![how to calculate debt to assets 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JK5+t5H7/sAAGOumLpbxW0nKkmOAHsQKdLcmkPy29eg5Ul6c+kqTaeJL3IgiJXDxX0t6ZHpNx8OFVlLia88ddxLnG5KxjnFxuV2xEgpnx2JvX3G4jlX3ZmzHkNgDSEgJWtLtEnjF6UfBDyFTbZG5w+Vc+z7KkuA3fReAv66jPqQ1WEWHPdqqvOzG0uLGun+zj3G9W+dgqeQFfI93kHKmvbAE8cKcqtweFyJmvqGKj2qCfdce8V1w8vGpvtfdjTQjnbS31ewVB9q7Okj119nKnmzNeoctK+I5q4uiDp2xWByxSZp8ONMjm8kY/wB255D0WuPVWpMLitnbawpHYmjYaqezLExHHSzxuOGYEXFxqCa/OVMYQak26G9+IwkiywStG4PFToR3MvBlPcaeje6Nwew2I0IyIUbfdWl039Dc2zfjoy02FJA6wgdZCxNlWYKALNoBKoCljYhSVDVVW3ehTpGg2zhXWRU61V6vFQEAo6sCMwU3vFILgg3sbg8ic1dPvRq2zMT2AThp7th2NzkI86BidcyXBDHzlINyQ9vYuSPKs13/ACtUf7QfKfzgbv6h4jqz0eHYhzv9nJ83Hj+6reiiit8rdFAoroi1DrKttOy513BKBdfVWvtFFZGSR0ji5xzKdRTnutKFniJ9Ij2srIPrYU1uwGp0pox21TwTT87gfZ3evj6qWONzzkq7FJom0745D8zSOnMEK+c9aD6A9oK+CCDzoZJFYc+2xkU+oh7X/NPdWT9yN6lxChWIEyjtLwz2+WvffiVHmnwsTYu4u9kuCl6xO0rDLJGTYSLe411sy6lWsbXPEEg1eOYa+qpzG35gQR0kX8wSvGKOU0VT/aDoPVx8E8dLmwJMPipXYHq5pGkST5JMhLMhPAMrEjKdbAHnUXGEk6vrcrdXnCCQiylyGIVSfONlYnLe1tbXF9C7G6UNnzLrJ1ZI7STKVI/SsY29jH2VC+mverC4qOGCGZGPwhWZrMI0XI6Zi5ULYF7mxNgDVVh+J1d2U8sJFsi6xtYb7W8b2UirooLOlZIDfMDK9z2/ROPk87BskmKYayXii+Yp+MYeDOAv/DPfTrvPgMe20sPMkRaCAhLiSIdmQWnfKzhuDAZba9WtuNKZd8cDhcIVhngcwQ5Yo1kUu7gWW6g5jmYhmIHAsareLppxw4phj/w5Qfqmt9VVcdPW1lRJUMYLG7bPuLAi2WmdvNTXS01PEyFzjlY/DY5g3z13+SsHp82V1mE6wDtYdw/jkbsOPVqrn5lRLycEvNiD3RIPpOT+zVlbv7RTH4JS2X+cQskiqfNYgxyAAm+jZrX14VAfJzwbJJjVYWaMwxt85WxAce8U3BM5mG1FO/VhHi4A9xB705LGHVsUrdHA+DT9Ldyl23N8xh9oR4eQgRTQIQx+RK0kqqSfRfKFN+ByHQZjSTpC3M6zEYbFRjtJiMOJ1HyohKnxnzoxx70+YBVb+UJJfHW7sPGP8UjftVYfQnvp8Ji6mQ3mhUanjLELAP3ll0Vv0T8rRZKKSlpoq2D8tnjoO/16bFIypZPM+ml/N8PZu/nSEr6d5LYB/wA6SIf9QN+zWds9X15Rc1sEg9LEoPckrfs1n3NV5yWZ/wAnfi4+QH0VXjrv+Y/wj6ruWrRfQ5vT8Lw5R9ZYMqSX1zqwPVue8sFZT3lWPMVm3NV2eTPH2MS3e8S/RVz+1XfKaBjqMvIzaRbtIB8PokwWRwqQ0aEG/YLp46aN9/g6dREbTSrdmH9VGbi4PpvYhbcBdtDlu2eTlspermnt2i/Uqe5FVHa3zi63+YKhPTvNfHyD0Y4h/gDftVMPJu20uSbDk9oP1yD0lKqj2+aVUn548aq5qPmcH2oxm7Zc47yD9Bl49Kmx1HOYjZ50uB/OlJ+mXf6dJ2w0LmMRhesddHZ2UPlDcVVVZdVsSb62FR7cLpGxMMyLLI8sTsFcSsXZQxtnV2u91vfKSQRcWBsRJOmXo9nkmOJgXrOsC9bGCA4ZVCh1BIDKVCggagi9jc2j24HRnipZkaaNookYM/WWDPlN8ipfN2rWLEAAE2udKk0pw33eNrZ+X4tNratn03vp4ZJmcVntZ2drXLW1t3Ra2qtLpp2UsuCkYjtQWlQ8xlPbHqZCwt35Typn8nNf5rKe/Et7hFD996dOm/bKw4KRb9qe0SLzNyDIfUqBte8qOYpF5PDD4EbcfhEmb15U/ZtVEzbGEOvpzgt3Z9l/G6tHbJxAW12M/wCdSqnpYmvj8T/eKPoxov3VcHQOn8wQ+lJKf8ZX9mqT6UFK47EhtD1zHX0Wsyn1FSDV89DWFKbPw4YWJV39kkryKfarLVvjpDcMhH9Hgw/sq/CwTWyH+r/yCoDfSa+LxJ/+pn9wlcD6qg+/2CDw5vlRm4+aSAw9Xyv0aku2sSHllYah5ZGB7wzsQfrpj3nlAgkvzQj2t2R9ZraYcHRmO2o2fRQcMneyvjezXbHbc2I7QbKsaKKK269yRRRRQhFFFFCFb1FFFefqSiiire6MeigSKs2KzBWAaOAEqSp4NIw7QvxEa2PC51KiHW10VIzbkPUN56lHqaqOnbtPPqVU2Fw7OcqKzt6KKWb6KgmpVsDo2x85HxTRLzef4sD9A/GE+AX1kVd23N59mbMTK7wwDlGgAY+ORBmJ8TxqsN6fKkwEYIhhxEzciV6pD+k1zb1CsrPypldcRMA6Tn6fVUE2PPP/AE2gdeforP3M3Tw2zYmcsM2W82Iksug1IFzZIxxygm+lySBWWvKZ6bvhpOGw5IwyHtPw69hz+YOQ58agvS702bQ2n2XIihvpBGTlPcXPFz69PCqpkcnvNZqWV8ry+Q3J3qkkkdI4uebkpdJiy1eeAvXOCGnLA4EuwHKmybZrlrSTZedgbGaVh66tvdvYKoLAes1z3U2HlA01/wBcanOxsGB4/ZUR8l1dU1OGi6aYtm0vg2aP9Cn74Beu8OBIqvmV1ERZMyYED/2rxNhx/oU9TQGuT4ao5KkWTDNhhUZ3j2UGB0/cam+LippxiaU5G8gpiaEOGaozebYhTUcPsqKyy2q695sDoe6qo3h2dYmrSGXaGazFZTbBuFNvJ937bBY+GW5ysRHKOTRubG/qNj7K3L0w7sJtHZ0sYAZinXYY8SJkBaOxsbZ9YyR8l276/M7DMVa/dX6ReTjvJ8L2Zh3JuyL1betNPsqwgnfTyNmjNi0gjrBuoLHljg4ahYZBr7Uv6Z9gfBNo4uG1lEzSRi1h1cvxqAd4UPk05qe6oiBX0jBUslgbOPlLQ7sIutxG8PaHDeF6jFe6KsPc7c9QBJMLsdVjPmoORYc28DoPXw875T8pqegYaioOuTWjU9A+p0HaArClpXzO2W9pUK2dseaXVI3Yelayn1M1lPvpZNupjAL9Sx8BJDc/9SrfFK9jYBppY4l86Rwo8L8W9Si7HwBryaT7Ta58loYYwL5A7Tj3hzfJWzsKiYwue4iwJJyy6cwVnbaG62PbjBJbkBlYD6LG58abJ93MUvHD4j2QSsPeqkVuqXoeHLEEeuEN9ki1Xm92xGwszQk5soUq9soZWAN8tzbW68Tqpq3k+0fFKVodNTR20yJH+pyyMGC4diEpEVQ8utfMbu0AdgWUDsyddeqmUjUExSKQeRvlFj405xb24uIWMjW/3qqT9J1zH2mtDXqV7A3CxWIiWaMxZXzWDOwbsuyG4yEcVPPhau6f7VJpnbPsYceiT/0K5r+RVLGwOnnAF7DaYDn/AJuhZVj6Q8T3xH1p+5xSmLpFxHNYT6lcf+YfsrUmJ6K8Z/ZxN+mn7QFR7eLo4eFM82FhCXAzMuHcXPAWBZvqqd/xLDReSieBx2r/AOgKpbyKoJTsx1ERJ0FgCf8AuuqFTpHk5xIfUzD7jXZOko84B7Jv3xVb2C6M45VzpgY2W5GaPDpa44jsrfSuGJ6J4+eAkHqhnX61A+qnmfabQkXdTS26AD/qC4f9nsNy0SR3/qcCqvHSLGeMLexlP2gUqw3SbEvBZ1+ZkH2Sipfi+inCLq2HlQd5fEqB9J7CkMnRjgjwEg9UrH9a9Pj7TMGOTmSjra36PKa/4bSHNmwep7vRM8nSNA5uxmJ73XMfVfM1K9mdJEETh45pI3W9mVJQwuLHVVPEG1qJ+ijC/wBpiF8M0RH1w3+uuM3RHCP66YdxZUP7K1Jb9oOAvbZz3AcCw28AVGf9nFSDcA36Ht+qftpdKnwlVjkxTSKGDKsgYWexUHtIDezEannSUbah/tE9rAfbTBN0RejibfOgv9YmX7KXr0dyW/plJtqerK3PfbObU4zltgDQBFMAOGw9v+gBdw/ZzNITz+2DuO0x1/qnRNpxHhJGfU6/vqYbj9Is2CV1h6hhI2ZusDMbgBdCkqaWHjVaT9Hs3J4j6y4/YNJX3AxP+6PqdvvQVZR8oeT9bFszVTBno7IdGtl1/wAOJYnbUUjwf6QfIhWDvRt18VM87hQ0mW4S+UZUWMWDFjwUHUnUmkuy9oyQuskbFHQ3Vl4g8OehBFwQbggkEEGoC+4+LHBFPzZFH2kV8/JrHD5D+yVPukq0irsEcwRsrILWtbnGaaWsXcFCl+zuq2tsSm9735sjPsctQ7vdOS5QMRC2YcXgKkN45JGXL6g7fdS3avTlhwD1UMzNy6zJGnvVpG9mX21k5tlY4fJn9jMf1WNeb44fJxHtjc/atQBybwWV21HNGegSi3gSfFPO5L4s1thK3rLSD5FWnvbvNNi5eslYE2siroka8cqi59ZJJJ0udBaS9EO/4wTOkgZoZSCcurRuBbOBpmBFgw49lSOFjQrbSxg49YPXEPvSvA3mnHFh7UA+y1Xz8AiqIOYBaWW0adOFslUDkficUvOtewu6S7Pru1bcm3q2PiMrvJhHK+aZ1QOvPQTKHX3CmLpH6V8OkTx4Z+sldSodAeriBFi+YgBmA80LcXte3A5EG9k3+7+ifuauib3S+jH7Aw/aNU0XIJrHhznFwGgJFvLyspM2EYuWkNawE6kOz8VOA1Q3fTbAf4tTcKbuRwLDgAeYHPxt3U27Q29NILE2B4hBa/rNy3svTXWzo8O5t22/XcpfJ/km6klFRUkFw+Vo0B4k8eHDW6KKKKtVuUUUUUIRRRRQhW9RRRXn6kqRdG2yRiMZBGRdS+ZwdQUjBkKnwbLkPzqtryld+n2fgrxG0079VG3NBa7uPEDh4moT5PCA44+GGkI9eeEfYT9dM/lyTnNg15ZZWt43UVguU0hdVBm4NHjf9u5ZPHZCZg3gPNZy2ripZWLuWdm1LMcxPtJvTVOx5Ejwvofurpidpsmlh7SfupuxG178Rb1a/bVA5UYXGfP/AKsa5RxHnXxsRfvr0hvXFs12leAgzECrJ3M2D8o+yoVuXgS0lXfshUjVSRcDRVA1ZvV9dMTPtkrGiiBzKctj7NJAsLD6v86kuzdjkd1R+VcdJbq0CKNAXYL9V831eq9eZsNtRTpIpHcoHD1kced7VFDbqxMmzkFNG2eRXtMJpUf2Di8USBITY8cwF1I9gNjw4mpJgpybgix+6o8rc1JikuEkxeDrg2G0p0eO9cJCADfgKiEKcH5KOY3DGmHFxU87xbxIh81iPZf3UyDeaB+JynuNr0oa7VLzrdCmjauHuKrXfDZuhI5a+7iKtvEhWFwQR3jWoZvthBlvUqnfY2VbXRAsuqaxEfhWrPIO3rt1+DY8fjIwfcwFZknW16feiLeZsFj8PMDYLIofxRjZvqNXIzCy5Ga015ae6+uHxqjj/Npv8UkJt/zVJP5g7qzhGK3f0zbD+HbLxEaDMzwiWELqWeMrMir4uVyfpVhFDXqPJvFjLhYpyc2uI/w6jxJHUFqsGl24bH8J8N31Uh3B2cJJwT5sYznuJBAQe85v0atXNVf9FXGb1RfbJf7qneavEftDq3y4s6M6Ma0DtaHE97vAL0HCogIA7jf0XXNVpdA2xLtJiWGi/FR39IgGRvYMqgj0nHKqsw8bMyqouzMFUDiWYgKPaSBWnt1tkLh4I4R8hbE+k51dv0mJPtqjwGl52fnDo3zOnr3Kl5X1/MUvMtPxPy/wjXvyHelxxC5stxmKlsvPKCAT6rkCqs6f9mf0M48YXPveP3fGe8Uk2bvdn2vmv8W18Kvdl+SRyOeYAjwYVYXSNsrr8JMgF2yZ0788fbUD51svtNXs0ja+mla3cSB0kZjvWTpoH4TWwPk/EAT0B1wR/hWcM1aI6Ko7YGD5rH6Ujt99ZyD1pfo7S2Dw3jBGfpKG++qfk4P7Zx/u/ULS8tjamjH9/wAgfVIN5d/8NhpTFIJcwVWuqqVs3D5YN/ZUJ6UN98PicOI4i+brVYhkK9kK99eHEjSptvL0f4bEyGVzKGYAHI4AsosNCpHCqp6U91osG8SxtI3WK7N1hQ2ylQLZUXvPG/KpuKyVjI332dg5dNibBVfJ+HDJZog3b50Z/wB24Fz2Kz+hVP5kh73lP/UZfuqQbU3hw0LZJJY0YqGCuwUlSSAdeV1I9lM/RDHbAQeIkP0ppG++mzpB6PXxcwlEwS0ax5TGW81na+YOOOfhblVhG6aOjj5lu07Zbl2Z7wqaZlPNiUwqHlrdt+YF89o20BXLpY3hw8mDkWOaF2ZouykqM1hIrHsqxOlqrncDdN8Y5FysaW6yS3fwRb6Fz46KNTfQN5393OfBCMtIr9ZmtlUqRky3vcn0hV19HWyRBhIUtqUEj+LuAzeu18o8FFVDIH11Z/zDbbLRcX7R33WklqosJw0exv2uccdlxFrZAONjwtbrKUbv7sYbDgCONQebkZpD63Pa9gsByAp4YA8aqbpg35ljkOGhYplAM0i6PdhmCKeK2Uhiw11ABFjes8NtudWzLNKGve4ke/t119RuDUufGoKZ/NMZcDI2sAOr+BVtJyXq66IVEsli7MXuSRuJO6/bkr33r6PsNiASFEUnKSMAAn89BZXHedG8RVGbe2XJh5WikFmXu4MDwZTzU9/rBsQQLt6KN7ji4mEluthKhyBYOrXyvbgCcrAgaXF9AwAZ+n3ZQMMc486N8jHvje/vs4W3zm76ZxKkhqKb2qEWNr8LjffpH0UrA8QqaKt9gqTcE2zN7HdY8Dll0g5ZqM9Ee68OL6/rQx6vqsmViti3WZuHHzV41NpeijBngZh6pF/aQ01eTynxeIPfIg9yE/tU4dNW35sOkPVOULu9yApuFUaWZSOJFLSQU0dCJpWA8chf5rLnEKmtmxZ1NTyltyABc7IswE8enckW0uiCOx6qaQNy60I6nwORUI9etu41Vm3NlyYeRopBZl9oYHgynmp5H1g2IIF5dE+8cuKw7NJbNHIYywFg9lVgbcA3asQNNAdL2ET8obDqPg7/ACj1iHxUZGH0ST9I0xiFDTupfaYBbQ9YJt3joUrBsWrI6/2KqO1qL5ZEC+otcG2/wzUX3B3MbGiQiQR9WVGqF82YMeIdbWt43vytUgl6H5uU0Z9aMv2E06+T0vxM575gPdGp/aqR9Ie+QwXVXj6zrS/B8mXJl181r3zeFOUuH0fsjZph1m542GQ9E1iGMYj7xfTUpvnkLN3NucyOs5lVjtboxxsYLAJKByjY57fNdVv6lJNQuVSCQQQQbFWFiCOIIOoI7jWhty998Pi7qmZZFFzE9g2XgWUgkMtzy1FxcC4pl6Yd0VmiadBaWJczWH9JGo7QPeyjVTx0y8xZmqweJ0XPUrr23a92+/QVIw/lJUR1Apq9liTa9rWJ0uNLHiPEKjHw6Hiqn1qD91JpdkQHjFEfXGh/ZpTmozVSR11RH8kjh1OI8ituYWnUBN77vYY/1MXsQD7K4tujhW06oXOgClwSeQGVhTtmqddC2xOuxPWEXTDgP4GQ3EY9lmf1ovfVrRY3ir5Wxx1Moud0jx1n5tygYh7PSwPme0WaL6DM7h2nJVfiOjyEcYZV9ZmH6xpBLuHhj/aD1P8AiU1tqs/9M+zOqxjMPNnVZB3ZvNcevMuY/PrR12NY5RR84ytldnbN7j25krN4Li8GIT8y6FrTYkW323aDdn2Kk9o9Hot8XIb90gBB/SUC30TUL2ps6SJsrqVPLuI7weBHqq681INu7MSdCjetW5q3Ij7xzGlXfJj7WK+lmbHiR5yImxdYB7ekWA2gN4Iudx3G9q8Gjc28WR8CqYorvj8K0bsjcUNj3eBHgRYjwNcK+lIpWSsEjDdpAII0IOYI6wsuQQbFW9RRRWDUhWF5Pr2x3rglH1ofupu8udLDBt/er+oa7dBsttoQjXtLKv8A0XbXw7PvtSry4YbwYM900g/wA/dWA5Si1YP6R5lZHHBao/wj6rIOLjLamml46kG0GFqZMVp7aoiqZqSvJXqK9crUpwsV65BSqw+ifDXzHuIHt/8Aar53S2WNHI7XK/yR4dxPfVS9D2C+Lv3uT67WX7vqq4MRjOoiLHkKrJn3fZaCjjtEE8Y7Hqg77UwS7ym/D21Etn47HY5iMPh2ZV4s0ipGvznIJB52AOndXPC4DEMWCthsQUHxiYTExzyx8blkBDEAgi6g6jgOFLzbrXC7E0IOy45qztgbQzjvp+ggXjzqrNxNtdvIeDXy+scvXVo7Ml01pvXVdubsm7VyxVMu0JRTttZhxqI41sznXSoUhsbKyhbtNukW1nTuB9fD/XhTJLsrDNe6Jmbnre/gb6eyjbmNuxVRfLxN9B9X1Uyf7WjzZesjzDlmAP1uada11k28MvmlibNaFrqS0Z4g8R9x8DSfeuAGJvEEj3U6bJx+a2tx7D/oUn3wiyxvbhlYgew6V2wHaTM1tg2Wf2k4+NJ2bWuTKa+dZVyzRZN2q355KHSIuOwSwufjsMoRgeLINFb3aVUnlQ9HfwPEfCYhbD4t2JA4RYk3d0HcsoDSKOREo0CqKpfoa34k2di451PZuFlXkyE61v8A29s3D7VwDJcGPFRAo41KPo0cg/OjcBrc7WOhNWWF15o5w/8ACcnDo/bXw3qXQ1Zp5Q7dv6v2WGdw9uCPFiMnsyLkP95cMn2FPW4q181Zz21gZYZpYpBllhleOQAkWkjcq2U6G2YEg6aWNWnuHvsswWOUhZRoCdFl8RyD96c+K8wqfaRyWlkLcSpW7Q2QJAMzlo/pFsjwAB0uRuOS3KFkj3U8xtd12E6Z/h69443O+1786C9h9biDMw7OHGncZXBC+ByrmbwJQ1eWKxCKO0yqCbDMQAT3a87X0qlOj3pFwuEgWIxTFrs0jqIzmduYBkXQKFQX5KKZOlbfVca0YjDrHGpOWQKGMjGxNlZhYKAAb37Te3BUeIU9HSfCQX6kdJ7Nw8k3iODVmJ4kecaWx6B2RsBfdf8AEfPoV3w7AwJIZYcNmBBVliizAg3BBAuCDqCKfKx8VHcPcKujoo3+wsWFSKaTI8RZVBRzeO+ZDdVK6Zilr37Pqp/DsbileWOaGZXvcWJ4aBQ8a5KVFPEJGPdLna2ybgZ56u8t6rffjZnwfEzRWsFclP7t+2g9isF9YNaM3Piy4bDr6OHhHujUVSnTftDDTyRzQSI5MZjkC3uMpuhIIHHOwv8Amird2RvVggiL8Jw9wii3XxA6KBwLXpvChHDVTDaFsrZjQ3OXUnuULp6mgpnFjtr4toWNwWgDPLK+ZCrXfjpBxkOLmjSQZEcBVMaG3YW4vlzHUk6moVvTvNNimVpSpKKVXKuXQm5vrxrnv1ig+LxDAggzvYg3BAawII0IIHEUzZqoK2tle97C4lu0cr5a5LZ4XhdPFFFI2NofsNzsAb7Iv371p3o0S2Cw3jCp+kM331Ft9uk58LiXhEKuECdoyFScyK/DIw0zVMtxo8uEww7sNCPb1S3qguluW+PxJ/OQe6GJfurTYnUyU1HGYzY/CN35Tx6lgsBoIK/Epmzt2m2edSM9scCOJXfpG30OO6r4rq+qEn9Z1mbrOr/MS1snjxq/928UJIIXHB4o2HtQG3rHCsoZqt3oP30VVGElYDUnDuTYHMbmInkcxJW/G5XkoNbg2Ik1LjMc3gZ6ZjTo08Ve8qMDDaFgpm5Rkm2Z+F2ZOdybHPqvwUa6ZtnPHjZGI7MwWSNuRAVUYetWHDuKnnUMzVqnb+xYcSnVyoHXiL3BU8LqwsytbS6kGolh+iXAhsxErD0Gk7P+EKxHrana3AZXzF8RFib5m1r67lGwrlfTxUzY52u2mgDIAggZDeLHj5pi8nnZz2mmIsrZY0PpFSxcjvC3Vb9+YcjT907YkLgip4ySxqvrB6w/UhqawxpElgFRI10AsqIqj2AKBWfOlve8YuYKh+JhuEPDrGPnSW7tAq35An5VhMrNigoOZvckEdd9T1C/kq3DBLi+L+1BtmtIcegN+UdZsPE7lYPk8p/NpT34kj3RRfvqZ7xbu4fE5RMmfJcr2nW2a1/MZb3yjj3VFegGO2Cv6U8h9wVf2a87+71fBMdhix+KeJ1mHIKzqFk/4ZF7+jnHOpFM+OKgjMou0ht76fEfpdQ66GefFphTkh4LyLGx+FpuARvNrKWSz4XBRAExwxg2UaKC2rEAcXc6tYXY6mqJ6Ud7RjJgUBEUQKx5hYsWILuRyzWUAHWyi9iSBfO8+xY8VC8T8HGjDUo3FXXxU6+IuOBNZg25s2SCV4pBZo2se48ww71YEMD3HlVfyhklYxsbQObPDiN3VvH7K45Fw08srpXEmUX1O46uG8ncevpV2eT4n81kPfiW9wihH2g0x+UXJ28MO5Zj7zCP2ak3QMlsCD6Usp9zZf2ajnTtsjETTQ9XFLIFia5jRnAJfgSAbGwBpydh91Na0XuG+YKYpJG/eFznkABz8ybDJpCr3cnFsmKw7Lx6+NfWHcIy/pKxX21qFlvVN9FXR1Msqz4hcgjOaOIkF2f5LMASFVfOAJzFgNABrZm+u3VwuHklPFVsg9KQ6IvtPHuAY8qdwSJ9PTufNkNbHcANf5wTPKqoira2OOmIcQNm4zuScgDvt9VmTHRhXdRwV2UepWIH1CuOauWb/M9/jRmrFl2eS9SawgAFdS9aP6Kdg/B8KgIs8nxsneGYCyn5ihVt3hjzqk+i3YXwnFopF0j+Nl7sqEWU/PcqtvRzd1aUmvY2textfhfle2tr1qeTlL8056h9fTvXn3LfEPkpGn+87yaPM9yi+y96xJj5sKLWiiUg98it8aL89JIxbkUemHp/2Xmw6TAawSWb5ktlP+MR/XSLdXo5xkGLTEGWF+2zS6urOJAwkNshF7sWsSBcDhVjbybNE8MsR/rI2S/cSOy36JsfZVm2OapppGTNsSTbzb3HLsVC+WmoK6GWmeHNAbtEX1+V+vEZ9qyrmozVzcEEgixBIYHiCDYj2HSvmasFdewht1AelDDASI/poQfWhGvuYD2CojUx6UJQWiXmFcn1MVA/VPuqHV9g/ZzJI/k9SmTXZcP8Ie4N/wC0DsWGxRoFU8Dj9BfxVvUVxwmKV+HtB4j/AF312qMQRkVFjkbI3aabhTPoTQnaOH/N64n1fB5V+0il/lyv/NsGO+d/+3Xvye8Lmx2blHBI1+4kog9pDH2A0y+XHj7vg4r+akshHziqj7DXn/KV21WAcGjzJ+qyuOOvUAcGjzJ+qy5jgKaMRqacsfJTYWvwqgJVOFzaMDjXbDvXIrXjBEswXvIHv0pCuwM7LQPRVhMsSeIv9LtffU522xZSB3c+FNe6mDAUey3hyqXwYQVSSEl5K1ULQ1gHQmCTGMNmYnBi0TyI2SVQQkgZ1MiMQDkkeMGK57JBUXHCqt3UnZNoxul440xAcSdQYYkS4EwXNqUaNWRUvrewVb6XlisAuUjkaiON3cLtpf7AKnNn2WWVc6ia+QkJy2u2HmxCywXzGQFxlIDd72YAhuRI0a/tMwOKCgDupg2TspYV01PM/wCuVdpGINzUGSU6q2hphYDgnLastxUNxeKK5j+abeu1SLETXFR3Gw635VDc7O6so4rNskeC2VEmDlxmIKlEMapD58atNLHGcRibSL1oiEmfqMypZbMb2Kw/o92w8uKTDTpHLDK/USRvhoIzEWz5HhyRIyBewSp0yhtBpaRbb2ewUgXKOCHW5AIPFSAe0vgfCmDdfADDy9ZEgR7EBhdsobQ5AxIQ2uuZQDYkczVzHVMLLWWYqcPlMpcSnPezdAYXG5IJLRsiyBGYkoHZlZR7ULd9mA8a67+6Yd/7tv1bU4w4bM2Y3LE3ZmJLE+LHU0l30hzQSD/dv+qahmYF4spracsiN+CzfKSKSNrXrES20rnHVyzRZZ2qU4Q1ufyJ9vNLs5omN/g8hVb8lOoHsrDEQ51rzyCpTkxY5ZkP1UrhkuVWXlibFEG2ZWHDFQQYm3IEhoGt62w5b1sap4itD+Xig/2hhTYXOCIJ5kCdyAT3DM1hyue+s817LgMpkoIXH8oHdl9E0dU+bK3txUQsshIHyZAJB727YHgGAp0XpHxfdCfXG/3SiofRTFTyYwqocXy00ZJ1OyAT1kWurKHGq6FuyyZ4HDaNvFTmLpNn5xxH1Z1+1mpQvSg/OBfZKR/5Zrruf0XvIA+IZolOoiW3WkfnEgiP5ti3flOlWDsno3wfmphusNrm/WTNbQXsSbDUDQAajvqjqOR/J78VOOxzwPBwTT+XldEdlsziegNPmFAIelAfKgI+bKG+2NaUp0nQ84pfZ1Z+1xU6xvRxhB52Fy+yWP6wy03SdGmAP9Uw9U033yGoJ5Dcnn5iFw6pHnzeV2z7Sa5vzPPaxn0so7D0l4Y8UmHrWMj/AAyk0pTpCwnpOPXG33A04S9F2BPDrR6pb/rKaSSdEmF5S4gfpQn/AMkVGf8AZzgTtOcHU4fUFS4/tPqhqW9rPQpXhOkzDjRcRKvdYYhR9S2Fe330wrksZ1JPFnZsx9ZfU+2mmTohi5Ty+1EP2ZaSS9Dx5YkeowfeJvuqNJ9mWEO0mmHWWn/+akxfaa8G5bHf+l4+pUkTebCn+vg9sqD7WpVHtSFuEkZ9TqfsNQmTohl5Txn1xsv2M1I5+iTFcnw59bSL/wCU321Df9lVCfkqnDraD/8AVTmfagN7GHtcPMFX1uz0n4yABVkWVRwWYdZYdwdWWT1AsQOQqRydNWJtpDCD3kyEfRzA/wCKsry9FGM7oD6pD98YrmejzaKean0J41+11pwfZzMxuzFiGXTGPPnFDfyvwmZ21JSsv0SW8A0eKvzenfTF4rSWTsceqQZI/aBq1uIzlrcqYL1UB3X2qvyMQPm4hT+rNXz4DtZOWM+lJJ97VVVH2V1Uh2va2OPSD6uV9Scv8PhYGRwho4Nc39lqXcDpOGEgWEwF8rOc4ly3zMW80xm1r2843tTH0l72LjZUkVCgSIJlYgm+ZmJuOViB7Kzodo7UXlih87Dt+1FXfZm82PDgO0lrHz4FXgL8eqB5d9c1H2cYyYOa5+ItAGV3A5af/H9UtDyjwb2zn2RPEjic7gi7tfx+QWttwOleKGBIp1lZo+yroEYGMeYGzOrZlHZ0BuFBvcmmnpX3lwOMVZIzIs8dl7cZAkjJ1UsCQCpJZSfzh8oWzp+V8w5p7V/cRXpd9J+6I/ot+OuW/Z/yhqIDEOac0WHzG/QcwP5qrWKHDIqr2qPba65OWmeotnkeHdZar6K9/MFh8JHFLIVdWkLDqpmAzSuy9pI2HmlTxqZQ9I2zjwxCfpB1/WUVilN95OaIfUSP311Xfk/2Q/5n/wBlOx8iuVNOwRtp2OAAAtIy+WW+QKFVYPhNTK6UyvBcSTpa5N8vg+q2HtvpUwEQOWQytySJSb/psAgH6V/A1S2/W+M2NcM9lRb9XEpJVL8STpmc8MxA8ALm9Vx78LzjYepgftArqu+0foSf4D+1VRiPI/lTONl9KQ3g1zDfrs8k+Ss8JoMJoHc5G+7uLr5dWQA8+lS29F6jCb5wHlIPWo+5jXZd7cP6RH6DfcKz0nIrHWa0cvYwnyutKMQpj/8AI3vWougjYHU4brWHbxJD+qIXEQ/SBaT1OO6vPSr0hPg5I441R2ZS8mfN2VJslspGrEPx5Ad9Zuw2/aDRcRKtuADTIB9gr7iN6IpDmeYMxsM0khZrDQC7m+lWElNi0FMIWUczCLZmJ/WT8m9ZFvJ6CeudVVMzHtJJ2b26APm0aPIK5oum2bnh4z6pHX7Vara3S2wMTh4pgLdYgJUG+VuDrewvlYMt7DhwFY/TbEJ/rY/+Yv76k2wOkHFYdBHDiAqAkhQsLgFjc6ujHU3PHnUOkrq6nefao5CLfksb9oC6xfklSzxj2LYa6+d3OsRY/wBW+25PXTDsrqMbLYWWW0y/8S+f/qB/eKhs0wUEkgAC5J4ADia976dIpnytPKkjRghcipmsbEg9WAOI0zWtc99VnvHvC83ZHZS/m82twLH68o0B77Ai2wLkHX45WbTY3RwF1y97dnI5kNB+Y7hbIbyFcRVwoqRkczg6QNtZpuMsgb5brXvmke8G0OulZ+XBR3KOHv1b1k0goor6toqOKkgZTwizGNDWjgALBZOSQyOLnak3U0ViNRp4inbA7U5N9L94+8U0UVnXxteM1hKWslp3XYezcVpnyadn/F4ib05EiU+CLnNvAmUfR8Kz/wCVrtjrdpyi+kCRwgeIXO31ua035OmGybLgNrF2mc+2eQKfairWHOkfFtNi8TKT/S4iVhryLm31WFePYvJt1sp4OI/y5fRd1M5nkMh3qI4x6TIbUoxmlJIwSarCUy0Lu8V/dSbDtldT3MD7jelmavWydkyYjERQx26yZsiZjZb2LEsdbKqgsTY6DhXJ0TjcitU7u2sD4CpTCRUC6PMZnw8Tcyik89ba1N8K9VOz8RWlY67QV1cV8Olei1NuOxdI4FSYxdK3ccabWclq8J2uJ0FKsLjYVIHHvrgt2k82QMXKYG1N0lPWPxsZGhFMuYG9jUZ0ZupjJQQvsIvpXB9nAG4ris+V8tOIlrnMLpwvmvkWHFN+3YwUf5je6xpb1tMm/uO6vCYh9LrBJlv6bIVQe1iBT0DDtKBVPDWFZTRiQPUPspRha8qK6RitC05LEO1SpBatp+QvscpgpZiP6WWw8QotWNMHhWldEUXZ2CgDvJtX6T9FuwEwGAhiNlEUWaRjoAbZnYnuGuvhSuXKyT5a+1BJtfIDf4NhIImF9FkZpcQdORKTRX8AvdVJU+9IW8JxuNxOK1tiJ5JEvoRFfLCCO9YlRfZTFXt2G0xp6WOI6hov12z8UyirL6Ft2Q5OJcXCNlhB4Zx50njl81fzsx4qDVZ1orcbDCPCwLw+JRj85xnf3sxNOVbyGWG9VeLTmOGw3m3ZvT9erE6Bk/nEp7oLe+RD+zVbZqtDyflu+IPckQ97SH9mstjh2aKQ9A8SAqTDM6lnb5FSjpsktgyPSljH1lv2aoy9aF6Rd3HxcKxq6oRKHJYEggK6208WBv4VXU3RHiuUkB9ZkX7I2qmwHEKaCn2JHgHaJ39HR0KxxWkmlm2mNuLBTvo12bGcFBmRGurHtIp4ux5jxqseluFFxbKiqoVI9EUKLlbk2AAvqNaurdPZ7Q4eKJrZo41VityuYDWxIBtfvAqkOlO77QmUaktEijxMUQA+kaYwOTnK+R18rOPR8w9U7ibNikYLZ/CPArxuNuhLjGNuxGps8pF9eOVR8pra8bAEE8QDbWyej3BRj+j6w82lJcn9HRB7FFPm72ykw8SRLwRQL+k3FmPizXY+uqy6QukmVZGhw5CiMlXlsGZnGjBQ11Cg3W5BJI0sLEsvq6vE5zHAbNHTYW4kjPPh4b122np6GIPlF3d+fAeqneL3JwTixgjHigMZ96FTVfb79GbRKZMOWdRctE2rgcyhAGcD0SM1hxY6Ux7G6SsZGwLP1q80dVFxzs6qGU+Oo8DV4bB2ok8SSp5sguL8QbkMp8VYFT4g0k3t+FuDnO2mnpJaejPQpY/ZK5pa1tj1AHry1WYwasndfo0SeCOXrWUyLcjIrAakC2oPAUwdLexhBijlFkmXrVA4AkkOo/SGa3IOByq4+j5LYPDf3EZ+koP31a4vib20sc0BttHo4adhUDD6JpnfHKL2H11VFb5bFGGnaHNnyhTmy5fOGa1sx4X7647s7IbEzLCpCl81ma9hlUtrbXW1vbTn0tS3x0/gYx7oY/vvSvoVW+NX82OQ/UF/aqzNRI3D+eJ+Lm736bXUMRMdV82NNu3ZddNvdHGIgjeVnhKxrmazSZreAMdr+sioWWrQPSzJbAznwQfSlRfvqqeiLZKz4sZhdYkMpB4MVKqoPqZg1vzag4ZikklJJUTZ7JOgtoAfqpNdQtZUNii3geZXnYvR/i51DBAqkXUzHLcd4WzPbxKi/Kvm1eizFIL9TFIOfV5GP0XCsfUATV5bx7XTDxPM98qAXCi7EswVQNQLlmA1IGutRLYXSnhZGyuHi7mexQ+BZSbH1i3jwquhxrEZQZYowWg7gfW57FPdQ0sJDHSEOPTb9lQuK3egBIaCMMDZg0KqwPcQVBB8DQNyYmAYYW6ngywtlPLQqLe6pBvjt5sVO8p0B7Man5Ma+aPXxY+LGr26NUtgsP8A3QP0iW++r3EMZnooGSEZnUbRyyvqolDzs8rmMmeANDc559ay1ityMKPOhK/pSp+0KSncnCHgreyRvvJrYU+2YFYo0sQZbXRpEDC4BF1LXFwQdeRFVv08YxGjgysrXdySpB4KBy+dTNBypqZ5WxFrhfftnhfh9VPqHVlPGXtqXm27aPG35ln2Xo/wx5yj1Ov7SGk79HsHKSX2mM/sCtM9Gm4USxpNMoeSQB1RxdI1Oq9k6F7WJLDQ6C1iTOjNBm6q8Wa1+qumbL39Xxtbwrqo5aSRSFke062pv37jl3KRTTYmWBzqgi+gOfmsSzdHC/JlYfOQN9jLUf25uZPECwAkUcSl7gd5Q6+64Fa46UNwouraeBQjRgtJGosjoNWIXgrKO12dCAdL61T+ar/C+UslSznGm/EEC47vArg8o8SoZdmVweOkDMdYAN+/tVB18tU+6Rd2lAM8YtzlQDQ3/rABwPpcufIkwKtpS1LZ2bbf9ivQsMxKKvgE0fURvB4fzciiiipCsEUV9Apywex2Ordkd3yv8vb7qbklawXcUzNURwi7zZSCg0zbL2r8l/Y33H99O8nA+qqCWF0brOWLqaZ8Dtl49Ctk7oRfB9lQ8jHgVdvn9Tnb/ETX587RkuSTxOtfoVvNf/Zctv8A8i3/AGK/PifD6614TK4vkc47yT3lN3so9i1zHwrmVtTpj1pBKlMOFk41JWek2JW/HXwOv1UomriBQAgmy0R0FvLNhkshJ7Y0sB2ZGTixCjUHQnjcCrTi2bOP6sn1PF/Epz8lzCAbMguBrFh+IHysPHKb6cc8rn21aRwUZ4xx+2ND+zTLqdpN1IbXvaLBU5JBIP6t/Yub9W9NEuHkvqkg9cbj7VFXs2y4f7NPYCv6pFINsYbBwoZJSkSAgGR5pI1BYhVGZpctySABXDqYKRHir27gs0b7HEFGRA4DfKTQgfUR7KhewNmz4Y9YZJ2NrFZHZ1/xXIPiCK1rh9obNfzMXCfBMbhz9RzGlqbAgfzZM3thkH+FB9tAhAQ/EXONyFkmPeeTMbC51sNSL9552vy0pi2RjMXHNnaV2BJzKVAU37gBpbgAK2bidxYzxEf6WGX7Q4pDN0eQn5ER9jp+qTXJpxuTjcUOW1dUTDiC9nIte1OceI0q15ujaP0E/Rll+xlt9dIp+jNeSyD5ssVv8YvUY0JvdWLcdj2bWKrdJarnp+2vlgjhB1lfM3zI7H63K/RNXbvPuXJAvWAMVBs2bISt+BujEEcr2Gtqyt0vbTMuLcfJiAjUd1hdv8TMPZTsVOWnNQ6qvbKz4VDiK6Itc49aku4u6k+NnSCFSzOQPBRzYnkBxqeFSXVy+Rt0dfC8ScVID1WFK5LjsvKb6foix9tXT5Ze/nwTAfBIzabaGaM24phVt8Ibgf6TMsABtcSSEapU/wBztjYbYuzQrELHhojJNJzdrXdrcSzHsqvEkqBxrDHS7vNLjsS2KlJzSMQqXuIox/RxLyyoBytdizHVjWk5MYb7VVCR/wArDfrOoH1PdvTzKZz4nyDRtvE/wqGUUUV6woS+VobcfGdZhYG4/FIp+cgyP/iU1nqrC6Id5QhOHc2DtmiJ4BzxTwz2BH51xxYVHqWbTctyqsXpzJDduoz7N6ty9W35PEemJPeYR7hKf2qp7NV1eTwnxE575gPdGp/arJ8ozahf0lvmFTYOL1Te3yKfulDeyTBpEyKjGR2BD5uAW+mUjW5FQuPpkl5wRn1SMPtU0p8ouX/wo7+vPu6kfeaqF20PqqBguEUs9IySVlyb53I3kbj0KVieITxVDmsdYC3DgDwWsdlYkvGjkWLojlb3sWUG17C9r2vVDbzYkDapY8FxkV/UjRg/UtX1syO0aDuRR7lArMu+0t8Xif8A9RMPYJGX7BVdyZiD55QNNkjvKmY28tiZ137gtRVlbbOGaOWRHvmSRla/Mhjr6jxB5gg1fPRdvauKhAY/HRqBKp4tbQSjvDc+5rjuJ6757h4fFnM2ZJALdZHa5A4BgQQwHfoeV7aUxhVZ7sqHxzjXI9FtD1G6dr6f26Fr4j/DqOtZ3vWgOhjDMuCTNcZ2d1B9Bm7J9TWzDwYU17F6I8OjBpHeUA3CEBEPzgLsw8MwB53GlT7HYuOGMu5VEjW5J0CgaAAD2AKNSbAVIx3GIqtjYYLnO97dgAGu9NYXh0lO4yS5ZW18Sqi8oOYdbAvNYnY+pmAX9VqtLdGPLhsOPRw8I90ais577bfOKxDy6gHsxqeKxrooPidWPixrQ24uNEuEw7jnCgPgyqFcexlI9lJjNK+noIGO3Xv1nO3mjDZ2y1UrhvtbqGXoqH6Spb43Ef3lvcqr91P/AECrfFt4Yd/f1kI+8106TdxcUcTJLFGZElOfsWLKxAzKVJB4gkEAix76kvQtulNh+slmXIzgIiEgsFBzMzWJAzHLYceyb8RVnV18HuvZa8XLGi1875A5dChU9LL7dctNtom9st51Tt01SWwMn5zxD/qq33VVfRXvAmGxIZzZJEMbNyS5Vlc+AKgHuDE8qn/lAY8Lho4+ckwNvzI1JY+xmT31Ue7Ow5sVIY4gCwRnNzZQFHM8ixIUeLC9hcjjBII3YY8SmzXF1z0ZC/eF1icrhWtMeZAGXefqtOYiGOVCCFdHXUGzKyn6iDxvVdbzdEsTAth2Mbco3JeM+AY3dfWS/qqsdm7exmCcorPEVPahcdnxvG3Z19JbE8jzrQe5O1nxGGimdcjSKSV1toxUML65XADi99GGp41U1NJVYTaSKS7Scrb9+Y003i/Yp8M8GIXZIyzgO7qOqzZtDCvE7RupV0NmU8QfZoQRqCNCCCNDWk9xkthMMP8A6eG/r6tSfrqoen9FGLUji2HUt42eRQfXYW9Sirp3fjywxD0Yox7kAqTj9UZ6SCQi21c9wCZwmDmqiVnCwVeb69Gk2IxEkyyRgSFSFYNcZUVOIB9Huqt98d2pMG4jkKMXTOOrLEZbldcyqb3B76sfbfS31M0sXwfMIpHTMJrE5GK3y9UbcOF6rzpD3oGMmWQIUCxLHlLZtQ7te4A45wOHKrPBveIcxsw/s9nL5eGWhv3qFiPsZDjGfjvnrxz1S7A7/wC0bqizEklVVerg1JICi5j77DjT1urudjpMYs8ymO0wmkkYqCxDZiqqpJ7XmcAoUnwBge7MqjEQFiAonhLMTYKokUsSToABck1ojH75YRY3dZ4HKIzhFnjzMVUkKACTdrW4HjwNcYw91IQylib8YIJDc88t1h3rrDmNqBtTyH4SCAXev0TjvLi1jgld/NWNyb8+ydPWToBzJFZbU1It9N+MRjNGskYNxEl7X5FidXI9gHIA61GM1TcBwp9HG7nPmcRlwt/uo2K1zal42NB43XuVAwIOoYEEd4IsR7RVJYzBlXdLE5HZeB+SxHL1VdWaoRtNryOfz2+01rsOqDCXZXurrkpiL6Z0gAuCBv3i/qodFs6Q/JI9en260vw2xPSPsX95/dT1RU99fI7TJauXGJ35NsOrXxXHC4VU80AePP3nWu1FFQy4k3Kq3vc43cblQynPZW08vZbzeR5r/l9lNlFaOSNsgs5bqenZMzYeP2W9d3pDNseM8TJs1de8nDWvp3nWsBYU3Otbp8m3aAn2RhgbXRZIGA/3cjoPemRvbWL+kDZBwuLxER0Ec8ij5oYlf8JFfOOIQmGqljO57h3ErFys2HlvAkJix2HB1ppxXu8Ker3F+7WmLEyZmtUU2KbBskEopLiZbAnuBPuFKNoG2lJooM5CemQn0iF++kS3uv0V6FcJkwMS911HqjCxf+XUyOH1vmb1A9nlytw0+2mTo/jAw0fjnb6Ujt996bYd5pjJKOxlSaVFup4JIyC5DC98t6FwSphDERfUm9uNtOPCw53+qoH0/YR5MEEVHfNiI8wjVnIULK2YhQSFDKovwuR308LvJJ6MfsDD9s16/Khv7MH1SEfsGkLUNdY3WT9pbLKecGX56lf1gKZp40PoH6JrZq7296MPVJf7VWuOI27h28+Fm+dHE/6z0zzSk+09CxpLtGWMfFvIn927J+qRWkPJRx00uDxDSySyEY1kUzSySkBcNhmIUyMxVbyeaLC9za5JMkxuE2RJ/SYTDH5+ChY+9UY05bA2hs7Dp1cAjhQsWyRwSRrnYAFrCIC5CgX7gO4V2G2TckocnSfbWXNeOSytbMFJB7bJckgaHKGuMwyuhvrXj8oY7G4cWCk5gi6MrMct37ZQqyMqZmzDQMCCfa7x4b+2jHznC/rWpThNpRObJJG5tciORHNtBchWOlyBfxFKmrqM9MOJCYOQk2AIufBQ0h9wQn2V+euOnMjM50LszkdxYlrey9q3H5VM1tlTD0swPqaGaP7ZBWXejLogx+0jeJMsd7NM+ij1d9dWyStKrnY2DeSRY0Us7sFVVFySeVq/Qjyc+i5NmYYPIB8IlUGRvQHHID4c659CXQXg9lfGm0uItrM4Fk7wgPm+uoT5SXS/nifCYNro/YxOJU6FTo0URHnK3mtKDYg5RmDEiwwrDJsRnEMXadzRxP0G9Pwx848MG8qF+UZ0sNjpThoG/mkL+cp/8TIv9YTziU+Yo0Ns5uSgSlNtpdD4EH7vvrvXuZMykd4Ir2ObC4cPjjbCLNGR4k63PSc/LRa/2Vop3Qt4Hv4qLUUUU+sKivlfaKEKdbrdIskQCTAyqNA4I60DuOYgP6yQe8mpzs3pEwvyZ2jPMESp9YGU+wmqMopl9Ox2qrJsKgkdtC4PR/PJaAn34w8ls2KRreb1kxNr8bZzpew4dwr1Ft/DNwmgPqljP7VZ9r5XApWgWCjOwOM/iPgtZ4bpLxnycXf2xN9qmmTEYguzOTdnYsx01ZiSx001JJ0rMxQdw91CKBqNPEaUxHhsMRJjaAehoHkkkwdzxZ0pPWL/AOpadwGNkicOjMjrqrKSCP8AI8CDoRoasTY/THiEFpY45bfKDGFj4myul/mqo8KxOmOkHB5B6pHH2Gu8e2sQOE04/wCNL+OmavBoKr/qtB8D3g3Sw4ZUQf8ATlt2Zd2YW38V01tbs4cA97TFgP0REL/SFQHere3E4s/Gv2QbrGgyxqe8Lckn85yxFzrWaI96sWOE8ntbN+sDXdN9MaP69vakR+2M0xTYBTUztqNgB45k+N7diKihrZhZ0gI4aeQV6ZqmnRx0gPg7oymSFjcqDZ0bmyX0IPNDYE6gjW+YI+kDGD5an1xp+yBXVOknFj+xPrjb7pBT9Vh7KiMxygEH+XUSLC6qF+2wi/X+y3hgulDZ7jWUofReOQEe1VZPcxrltXpUwCA5XaRuSxxuL/pOFS3tPqrDadKWIHnJCfUJF+2RqUQ9LDn+pjPzZSP2DWeHJCl2r3dbhcel1ZGbEbW2W/zrKvLfTeaTGSmR7AAZY4wbhE42vpdidS1hc9wAAmfQvvbhMMHjlvG8jA9cdUYAWVDYXQLdjrcdpiSNBWZIelTvg+jNf6jEPtpx2f0kRubdVILC/nIfvFW9ThUUtN7PazRbQ6W06+3zVdT0deKgPazacekG/it2RtBOAw6qUcQwySD1gi4pJvFvPhsMpMsiggaICDI3gqDtHuvwHMgViz8tYOaSfRQ/t3pRFvhh+9h+gfuvVFDyJL7O23FvAN+tz5K7l95NGVMb8dfAD6qeb67fbFTSTEWzaIvHIiiyr4nmfEmtSwJYAdwA9wtWJF3tw3pkfoSfcpp1wG+APmYh9O6SVbfZVhi/JuSpjjYz4AwEZtO+3oqqlFZSF8ksDztWudkjj0dK1PjdyMFIzM0CFnYszdoEsxJYkqRqSSb1S/THseHD4lY4UyKYFcjMzdoySgntMSNFXQaVE4d85xwxcw//AJMoHuz2pPtHbTTNmkl6xrBczvmOUXIFyb2BJ99MYZg1VSzB0kpc2xFru7Mjko9dVMlj2REWm+tv2Uj6NtkpiMXFFJ5hzMy3tnyIWy3GupGttbX4cavfb+5mEliMfVRJ2TkdEVGjNtGDKAdNCRwNrG9Zm2ftBo3WRGyuhDKykXBH1HuIOhFwbg1L9t9J2NmiMRMahhldo0KuynQgkuwAPPKFrnF8Lq6ioY+F9gOkixvr0/suKCsghicyVtyejUW06FDkfSvt653pJi9oonE3PojU/wCXtrSht1UxxukOywXK7bSxeRSefBR3nl+/2VDqU4/GNIbnlwHIf5+NJqkxs2QtjhtF7NH8XzHX0RRRRTisUUUUUIVc7N2jfstx5Hv9fj4/6LnUUqbdHO62Pxxy4fDyzAXHWquWJSLdlpnKxA6jQtfw7tfWiOFhle4NaNSSAB2lXuG4vpHMeo+vr3rRfkU7xi2JwZOtxiYh33CxTe60Jt+c3dUf8sPdDq8QMUq9jEKMxtoJkFj9JLH2GpL0NdA+OwmJhxcuIiiMTXMUQaZnQjK8TsciLmUkXXrLaEa8Ls6StgQYvCSwzWCshIc2GRgDlcE8wfvr5+5Vy0suIOlpnhwcATa9g7Q7s72BuL5kqLiRjdMXRm9/NfnIx0y01HQE1Kt4dnJG5UOGKlgcoawsxA1IykMLHsk258qi20zxAHA1nFACQSqTc04bm4S+Kwo9LF4Yew4iMH6qTR3PGn/o6cfDcPwOWQva+t44pJR9aA0uQS6r9CNzorYeAf7mP3lQT9ZqE7Le+dvTkdvpOzffVgbH7KoPQVR9EAfdUF2fsLFRoq9SxsoBIlgOtteMoP1Ul024JRevD16bCTjjDL7ArfqM1cnWQcYp/wDkSn7EpVxZFq8stcpMTbiGX5yMv6wFcRtKP01+kKSyFzxi03yGluMlU8CPeKbXfWkQvj0/dG8f85dvRw7L9KWI/sVF8TJUs6L2Aadu5IRf1mYkfUPfQTZK1lynHpO3YTHLFhnbKssl2FwCwjeKQgeu2U+DVZGwtkx4eJYolCoigKo0Gg+099Zh8sLbDLhsO0ZdSJyqsLrZrCWwPfaG9u4HuqAdHXlO7Rw1o5wuJQadu4kA+eOPtrm+0Mk9sFuquzpiw+38RmjMNsOb/F4OQShx3SMck8nzerRTfzSReqN21smWMFZo5Ys2lpY3jPsDqNRxq8t3vKo2a9hKksRPHQOvvFjVkbudJ2y8aMqTxNmFiknZv4EPoa1eG8qnUbAwQtsPy3aes32rlILg3CwbKhBIPEGxr7Ga3Pt/oh2Riu02GiBPy8OTCb956llRj84Gq+3g8l7DNrh8TNGeNplSdfUMgiYDlclj662n33w6riLJQ5h6RcX623PgtTBjERA27g7+CxztWLK58dR7f870mq5ek7oF2rhhnWH4Si3u+EvK2XkTCVWa/giuBrrpc03MhVirAqymzIwKspHEMpsQfAirGhrIqmMOicHdR8+Has3XNaJnbBuCbjtz8F8oooqYoqKKKKEIooooQiiiihCKKKKQlCK8k0E1zZqbc+yF9ZqddzN2sTjsQmGw0ZklflwVFBGaSRuCRrcXc94AuWAK/ox3Dxe1MQIMMt7WMsrX6qBCbZ5GHfY5UHacg2GjEbl3F3P2fsDCZUGaSS3WzMB1+KkA0H5sa3OWMdhASdWZmbLY3ygjomkDN/DcOk+mp8U5FE6Rwa0XJTJ0Y9DOzNjwCXELFPiNDJiZow4V7HsYaNg3VgXIuo6x9SxsAqvu8e5+yNsxOjRR5wLCZI1ixUJPmukmXNa4vlOaNrWYHUVBt59vy4l87nQXyIPNQdw7yebHU+AAATbF2nJBIsiGzL7mHNWHNT3eoixANeTSY/UPqOeLjfjfPs4DoWqZyc/sMz8fh1fv/Dl7pU3DxOy8U2GnF/lQzKCEnivYSLe9jyaMklG0uRlZmrd46t6h99b4363Xwe38CY37DrrFIAGkws9uPLMjcGXQSJ6JAK4b2vuziMBiZsNiEySxFb21R1ObLLGxAzRuNQ1geIIVlZR6pg+OtroLOPxgC/SOI+vBUtBE6Kra1wsQT5FdGaiuWevamvRcM+GnaO3vWuvcr1Ui3fhsl/SN/ZwH7/bUcNTHDpZQO4Ae4V1iD7MDeJ8lS43LsxNZxPl/uF7oooqnWYRavqmvlFCF6LnvPvNeaKKRIABoiiiilSoooooQiiiihCt7oJ8meOMLiNpKJJCAUwV7xRX1+OINpZOXVg9Wvav1lwVtrfHpO2Zs1RGzoDGuVMPAo7IGgUKnZQDhbS1VF5RPTyVLYTBPYi6zYheXIpGftast4vEMxJJJJNySbknvJNeN4rjFXicvO1LyeA0a3oA0Hmd5KcawALRW+vlUTtdcLCsa8nk7b+vKOyKpbe7pM2hiietxEjKfkhsq+rKLCok2tc5lquAAXRaU4rMSKSzWY399ccPiLeqnTZsrIwdTZhexsDa4IOhBHAkUJF83Z2CcTiYMOtwcRPHFdbEoruA8gB0+LjzSa8kNa33m3OwyxCFYo0VFyw5VAaLslQVYDMG7Ru17tme98xvSvk47KHwzrm0ESlYr85GsGI53VMy/8Q+zQe8GM+Nw6cWlxEKBfAyL1h/RjDH12HOoU/xOACuKJoZGXO4FTNJlj1kbIL2BaXKCdTYZmtewJ9QpbDjoTwmHsmhP+dR3pJ3flmWAp1JMcrM0c0nVhwVAsDla9tQVsNG40wYnd/GFCvwTD5iFHWxSwkizZiRny2vqtx2gDxNgKs2xNtqs1LO8OyarSGFPJ29oU/YBR8Fb0v8AB/8AdUH312BM2Ew8SqZOrZOuVCLsqxlTbMDftWsSrWNjlNrVF59iZY7Lh8csllscsuQNcZ2zRZcxKjL5qrcAhVvogiB3rl9UWm2yrgET96n2FfvNeJInPHIfWzfgqp9+pccvwYZsSuXDxh2iaS5e56wt1bDO4AXzyL94uTScbbmWeFYMRipFYRZlxBJYyF2EiFCD2QoXgW4t2jy42FKDrhWriNlo3nQxN61jb9ZRSCXdbDHjhIPZFAPssar/AHn34xMeMkQzNHEsmXKsULsq5AcwWRczEk5tX4HTld23F3vxMmIETukq9sFlRVHYvZ1KohKsQPOA0YcDSbCW6ecVuTgzxw9vmNKv/bkFfdm7Hhw4KxI6hyCSxmkGl7XaVmIGp0vbU01bW3znGJliVsKixkBDOJO2c6x2zLIBe5zWsNPUTXrYW9k7Yr4NKkJ7BOeDrbA5VcXEmuUqbagG9iLggkMdwlbJY3Tf0qbJhxEEsEqZ0liOnArKlzFIpGoZGsbjlcagkHFm/W6MmDkW5zRuxCSWsdNcjjk4GumjWJHAgbr3oZO2Lj4s5X71zorr7LEa+vurOnSJhxOzwWJRtbrxjYXyOCdLg8jxGYagmq3bMcllemJtRFtDVUPIdL15w07LqCQe8EirI2b0ZEizykHnkQW+tq64romf5M6+poSPrEh+ypHtbAofu6a17KPbudIWPgI6vETLbkHNvcatHdfyltpw26wxzL3Otmt85darqbowxak2aBgOFpJAT7GiAv7aZdp7u4iIEvGwVeLCzqB3koTlXxa1dtlY7Qph9LIzVpWw90fKawEoAnR4W5kdtfq1t76m8q7F23GVIw2KAGtwBPFfS6t2Z4jyzoV9dfnmjU/7n7xTYSeOeFirxMCCDoRzRhzVhoQaeY5zHbTCQRvGRTFlM/KH6HpNkyq6FpMJOxWGVvPjexbqJSAAWygsrgDOFbQFTeqa/RTByYXbuyyGF48VEVcaFoZhzW/CSKQB1PeFNfn1vJsWXCzy4eYZZYJGjkA4Zl+UpNiUcWdTzVlPOvUuTOMurYjHL87df7w3Hs0PYd6acLJBRRRWnSIooooQiiivlIShfa8sa+E1zZqae+yEM1TvoW6KsVtebJH8XBGR8IxTLdIxxyKNOsmI1EYOgILFQRd66AOhTEbXfrHzQ4JGtJPbtykHtRQXFi3JpSCqa+cwy1sTaO0cJsrDphcLGi9Wto4VvlQHXPIb5mZiSxLEu5JJOpasVyg5SMpGlkZ+LedzfU9HfwUinpnzvDGC5XPZeBwGw8IuHw6WPnBbgyzyEANNNJa5JtYtawACoAFCittt7VkncySG7Hh6Kjkqjko/zNySa44/GPI5d2LMxuWPE/cAOAA0A4VxjQkgAEkmwAFySeAAGpJ7q8gq6x9Q8ucfU9JW9w7DI6Rt9Xbz9B0ea+UVZu5O6AitJKAZOKrxWPx7i/jwHK51pH0h7r3vPGNeMqDn3yAd/pDnx43uhoniPb8OhcNxqB0/NDT826/D9/8AdRLdfbkmGkEiajg6E6Ovce48w3I94uDMulncLDbcwivGVWeNScPMRqrcWglAuerY6HjlNnW/Bq4p/wByd5Xwsl9TG1hInePSXlnX6xoeRD2H176aQEG30/bijE8PMtpYsnjx6P51HoyZtfZ0uHleGZGjliYrJG3FWHquCCLEMCQwIIJBBrxG1bK6fui2La2HGJw2X4VGl4mFlGIjGvUuTazDXIzWytdWsCSuMJEZGZWDKyMVdGBVlZTZlZTqrKQQQdQRX0PybxyKugGzk5oAI4dI6DuVfSVXOjPIjUcEqQ1NKgqtU1hkuAe8A+8VdYg64aev6KvxzMMPX9F1ooBoquWeRRRRSoRRRRQhFFFFCEUUUUIRRRRQhVjLJ/o18jW+lJ5+NOG7gvKg/PFeFHRPWzVn7ldG4MEcskedpVEna4IrC6KF4XykEk65iQLAayfD7gQHjBGfXGpPvtereweDSOKPNpZEHtCimaXe7DRkjUW55bj2ka1TSlxPzLSU2yGWDbqu8Z0c4VR/4aL2oNP8qYZ91Is+QRIugsVQDQ8OGnI+6rO2tvdmF441ca2Ibj4EW++oJjNqSh83Vuv5oKkWvewPG17Vw15B1UrmgRm0eCd9y9w2d4lVjGLkhlupUXLEgD5RNz7at8boRYcpMM7yxf0ckrtIQTxPaJA0ubADh6qrjdrfqJbGXOhTXMFbT2gX9gBFT3ZG+8GNYQwOXkKM5zKyqqKVVmuVAuC6jLxN+65EmP4tNVFqGubrk3eoj01bY66XCggW6hmIIuAzS9WTa2turb2Ux7W2bFHl6tgx6pXzKpVlLRq6kdhcuYMGCgsy8GN6mfSDtfDRzJhnwizmKJCHaVo2HWk9lerQsxYrmNyNSLDWkewtsYAvH/MyoaRACuJeVQS4CnK9syhuIvY2N78KumEgC6y8gGezon/pk2hIq4dA7gsJCcrEFivVgXsQSe1w7zTLvZJPhljtNMjmNjInwuSQgqF1yg5VGbrE4sCUaxIBs7dM+8ezoTCuKWcsVdkaDKCi3UNmLuosSAbWPm+FRHZ+3tjSSIjSY9S7quWZI7EyNcBisZYLIXzFuecm+t6Am1LN7Nu40zZY5snV4ZZGGeKIMwQu3nkAsxsLcBxNheu0m09oYeaBJJg6y4gRZbKQyBow7aRqw/pCB2r3Q3FrXaekrGbK+EssuLeGUIoeNYZJUHZBW5EZsShBK5uFjpfX3uJBgZcRGUxwnZC0iRGJ4mZsurZpGN7DtEAAkqhvprzl/Aul3xW8+0JsRIkUcbIs7wgth80alHKAPMeypNge0w84WGop43B21MZwksMEZkgEoMcIikynKQHsxPyhdGsVPHXSobtfZeEGIlZNpYNHMsxKvKqyI0jP1iZg+hGdl0Fx66mnR7ss9a87YmHENlyXgk6y2Zg5LNYWuRoLczrQQEJk3j2kZZpSNn4eYLK0ZlIJkJTs3dlU2LBbC41tlGYinHo8x0XXsnwMYd8j2bPI3mSdXIoEqrls91JS+qkGk2O2BjUllMDwWeVnNjCspuxYKzMucgAsuVmtZ3HA057s7MxhmM2JygrEYkClDfM6sT8WSB5vEm5LE25kOiQJHvFuZiMRisQ6yIkMywA2UvLmiQLcXsiC5cXOe/ZNhbWI7I3MVM2YlrO1idSQGIBJsOIF/bVjbY37wcIeN54kdL5ocwE7cfNjJDtcDQoDfXmCKrTbm8+IxKnqlMEZBC6DrmGljqLJoLWtex+SRVZUEXuVf0TH7Nhou20miQi4CjlpSyLCRMOXsqA4vdNnHafEXtbWVmFtfktdb68f3VwGzMTCvxU2Yj5M98pFuGZFup4a5W56cxWvLXFXLWOAFlPcRu+vI0zbX2EBy5Ed4PKxHcRyqILt7HIe2pFjxzK8ZXwCnN9ICpvulthp/OHClY2xFk3I87JusybzbP6nETRco5pEX5gc5OPPJlpGhp46SHvj8Z4YzED3TOo91rUzRnSr1g+FZR4+IrTXkY74dXM+DY9mdesiB5SqO0B85f1aT+XXueElw+PQACf+bTkaXlRS8DeLNEsqEnlFGPVTPR1tw4XFYecH+ilRj829mHtUmto+UlsQY3YuKy6lIRi4rC5JgtPZRzLxq6aenVtgdX7LXRv3E2PU7Lw17E0Rkvz8or4DX2vZU2iiiikKF8ryxoY1ykemZH2Qh2q9PJx6AZNolcViw0eCuCiapLjPBSLNHhzzlFmcaJa+dZH5Nvk6mbJjdooRFo8GCcWabmsmIU6iLmIDq+mey9h733936CgwYcgWGVpV4IBpkjtpccM40Xlrqvn3KLlQ2EGKA573Dyb09O7dnpMo6KSpfsMHoOtKt7t6osHGMNhVRTGoRVRVEWHRRYKFAy5gNAlrDn3GqZpSxLMSSxuWJuSTxJJ1JryTSrZez3lcIgux9wHNmPJR3/aSBXlM0753Z9y31HRRUUeXa4/zILlhMOzsFUFmY2Cjif8AXG50A1q1Nzd1VgGZrNKRq3JL8VT7C3E+A4qt1d3Uw66dp2Hbkt/hXuXw58Tys8SygcSB6zarCnpmxDbk18As1imLuqDzUPy+Lv289/Be6KSnaEfpfUf3V0ixKngw9V9fdxqQysgedlr2k9Dh6qkMLwLlp7lXXSDuv1ZM0Y7BPbQf1ZPygPQPd8k+B0hlX66g6HUHQg6gg8QR3Huqqd+t2TA2dBeJjpz6tj8k/mn5J9h1sTArKXZ+Num9azBcV5y0Mpz3Hj0dfn16++j7ew4Z8rXMLntDiUPpqP1lHEajUWLb5TPQ+Mahx+DUHEKgaWNNfhcQXRlt506ra1tXUBdSEFM9Tjo03w6kiGU/FMeyx/qmJ/7ZPH0TrwJqZgmMy0EzXsNrd1uB6D4ap3FMPdf2iD5hqPzD18+tYniepXsGe6D83s+7h9Vqu7ypuhrz9o4RO98ZCg0PNsUgHPnIo46vxzk533dxdmtyb7eXv4e6vfqHFIsSpecj1Go3g7x6cVU1Tm1VNtN1Gfr4KWqa9ik8bV2U040rNr1RRRXSEUUUUqEUUUUIRRRRQhFfVFfKU7MS7r67+7X7q5cbC6cij5x7WcSB3qn8WtOG5ms8Q73Fctpwc687o4GSXERRR3LySBVy8R8pn10siBpCeSqTXhjtE5HmVrTfHeIzgRRr2QqlnPyrgEhRwCjhc3J7gNS27I2Bm+SCe8/6tUvwGwlGnLkPDl9VOUWIgj0zDTU6gWHiSbAVSvju65K0kcwayzQo3Hu4bcALeFMuP3dN708be6Q8Khyo3WMeUVmUeuQ2S3zMx8KiG1ukNlYMscdhfsyF3udNSVKcLcLczx0rgtbeyfifJqUvm3czKQVY+oVY+wth4WMK8AWNwmUlVCPbQkHQNYkA2PEgd1Ue/T1OhI+D4dgDrlMkZPhclwPXY+qrf6L94ztCMyGMRWjgcAP1lzKrsVvkS2QKuttc3K2r8MDm5hRqmsaRZ25RfeLYuMkxzTKjTKpiIbOkdmit8XfrEkHAMHSxGbQgi9PKbFxc+IjkkiKdqIubqI1EWU9kBmChsuiLoCxsANBFd4sEz4yYB2/pDlLYjqVUIiIQGaREXVDoCLsTTxuY0seJiXrZTdirKcXJiIyvVM1tZpYTy1XUEEXBuKtIg5rc1n5y1zrtSDygt3cbLioJYYWlWOFbFV6wdasruVZBqVIKafKFxyNMG1cHi8btOGT4LiY0WSLJ10eIJSNJnxUnWTTM+YiWWYKcwGTq1CoBkDv0r727Q/2iMNhppU7EaiOMR+cwLu5zC2idoliAqoTdRc1w3W312pHtKPCTYgyr1zI6lICkidU8qSo6RK+SRMkqG4urrccqe2jZRtlN29oMW3HmmRxGGLBmjkaMt8BMcDEojHKs3VsWjDMmW4GZRbv0ZlZtsyyxIwiz4mVfi8gVGJCErbs5s9wDZjxIBvZdiekzak20JMJh2hFppYo1kgkdfiiwJYwxSy6lT2suUXuSo4PXRX0l4ybEzQYhYCIUkJaJChDxSBCL5iGU3NjYcL89EJSgKnNhbYjTE4rrFgZnixHV/CY1lSPEoRPHmRwbdb1b4a9rgzqdLG9keSehDYptT2IUB46r1jEX77MpI8R30g2b0r4nErLJ8AwUghhOIm7F2jiBUMxZ2u2TPdiB5odrAA2snoS3yXFxzWw8cHVSKCIbZGzrfMRYWbTx0tSkpE1YHZeFtLI4wrySM5CzqrMknX9XGOzIHUS9YsjvyAJ1sQHrc/Arh8XMsbRsjwiQCEERKGnlEa2zvdxGgYkm4zldbXMcm3hgkck4BDdwuZcRKCWcnKpCwgB3ytZASTla17G0u6OMdh5FkEUPVEZS3bMgYMDlIY2ItlIy28aRzihgUgk2JD8a6Rp10ylWkCjP2gVuXtewBuFvbw1NR3auzocMoMjxINAM7qg5D5RHM2qN4bb+1ZcbPBGUXDQyOplMXxoLNMEijcMFJAQEsyMVGXUllIcsVujGxsyBmPnOwzOx5Fma7EnvJ76rJ7q9pgLa5LrsfFQ4gXjdHXXWNlcGxytqpI0Oh7qNo7uqdRUS3p6OY17cYKSLwaMlHHzXUhh76j7bc2pGvZmz5bi00aPcD0mAWVj4l7moJAOoVm3aGbCpNtTYBXlpTdu/GYp1HyXNjYd4Nvrt7L1Kdxd4hjYTmTJIhyzJ8kP3qeasCGHMA2OoNJ9oYRYmLdx0pWR2cLLmSe7SHarI+9E2fE4l/TxWJf2PPI4+2kqjSuu2Yss0q+jNKv0ZGX7q8xjSrxugWXkOaV4fRbmt9+T1t34ZsrDs1iRGYZAdblOxY+tbe+vz96y9u4cK1v5Dm2c0GJgJ8yRZVHg4yn61ocmwspb47EOExWIwxv8AzbESwi/ErG7KjfpIFa/MEU1VcPlj7G6nbMrcsVDBiB3A5Th2A9Zw+b1se+qer3GhldNTRyn8TWnvGfjdNor4a+15an3IXORq1v5NHk/LCI8ftBQZLCTD4Rx2MOLZlmnDDWcDURnsxcTdwOroTye9jJidsYCJwCpxHWMDwb4PFJiQpHMMYQCOYJHOto9NW1nXq4QSFdS8lvla2VfUCCSOfZ7q8/5ZYy+laIWZXFyd9ibAdGhuplBSGplEY3/TNN/SBv2ZLxQEhODyDQyd6rzCd54t4Dzq/r7Txutu9JiGsOyintyEaDwHe3hy4m3PyFz3zP4legRRQUMOWQGpO/8Af+BJ9gbHknfIg4asx81B3k/YBqfeRbm72xY8OmVBqfPc+c57z3AclGg9pJ77I2bHCgRBYD3sebMeZPf7BYACuG3MVYZRxPH1f5/641NfzdDCZn5kee4BZWtxCSvk5tmTfPpPoue0Nqcl+l+799MOIxwvzY/650nx+I5Dhz8f8qSIpOgrB1ldLVO2pD1DcP53qZDAyIWaErOPPd9ddI8cOYt9deIsCef1f+1cJsMw/eKh5J5SHZ+0yOeZfr9h+4/VT06pIhBAZXFiDwI5g+P2VA8PMVP2jvqRbGxliPRbj4dx+4/5VosHxh8TxFMbsOWf4f28lX1dIHDbZk4eP7qvt8N3mw78zGx7DfsN+cPrGveAx1eu08CkqFHF1Ya947iDyIOoNU9vNsV8PJlbUHVH5Ov3MOBHL1EE6CrpebO03TyV1hGKCobzb/nHiOPXx7+qadF++FsuHlOnCFzy7omPdyU/o91Uf5TfQ18DZsbhFthna80SD/wsjHz0A4QMTwGkbGw7JULJ6tbo63qWdDhp7MSpVS4DCZCCGjcHRmy3Bv5y3vqDe85OcoJcPnBBy0I3OHDr4H/YxsSonQPNTCMvxD6+vDXisZ7Ixmdb8xofX+48ac0NSHp76OP9k4pXiucLiSxiBuTEwsXgLHjlBDRs2pW4NyjMYzh5AQCOB4V7fTzRzxtnhN2O06OIPSFl6uANIez5XadHEdiVCivi19qSFDRRRRSoRRRRQhFFFFCEUv2GO3+ifuH30gpfsLz/ANE/aKal+Qqbh3/5LOsKtcSl4z4VLfJvwQ+E4mXOitBg2MaNftvJPAvEagZVaIn/AHw5BiIph9VYeFWX5Ke8Cx4jE4U4eOUYuFnd3Zvi/g6usVksVK9ZiSpYZXHW3DHLlPiEwyTMJN8ldG0dvwyxAK4VmHBmCsBpm0uOHC40141XPS9tCAIsUYVy7h2cAMBYen6RvewvbW9tL2pvxJh4sOljMOqVgqKIiTnKlsoMTtckMwylTdmsQDpWH5ONMwaS6kDRL5iL6kEkkkjhoco7VhrVLILFaGmcSMxZVnLMwIAuSbCwFzr3Aa1Im2FM6aLa/Atp7bcatvYG5kai+UX77a++l2J2EOWvsrgg2upYe29lSeyejANYOzavckWXzjbUkE2F7+ytC7o7pDAxZImIFl0Y5r5RZfOudBpoaaotmRx6yMqDuJ7Rv3Lx9wqSbHkWWK8ZbKCyAtfUoSpIvra4tfSnqfbKiVphaAbeGqgQ2hgZXd2jxIJkbNkMQTMGIZlDPmszAn26W4CS7mDAmYZOt6wKxRZQLW0VmBW4JAYDW2jHvqtIEOY5QeLNYC9gLsx05KASTyAqXdHCXxPzYX/xPGP2T9dWzQdnNZ2TZJyTf0g4XZRx7TNjpcNiUy5hHF1iKwjCDV4HQkxnKyXKkEhl1IPXo+3f2dJjevXH/CZwGcIVSNj2BFmyhVAWOMiMIoCqMoAAUWgO1+p/2xiPhPVqubE9WuICKjP1DrhyTODABmyShpleM5RcG4pZ0FwF9oMwyMqRzkmHMYRmkRU6vN2hEwzdWHs2RddQactkmhZPWM3UwseMxEsO1NngytOsuHxIhmUiWTNLDKOvFwJFBtlBBQA8DeQdEvRykJxEnwqCYyxmMHChckeYlmJCsVFzayKFAA000FLdH+GjnnlEiQsepdkXE4kYWISiWNirEYiCXM8QmhRkLiOSSN3QqpZH7ohuMJtKQX1wQXMRa56rEHXhr2gbcr0HRAIupZu10a7TwnWjCzYA9cqIzPZ2CxliAgeCRVzZyGFjcW5qCJv0LbhTYHDypK0fWTSZrRszKqrGqKMzKpJNix05ga2ucz7F2PA0GKldTmgWAQhBGB1kshXthlJKBUbRSp562tV8dAM7LsyVsx0ecrqezlQeb3agnTmSabkdYJxjNo2CdNk7u43DsWWG5JPbWQhrXDAAZ8gKsodWKE30OZSVMk6ONizRda8oIaVl843c5c5Z21Juxc8Tc2vzqEbKwrSF/wCnFs5EiE9ShVHkPWm3A5QNGUi9+1oDN+izEOyNmZm7YtnYsRprqxJ9l6gQ14mcG2tf6K/xDAHUcbn7YOza4sfxaeSi2z+kTCYJ8WsxcOcS8oshYMHSPzSugOmufL4carHebp5xUmJVsIqxxKCMmIjV2l7y+SS6AaZVjcG9ySb5RGelmYtipgBzS59caNp7DTDuTu8888cS3vIwW/NV4u36KgnxIA50SuzTUDQGDLctRdG29EmPwvXvEFYSOhWHzbKBY/GODYgngW+6m7a2yvONra+8fZUv6PsIkJkw6gKESJ1UaDLYx6D83IoPgUrhvxYKajSDK6eieQ6yjXRRhFV8V4yJ9USH9o0dIjWygc2+41y6NsSFE5vqZvqEcdvvqN9MG8bQwyTgBmTKEB80M7rGjMOaqzAlR52guL3BHnYIlycXFZ439dTjMTltb4RINPTDFZP+oHN+fGmdq5REk6km/Ek3JPMk8yTqTzr7K+thVwBkqB5ubrvHqbcqvbyQdudTtJY79nERNH+kO2v2GqNgW1Sroz2n1GNw0t/MxERPqzgH6iaU6LlaF8uzdoPFhMSNGR5MOfHrF61AfV1Un0qyLw0PKt++VZgus2RM3HqpIJBb++SMn2LIxPhesNbVwObtDzh/iH769r5CTNqsKEMv4HuaDvGjv9SnChM1PzkfzAkEcRr3i/ammvLV8Vq9Va1dI+B1nabjxVWDdPHR/vG2BxmGxagt8HmSQqOLx+bKgJ0BeNnUE6AkV+gO08Hh9rYaHEYeVWDLnhlGoKtbNG6+crAixU9pGDAi9xX5xsKf9yN/tobOLHCYiSHObugCPE50GZopVeMtYWz5c1tL1h+UmAjEGgg2cMs9CNbZZi25SKed8Dw9hsQtu7I6L5i4610CA69WWZm8BmUBb95v6qn/AMDSMBEUKqgAKOXP1kniSdSdTVA+Sl0u7T2pjpo8S8RihwZfJFCseaVpoVR2a5a4USDKpC9rUGwtoTHntH2fZXmk2G+wyGM2v3qXV4hNVW5w5DdoFwqLbZn1c9xIHs0FSmodtYaN6/2qyfKl55uNu4k+A/cqRhYG049CaKWbLGp9VI69RuQbisYVdJfdrte9spt3eHtpKcU1rfXzpXh8VcG44cbfurxPApFx69OB9lIhIKX7MfQju++kFLNljU+qlKFNsFJdVPeNfXwNJtvbKSeMo/rVhxRuTD93MXFdNkD4tfb+saV16lSHnKdhfva2/aAsw9xilJYbWJt3qj9u7KkgkMbixGoPJlPBlPcfqNwdQaSQMwIK3zBhktxzXGW3je1qv7eXYMGIVVlHA2RgcrgkahTzuBfKQQbcNKYId28BgPj5ZAoTUSYmRFVD3jRFLd1wTfhrUQ4a8yWZoe9aiLlDGYvjadvgBkT/AD+FQjyylQ7LQv54xcPVW/tMkoYerq+sPsFZN2HjspsfNP8AhP7jz/8AerF8o/pUXacyRwX+C4ckoWUq00p0aUqdVQL2UUgNYuTbNlWq1FfQnJTDJKfDxHOLEkutvbfTqOV+1RqSj2qfm5Brn1KapXqmPYe0OCN+ifuP3e6nyp8sLonbJWdqqZ9O/Zd2HiEUUUU2oyKKKKEIooooQilmx27Y8bj6r/dSOuuDezKfEfbrXDxdpCfpX7EzHcHDzUA2WdWHganHk246OPHurWDy4eRYiebK8crxjxZIy/8AwjztUHwg+MPiDTt0ebLeXH4cISpWYSlha4WG8pHiHydWR+frpevD5hdq6gNnhah2nP1rADgOfjThhNlKLA34amuu7WzFAGniSeOtOO3Jwi6C7NcIvee8+A4n/Oqd2Su2uJyCYd5t68PhRZyS1riJLGQjvIJAVed2IvY2zWtVXbzdIE04YLaOLmkfnMunnyHU+IQICDYg0i37w5SY31OW5PHziTf1k5qhrgjhwP8Ar3UyXbeSmiMMz1Uy3IxisbLqQSGJ1zBtdTz7vZV7boDJg1/4ze+WQj6rVnTcaFlmjdBdJJEimQcULOqq4+axBP5pb2ap2Hu67YaNSNGhW9iPlrc63/ONWFE0NBVNizy4tCpXYGPaIvlCHOhQ5445OIIv8Yj8iwK6Br63sKknRklsRKe6GLw1MktxYafJGgFPq9Ekq8JAfWgH/mU+7rbjPBmJGZnI1BUAKo7K2zm+pZr6edblepxcFUqAzb54t3cIkLAE6fBZJSFvZczCcXNudgL8AOFLt1d8WzSB44haJpSYYzCfiyAQwLve+bQ30seN6XYTo9xsLMYjHrpd443awJtpJFIoPeVtf3WNm9Hc6rPn8+WF40yqzKC4a7N2RpmK6DkvjopISDpVSYzpawzkmTZ2EfMTctYsb6m7GFrnnwFTbcnfrBnA4qRcHHDHExEsEWQpLnRBr2EHazBTdeHfUFToX2tGsiiOIiVAj6gkqsiSjK0sQZDnjU3UqTa1SjZHRfi4tlYqEqDPO/WLEGX5JhATrCQmZhETxsM3GkKXJRpdv7GZTIdluEVgjSREiNXIuEMgVEVyNQhYMRrarf6P9o4J8AGhiMeHtKvVEdrR3WQEhjmLNm7WbW971TSbpbRXBNhzg8QHPWICJcMYTHJicDimkZRNmM6tgUhFuzke97jKbV3D3bmg2bHE62kCFnjBDMpeQyMpykgsuYghb3IsL6X4myaSE9TBrpGgmwuPNIpMRs8k9jEC51s0djY3Btm79anO4rwdWOpzZQxzZxZr3BN+R0ItYkWqD7LhyKFlw8slidCAAgbOr5D1ZJzJIW7R0dIrEEZhJdycDJHh7tcHtORbiMo48x5tU9ESZNBpwtZa/HmtbTkB7jZwtd4cHa521ysNeOV9VWGO3OSVOucgZlzN7LjU+z3UdBu74OMeUeYsLLH4sZIyzHloFt32Y07bZjleNI1tqgNuIVT2hI+lmdgbpHay6M1+yKsHo53fEOHiIGoXMfEv2m99zXZzkKrCbQi6fMZgrWdbB087kXQixUn3ML6XUVXu/u0Oy3fY/uqydvSjLcceR+0Hw8P3VU+8sZcn12pJNbJINLlRLZfWK4ZODDK49VyresXI9R8Kh3lA7cRIFw1wZJmSR15pCjZ1Y9xeVFC34hJDyF5R0jbwDAYYlCOvlusAIBsQBnlIIIKxAg6ixdo1OjGs07QxjyOzuzO7tmd2JZmY8yTx0sByAAAsABUqCDPaUaqqctkLph66QpXPD8K+9d7anqqSuKlWFm7QtxuLeukEaE+FOWCjC8NT3mhIt7dKA67Yc5OpbACXnxWNZffcXrDNbo22f/kTf/tQ/wD8wrGO2tncXX9IfePvFeofZ5UBsEjHfn8bBXOE1jYyY3b9D08FEdr4G/aHH5Q7/H19/wDq7SrVKqZtr4K3aHDmO49/qNepsLZW83ILhGL4ba80Y6x9fXvTea4yV7vXhzWYxOhdAbjNvH1VA03Wl/8A4fcH852g3owYdfpSTH9j6q1djD2j/rlWYv8A4esBvtN+X8yUHxHwtmH+Ja03iT2j6zXivKA3rn/4f/EJ1uiS47FpGjO7BURSzseCqBck+zuqE7M2/Biw7wklc5U5lKsDYG+U62N7g/YQalG9uxxicPLASV61CoYC+U3DKbXFwGAJFxcXFxVRbu9He1sIzmFsKwcAMC7lWsbqbGNSGFzz+UayOMUBq4dlvzA3H1U2jnEL7nRSp1tp3UpwTrqDz5n7PCo7iMBtviYMK/zZApP0pwPqrgRtcccCp+bPEfslasm7k9WDcO8fWythiEPHwUyTDCxsfO9teZWCLbn+/nUO/wBrbSUEHZ0pvxyuWP8Ahjak53kxI87AYxf+FIR7zEKZOBVo/B4t9V0K6E/i8D6KUU57MhNvFjoPsqBpvuqnt4bGAf3I/aZaY+kHpGWWMRQiSPMbyNJZHygghVyux1OpNxoLa5jZYsFqnyBrmEAnM8Ah9bEGkg3WioI7ADuAFdFqKdEsuIbAwmfN1lmsZL9YY856svfUkpbU6kZSdSalkQ1HrH216I1oaA0aBZ0m5uVR3l+y/wDyvDj0toxe0DDYs/blNY7wW0mY/GMzHgHdixA7rsSbfZWtf/iBzfzPBJ6WMZvowOP2/rrHKCvZuQsbJKEA67TuvVJFO6GTbapZGtdlFM+ycdbst7D3eB8PGnoVuxCWZFbKjqmVDNpvaOCKfti7QzdluPI+l/n9tMNANcTwiVtilq6VtQzZd2HgpnRSDY+Pzix84cfEd/76X1QSRljtkrGTQuieWO1CKKKK4TSKKKKEIooooQoPh2BZLcNR7lNqfuj7bKYXHQSyHLEHZJmPBY5UaMuddFjZlkY+ijceFRrZMoOi8R2gp/1z4e2k+1cYp7weBBFiDzBHhXhzxtBdxmzrre+zYrDS3r4j16HX303bRw/FiTYAmSVrDQdrKvco46aDxNzWZuhTpwbCBMNiQXw6gJFMoLSYdBoEKAEywKLABRnQaDOMqrqOZ0xcSZHVopFDl0YMJEIBUKy6FGBuSDqLDmaqZoiFdQSi91VW2Nn9ZmkYWEhuBbULwQeFlAv43qJjYQA4c/8A2+qr72rsFWA04C/7qg+O2GRfQi7Gqx7HMKvYZ2PCrnqjhmWaIaAgvHe4cAg6X4MDqDV27p9KWdIY44Y2ugVHllaNWyCwQZYpCJbCxVguqtz0quMZsYm6WvoSt6i+FWTDnNlYxsR10evI3EqW1WRDZgV4+uxEimqS0WKi1lI2Y3Wj/wAtsQOOFiNuOXFkn3NhVpm2h0yRRZutgZAgJc9cpCgC5PmDQCozhtrmaIE6sFukq6Fx4gWyv4jQn0eFUZ097xuIhHmu0j5L6BuqtdwSB2gdEN9bOdanMqCXAKpkomtaSdy0FH5SWyz6fslhH1SSofqpRF5R2yTxkdfnT4P/ANbWDUaubNViGhVRX6H4Lpr2a651lkKhgpdckiByCVUtHI65iASFvcgHupZB0ubPPCab/wDrTN+rC1fnZFJpRiogw4A27wDQWBIv0gg6S8C39e/6WFxC/bhhXcb+YE//AImL9NSv6yrX5q9StxZV0Fh2Rw91OuDxLDgzD1MR9hoEYKLr9Got8cAxsMTgie7rIr/XJXTbuOh6iRlMLXjZUKFTd2UqoGUm+vdyB7q/PQ7Tmy262YXBGksg+xq2P0XY4YrBQ4nKA0sSKQFAAkXszgWAuOsVwDzAWmpv7PRPRR7add0Ni3XMRx0HqAtf7vZUywkQRAvcLfur5hIBGijuGv20knxYa9uXGoNgM1PJLskw7wY0gkcuVqhW1Z1UMzEKqgszMbBVUXZieQABJPhUo22aoTyh94SqJhlNjN25SD/VKbKhtraR9fERMPlVzE3acnZHbLFVvSDvI2MxDy6hPMhU/IiW+XTkz6yMOTORqAKhaG5p0l4GmqIa1aAWyVO51zdL8ule4hXhuVdkFKuV2jNLsN9tIIqddlpzNLdIVvGBes2FbS7bKZRfhf4KQPcaySK1n0WPn2JDfUHBOCDzFnX7KyXHwHqrdcinXjlHS3xB9Ejkxba2fl7S8OY7j3+o/V9jSwqZsKjO1sFkOnmnh4eH+v316fR1W18Dtdy0uF1/ODmpNd3SPXzCiG08JkPgeH7qeujTcLF7TxHUYZQSBmkkclYoUvbPIwBNidAqhmbWwNiR9xkIYEH/ANj31qzyEMBGmz8Swt1jY5lk0sQqQwmJb8WXts4PC8jDkaicqMYdRYe+RoBdkBfTPeerzsqnEqDmJLt+U+HR6fspn5OfRI2xoZ0adZ2xEiOxWIxKmRSoUXkctxJzdn1VO5jqfWftpkxG0ZcxuzA31UGwHhauXw5/SP1fur5/nnfO8ySG5Ov8Chp+opjG0H7/AKh+6vQ2k/h7qZQnqimcbUbuX3H99ehtU9w+uhCdqKaxtb836/8AKvQ2qPRPv/yoQnO9BNN42qvc31fvr0Npp4+7/OhCW10w3nD1ikA2inefca7YXaEdwc31H91CFnD/AOITiD/8tTkTjHPrUYVR/wBxqyoq1+kfSFuFs3ayqmJQSGMP1Tq7xyxZ8uZkKkc1UkMGU2FweFYS6Z9wH2VjnwrNnXKssElgDJA5ZVLAaB1ZHRraEpcWDAV6NyRxNjWNhYbPbc9BFycu/MFNvChYp32Vj/kt7D9x+4015a+GvYqOpZVR2Ou8fUdC7pql9O/bZ/upXRTZsnHX7LceR7/A+P2/a5029hYbFbalqWVDA9n+x4L1FIQQRxGoqVYDFB1v7x3GonSvZeLyNfkdG9Xf7P31Cq6fnG3Go/llFxKi5+O7fmGnT0KUUUA0VRLHoooooQiiiihChOzXGccr3HDwpVtjZyPqRY+kOPt5H21WMW+kwIOWK4N/Nf8AHSt+kTEH5EP0X/iV4cJG70rmncn/ABOw2HAg+FrH91WZ0BdJU+zpRDNdsHI/aGrHDOxN5o7XPVljeSIC2pkXtZhJRsm/U5+TF9F/4leF33n9GP6L/jrh5Y5dxve1fqHBIrqCCGDAEEEEEEXBBGhBBuCONIsfspXVh7qwZuL5S21MFCIEXCyIpPVieOZjGp+QpTEJ2L3IU3tcgWFgJAvlg7X/ALDZ/wDycV/6yoL4bqcyp2VpDaeEaNwCOfHw5/VSrHbMR9bDUWNZWx/lV7UkNzBs/wBkWJ/9WaRnym9p/wBjgvZHiP8A1VQzRvurMYnGQL3ur02jJJhGKrbIxutxe3MgG+n7qz30u7Q6zEkXvkXX579tvZYoPZXDb3T3j57Zo8KLG/YjmF9La3nPfUB2hvLLIzOwS7sWOh4k3sO1wHAeAFSKaBzDdyiVtayVtmp7wtddoQhStmVs0auct+wzXvG2YDtpbXLddRZjUYXbbjkvuP4q+Ntl+5fcf31Y7QVUpLEa6QvYGoym3XHJfcfxV6G35O5Pc34qXbCQqSRrwpfCKh8u8bm1kjWyqDbrDmYcZDmkazNxITKg+Sq17XeiX0Y/c3466EjQuSCp1KvZHqrXvkqY5ZNlQKLZoZsRHIByc4h51v4mKaNv0qwZJvdKfkx+5vx1NejHp5x+zEkSBMMyyyCVhMkrWcIqXGSdLdlBprTU5Dxknad2wc1+im1zofVb30xPLkWwrHU3lfbXP9Rs/wD5OJ/9ZSHEeVVtRuMOA9kWI/8AVVBfE46Kc2oZvWrtqYm9yeFZU6Z8U742RmHZsqRf3aC1vXnzv+n7aadoeUjtKQWMWDA/Njn+/EGobvB0k4jEKA6QCzZgyrIGvYgi5lIseYtyHdXcDHMOaSeeN7bBOjv2T6jTXhTrTK28slrWT3N+KuMe3HHJfcfxVM2gq9TBG1ruTULG8Uncnub8Ve13ml7k9zfipdsIU4wa04NPYVXqb2yj5Mfub8dfH3tmPKP3N+OgvFkgBX6X9HJ6nYEDNpl2aZTfTRoWl+w1k9BTBtbystqy4U4TqNnpE0Qh+LixIcRgBbAti2XzRl1U6E1Xf8qmK9CD6Mn8WtTyaxemoI3iYm7iNBfID90OF1clcsXAGUg8/q8aqD+VTFehB9GT+LR/KnivQg+jJ/FrTDldQg3Bd/lQ3aaQRqplioSpIPEfX3H21NehvpTl2RKzhDLBLlGIgDZT2TpNGSLCVAWGU2DqbEiystG47pDxD2JSG45hZOH/ADDSU77TejF9F/x1MqeV+EVcJinDiCMxsn+DiOC0EmIQzw7EmRtw0PH+dS/QTZ/lN7CkUF5JoieKS4WVmXwJhWVPosacsL09buP/APioh/eYbER/XJh1Ffmydvydye5vxV8/28/cnuP4qyM0HJs35uSYcMgR/wCN/FZ341+nMHSru+3DG4EfOlSP9bLal2G302HIbLjdnsTyXHQZvcJb1+XH+35O5Pc34q+Hbr+inuP4qp3QYbulf/l/2XWa/V7DyYB/Mlhb5mIVvsc0sXYcLcCfYwP3GvySO129GP6J/fQu2GGoVARwIUgj25qZNPRbpnf/AK//AGS5r9bG3cT0n96/hrm27a+mfcP8q/KzC7+Y1PMnmX5k86/qyinGDpb2svm47Gr83G4wfZPTJgpt0v8A2H1Rmv0/O7X5/wDg/wDurm27bekvuI/fX5s4Pp926nDH4nT05Gk/7hYn206Yfymt4l4Y5v0oMM/60Jpowx7pB3O9EXX6HNu7J3p72/DXhtgS/m/S/eKwRgfKy3hXjiIpPn4WAf8AbRKd8P5ZG3BxXBN87DyfszrTLmgaEHv+oCVbq2LsiRXDNYBb87k3BHL11kny5duRy7ShhTKWwuGtKwNyJJnLiJvFEVHt/vqg+3vLD25LGUUYOAkW6yCCTrBfmDNPKoPiF0qk596ZmZmazM7Fnd87O7MSWZmZyzMxJJYkkkkmrvAKqmpZ+fmccgQABfXK57Fy4EqUrQwqKflJJ3J7m/FX38pZO5Pc34q3cPLKiicHNc6/9K42CpPT9srGZhY+cPrHf++q5O8cncnub8VfYt5pQQQEuPBvxVoD9oWEyMG0XA/0qXQ1D6aTaGh1HR6hWlRVd/lzP6MX0X/HR+XM/oxfRf8AHUX7+YXxd/lK0nvaDp7lcu7+JuuU8V/V5e7h7qcqo7B9IOIQ3Cxd2qvYj/mUt/lUxXoQfRk/i1VVHK7DXPJYXWP91ZytMb5S6PQ59u9XJRVN/wAqmK9CD6Mn8Wj+VTFehB9GT+LTP3toOLv8qi7JVyUVTf8AKpivQg+jJ/Fo/lUxXoQfRk/i0fe2g4u/yo2SoHRRRXla7RRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCF//2Q==)
On the other hand, investors use it to ensure that the company remains solvent and can meet current and future obligations. Get instant access to video lessons taught by experienced investment bankers. Learn financial statement modeling, DCF, M&A, LBO, Comps and Excel shortcuts.
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Over 1.8 million professionals use CFI to learn accounting, financial analysis, modeling and more. Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets. “Some companies, like manufacturers, need a lot of equipment to operate, which requires more financing,” explains Bessette. The overall market has debt-to-asset ratios averaging between 0.61 and 0.66 over the last five years. The lower debt-to-asset ratio also signifies a better credit rating because, as with personal credit, the less debt you carry, the more it helps your credit rating.
- A high credit utilization ratio (meaning you’re close to maxing out your credit cards) can often lower your credit score.
- Creditors use the ratio to see how much debt the company already has and whether the company can repay its existing debts.
- Compare that to equity financing, which is far more expensive as the stock market grows and equity prices increase.
- It compares total existing debts to available assets, resulting in a percentage or ratio.
Everything You Need To Master Financial Statement Modeling
This means that a company with a higher measurement will have to pay out a greater percentage of its profits in principle and interest payments than a company of the same size with a lower ratio. While the Debt to Asset Ratio is a helpful debt to asset ratio tool for understanding a company’s financial position, it’s not without its limitations. One of its major drawbacks is that it doesn’t distinguish between types of assets—whether they are liquid or illiquid, tangible or intangible.
How lenders use the debt-to-asset ratio
The key is to understand those limitations ahead of time, and do your own investigation so you know how best to interpret the ratio for the particular company you are analyzing. In doing this kind of analysis, it is always worth scrutinizing how the figures were calculated, in particular regarding the calculation of Total https://www.bookstime.com/what-is-the-accounting-equation Debt. Information sources do not always disclose the details of how they calculate metrics such as the Debt to Asset Ratio. If you have time, it is often worthwhile to do the analysis yourself using primary sources, such as the SEC filings used here. Learning to evaluate the financial health of a business is essential.
They want to write loans against rental properties that cash flow well, not properties with negative or breakeven cash flow. Try these other creative ideas to cover the down payment on a rental property if you’re strapped for cash. In addition, debt/EBITDA may not be useful for comparing companies in different industries.
DSCR Loan Requirements
The debt/EBITDA ratio compares a company’s total liabilities to the actual cash it is bringing in. The goal of this financial ratio is to show how capable the business is of paying its debt and other liabilities. Alternatively, a low debt to asset ratio indicates that the company is in strong financial standing because they have fewer liabilities and more total assets. This presents many positive aspects for the business, such as being perceived as less risky by lenders. Analysts, investors, and creditors use this measurement to evaluate the overall risk of a company. Companies with a higher figure are considered more risky to invest in and loan to because they are more leveraged.
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Solvency Ratios vs. Liquidity Ratios Explained – Investopedia
Solvency Ratios vs. Liquidity Ratios Explained.
Posted: Sat, 25 Mar 2017 09:44:40 GMT [source]