乐老师 发表于 2023-11-3 14:50

肖八交稿,肖八高效使用指南!肖大大说,历年最难的一次!

肖八拿到手后一定要充分利用!很有帮助!千万不要瞎做!肖大大说:今年的《肖8》历年最难的一次!
    也有不少同学询问小海老师:那肖四什么时候出啊?现在也明确啦:肖八11月上旬,肖四考前15-20天左右!
    另外,小海老师也帮大家整理总结了一些肖八的使用方法和经验,大家提前参考下哦!

1.《肖八》有什么用?
    肖八的定位是研究而非简单地做题,是后期用来查漏补缺很好的仿真题!    在查漏补缺的过程中,如果做对了,就把相关的知识点再复习几遍,加强记忆;如果做错了,就必须深入研究相关的知识点,直到完全理解透彻。    如果能通过做题总结出干扰项的出题规律,那是最好的。因为这样你做的不仅仅是一道题,而是掌握了一类题目的解题技巧和方法。如果不会总结干扰项的同学,也可以直接看肖秀荣的干扰项分析,
2.《肖八》怎么有效使用?
    ①选择题选择题不要一口气做完,应该做一套研究一套(可以两天做一套,别着急),争取每一套都有提高。       对于做错的题目,要认真查看解析并彻底理解。如果遇到明显生疏的知识点,应该回到书中结合上下文再次浏览,并可以翻阅之前的笔记或思维导图,以加深对知识点的记忆。
    虽然许多人认为做完一套选择题后,有许多知识点可能不会,但实际上应该尽可能掌握所有知识点。        然而,我们的模拟题需求不仅仅局限于肖八。仅仅掌握肖八的选择题是远远不够的,因此不能将所有时间都花在掌握肖八的选择题上。学有余力的同学刷下其他老师的模拟卷,具体下面会说到。
    在完成这套选择题后,应熟读并经常回顾复习,以加深印象并能够选出答案。对于一些必须记住的关键知识点,如时间等,建议整理出来以便更清晰地记忆。
    ②分析题分析题要着重关注时政相关考点,马原部分全部独立完成:对于《肖八》、历年真题以及1000题里的马原分析题,同学们可以先自行思考答题思路,尝试运用相关知识点或原理进行解答,多加思考和练习,逐渐形成自己的答题框架。最后再参考答案进行核对和校正。
    对于其他学科的分析题,同学们可以直接查看答案,以了解今年热点问题的出题角度。
    在分析题的答案中,绿色标注的部分是主体框架,也是背诵的重点。只要把握好框架,再结合材料用自己的语言现场编写,就可以在考试中得到大致正确的答案。判卷老师也不会逐字逐句去看,只要大意正确即可。
    ③选择题想高分,在刷题的过程中,一定要形成考研政治的知识点体系,就是脑里要有一个框架图!这样做选择题起来才会顺很多!分数才会高!
    就是考研政治强化巩固阶段一定要把知识盘活,熟练运用。比如史纲和毛中特中有很多文章,我们就可以全部汇总起来做一个梳理,类似于这样,记忆起来就非常清晰,其他具有逻辑性的知识也是一样总结,总结起来就是:把同类知识、有逻辑性的知识总结起来,记忆效果会更好。还是之前说的,如果不想浪费时间做笔记,就直接用《政政有图》考研政治思维导图,这些知识点都有整理汇总,嘎嘎好!

3.肖八分析题要不要背?如何背?
    肖八分析题不用背,但是要自己做一遍,答案做到有印象就可以!    后期主要背的是肖四!    因为肖八是用来查漏补缺的,一般押不中题,押题的是肖四。    学习时间充足的同学,可以背背《肖八》的分析题关键词和框架。尤其是马原的分析题,一定要自己独立做,不要直接看答案。这道题考试的时候是需要你自己找原理的,背得再多不知写哪个原理也是没用的。(哪怕没有去背肖八马原分析题的完整答案,也要试着自己先想一下用什么原理、知识点来作答,可以自己整理一个马原框架。)

4.1000题没刷完,可以不刷了直接刷肖八吗?
    根据自己的进度做肖八,不要慌!1000题最好要刷完,而且要赶在肖8出来之前尽可能多刷几遍,一定要刷透!尤其是目标75分以上的同学。肖4肖8等模拟卷的最大目的不是去掌握新知识点,而是查漏补缺。
    因此,现在还没有刷完1000题第一轮的同学,一定要抓紧刷完!尽量在11月上旬之前搞定1000题,可以晚一点再做肖八!    提醒一下,肖秀荣说,1000题的新思想部分不用刷了,直接刷背诵手册的新思想190题,1000题的分析题都不用刷!思修部分如果时间紧张可以直接看答案过一下就可以,这部分理解的题不多,大部分是记忆型的。其余部分认真刷就可以。
    已经刷完一轮的同学,那就好好研究错题和相关背诵笔记,1000题的马原部分错题至少要刷两遍,把错误知识点吃透,等拿到肖八后就可以开始刷了!

5.肖八选择题得多少分才算过关?
   肖大大指出,八套卷的主要目的是查漏补缺,争取在冲刺阶段将选择题的水平提升一个档次。相对而言,分数并不是最重要的。25-45分都是正常范围(每年政治选择题的平均分只有29分多一点,不到30分),偶尔一套题的得分高低并不能说明问题。
    然而,政治考试中选择题的重要性不可忽视,因为得选择题者得天下。所以,如果你想取得不错的政治分数,又不打算过多地投入分析题的精力,那么一定要重视选择题,努力朝着40分的目标前进吧!


6.要多长时间把肖八刷完?
    有些同学拿到肖八后,迫不及待地开始刷题,仿佛打了鸡血一般停不下来。他们说这样做能带来刷题的愉悦感。然而,当他们完成一整套试卷后,选择题的分数仍然令人不忍直视。
    因此,对于肖八来说,既不能过于缓慢地刷题,用一个月的时间来完成这八张试卷,也不能急于求成。这本书应该花费大约半个月的时间来充分理解,对于复习速度较慢的同学,在12月肖四出来之前也必须完成并理解透彻。
    至于复习的频率,肖大大的建议是:每两天做一套(包括分析题),特别是马原的分析题要自己学习找原理。不仅仅是做题,还要通过这些题目认真回顾涉及的知识点,做到举一反三。每做一套题都要深入研究,彻底搞清楚题目,每套题都有提高,这才是正确的方法。

7.肖8最晚不能晚什么时候做呢?
    肖秀荣说,这个月底前开始做都问题不大,前提是你基础打好了,做题自然效果好而且快。

8.其他冲刺卷啥时做,怎么做?
       仅仅复习《肖八》是不够的,因此你需要安排时间去做其他冲刺卷。这些模拟卷的作用是帮助你培养答题感觉,并丰富你的知识储备,因为《肖八》无法做到全面覆盖(时间紧张或者目标分数60分左右的同学,刷透肖四肖八足够)。
    最佳做法是,在完成《肖八》的复习之后,再开始其他模拟卷。同样地,要整体完成并核对答案,仔细阅读解析。
    除了《肖四》《肖八》之外,比较推荐的模拟卷包括:《徐涛六套卷》、《腿姐四套卷》、《米鹏六套卷》、《米鹏三套卷》(学有余力的同学可以尝试,主要关注选择题部分)。
    不过,你已经具备了《肖八》的基础,所以不必花费太多时间。只需查看你不会或不懂的解析即可,不需要全部阅读。每天可以加快速度完成两套卷子。

9.大家一定要多看看帽子题的总结。

    比如会议,时政,文献这些,对做选择题很有帮助!
小海老师整理了“肖秀荣、徐涛、腿姐”三位大佬的帽子题汇总!
应该是目前最全最新的了【肖、徐、腿 傻背题【帽子题】汇总】
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keHnIelLnzEcN1JsaSHTYgo3rODPu8tVx6hKTLvJJI6K1Ll8dR/3B3Zi+E9eMh+np+H+oPVCmOeO5cP8hpu/EOQEAQCd+kp0nDsgEdnJq/55SzC8+xOKDR4rQFeQ5kp0HlLF7iOtTOpNmgpeHnCx7yJcRegdDNMYMCdVAOq7ejKoaJOwfgQR1SuZPR3bkk7COLIecZ6kzsZpvHUuy8yzEL3AqEqNClGwZKNn5Qln8m2TjVcHLTc69PdiJiLmFJRqgiCAP/5AtJMSEXAuq7ci/fHWcC1bU2XNNV7AzCQuxcP8hFaLNBevROxjXvDbZ+VJTsSL0x78Xl3K+dCPIH7Ke1GHHMzdn7uL8xSG6DEJmB8kky9zCUtqm615LCReGguRBIku/bfsTegdDXGiHVMdYlX/ergj7cPnqOB3bJTsv/+0HstZJwgiSDwI7EXNz5i6tX6rn2fLPXxzKXVBeQd6RtfuVfFlAvmDPmqhs+Af5Qjc7oynXdvJlE/lCvNwM1to0INeQgHIXjNxETXZePv5TK5u9Rs1ETed8Oia0IH/Rcr8S/pACwQtA+EMKBC8BQiAFgjxCCKRAkEcIgRQI8gghkAJBHiEEUiDII1QFUpIUKyECgeA5oCqQT58+fd71EAh+NSwvL2ueUxXIX375RQilQLBCPHnyRPOc5hjyp59+wn/+8x9hvgoEOWJ5eRk//vijrkzpenvoSbJAIMg9YpZVIMgjhEAKBHmEEEiBII8QAikQ5BFCIAWCPEIIpECQRwiBFAjyCCGQAkEeIQRSIMgjhEAKBHmEEEiBII8QAikQ5BFCIAWCPEIIpECQRwiBFAjyCF1/yFdffRVr1qzBK6+88rzqIxCsWpaXl/HkyRNdB2VNDfnaa69h7dq1QhgFghyxZs0a/P73v9eVKVWBXLt2rfixHYFghXj11Vc1z6lK3Zo1a1asMgLBrx09+VIVSGGmCgQvBmGXCgR5hBBIgSCPEAIpEOQRQiAFgjxCCKRAkEcIgRQI8ghVgRSbAgSCF4NC8n7729/mLHOPxwOv16tIj8fjMBqNCAQCqvc4HI6U8g8EAvRakqca4XCYyzMQCMBoNOr+xeNxAIDX6016Lfljn9Vms6VUl1xC2iDV/G02m+o7ELw4OIFcs2ZNWgKp11kDgQB8Ph8aGxsV9xUVFSEajSIUCnEdNxwOY2xsDF1dXQASwhkOh+l5uSA1Nzcr8lYTLLPZDIvFQjtqdXU1otGo4s/v9wMARkZGUFRURPNsaGhQvZ79s1qtXD2cTqeqUBJBzzXhcBgVFRXo6OgAkGg7PYggVldXr0h9BBny+PFj6fHjx9JPP/0kZUMoFJKqqqrocVtbm2QwGFT/tDAYDFIsFlOkadHf3y/Z7XZJkiQpFovpXkvq1N/fT4+7u7slg8Eg9ff3S1VVVTQvlu7ubqmtrU03X0mSJLvdLnV3d6uW19/fr9kWBoNBCoVCSfNPVrb82cmzaaFXH/ZP/j4EuYHInfwPuRBGSeIFknRAtqP19/fTjt3W1sYJryRJUlVVlerLZ+8jkA5oMBg4IaqqqlJ0KDVhIsKbSkfMRiDVYD8ipM5aAim/Vg756GndT55TXv+2tjbdfAlCIFcOLYFcu2bNGvzud7/LWMM6HA7U1NRwJl5nZyesVivC4TDMZjMAIBQKobi4GADgcrkQDodhNBoxMjKC999/H5FIBBUVFZrllJWVIRQKwefzwe/3U7OWZWBgQLOOwWAQABCNRmk6+b/X60UsFoPL5QIAzbFoqthsNkQiEZhMJtU6vfHGG1nlHw6HUVdXh5aWFjQ0NKCurk7zWqvViuLiYhiNRnR0dCAej8Pn83HtIMgf1uq5gqRLJBKhndnpdKKvr4+OIcfGxvDxxx/Ta81mM+0UWoJECIfD6OrqQldXF1wuF+3werDC0NXVhXg8rivwuWRgYADhcBitra0rkj/bdgDohwQA/cixH0gAaGxspG3g9/s1Pzp+v59+RAXPH92IAeki1wjNzc10UiYSiWi+6GTCYrVaFRpRr+OkKgzyTunz+ZLekwlqnZ8tq66ujj4j0X5q96u1QzqQyTQysSTXkuwkFLlGLtiClWXtkydPsjJZ9WhoaKAdqKWlRXHeaDTC7/fTl65mRgUCAfT19SnS9cw0IPFxSMZKmaxa5QDPzFktk5HVfuTZtYRQq55qHzdhor4crF1eXsbPP/+8IkLpcrlop5F3qnA4DJPJBLPZnNFSQKYaMh6Po7u7G8Dz0ZDxeBxutxtdXV0IBAJ488038fHHH8Pj8XCmZiaoCZmWySp4OVgLJILvZCuUra2t3BhyZGREsYbIrnn19/fj7bffzri8TDUkGUOxExsrpSHJRJXf70c8HkdzczMVlv7+fni9XtV12lQhpr6WACY7n+w5U7EyBLmFjiEzEUoyexkMBhUvnTXNSMdgzS+fz4eRkREuP60OIl90B5JrSLlGJlqYNZFTxefzpaQ9LRYLVwcy5gsEAqirq+PKdrlc8Hg8sNlsmpNa1dXVSRfuR0ZGVIWOjEXZMaMcPTOWaHPB84Wb1FleXsYvv/yS8m4dtbEN6QgdHR20M5HJBI/HA6PRiJaWFlitVoVgpDOGlMMubQDKMWt/fz9aWlp0TWSPxwOfzweTyaTYqZPMvJRvV2tsbERjYyO8Xi/a29tVn83lctHdR2x7pYJ8ppkdN7L/Zz9ypA7kfejlB0DxwRSsPK88fvxYESTyD3/4w4uoi0Dwq+GHH35QTVd163j69OmKVkYgEKgj/KwEgjxCCKRAkEcIgRQI8gghkAJBHiEEUiDII7IWyHg8zm1KloeF0AtZYbPZuN08BI/Hk9TjPV2aTvpw+ep4TvPMNZ091+D+tDfl9NXOi3pncwtLOOQ8i5szd1O+J1fvKGuBDIfDKC8vp8fE7Yo9z+5gSYUPPvhgxTwv9FDrAM9TGEYnZ/G3vyjbSitdsDIMjd3GdkMRdm7bmvI9uXpHWQskcRomwZWqq6sRDAZpvJ329na0t7fTGDdamo+Ng0N2mmgFkFqNXL8xhYKN6xSdQCtdsHIMT8xg3+5tKV+fy3eUtT/k2NiYYhsWOTabzdSxmIVsUQMSm8RNJhPdWldWVsZtIbPZbPj444+5fatke14mzrTuT3sxfSexdW6vpQTO997CzZm7OHU6odV7B0PoHQzBfrgS5y8O0fsOOc/S65tO+rBv1zbM33+I0clZAEDBxnU481EDvX5uYQnN7gv0+FLnMQAJjTs6OUuPCcPjM9i3S9kJ2HSS54njNTh34ToWHzzinoNw/cYUV/cTx2toZ+nsuYaF+w+xw1iM3sGQat3lyPOrPVCG3sEQfQb3p70o3LSeqwMpx/33WtX2qD1QhvqDu7n8SZtr1Ye8O/Z55DSd9NF2IWWQ/E8cr6HvGQA63EewpXADd//NmbtYfPAI+/eUquapVrbWu8sItbgey8vLKcUFkQdvYgNISdKzeDFtbW2q8WbU4snY7XYax0Ur3kwoFEo7ONSxEz1SfdMZ6Z/T/5IkSZL+Of0v7phcc6nva+6+0599KX34yReqeQW/usWlnf7sS3osP0/yPf3Zl1J90xkuP1KX7+a/103/bv57qb7pjGoaKeu7+e+5elzq+5orj5TPPqf8mCX41S1F3UgdCB9+8gVXJimHbTf2//K2J2WotbNeu8mpbzqjeHat/D/85AtFeWrPIj+Wt5PWu0uGVkydrEzWvr4+qg2Jt4HRaKSTNZFIBHV1dfD5fNRsVTM92XCSwWAQFRUVMBqN9H55rFHixJuudtxrKaFft53btqJg4zrcmr2X0bNvNxRxX9GjR/ZTbTm3sAQAeL3g2deXaAPne28ptOPQ19PYbihSfK210msPlNG0LYUbUHugDMPjM/SY1VSV5Tu4OgEJjUjqAyTa5XY0pvqcVwa+4coDAPvhStVr9SCaEnjW9v9eXOKuOfqu0qsHAC5fHcfo5Cw63Ec08798dRzbDUXcs7PPKM9/3+5t1FIizC0sYfpOHJV/3k7T5u8/xOZN6zXz1HpHmZKVySo3Rc1mM/x+P1pbWznPd4/Hg+LiYlXfP+IZwnrJNzc3r4iHO9uw5Hj+/sOM8tphLObz+q/wzS0sYUvhBmw3FOHU6T6FOanG6OSsaifXSv9jCR8ka3PBegxPPHsO1gQnzC8u0U6j1g5aArn44JGivEw55DwrqxPf9mqdenhiBosPHuHE8RrdTn87GlO8Ezns/a/L3heQmMyRjwX37dqG3sEQhidmVM1orXeUKVkJJOvyVFFRAavVSjUZcTtiaW9vh8lkQnl5OR1Dkghy8qDHct/IbOPJPG/cf6+l4yby0liNSrh+YwoAFOe00pNBxqhkfCQfu70I2DEieZ6mk6nNom/etB6LDx7h1uy9FZ/YGp5QjgXrD+5G/cHdaDrp4+YRgMzfkR5ZmaxdXV2cycoKTGNjI43q3dDQgJaWFkSjUQwMDMDlciEajVKPdJKPyWSC3+/nIolbrVZEo9G8E0a5Zr01m1izYr/CWwo34FLnMdQeKMOVgW9U8xken8FeS0nK6QAUpt5UJEa13u1ojDMx52XXpouaWS/XbIWb1mNB1h7s8VQkpjDxySRJMnYYi2E/XInewRAVADUKdbR8KpDJHGLiyznzUQNOHK/B6OQsNf/13lGm5HSnTjaL+V6vl44ZHQ4HnUl1u92Ka0lMV7VNBdmgZsJqmbWjk7PcwvH5i0OoPVAGIPFy2c7DjkM6e65R042MWd6p3sXlrZXOlkW4OXOXWwOTm5/nLlxP/uCysg85z9L1WGKykU44t7CE4YkZ7p5SUzGm78TpNddvTHHjs82b1nPHnT3X0qrT/j2lqD1QhvMXh7g2bzrpo2vE71TvwvSdOLeOnE45Q19PY6+lRGEWs3mQDyGxPPTeUabkLAwk+V0JEluHDeKUSjAn4mFPwn0QUzgQCGQVdyYd/vYXC06d7uNMzPqDu9E7GFKYK7UHyrilB3Yaf+e2rejsuUYFR2sanyxAKyZzNNIJ9sOV3HiMnYo/+q4Vze4L9Lx8qj9d6g/uxvz9h9TsLdi4Dm/b/sR9FPbvKcVUJEav2WspwV5LCdWS9Qd3Y3hihtbJfrgybW1G6nHqdB/X1oQthRvQ4T6CZvcFupyTzthudHIWJ47XKNJLTcVcW5OJpWTvKGOyWfaQpGdLH7FYjAu7r/XbHlVVVfR3J8hvT8jPs5BrUwnT/7xQWx7JNB92aSRZOlniYJdqXgRkGWG1EPzqlnTsRE9a92i9o1TR/CmBbAWaDcTEajKXy6WrGdlr9WZUieZcbVy/MaVYgNZLF6wcVwa+SWthfyXfUU4jlwtSZ/+eUtUXqpUuWDn0dimpsZLvSDXI1WuvvSZ+RVkgWEHSCnIlEAheDEIgBYI8QgikQJBHCIEUCPKInMyyXr46Thdj1XzMAFAfwvqDuzmfRDlkkZu9Phlsfsl8+7K9n+zLvNR5THUTN2G7oYh6OKg9r5pfHbsAncqmdMHqI2uBvDlzF72DIU1BVIN1xSFcvjqO29FY2huIieCq5bnS9+/ctlXhSgUkBIsN5zB//6Hm5nKAdzwWkQF+3WRtsrL7+zJlbmEJvYOhtGOSXL46jh3G4pS06Ercr0Znz7W047Gc+zwI++FKIYyC7DQkcfUBElqBNdPYsAfJ9hT+b2BCsxOzZbD5Awl3maNH9uvmrRfOIt37yT5OLeYWllT3RC4+eMQ5K8vvmb4TT6qh5c+hppkFLz9ZCaTzvbdQaiqmYypC00kfdhiL6Rios+eapruNVicGQGPbkHyaTvrQ2XMNzvfewtzCEs1Ta6M1O94Dnjnukg3Cqd6fqm+h3odFi1uzd1GwcZ2uwJExOjssuHx1PKeaXZAf5HyWlezzYycknO+9hYKN61Sv1wu5pxcmg3DuwnVc6jyGS53HYD9ciVOn+6gb0JWBbzjtvHPbVmw3FGFo7HbK98vDZehpe7VQgCSvU6f7cMh5FoecZxV+fYsPHmEqEqP12Gsp4Rx4ewdDCo95IYyrkxDP0gkAACAASURBVJzvZZ1ffIjthtR/oXh4YkbTDNQLk0FgTc79e0pxZeAbDI3dRv3B3Vh88AjnLw5xmgdIOLOmen+q4Su0QgESJ2X2OlIf9mPDfsDeqd6FZvcFzvdPjC9/HbzQzeVqIffSZbNsbCaPF6M1c0mEOtn9qZJqKEDiOzgVidHnllsPOfexE7w05Nxk3VywXnWNUW0MSSJ2aaEXJmNL4Yb/hpe4q7hnc0FCqPSiymV6vzx8BfBsYiZVbcqGt/hjyVYsPnjEaX32Y0E+GOmEtRe8vORcIMlXnw19oBWKP1mkML0wGQAUnuuXr45zGpeEn2DzcH/aSzt8qveT68maqxwi1GqaWC5IJLwFCTW4pXAD9lpKcO7zIL3m3OdB6o1OzrMbEOYWlvL+d0oEmbEiJisJpUAmYOyHKxXajsyS6mkVvTAZQEL45xcfcrOk7HiNXMt2ZnZyJJX75eEr5BHNgWdBnNTYuW2rIvyhfBOF87234P60l14nX94h40tyPpPdSIKXA+EPKRC8AIQ/pEDwEiAEUiDII4RACgR5hBBIgSCPEAIpEOQRQiAFgjxCCKRAkEcIgRQI8gghkAJBHiEEUiDII4RACgR5hBBIgSCPEAIpEOQRQiAFgjxCCKRAkEcIgRQI8gghkAJBHiEEUiDII4RACgR5hBBIgSCPEAIpEOQRQiAFgjxCCKRAkEcIgRQI8gghkAJBHiEEUiDII7L+bQ+PxwOfz6d7jclkwsDAAJcWCATQ3NyccjkNDQ1wuVwAAKPRmNI9IyMjKCoqQjweR0VFBTo6OlBdXQ2Hw4FgMKh5H1tWOBxGa2urov7JCAQCiMfjaGxsBJC8naLRqOY5j8eD4uJimpceXq8Xk5OT6Orq4tIdDgcsFotqHg6HA2+88QZ9ZkKmzy7InKwF0uVyKV4kSzgcVnQOgtVqVZwzGo1UkPRIdg0rtEVFRYhGo/B4POjrS/zwDhFOOV6vF7FYjB739/ejvLxccZ2WgPn9fpjNZpjNZrz//vsAQIWgpaVFIRDkY5GM9vZ2tLe3K9LleZL/OxwO2rZ6whgIBAAk3qNWXdi2VHtngtyRk1+/IkKn9qLC4TDeeEP/dxPlGkveKViNpXVNKpA8HA4HmpubNTV0Q0Pil6Xi8TgVOlb4yHm5MNhsNvr/oqIiDAwMwGg0qgp+uqgJsxy55cAeB4NBKtCs5dDX14euri4EAgF0dnZymlpoyOdPzgRSS+hisRjKyspUz7GkqrEI6WhIj8eDsbExrmOlUp7b7aYaweFwwOFwwGw20zxTQc8UTaXuLHINqSak6bQL+aiRNL/fn3ZdBbklJwI5OTmJmpoa1XP37t3DX//616R5pKKxWNLRkC6XC+FwGEajkXa6VMpjNf63336bcnk2mw2RSARAZgIJJBesVD8IepC62Ww2OJ1OmM1mVVOcFWJikgtWhpwI5LfffqvbwVlzVKujpaMho9EovF4vrly5krI5ZTabaQdMdQwk75x1dXUAEpNUauNKwsDAQMpjw1yTbpkejwfl5eW07ZPNCQhWlpwIZKpCoTc7mo6GDAQC1HzTy1M+AUEmjLq7u7lZy0AgQMdSQEJj/OMf/+A6Z6YmK4vWxIwaqQhWS0uLIi0dkzUQCODevXuwWCwwGo2wWq2oqanRnf3OVOMLUmNFftJcjXg8rjhmx51EQxLNQl68XEMSrUXOs0sCrGDJZ3fD4TBMJhPtrKxwsJM4FRUVaGhoQDwe5zp2MBhEMBjMqkOmOsuaaRnsfSRfuYnJXhMKhRAMBmGxWGh6IBBQnUl9URr/10ZWGwOMRmNKf6w2IZ08FouhuLgYQMKE7OvrQzgc5vJ3OByorq6mWsrj8eDevXucMI6NjdFO3tnZCYfDAUAp8OFwmDMzW1paEI1GEY1GUVZWhmAwSD8ELpeL68RerxdWqxUNDQ00/3Twer344IMPVGdJyZIMIR6P09laj8dD2y4cDnOzuDabjWsvci25juTb2tpKlzbYvIGEeRqNRlNa3xQ8H7ISSNKhk/2RNS6WsbEx2um9Xi8AKCYLHA4HKioqaMdzuVxU+xHTi5jLDocD5eXlmhMOV65c0Z3ttVqtnFYmghCPx9He3g6HwwGXy4Vvv/2W1jcVPB4Prly5gqKiIni9Xk6gbTabIq/u7m68/fbbAIC//vWvdAxrNpsRiURoOzqdTqrFyPLMBx98oCh/YGAA1dXVCAQCeP/99+F0OhVmvs1mox9PwYvluZmsxGQEEmbRm2++CbPZjEAgoDk5Yzab4ff7UVdXh5GREQCJsZXJZKLCQ0wpuTnY19cHi8VCr4lEItykUSwWox2wo6ODK5edNSZ5E0H/xz/+Qc3aVMaE9+7do+uRVqsVbrebnvvHP/6B999/nz5/OBzmzHGz2QyTyYRwOAyz2Qyr1YpwOIzq6mpUV1ejs7OTmuYtLS10bVGNUChEJ2/i8Ti39suOOwOBAILBoBDOF8Xjx48l+d/y8rKULf39/ZLBYOD+QqGQJEmSZLfbpVAoJIVCIclgMEiSJNH/GwwGqa2tTZGX3W5XlNHW1kbvlySJK6uqqoqmd3d3c/dXVVVx5+X3kjztdrvU3d2t+nxtbW2Kc1VVVfQZSZ3Jc8ViMc226u7ulqqqqqS2tjapv79fs5zu7m6ubfr7+1XrV1VVpXgetp300GrrWCyWch6C5KjJ3ePHj6VXHj9+LMmF9LXXXsNvfiP2nQsEK8UPP/ygmi6kTiDII4RACgR5hBBIgSCPEAIpEOQRQiAFgjxCCKRAkEdkLZDy7Vg2m41u1QISGwK0tpvJt38R2C1juaLppA+Xr47nNM9c09lzDe5Pe1NOX+28qHc2t7CEQ86zuDlzN+V7cvWOshZI+R5Rp9NJw2SQ82THTKp88MEHSeP0rARqHeB5CsPo5Cz+9hdlW2mlC1aGobHb2G4ows5tW1O+J1fvKGuBDIVC8Pl8MBqNdDN4MBiE1+uF0Wik28vUNpqzsJvRWU928pfO/tGXkes3plCwcZ2iE2ilC1aO4YkZ7Nu9LeXrc/mOst7LOjY2pnAXYvdiqsXaYR1/6+rq6N5Uj8eDsrIybs+pzWbDxx9/zG0aD4fDqKury8h73f1pL6bvJPZ77rWUwPneW7g5cxenTie0eu9gCL2DIdgPV+L8xSF63yHnWXp900kf9u3ahvn7DzE6OQsAKNi4Dmc+eua3ObewhGb3BXp8qfMYgITGHZ2cpceE4fEZ7Nul7ARsOsnzxPEanLtwHYsPHnHPQbh+Y4qr+4njNbSzdPZcw8L9h9hhLEbvYEi17nLk+dUeKEPvYIg+g/vTXhRuWs/VgZTj/nutanvUHihD/cHdXP6kzbXqQ94d+zxymk76aLuQMkj+J47X0PcMAB3uI9hSuIG7/+bMXSw+eIT9e0pV81QrW+vdZUQ2e1nl+1Xl+zDJ3k61fZ/seRa73U73faqdl6Rn+17Vzmlx7ESPVN90Rvrn9L8kSZKkf07/izsm11zq+5q77/RnX0offvKFal7Br25xaac/+5Iey8+TfE9/9qVU33SGy4/U5bv573XTv5v/XqpvOqOaRsr6bv57rh6X+r7myiPls88pP2YJfnVLUTdSB8KHn3zBlUnKYduN/b+87UkZau2s125y6pvOKJ5dK/8PP/lCUZ7as8iP5e2k9e6SobWXNSuTta+vj2pD4jFgNBrpZE0kEkFdXR18Ph81W9VMT2LeGo1G6pdoNBrp/cQcJpBwHOlqx72WEvp127ltKwo2rsOt2XsZPft2QxH3FT16ZD/VlnMLSwCA1wuefX2JNnC+95ZCOw59PY3thiLF11orvfZAGU3bUrgBtQfKMDw+Q49ZTVVZvoOrE5DQiKQ+QKJdbkeVgcQA4MrAN1x5AGA/XKl6rR5EUwLP2v7fi0vcNUfftaree/nqOEYnZ9HhPqKZ/+Wr49huKOKenX1Gef77dm+jlhJhbmEJ03fiqPzzdpo2f/8hNm9ar5mn1jvKlKxMVrkpStylWltbuRg2eoF+6+rq0NHRwXmsNzc3r0ioCLZhyfH8/YcZ5bXDWMzn9V/hm1tYwpbCDdhuKMKp030Kc1KN0clZ1U6ulf7HEj7C3+aC9RieePYcrAlOmF9cop1GrR20BHLxwSNFeZlyyHlWVie+7dU69fDEDBYfPMKJ4zW6nf52NKZ4J3LY+1+XvS8gMZkjHwvu27UNvYMhDE/MqJrRWu8oU7ISSNanrqKiAlarlWoyr9er8BVsb2+nAaLIGNLv96Orq0sRx0Xuj/eyBeh1/72WjpvIS2M1KuH6jSkAUJzTSk8GGaOS8ZF87PYiYMeI5HmaTqY2i75503osPniEW7P3Vnxia3hCORasP7gb9Qd3o+mkj5tHADJ/R3pkZbJ2dXVxJisrMI2NjTRiQENDAw2ZMTAwQENHEIdlko/JZILf76f3+f1+6smfb8Io16y3ZhNrVuxXeEvhBlzqPIbaA2W4MvCNaj7D4zPYaylJOR2AwtSbisSo1rsdjXEm5rzs2nRRM+vlmq1w03osyNqDPZ6KxBQmPpkkScYOYzHshyvROxiiAqBGoY6WTwUymUNMfDlnPmrAieM1GJ2cpea/3jvKlJzu1MlmMd/r9dIxo8PhoDOprIc9gYTwUNtUkA1qJqyWWTs6OcstHJ+/OITaA4kQITdn7nKdhx2HdPZco6YbGbO8U72Ly1srnS2LcHPmLrcGJjc/z124nvzBZWUfcp6l67HEZCOdcG5hCcMTM9w9paZiTN+J02uu35jixmebN63njjt7rqVVp/17SlF7oAznLw5xbd500kfXiN+p3oXpO3FuHTmdcoa+nsZeS4nCLGbzIB9CYnnovaNMyVkID/JjNq2trYhEIvB4PDQ4VSpxPhsbG9HY2EhDchBTOBAIPLcgTH/7iwWnTvdxJmb9wd3oHQwpzJXaA2Xc0gM7jb9z21Z09lyjgqM1jU8WoBWTORrpBPvhSm48xk7FH33Ximb3BXpePtWfLvUHd2P+/kNq9hZsXIe3bX/iPgr795RiKhKj1+y1lGCvpYRqyfqDuzE8MUPrZD9cmbY2I/U4dbqPa2vClsIN6HAfQbP7Al3OSWdsNzo5ixPHlcG+S03FXFuTiaVk7yhjsg3hQZY+YrEYF2KChNeQ/1VVVUnd3d1cWAmt0BuSJNFrtUJpvAjUlkcyzYddGkmWTpY42KWaFwFZRlgtBL+6JR070ZPWPVrvKFW0lj2y1pAk4BIATpMli4DNXqs3o0o052rj+o0pxQK0Xrpg5bgy8E1aC/sr+Y6eW9Q5Ac/+PaWqL1QrXbBy6O1SUmMl35EIciUQvABEkCuB4CVACKRAkEcIgRQI8gghkAJBHrEis6xyXzggsRs/Vf87OcT/UL4YLIctg+zlVPN/TLfuqVzDlrPdUKR7v3yTAXlGdjuZmq8eW9b8/Ydpzw4K8p/noiGJoFzqPIZLncewedP6nIfFuDlzF72DIXS4j+BS5zEqjABouaOTsysSo0VeDqC9bUst/fLVcezbtY3eX3ugDM3uC5zLFEG+LU2wunguAkk88AlH37Vi+k48rSBCyWD3GQIJAZ2+E+d84Mgm5VxC9jSy5Rx918ptQiaQfafbDfwvHBOPAvYYeLZhneX8xSHF/YLVQ05MVuLyA0Cx+50I3R9LnrnObCncoHBQ1Qs7oVYOaxay6YecZ7HdUIQdxmIUbFzHmX2kDqwPnF7dU3m+edmHgP0/64MIJDZ62w9XUmfidOnsuYa9lpLEhveJzPIQ5DdZa8jOnmu4HY1Rc6vUVEw7L6DUXITNm9ZTNx4ijCQPsiGa1TC9gyGUmorpNfP3H1Lzz/neW1QDX+o8BvffaxWe3mwdiBAlq3uq1wBQNS/ZD05nzzVs3rQ+pR0exFOE/YhdvzGF0cnZpGNgwctNVgI5t7CE0clZHD2yn6bt31Oato/YlYFvOJN257at2G4owtDYbZqmFzJjpeqeyjUkHMW5z4M0TT5OJMKkN9FDuDlzl7pykQ/I3MISDdIkWN1kZbISTZOtJ/fig0c4f3GIM1mBhNMpIVnIjHRJpe6pPt+ZjxqoRzmQcMUq2LgOrxdsSEuYiGksdy/ydPw/1B4oE6EgfwWs+OZytdglQMJpd1/BM4HTC+2XCWpxYohZublgQ9ae9HLkSxC9gyFsLtiA/w1MAIDSJ/FOnPrg7dy2VTPEIfEsIOEpWQ45z6r6BgpeXrISSKKlbs7c5ToRG76BpLMTHHMLS/8NnpQ4R8JE6GqrFEJmsPyx5A1FB741e1cx0aNX91SeT43rN6ao86rzvbcU4z55HNPLV8cxfSeuiEYHqHsWXL46rhl0SfByk9UYkkRXY8NEkM7FstdSwl1z7vMgFy6BhIlgl0Hcn/ZyEyV6ITPUIGM7djx3/uIQ3rb9KeW6p/p8bBlkDKgV0lCN4YkZ3WcR/HrIifsVu8uETHjId7JoLVkQ2F02AG/Ckp06JCQgAIWpxs7UatVNzbxLpe7JrpFHdtPbZQMoNaQ8PCJBa8eP0JAvP1ruV8IfUiB4AQh/SIHgJUAIpECQRwiBFAjyCCGQAkEeIQRSIMgjhEAKBHmEqkBKkmIlRCAQPAdUBfLp06fPux4Cwa+G5eVlzXOqAvnLL78IoRQIVognT55ontMcQ/7000/4z3/+I8xXgSBHLC8v48cff9SVKV1vDz1JFggEuUfMsgoEeYQQSIEgjxACKRDkEUIgBYI8QgikQJBHCIEUCPIIIZACQR4hBFIgyCOEQAoEeYQQSIEgjxACKRDkEUIgBYI8QgikQJBHCIEUCPIIIZACQR6h6w/56quvYs2aNXjllVeeV30EglXL8vIynjx5ouugrKkhX3vtNaxdu1YIo0CQI9asWYPf//73ujKlKpBr164VP7YjEKwQr776quY5Valbs2bNilVGIPi1oydfqgIpzFSB4MUg7FKBII8QAikQ5BFCIAWCPEIIpECQRwiBFAjyCCGQAkEeoSqQYlOAQPBiUEjeb3/727QycDgcqumBQAAejyfp/V6vVzUPh8MBr9erWaZa3uFwGDabLWmZbNmp1NHhcCAQCHBpNptNs34AYDQaEY/HU66LWt3SbRfByw+3uXzNmjVpCSTpcEajEdFoFDabDZFIhLvG5/Nxx36/H2azmR43NjYCSHS0rq4u+n+LxULPsRDBcLlciMfjqKioUFxjNBrp/61WKxwOB+rq6jSfQ15HAOjo6EB1dbXq9V6vF5FIBO3t7Whvb+fORaNRxONxtLS0oKKiAh0dHSgqKtItHwBaWlq45023XQSrg1ceP34sAQlh/N3vfpdRJl6vF7FYDC6Xi6Z5PB4UFxfrdh5WcPQYGRlBUVER4vE43G43urq6EAgE0NnZiYGBAXpdOBxGa2srl5ZuvVkcDgeCwSCX1tLSgvb2dphMJq4ch8OBN954g8srEAigr68PDocjrXql2y6Cl48ffvhBNX0tkJ0wAtAUulQ6S7JOxXZOog1Jmt/vT7mOasJFkGtIq9WKrq4uqplsNhucTieqq6vhcDjQ0tKCWCwGm82GgYEB2Gw2vPnmm1QY2Y9RdXU1wuFwyvUkpNMuglXETz/9JGWK3W6Xqqqq6HF3d7dkMBg0/+x2O3e/wWCQYrGYbhlq11RVVUn9/f2SJElSW1ubbpmhUEgz7+7ubqmtrU23/FAoRPPq7u7mzvX390sGg0GRB7mHtE0oFOLaKRmZtovg5eHx48eqf688ffpUymYzucfjgc/n48aG8Xgc77//flITLRPTjEzCaJmZenVMB6IlycRKTU0NQqEQ/vrXv6K/v5/m5/f76fhQrtVsNhs+/vhjABAmq4BD12TNBpfLBZfLBa/Xq5i4UOtYDQ0NnDClY5oFAgHcu3cPFosFRqMRVqsVNTU1aG5u1rw/Go3SOrIQwR4bG9MUlEAgAIvFgsnJSfqspNxoNMqVQepKBBkAzVeYrIKUycZkVSMWi0kGg4FL6+/vT2oakvv0TExinrKmY39/v8IU1qoHmw+pD2u2ElOTHJN87XY7NZFJvqmY5FVVVVIoFErbZFV7Dr12Ebx8aJmsePz4sZSNUMo7flVVle6YjnR2IhTyzsqOD2OxWNKOnK5A2u12RQcngk7ykY/N1AQyWT3Y69IRyFy1iyC/0RLItUAi+M7PP/+c0UxrOByG1WoFkJjJLC8vh9PpRFFRER1TBgIBhEIhajbG43H4fD6MjIwoFs+JmUeWNZxOJ13nJLDrnR0dHSnVMxAIoLm5GX6/H99++y13zuVyobi4GO3t7YjH4zkZlwUCAdouqZJtuwhefugYMlOhDIVCsFgsdPLD5XIhEAigrq5OcxzkdrvR0tJC1xa18i0vL0d1dTXi8Ti3bMHmGwgEEAwGdcdUpG7yzkvuIYvyjY2NVNjZsaAaauWxAnjlyhU4nU7N+9XItF306il4ueAmdZaXl/HLL7+ktVvH5/NRLUU6RnV1Ne1UagLJdiCiRdU6OBEgIixaqAkPu4uHPRePxxGJRFBXV6eqXVKdCZXfSzYBAAmrIRKJcDt9IpGI7kdD/gy5aBfBywfdqcPyhz/8IaWbk+2MYbWa3lY0geDXhtayh6pAvvbaa8LjQyBYQbQEUkidQJBHCIEUCPIIIZACQR4hBFIgyCOEQAoEeUTWAhmPx7mwGTabjQt3EQ6HNcN82Gw21Y3XHo8npdAa6dB00ofLV8dzmmeu6ey5BvenvSmnr3Ze1DubW1jCIedZ3Jy5m/I9uXpHWQtkOBxGeXk5PXY6nXSBnJy3WCxp5fnBBx+k7S6VC9Q6wPMUhtHJWfztL8q20koXrAxDY7ex3VCEndu2pnxPrt5R1gIZCoXg8/lgNBrhcDhQXV2NYDAIr9cLo9FI484YjUYYjUZNzUfOG41GLjIA+VvtgZ2u35hCwcZ1ik6glS5YOYYnZrBv97aUr8/lO8raH3JsbEyxjYwcm81mLhQGgXUYrqurg8lkQjQahcfjQVlZGbejhzj5soGxwuEw6urqFAGzUsH9aS+m7yT2ie61lMD53lu4OXMXp04ntHrvYAi9gyHYD1fi/MUhet8h51l6fdNJH/bt2ob5+w8xOjkLACjYuA5nPmqg188tLKHZfYEeX+o8BiChcUcnZ+kxYXh8Bvt2KTsBm07yPHG8BucuXMfig0fccxCu35ji6n7ieA3tLJ0917Bw/yF2GIvROxhSrbsceX61B8rQOxiiz+D+tBeFm9ZzdSDluP9eq9oetQfKUH9wN5c/aXOt+pB3xz6PnKaTPtoupAyS/4njNfQ9A0CH+wi2FG7g7r85cxeLDx5h/55S1TzVytZ6dxmh5gKyvLyckgsJCWFB/oh7EIH4A7a1tSnCX7DnWex2O3V/UjsvSc/8FtPxETx2okeqbzoj/XP6X5IkSdI/p//FHZNrLvV9zd13+rMvpQ8/+UI1r+BXt7i00599SY/l50m+pz/7UqpvOsPlR+ry3fz3uunfzX8v1TedUU0jZX03/z1Xj0t9X3PlkfLZ55QfswS/uqWoG6kD4cNPvuDKJOWw7cb+X972pAy1dtZrNzn1TWcUz66V/4effKEoT+1Z5MfydtJ6d8nQcr/KymTt6+uj2pB4YBiNRjpZQzZx+3w+araqmZ7EvDUajQgGg6ioqIDRaKT3E3OYYDabEY1G09aOey0l9Ou2c9tWFGxch1uz9zJ69u2GIu4revTIfqot5xaWAACvFzz7+hJt4HzvLYV2HPp6GtsNRYqvtVZ67YEymralcANqD5RheHyGHrOaqrJ8B1cnIKERSX2ARLvcjsZUn/PKwDdceQBgP1ypeq0eRFMCz9r+34tL3DVH31V3V7t8dRyjk7PocB/RzP/y1XFsNxRxz84+ozz/fbu3UUuJMLewhOk7cVT+eTtNm7//EJs3rdfMU+sdZUpWJqvcFDWbzfD7/WhtbaVCA+iHhKyrq0NHRwe9lvgtroSfH9uw5Hj+/sOM8tphLObz+q/wzS0sYUvhBmw3FOHU6T6FOanG6OSsaifXSv9jyRuystdjeOLZc7AmOGF+cYl2GrV20BLIxQePFOVlyiHnWVmd+LZX69TDEzNYfPAIJ47X6Hb629GY4p3IYe9/Xfa+gMRkjnwsuG/XNvQOhjA8MaNqRmu9o0zJSiBZb46KigoalBhIaD15EGESz7S8vJwLEtXV1aWIiyN3O0rmn5hvuP9eS8dN5KWxGpVw/cYUACjOaaUng4xRyfhIPnZ7EbBjRPI8TSdTm0XfvGk9Fh88wq3Zeys+sTU8oRwL1h/cjfqDu9F00sfNIwCZvyM9sjJZu7q6OJOVFZjGxkZEo1FEo1E0NDSgpaUF0WgUAwMDcLlciEajMJlMXD4mkwl+v5/e5/f7aUCpfBNGuWa9NZtYs2K/wlsKN+BS5zHUHijDlYFvVPMZHp/BXktJyukAFKbeVCRGtd7taIwzMedl16aLmlkv12yFm9ZjQdYe7PFUJKYw8ckkSTJ2GIthP1yJ3sEQFQA1CnW0fCqQyRxi4ss581EDThyvwejkLDX/9d5RpuR0p042i/kkPH9dXR0cDgedSXW73Yprw+EwjEZjRtHc9FAzYbXM2tHJWW7h+PzFIdQeKAOQeLls52HHIZ0916jpRsYs71Tv4vLWSmfLItycucutgcnNz3MXrid/cFnZh5xn6XosMdlIJ5xbWMLwxAx3T6mpGNN34vSa6zemuPHZ5k3ruePOnmtp1Wn/nlLUHijD+YtDXJs3nfTRNeJ3qndh+k6cW0dOp5yhr6ex11KiMIvZPMiHkFgeeu8oU7Je9iCQ37FobW1FJBKBx+OhMXRSiaFKvN+Jpz8xhQOBwHPziv/bXyw4dbqPMzHrD+5G72BIYa7UHijjlh7Yafyd27ais+caFRytaXyyAK2YzNFIJ9gPV3LjMXYq/ui7VjS7L9Dz8qn+dKk/uBvz9x9Ss7dg4zq8bfsT91HYv6cUU5EYvWavpQR7LSVUahAIoAAABQJJREFUS9Yf3I3hiRlaJ/vhyrS1GanHqdN9XFsTthRuQIf7CJrdF+hyTjpju9HJWZw4XqNILzUVc21NJpaSvaOMyWbZQ5KeLX3EYjEupKJWRPGqqiouwrkkSYrzLORatWWTF4Xa8kim+bBLI8nSyRIHu1TzIiDLCKuF4Fe3pGMnetK6R+sdpYpu1LlsqK6upgv5rCZTC07Mwl6rN6O6WuPGXL8xpViA1ksXrBxXBr5Ja2F/Jd9RzkxWQXrs31Oq+kK10gUrh94uJTVW8h2JmDoCwQtAxNQRCF4ChEAKBHmEEEiBII8QAikQ5BE5mWVlfQy3G4q4nf2AclMxAIXHgx7yzdLyfaFs/uyiMVsvOexi+uWr43QxWc1HTg22TLY+rM9iKnsv2XzkG9HZeiXzWRSsErLdGCD3K5P7j5HF7HT9xQjJFqHVfPv0Fmwv9X2t6puXTv3YRWS5b1+qi/fJrpP7MWr57wleTlbEH5Ls52P9zI6+a+U24GbL+YtDmn5wJHQCu43KfrhScyP33MISegdDXOwTdn9iqrCaKlO/ynOfB2E/XKmpRUnUAsLRd62YvhNPK/CS4OUjK5N1XqUzs14GWwo3qF6jhlboBb39gvOLDxW+fa8XbND0JPjfwAQXvIi4KgEJ05E1t9n6qJnhcjYXrFekqT0T8OxDppUnEbo/ljwT1i2FG1SdegWri5yMIVknT0I6HUe+cZvs2J+KxFC4aT0nOHLh0HIwltdpbmFJsYHY+d5bKDUV4/zFIW5M29lzDa7m/0PvJ94P8g3NbF3lOzdOne5T+CRuLliP/XtKcWv2Lgo2rlPEqiF10NLamzetV7g+CVYXWZmsxFw793mQpsldXkjnOuQ8S/9YczZZ6IXRyVmUmopxqfMYLnUew/z9h7SMyvIdWHzwiHO50XI3Sie0n/O9tzhh2Gsp4QT/5sxd+iy3ozHVyRa9MBtAwh9wKhKjz7XXUpKy065g9ZK1hjzzUQP1pgYSHbFg4zoaIkG+76+z5xqa3Reo9kgWekHu2Epcf4jQqLncnL84pNAuwxMzeNv2p5SfSz5Du93w7Idnd27bSrUZEU65S1CyMBsAuI/QO9W70Oy+IMaIv3JyYrLKNUTvYIjGmJHjfO8t3I7GcGv2LrYUJt+gW6gyRmQhXvmEmzMJc5BFLbSfFsS83GspwaX/msYkpKEaO7dtTWi/iRlVk1YLeR2TxXsBEub5PpWxqmD1kPONAckmYgA+fINe6IVSU7Hi3L8XlxSdmWXo62mFKw2JDJYKJBQHq720hFEPvTAbfyzZisUHjzjTnfx/c8EGalaz4TfmFpb+G3BKBExezWQtkOyY8ebMXZy/OMQtg8hNMHI90VZ6oRfINey58xeHOIFjy798dRy3ozGFpkolIhmBaCdSb3k4ipszd7kyyVKK3BzWC7OxpXAD9lpKuLH3uc+D3Idsr6WEGw+f+zyoGmJCsLrI2v1KHtVMvtNFvstGbceJPI9Ud+IAfFRtvby1ds6Q++WzrGRWlwQxYqNwszto5PUl5ckjn6uVn2yHk97ssuDlRsv9SvhDCgQvAOEPKRC8BAiBFAjyCCGQAkEeIQRSIMgjhEAKBHmEEEiBII9QFUhJUqyECASC54CqQD59+vR510Mg+NWwvLyseU5VIH/55RchlALBCvHkyRPNc5pjyJ9++gn/+c9/hPkqEOSI5eVl/Pjjj7oy9f8DFs5OKfZujGMAAAAASUVORK5CYII=



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