aw1超级玛丽最后一关求解

一株阿维菌素降解菌AW1_18的筛选与分类鉴定_胡秀虹_百度文库
两大类热门资源免费畅读
续费一年阅读会员,立省24元!
评价文档:
一株阿维菌素降解菌AW1_18的筛选与分类鉴定_胡秀虹
阅读已结束,如果下载本文需要使用
想免费下载本文?
你可能喜欢有t℃的a g KCl不饱和溶液,其质量分数为w1,采取措施后使其变为b g饱和溶液,其溶质质量分数为w2,下列说法正确的是(  )A.a一定小于或等于bB.aw1一定等于b w2C.t℃时KCl溶解度一定大_百度作业帮
有t℃的a g KCl不饱和溶液,其质量分数为w1,采取措施后使其变为b g饱和溶液,其溶质质量分数为w2,下列说法正确的是(  )A.a一定小于或等于bB.aw1一定等于b w2C.t℃时KCl溶解度一定大
有t℃的a&g&KCl不饱和溶液,其质量分数为w1,采取措施后使其变为b&g饱和溶液,其溶质质量分数为w2,下列说法正确的是(  )A.a一定小于或等于bB.aw1一定等于b&w2C.t℃时KCl溶解度一定大于100w1D.w1一定大于w2
1、若温度不变,再加入饱和溶液,则w1等于w2,a小于b,aw1小于bw2;2、若温度不变,取走部分饱和溶液,则w1等于w2,a大于b,aw1大于bw2;3、若升高温度,蒸发溶剂,则w1小于w2,a小于b,aw1等于bw2;4、若降温,同时加入溶剂,则w1大于w2,a大于b,aw1等于bw2;则A.a可能大于或小于b,故A错误;B.aw1可能大于、等于或小于bw2,故B错误;C.t℃时,,故KCl溶解度S==>100w1,故C正确;D.w1可能大于、等于或小于w2,故D错误,故选C.
本题考点:
溶解度、饱和溶液的概念.
问题解析:
t℃时,,故KCl溶解度S==>100w1,从溶剂变化和温度变化2个方面进行分析,得出正确结论.查看: 816|回复: 11
【求解!!!】请问破腹产的刀口不是用来生小孩的么?!
额,今天在微博上看到了如下的微博…
[img]data:image/base64,iVBORw0KGgoAAAANSUhEUgAAAgkAAAFcCAIAAADNq7p2AAAYGWlDQ1BJQ0MgUHJvZmlsZQAAWAmtWWdYFEuz7tkELMuSc84555xzzlFgyTksGVSiSFKCgCCgggqCCgaSiAoIIooIKmBAJBhIKqigJLmzHjznfM937787++zMu9VvV1dX9fRM1QLA1kqIigpD0AAQHhFLtDPW43FxdeMhmwJY+MMMWAEzwTcmStfGxgL8n8fGBIBIjc8kSbr+T9r/3kDr5x/jCwBkAzf7+MX4hsO4FQBkp28UMRYANEmfQEJsFAkXwZiBCBsI4/MkHPgX7iRhn7/w8G+Og50+zJkBgBxHIBADAaBageU88b6BsB48DgAMXYRfcATcjQfGWr5BBD8A2LxhjkR4eCQJF8BYxOdfegL/hQkEn791EgiBf+O/5gL3hAc2CI6JCiMk/f7x/3kKD4uD/fX74ILPuJhQe3P4ygT7LdGXYGgPYxYYHw/yN7XYl9dHxerZ7cu7g2NNHWDMAHOeB8WZOO7jhbhQR10Yc8DyndBIcxIf9hOCJcLHyhrGdDAW8I3Rh31PGguhlBzk4LzPsfDzNzCEMbyKEC7ESLs//KCYePs/8uTkIH2rP/wQghkp3niYn0cgwui3PYgK/zBj0rh8sPxyVKwNyU7SWCMRYVb7c0G8CyAakTgk+ZZ/zO/5kmwLig1yMIHlsM1ImliiA4kDzxHJERBsZApj2DakTBDR5I9cJyrs95qG+yIdiHF2JD8IwDjAP8KR5EOSPM+PYEDyLewTZDUwAgRABP7AB0SARcADLIA+MNg/88DyCFjmCyJBGPwl8lD/aUF/QI+h59Dj6Bn0yz8yuOc+DwQDPxj/petf/WG5PUgGn2Ct/iDmz2goNpQWSh1lAZ914K8cSgWl+qdtZKVj5Q/etzUQ7iu5r1tv3/p4WOPuH55XcAbxD97v4/N3j/+2yQi8gz0Q+Ichc0lmUWbnT/9/ZowxxBhgTDBGGFFkDvIGchDZixxCdiM7AA/yLrITOYy8TcL7dv0ZhQBLSF4heTgGmMNe9Adxv39F/BnvP7wU9zdjXwNeDK8I7OBeESAUbgv+ewSn31YH/5eWOJjhA48YAnPN/47Hvl0oIdi7iig9lCbsZ9jHKCYUG5BEKcAe10VpwzFQhKX/RPE/ZyMJAn57O/73XELBB3ge4bH+ibHwWgL6kVFJxODAoFgeXXi39JfgMY3wlZLgkZORlQOkvZfEAeCb3e89FWJ68o/MfwEADXgdU4z+Iws5AUDTAADMef/IhNwBYJUA4NpT3zhi/F/6UKQLGt7TqeG7ghVwAX4gAntEDigBdaADDIEZsAYOwBV4wms4CITDFieAgyAdZIN8UATKwClwBpwDF8EVcB10gG7QC+6DR2AUjIPXYAa8B8tgFWyAbQiCyCAqiB5ihbghQUgckoNUIC3IELKA7CBXyBsKhCKgOOgglAnlQyXQKagWaoSuQTehXmgIGoNeQrPQIvQV2kIgETgEA4ITIYSQRqggdBHmCAfEAUQgIhqRjMhCHEdUIOoQlxHtiF7EI8Q4YgaxjFhHAiQlkgnJi5REqiD1kdZIN2QAkog8jMxDliPrkM3ILngtPkPOIFeQmygMih7Fg5KEI2mCckT5oqJRh1EFqFOoi6h2VD/qGWoWtYr6haZCc6DF0WpoU7QLOhCdgM5Gl6Pr0W3oAfh+fo/ewGAwTBhhjDK82l0xIZgUTAGmBtOC6cGMYeYx62RkZKxk4mSaZNZkBLJYsmyySrLLZHfJnpK9J/tJTknOTS5HbkTuRh5BnkFeTt5Efof8KflH8m0KGgpBCjUKawo/iiSKQorzFF0UTyjeU2xjabHCWE2sAzYEm46twDZjB7BT2G+UlJR8lKqUtpTBlGmUFZRXKR9QzlJu4uhwYjh9nAcuDncc14Drwb3EfaOiohKi0qFyo4qlOk7VSHWPaprqJ54eL4U3xfvhU/FV+Hb8U/xnagpqQWpdak/qZOpy6hvUT6hXaChohGj0aQg0h2mqaG7STNKs09LTytJa04bTFtA20Q7RLtCR0QnRGdL50WXRnaO7RzdPj6Tnp9en96XPpD9PP0D/ngHDIMxgyhDCkM9whWGEYZWRjlGB0YkxkbGK8TbjDBOSSYjJlCmMqZDpOtME0xYzJ7Musz9zLnMz81PmHyzsLDos/ix5LC0s4yxbrDyshqyhrMWsHaxv2FBsYmy2bAlsp9kG2FbYGdjV2X3Z89ivs7/iQHCIcdhxpHCc4xjmWOfk4jTmjOKs5LzHucLFxKXDFcJVynWHa5GbnluLO5i7lPsu9xIPI48uTxhPBU8/zyovB68JbxxvLe8I7zafMJ8jXwZfC98bfiy/Cn8Afyl/H/+qALeApcBBgUsCrwQpBFUEgwRPCg4K/hASFnIWOirUIbQgzCJsKpwsfEl4SoRKRFskWqRO5LkoRlRFNFS0RnRUDCGmKBYkViX2RBwhriQeLF4jPiaBllCViJCok5iUxEnqSsZLXpKclWKSspDKkOqQ+iwtIO0mXSw9KP1LRlEmTOa8zGtZOlkz2QzZLtmvcmJyvnJVcs/lqeSN5FPlO+XXFMQV/BVOK7xQpFe0VDyq2Ke4q6SsRFRqVlpUFlD2Vq5WnlRhULFRKVB5oIpW1VNNVe1W3VRTUotVu672RV1SPVS9SX1BQ1jDX+O8xrwmnyZBs1ZzRotHy1vrrNaMNq82QbtOe06HX8dPp17no66obojuZd3PejJ6RL02vR/6avqH9HsMkAbGBnkGI4Z0ho6GpwynjfiMAo0uGa0aKxqnGPeYoE3MTYpNJk05TX1NG01XzZTNDpn1m+PM7c1Pmc9ZiFkQLbosEZZmlicsp6wErSKsOqyBtan1Ces3NsI20Ta3bDG2NrZVth/sZO0O2g3a09t72TfZbzjoORQ6vHYUcYxz7HOidvJwanT64WzgXOI84yLtcsjlkSuba7BrpxuZm5Nbvdu6u6F7mft7D0WPbI+JA8IHEg8MebJ5hnne9qL2Injd8EZ7O3s3ee8QrAl1hHUfU59qn1Vffd+Tvst+On6lfov+mv4l/h8DNANKAhYCNQNPBC4GaQeVB60E6wefCl4LMQk5E/Ij1Dq0IXQvzDmsJZw83Dv8ZgRdRGhEfyRXZGLkWJR4VHbUTLRadFn0KtGcWB8DxRyI6YxlgF9yh+NE4o7EzcZrxVfF/0xwSriRSJsYkTicJJaUm/Qx2Sj5QgoqxTel7yDvwfSDs4d0D9Uehg77HO5L5U/NSn2fZpx2MR2bHpr+OEMmoyTje6ZzZlcWZ1Za1vwR4yOXsvHZxOzJo+pHz+SgcoJzRnLlcytzf+X55T3Ml8kvz98p8C14eEz2WMWxveMBx0cKlQpPF2GKIoomirWLL5bQliSXzJ+wPNFeylOaV/q9zKtsqFyh/MxJ7Mm4kzMVFhWdlQKVRZU7p4JOjVfpVbVUc1TnVv+o8at5elrndPMZzjP5Z7bOBp99UWtc214nVFd+DnMu/tyH807nBy+oXGisZ6vPr99tiGiYuWh3sb9RubGxiaOp8BLiUtylxcsel0evGFzpbJZsrm1hasm/Cq7GXV265n1t4rr59b4bKjeaWwVbq9vo2/Laofak9tWOoI6ZTtfOsZtmN/u61Lvabkndaujm7a66zXi78A72TtadvbvJd9d7onpWegN75/u8+l7fc7n3vN+2f2TAfODBfaP79wZ1B+8+0HzQPaQ2dPOhysOOR0qP2ocVh9seKz5uG1EaaX+i/KRzVHW0a0xj7M5T7ae9zwye3X9u+vzRuNX42ITjxItJj8mZF34vFl6GvVx7Ff9q+3XaFHoq7w3Nm/Jpjum6t6JvW2aUZm7PGswOz9nPvZ73nV9+F/Nu533WB6oP5R+5PzYuyC10Lxotji65L71fjlreXsn+RPup+rPI59YvOl+GV11W368R1/a+Fnxj/dbwXeF737rN+vRG+Mb2j7yfrD8vbqpsDm45b33cTtgh26nYFd3t+mX+a2ovfG8vikAk/H4XQMJnREAAAF8b4LzIFQD6UQCw+L9yo98M+HUXgjkwdoIMEbpIFRQLGoshJ5Mhd6XIxN7FYagI+A4aLG0Y3UMGRcZqZsASyjrCrsRRxLnMrcNTyDvGjxVQFXQVChUOF/EQ1RPjFFsTvy9RKRkqpSlNJf1WpkU2Tc5Wnlf+k8JNxSNKtsocyu9VmlUT1XTVserPNKo1/bQktL5qd+gc1NXTw+m91b9j0GRYY1RsfNiEYKptxmK2Zj5s0WxZY1Vr3W0zb4e2Z3Vgc6RxQjrtOG+7AjcKd7wH1QHUgXXPOa9R7x7CDZ9630q/PP+kgMBAhyC9YIUQsVDeMNZw6ghkxPfIuajR6FvE8zHHY1PjsuPbElFJ/sk9B8EhocNqqaZp7ulxGcczy7JSjigcmc8uPGqTI5hLmQfyEQW0x0SOaxVaFTkXu5W4nXApdSpzKLc9aVVhXml8Sq9Kq1q1Rv605BmxszK15nWZ52YumNZfblhupG0SvCR7Wf2KQbNli/NVr2tB16NuJLQebstoP9KR05l/s7Cr7FZ1d/3t1jsDdyd7Znon+lruBfSz9D8YKL+fMBjw4MCQ80PbR+bDxo9NRhyeRI+eHXv5jPK59Lj+hOmk4QuVl4Kv8K82Xy9MvXjTO33ubeZM4KzjnNW85Tvr99YfzD6qLjAvzCzmLSkszSxfXEn+ZPKZ/HPjF+Mv86vn1hK/en6z/m65HrLR9/PoVseuwd7efvxlkSjkImoGPY9ZJUdSKGGDKKtxM3gx6gSa+3Ss9EkMz5nkmDNY3rApsmdzjHKxcbvwFPN2803xrwtsCC4JPRY+J0IU1RIjF3sufkYiRFJR8pfUfenjMs6y3LIf5Zrl4xU0FSHFAaU8ZWsVepUJ1Uo1d3VO9Sl4FXhosWpNap/UcdcV0t3WG9e/ZlBg6G+kYUxr/MGk27TMLN7c38LHMsgq0jrcxsfW2k7dXsyB3RHvhHDacP7oMuF6z63Zvcoj70CyZ7CXi7cBQdqHxRfyXfIb9+8PaAusDyoPzgqJDHUN0wkXjqCCV8Js1HT09xjeWK+4yvjehBeJ80kryZsHKQ9xHRZJ5UnDpL1Nb8sozCRmeR5xzHY5GpyTmVuTdyW/raD9WOvxa4VXihqLL5ScPVFVWlZWWJ57MqMiqTLyVGBVcHVazd0zomcv1gmfKzn/7MJmA/4iWyN/kxi8DpSvaDUbtFhedb0Wdj37xrnWO21j7dMdC53fupC3mLvFb6vf0bmr3MPbi+id6xu819bfMFB1v2jwyIPkIeLD2Ee5w90jTE8Ojb55yvZM+7nDeMBE2uSFF09efn9NNyX5xmI66u3JmVuzT+em5+feLX9Aw9FPXxxbpl2R+aT4WegL9Zefqx/WJr8+/Hbze+166obTD+EfGz+7N5O31LdxOwa7i/vxl4KWETVIT5Qomgy9hlkkWyKfo1ijxOIEqXTxbtTpNJdpx+j2GAQZDZlCmI+wnGFtZRtgf8Bxn/MWVy13Io8ezxbveT5zvmX+HAFhgT5BT8FNoVJhGeGHIoGiZKINYiZiH8WzJUQkBiR9pYBUjbSG9AuZOPjtpkXOQm5BPlOBS6FT0U5xRemIMrdyB/zWsqCaqsakdkldV/2phq/GZ80ULTKtKm0F7QmdZF0u3U49a72X+kH6ewZ1hjZGFEb3jA+aKJgsmdaZeZizmE9YlFnaW1FbDVln2qjbfLdtsQu1F7Z/51DreMCJ1em5c6GLicuea5tbmLuA+xuP8gNWBzY8S70EvVq9db1fERJ9+HxewPtIkL9xgHKgapBpMCEkPJQQph1OEz4VcSEyPEoxaif6HjEvxiaWMfZ13Jl4vwShhA+Jp5MMk6aSw1IYUp4dvHXozuH+1HtpN9MbM8ozM7Mij7hnGx4Vy0HnPM+tzHPLF8jfLpg59vj4zcKzRYeL3UvUTrCd2CydKLtefvLksYqSytpTN6ruV7+oWTq9fZaqlqdO/pzJeY8LkfWHG3IvFjSmNREuKV/GX/565VPz5lXcNa7rcjdsWlPaWtt/dqrejOqqvHW1u/P2rTtDd9d7jftu9tsPrA+WD8k/fD58bMR71PSp7nO9ibCX+KnluZGl9e+bpPj/VSMjPRMwSgCcSAfAJRsAR20AivsBEBqH804sADZUADioAoRQAEDghgGkNvv38wMCSIABlIAWrklxA2EgA9Tgmok1cIMz5Bg4uywEp0EzuAOegFnwHc4cOSBZyBjyghKgYugy9AD6gMAgRBAWiBhEDZzn7cF5XTzyJvIXyhh1AjWHlkfnoN9i1DCVmG04w3pIrkzeQMFOUYylxOZSYimLcGy4BioFqm68Jr6LWoX6Fo0JzWvaWDoauiv0BvRjDA4MY4zWjE+ZvJh+MleyaLJMsx5iY2frYvfkoODo5oznUuD6xn2dh8iryLvDN8hfLhAkqCGEF5oRviGSI+ojpisuJIGX2Jb8LPVOelymTTZFTlZuWj5HQVHhi2KnUolykoqfqoWajDqzBl5TSqtKR1z3mN6Q/hdDciNGY1YTDlMBMwVzK4toywqrfuuvtvx2zvbHHQadUM4GLtmuw+5MHj4HmjzfeWMItD4Yn3Xf935T/kuB1EHmwWUhH8M0wksjPkeZRTfF4GKj414lGCV2Jkum1B/iOVyVxpRenInNSj+yfjQkZzkvvyD8eFsx7Qm20k/ljRVep5iqRmuOnTE+u15XeJ7hQk79xsXQxq+Xiq4YttBeXbv+oXWhfbnzY9d899pd5l79e54D3oP2Q9qPpB+LPlEai3j2cxL1imLqzFv62Tvv8QsHl3U/tXzZ/qr03WgD++PYz4ebC1vvt1/utO4W/fLZk/m9f5DiTwbX5OjgmgMvEAPyQBOYwHUGb7jCkAJyQSVoBDfhOsIbsAqhITZI5nf0k6BS6Co0An1CUCPkEW6ITMR1xHskN9ILeR65glJCZaHG0aLodPQUHPsqMkAWRDZObkjeSSFN0YQVxV6mVKC8i7PBzVMl4inwZdS81Ffh/PU1bQIdE10HvRP9J4ZDjFjGCiZJpofMkSzMLD2swWwMbD3skRwCHFOclVwu3CzcL3lqeP34ZPgB/3OBS4JZQh7CCnAutyQ6LHYDfooVSmZKHZSOlfGV1ZHDyY3I5ymYKzIrrim9VB5UaVetUytQT9aI18zV6tT+oSuv56efb1Bv2G50y/iWyW3TIbNZC4SlmJWT9RGbDtsVewEHL8cap2kXPtcQt3YPsgPOnqe8BrzHCH0+jb45fsH+dgEmga5BGcE9oVRhPuHdkWxRydFvYvRiG+OpE6ISHyXzpsQfHD2smHo+nT2jNAt7JCV7JYeQO5effEymEFH0puRaaXy5wsmvldeq4mrUTm+dra+TO1dz/mO9cEPQxatNzJeqr2g2f7paeV31xkgboX27s67Lthvcbrxr0bPWd6bf577aA96HqEePH8c/wYzmPcU9qxv3mrR8Gfa64c3HGe45m3fpH+4sMi8XfRZaffytdKNg03Rbbuf07rtfa/vxRwEKuPbKAkdfHK416QMbuMIUDg7Bd34taAUPwDR83+MgIUgHOgClQFXQbWgWQQFHnYAoQ4wiGZH+yNsoDlQaagntin6M0cfchuspveQW5G8oYrDU2KuUTjgkroMqGi+L/0k9QFNJG0fnSm/KYMZoy2TGrMwiyqrI5sWexBHL6cPlwG3FY8lryWfBbylgJ+glFCN8TKRJ9IHYogSVpLJUgPQpmQk5Nnk/hRbFbWUblcdquRquWmjtIp0dPXP9TDiCHUbdxndMRky3zc0t2q2krC/bStm1O+g7TjiHu2LdLns4edJ6U/p4+bn7vwtUD8oP/hBqFzYcYRn5NNqduBCbEs+VMJ10P6XnUE2qY9pWRm2WUzb30dXc2/kFxwIKjYtZSx6VBpRtnMyspD1VV61U8/hMQC1UV31e5cJ4Q1wje9ODy6nNxlelrxu1prbXdRZ2uXYz3568W9Xreo+s/8J9hcFbQ4YPJ4cTR6RHkWOrzxbGxyaLXwq/qnn9643hdN7bR7PUc47zZ98tfpD9GLpwdvHB0tIK+hPHZ5kvBqvOa4Svft9svvN9X18/tsGx0fRD9cepH5s/nX+2bzJtEjfbN7e3dLaytoa28dv22ye3R3fId3R2Eneu7Szu8u667pbsPtzd/SX7y+/XyV+Pfv3ak93z36vYGybFPyZAXo709AAQTg8uP07v7X0TAoCsBIDd4r297bq9vd1zcLIxBUBP2F//u5DIGLjGWb1KQg+qr82Qrv8+/gdo9boALYZkIQAAAr5pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuMS4yIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MzQ4PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjUyMTwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KXAribwAAQABJREFUeAHs3XmYbVdZJ/515lNV92YiCZAQSEgIQ2hCZJBWgaZlEMPQQEMYmjCqQMB2AJGAIoONtE07ILbYoAyK0CqKoqLRgKiIEiUEGZQwSGjMPNx7q858zu/zXbuqciXaT+Ovn1z/qJ2bU/vss/baa3jf7zuutVvPecHLe52yLO1Sj8l06u9quez1+hsbazdcf2N/2JnPy1q/uzWerm/sK4vpbDZftdqz6aw/GMznk8Ha2mK+XFvrHzxw0PlkPF3OF/3hQCWtdrss5irs9YezxdyVfr+7KsvZdNlaLTuD/mRza9XquN7udtyl/HKx6Hb96AktX+fuWrU7RanucrHqdspisfCltSqLZZo6Xy439q2t5i3llmnYorXqlLKovSndvjs6i7LY3NxcH6x3h90DN40GvV5pt+bzebddJuPZYDhM4XarLOeD9cFkvMhJfzCZTmaz2drGWp6iE8vVsN9fljKdz4Zqrcd0MW61u47pZN7ptsqqsyrjsuguW4tOp5sbJ/PBxmCypebuZHNSWkXNBw4cWl8fTuazo4/eP94cN1X51OVlme3ff+x4MpqP54vlotUqRx2976YbDrmx0+7o+HIxXa1WnW7f+B+1b+36A5uDXtuxNNCzVX/QarWGq8UsdWZgV/1eZ75cdHud2Wy81hvOF0W/Olps1le1hXWCOu1MqAbUae0ulrNBd5iSvcF8Nhuu9dQ3GU3GGa5BKjdgnU7bWHd6RtJXVS6WS1PpfLmYrUq7rbp2y3zlj56lg+1uvzPZmpgol/btHyzdqhXzMpvP1ga90dR4DheTcaun8ea8u7W11TX/eVxI1KnanCzqQwdrAyO+taV837V2uzc0qepbLCfzcbowH5dlqz9YS/MWy06njMbTHgprtXu99mg06nYHe/RvxPbof4/+UcHh+N+FqMuAUJnPFphwG1aUakHdsOJq2V4tA+uApqyczLFxq9PL99wLXqdltZj3+r41giE/NYKhNZ/OAFzEwIzUWW1D9nw2WS6XcG6xws/zdqtbRQgIWbZ7AaxWG7b2V63SI0lcbA9g2XQ87Q47rUnpdrrQEbarYD6ZgKeyWoGGZdF+N5dVewUmNLZTQbwzhyuBDDcSVvigLHNW3JQDdELAuQ4P5sRA5MB8a7JazQ5tjdXZ0Zo5tNUcNXtUoNf5wC9LferMlqvpdN6ZLkmx+XTeak8j1qr4MLadsSoXw3kF4jlxlUFodVv91rAP4vWSBFjMF7Uxq3lOPYBwbLW6sKzd6hE/6chq4U/ptExX2wgo0RsOVTAc6MxkNFp1lq3aTQ9frVoVDWc94xnR0O20+1rVaS+BqXq6xrXbnS0imUhlAG3OugrUZpPppVM0wK860mn3WsvZpA6gZlWpZyxWVcC06Q3j+bI/GNIbRsbBjK4WKGTQ7yM1gr5KqQwJ6Uk1mHVXPpvRJ7fKLMqBw1Qv5x3ib7JYkj8aRQquFhEfOagGi2VGoCw6iGG2NKktgrzdmixW/faiZawJQqPbKajOdM2b+Y2e4bepOasSygCTrzq6S8N79L9H/3v0/7X4HxU9OIft4RpGbePF8LUrrdaM/ghlqIHz0l61Zqt5DwhTUcsMLIcXc+dqgbdXs5v13+iJnSWYbgVfqsKYkYd28HvZ75XpBKbi9vCuxzmiCwO0lIWtrcVq3qH+w9wwOdth3u/1p8yNMphN5+DOLxEnKnR1PIMYHkdFJbe63b46ltCNvhylVHMXvW5Pewu7IuBX8c8n1O+Qc3lCtw9AMhBV72xHDYafLJ5Bv2lncApOd9uzeatXa5gTQnrQmrCKlqtut52B6PZ6WkLHp5y6fTyZDAcDWmzHcyFjtzPo9OfDORGiGeQRubOYkmqzduktAnQZ4EiKVE1Q+cmwzA2XAVyUqU/XId1sprNbs/m0t+zR6E2BbpAabX2OhWESqhwMvs+Nvruo8uyL5ojw6vVI1QwqnVvHyZ12f9KawvTFYqCn8+4U0FdLIA+lfS8Wo36/li40/UmX7NatdndgwDqduSL9SCdKOaOEBI54mIyaJ8Y0mc97g2HPlLYjIElwtgeSMP/kEIRvdab9TmtmftqtAZHHQAxNesKq1x5M5hMSLXLNI1xtdVlFMSeW/didyzrm7WW3aDm60h2N7xtXVygLrdqTskScpAr5Hurdo/89+t+jf4xwS/zvBpcWpd+PyT5fBqnxUfS7qoG6p2J62HHCD9TmNwBPFVvBIWsDwHZ6dDY6bGs2CzcWuBbgC9dtq3zxyQArJgj05WPYlkbd7pIbo9fJxeh7xJC7YEHgPO4Zil8woA2NAtnxqoS/4WkfEk1cKm0eFcaPVoIXD55r3Cz16xeM0NiAaYsTQx9g05zvqVWbpaWz9mhC6qmHNgtiyqIPjQNb3VWbVCKUtDGtAzz6pkkrLdQPt7QHetSnAkevZmQA4EBNnsuLNScMAvFV99Uu8qLCvcf3cwLC1etsHnAkU1xQn4t67YSSrB497viBQOswN6bNp76Ss8RMVaL56zjIqgevQzLFJuCI4yCLUwuQdoxGp9uLgRhpuVoOXQ6UV9kRZ6IhbRuX6qrJ8xu70u16TNvvc2ANOI56rSkZnKnX4JTTI8r9jPusNeUkZFyuooAb+yn31GpW3DWL3pCRzdCobUUSzpZj1ygEcJ44R5R0EIM3nU79zHJwBRFyNLI02RAZYaQ04EYiHgkSJmOMPM+JSO7FqaW4W0lx0mLs1gjXOY9Xo8JslXkffVeydX25Ir9bI9qNh1ZV518h/eNAdBoRjwwQZMfgOQmZtzsMJPQfaun0icRwadjC1PC75jZD7tdODNCc8M1G9qPtUDdx60D/8/Z4ysKr44InzGE/pO5Hutbc0KSw29Ua+g9BhRHZ425pDzDuAKd0XJtMGsOXfuR2Bqx2dMPUWpLDtNWHYuzmqPSfJy1okQgn6tYe/f+ron+aF6iicvIDxICg7zdzV6EEP/caxZ9aD8+CIOAawuDnuIt4ijiT4i7gMgrv1qlPSVCLwkAUAES9rUqWPE+lv0KUyBLZVHIJ0qFf6FlxVDAjlE4vZlvASbTctKhNZ5x2u2uxDOacH0yGGCZTanwZo2/OnsUMUC0ScOh3SAnoyfSJtl0xm3cHmvE0c1ZRgcFWrgN7R4C2PZ2M+gNMYRyo34l8+L1q3Jw7aNyQcLRBMD2l6Lbng9Z0a0owuBkbsIoabK/YtaCpqt+YzAOQ7IS2T6wxXownjAZqbZtXKuPiQf7v9IdzjV2V/nqbj0v7jUKEVj08FOcw3PSbBGURCFewi+JXn2RMjDOYnoyXvW5/uczozxfjJftkbU0XgjAU/2GHlcAKhP/CHmWWYlNumSBARjkG22LWGXQXM5jNvFOsP1tOevO+mSVy/CeYEk1hUQ23ZZz1OZhqFIeoFEjJs8C+CYntZdR8ZkL45DiChIAoB4CbrDBE6Q5FXjVCFFxthrM/LxPdZEBQMJYL/rDYsmwIrrRVu9fvcRD2AntAqNsm6rixhqxRdoCpAGEoxkNm8WpFBi+d0X1AbDDWYPQHxoF20Y7Li3fuXw396xHdhLyiavBV5qtxr/QPe2+m/9KdVzmA/hGpCFlUiGo2mgJDaowNt2HXezqLeiLTBcYG3YFoSz8BmIb+Q/g9//vX0P/adMwSRP9mHPH2qpOxM8CzRpuSFuk8jxev+gSEjpiW3UWvPtaUegrZjgs1PYY5H60blXV/NVCY9MRP+on+Ub9WR5/S2/5gOoqyJKjYXe7R/5Gn/y6XDEbvdbcDjCbSgV3ZES2ebh4hujykRD500qACrUAwoAc+orGKBAROhQm6s0Qfo9gQIwo7EHAlqnqulm6fc9wXqmyvLS7dj58n5TriqHHXLGddKAWQwwncWeQoJolyyw8d19JyK0AawyWkTCHm2FqtqnPAo+L8mvYR+gJ0LIg9WDWd5BHzqRB3h8/80KEt8fDZ+gS20DUFlvtdQY1AzjTBZ/FX0JWogNhUpNaSm71StmGCvi06MgdR1CHCBrBiqjJYKUzAxa8StlDzbNnTB3fEQxRv2HLOGW9oWlsExQjmt7qrTaGIGUUYQHJNCVwTlKU34v6KJwlMJMpQhyhD4SRIin88ga4mqqAhawlUQGKfketmLRVSrgeZp0KPhg7YPzIVr5pJAEyW1smLA34QlRBK0rVBK2Y1y1XZTK0GhsPNgLcIZkzcIlxrwzC6x/qNQRRBDHhqdFjDtF1/oX1ECHQbz2cdPqqISOaOiiYj3UmvlUlkgqTIQPNxKRO4W844vNJJEJQgREY7oiVF03liY5JoN0KJD04Z0wa2RKT7cSYCRiOvZXBzYkL60Q8A4wRscoUJFZG1xNqSqI8APvL0z+YxUwiGaMsYMW2iWdfZpnNHsHUX00TNMGYEQWlTDuokZJyix7SQQFtQX1lXUAvnYgPCvpqmTBxFYjwuK+J2iprM3pzgjIfYqDK/yNopAjbKrUHagGVMcR4QA0aZGPakrM9ofXmQtkQGmwXlmZVud0dukjYSK2H7iipcZOInVKj5/AE9nB6tKLpBbTOqiNk+xcVRjKiJe/R/BOm/a8pDGCbLpPMvUEji+Ck4S4JObxAWpWlQLtZgO7c9CA/3tcu+MhxuBOfdi5m7vSW3Q4/iEg8674frCCZpMy1ugfZM9CKaSAgXTk5Y9pXPXXRCGsRnPltMEqZOQFZp8DGlCScUQXPvM0Bo/cgtro4owlFJUHfcHVQdPog2t8c0ikybx3wx7lcmmYa4K/R0KN+bW6PJpNub9dAt+wV2UFMwHKicAXoxV08PJ/Q0ga+jxyHOdTIn+LhYMK6vuQiUjMZsHP6kes0nSNxz4grxxwOpwhhWM6i08p16057CHjTtTTY9lE7HqOknXMp/5HOwHPJM4ZgMbtSw2EIRQmHE1q4cbZAd8yS2rw/i/BEYzVjWJ7cpfVjPse1hJ5SZeCYo4xXUiMzzL8p0ugbfyWZWyDJZXbF0SNwodj4nS1CSSIZvk2ppNZ9BmsVyvJhHr8Tz+m6YQPZ43h32IzC4HmIdEd0aaI7yaOOmMZTWyWSSW+LmiALh+ozZYSIc1NDFSCrZdLFaE6vJpRyCCQQblyYRYhr8yrRDFdU1VbWS1mrYTVTcsKWiKlzMAnnM5jDQCIr4BEiRcZGlnhWL6ojTv4bgFFOEImNlE7St1uYqRBLZZqYkAyTfjOfFaGlwKKQ/rD2so1iZLrpaRqV6ORllkc2B6NpTklpELZSOtOp1hrdJJDrNhOp4omjv9AMaGpEUHwBdaTkQdoq7LxkffH/VKy07hQLSJHoE3HkTpHKg/8w4oqkH2vdVLdxOTRNcTg/wLLsuqgkK77fWhAzNTHJPYuZ5TFLOItvQdITgHv3X8bz16T8qJLENamNZO0J4tEPkQm6PZ9Qz5wPQPZaCIiNlOqne3igcQhVBjSSrLEqvN9oaTygJ0UdWUjZTWfxCQb622LCvgo4+mRSQxqzLJISeUX9jQScLaDbbiuI+GR06cAOUJ0ooRDCLllL5PQiI0mFlzioV0nPQGdiuvyDvxLQrR9RAZwgxenRkQ1W3JpAvYBuqS+ILREujWCCSkZB1vqiEBRBVVuYRnOU+ovrGI6Eh+bW2OZ+0HCSuTKSbByb4KXNXT/2agItWUaaCvvVT5dHZMBJmjNrPoZFbKGhrG+vDwf7h2nps/Dj7e6Bdu9yis4QBRIshn9mKdKztqcIvTn68FN2xHhmcVpxVaSph2viLIkndXtVAgkmtBEPy0+bLYb9jdCA4rF7ETMoBN5hnkMZkGWAZQVODzMMc9wR1kT0V4wzUNsFhej0sgsqcS54slxg6N48m8abjidEx/0zS6Yjx5wFxUhFR0xkPpP7pXSPtKpZV48BFT/C4SGWGFtSYaQzhYcxnBIM5acmB0/IC0nRJTzgetZAtEx3cNDDbMp3GKNqP1mqhCnuJtEFONR1R+q/zaDj0kBtnKrwfpJYcgT1iw0m6ynS4aHiNV1hAJEbYr3rVDm2NyvIoqgM6NpyGwMwaNN2tvtwi8qOHpA6hjDO47+JxiuoSxYWyV2tvPqA5F1wX13XIZMK6hi5k0y0WE6nSoTveTA8hb9mzs6A8Y5R0YPlzC3EvkwfsHrEKR8QSQtPupgsuRfHqs0Boh/IYQqILGlv8pc6TeOLIc6JxBTac79F/iOMI0D/aS0pHhU20kqmho6AxUMKrzwYAUGxcjNccsJpi6RwS5hMRrrqcPT2aPWhBen2sjk19YZSGNHAfCmcwUGusDGAUMO27kAkBUHt5mufIC6tOx6PN62+45gnnPugJj37Ecbc//Qtf+vvb3/52xx939IApEh9QbV+CmkhuG0G0ofHy0wC3Jn1fNqS8rzhtktBJofYr9CagPDD6dQQN/tKoEK6fghpfe6RbuT2G880/qyrX62e9Qz1qqAWas+px3bnDJR412iBHkiYzJcIr8N7Tm9t3Htti63/1f3/1vb/2/ve864O4ddDfkPukbb0YLSwz0rp6CUhTqllYHITT3UBzEDCOsIjkKrtqpWS0UHKCGvGkZfKwmWmNPE3/04AGGxPLrWPJrbex1p6SXWZuGbW94n6V4foFTZsVDBVJgU2ka49cSwIC5RtmxGeV+a4yhfUW/RxYzLKaQGSeFUZPRwmcGKABOo8it2gjuZ+/I4pknO2JRAukrCbc41Xaal8ymZk2PEKtsUcHJ4mWUoZJGyZsK4gYKjIyMQuURQOOHFjATQGGKAERDhkdlOpBoj7blsqRo//oB3HegMtFd9Caj+NQAuKSbI0F3bwXrb1HHtevQYgq41EImVc7A2uH0a/hMxqJLRwXXLQqQG2uoLAgD94BwTUrbjkey/qLxWTGJxP5BSZWVnk76jyaKVNcG6YweIkMmOYcEbQoJzI7ecauDjrS8PxCwTK80TERYPyeNQcv8SV9YZQFLTLmcx4viEGkM6lpfMxT06DmRm1ivMbdhzgFwaO1xZfc5n521x79HwH6704mnAZMOt7/NgPWDAOjHhu8sQ0tQkBnNPdMGl6EprHJfRMlXMRXnqwYX2XKx7ak8ay4C0KqWUmV5WgzuglyrX6MEvdPgmzxF0W5Jnnkxk5H49HWfM5MueGtP/HyM08/bbQ4sK87euX3/cDsI3+Krk59yIPu/uiHnXPW3e962h2OP264nB3kSaJcxHoIMUET+nfrxs19Z93rwQ+7770f84xnPviB9zz5uO5suUV55W0SDJOyFEKvsOguj+72dSdWgK+HHbEz0t8oMA6aGkhXwc2SgEmdX1ICCFVZoxlO/GtuMj6AmDruLkyTTsPNqGFVlcrtaXo9ou92W3e408b3fv+zz330Q773Ra+fjGYb+48mpP0zSopilZSNvha7HbgT0OPRYjKBfcRCzCO/Y8aUMiscxeFqboPwJvB13RT4BLMRmZqu9y6S3OayK/YeLRvO08HlpKUcWvAnj9Njhstuk1MNFM5PGa0YTCM+rgB5zCe/+gDABAwTSB0Ji3oEuOBHb3c2RzxyLS6sLEERoibJ4ilicAEE9KbJlkDI3GVXNVOc1IKbG7CMTekpXblxM61Hmxkf7pjGeiLeVGL6YS6q7rUtb0zfZ8v2oq6t4XhrTjImR5T+YS4Pq7YJjtGUaWTLzqJKiAhfA0mP1zfO3dU4rnz/R/gm9zc/6ztHjYGP4GN67B9sbh7aGAoeE5mSEdr7jtqfpZSLGHwC2mvDYTWUjHkM66OO2ueEjT6k3GX4K5m1uzccOHDsUUclHVz+iJyLiQRirsioVIg5DipDTPHI4a5QGpfiwc1N7jt60HS6xTnU5g/jluwc8jmfb7J+rRZaLA8iz3hZEwmL4Rg1LaumCKd0ycTJ9nCR8E/A07U9+heIudXpP1qK2U4iCaUkOMqJFOdslHqTYp6pAjklDKixrNFYDbAilBXipZ9aBBZxgLpBDmWSNznig+HqKlqJZQhEoDe8REL8MHiZXhpbieZCtdzaGt14wzVv/ckLzzj1pMnBK+nOk/noGRd81yUf+dN7l/nZH7z4+A9e/Gel/GQpW/d9wFmPf9R9H/yAu55yQnvNirNDsFOtqjzx6PZjH/PIe7z7f932w3/y0tI96bue8dznPvuMO6/3FgdjnSJqVFZdZ7FkkoLhin/pxs6BEn11cfvQU9gXyZNrlR1TUW4Jj7jSgJeL2yOWGyM+3YOPPULZjkxSUKeK2GJQ73CUjZs5LZNOO7rLmaf8xBsvfM75rxwMBitrs/JodxMxqp+pzITQuKCAgAj9yyKAsKtEU4aXAa8zZZayajDCKjWD3bSpOfBnJEBWxsESnCnrJyibBK4GbfF20m0TWdKL0EczdDWTrYoE885JWEkl9hhk6VNrwIoMo3owE2O2sXBgVg7BDiENmccZN/gdS4KREZGUFrM1wUfGryNRwI91yLPQTVQ8AS1yCxTV2CthM6xpTkEx4ieyrQdVkmvLFukMM0+Iy80mLeatteK9tSoiY8oi8kFfZa2RIFlt35GkfxGFaNmgM1ljUrrncn8l+dkooNt4PA1gEsCkXdU00PBQxEMJ+WIqSjifTyU9FleUsspaOMukg95QQDiWJmB4EnXKilE2QUN11R4gfTTB0XB0xwpTZoTvESdGTOxQluC2gsHeyDDGyWmaRfORJv+A5w1omIn8xQ7J3Q6LdnwSJTzPcWT5ojhDYb5l54VYA1EiHLUDNiyQDeIbwvY5pYaGQ/fo/8jQf1e4j3yOH0GkF3dlLgLxuDMgkq0scqU5thVPX0K3oZLAPkxJqkM2Y4iCjTzjLQ11NKpNzHzKIoqKApQjfnMYGZEi1WSCWCfT0RPP/aYzTz91euBKkI0NUMW3PfS+f3KPc2789Mf/BHyUck4pT3TzJR/duuSjf17KT5Tjb3rywx71lPPO+bd3Xy+HlrOtMr3px/7LhQ//ww9/77VXnlvmX33zW//rm996xeMf/5pXvuS021u2vUVSyY5AkQG8aPyN5cHcqd3WsABqJdbazjQ14FyzLcnN5MXwECVeEROBXKBcO4ngkF5qybGTHMnTrZo7p4CQin9UrrBKZCOGjXUNPw/3jPlJgUU5cOaZd3zCeQ/6/d/75NGcyMY48tQwVxGUIU2ybB3YDlUtS8Gr5sVO4xzw6Gh+eU6eAnCp5C5C+GbwPb5OHJFMfrNL0lq1zFe2+gjgj6dzOnZk+WosFSi+juShxlohKkRrgupA2SWTRORGDEAo/huJMb1EDNiKhci5WfxFTgDrrJe2EGMbiMgWqiXcSwMMsQSb2EkhPHVb95bl8sH3PG4hVEHCSZ2sqmVMzsQ5cqvG0lUb9UWbJpbyAbW+hYTEQgRKMsiMYL6nSYQNLcdvZAnfu9uPJP1H655qvQznaGY6XqO1NCdTQwNI4rUmyiVKenHOuXl4W0T2ZsnTS3KdizmaCA83XywJvsYQhyMZo8KFSyYmz0+1tgxCbsrAJq5QGdwtyiiLcVcpGcMiUoSomdRFINE8ckuwgRcsdkMO5jcSMwOcSIghDqfscrD9a1PGFBEwSc71RN6xWBuxcthJNR0rbgTWNbNG6Fso3RoXToihQFJaGa7bo/9bn/67WwcPZjVYyeJV00X981W4SlBhbX1tsiX7vclQpMZsL33m8eAQUN6VZKFUP6J9bBoiDc/j6iyA4FUKhCIEhX0qTcVhHbVWYwoChzq10xNlJ20euumxj3rEYnIgkBlVm04kq+7GR7/6JR/7j089rpRNQqGUS0u5VynfWMq35t+15d2/8rF3/8q7yv6/e/p/eNyzz/uWs884vnfTa974X1/wlPPfXspJ1c74u/e+98Xvfd+Jz3nmfe9zr6uvvsYWOlmXMeiuD4fHH3fUHU4++ay73uXU006iR64WB9rLEYZordZWrQnQR5SBQtCW7tbsSKgfcIQugMb1SBg8qFwCKM79SHCG7oEzbjAANbfUPeoIDPqBVFBQpc21sJzhD0Ji5rL1uMc/8r3/60821jfidV+MYSVOB+XURYcnBzuojcYooiDojCmJB2gXSFgyGmKlwJr6K8xMsRr20WTyzNP9xzPvsgoJ72F3OBPL5XIQUSS8dZx1v1Z3UqJzroFRbo2JbJJ6j7vAbRe3J2QV7THRoKiPjSss9RJ1SYvMdNb8q6QlowzoA3n87BcyrGmDrygHIkRNgVcgyf4irSyMhzWpnucZbCHOXhnLpqvBdjoIudGsl4423Ngfgb5EsWNbEcOZ77EcXQF1thX3+zjWDLKbwj8wdgTpH/hGtib5LpQQbqgUUe1KlIMVsqgy/jW+WmtLRc6qIZXhb4zEylnuNaYcNNbhj+UUZbXHcjSZCrVQ+jAmfpSxpVqz3whSPc9ddfThsV9lHsF1Q80CmE16Ek88WZQCpQ2sT0GeRDSCyuL77BMj9ZC3OTQbzYgzLIQfShRLrIRHiDAvTJEt1oB79YsiHsiPryRqe3aXs2E2CeC4OZ2gpogUOUHyJj3Gqt1r9uj/CNA/latnmVCEEnJbzKxu6SU5k0KXffFaG8MEDAZSkbn/4nqqPvNsuxR9DqHSNJpUJWBH6YNNiAsFgQRJdOQBX2d24skR1p9IZW2UvxB+NBpeDjgwmZ500kmL8VW4g5KrLWpbLacP/Kaz//A+33zcX/0ZZRYOYZyPlnJZKfcv5exa5/1KuV85WN75zt9/5zvfeuq9Jt/5xCc+5/x/+NHXv/PlL316LXBmKb9VFu9761vX31oeXAWGqjxAbdeWcmUpnyjlYid3O/sf7n/Ovf/tNzz6Ud9y243rWtf8EVQRAvdEhYPbjdIE/l0gB3IF7Ef6RatxOVd9aUHm5RoAGowoceWY9XKvTtkA2KoJVKfCyk/1/PCPRgTJGDz55NuTYZJ3rASYHBU9jajGolRL/gYuQGWoXYbX4jMGOJ7ngeqYJhNQzYjsMsENAQ5j7FfdkA6OcQEvERSZF5EgzYqfvzqp4OR8XcCS0t+Ko0/DCJcRlmc3iCaB/4pKHAiA26+wG9O2KPPxWWQFCcyVcQQL4uJHUfgdV8Ps+JfG8URnD75AWKIyzYYoNbbZDEK01CCdXKn4G7cDx3kWrPG0kKjbVChAUiMigZBYtlkdR1imGloL/1KeFTd9po4M40Gh+sb/RAr2LclRCTU7g8MiPZL0j6QjGEjByk+r+FsTKOdvD1UtMCZnYwr0jaH5XdgehAGR/CXauNm0QCWblc2lBrshOeRlKd5gNqn5eBDURr3JMEbBF/yuYXlVWvk/78kwSmYwqw7Xijh5qp/I9xQgh7TLUPkiYhbi9tSUzAlGDy84q8pOuEFGk8WbgmTauFoM14dllBQSdCpF2W2IVk18DAlH5kEoLH9IIJ8mTL+SfiWVkU6q8dPWdC3P3aP/W5/+u0xuth4FD4Zg/mSdFMCQqZEW39gNiTpEkM9MOxwAMYFMVAITkB3KgVlJkbAYmHXYA/7mMuWZyVE2THMcBW6J0zPgxZUZ7KcMV/jwhyiyLxD9AinEUQOKMMxiecOTfuI1v/mgf39S1XDqYwPrf1zK35TykIr1aUopj/D/ly47cOFlv37hD/Wf+9yLHvOYE3/rt3KxHo/dOdn9i/itzrjT7vfPfmL12U/88jve9pyXlN6Dzj3vid/8H+5z5dp1Pw1UguoIGB8ibCPhxM3OeeCc+8QgGaEUWx1dVuvlYLvcVE4+VOzdZzz3nVC+86jyLfCxVrT7yH/uZG45CW6RzGN6bCbooPbS5lqjDSnn9L/xWGR9QfIc2hxH1TJzEwteY9JHWhnmLEUjraMKWpsRgV0ldB3XSHGMb3izI0WNJLPxZYuxG+JlMfOdaNlpX+wA8AqBrRILY8cCSFKK/KVIC+teqhcouTD8+K7zHqxt4PwACtBOLF5ug9XO5t36ETECdkNr2gJ6ho2yGonKZg0hMSLHoxBfNwvwra5AVZVs4mCJ+0WdsUupLiKjdU1cmqQilfokBloDS2SUq+RWf0r8LL+SB9YqRnFRiYpDxPl6pOifxWCMDVNNmY5bnxW6PuyPtyIMTEEGhHMlLtk2HapOhClwVvsV9gs7WU7EWKQxpK54blc7MYwYsb7OKnOiAjzcSB2klTooLFEMss9mlvUgJGq+EPFWTV+Xrz5mNJTpCC0ZqIWlq/i0tUjoW7gjFTT0ZhZjolatjp6XHBXon6V2tJr0pbpgMXUkmru4pzxmx+6pWyGEBvKMpM131ge9sQ1a0IlMbLQ/tSZpsUf/tzL9dzf277OggLeBDpI843gt11igggdrQ+tJ46+214IZbXTJoAx2sjItjpGFtdJooIWJ5b7N6sJNqh1YoopwIcgLaVMTkFCAxj1hxyQtRDFEHYINgSI0gQ9o4tuHikkT4gTWTk+ZvK//lPMWv/IeP1YojoNUg64r5ddKuVspD9+5zd+jSnmWP295yz1K+TlVl/Jth/36fz7VxP/k36Hy6d/9nZf+4e+88o53fvnLf+ppZ3+0e+OvpN2ejdW4QJ2QDc6dVPzMY/TWWsF9ZXxMuaYQDKdY8oHpapeu+t/lNf3ysxvljrivtiFdbW7955pE5zM+a/athrhD6Z72du3212jQ5siDLfNK8qFfsZCEV7IWs1WRkDUmjAkMS5+j93H3jXhU1jKJSTyvbgsf2x4qMwQYqldaAUKiZi5WmAlscY+lYsZBlr7bhCML6d2BDCIzG8Gw3YtEuBcMhqTpC0kAuznMimuIFNDO3MW4zDd/yTLFyBoWEHs1yirC0ADbaO8EsbuRMKRQ/pA2Sa6in9TljC6QhfwkmYmWzNZkv3btsJo70rKKQ5FP2t/qZ7lVa80mK9NpvzdcZclwU4wGdGToH9M1jh1CwpRl1xgpOhZRBmaBNfc9Lx4DXNiPXp91RVIQVlyyDAoWXywAfSe6cVdV4Rl5trcQSski/5kN8xMRKm0xReX5iJRrYgbMJ+AsVyKgbnSys61ngPLWYGiuTSvtrbWU6hArgeFWbdO+tMYEQpgvlQfwcp2Ylbyj7DvAlWVVkpRbP1Bt7NcY+UswJDKZUNnUg6SQxXok/BIqIyBMajMX8b32pCa1GsDJRebnoL+vu6+3xce7R/+3Kv1nz4yAPafmskdJhdL4Vjai7wOuWXKbp2sSxT92a7JR4uk2a9lpC0824TxKZAwIdGm6E2EAVnIE43HHnCnJnoit7DuQao+pNjaBibKCEfABcpf5hCyaDZ0gDnUyy3VvuOKav/yp81/0pp9+98V3WV2DEsFJKq2faOnvSvlKKY8s5fb14u7Hg0rx78Du96/nhFz57Wn548u/8ILv+r43f8M5b/2p/3H38vxYKwGwyhQ65MSnf+iczmut39HlxnVS4YRD5ajA5/ZxqFMOWmN+oFw8LP8pNng93FeP7a/b3yKCHNvoFqURKNISCeOY20YRa/OEKBNUBR9EAvcR3suaVzdaCbaR/dKgLbkEpnuJuUbPdmfuYwfVJBBR78B+fb7xDzqZe1ZhfMgRYNY/J6hoEwvIJCIUXdxkNd6oms0OI1gCmVyZ6eqIT7H6K6RJCaLGyohUIAMEbjSThJGQ5MFl1ZcaU3uJ/CzFJb1gGZ82L0f2cA1FeJojG5uoJsalEHeSeYDPeh6nOarirs+aCgpmTdrJlu/EQx6fu+GtZF9PGM62Nif9xYBwoooWC9UTqtW2zMMRpP80Mr2VP2Q4grPNV59ZQhyxhzWzrUv9BaHpbTLF6xRVmOY5bA0wEfHAvAhFJihgnqxrq9mvgkAWC9LJRfeYjTy98oHS+4hpJBNDYca1SPDH+ReRI4hmQaIfSSAx5GSJZZkqUsp6G3RZt4bUhgj3SPpEsjLcvJ1xBNH1kVf8Yq6SVe6ImcFbUOOUqK5RkUwr0ZSmo54YimrLAyp3RaIQh6F/W+Ds0f+tTv/xvMbFjP9EHcxeBYvMDtuwLlOkpVBPmQ9E+LDX5haJIrFzmD9f5brRYOAYNmMMEAQm28Tbya9Jj+FYCHtXu4HIwKFBuuZIkgOKqofFagjfI7gagrutxeQGOvb0Yxfc9+df/4nveOkdQ4r5oTmak61Sfr2Uf1MSTviagxnxTx4qYXZcRY8u5YTDHFOHF1bbp6aL//zRSx708Mvf9HM//aR7/rcy+XLEgyFqBINa4KMQ3FFldptybat1Y7ndNFuNNN2BfuNVOYANl+X6STm4KxgOf8rO+TYW7nytItN4uZnuN0uqYFb6Zr1E3BB1MCOkYSBV0iDX4HOSV/CrLbttpSfRaLKFx2embTya2bqD373JJQPUuLIRCf2uF+xkJyWimvDOXnoR1bZ+0u4ESnn77JfdqqmW8U1HfogcRNUkUsC0NoNthMQ/WZcmcHNl/YHmJ0ps1VWmlT2RFzw0+Ge3wvQ0YRrbNImHbB9BK8OnV2bd4oR4TOyWkV95T9DMJO4WxlDIKk5LLYl3TZOrJatfpAcnRezVYH81SO2PyAO1sjbbzRrq6dZ/MU7ZLsTjkaV/bp4qGNLH5jAT0cfJU2/uwE52XYHBMeylFaE/GFykmRpw1wYxnupWj6jRgIY5ql82C/ukJ4DlOBqzgqnWjoZs9OUTEzIuJZBDfGFAaW6RxwlLJOwlYZrdN5N6jXMTdUOACT03LfSEzI8GzVh7nmPzPQ9KbqJWyodPI2cJgEsKSLMIs7oC3yoNcC+o7nARn6hDH1M+apDPOGFJnTTXn0r/qGuP/m99+s8Wx9VzaLljWLB5T1b1WmRqF7QHHgw4HWdAtNPK5DUWnWwEOS0sBRfdan8elkcTYsoOMNFQEofAlUl5VsKsx41AReIKyM5KyWVyPenaO9gI9YgHXI0MEboQGZqf3FQeeOJFlz39/APvfMd+N1Rwdt1jfboVcX28BpYf39i6tcwtP36plN/sl0+2y5XT9kFPiiWehx3fLaesVsLaz1okyn348VOC3jfd+Nxnv2T0xh95xr97x3LymUhPj/QnrFAWJ5TNffxI61vlqHGR1iNHkwDV+61VOSg1E3OEbZOZ09x2ePVfc14L1mt4lw2FGZNXqIMZ+fgEwrvxPm/7TgwpHJF21aQyxgGhsOiz8U6OFMMO62afxBplVGeClSrLcjRlonfLXq92TrzT2DWPI8vhkaye2AVxeDAoeZN9RCwpAFIj/aPxKp8uMhlqAIpIsMrW1+SnBxI4vJMQmZpn3rnm5XlylJX1A2d3HRK0pc4mxI0wos/nB+0HjswiWTCOFLVC04bhs9HSe/Q0hLLiB09k1ajDaPDAkQfucq/d9NQpZ2vNu5u8si9mRL4OLcBLijbCFZwBbqn9iNC/zqZjTeAkq4VZBS4koYimbtyiGViHYQ1xWzqDPcKyF162PJoNsjZ+0ZuMR73OvoQuqgRt4NutCJANVgX0Ykg2ZBV19m5Ru1RR8hFR2sHJ89sTjoHVpLWo3iRjQcOwvA5xmKduFrxpEDDISCdjNeRsfsLySiQPNWyQfAEzpyG5vp2eQMIpzQIinTpcWl7LZYfcJA7kvSh1282oNSEtwRCPpuJECsUpNaI+xoe5R/9HjP4BhFglPrH7ociUNTUYentq6zTTzmwuR0mJGxrp0Tji5KUuY/fsT5DN+OM0bjuJzRohEke7pIlmp246Kf6LaokmcCe9raqNiDV01LBmTiIVqjZRrd0WMRN6TKF2OfiFP3ze+S95+efud/+PfgwlNkce3BSo5Hl1KX9Qyrk7v+7+vamUV5Xy7k77KmA3a9/79NMeet9zTjvlDvv37Tv66KMF47/4xc9//JN/8+6PffznV9OzOosLZuW7dm8u5dml3GY0efqLXnn797zp4Xd7oZy7/KhZ+2IuXN8v15f9o3LssjCY0TZbgWwwABEMChrFsFcYLGGGWxx+dLmy2vanPsFkfEdT5rMTJTYyEQlYS4JffAVgg5OY1aJK+WO28ItCFsfd1DTObVko5ZE95xVn81FV6G0cIXM12h9Jn4SRtqifeIXJrhr2druMufq5IDxTwMlJJIt9erFtxFWzmilAn3OapS3wrOyQNVpV/siiWHyWovFoWWm/Pcl8DmtRefvrkt+8tU1tQReIwwMBu9k+8ierUsy90MnOhkoLLjBBkA+NBNpRsBsY1WLOLiqGsGhF1wwYZHGLZmtANoW3oXm04LibICs8JBXr4u6aI4lyKnUdQfqvNKsdCR+n5ZB8RzH39tX968Pozn4xazrcnnKO8f7H0ShdlEhmBmaLiyxzgbY2rleJxQYNuQlPVFHtWhWqxofPSYAjo8pCrLt0BPyjdaytDdf3bRgp/EkDySonKxCFOPKI7KdBYVtfG3TX1jtLL22NjpC4j2B49gCXmcQHZTvIdQoF3lBBXuUn6GRhvMQqoYzqeWQehZ81IFqJfTvMoplO+qx6JGB3vRKC0KLeeZegbEJVJZ/eFAcW9uj/VqZ/roR+Bz5UtQ63R7mTIcD1u1wJXln1wI0gikfB45ZUgBhhE3iVSzPHsFC+e7LkxMHspJKYAR5WXbg7qilbsiJidUZn34isguEocFfY3e8cWeCkJsPVC2QLjZQ6D/jqWlH+rmQETf7qx1/xw//9Jc+76hFf/rIqgUGDudinOT/2nxIMbyrlld1y/aJ1rzvf+cWPe8wd9h197ZVXfvbSv/nwhz9y4OprKMTD9bVvffyjX/s933/aaad9+C8+8p7f+73v+cDFb1mO3jS/2YaQ5vTfR9NnfMeFf/z7rz9z/Xs0eXFsGR8nC7ZzMIJhn9EISGOvwsXlTaKMhkaFCmIF5/JVexvuqN+3m++82l31Wh2qnOEtYMwmcI+5MM6YLbseYp4BVV4ej4xG+huCiUMndjkmFUvAZrTOhB8CBB4O62PhmchkoKctYbP8gQuAuIpaJgB4ji0AaPwBPWVUYwhIQlmfVclvhtyFwJlyUpBIfc6ZLMKqOyo1Kj8UbrRhTYfJ5BzfCUkgf5GDksIBKQiSGpWkpebNfTWGoFaNpG6EBppHGNgGrpLmlC0IfWsnh5c0WpB/yjnvT+X1Bi3lXNJFvPKGV6W+m6Q3XVvvTbPQ17JdvRD1CiKqXJa2Jx1B+kfXsWAyWXAwywiahXzJZq9HI8BCW9N4y5IQqMWVjmqEj12ZRXOmtRExfhG3M8BSGUwHG001aENS6ZBrsZKkqIHxseuMe9zlOg1AMf5Gr0+nj8gNyq7p6wOrQnrdodeiGCTJckhr5B2LNBKhrHYZz2iNldmzCD87sWqHKKOXtIRKcwhXoEZMn+ATkpiSAiYtRF2pP2xulrvNmxv4ILeRYUmfsTljdlNWdI/+jwj9M8ZxWV7WaLai8Ac4IgKinlQga5CCLiCiF5XCv+AN9TBGLGSZej1ATv0I1NEEtWAtsVBqjs1NhUXpBVwsoV/U1fgH0EeoGBFFaxAAV8HOESD0Y2yQeBPk2FvruhqWE+7zn2ab7/6hN734tU95zcMOyQZK+7Sbu9onPYND6fADez21W947b9/5hNv96POec+rGUe948/987+cur9p9sEHO9b8/95Hf+cILTj79jEanf+TDvu2RDz33h7/n8le9/scfcvGHXjWbvninxudaWnHDNS952Qfe+0v/uQx/6uC6iMUxB8p++27XIiPyENljmV1zwXW9NDYV8bO2NZz6zxwM9Z1fwg46ZwSC1HVvmeanql/mFJtRIWu11cyPZh0A8VPWSTWlSV0iXubPYBhp0RGdBjVETnQwXI3lzKWXuTKmyBpGnSOUEGeRL0rWMDiZ53vYPj1osF5JDQa0xl5VflMbRVWubcfbdkxf9QWZ70ixZLRBB2mwtmB0y3ZP6fiwRcs1mBjK452AA6pD+sNTniugHzzVfYZoJwgsJWN2sFt4N6NZWO5g03IqLVpINm0oODEJ8Je1DpozGo9jBiUxuuqtWUGddzccQfqvPnuvxhpIOQXXOsXbs95fN61ifFnAHzcYHSF5xnxlUDtbU3LP96PNmUBsaroIFd6l5BvJcubWSdYBGwQ7R/vSf5PJ1uC/he8ew5toOuMqzF7Lxl5iyKYtWW2Ibk4lN6RixiKlg4HpZYKtvoBNpsgGCiA9LiXP7Hm9FBDgGWzW3GRSoukFGtSSEJlvGuHxbKKEtfPyjzo3/ibFispgbmk2iXzYs6lvj4Y4vKp9HYNmh/634WGP/m9N+mcwSpiXIMJfy2GEqKLvU+uS0dFLnlLsABvlVI+zRcHbHlKUmTU1mbNYG5B1obAAFN+Cuytr+jaNQsHREV+kX2mN2SSOR6pm3YAeXgm+LFTF+aumetQ6YQPS8p0VDcpAW3nPZ+7yxU8Nn/zU43/oj973+oc+6t8dvB7sakGDFveMj+fmg1vnwZ1yybI84aEP+eHnv/BNr3nN2y+9FDlCBhznLu9+e/EPX/jYJ53nIbWaJHdEq1lO7nzqqW9/45uf+Lu/8ewffd2Xr7vmpw1APd4yLXe56ANvfd+DHv+se1xdDkaLy52A1+pxrWArZMcGvN2gdnOX83Ykl3HNcNVjp8ad7wZw53T7p7iUCFKykc9AJBFAZJFoSs29EQgDAVCYWd12/f5aM6qiknRivgP8FhUNYBjWvPsIhGxnhzDmTA9Dn0DoBsd73metZrK+O9zYiLag+gBM0yTuHpWI5oJ718Lk9RdPIPZzCQybV/fkDUkrCbWrTSuaQITmJvnVLCrpddCZq7zcxYwC/2Th5n3OCmlf4haRECYgi7vzXxv6ZB8GQqoKAF0mFJNUB6FQq/fc1UUWzVKMxtTgCrGxR+Iv8qykVKI1DZvEKaqX6NOSDrsYHhp5tVx75O2kLh8p+q8+/fjGqlMIfsbyzqvoIic4jmJTePWmiavzru/RxGWB8QQxIFinmCazmphZFp3bQDDQHdHuk/B3GOfYd0RA9T2aL93NbUZKnJmwlGlqwGxvVOU0w0V2m5GOTWOWXDTFtldGVibKxjChHnRPF7JLUls02yOVw6q1HTg8bgMtCsunEbH+SQyOKKv8k7FqjtmoOoko5iEap5RRRIiOXNVRstDTxluC3TVMtEf/0ZpuVfoPFpqYpJeHqEKUElAlCqIH2a2AxmWJA/W6lCX6RPKsfZrRuIyQjduRgjBoh78wimJ1ceTlZbVwZzjsjsfJsLB3wfo63cQbdaLa0kBBnK8BT/SfrJU41usRbohkYBvTBXmQV+Wx9zvuFS9+5cW/+JZ/uNe9v/W1L//Qq1//zdddjaw0wCq2b27u2/l8WL9cOu+//HnPetgOAIoIULIxg8sfNdL7rgsec92TMqkqeDqQh54qXg6vxRj37UX9ztHt/+nd/xsi9f8bqdan90Xi581c8/8uk/Mu2+VrR1GsNgZAmaWau+nJTLM2p59UWFLjZ6E6P2rT4lV9K7iJWbj92fXNLS/JQ/gV7wwHsOJxJSpg8C9OjrHiI6hK8qcAaH40q6ef8rcsXgNjkwcAKjeh0Q/1DkTSLjFkysxlzGNuwUlITA09lYc0m5abbjpQ/i631rva1kl4Z7g1SBnCRHZQzpAlU/1UgTmQZZgWfDQCeCmXhd74NRxkZmIhPBu8assQzm5aIjvXSSLNRuZ1idVxDeQDmIDZmVPmX5W7qtL6HRxvTSzBmi3B0zfvNp1BZx9bwHdTbf5FGiEvNYVRWUVGAWTcfGMgdnSPriCBSlliNC/3l+jDejSdHOWz5zYjSrbDC2iZywnCPWwTmDoZ/CgD1aQ7SlwHy4LHtRxT0EtjsChnR6X7BMRIWt+GaZUH7ZGGmZysjmCcGQeyy8phlmZUyeRZmzlCFsEobWIq+UsOVRwtXMwllde2jC4v+1b2oNFmm15k28hcNrNFShS9amo6h0xC9EvbywbMFK7Md4dUGiulLWTIQCml24/cqqqCZq9TJlUkL/1BLKi62a1bdH/7cq/QfQkUssyxwx300I1o2/mdA3xcuFPb1in4eEvGhXPnUWXuZEFiMJ4EWe8kBqGA3cxC8dHKRHh7yx6nQsKI22SJrsqOH61tamwFP0YYQzmW2N7e8d88AdVESwokyWidHoaETZxpFuWrrX/NLJ5513/Hvec//LLh3+50s/ddY9PjyaPmjrRphxphsOO15Sykfm5WXPfsa33ff+P/y8F4Y3uF7shFRfkqayM+5xt6d8x7NSqedViMrdMVRqLQDF+aqcdvrpv/eOtz30vKf+26uuekz95UmlvO7KL73zxy97xMtOLOVz+EWWqjt1uMH75rOBN+/mchOeaxebxe4imWvNY2qN+QgsHHYoCTKamurluqQkviJGPC7HVHWzPoZE443Dgousks0CpaTCVzTJFU+d28Y6oJzdg2w7lzSw1Oyv86EtGGKXJAHUBA529uaL0pj9EqoKKA5gOTHv1E4TsWlwvLEaIQSMoM7mBaxt6aqsleAMcKHphLWhWfyGdRP4mubQ9SIaaJ/qotQn5z0V0gQUD+XBDBv3Vxnjg+/DuZ7HE1Kx3ruQ0VEiFlmwqZbEtAXbFdIYAbSssW8vBoNhdYYwsPqtHgkHpWTmJ+V6tNoWD/wnR4r+SVfRV66XLMfr89t4rSlSikkoFr1meWPIJ5MV5qoJuEYDpHPTJUE4aE1Ps99MXspKOMo6Iy3kBazGjIvWpNpcSIS9Ti5IUcfF7GlRQYIy4X5injxdz8aGCA6Yk8LEBZuPgIkAiO+H4dHfGJp93iaNjVeYIOHAGnam7AoaXuJZLQt8smEJwmKY8ySZ+xAiIbKdt2zq4x9TUVyZ7D7KQ/bh4O3KLpHmXV/d5jeHsv3ASD326P9I0H9WnI7jA0JqAaygZbw7vNkU+XA/NVq02TK2WJfcEzVrMKo8HyG2bnZkG6Jsq5byeq9YoakNjfL8MjI6MuvFZ5sjvoUAicUSNu2NO7hZd5O4omftWA3NeQOP6kOnWje5/C8e8fjHv+097/ErqnnKpz5tgcLb67row42GPyvlp1vtRz/gm579xMc9/8lPt/UY9kKz9sWHXNFthKzPe6Jt5cJd/4dDYxLRK+/6mTc+6enP/PfjrcZndcGk/OQ7/uBJL/uOa8sruIgjxW5xUJkJBm8zGgT3D1KOeAtuUeqWIkERoBtbKthNbctO4gBQTgphynriH7DHziA2XcyGJBGC9pgnFUv5B1TqRqwVVKk9txUPT8rAOlfb9WDZKqFNFj7tDUka+yxyR9AfTb9I0XI0FZ8cQh2tUV/IgHRLgBcEc1FPNQOkJwW0at9QW9XSjbwNdE1z+17kGU2AWqtO1cAl1kZgLV1hm4Gl9DTIUwVANN68KBw0OGqjMxAUZ40MYeQgFL1HwB15WdDS+ovs5RVRYSA0NejGl9ZrD2BRrCiHXcPpPba2qiOdMUE4nKVQ2Sms9EhmxBGif+3jYednN8/eqsYssBIwtnjmPYp8eMJJtKQIWXNXA1bGBWE2oiDr0Uhi5KUriIbKxodH5GZcRPjNDdchTsx7ojASqoipYecVr/fJ0hBxlzHNIOJCYY4390QxiTPTbhlBatV5kW5ST+NdDJ1ZxiI9xTKaqABRR8QeBHsojoEPac3gPjVIQ3IT6LA5eKY4XSN2LPbfHCXNRRadRtfL5HfUGp40z3ajT3PDdxbjQ1179H+r07+Rr9afmUsmpMmpXFtBE8qHhwE9RuXx4TiijSjDWZxgdPwMzdEoxWguggE25YOYgSVRGJ0jO2VIE1FrqARjkC4lJ04PyiIe2EGA3LlzEBVIBCfQn5Shcdxr/c+HjzmXpAEG9mSVtHo+K6QxUnbuurBbjjr22De+6pU//oofGd1wg9ur3qkdkCeb6/1Ve3nns85ClNWhtHPbLf/mkatPfuyv9q1az//OZ/+XnQKPLuWzf/uZKz42ZNEIMOxcvvmv9vYofVxBZdwqmzQnvyWHq+qAO+W+RjA0lwOPGF9xDAnaZjPvfhdfoPqxyrONNl1xMfdOTX70bCgUP3/QsooBdQDiwORhD6kpLr7vqv0mxVOSUZzwkDnzW/Ur15tUABoIBpFLdoZVd/m0ZYcVYnMa7nw0Wzb7O9kJEJalFVhcfYnQqIQAAEAASURBVFxSo/lobIXMFp/hfLHl57yd0u7foZ+mTZ4K2SN1EkcFVUQONwYyRGeUUkAQiePw2dgSsT/StOoKA5VOay9zzbHtzgJE6G5qy8/Ao0bCMXvy+EeeaLZi1Zfd3BRsdWaCjzj9R9UneQPutZuNvmKKdGjHoDRlRgqHZgxqKRO23ROjETo1jxnhuKFCABxNbLeMZjR8LiZf87NawoYSid3kvEFkpwbEsKdII0hVkl0dKwIQ3dQcHF9ptup8chLC4A4XszNvoz8QDRUB4Aarzk+y43yqMjK/5d0wCGBp30a/qswqOQIPjXhWYzFEokSA1fylLIMf79H/kaJ/+GfxZegMHYQsqmYizJCtWKlm6DPAQX2rBmr0imT3m2aKS+ADOggmgwLKV0yFKGVILZ6BrLiWaG/FKj1FyBlagBp3R1Tkj5O4IOkIoXexBp9AZAdHUgBDcEAkn5sy2C1bf/eb333Bub+blQQVQet6twc1SnOKlz/xb9F+wVP/45cuv/yTl3w8Ys1TKjttlfZnW6svcqqW9nHHHZ8fKh3n5J889KHT2di3/40//oYLzn/mb590knUSjtuWclZ38atv+2innHL4fbVnuM++RccI6/J21M31Mlxay07f8Vi5gC8qn23fr33VVjCutVsKE1yYyoyYB//ozE1ZDpt4a3Kkc81OA2YnF3wEOXMkNSh/AhCieVHYt3+K34mXTuXNEVh21C0OPUgV1U6oM0L0xDiow2dXNpFvImPqdS9gRbiCu2GKDCI0yCeJP5UYADfTEEwjhpDFRPZSyILXkAcDRgsdzCydjsTmoJAwKbtpCi/onlubmzbnQFE+3ZUoA8zgekyuZkSCGqqTOoo/dFKnT8xTaSbq9MbQu+jtKA4NY50Oh2sSgfqDYZJf6+EknYeE8IsIOuL0zyMTNstUMvp25wXZiseBzMyOL5InoDN8RhfYQY4uwDU6yhiFrIsMV8U27GQjS79mlSEbbl13A+vR8+ohDqOoW7iCQx5Z92C80AjDL0FE54bMibEaDNbi+upsvzgWXUWJRKUJfqDPVErOmHAnmhPhnZqkTGW3dyICkhjk2JBZhZ5ZGAxtKmsdVcSPsugtYMNBoZsxTyomEGzxTMbdtEf/R4T+s7FaVjTIS+K49AfEI9XFmL4K3M1WQ5wR+PkWhgRY1UVQVQykaY7pbPXXKAsJDvBDRCWMLkL3J1eQD6qpKgkVhyhBCk3NkmIIiODaztF4lqg+KsYyKoZOfJRYYr1X7rb1gqf9zI/8ddA2NwGY29VYdHP3L7TLxtrge572zHe8+eeryeFO5Evlbn2m1bIWWjGYtbV1qAJ22Gvnsbf4q80GYjz65Mc+dsUXv3j+U574gZ0iD52XS/7ik2vlvjsX8tee1N1y3KAcJQu8VW7cdSJ5fEVffzW2+ad4w/M+/dMG6rvnkQBQXFJTrCXSULnsSpXUQQpZ9iBqlN8amwzmYW98jqFhgBPDnwWold/wtZHMYFb/buz0wIqNNlOJSYwmAFrruuvSgt/mJR3JxUgIKNR4EDPRJIQp9hON0+94O32QSpvxS3g/eKHJNR5QdcUIM8lCDd2gAaYFrA/E5+l5vgJxF6pbnFGX6bN8XHaKG6z5dFbhIc1GVAE+pljFRyfpmJXPMjt5QlaiJkFVDVYVhPGpj4ltzq3bImQibxA69NJIQMabhQ5rl480/SduL51P/81ORpOfFYwmiTyNNB8uVhmQP5XNGJQ2nvGru0JHMa8rs1aTUa8ji423vKwsXGu0NLcqht/h+2iLwZiU1rx/c2ynTEpbyjOzYs7ZbWVqFw13Uuk4qVKA+9eTqAXRDxpmNyOZtnAp+lVtqNl8K2FFo9ulsdtGWFUuOvIne3dmu6VKaqm/Tgr7NfEsxl/SjqNbohARDhWrZo/+jwj989zi5xgLtDOTD/oze8Hk8DYNIvt2A1hqRz03cyEIxEHhsMtmpRhzzpKgIfKI4vlKr+4OplTGp9VExsCs5OdV08RPAA8kqNC13QPD13OaKV7HFXlpJeDhvF/vl+M2kr//nG+8+CNPe/LnfvndZ9Sit9m9uZSLu+VxD3volVde+elL+Zw8nGNC6K7/ebvpxIcULlLvZZd//t+ceTeU3nTzsAr+8Wmr9cUvfEHvf/WX3vWiH/yBF/3iT513fQqcuSq//JUrOtNH78bLWuUYami9mXUhuzBH05Odz+bX+sP2RziscTSRnFpb/5kPy7So6ylfXQXMFxyEWaLg1cyo3A/dkqaZdSf2RaOVxb8kvteTzxOeEpmQPhx9znxlgxLSq2+jU5nza2VtRE3M6/6oZb2++c1M9b3JZw3iJOOwv5KAwO7vDjprVQxE9nlop7+12nILRRRccPbRDdc6eRMUYR8NkaZH96vuRsi7QUOs0iIaZSRW3ETqCdBXgcmc4aOC5EjDShuCx9uLGR3NXXliYKKrSEvbKQuaZ1k9IKxKiUBmLCdwBsQ46zvtLVmyWengQ+Q9z1I07+oGiQCzbuUiwOC6w89HkP5ld4X+kVclFwI+e2UTnKuB7Ye959WCEPIizp/q6WVaVuVauEbbMS0wtgd6csxQA1o26sQ3ZQPkVmOBjCRws9lR2C4WR6LbFPgkN9lwz7NabYaWV4XY79RPZkFtXq9tGy76RrwCllYM+pOYiZG9GW1VGThchWLzrhcR7OFgnRdVhda5iH34T7PbNRtRSzmjTfw8kk+YynmrvWGPWKSy0bcNODPCo8ebabPVSrFr6TdV1pmyxKSSh7ZH/7c2/WdfXSSCsnpe35ClW7H9vADMFML1bO8cps67vwGts3gEcBmhEDueFmndXLY8sxoTuboSvg0EMBqUjMFII3AN7U69TWrIUuFrst6yT0+FgXnRQxSgWx5VI0retE3Dy759ZT/BIFmV0njVH73hB199/z+87fOuugpZHbNzq5jvV+btb73/Ay77q0uqA0e38vzrWvObKj1rnrKY8X+9/7eedu4tN9fYqWjnL0f177/vtzHCZR+7ZG1937V3PLtc/wk/kkab3nB9aF85jm4aTvUZ3b7c6AHKu+SzXq9/wrYVL5tv1WjYkQrKpoZ64AtAwUyIKwUE5Kvm1iNy2KLg7M2Mk+jruZqsxSrwqipmG+32tLs12YKiscyM/GS+7I+9rV5qT/ARlGxVFbHK9sDu+nDp7fOx++N/jjAxoQMv/R4tbIi0tgIcssjSIiZJqy1ouTSP9sjIFAdxg+WNWgg6vMFPAkvjeEQV8t+8Zw8wcRCtsVns0awmmSyrlu3/kFP0R5BnkoJjlvPGPMzSKmZK3udM9/diVNn1Q85p0oRDgqMCoJFnpEtX0DweM/s3eBsc2cfaSACNJUXsq0IDLcNiiYwq1hhCNijK1h1kb5FH1JpK/0ibToT+PZ6S3NC/zYbNg4675f85/ce3PpVra/DiCIrxTsVi5nHGTgVp4q83Y+gBIMfWIeLjiWP3yBSgYUsUjAtXtnnouqaJMtO01SBU3ULPSOaoZ0HkHSZLpmnsOwMdGy7LTabZczMpTmbDap26o2GxKDKmZAL39ibk0srjiVdobUOvdh+doNIQqJTY0diuHWgY/A/ssRbiDhrEFPIZT1GInCRhWRBXhzY3WYeoNH5KZbMGIy1hpeizFEiAM5TvDk+oRv5Eqdij//9n9F85F/170/o2/d8S/7vr9hygGm6vcQ/zBaR4a7kwoBlGz1sY7T0QVGUg1mlyzvGbPWowMGsQaMB79kD8Dn7LTgiIBrq5LeuvbIxZX7jCSsjyiPis45JPCizQrrSb+h3qz3fMW5Upp721cuxa2WdLVXKgQdy2XbA/vv/Y42ZXXXU44rIU3H7XM07/o1/9VVxet+hH+61rhLaqX6p5hDrff/GHfv2Df/CEhzwiIqN2rfnpH32u2m9/+9uu/vIVnnndNdceOnjjHe5yl6sv/YTcVWMEdLuz/XFulH11yDatsVXycJHQnBuRKqiUyn3pY5UN9aIi29eD9dQ+w5VggzIidIsYXDjRKAXLrGKNv48ORUCrB9Pz1Bvbfl7pFnFd0TCDEFQwHTH1yd8gOMceUEn9ooL4OX46j+FtSbyAYMfoNvcj67IvQt2b0yNykm39TGydoER0gwXJPOFCMPMALM3LJU/H3t7LuUVKQHFZq51Vn3nhhiSW0joIAVCOLiiP8fzYeg/l0EMovHAvVf6jIy//QIJikkxHAljHrckUs+AQGYsg2ZwkLxpZ4x5JoGI1XlsNLV+wDTxvhp7H8KV2NwukISa68iKK7EqtUXLw8kayVccGsduWREP/8Bb9e98DTcm+3krJMVU+I5UD6mU7QSMP2xr6NzdfL/3L1APxDf0HdJdjgYGufebMLB+oBlSvIIEpVkMpT2DAsztWF3r/VsRcuMMI21QqbEdnCPbuNhJwZ7+l5I2ndl63dFkyobRf5JW3QSAJpkG8QOmwBTtYWtwbHBMbzC7KgkQPTF7Xp2gTUjbZLqszFqJXbhRbPfYtkjFmiSVVWxURO9Na5G6sxvXtQ4ixNqCVpVG97CsujY3KibKstYvnaurRE1OBeJar8SpphRGVdkHZo/+vi/7Xzeyi0j+Bj9dstxVzvjr1rYAP/YdiEnLCzd31fxr/t2CcbS+4ZTF2DWCGnaxJkGBnw8qyJcOttLaoEkEHxGIKZ14U6ouZYzHwXgdZbO1MllheRAdEZsEmM4+QCZGYkF0Gf/S6wRB3bm11KAWSIEaTLQ5zqKKdaSskq4iF/KpCw+WxPH5fWbf5al0BF/LWKXrG9BOnnHqX8tnPVMRyaw7bbqvj5JNP/vIVV9h2kycU/XHQjHBXI2pSINDp84JXvPKObz7pfvc8K49G9HoT2oXUVSitVh+86KJ3vOEnm0pGi8n1199wyu1OlDVLNgTgpcTG7D+6BsJFF3Kben2qIr/n3PvTE15uFdnf+IW5ncOV+rd6VXIH1o7F0PyI2Qi8eHqzCaJl5EvOci9WsuF5m582nE2TS36U5UOJ5fey/YBZi4YHLOSdUumymykMA9KJ2KjcLWmkfRNFyYPmkTqaFtwAdGrxN1teePR0dCibHLgH+kyVrjlCKKRq/RHeiSKqwDLGOZ+12jLcxhuK5d3y0T9BZ1RJZoim0trtWlGvc5Yna0glhj3wJPsZKHIuTaBQV/QLuGtUvCSGJjXCbi/yluy48Oob+7GMx4Rk2j6FWqSHN1boUXwplu0SorbZYwVkHpPnGnFjcVYC4h7oknRbyBW4GcWurD63+O8RrVuMJKJF//3sB6oxi7Wy8uIxak/sG23rWM3D8kGI6F/0l0Dk3fm66Z8BqPXw1QvY1UGb9nQd5NYxPKyj8WSUlJDoWdxmaDgCDAtmQulf0Xhwvu4ZpXBFRJU7c4UMY6/nqtdqMgXzQiYOgqjweYoTSp0ZRiNq0N+V9xsxTPKKnowabcG3qqlnQx1VJcgQHqnzwsQzgu7Kjhiz6dbK65iSz42aRAk63tKRZ6jb3k2UxlRNdaEO1j03KRTj0QgBMI4oin7S+c3NEWKYjJMFZxK4BDsbPclvYuxT+bJ79P/10L9U4FACWkHnmEf6Pg0sKSQM4Qh9ZmdMh0lUjK5skOyl7wguVfqXcbSIwmmOq7pPDwk78Zujvjq5IUa1sxwUQxVQjQaRTZDdhdk8n4UZ/vMCX+TIRZAlRdEzYi2gFJTHE523PkSYjMcb6yTWcjqxShnBOhJpQnbqbwBTf0K4aqRbsl36qx6fEZHQ/NMsbUTem184826PuOEDX7tPBpLcPxyMDm3qSARUaY9wgS+3OK6+5rpve9Yz/9tLX/a0xz4mWqGykR/Bo0Oj0c+8/e3vfOObjg3q5WmWAm0d2LzNvg3M5rixeHfjRntg1ZtX91gXnTRVTKx1CvtaUZ+bJkog8bQoN9SNuxv5oyeZg/BlBIaxr/6OXEmDawWBoTAxw5zDPWph3B2RPUbGWBoiyE5XM9cGtDcK6psqEX5KQXg+UBdMtqItb0qbhj8dbsvBeZMQUYQ44jGHrRk3hLmI6mo3BZbIdNWl+feHy5W4vWum3sM1TB2ZJQ/M4MRZkFWziAcJBp2SVmTgvBVgaYueWALNqNUGpkv0GMp/3SnB5nfWVtDJkU+aknhmHiLnLTgeh3reYobCI+QS9NKlilukqSenbJ5Wn0vGoEVtaNl41TOMANKPSzMFhES573tQVTaOsCujJ5Fwt+tHVbyda54AAKR0YuvvjDuCrYn/CXBkx5e8aCY5xOpXL/qHyf8i+ie/NWu4NrA9XdiYNEc5BGC2o6B82a4qg4JMIsFCnMbFd25Fv5LkoFkrXJTrCdNjR5hZMobUTQsriWVa1BURgLjQXmLcVWNjV2YeCQGEaCJ4AsIEpHGMB09yuWOLJ3xhYKkZZjIkZiaykK5DbNLv6ZWGeVRf/aSF2iUzFQgAfakMehiRVgmAARAKY0/geu0W7MoGZIv+muSLskYKxHuX940nl97Iav82/ft9j/6/bvo3z0aUhocAgO5qPEtC2HI+REwieAkcxEHI0qscildCY7LTZhX/K4hRQDoSFaKqhwFCps5TDndRDza3NhFjOI1ew69hQ+/ZrM9BpW7EsPBC++xb401vyoSz8FxgEneri4GoJpOcL5TG+DpCY9TKsGVYGNrkI8XyJ5ZrUj4xcoxkt4ek82vKaHJYtjzkAXd+X0kaKTkgDOGQXaqera2tfRtZpuZ5arU9W5gkfHfzEQxerW646cBzX/ay1/3szz7zvCfd47TT922sXbN56LK/+fQvvOdd19544NQUUTAPTgKtlauzVfOgL5Zy7DG36R79VevGtGWtfOMx5Z41HL2f5c7HPivXz8vli/KpWfmH2i2dSLslfNem5JqBClQbwHzi5wyTr7WAyQNAcsZITs5lYGCn6aRsZdmR/SybfcINjALL+UDYJrjtZvC6JIJiGaQ2HEqxj0wCjXDfZaPOq9vOslWgVyEpm++mQeacZDfXfYhowbo3QNAB6HJUxprxaeKMSpDB8EbGWU03yJsDw+uR8dwS7UlimAhNGVuhxoKhI/Aa6UXCaXHbmHQLpUwr/RQeaDwnUCRW8BASkkLIJWsWUFd2B51Pe4u898G6tuGgnyZVrGQ0ZBc+6Obhs7HUznmL1WH5OFMiBqsf/Gr0DG+aZIAQtGq5PfMmW9eiwiAT57oDJkOcSuhmdTSx1A5Gtmi4SbJ9UF7OzJFHbiIPtPz/g/5D9eGcaHY0Km46Vs+MOAw7R4USqqFh2KeaaZ+dZ/G4ZsBUI5ATt2beEmpgn1VOMxJ1+EIMRPpqMo4fWDHwEJETUFEc1ydQpERigl+EEGR8QaG8MYlcALnoyjDQpog271L8GnPBCf+oXv0/giRexC+rqV4h9q4TfTuOZIoCJVESSpy+V0OjkVfjcMwlNucVhVZxzyTt35uDMbWMazR///Evrn0p3bKjFb2JkonAbNDDFQj80ZzIhTmPLEmewDxkNpgsI5+o/pnVVsMUDoUFNJxuy+mkOGRGyWwP6Wm4l/3MwvHPeyeQqHmV5cglhML+VcuieE8DU4IXsk8OFAkG6JfpIjapcH4d5RdoCOkxEtJXe2Er3ySjo0SKNpjwESoApnAjU7n+pelgff75hfykvWRlxJDWTfvd7+lauuvsOdTvmbv/xYwxFxqIWW/9ER7VSrwHCrXP6VL7/iDW/4Rz/nS+SkcC7NRo+E7U64zTFXXn3NybXc7wzL3e56l2W59Pbl5be54T6Dqy5t3fipMvpEWdyI9Ev7mLLvrOWJ3z4+/ntv3P/H15X3zcrftoqXblsupyVGNA6fegKNNDN9q/pyrT0fOwhFn7fPgZEnKCi0VrBKS0qyR5g2ur9pgGHZNy8ihnaHCCAbhFCLuSESbI81w2sOmBDWE8GsCZ1hY9ZDl8fQFLuLfsz4w9VZzxyTrm3zBWtiVUQS1BnJPJpTd3IYhspqvCItNpoW4oo+JHQYCGsuagDOhkFLbx/P66oToqarZotHKuWKLwsmmgySGCmBiNACkgjJGH2vHId9CzlwsXCMhsGqYdtYXS4KMyg53pqOxxOpV4IJeqsemEieq1KzWB4klEcjXz8hQgPhq4bB2e1iLJ9s7MQFR4WJ1ybKbxzwxeoIPTLCINOYGc5t+leDoiGQfwn9hxNtV2cjem5CMpn45xW2ZC8RoOSlUawb0o1XJ1vYaXNtdqOD+Q27Gi079WbM0gh/EUC23+A94PHLzuTgmnYP3CFxE09xTcu3z+cz9DUfzLyhAz/O14f9zS1h/ayO1oZQWp39Sip8PuPseCIOmX5bhR4ByaRIZjNXso1KSIb4so1yaIy/T+8ilQ0s3VDZOri2Y+MjYbbVuQA1wkLqI3njjSDWfaHlqsSYxyW8R/9fP/0nqBP6X8k0QzvGX9ABYW8ivKquof/SF8UahtgRTBa9ZzFLrHdRAlNKj+AABlnIxaYYWe0kuwBWkfIRMiyMPvaLFHGrGJG8iVgWtoBPSggi8Z2igxxBHxaKlymygR4BkuJv8Y2dmV+ijQTX6jIK5aYkG1GRu4BLwB+hSciPOz/aPVW2MRpCXfUId4Te9x383f7DvmV+0UVkwx3rtdsxHVrlby//nKCxUqqipeyj2cQG0h7/8ogctEa1N6e5tnM9Axhi97mub/w1UYzK0ccdt/+EE8pVnxc3sLL6U9PyzHO/YVbee/vLN1qffwaeKKv1dF9UHzjPrijXf7Z9w2+uf2Z9/ZhvOPGMH73ixL9clZs0gkJvPGqoBv/YFMlzI6Eanm/ao1g4l9rIB0LPnc96k5blvk3AMcrsasG963qkZys6V3cayzFjDT1nACXy248IQjG5nWIG2DV7WmbXfnbDRCBUeakBquWdoNvxRKEhU+mG8Uw9lNaOvXlo5KbPv1ieMQAAe8bSaisYKwsBKbgASpIltZhITuSjzzAqI2wOKkCwsTEwNlWwXEHKlICA9/agB1KAkFN6brMj+0VlJCrZpE7gaCBm2eIXbWpgFHsPVZ4PnZZdhZysqPSuWjaoJkSZyY+RgGbTEtaH8akIbmTjdWrmWFU1JZPI9WqDbBqmbd6bHobizglI2VjXfsQ8Y3GGqJdSm5KGAmh6FEINqP1L6N+IJet4TNRFJmECMVrcZNi9SSHTJn3bMMRJi5AVMcpGA2OuLBfWfc78XCSvqoIR4yNqfpQts4Q89M7EISIEYNcUParmXmZTkpJRw+m4r45DZlWHx9xEUk4Swjah5iMwreuMmZgRBJHdLswzOUwzyQLFjI1FDFVliJOLwzqesQoIbqjNy71IxEunYJCSUQaZlLKzJlNRSBLBOtrV2sDCCm0YrA1JSsTtV7KBd3k8kaitvVGE9uj//4b+YzMjFPY3T2E9Cf7EsLN2sTK0jxCOL7EWopw2+I9kWAvRh5OtbDbXkzmSmrK4yTUGf/g574dCHNkwK3DqXzTTGKOUVJXLRgVKtEpMiz6rEhURoqR5JCvwWYgTWsVqjkhBkhbbabl2Ue/c7dNpHBpxRrW
s你可以亲自试试然后分享给大家~多么有实践精神啊~
剖腹产出生的孩子同样不明真相。。。
是自己爬出来的。。
Styie 发表于
是自己爬出来的。。
果然你是过来人。。。。
跟贞子一样 爬出来……
这个还真不知道啊
此贴有隐藏广告
我问过读医的同学,他说就是从开口拿出来的,人家中山大学博士应该不会骗我吧?
<font color="#2sky 发表于
我问过读医的同学,他说就是从开口拿出来的,人家中山大学博士应该不会骗我吧? ...
终于知道了…
silentyt 发表于
终于知道了…
刚又问了同事,她生的时候,剖开的伤口大概有爱疯4那么长吧,她说只要头出来,就可以直接整个扯出来了。。。。
<font color="#2sky 发表于
刚又问了同事,她生的时候,剖开的伤口大概有爱疯4那么长吧,她说只要头出来,就可以直接整个扯出来了。 ...
世界真奇妙… 当妈不容易…
开发者中心 -
帮助中心 -
网站地图 -
爱应用 - http://www.iapps.im

我要回帖

更多关于 超级玛丽最后一关 的文章

 

随机推荐