw4zJAJGe01ahH+ukkD3ZJBAEx+9Nl2VspV5rqBxByRStbvZ3PQbe89KsZCA67tyRyD\/AJ+VV2ytrLpBzHXrRBaJluzIxHIwDOOKV0E26CVGQDg880wUpdqtCgSTHHSipKV2oJXlE4PJ4pr0MoS4G5tBSoSSMHGcZqPlJS2qAOoFR8EW6HAZAIA69sf91H\/eaQtRiPdGOB1qtzPAZXdIB2LkkEAAc\/zmjdpIDZBCwQAT1A5zUudpabVMBMTmP52qOiGELGIgA+vWar2HsFyghKCFTAB6HpzQuUFTaV5MkEEHHHUd+s0bgJUyhSZIHOcxSug+yoVukQOOtSq88B3JdFXsiCRmQAfl+GKV4btPSchUjIyOf5mmdhViPeBAInHrFAKJsFJAJKcD1Ez+dR59DYiSo6aVDAGCBMkz3+NRobtOeKUgHI5565qxtW\/TFk4gSOvXtVdpC7J5PZKsfI1qi7p4L48C2KpsX9ggGQZjPHP5VVpgC2HiRJzHoIJqzTSFWj6VkJAJOTiMY+vWq9LBLVwEJkgGQZ4jis0X6BRmngGkQUvBOSMfKDNTSxtceKVZyEgDkcVNIQCHtoyMRzOCI+lTSEQ++VQAMEenBmpTinktFugq0hU3b6eSJCgfnNNpu1L7y4EDInmOlHTRtunVJG4SBHrU0xIDzxH3QRE5pTp+S\/Tv0Lkq01P+qdcBABj6wcRNTTMvvJUJycnvnmm0wHzH1BX3JJ9RB4pLGQl9RynIJGOkVVeH5H0vwfILFK0l9CsAkgZzOTFJYpKrZ6RABKp9eAKtsSfZ31Lk7pBHrVdososnhwokjuOsn61VofTxTwwNY0pe1MGTM5n+RVbmNMbKYknjpE4+dWqSpGlxIMmc\/PiqbjcLJlB4POczP871Fi4jpXoW7SVNtAQOAr9aNwpRvmQM7QJ4GY9alzv326dwJEDb8\/0orUTqLZ2bUJEcemaprf6KkKUq9c3JlKU59BWWFeyXe8wBO0RyZFamlnz7gq+79CO1ZnCtGnulQwpRAPT0+NLSRP8Ak56iv2VPG4mR35oPoXvbARHeR1pnUqLTScEmMD5VF7lvgJn3BJ6Sa1BZcRwX6YpfmPrM7QTKes9qvYFwpBKQAJOCM1RpqnC2+oGElXPrEH860NNvbAdoM5nH61zrRpS0ddmVMlKZAxMGI46H1rQ4Ntmc52nPyNZrf\/5RSlcjgnv\/AN1onfp5Vn3knE9Y64otSDl7htTt45jvxVqoKAE8d\/zqpEKaSSZIiriDtECB2\/CtWKzXamGgZyCR+VbVEmFACTyPXHNc9pxttG0hRG4kkcdMVpF2ykkScDJ6fWsNXkGtBSQFARIiPxp07VEcAcRWMXbCEgDcBHvEic9PSnTesEABRPXOD0zUaKaISVj3gT\/M022DgnJnPasxu2xsUQrEiQBMeop\/bWCokbz2ERQyy8zgpVIPH8\/GmSqFc4BgE1m9raTH3iQB0x61aLtke6UqgiZA4o8GXexqUDj3gRxjtFEwBO6RkR04rMLxkEpKVhYzMYn0ot3rIICpyOY6+tHshsBCEhMQJ+Zohwpa2qTnuk9Y+tZTfM4O07swQORQVdtFE7TJ4nv\/ANVNk2ay4opUjeQODHaMiqW0hsKJPIg\/jVQum9u8BUDnAGab2xvb9xQJEdAKWsFktSSo7YlIwCf1ohALhATgcz8+KpTdNAfdUAMSOZoIu21E7gTmmQjUj75UOJ6fpUKZWFSQAZx+VUJumt491RIjHrTIu2SsjYoA\/DmtKyMNGhfllYSSJPb9aYhsOBHJwccmsntLQdJKFSn4fh3pk3rZcjaVGPmKSSDSsqLhgSBz1z0obT5wCYJIGfl+U1Qi7CHSShQBnnJoi8bL+EEEjBPajZUpiTUifaQlIBhMZ6GmPmqeKB7wQcgCszN6kPqX5agRMgdPhTMXifOUsJOST0M\/PilxhFrAHmrJVIkDPQ4iPxotKKfMWQAONo6g1mavE73XSg4khPr0pG7xny1LKVZHKemPy\/zVCLLdxW24C0KSEgBKpwqR07U6wU220qB3H\/b8RVXtbaLXaGzkzM8\/P4UjlygMIQpBBJkTH50Emle1TLYSZAIz1nE\/KncUlV42JiABkYrK5eJltPlqPTpnIoqvWhdolBOAR0+VCGtnadRUhWZwo8Cf50oNFCkPqVkpUeMSKzt6g2l5xYZJUqQTikavW0trJbMFWZPOe9CGt0oNqFCU5BmeBTOEKDasiTIz+NY13qPISktEJBBEEZoLvkhxr+2SZnHTtQI2qIXcEIRkJMdvjNVskhCpGciqU34Dqj5RJ2wCDgD074pfbklK9rZMGSMZHJoUscP9sbRME1YkblJURBA47isS71IghuADxNOq\/SVAJag9CDE0IaFoO9SkkRtlKTzzFKUKDRKAZ3TPXFUrvgtUpbOQdxJ45NA37YaIS2QJxnkfD4mhS8pSCkcjvHBmKrUohwx96eBz8arXepG2GZMDJPr\/AD96BuwXyosmZyARER+9ANuT5KiZkg9fxFByPKbVEkHPpiqzeDy1p8mCQQCPjSO3TSmkwgggwRPSg0X+\/wC0NKmTAj07mlAQp9wbREnmearevUBaFJQoYxx349KqauwHTvR7x+9HT4UGC1B22pG33v5mgsrNsgDEEfmaqavUpZdhKgBMfDMmlVdoNumUqABBwRM0BpfQT5RMACAO5x3qBQ9pQqCABxz0Oaofu0KQ0CgyBwDziou7Qi4QQCJGQMCetMlNDZKrpQCvdMknjoOfSlZIO8CQE57Z9fSqUXiEXSilB2mCAM\/GgzdNha0qQc5FVaC8lrMlhw8AGO446UWgTZrVEhKpz+P5VTbXTOx0FJPWBzRbu2zarQqcYHHyosIFilTZAGAZ\/fjtQd3KtkAmY696qRctmzUooJAj6xiom4bVaHcFTEd8ECKLHoaHd962QrYARGe+eaijNpGcZkD1FJ7Uz7KUbSIyk8iJGD60hu2\/Zo2qwZkjnIrV\/wDAyWKAVZhfG3Kh15\/SoQpVjIIwTOcgdIFVpuWF2rolSSCTA5PUCg3cINm7tBBIPPB\/neiv+gMBGnrUQBggg8jOYqJSf6Y4R0B\/OaRt9pVi4lEkiSYz2mpbvs+xPAlSkqkEAZ7\/AEqUq68ov+h7YzYXAUJASoJUcGcTFJZe\/ZvIIlUK97vgYmhYPtexPyJgKIkenw9Kr0x9kW7oXIBB6cmP2pR+Ipyp7DaadzD6FJB5MnvHFDRxubfgZAInvjt260NNumSh9KjAzmM8UukvtbXkkwSIBj04+tSn8S0OekOkqAU\/mDBI+EZFLo5KlXO1QKoMA46Gc0NJdaK3UKCve7j069amkPW\/nvLAIJngdIP+aU65H0\/w9k0yRcPlElQHxPXmjpKUreeggEAzmJI+NJprrRuHlJWAArIKZMZwDQ0163BuYcM7TiKLXI+n+HsmlJBXcJ5O0\/lipp6Sm2uY4JMDMf8AdTTHmkIfJJG489Yjj0pbB9ryHwpfM5Ik\/Si0X6dlT7BbI2WLyzGSQCJmg2jbpy4MbzPUHqfnSsPNp092CCSYJI4zVYebb08JEnce0xzWVhFSilR2C8CnTkRmeZwR8ql0CG2GxCYj4\/Mdc1Llxn2NhAcAI5kHn40t4u3K2EJckCJmeOnStIruvSJcI8y5a2pgyCROT0nsKiEKVqKycBCSeevpNRbrD2pI96AkGcHtjHWq2bhsP3LinCdoMAgknmKty5d+5W2IQ+4pIj7ojvWd9ITpZSdxJMjHWcVal1tNq4reSVHpVF24hdohttUkkR+\/pNIwRO3pmVxobmk5OBxj5VUpcuKIP3R1x1q9QHnISfwzmKpWE73IMgAZIrUyyxc0afKLZ9U8q44jExW5j3WwJj5VhsUk2i1K+4pXPU47VqU4toJRA+6DWWpN\/TuzrNAlg8AYPqOKvUAbRSQYB3Se4+FVWx\/sr3DPJAPIxVgUk2i1gAgBQGPQ\/tWUyYRyt0NjrjoT2rQAfKB25yeeneqEmGR7szE7vhVxUA2gdBIzVnsXyNHuJVgg5icCrCOAR2JjnkYpDBEJxEHHfsKdavuhMkkSf3qO1xsZQB4xPHT4UwgcCIwepNKN0ApGT+XWj7xSU7TnPz4qPYHHvAKEyACQfpTCMZ7ZobVcJHoKiQodOPSoAkge6M9vhxToknEmOKWCqSQY6zPNMgrKQPejIo8GHmAidx3KkfD8KshMiAPXt8qUBQUPdI6TBoqbcSsJMkxnBwYqPZkJEIhQJM\/P9KeBsGYMYE896UpVJSQcYyOtGV8BCjHxq9yPuEZbwYPOO1EIBAJUQQCT8elKsrSkbUHECINNCzggifTpUEh\/2lXeigCDuPJAx0qFKi2PdMcDFFLZCAopVz0BIicGaqVijJSJJGIxUTk8TUShaEQEkk9IPHpUR5ihhswDGB+FMWRmzCgEk7jGKLG1biiQZ5xRQ24ZUUqgZmMkUEIchcIJzBxmtEmB2xuUoqkiOf0qNb1FSk8AfDr0otJeIUkBYSBJEZ+FRhl8AnYrqZiIqbJBLcFSlq4IkmiwIQtYEgHilaS6kKwqD1Iiill4sk+WqIjANUakVkgNqCVGSI9B8DUbCEMLIMYiO+aKWnUMb9pKT1ouNL9nHuKgkZjn0o3A0K4ALdPQnIjt60rwAQ0k8SII5Iqx1paUt7UKMmOKZ9pzzWyG1bRkY\/nSiI+xW8UqeQkfdGOaBhV0oxlIAkDEwOPrTrbcXcghBjBOD2pENPi4cJSqQAOORjtQBC0qKicQIkeh\/OgmfZiSmYMz88\/hTNM3C21qDaoEmCIz1NQtvptYCSAroP8ANApaEUorZQIHSO3Si77q0k5IIouW9wdiQ2rAEdPlRNu7vA2KIPUiKoIk++QR6Hp3oZAVGeopkNXAdKfKWSJoIauPLKg0ogSJ6moCspBb3kRBmP56UYlQ2mSRiPnTqYeKAQ0TPp+YoeQ6FAeWQSe1AAwQY6TEcAfGgRCcpnIkU\/kPiYbMDExULVwWgry1ROcZoBFmCkpEQOPxoEq8wk\/E06mnsbm1CROR0oezu+aT5ahHSDQFU\/21JVzzSrJLQAgmRNOlt0hQ2qJE4A6UrjbyW58pRG4QY+FBqStYUpad4GRiMdcfKiSA+oEgEkAz3\/gpnmngWwUEQIyMjNDy3FXRBbUZHQdp5oGVIO4ODbA9egoAj2bdGZ+XSnQw8Ur2sqMzxz8c9KVDbxtlkoUAk5gccTSewA4QWWzwZ5H+Ki\/\/ACNyMAEfH4U6m3BbICm1HMAxxSvtOJ8olBwOneisBgQm7CQDGDn6xQaITcLkYyBj6UHEr89BCFAqGZkfPn4UQ2UXJUUGTGIyO81dl2BpJDqwckTEUGJLahGR9eYioy0+h1QKFe8TtgTUZQ55q0gEkT0OaU2gIrRJZWjcQAeO3aaZpQLK5xBHOelG2YdUpSNqsAnbHIkUGEL2uCFExBGR15qrQV4A3BtliRBSZHWYxUaSFMLbOCMieuKNq2VIWjaSAIMTgTFS1Qt1LjRTJx0+n5VVoqUwKwEqtXI+9z+AMUtqnfbup3QoAkA9cZqWSYYWkJMAcHIGDn40bGSh1ABMpkemOKU26SLKJZgll6OYIj5UNPKjbvhMnn8qFhBDre3JBIH159KOmjaXUxIMiIPYyfpSm3SWm7QmmpUpl+Mg8yekUNNCgHUdADyRHB\/xT6SlY83aTIxx6HH0qvTt25zkxMg9oPSs0fiKPx9iaeyp5L7O4DIzMZ560dMXDj6SJB+Z4qzSd3mPjaTJjtnPWq9MKg88lSTBxEcGDFVKI5H0\/wAPYunqJW8E4jJnvHFTTU\/3HRAB7j8vrQ00kPupVAIOcTnvU0xUuvAg4En6GPxqYS5H0\/w9k04AuPEJhYJyfnVenNqJfUOcmfSKaxVK7nGc5HeD071NPUQ0+tJzPXtHWetFKgfSv0PkSxASy+4MgT7qjkjiaFrt9iehGASCep6cU1sQm2eUmBKiCesUrMI09apOT0+PWong1SrJeGKylI09xe4CSAfUzUeQlNg2DyYg+v8AmjKEWABEAqySIzPNJdAC2aBMicEiM9TRSgrL+0l1BbbEyDER+lK8FLu0JIwAD04jinuILzKJ4iO3wpYQu8QgiSExgQTVWjTV\/wBCISPb1LKyCAQIGSKqtxAfJcjBGOuDxVjKIedUM7ZBPrmqUD+wsATuOTHNaJueRSkJsiggCSMnJnPFVvAbmm8cAU7m1Nu3OQTOetK+Ee1IQpJiBH06HtS8BK36KlAC7O7lIJBHBPaq3ACFrSCeCe0+tWe55rsyExAgfnVK8MHGDz8OlC2NdoYsRkJKnIgfAGK0OOthUGs9qYt20jqv3e8wKuccbbWU7E96tOS5sddhRAWUAFUzPQjk1akp8h0HAKSr8DVVsCd4nnsOekVYjb7K4lWMKI+HMVzV2oNnMTCmgccAR9asJhoH0J+eKraUfJ2AiFACadUBkBWcHPrTBHg6VoAGt0QSoJk8zj\/Na1ltKfuiQABjBOK59uQq2gYUFde8da27tyE5gkASc+mKw8lLnAgbcCSIkCiUjGBgQcZ+NIsLKApOAMGev0rlap4u8PaTfDT7m\/8AMvtoV7LbMrfegxBKWwSB8Yq00urAk7JIUkbTEgc0f7aQRiMCa4Vp4x8PXuop01V47aXizCGLy3ctlrPUJDiQFH4V3MxtUIAxnH1q1UunKJKgsQEqhUiJ47nvVyFJICjnED0rKDICDxxgccU6DIiSQgySflE1DLcGgJCVgHJI978+aOA4IH3\/AMqoS4og89pPanB3nPI97HFTRLQOsgrBBwflViAFKIkAHvnvVIVJnoDBP5GnQkFc84gn\/FGRwPknoOYH4k0FZEBUxkEDnnvxRKjuWSMDA+HFBZKlgxGOOBzzTvBLBdSVMplXTiioFLQBkjqAfnFI6obkoJmOO1Fa0kARjAn14pJHsvDgSgJIHYfTvSrWUtFJVIM8VWtaQkHcJTiOZqKV7gCgOgj0qsYLGnVeSTETjnnNON4bKpwBOcZqkLCUgdsAdPjTrWSwpM4gCT8ehqMg+9wMKHuyoSD+9FsqDKiuczg\/DFVlZSyDyAOnwouhaLcGQCcx1qkfcsClJtCqYBMCe3GKKnttntCid+Z6jNULVttktqVAVn0GJ+NM\/wC7btgKB3QcfCYoHYL21FukBeSePXpFMtYDbaFLIKlAQeg9arf27W2gMEjI\/wAUbgAPNNxJGAfmP+6FHcPvNoEkkwP1oOO\/3wAgTgwOKL60pu0BOQEiTHX0pFkG9UkRAAAPaigDsq3XaiBIHyilbWsLcHBkyodP4aS2JLzqkmY6j8qVhSlMuuq5IJJ9Y6VbEQ7Kllp2DBkmT0z+9SVezJkQZMY5pAtXsZSDkn5EfyKLnmeQjyx908c0iwwi9ydyEbug9DFMSpLwCVYJn86zuD30e8IBgHmKZCip0pPQyKoeRg5LiwFYEiRiB1oJdlpSoPMAD9qRY2h0gwoyBH40qN4aMRnImhC8OEhIUkQrHUdeRQK9zqekz06UqiUpQCZJ9Yx1+dKF++NsGBQFheAKk7QccgZHNAKITnPvZ\/WqyQVLgwQDE0F\/cAOcxPy5oB3VkKRtnjn50AslzAIIBmcz\/Iqs52ZMkRH89BQWSh0gESaAaUobWsTkH61W4IYSAThQMelRJ3JWAQRnjpzSkKU1hQEEHihVsLjyztWQB0nr8TSocWm6hP8AuAOO1K+lXloKeDMyfTpikWSl9CkwfdBPWgNCFLDzsEbSIM8cgVW2vdarSFECDjpNBtRU+tMSVGZ56fz50GVoQ042YweI\/wA0XgiItzdbAKJAChjpz3pnlJWy0FiOR6RVEhNqpJggKANMte63SFYTPX8qaBc8EeayrsIBA+BmotU3QXGAMwc88\/lVDolLS9wBIIB5mnuVALR7gBIn05HpR9y4C6PLdchUAJlJGDOcflmgypDj+5JADiQpJHBkSPlUXtRdoMyCQCD27UjMMOJbKRASlODgACB8oiisNllqSLhaJiEnP0\/zS26iLhxA6EyfWQc0Bv8AazuGTn5R+WKjMm9WjqSST0OB+9aVoCDbBSrhbYSSII4jr1+tCwWre4gqAEQfTJpmjtvXU5AyM5MYNV2av9atChzII+dFpFWg6cshxxon3SIJiRzj5UdKKErfQcHiMcdaSy9y\/cAOJOD2n96lkUpvHUq4OPWJqpRApyhrDat91IORxGOp5FLpSou3xzIiIk8mYpdP8sX7iUGCT7qjxyY\/Ohp+NRdk+9MAxGZotCi\/SxtHWRcvJCyZEQe+QZpdIcKLx8QIPQ4xnpS6bHtzkEgzzA7kGjYEt3722D6HtNT\/AGPpy+n2DSVue1v7UAgfPOYHrmppKli5f4IUCfhzz+dLpxIvniDAyY9c\/wAzQ0tS1Xrp93aQQeufSPrU2l5L9O3R7G0Yj2m43t4HUAfEChpqwXbkx7hkHH86UmlqAun0cAfenMDMSPiOfQ1NNVsNzuV3VPfn+RTx5L9N\/D2HTSUC4AQkqO6D6xVdi4j2e5K0pAGRIyT0AmppqgpNypRggGe3BxS2QHsb8gCZ+fSiQodqeGG0WE6e8taMZggSfSaRG1OkqgSVniOmf0osrKdMcIgSTHY8zSqJRpwM5MDbERWVhEVkn\/SNclCdOaSWxCoz19Zpb4tKRbtpA5A44zQvSfZmE7SAIj1FS6gXVulKYAggKxAqq5tvPoa4CXb5pvaFdCQBznNRZQ3fLUCFFKIBxx1\/SkWVN6kNycAGIP0pGHCl587ZJBEEevBNU3+XsDCkFt9akgEEgD1qoqQLDclIlXw547d6ZuE2q1qElRPODNVXCibZoFIQSACmOaIx+Poa5ACWGigAEjHQ\/wAFZ7pW24UFpCkhIg1c\/K7htJkgJHH87Vmc972iTggASM8\/hVWS7MKQja6QQAMAH+cVUVf2UiMjn0zxVmE25GCSaV3d7iDAJA4xSSZRtsICUqVkgkg9AIH41U8+rzFEImTM7iKs09YAUSoAJVnOeB9ap\/uvKUtDuNxGDRNJlvB3mVEb0wQSByPwp2VTaupOSAoAnmqmd25aSM\/46Va0kJadJ5UDPp8KwrmzlN7S1IAI71aHFeVBjOJHPwqlv3kBMgRlUY9KsTlkFODMg0RFdG22J8jiJUcfTFbUqlKCmCCJyfwrDarItgR0UcDqYE1sbOEAT2IPE9ajiSnN8aa3e6F4YurzS0JN++piysgvKRcPvJZaKh1AU4kkehrqeGfDFj4R05vTrAb3CrddXazL909ypxxXJJM44AgCIrk+ONL1DVvDNw1oyd1\/auW+oWTcwHH7Z5D6G56BRb25\/wCU12dC8SWHifS7fXdJcK7a5E7CIWyuYU2tP+1aVApIPY10dvp\/b3Mu1jZrej6X4hsV6ZrVmi6tHhBSoZSYwpKhlKgchQyCJmvOeDb6+XY3uh6zcKuL3QNQd0t24UINwhKEOMuq\/wDcpp1on\/3BR616K\/1Wy0i2N5qL6ba1t2i66+5hCEiCST3jpya8v4MTd3FlqXiPUWFsO+IdQc1NDDghbTHlttMJUOii20hRByCo9qqv9N9RNnpklJlIBkmZpidqTJx0\/Kq0rJUDEA9DicCnJJOQOhE9a5FOXqHiNWlataWV3ol77Fe3TNi3fp2FoPumEJ2zuIkgFQEDqeaz+E\/Gtl4sun2tNtXRbNpLjVwpxsh5AVtCggKKkpJyCoCRnqKqf8OeIXvF7HiP\/wBS26rK0KPZbF6w3pZMQtaVbwCtQJG4j3QcdZyeHvs6T4bvbe403VWENaVb3FrpaRYJQtpt5xK1B5aTLxSEhKZjvmq4gtnk7Q8VWqvEd34ZstOu7u6tbJ28KmkAoWtCm0qYSScrAdQSOBuGRXEuPtT07T2HV32i3bL9vd+yvt+a0oJHlhyUrCtqjtIGxJKp6Vqtvs8sdN18+ItH1zV7V1NvetIbXcF1tLly4lxTgSrB95M7TjIzgVdofgZvTrHUbK5vmnRql21cXKLezQw0AhISQhAJCVLAO5Yk56Yp9rH2qx6Cyv2tTYTd24PkLWtLaogOIBgLA6AiSOMQetXqVKiT0xXmvCPg1zwgh22t9XXcNOvbltlraNqUbUAHcfenKlDkxgRXoZIJTIjkTwT2FZ7mKkptgZZMySIHzzTLzGAOnzqmQTAgxAgdOlWKHv56EY5+dHeTLCshKUDk8nHrRWEhIzk9KVRTu3EyTwKRajvBmQB06UDLlGNgjBjirHnBCEjgRVJMqTIEAfP0ovK2KggwBJPTvQmR3VqkDpwB6dKe4UVBMCcQI4qpxQOzbzj50V7tySOOtO5GNcYQhJEnmefTpTL2jy0KIkiCYpHiVOpA5gE\/Hmg6ZeQIwIkj61Q9kdELSCrGIIz1qxayq6E5CMjvSRufASmACZPOKG4KfJAgkR8+9BkuWQu6UhWeojHypEQq4XPBPUdO9KwSp4q6A5V2Heo2okurgBQkkflQiGbWqFqAiBBHypGlqFooHiPxio2tZaURGef1okk2wSQZAI\/SKTAAqDaj3gPQ0XAtKUpSowefTGKrcSkNJAHXqaucJ3NJKphMGPwNA0QmHQjdOCQI9adOXlKCu+P8VWozcBIwQBx0yasa2Fw7hPMHvzWtjDKysFSiZ+7IFAA+UYMEKyKAnYVd+3aaCiPKgcAyY6URB1hStoI4\/maATCyo+sRQWVKKSTJ6z271AsJBBEwCBHxoAjcBuAyMyetQE7NszBMUqVK2mciO9BZRtGYmc\/OgCsQUkxiSB86UmXhPFBxRIRmOx9J71Fx5oxkpn0mk6AESN4MDBz2MmlC4YM8lQgUUKUdxMEAHpVYMtkKEAER8aSAvGUNkcKV9DHSg4P7yVJIyAY7Ci5JZQodTPw6Gq17\/ADECIwAIpkuCxMouyE8T04B\/SlakrcCuoJ+dAKKLkpSMECPj8fjQbKw6VQIMmB2ihUoIlU260kQRJAHaKKjNoFKAwrEUGXFBDh28ggfTtVclVuZwEZg9eeKEixa8oeztQB7p4GP5mpclJDRExtj6RQXHsoI4ChHw9aR5QLLajk8E+kYoR7LbhSCtsjEz9O1B4BN2hW7C4j4etJcwpDa++BnkRNNdESysEGR264xTZXa5CVG8TukA\/wA+lA7kXwKcbs\/n+lS6xcsuDBwPxoPEi\/QQSJg1oowWU6ipKsbjjrIz1+VRJCdRXAAnHqetR4EakiDkgD85oKChqSekwDOOnp0xzTBF\/IrStmprCchUyPkDUaO3UnCBMg+nYn8DQUpKdTChiCQYOCIoFZa1QkgYkAfIR+FVlTxyC1\/\/AFN1EABcx2GcU1qlJ1B0HBMx8Z\/hpN+zVViBGQMc\/wAioxsTq7jZOJIB9eYqMU5XILT3NTWkESYA7HP70bROzUnEpPvAnjvJoW4A1VxJ54H1mpbgnVnYEQSAPnFHYtFunliWUf1B2eckR0yRTaasm4uAQQmQo8Y5pbVB\/qDoQQCJx6TNDTzF2\/3zj8\/xqMUfjyyaXi4fUpIJIg8ZMH9aWwIAudw5kEDjiKlipKXX15BJJA\/xQsFkIuCPeKpwegySf8UNfT\/D2JYAi3uSCCJMH+elG0KkWDsCAqfe59P8ULNW20uOIJM4j6VGZTpq0zJk5+dNoUfFcMAP\/wAMgckGB8zn0oPk+wtDrImO1K6Vo01BkGDn4U90lQt2GzheB8oqYgNRTHhEvSpabbbyDCgr5RHzpbnzFXbW4yQMD\/Bo3G72loD0kHvzSlRVfSeECZ5+NSDbV2vKBuCrxwgYAySevxqtDoS27uH3iYM5mmQrcH1GOopAU+yLKeT19ZqjP+Ste9NnukTugDvSvncWEjmc8\/GmenyGkK5OenFBaQbptOcRA+n4UwR4jgUFRvSTgAcHt2rK6oi3dcOVFQj5kVoOXXXASBgd+vesz5KLFRGNx\/CauWhh\/syOpKWUCQZIMzSLy4lMmQIp1NH3EnkjH+arVBdKsyMjvVkiwaLVhNywrco7AolSU\/7sfrmtFuylLQDY2p6CksYFi6sTlRkDnjmrrZxaWhsmOaxXg3Tc3skhxe8kAiQR2irWwlTbypAASaoaUS4UnMDEdqtQfddA42mM44qo0pOY1GwADApkHajJwRB9arZEpKen70yDKTOBGaiwEb7VZFuEwBtUcc9BJrWTKQpsTMGsdqJt1ZJhR+PAx+Fa21jbuyCAIHM\/wVluQ8Gon+2ADAHQHM9q4eoeD9Nu9Qc1jTry90e+fIU8\/p7wb844guIIKFGMbiNxrrJchIUBmZkdTPamVO4LAmRGPxrVFTplomcnDZ8F2L1y1e63qWpa262oOtJvngWm1DIIbQEoJETJB+VelWoGQoyDxPyqhTikD+5zAjvEcU2+SD0IB+B7UqqdV2LKSwGJxEcT3qJcKFKJHPBmkKhM7ZjBHr2oKICsmcY7VNQZiDQlyEyUY6D6RThYE9oxB61mQpez3+IifnTowCAZE1GRmoLMDqTAzjNQPHJiJPTvVSSoQByDEHtNAbd2DOZ5qK4d8FvnLJG4YJyB0FLKSCAMASJ5FKUwZmB\/JpkIKkk7hzIA54p5JkiTypPM5xietO2ComRk9etI0v3jPXMT+NM2ClUE9cgfzvUIQSFwRkfOfhTEEwrpMYM9KCWwFwQSZMkn8qLceYTgAHPpVQyQqIUARRWS46EHgxNQELdIyAD0\/Wikf3t3AHbt8elXkz4AEgLDcGAMUV4WdvQA569qiPedIGcmKY+86sRIwn86pBQSHQVHcZgRHypxC3piQcQOtVgb3TgiOnpUQQSSMDgCoFcsagvqJJHUR3jFBvep4qSnORiltDBUoH3hJk9aKVEha5Amcd6QERpRG8J5Ek55qNmWFkDJJBpGBLa1\/Mx25ptyfJIHQz8e5q4GAJITbmAc8VFn+znoR\/1UJm3ChnJAzHrSuEBoJPBM\/OgZYQClskczNWvKIcQEmIxiqjhaM5j5D9KYpCnQU5HJM+nJoBtgLoxgZPciMUqFnctR+7xHyopUpD7mOvu\/tVaEkFUqEGcevNMEAdymlEn3Qcd6JMNJAHJ6cRE1MFg+hwOtFSQlsInJx+taRAjLgJHTPb60CAl0kTGRA7VFyHEknAHFTIUciIOTjNAKggg7jjrPagdpaCDGJz2zj9KAI8sieZIoJUpaAFHH0\/gowRwkkRkgcniO9RCYcBJ54+P6VHAQUdDE\/jUUEqXKSQZkCev0rIAPuuJGRmY+NVCCgkKmCDFWJJlRBEkn3f2pEja2pMSSAfxoh5CtavIQcCFER1PNI4rapCoMgTJoqG63KM\/eEdYGZoPKkI2wQBzOOK0WQKUVPhI4EZ\/nwooUfaiABAmB3xSuR56ZESBx0pji67cR9MVHMFFYVt3kjmY+MRx8qDZHs6hEgSB+MU6MurEQUkn4+lC2Una6jaM5zxzRAm8GyUJAVu4+Y\/SgpQNmAASAoD9aDaEqtV7k52zUBAsj7pkkwe+KsEuiPyWWYEESB8P8012QGmlJggDp0xVagFWmDBQqB+dF33rJsp5CoUflV0HA14oSy5ykgAGexH+KW\/cQy40t1wBoZCj0EjBo3m1bLSsRMegMClvkhSGVEAgjAPHNUOycFt8dt+z2JSZ6nJHaluVL\/qLUZkCPhHHwpL5O1+3zIwIPHNS9lF6yUyCIj1zFMke+SPJP9STiZjA7xUccI1ZJKZO0CPkKl2f\/AIi1yAYA+HHFC5O3UUEAiYAo7pmnZ+yOkf1mFCBB47RQKgnVVdQqYPxFB9Jb1NO3\/cAPQYzmgVA6sPLyDj0JjOP8VQv\/AKGZAGrrkZBMK\/nNS32\/1dzOJMT36flSwkasQNwBBTnvOflSIBGqLkSRxHb0o9lpzSv6g2So1F45Jgj5zS2Sj7Y+pOSMifxo2kK1J0DJk47iTihpxJun+hB5+sVHZsUZp5YtiqVv+oM+uDUsUgsvqSQRkZHAoWIAFw5wQT8eKlkgG1fWgmSFQOkVGaot0vkW2GyyeUTIJgdonNBKVJ0wg4lU57TQZ2p05YIwSZJ\/Ko4ANPQCogEgj0qRgisv7Q3ST7GhHEEA0LtJlkFU8AmhdpBbt2wrBgTxnPNC5H+qabziMH4UTsjbUprgZcrv0pGY\/SkbzcrWMgTx\/O1MlRVfKHG0SPWq0e8XnBiO3T+TQ0nL9gbhKHVzgk4PSq3BstRjCj269KZICbNSjJ3qjn60rw2tstkySRHrTeTOp8AdEraa5OKUmbnfMFI5j0qxSZuUA5IAjoP+qqx5zyhBgERNE7ouypEbHXJIxx88VnugBaiCSFqEp6DNXphNson\/AHzxgxVd2EBlsJnMR9RTDkiiDIskPITukRPwpE7St0lRBGE9ppwN1xBBkAiB8OtUg7UrJSTtUQCD+VUWmDTZrmwO0Kyoz2PFaglYA8tMCBiazWZULNA4BWSAfl+lXPKcUoFkwmBiBRfcapfTc9Sjw77272zOf\/p\/vRT4fIS4j237yTJ8vP51KlKSJuxz2\/DcIJ9tPQf+P96tR4aISQL3\/wDr\/epUqpISWI8PqQ2UpviBP\/8Ar\/emGiOkGb44PRuP81KlTpUFnJYNDdyP6gr3Y\/2c5+NO5obsT\/UDIjPl\/vUqVGkZbZFaC4uJvziP\/p\/vROiOgYvzif8A6fP41KlVUonUxhobu4f685M\/+P8AenGiuSJvicCf7fP41KlXpQlh\/o7m0H2088bP3qf0Z0cX5yf+H71KlZ6UaCNIe\/8A+8\/\/AIenxp\/6M8TPt5HHDcf5qVKqpRlsh0d0pM3x5\/4enxqxOjOBP\/zp5\/4d\/nUqVElYkgOiuZV7aZ4+5+9FOjO9L4iP\/Z+9SpUVKJsYaO7Kj7cfd\/8AZz+NL\/RXEkkXx4\/4fvUqU6VAbGb0dxKsXpmOdn70\/wDSHErKU3pAJn7n71KlOlGdoVvRnN4i9OT\/AMPT406NFcJP+uVE8bP3qVKQpLSI1oiyTN6qc52fvRToqlEqN2ZI\/wCHH41KlIUGSJ0VYQf9aev+z96jWiKUkj2w8f8AD96lSokgN\/RFJYUkXhgn\/h+9IvRVBsj2w\/8A4fvUqVYRRToy\/LEXhgHjZ+9F7RlkI\/1hAzjZ+9SpVhF0MdDVvSfbCJj\/AGfvROiL83F4RmPufvUqVelAjeiK3rJvCZH\/AA\/eqk6GoIUfbDj\/ANnp8alSrCMSE6GryR\/rD\/8Ah6\/Gj\/RlBKf9Yf8A8f3qVK3CIyDRTv8A\/mzAnG0\/rQVoZCir2syZ\/wBn71KlZdKkqYBoZO4e1nH\/ALP3qf0JUAe2Hn\/h8fWpUo0gKrRFEz7YZx\/s\/eojQ1FzN6e\/3P3qVK5NG9IRWhrBUr20z\/8AZ3PxqDQ1BK5vCTBM7P3qVK1CMsH9EPlbfa1CTkhJE\/jSf0NXlpIvSMn\/AGfD1qVKqROwToaipI9tMf8A2dvnTf0FZdB9uMyf9n71KlVItWSN6ItFwo+2k+9EbP3oNaIresG8JwR9z1+NSpSAgs6IspcSb0nH\/D96DeiL8hQ9tPM\/c9PjUqVelSJuhToi\/ZQ2L0gT\/wAPX41HNEcNq2j24wCf9nqfWpUokTQz2irXZNg3pwf+HPHrVVzoy3ENj2wjbgQj0HrUqVYuXuPe6Itfkq9uIJH\/AA9fjQvNFeW4gnUDLZwfL9fjUqUSuSrDFutEcD7Tnt6pkZ2Z5+NNe6M4bptXtpBSkf7OfxqVKLAq3yF\/R3U36CL4gDps9D60HNEcb1JKk3x4mPL9PjUqUasb37B\/RXTqJcVfkn1b9B60G9DWm\/WoXuBJA8vjPxqVKkZFOv8AkV2uiOJu3Fi+MxI\/t8ZPrQttCdQ8+oagZJPDcd\/WpUo9kozTywW+huhDhF+czP8Ab\/eoxoTiLRe2\/PvSD\/b\/AHqVKG6fiuGT+guCx2e3mD\/\/AB+p9aruNAc9laT\/AFA9P\/p+vxqVKi0H8fQ91oTqlNlWoE7RI\/t\/vUGguLuUrVfkkCR\/b\/epUoy\/l+hU6A4Lhxz+oHcPdny+mfWkRoLiGXVC\/MqmT5f71KlQ0v8AYHfD7ibRIF+YUSojy+v1pXtAWpbYN9hCRA8v96lSqkZ0BWgOeYVG\/JKRiW+n1qtPht3YqNRyoif7X71KlGi7K1eHVFgH28yP\/wCPByOk0XvDKgtJVf7gDwWv3qVKQGzMjwxPmr9uzkD+3xPzqDwrDJJvpMnJa\/epUrUIy3Y0M+GNtq0k30+8ZPlxOB60HfDagsxf\/wD9f71KlSjJU3c\/\/9k=\" width=\"253px\" alt=\"what is a good debt to total assets ratio\"\/><\/p>\n<p><p>Other debts, such as accounts payable and long-term leases, have more flexibility and can negotiate terms in the case of trouble. The debt-to-asset ratio can also tell us how our company stacks up compared to others in their industry. It is a great tool to assess how much debt the company uses to grow its assets. At the very least, a company with a high amount of debt may have difficulty paying or maintaining dividend payments for investors. Debt ratio provides insights into a company&rsquo;s capital structure by showcasing the balance between debt and equity.<\/p>\n<\/p>\n<p><h2>Get Your Questions Answered and Book a Free Call if Necessary<\/h2>\n<\/p>\n<p><p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. Meanwhile, XYZ is a much smaller company that may not be as enticing to shareholders. XYZ may find investor demands are too great to secure financing, turning to financial institutions for capital instead. Dave, a self-taught investor, empowers investors to start investing by demystifying the stock market. The overall market has debt-to-asset ratios averaging between 0.61 and 0.66 over the last five years.<\/p>\n<\/p>\n<p><p>Any company\u2019s assets are part of the growth driver, but  they also help guarantee and service any debt a company carries. Debt can lead to big problems if it gets out of hand, and that is why it is important to analyze the company\u2019s debt situation and determine the potential impact, good or bad. In order to perform industry analysis, you look at the debt-to-asset ratio for other firms in your industry. If, for instance, your company has a debt-to-asset ratio of 0.55, it means some form of debt has supplied 55% of every dollar of your company&rsquo;s assets. If the debt has financed 55% of your firm&rsquo;s operations, then equity has financed the remaining 45%. Companies with strong operating incomes might comfortably manage higher debt loads, while those with weaker incomes might struggle even with lower debt ratios.<\/p>\n<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"258px\" alt=\"what is a good debt to total assets ratio\"\/><\/p>\n<p><p>You can get as granular as you want to subtract goodwill, intangibles, and cash, but you must be consistent with that process if you choose to go in that direction. If the firm raises money through debt financing, the investors who hold the stock of the firm maintain their control without increasing their investment. Investors&rsquo; returns are magnified when the firm earns more on the investments it makes with borrowed money than it pays in interest. The purpose of calculating the debt ratio of a company is to give investors an idea of the company\u2019s financial situation.<\/p>\n<\/p>\n<p><h2>Examples of the Debt Ratio<\/h2>\n<\/p>\n<p><p>In addition, the debt ratio depends on accounting information which may <a href=\"https:\/\/turbo-tax.org\/turbotax-launches-free-tool-to-help-americans-get\/\">turbotax launches free tool to help americans get stimulus payments<\/a> construe or manipulate account balances as required for external reports. The debt-to-asset ratio is considered a leverage ratio, measuring the overall debt of a business, and then comparing that debt with the assets or equity of the company. Understanding a company\u2019s debt profile is a critical aspect in determining its financial health. Too much debt and a company may be in danger of not being able to meet its interest and principal payments, as well as creating a strain on its finances.<\/p>\n<\/p>\n<p><p>This ratio, calculated by dividing total liabilities by total assets, serves as a valuable tool for assessing a company&rsquo;s financial stability, gauging risk exposure, and evaluating capital structure. A high debt-to-assets ratio could mean that your company will have trouble borrowing more money, or that it may borrow money only at a higher interest rate than if the ratio were lower. Highly leveraged companies may be putting themselves at risk of insolvency or bankruptcy depending upon the type of company and industry. In the above-noted example, 57.9% of the company\u2019s assets are financed by funded debt. Analysts will want to compare figures period over period (to assess the ratio over time), or against industry peers and\/or a benchmark (to measure its relative performance). In the consumer lending and mortgage business, two common debt ratios used to assess a borrower\u2019s ability to repay a loan or mortgage are the gross debt service ratio and the total debt service ratio.<\/p>\n<\/p>\n<p><p>Some industries, such as banking, are known for having much higher debt-to-equity ratios than others. A debt ratio greater than 1.0 (100%) tells you that a company has more debt than assets. Meanwhile, a debt ratio of less than 100% indicates that a company has more assets than debt. Used in conjunction with other measures of financial health, the debt ratio can help investors determine a company&rsquo;s risk level. A debt ratio of 30% may be too high for an industry with volatile cash flows, in which most businesses take on little debt.<\/p>\n<\/p>\n<p><p>While the&nbsp;total debt to total assets ratio&nbsp;includes all debts, the long-term debt to assets ratio only takes into account long-term debts. The term debt ratio refers to a financial ratio that measures the extent of a company\u2019s leverage. The debt ratio is defined as the ratio of total debt to total assets, expressed as a decimal or percentage. It can be interpreted as the proportion of a company\u2019s assets that are financed by debt.<\/p>\n<\/p>\n<p><p>If you\u2019re not using double-entry accounting, you will not be able to calculate a debt-to-asset ratio. The debt-to-total-assets ratio is calculated by dividing total liabilities by total assets. This is because while all companies must balance the dual risks of debt\u2014credit risk and opportunity cost\u2014certain sectors are more prone to large levels of indebtedness than others.<\/p>\n<\/p>\n<p><p>Understanding where a company is in its lifecycle helps contextualize its debt ratio. Perhaps 53.6% isn&rsquo;t so bad after all  when you consider that the industry average was about 75%. The result is that Starbucks has an easy time borrowing money\u2014creditors trust that it is in a solid financial position and can be expected to pay them back in full.<\/p>\n<\/p>\n<p><p>We can use the debt-to-asset ratio to measure the amount or percentage of debts to assets. The debt ratio defines the relationship between a company&rsquo;s debts and assets, and holds significant relevance in financial analysis. Because of this, what is considered to be an acceptable debt ratio by investors may depend on the industry of the company in which they are investing.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>If a company has a negative debt ratio, this would mean that the company has negative shareholder equity. In most cases, this is considered a very risky sign, indicating that the company may be at risk of bankruptcy. If its assets provide large earnings, a highly leveraged corporation may have a low debt ratio, making &hellip; <a href=\"https:\/\/artburomaroc.com\/?p=12539\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">What Is a Good Debt Ratio and Whats a Bad One?<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[215],"tags":[],"class_list":["post-12539","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/artburomaroc.com\/index.php?rest_route=\/wp\/v2\/posts\/12539","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/artburomaroc.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/artburomaroc.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/artburomaroc.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/artburomaroc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=12539"}],"version-history":[{"count":0,"href":"https:\/\/artburomaroc.com\/index.php?rest_route=\/wp\/v2\/posts\/12539\/revisions"}],"wp:attachment":[{"href":"https:\/\/artburomaroc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=12539"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/artburomaroc.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=12539"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/artburomaroc.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=12539"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}